Skip to content

Instantly share code, notes, and snippets.

@Zyst
Last active June 10, 2022 15:53
Show Gist options
  • Save Zyst/d644edc2e1ae1022d7f2d8fdbfbf5f71 to your computer and use it in GitHub Desktop.
Save Zyst/d644edc2e1ae1022d7f2d8fdbfbf5f71 to your computer and use it in GitHub Desktop.
A Fluid Must Flow based smelting column for the mid game that can be upgraded to handle 45 items per second using K1 Speed Beacons or Speed Modules. Screenshots below.
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
@Zyst
Copy link
Author

Zyst commented Jun 10, 2022

Smelting Array at night. Left is 30 items per second, right is 45 items per second. There's options of using KI Beacons, or Level 1 & 2 Speed Modules.

Smelting Array at Night

Smelting Array Night

Example of tileable usage with train stop:

Smelting Train

Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment