The Highest Score and Tile in 2048 and The End of the Game 

Guys, you need to take some chill. The video of this game is 100% authentic and It could only be achieved in practice mode with undos. The purpose of the video is to know the end of the game and the highest score. Also, this also teaches you the strategy to play this game. I don't understand the reason for so many dislikes.

Meanwhile, I get happy with 512 and 1024

I got the 65k tile and you'd have thought the game would've given me a free ticket to moon It didn't even shrug

Damn theres actually a strategy i just swipe randomly

I feel like I've learned everything and nothing at the same time.

yeah, RU-vid, I've watched SO MANY 2048 videos, I really wanted to know what the highest possible score was

wait i thought the highest you could get was 2048... i’ve thought this my whole life

Why isn't the game just called 131,072?

Guys, stop saying that he or she is cheating. This guy can continue after it says game over because this is practice mode and it lets you undo!

wtf am i doing with my life

> User posts a video, telling viewers he's using 'undo' to prove a point > Viewers rage about him using 'undo' Someone's not reading descriptions.

My mom just got into this game, I am afraid that by showing her this I am gonna crush her dreams.

Me: **has 4 billion high score** Also me: yes that is the highest tile 👀

We're in the endgame now

**swipes wrong way** GAME OVER dang it

I'm astounded by how much effort has to go into this. That's insane

Me: *gets 256 Also me: omg I feel so smart.

Phone: Sorry Fam, forgot to record

Guys, stop saying he cheated. He did, but he was trying to prove a mathematical point.

2048: ENDGAME. dont spoil guys

Me: Got 131072 My sister: "Why do u play such a non-brain game" Also me: *cry hard

Watched this whole video waiting for how satisfying it was gonna be when he merged all of the numbers. But then....

i love how the video ends at 5:12

2048 requires 10 blocks, each time u want to upgrade you would need one extra block, and since the game itself has 16 blocks max that is 131k (6 stages after 2048)

This is honestly epic that you could do this! I haven't ever made it past the 512 block, and I'm just in awe that you achieved something this great.

Or you could just say that all the numbers are powers of 2, and 131072 = 2^17, and all of the numbers cant fit, because it is bigger than the playboard.

Highest Possible Tile: 131072 Highest Possible Score: 3,932,100.

POV: You’re scrolling through the comments while they fast forward the gameplay.

Love Your Videos Bro

I'm just doing this the whole time : -Down -Right -Up -Left -Again and again !

I may explain: You have 16 tiles on which you can play. Every time you move, the next block will spawn. It may have a value of 2 or 4 in a rarer odd. Also those new blocks may spawn on any blank tile. In the game, you merge blocks to the fitting ones and you have probably noticed that you often have a path of blocks merging, which leads you to the highest valued one. It often ends up with you building a merging snake path, which goes to the highest scored block on the corner. You have to count on the new blocks spawning on the perfect locations and with the numbers you intend, so you can keep merging the blocks on a limited count of the tiles. Here you have an asolutely RNG-perfect run, where the two last tiles are occupied by 2 4's (one already merged from the old 2's and the second one just spawned in a rare odd). Then, you merge the two 4's into eight, which leaves you with two eights ready to be merged and a just spawned block, which doesn't matter. So on, you merge the next larger blocks and you end up with 2 powered by 17 (the count of all tiles plus one, which stands for the oddly spawned additionat power of 2), which is 131072 2048 RNG perfect run explained

It's amazing! I started using this strategy of keeping the highest number on the lower right corner, and got my highest score.

I remember a couple years ago when I was back in school and I had one of those science calculators which you could download games on to. Was sitting in my final math exam before graduation and having finished the exam early, I was playing 2048 on my calculator. I remember getting the 2048 block for my first ever time and then looking up at the timer for the math exam to see 3 seconds left. I walked out that hall with the hardest boner of my life.

lol so you need to be extreamly lucky to get points in correct order to double that 131072 xD

You really merged that king 🧟‍♂️🔥🔥🙏 💯

insane bro your 2048 skill is legendary

Guess this popped up in everyone elses recomended to huh

Who else hasn't ever gone past 512?

That moment when your bored in class

I've been working from home for the last month and I'm quickly becoming a pro at this game lol

I cant even get to the 2 tile smh

I can't get past 128

Highest I've gotten is the 32, 768 square a few times. Just had to see it actually happen to keep trying for the top 2 tiers of blocks. Thank you!

Oh my gosh thank you!!! I literally could not beat the game until I saw this video and so I started trying to put my highest tile in the corner and lining them up in descending order and I not only won the game, but got to 4096 and 8192 easily. I got 4096 at age 10 and I got to 8192 at age 11.

Anyone notice how this video is 512 long?!?

The game has roughly 90.9090% to spawn a 2, 9.0909% to spawn a 4 (both recurring) and the remaining % to spawn an 8. A higher scoring tile is possible, just extremely rare.

The system of completion each time is very satisfying.

Thank goodness you put it on time lapse or else I’d be here the whole day, blind.

I dont understand this game I entered this video randomly

I just swiped randomly when I play

I’ve gotten 4096 before, I didn’t realize that was impressive till I saw these comments lol

That first one was SO SATISFYING

And i can't even get to 2048.. great haha

The prove for the maximum power of two is simple: 1) You only can make a power of two 2^n if you made a power of two 2^(n-1) before. 2) There is 16 squares in the board, then theoretically you can make at maximum 2^16 = 65536, but, is possible that a 4 spawn in the last square and due it the power grow up to 2^17. 3) Is not possible to make a power of two greater than 2^17, else the sequence of power of twos in the board will have the 8 as the lower power of two and its impossible with a full board. Therefore, 2^17 is the maximum possible power of two to make in this game;

Thank you, science man

This is only 2^17. At 2^32 you get the bit number of processors we have used for a long time, and at 2^64, in seconds you have a number longer than the life span of the universe. If stacked paper so it doubles each time, at 2^100 doubling, you would have a piece of paper that could only be measured in light-years

I did the exact same score four years ago. It took me two weeks and all my friends were like: "Are you nuts?" And I was like: "Apparently yes"

Ha I can't even get 2048 😭

to all the people struggling getting to 2048 or beyond, it's really easy 1. always keep the highest number tile in the bottom right or left corner. 2. never swipe upwards unless that is your only possible choice. main rule, you can only swipe three directions, left, right and down. 3. the tile with the second highest number should be right next to the highest number tile. the tile with the third highest number should be next to the second highest one etc. they should always be arranged in order of size. 4. keep the bottom row full of tiles at all times - meaning no empty spaces ever in that row. this allows you to keep your tiles in the correct order always. 5. you're a champ go get that 2048 girl sincerely i've wasted too much of my life on this app

Video game: Try to get the tile 2048! This dude: i've done that four times already

Anyone that understand maths or binary knew where this was going from early on. There are only so many squares on the board. 2^16 is 65536. But the RNG in the game (whether the new tile will be a 2 or a 4) allows this score. 65536*2 = 131072. Thank you for taking the time to show this. The only thing I was curious about was whether you would let it end on a 2 or a 4 lol. Grats on the 4.

Damn I got an 8192 one time and felt like a champion

I'm only 8192 ever, and i think that awesome score but you make crazy score with result 131072 it's truly crazy score. I'm appreciate

I just got the 65k tile and it felt like I conquered the world... then I saw this...

These vids make me feel so inadequate

I found this video years ago but have only truly understood it now. What you've done is actually amazing, it takes a professional 5 minutes to 'beat' the base game but it takes nearly 500 hours to truly beat it. Few people have done the feat, and even with the undos, you can still play yourself into a corner. The amount of times I've come close to even a quarter of this number is tantamount to your skill. Thanks for your effort.

I always thought the highest tile would be 2048

could simply have shown on paper that each tile would contain an increasing power of 4 (since that is the highest random seed) all the way up to 4^16, or 2^17. you, the absolute madman, did this by hand. thumbs up for that hard work.

Who has achieved 2048 once?

This is not the end of the game, the answer is: ____42____

Fun fact: You can actually just calculate the maximum number by 2(2^n). Where n indicates the total number of tiles and multiply by 2 to indicate amount needed for max tile number. So, (2^16) = 65536 (this is the min value), 2x is 131072 (this is the max value).

Heck dude, you were so close! Just one more 128

This is not the highest score, actually, because every time a four spawns, you lose out on points. Four, specifically, because you lack the ability to merge twos together. the actual max, i believe, is around over 3.9 million. You would have to restrict any four from spawning until making the 131072 tile and every next biggest tile after.

I think we found Gandalf

I found this game on my tv the other day and I'm addicted. I've been playing it wrong

While he does use an undo button here, it's not like the standard undo button in the app. You're able to use it multiple times in a row, possibly even all the way back to the start of the game. You can see it right between second 1:08 and 1:09 if slowed down a lot, like .07x speed. I would have honestly loved a version of this not sped up, to watch his strategy. At the moment that the first column has a (2, 2, empty, 2) and the second column has an (8, 16, 32, 64), he swipes down instead of up. He undoes that, but instead of swiping up, he undos again immediately.

A playing like this proves that it's not possible to get a tile higher than 131072 without an 8 tile. Great game!

I like the wave of recent comments due to this video appearing in many users' recommendations

The highest possible score on 2048 is actually 3932100 points! Amazing video! By the way, What music did you play? at 1:00

Game : *Exists* RU-vidr : Time to break the limit :) RU-vid : Hmm... Let's put this in people's recommandation!

They should make it so if you reach that stage it should spawn an 8 and then start spawning 4s and 8s

Now wtf he can get 2048 with only 6-7 Box left !!!! I struggle so hard to get 2048

I just finished the game!! 😊 Proud The key is (on higher score) keep undo when u can undo until the 4 spawn. just get rid of the 2 My highscore is 20.000ish when winning and 27196 on final

everytime the is over , he said:- "dormamu , i have come for bargain"

recommendations crew!

yeah I usually just swipe randomly but always get a hell of high points

Nice!!!

Me: Yay! I got two 256s before game over this time! * watches vid * ... * smashes head and screams into the nearest pillow *

I dont think many people understand this is practice mode

longest 5 minutes ever.

Actually- A friend of mine somehow glitched the game and it started spawning in 4096 tiles or higher- She wasn't even trying to glitch it it just happened ¯\_(ツ)_/¯

I just love that game, got it to that point and am going through it a aecond time.

Wow. So there simply aren't enough spaces on the board to house the required amount of powers of 2 to combine any more pairs together after this point. Crazy, but extremely logical. And here I am thinking that I was hot stuff for getting a 4096 tile in a normal game XD

Actually you can try for getting 3932100 marks (That means not rely on normal generated 4s but undo when you see a 4)

so this I saw the ability of undo, meanwhile I struggle to win sithout using undo and only reach 2048 once. Btw nice vid

Good effort! Fun story though, you could have worked this out mathematically without all the effort. Has to be 2^17 = 131072. Given that 4's often spawn in the empty cells, 4 (2^2) will double all the way around to 2^17.

Would be interesting to calculate what is the probability of reaching 131072 assuming you are playing perfectly

You know you could have just done math and not wasted so much time You need 2 2s then a 4,8,16,32,64,128,256 so on and after you reach a total of 16 numbers you know that's the highest score possible

Nice tehnique btw

This is krazy