A fun game to waste some time

[kaili]

how r u all so good i canonl get 256 lmao i must be a mong

[Shum]

^ don't worry m8 I'm an idiot and I got this far.



I have to restart my comp lol but I should have gotten to the end from here.

edit:

[cyclopian]

^ Big up man

I was going to say, the only way i've been able to do well at all, is the make sure your highest number stays in the corner.

I had some good results with rotating corner to corner, but I think the only way to really do it is to keep your high number in a corner and channel the other squares to it. Its the only way you dont run out of space and get a game over.

[Harkat]

This is more fun than any game ive played on xbox in ages lol

[nowaysj]

First game. Fun game. Was euphoric. Until Shum. Have shakes. Too stressful.

[nowaysj]

Get inverted.

[DiegoSapiens]

ffs i can´t stop playing and i haven't reach over 5000 and that tnuc^ do it the first time

[danny_scrilla]

god fucking damn it!

[DiegoSapiens]

oh sit that is really bad luck

[Hex047]

Just downloaded the android version of the game.

[nowaysj]

Second game like 2700.

[Shum]

http://mathmunch.org/2014/03/24/2048-25 ... n-a-theme/

[BonerJams04]

ive got 2 1024s multiple times but never got tht 2048

my high score is 19174. $w4q

[kay]

ch3 is the master of this, she got to the 8192 tile, score went over the 100k mark...

[therapist]

There is something perfect about listening to Grey Reverend while playing this.

[Lye_Form]

Ez


edit:
damn close, might have another game this is fun.

[rickyarbino]

Finally beat it last night.

[rickyarbino]

Also won it best in the thread since I got the lowest score.

[AxeD]

Holy schnit there's people getting to a 16384 tile
It's basically the difference between decimal and binary in a puzzle. Guess it helps if you can actually get the right possible exponentials by heart instead of just multiplying.

In this version: http://ehzhang.github.io/4/
Is it possible to get 32? Because I'm not seeing it, I only get 16.

[rickyarbino]

Holy schnit there's people getting to a 16384 tile
It's basically the difference between decimal and binary in a puzzle. Guess it helps if you can actually get the right possible exponentials by heart instead of just multiplying.

In this version: http://ehzhang.github.io/4/
Is it possible to get 32? Because I'm not seeing it, I only get 16.

No. There aren't enough squares.