Home / Recipes / Super Tortoises ๐ข How to Make Super Tortoises in Infinite CraftSuper Tortoises is a long haul. Even on the shortest known route it takes 68 combinations to get there, and the final one is Super Morethiss plus Tortoises. Expect to build several intermediate elements you will never use again.
The final combination
๐ฆ Super Morethiss+ ๐ข Tortoises= ๐ข Super Tortoises
Marathon 68 steps from the base elements ยท crafting depth 144
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What is worth knowing At 68 steps it is longer than 100% of solved elements, which puts it in our marathon band. Its crafting depth of 144 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 ๐จ Wind+ ๐จ Wind= ๐ช๏ธ Tornado2 ๐ช๏ธ Tornado+ ๐ง Water= ๐ Tsunami3 ๐ Earth+ ๐ Tsunami= ๐๏ธ Island4 ๐ Earth+ ๐๏ธ Island= ๐ Continent5 ๐ฅ Fire+ ๐ง Water= ๐จ Steam6 ๐ง Water+ ๐จ Wind= ๐ Wave7 ๐จ Steam+ ๐ Wave= ๐ Surf8 ๐ Continent+ ๐ Surf= ๐ฆ Australia9 ๐ Earth+ ๐ Earth= ๐๏ธ Mountain10 ๐๏ธ Mountain+ ๐จ Wind= ๐จ๏ธ Avalanche11 ๐จ๏ธ Avalanche+ ๐จ Wind= โ๏ธ Snow12 ๐ฆ Australia+ โ๏ธ Snow= ๐
No13 ๐ง Water+ ๐ง Water= ๐ Lake14 ๐ Lake+ ๐ง Water= ๐ Ocean15 ๐
No+ ๐ Ocean= ๐ซ Not16 ๐ Earth+ ๐จ Wind= ๐ซ๏ธ Dust17 ๐ Earth+ ๐ง Water= ๐ฑ Plant18 ๐ Earth+ ๐ฑ Plant= ๐ณ Tree19 ๐ซ๏ธ Dust+ ๐ณ Tree= ๐ฒ Wood20 ๐ฅ Fire+ ๐ฒ Wood= ๐ฅ Campfire21 ๐ฅ Campfire+ ๐ Lake= ๐ซ Sโmore22 ๐ซ Sโmore+ ๐จ Wind= ๐ซ Smore23 ๐ซ Not+ ๐ซ Smore= ๐ More24 ๐ฅ Fire+ ๐จ Wind= ๐จ Smoke25 ๐ฑ Plant+ ๐จ Wind= ๐ผ Dandelion26 ๐ผ Dandelion+ ๐ฑ Plant= ๐ฟ Weed27 ๐จ Smoke+ ๐ฟ Weed= ๐จ High28 ๐ฅ Fire+ ๐จ Steam= ๐ Engine29 ๐ซ๏ธ Dust+ ๐ Engine= ๐งน Vacuum30 ๐จ High+ ๐งน Vacuum= ๐ Low31 ๐ Ocean+ ๐ง Water= ๐ Fish32 ๐ Fish+ ๐จ Wind= ๐ Flying Fish33 ๐ฅ Fire+ ๐ Fish= ๐ฃ Sushi34 ๐ Flying Fish+ ๐ฃ Sushi= ๐ฃ Flying Sushi35 ๐ Lake+ ๐ฑ Plant= ๐ธ Lily36 ๐ฃ Flying Sushi+ ๐ธ Lily= ๐ Flying Lotus37 ๐ Lake+ ๐๏ธ Mountain= ๐๏ธ Fjord38 ๐ฅ Fire+ ๐ฅ Fire= ๐ Volcano39 ๐๏ธ Fjord+ ๐ Volcano= ๐ฎ๐ธ Iceland40 ๐ Surf+ ๐จ Wind= ๐ Surfing41 ๐ฎ๐ธ Iceland+ ๐ Surfing= ๐โโ๏ธ Icelandic Surfing42 ๐ Flying Lotus+ ๐โโ๏ธ Icelandic Surfing= ๐ This43 ๐ Low+ ๐ This= ๐ค Thiss44 ๐ More+ ๐ค Thiss= ๐ Morethiss45 ๐ฅ Fire+ ๐งน Vacuum= ๐ณ๏ธ Black Hole46 ๐ณ๏ธ Black Hole+ ๐ Earth= ๐ณ๏ธ Hole47 ๐๏ธ Mountain+ ๐๏ธ Mountain= ๐๏ธ Mountain Range48 ๐๏ธ Mountain Range+ ๐ Volcano= ๐ Yellowstone49 ๐๏ธ Mountain Range+ ๐ Yellowstone= ๐ Super Volcano50 ๐ฅ Fire+ ๐ Super Volcano= ๐ฃ Doom51 ๐ Earth+ ๐ฅ Fire= ๐ Lava52 ๐ Lava+ ๐ Super Volcano= ๐ Super Lava53 ๐ฃ Doom+ ๐ Super Lava= ๐ฑ Super Doom54 ๐ Volcano+ ๐ Yellowstone= ๐ Supervolcano55 ๐ฑ Super Doom+ ๐ Supervolcano= ๐ Super Doomvolcano56 ๐ณ๏ธ Hole+ ๐ Super Doomvolcano= ๐ณ๏ธ Super Doomhole57 ๐ฑ Plant+ ๐ Super Volcano= ๐ฑ Super Plant58 ๐ฑ Super Plant+ ๐ Tsunami= ๐ฟ Super Weed59 ๐ณ๏ธ Super Doomhole+ ๐ฟ Super Weed= ๐ฟ Super Doomweed60 ๐ Morethiss+ ๐ฟ Super Doomweed= ๐ฆ Super Morethiss61 ๐ณ๏ธ Black Hole+ ๐ช๏ธ Tornado= ๐ Singularity62 ๐ซ Not+ ๐ Singularity= ๐ค Plural63 ๐ฑ Plant+ ๐ง Water= ๐ Swamp64 ๐ Swamp+ ๐ณ Tree= ๐ฑ Mangrove65 ๐ฑ Mangrove+ ๐ Volcano= ๐ข Turtle66 ๐ข Turtle+ ๐ง Water= ๐ข Tortoise67 ๐ค Plural+ ๐ข Tortoise= ๐ข Tortoises68 ๐ฆ Super Morethiss+ ๐ข Tortoises= ๐ข Super TortoisesCrafting tree 1 Wind + Wind โ Tornado 2 Tornado + Water โ Tsunami 3 Earth + Tsunami โ Island 4 Earth + Island โ Continent 5 Fire + Water โ Steam 6 Water + Wind โ Wave 7 Steam + Wave โ Surf 8 Continent + Surf โ Australia 9 Earth + Earth โ Mountain 10 Mountain + Wind โ Avalanche 11 Avalanche + Wind โ Snow 12 Australia + Snow โ No 13 Water + Water โ Lake 14 Lake + Water โ Ocean 15 No + Ocean โ Not 16 Earth + Wind โ Dust 17 Earth + Water โ Plant 18 Earth + Plant โ Tree 19 Dust + Tree โ Wood 20 Fire + Wood โ Campfire 21 Campfire + Lake โ Sโmore 22 Sโmore + Wind โ Smore 23 Not + Smore โ More 24 Fire + Wind โ Smoke 25 Plant + Wind โ Dandelion 26 Dandelion + Plant โ Weed 27 Smoke + Weed โ High 28 Fire + Steam โ Engine 29 Dust + Engine โ Vacuum 30 High + Vacuum โ Low 31 Ocean + Water โ Fish 32 Fish + Wind โ Flying Fish 33 Fire + Fish โ Sushi 34 Flying Fish + Sushi โ Flying Sushi 35 Lake + Plant โ Lily 36 Flying Sushi + Lily โ Flying Lotus 37 Lake + Mountain โ Fjord 38 Fire + Fire โ Volcano 39 Fjord + Volcano โ Iceland 40 Surf + Wind โ Surfing 41 Iceland + Surfing โ Icelandic Surfing 42 Flying Lotus + Icelandic Surfing โ This 43 Low + This โ Thiss 44 More + Thiss โ Morethiss 45 Fire + Vacuum โ Black Hole 46 Black Hole + Earth โ Hole 47 Mountain + Mountain โ Mountain Range 48 Mountain Range + Volcano โ Yellowstone 49 Mountain Range + Yellowstone โ Super Volcano 50 Fire + Super Volcano โ Doom 51 Earth + Fire โ Lava 52 Lava + Super Volcano โ Super Lava 53 Doom + Super Lava โ Super Doom 54 Volcano + Yellowstone โ Supervolcano 55 Super Doom + Supervolcano โ Super Doomvolcano 56 Hole + Super Doomvolcano โ Super Doomhole 57 Plant + Super Volcano โ Super Plant 58 Super Plant + Tsunami โ Super Weed 59 Super Doomhole + Super Weed โ Super Doomweed 60 Morethiss + Super Doomweed โ Super Morethiss 61 Black Hole + Tornado โ Singularity 62 Not + Singularity โ Plural 63 Plant + Water โ Swamp 64 Swamp + Tree โ Mangrove 65 Mangrove + Volcano โ Turtle 66 Turtle + Water โ Tortoise 67 Plural + Tortoise โ Tortoises 68 Super Morethiss + Tortoises โ Super Tortoises
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Super Tortoises at a glance
Steps to craft 68 Marathon
Crafting depth 144 longer than 100% of solved elements
Known recipes 1 only one way
Used in 0 other combinations Other elements that take 68 steps Similar effort to Super Tortoises, if you want something else to chase.
Frequently asked questions How do you make Super Tortoises in Infinite Craft? Combine Super Morethiss with Tortoises. The full path from the base elements takes 68 steps.
How many steps does it take to make Super Tortoises? 68 steps on the shortest known path from Water, Fire, Wind and Earth.
Is Super Tortoises 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 Super Tortoises? Only one known combination produces Super Tortoises.
Path verified against the open recipe graph on 2026-10-23 . Method described in our methodology , data credited on data sources .