Home / Recipes / Notswimming πββοΈ How to Make Notswimming in Infinite CraftNotswimming is a long haul. Even on the shortest known route it takes 41 combinations to get there, and the final one is Not plus S/W. Expect to build several intermediate elements you will never use again.
The final combination
π« Not+ π» S/W= πββοΈ Notswimming
Marathon 41 steps from the base elements Β· crafting depth 64 Β· 2 known recipes
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What is worth knowing At 41 steps it is longer than 98% of solved elements, which puts it in our marathon band. Only 2 known combinations produce Notswimming, so there is very little room to improvise. Follow the path exactly. Its crafting depth of 64 is unusually deep. Depth counts the longest chain needed to reach it, and most elements people search for sit well below this. Full crafting path from the base elements Start with Water, Fire, Wind and Earth, then follow these 41 combinations in order.
1 π¨ Wind+ π¨ Wind= πͺοΈ Tornado2 πͺοΈ Tornado+ π§ Water= π Tsunami3 π Earth+ π Tsunami= ποΈ Island4 π Earth+ ποΈ Island= π Continent5 π₯ Fire+ π§ Water= π¨ Steam6 π§ Water+ π¨ Wind= π Wave7 π¨ Steam+ π Wave= π Surf8 π Continent+ π Surf= π¦ Australia9 π Earth+ π Earth= ποΈ Mountain10 ποΈ Mountain+ π¨ Wind= π¨οΈ Avalanche11 π¨οΈ Avalanche+ π¨ Wind= βοΈ Snow12 π¦ Australia+ βοΈ Snow= π
No13 π§ Water+ π§ Water= π Lake14 π Lake+ π§ Water= π Ocean15 π
No+ π Ocean= π« Not16 π Earth+ π§ Water= π± Plant17 π Earth+ π± Plant= π³ Tree18 π³ Tree+ π§ Water= π River19 π River+ π³ Tree= π Paper20 π Paper+ π± Plant= π Book21 π Earth+ π River= β¬οΈ Delta22 π Book+ β¬οΈ Delta= π Alphabet23 π₯ Fire+ π¨ Steam= π Engine24 π Engine+ π¨ Wind= π¬οΈ Windmill25 π§ Water+ π¬οΈ Windmill= β‘οΈ Energy26 β‘οΈ Energy+ π Lake= π¦ Electric Eel27 π Alphabet+ π¦ Electric Eel= π
°οΈ E28 π Earth+ π¨ Wind= π«οΈ Dust29 π«οΈ Dust+ π₯ Fire= π Ash30 π Ash+ π³ Tree= βοΈ Pencil31 π Book+ βοΈ Pencil= π Homework32 π Homework+ πͺοΈ Tornado= βοΈ F33 π
°οΈ E+ βοΈ F= π
ΎοΈ S34 π«οΈ Dust+ π Earth= πͺ Planet35 π₯ Fire+ πͺ Planet= βοΈ Sun36 π₯ Fire+ βοΈ Sun= βοΈ Solar37 πͺ Planet+ βοΈ Solar= π» System38 π₯ Fire+ π» System= π» Computer39 π» Computer+ π» System= π» Software40 π
ΎοΈ S+ π» Software= π» S/W41 π« Not+ π» S/W= πββοΈ NotswimmingCrafting tree 1 Wind + Wind β Tornado 2 Tornado + Water β Tsunami 3 Earth + Tsunami β Island 4 Earth + Island β Continent 5 Fire + Water β Steam 6 Water + Wind β Wave 7 Steam + Wave β Surf 8 Continent + Surf β Australia 9 Earth + Earth β Mountain 10 Mountain + Wind β Avalanche 11 Avalanche + Wind β Snow 12 Australia + Snow β No 13 Water + Water β Lake 14 Lake + Water β Ocean 15 No + Ocean β Not 16 Earth + Water β Plant 17 Earth + Plant β Tree 18 Tree + Water β River 19 River + Tree β Paper 20 Paper + Plant β Book 21 Earth + River β Delta 22 Book + Delta β Alphabet 23 Fire + Steam β Engine 24 Engine + Wind β Windmill 25 Water + Windmill β Energy 26 Energy + Lake β Electric Eel 27 Alphabet + Electric Eel β E 28 Earth + Wind β Dust 29 Dust + Fire β Ash 30 Ash + Tree β Pencil 31 Book + Pencil β Homework 32 Homework + Tornado β F 33 E + F β S 34 Dust + Earth β Planet 35 Fire + Planet β Sun 36 Fire + Sun β Solar 37 Planet + Solar β System 38 Fire + System β Computer 39 Computer + System β Software 40 S + Software β S/W 41 Not + S/W β Notswimming
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Other ways to make Notswimming 2 combinations are known to produce Notswimming. Here are 2 of them.
Notswimming at a glance
Steps to craft 41 Marathon
Crafting depth 64 longer than 98% of solved elements
Known recipes 2 ways to make it
Used in 0 other combinations Other elements that take 41 steps Similar effort to Notswimming, if you want something else to chase.
Frequently asked questions How do you make Notswimming in Infinite Craft? Combine Not with S/W. The full path from the base elements takes 41 steps.
How many steps does it take to make Notswimming? 41 steps on the shortest known path from Water, Fire, Wind and Earth.
Is Notswimming hard to make in Infinite Craft? It rates as marathon. At 41 steps it is longer than 98% of solved elements.
Is there more than one way to make Notswimming? Yes. 2 combinations are known to produce Notswimming, and the shortest route is shown above.
Path verified against the open recipe graph on 2026-10-24 . Method described in our methodology , data credited on data sources .