5/22/2023 0 Comments 2048 fibonacciGoal is 256.Ģ048? This time ALL tiles are abundant. Use Q and E to move forward and backward.ģD 4096 Same as the above but 16's spawn therefore the goal is 4096.ģD 256 This time the "special" tiles are abundant. Spawns multiple things at once.Ģ048 1D 1x21 grid. Spawns multiple things at once.Ģ048 6圆 Play on a 6圆 board. Get to 27, 144 or even 768.Ĥps (trips) Spawns 4s. Ratio2048 Tiles can merge if their ratio is 2 or higher. Quantum 2048 Tiles with multiple options?Ģ(048) Split the numbers and make the 1 tile.Ģ048 +-×÷ Allows sums to happen during 2048. Get both ☑3 tiles.ĭIVE You can merge a tile if it is a divisor of another.Ģ048 Advanced Spawns x2 and x4 tiles periodically. Goal = 1/32.ġ/2048 Similar to 204÷, but spawns 1s and mostly ÷s. The ÷ tile is the same.ġ/32 Similar to 204÷, but spawns 1s and 2s. The × tile doubles the value of the tile it merges with. Reach 180.Ģ04÷ The ÷ tile halves the value of the tile it merges with.ġ2÷ Same as above, but with an easier goal of 128.Ģ0×÷ A variant of 204÷. Grey tiles are pointless.ġ80 Similar to the above, but spawns 5s. Get at least three 146s to spawn and merge them.ġ44 Merge multiple in a row to reach 144. Reach the 2584 tile.Ģ43 Powers of 3 version! 5x5 board, get 243.Ĩ1 Same as above, but with an easier goal.ġ46 Merge three or five tiles into one. Impossible to lose, really.Ģ584 Consecutive Fibonacci merges only. Get 3072 (it's possible).Ģ048 Zen Merge any tile. Isotopic 2048 8s, 32s and 128s decay after time. Can you do it?Ģ048 Double Play on two boards. Speed 2048 Tiles spawn every second or so. 8x8 board, get 270.Ģ048 Hardcore Hardcore mode! Tiles are virtually invisible. RNG included.Ģ70 Multiples of 10 gameplay. Harder version of the above.Ģ147483648 8x8 board. Harder version of the above.Ĥ194304 5x5 board. Harder version of the above.Ĥ194304 6圆 board. Harder version of the above.Ħ5536 4x4 board. Refined version, as 3 or 4 tiles can merge.Ĥ Impossible. ÷ Another exercise in futility, only spawns ÷ blocks. Random 32 Drops Also spawns 32s occasionally.Ġ An exercise in futility, only 0s spawn.Ģ Another exercise in fultility, only 2s spawn. Threes An online JS version of Threes by Asher Vollmer. If you come up with clever strategies or methods to solve these puzzles, please let us know in the comments.2048 Variants 2048 Variants 2048 Variations list View on GitHub List of 2048 Variants:ġ024 Online version of 1024 by Veewo Studio. I hope you dig into some of these games this week. Many more on this big long list of variations.Someone figured out how to do the three tile version.One more silly one, here’s Jenny Peng’s easy version.If you need more room, try playing 2147483648.But I actually prefer this tight 2x2x2x2, 4D version.I have a few more 2048 variations to share with you, as if you didn’t have enough already. I think this makes the game a little easier, but the website says 2584 is more difficult than the original. It has two different kinds of tiles it can match with. In the Fibonacci version, a tile doesn’t combine with itself. The Fibonacci numbers!!! 1, 1, 2, 3, 5, 8, 13, 21, … The great thing is that someone else had the same idea, and the game already exists! Take some time now to play 2584, the Fibonacci version of 2048.Ģ0 might seem like very similar games at first, (they’re only 536 apart), but there are some really sneaky and important differences. Can you? (See below.) When I thought about different types of numbers that could combine, I thought of the perfect thing. I wondered about a version where three tiles combined instead of two, but I couldn’t quite figure out how it would work. Silly versions aside, there are lots and lots of ways you could alter 2048 to make an interesting game.
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