Blueprint Book for a 334 SPM Rail Outpost, turns raw materials into research (Labs included)
[*] Uses 2-8-0 Trains
[*] Uses Express Transport Belts exclusively (Bots used for construction and optional train refuelling)
[*] Uses raw materials for input (Iron Ore, Copper Ore, Coal, Stone, Water, Crude Oil)
Easy Science Expansion for Megabase
Clever and beautiful constructions, bigger than two chunks
- Defense: killing biters as an art
- Castles, Throne Rooms, Decorations (comfortable living in the Factorio World)
- Main Bus Concepts
- Modular Systems, Factory Streets, show how all works together
- Megabases
Please provide us with blueprints or saves, if that makes sense of course.
- Defense: killing biters as an art
- Castles, Throne Rooms, Decorations (comfortable living in the Factorio World)
- Main Bus Concepts
- Modular Systems, Factory Streets, show how all works together
- Megabases
Please provide us with blueprints or saves, if that makes sense of course.
Forum rules
Clever and beautiful constructions, bigger than two chunks
- Defense: killing biters as an art
- Castles, Throne Rooms, Decorations (comfortable living in the Factorio World)
- Main Bus Concepts
- Modular Systems, Factory Streets, show how all works together
- Megabases
Please provide us with blueprints or saves, if that makes sense of course.
- Castles, Throne Rooms, Decorations (comfortable living in the Factorio World)
- Main Bus Concepts
- Modular Systems, Factory Streets, show how all works together
- Megabases
Please provide us with blueprints or saves, if that makes sense of course.
Easy Science Expansion for Megabase
Last edited by Deelkar on Sun Jun 28, 2020 7:23 pm, edited 1 time in total.
Re: Easy Science Expansion for Megabase
Here's an updated version that removes some burst bottlenecks from blue chips
- Attachments
-
- Factorio-BP-334SPM-Outpost v5.txt
- (559.47 KiB) Downloaded 317 times
-
- Manual Inserter
- Posts: 1
- Joined: Mon Sep 21, 2020 5:00 pm
- Contact:
Re: Easy Science Expansion for Megabase
Post by Brokenspacebar »
I really like this layout. Could you show a bit more about your building train system? I see there's a station for one, but no details.
Re: Easy Science Expansion for Megabase
Build Trains 2-8-0 BP Book
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
Re: Easy Science Expansion for Megabase
The Constant Combinators at the station controls what is unloaded from the train, so just make sure you have the corresponding materials in the build train, or look at my other reply for a Build Train BP BookBrokenspacebar wrote: ↑Mon Sep 21, 2020 5:04 pm I really like this layout. Could you show a bit more about your building train system? I see there's a station for one, but no details.
Return to “Medium/Big/Gigantic Sized Structures”
Jump to
- General
- ↳ Releases
- ↳ News
- ↳ General discussion
- ↳ Multiplayer
- ↳ Find Servers / Tools / Guides
- ↳ Show your Creations
- ↳ Videos
- ↳ Combinator Creations
- ↳ Mechanical Throughput Magic (circuit-free)
- ↳ Railway Setups
- ↳ Energy Production
- ↳ Medium/Big/Gigantic Sized Structures
- ↳ Fan Art
- ↳ Gameplay Help
- ↳ Spread the Word
- ↳ Off topic
- ↳ This Forum
- ↳ Celebration Party
- Support
- ↳ Gameplay Help
- ↳ Discover Factorio Wiki
- ↳ Discover Others Creations
- ↳ Discover Mods
- ↳ Discover Tools Around Factorio
- ↳ Technical Help
- ↳ Bug Reports
- ↳ Resolved for the next release
- ↳ Assigned
- ↳ Not a bug
- ↳ Pending
- ↳ 1 / 0 magic
- ↳ Duplicates
- ↳ Minor issues
- ↳ Desyncs with mods
- ↳ Won't fix.
- ↳ Resolved Problems and Bugs
- Factorio Direction
- ↳ Ideas and Suggestions
- ↳ Outdated/Not implemented
- ↳ Frequently Suggested / Link Collections
- ↳ Implemented Suggestions
- ↳ Implemented in 2.0
- ↳ Development Proposals
- ↳ Balancing
- Contributions
- ↳ Mods
- ↳ Download mods
- ↳ Mod portal Discussion
- ↳ Mods
- ↳ Mod Packs / Libs / Special Interest
- ↳ 5dim's mod
- ↳ Angels Mods
- ↳ Atomic Power
- ↳ Bob's mods
- ↳ DyWorld
- ↳ F.A.R.L
- ↳ Fentus Challenge & Tool Mods
- ↳ Logistic Train Network
- ↳ MoMods
- ↳ Reika's Mods
- ↳ Resource Spawner Overhaul
- ↳ Yuoki Industries
- ↳ PyMods
- ↳ Questions, reviews and ratings
- ↳ Modding Discussions
- ↳ Modding discussion
- ↳ Modding help
- ↳ Ideas and Requests For Mods
- ↳ Modding interface requests
- ↳ Implemented mod requests
- ↳ Already exists
- ↳ Won't implement
- ↳ Documentation Improvement Requests
- ↳ Resolved Requests
- ↳ Development tools
- ↳ Tools
- ↳ Mod and installation managers
- ↳ Cheatsheets / Calculators / Viewers
- ↳ Development tools
- ↳ Special interest mods and libraries
- ↳ Modding Development
- ↳ Multiplayer / Dedicated Server
- ↳ Multiplayer Board
- ↳ Archive
- ↳ Maps and Scenarios
- ↳ Translations
- ↳ Texture Packs
- ↳ Fan Art
- ↳ Wiki Talk
- ↳ To be sorted
- ↳ Campaign / Scenario suggestions