Home / Recipes / Delete All Plurals β How to Make Delete All Plurals in Infinite CraftDelete All Plurals is a long haul. Even on the shortest known route it takes 68 combinations to get there, and the final one is Delete All Letters plus Plurals. Expect to build several intermediate elements you will never use again.
The final combination
β Delete All Letters+ πΆββοΈ Plurals= β Delete All Plurals
Marathon 68 steps from the base elements Β· crafting depth 127 Β· 2 known recipes
π Copy steps
What is worth knowing At 68 steps it is longer than 100% of solved elements, which puts it in our marathon band. Only 2 known combinations produce Delete All Plurals, so there is very little room to improvise. Follow the path exactly. Its crafting depth of 127 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 68 combinations in order.
1 π Earth+ π¨ Wind= π«οΈ Dust2 π«οΈ Dust+ π₯ Fire= π Ash3 π Earth+ π§ Water= π± Plant4 π Earth+ π± Plant= π³ Tree5 π Ash+ π³ Tree= βοΈ Pencil6 π Earth+ βοΈ Pencil= ποΈ Drawing7 π₯ Fire+ π¨ Wind= π¨ Smoke8 π Earth+ π³ Tree= π² Forest9 π² Forest+ π² Forest= π΄ Jungle10 π₯ Fire+ π₯ Fire= π Volcano11 π΄ Jungle+ π Volcano= π΄ Tarzan12 π¨ Smoke+ π΄ Tarzan= π©βπ¦° Jane13 ποΈ Drawing+ π©βπ¦° Jane= π¦ Doe14 π³ Tree+ π§ Water= π River15 π River+ π³ Tree= π Paper16 π Paper+ π± Plant= π Book17 π Earth+ π River= β¬οΈ Delta18 π Book+ β¬οΈ Delta= π Alphabet19 π± Plant+ π¨ Wind= πΌ Dandelion20 πΌ Dandelion+ π Volcano= π Fireworks21 π Alphabet+ π Fireworks= π€ Letters22 π¦ Doe+ π€ Letters= β Deletes23 π§ Water+ π¨ Wind= π Wave24 π Earth+ π Wave= ποΈ Sand25 π₯ Fire+ ποΈ Sand= π₯ Glass26 π₯ Glass+ ποΈ Sand= β Hourglass27 π¨ Wind+ π¨ Wind= πͺοΈ Tornado28 πͺοΈ Tornado+ π§ Water= π Tsunami29 π Earth+ π Tsunami= ποΈ Island30 π Earth+ ποΈ Island= π Continent31 πΌ Dandelion+ π§ Water= π· Wine32 π Continent+ π· Wine= πͺπΊ Europe33 π Earth+ πͺπΊ Europe= π«π· France34 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«π· France+ π» System= π Metric39 β Hourglass+ π Metric= π Second40 β Deletes+ π Second= β Delete Second41 ποΈ Sand+ π§ Water= ποΈ Beach42 π Earth+ π₯ Glass= πΎ Bottle43 ποΈ Beach+ πΎ Bottle= π¬ Message44 π«οΈ Dust+ π¬ Message= π Spam45 β Delete Second+ π Spam= ποΈ Delete First46 ποΈ Delete First+ π¬ Message= β Delete All47 β Delete All+ π¬ Message= β Delete All Messages48 β Delete All Messages+ π€ Letters= β Delete All Letters49 π₯ Fire+ π§ Water= π¨ Steam50 π¨ Steam+ π Wave= π Surf51 π Continent+ π Surf= π¦ Australia52 π Earth+ π Earth= ποΈ Mountain53 ποΈ Mountain+ π¨ Wind= π¨οΈ Avalanche54 π¨οΈ Avalanche+ π¨ Wind= βοΈ Snow55 π¦ Australia+ βοΈ Snow= π
No56 π§ Water+ π§ Water= π Lake57 π Lake+ π§ Water= π Ocean58 π
No+ π Ocean= π« Not59 π₯ Fire+ π¨ Steam= π Engine60 π«οΈ Dust+ π Engine= π§Ή Vacuum61 π₯ Fire+ π§Ή Vacuum= π³οΈ Black Hole62 π³οΈ Black Hole+ πͺοΈ Tornado= π Singularity63 π« Not+ π Singularity= π€ Plural64 ποΈ Beach+ ποΈ Sand= ποΈ Sandcastle65 π Wave+ π¨ Wind= βοΈ Storm66 ποΈ Sandcastle+ βοΈ Storm= ποΈ Ruins67 π€ Plural+ ποΈ Ruins= πΆββοΈ Plurals68 β Delete All Letters+ πΆββοΈ Plurals= β Delete All PluralsCrafting tree 1 Earth + Wind β Dust 2 Dust + Fire β Ash 3 Earth + Water β Plant 4 Earth + Plant β Tree 5 Ash + Tree β Pencil 6 Earth + Pencil β Drawing 7 Fire + Wind β Smoke 8 Earth + Tree β Forest 9 Forest + Forest β Jungle 10 Fire + Fire β Volcano 11 Jungle + Volcano β Tarzan 12 Smoke + Tarzan β Jane 13 Drawing + Jane β Doe 14 Tree + Water β River 15 River + Tree β Paper 16 Paper + Plant β Book 17 Earth + River β Delta 18 Book + Delta β Alphabet 19 Plant + Wind β Dandelion 20 Dandelion + Volcano β Fireworks 21 Alphabet + Fireworks β Letters 22 Doe + Letters β Deletes 23 Water + Wind β Wave 24 Earth + Wave β Sand 25 Fire + Sand β Glass 26 Glass + Sand β Hourglass 27 Wind + Wind β Tornado 28 Tornado + Water β Tsunami 29 Earth + Tsunami β Island 30 Earth + Island β Continent 31 Dandelion + Water β Wine 32 Continent + Wine β Europe 33 Earth + Europe β France 34 Dust + Earth β Planet 35 Fire + Planet β Sun 36 Fire + Sun β Solar 37 Planet + Solar β System 38 France + System β Metric 39 Hourglass + Metric β Second 40 Deletes + Second β Delete Second 41 Sand + Water β Beach 42 Earth + Glass β Bottle 43 Beach + Bottle β Message 44 Dust + Message β Spam 45 Delete Second + Spam β Delete First 46 Delete First + Message β Delete All 47 Delete All + Message β Delete All Messages 48 Delete All Messages + Letters β Delete All Letters 49 Fire + Water β Steam 50 Steam + Wave β Surf 51 Continent + Surf β Australia 52 Earth + Earth β Mountain 53 Mountain + Wind β Avalanche 54 Avalanche + Wind β Snow 55 Australia + Snow β No 56 Water + Water β Lake 57 Lake + Water β Ocean 58 No + Ocean β Not 59 Fire + Steam β Engine 60 Dust + Engine β Vacuum 61 Fire + Vacuum β Black Hole 62 Black Hole + Tornado β Singularity 63 Not + Singularity β Plural 64 Beach + Sand β Sandcastle 65 Wave + Wind β Storm 66 Sandcastle + Storm β Ruins 67 Plural + Ruins β Plurals 68 Delete All Letters + Plurals β Delete All Plurals
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Other ways to make Delete All Plurals 2 combinations are known to produce Delete All Plurals. Here are 2 of them.
Delete All Plurals at a glance
Steps to craft 68 Marathon
Crafting depth 127 longer than 100% of solved elements
Known recipes 2 ways to make it
Used in 0 other combinations Other elements that take 68 steps Similar effort to Delete All Plurals, if you want something else to chase.
Frequently asked questions How do you make Delete All Plurals in Infinite Craft? Combine Delete All Letters with Plurals. The full path from the base elements takes 68 steps.
How many steps does it take to make Delete All Plurals? 68 steps on the shortest known path from Water, Fire, Wind and Earth.
Is Delete All Plurals hard to make in Infinite Craft? It rates as marathon. At 68 steps it is longer than 100% of solved elements.
Is there more than one way to make Delete All Plurals? Yes. 2 combinations are known to produce Delete All Plurals, 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 .