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Rick Tu
Добавлен 28 сен 2011
131072 tile? Is it possible?
NOTE: This video is a proof of concept, NOT a game recording.
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What is the highest possible tile in the 2048 game?
There have been mathematical proofs that any tiles higher than 131072 are impossible, but none have proved whether the 131072 tile is possible under optimal conditions.
This video is a proof of concept (POC) showing the final steps of constructing an 131072 tile.
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What is the highest possible tile in the 2048 game?
There have been mathematical proofs that any tiles higher than 131072 are impossible, but none have proved whether the 131072 tile is possible under optimal conditions.
This video is a proof of concept (POC) showing the final steps of constructing an 131072 tile.
Просмотров: 963 662
Видео
Rainbow and Secondary Rainbow in polarizing filter (with protractor scale)
Просмотров 1,2 тыс.11 лет назад
Rainbow and Secondary Rainbow in polarizing filter (with protractor scale)
Barnsley Fern infinite zoom (self-similar fractal fern)
Просмотров 20 тыс.12 лет назад
Zooming into the fractal Barnsley Fern. This animation repeats every 30 seconds.(0:00,0:30,1:00,1:30,2:00 are exactly the same), but it appears to be endless zoom.
IT LOOPS PERFECTLY
Actully you can get infinity it goes in forever or even 562949953421312
The highest you can get is 2¹⁶ if the '4' is 2 (65536) because that how many slots there are If the '4' is fouring, then it would be 2¹⁶×2 (2¹⁷) because the '4' is kinda adding an extra slot to it
It’s this one thing that got me tripping.
Ooh nice. I’m the king of the hill mate.
Can uou get 262144
ضمن ال16 مربع مستحيل
Yeah impossible only 1 free space
Привет
256,512
Game a 2.04K Tile
1 mark "like"
131072😱
i im 65536 tlie! in 8x8
2N
This guy had to have been so scared
undo tho????
The max tile in an m*n board is 2^(m*n+1). For example the highest possible tile in a 3x3 board is 1024.
Try and fill the entire grid with the heighest possible numbers
3:54
You just beat the 2048 game
3:55 a super lucky move
not at all. he has undo, luck plays no part with undo
in a scale of 6 to 2, what is your favorite letter of the colored fruits in the universe?
It does never happen in game. The 2s always came out of places that wouldn't break the strategy. So, another FAKE video but at least he mentioned this is not a game recording.
i have goten a 7 dit tile
Oh yeah, it's all coming together: the video
Got soooo lucky a 4 popped up
How did you do this? How did you make it? Did you spend hours?
aint no way 🤯🤯🤯🤯🤯
Video 3853 of commenting #BringBackDislikes on every unique video I watch (not dislike) in 2022.
The end is so satisfying
I just reached it, with 1 level undo, which I had to use a lot, and very carefully, but I now have a beautiful 131072 tile <3
My best is 16088 I was proud then I saw this lol
teach me too😁
Super
131072 tile is nearly impossible?
it's the highest tile you can mathematicly get
僕も頑張る
i got 524288
you are champion
it is possible to happe, but VERY unlikely
you have a 100% to get it in undo
No lol
2014: 2048 2021: Bit wars
4096 tile should be Pinkish Purple 8192 tile should be Amethyst Purple 16384 tile should be Pastel Purple 32768 tile should be Purple 65536 tile should be Violet 131072 tile should be Crystal Blue
And not Black?
Me getting depressed because I can't even beat regular 2048
he is using undo!
Lmao I was about to attack but read the description and was like ohhhhh okay your good lmao
wow
1:00 Imagine if he got a 4...
reality is often disappointing
who want to reach 260000?
65536 isn't possible unless the game is rigged. Pure randomness doesn't allow it.
Stefan Popescu actually achieved the world’s first 65536 tile in official 2048 with no undo about 1 year after you commented. Statistically, if you do the best possible move every time (and Stefan is the best in the world at 2048 and can play close to perfect) there is a ~3.65% chance to achieve 65536 with pure randomness
3:56 is beating
Read the description, PLEASE
@@RainbowHelveltica I readed
is b....
How many years you've been playing for?
Jungle Mine is 2048 with cool Blizzard's style art: play.google.com/store/apps/details?id=com.gamadrill.junglemine