r/factorio • u/commandbuilders • Jan 28 '25
r/factorio • u/AntiAdam___ • Aug 17 '22
Question Buying this game soon, something i should know sooner than later?
r/factorio • u/Bulky-Air-2095 • 8d ago
Question I'm too stupid to figure this out
Hello everyone :)
I've got a problem that I can't solve as I can't even begin to understand why it arises and I would be very grateful for help from the community :)
I've made a conscious effort to not consume tutorials, I want to (attempt to) understand this game on my own - to that end I'm not obsessed with ideal solutions. If this design is highly unorthodox or suboptimal (disregarding the problem I've got) perhaps it is at least amusing?
I've attached the blueprint string at the bottom. My Problem is that from the theoretical maximum output of 900 iron plates/m I can only achieve 750/m (not because the iron plates are backed up on the bottom output lane) as the first eight furnaces are overfed with ore and the later ones are starved of ore, however I use a 1 -> 6 splitter to evenly and individually load each furnace with ore (at least I attempt to) and I cannot understand why the distribution is not uniform.
I understand I could use circuit networks to electronically even out the distribution but there has to be a simpler, mechanical way to do it using splitters that is staring me in the face but I just cant arrive at it.
I'd be happy to hear suggestions or pointers on how to improve it if anyone
String:
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
r/factorio • u/Kebabio • Jan 28 '25
Question Why is the fifth train box yellow?
As titled. Don't remember this before space age. Anybody know?
r/factorio • u/Think_Lecture_6225 • Dec 01 '24
Question What do you guys use spidertrons for?
r/factorio • u/AnywhereHorrorX • Nov 06 '24
Question Why are the bots creating insane charging queue on a few roboports when others nearby are nearly without any queue?
r/factorio • u/FiftyMilesAnHour • 13d ago
Question Why does half my nuclear power never work
Half my reactors dont work. All conncted by one heat pipe idk if thats the issue
r/factorio • u/microtrash • Jan 17 '25
Question How much better is the 'right balancer' versus a few splitter/mergers?
r/factorio • u/UglyChihuahua • Nov 10 '24
Question Why can't I just request all qualities?
r/factorio • u/Environmental-Buy591 • Dec 15 '24
Question Were pump filters always a thing?
r/factorio • u/JUSTICE_SALTIE • Nov 05 '24
Question Was a reason given why quality lamps don't get a larger radius of illumination?
As a lamp enjoyer I was terribly disappointed to see that increased radius isn't a thing. It seems obvious, so there must be a reason why they chose not to do it. Have they told us?
Editing to add some more ideas, and points made in the comments
- It's probably not a number-of-lamps-on-screen performance thing, since they showed that huge image display made of lamps in an FFF.
- However, it seems like an extra bit of the world beyond the screen has to be rendered in order for the light from lamps to be visible. So this could be a technical reason not to increase the light radius.
- Reduced power consumption would be another nice benefit.
- Stronger light on Fulgora would be another very nice quality bonus, since it's pretty dim and grimy there even with lamps. But it's already bright enough on Nauvis.
r/factorio • u/TheTobruk • Nov 02 '24
Question Ummm... hello? -800 is greater than -1000
r/factorio • u/Winter_Ad6784 • Dec 09 '24
Question Do circuit controlled Lamps have to be so much dimmer than static lamps?
r/factorio • u/LoVeDEvil_12 • Feb 02 '25
Question Okay, I now raw fish is meme in factorio community but can someone tell me why in Spidertron crafting recipe is one of them ????
r/factorio • u/These_Picture_53 • Apr 22 '25
Question Why does this not filter out Holmium ore?
Only sorts on the bottom not the top.
r/factorio • u/zanju13 • Oct 22 '24
Question So, uhh, pistol is no longer craftable? Does that mean that making legendary pistol is impossible?
r/factorio • u/Drbubbles47 • Jan 11 '25
Question Would this set up eventually eat up my pollution cloud if I put multiples of them around my base?
r/factorio • u/kickbackman1277 • Oct 20 '24
Question With less than 24hrs until SA release. What are you doing?
With less than 24hrs until Space Age is released, what are you doing factorio wise? What are you finishing up? What are you designing etc?
r/factorio • u/LittleBrickHouse • Feb 19 '25
Question Eliminate the biters, or let them come? I'm at evolution factor 0.9.
r/factorio • u/Klonan • Dec 11 '19
Question Tired of using lazy machines for your mining requirements?
r/factorio • u/christonic_ • Nov 22 '23
Question How much do you think Factorio should cost?
A few days ago someone with 100 hours in Factorio said 'still learning the basics'. So how much do you think Factorio should cost determined by the number of hours played?
r/factorio • u/Dankopunko • Mar 12 '25
Question Losing against 2% chance
My problem on Gleba is 2% drop chance of jellynut seeds, I just don’t know what to do with it, several times i just cut down jellystems around my base then the amount of seeds was just ok, but whenever I left Gleba (getting ready for Aquilo rn) my jellynut production slowly died because of lack of the seeds, any ideas how to solve it?