Skip to content
Infinite Craft Recipes

How to Make Retiring in Infinite Craft

Retiring is a long haul. Even on the shortest known route it takes 14 combinations to get there, and the final one is Aging plus High. Expect to build several intermediate elements you will never use again.

The final combination

AgingHighRetiring

Long14 steps from the base elementscrafting depth 2115 known recipes

Full crafting path from the base elements

Start with Water, Fire, Wind and Earth, then follow these 14 combinations in order.

  1. 1WaterWindWave
  2. 2EarthWaveSand
  3. 3FireSandGlass
  4. 4FireGlassLens
  5. 5LensWaterMicroscope
  6. 6EarthWaterPlant
  7. 7MicroscopePlantCell
  8. 8GlassSandHourglass
  9. 9CellHourglassAging
  10. 10FireWindSmoke
  11. 11PlantWindDandelion
  12. 12DandelionPlantWeed
  13. 13SmokeWeedHigh
  14. 14AgingHighRetiring
Crafting tree
1Water + Windโ†’ Wave2Earth + Waveโ†’ Sand3Fire + Sandโ†’ Glass4Fire + Glassโ†’ Lens5Lens + Waterโ†’ Microscope6Earth + Waterโ†’ Plant7Microscope + Plantโ†’ Cell8Glass + Sandโ†’ Hourglass9Cell + Hourglassโ†’ Aging10Fire + Windโ†’ Smoke11Plant + Windโ†’ Dandelion12Dandelion + Plantโ†’ Weed13Smoke + Weedโ†’ High14Aging + Highโ†’ Retiring

Other ways to make Retiring

15 combinations are known to produce Retiring. Here are 15 of them.

What you can make with Retiring

Retiring at a glance

Steps to craft
14
Long
Crafting depth
21
longer than 73% of solved elements
Known recipes
15
ways to make it
Used in
51
other combinations

Other elements that take 14 steps

Similar effort to Retiring, if you want something else to chase.

Frequently asked questions

How do you make Retiring in Infinite Craft?

Combine Aging with High. The full path from the base elements takes 14 steps.

How many steps does it take to make Retiring?

14 steps on the shortest known path from Water, Fire, Wind and Earth.

Is Retiring hard to make in Infinite Craft?

It rates as long. At 14 steps it is longer than 73% of solved elements.

Is there more than one way to make Retiring?

Yes. 15 combinations are known to produce Retiring, and the shortest route is shown above.

Path verified against the open recipe graph on . Method described in our methodology, data credited on data sources.