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Kovarex Matrix

Posted: Fri Feb 16, 2018 9:21 pm
by hooiberg
Lo an behold the Kovarex Matrix I made. It is is seeded by a default loop, and it is most captivating thing I have ever built in Factorio.
It could be faster with signals, but this game is in Marathon mode, and as such the lvl 3 modules to really benefit from them are very very expensive.

Blueprint String

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Re: Kovarex Matrix

Posted: Fri Feb 16, 2018 9:35 pm
by Caine
Goed bezig ;)

I agree with tobin, looks great. There is no such thing as overkill in Factorio :)

Re: Kovarex Matrix

Posted: Sat Feb 17, 2018 6:52 am
by hooiberg
It produces slightly over 5 enriched uranium per second, when it runs optimally, which it rarely does. That is not even that much overkill with nuclear fuel for trains, nuclear fuel cells for reactors, atomic bombs and whatnot going on.

Re: Kovarex Matrix

Posted: Thu Mar 01, 2018 2:12 pm
by Deadly-Bagel
What kind of setup would use 5 Uranium-235 per second? This is the equivalent of:
  • 10,083.3 trains running constantly
  • Firing a nuke every 6 seconds
  • 10,000 Nuclear Reactors
  • 33,611.1 Steel Furnaces

Re: Kovarex Matrix

Posted: Thu Mar 01, 2018 5:19 pm
by MeduSalem
Deadly-Bagel wrote:What kind of setup would use 5 Uranium-235 per second? This is the equivalent of:
  • 10,083.3 trains running constantly
  • Firing a nuke every 6 seconds
  • 10,000 Nuclear Reactors
  • 33,611.1 Steel Furnaces
There is no kill like overkill.


I am using a setup consisting of 3 beaconized centrifuges. In the beginning I once accidently let it run while testing out various other configurations... and ended up with 2k Uranium-235 in the logistics network. Even with 30 Nuclear Reactors and trains using Nuclear Fuel I haven't seen the kovarex process running for at least 50 hours if not more... and I still have 1.5k left in the storage chest. And I already have 400k Uranium Ore in my central storage as well.

It's just ridiculous how sparsely the resource gets used. It effectively is infinite just by mining what's in the starting area.

Re: Kovarex Matrix

Posted: Thu Mar 01, 2018 5:25 pm
by Deadly-Bagel
And yet, I started a Deathworld with default ore settings and Uranium Ore is WAY more common than Copper Ore. I mean I've got probably 4-5 visible patches of 6mill+ Uranium Ore around, the biggest Copper Ore I could find is 1.8mill and the rest are half that >_> wtf

Re: Kovarex Matrix

Posted: Thu Mar 01, 2018 5:29 pm
by MeduSalem
Deadly-Bagel wrote:And yet, I started a Deathworld with default ore settings and Uranium Ore is WAY more common than Copper Ore. I mean I've got probably 4-5 visible patches of 6mill+ Uranium Ore around, the biggest Copper Ore I could find is 1.8mill and the rest are half that >_> wtf
The Ore settings and distributions are pretty screwed ever since the devs have been messing around with it trying to rebalance everything.

I also want to start a new map using Death World Settings (still playing a hardcore map from 0.12 or 0.13)... but I feel like it is too soon and should wait for 0.17 in which they are surely changing everything all over again.

At least I am glad that they have map previews now... because without it would be even more of a nightmare I guess.

Re: Kovarex Matrix

Posted: Fri Mar 16, 2018 10:09 am
by gsezz
I'm currently playing a railworld setting. The ore distribution is totally screwed up. Until now I found many millions of uranium, billions of iron...and exactly 3 coal patches with a stunning 300k coal all together.
But its fun. I had to burn solid fuel as early as possible, and had to choose wisely between using my coal for hand grenades or red circuits.

Re: Kovarex Matrix

Posted: Fri Mar 16, 2018 11:32 am
by Aeternus
Had the same problem in my early railworld setting initially with iron being in shortage. I had to go well outside the starting area to find a decent patch. Guess that's why it was called railworld, one temporary standalone rail later and that issue was solved...

If in a railworld, just keep setting up some small radar posts (selfpowered and with moderate defenses) and you'll eventually find a big coal patch, 5 mil or upward.

Re: Kovarex Matrix

Posted: Fri Apr 13, 2018 12:36 pm
by LazyLoneLion
...but would you mind hiding your blueprint string behind the spoiler, please? It blows my monitor horizontally.

Re: Kovarex Matrix

Posted: Mon Apr 16, 2018 11:41 am
by Kayanor
LazyLoneLion wrote:...but would you mind hiding your blueprint string behind the spoiler, please? It blows my monitor horizontally.
Looks fine to me, the code box has a horizontal scroll bar.
What internet browser are you using?

Re: Kovarex Matrix

Posted: Mon Apr 16, 2018 12:11 pm
by LazyLoneLion
Kayanor wrote:
LazyLoneLion wrote:...but would you mind hiding your blueprint string behind the spoiler, please? It blows my monitor horizontally.
Looks fine to me, the code box has a horizontal scroll bar.
What internet browser are you using?
Chrome (latest).
Maybe it depends on the theme? -- yeah, checked, definitely depends on the theme.
horizontal scroll
horizontal scroll
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