The n-th disc from the top moves for the first time on the 2^(n-1)th move and moves every 2^n moves after that Since it takes 2^n-1 moves to solve, the bottom disc only moves once about halfway through
There was one wrong move! He should have only taken 33554431 moves by the equation y=(2^x)-1 where y is the number of moves and x is the number of disks. However he took 33554432 moves making it that he had one wrong move,
@@gswcooper7162 I've done 11, it's all about odd and even, if you wanna move an odd number of disks to a pile you put the first one on that pile, otherwise put it on the other pile.
@@colinjava8447 is correct. It is much simpler to break it down- what i mean is, focus on only the few that you are moving at a time. I dont "count" numbers until I get to around 7, I just look to see if they are even or odd, because that's important. Otherwise I would just move piles around without purpose, going in circles I've done 12 in about an hour 20 mins on this phone, actually today 😅 I learned how to do the tower yesterday and pretty well have it down, meaning at this point I will only play to pass time. Once I got the technique I did 7 disks in like 2 min and 7 secs but again, once the technique is had it is a matter of speed (its faster on a phone, I suspect)
Solving 64 disks at a rate of one move per second would take over 585 billion years. Solving 100 at the same rate would take over 40 sextillion years. The formula is (2^n-1) where n is the number of disks.
With 2 moves per second it would have taken 194 days 4 hours 20 minutes and 16 seconds. Thanks for speeding it up a little.
Wow...
Roughly 6 months & 11 days
Doctor Strange would hurt his arm making the time stone speed things this high up. 🤣🤣🤣🤣 Good he blipped.
This is the ultimate "beat that"
With 64 disk and 1sec for each fisk would take 585 billion years
Great job!
*now do it with 50 disks*
This would have made a good screen saver back in the day, though maybe moved everything a bit more to avoid burning in pixels
The n-th disc from the top moves for the first time on the 2^(n-1)th move and moves every 2^n moves after that
Since it takes 2^n-1 moves to solve, the bottom disc only moves once about halfway through
And I was feeling fine solving the 10 disks tower...
(2^(10))-1=1023 minimum moves!
@Minh Hoàng Đức cool. Which tower did you take down?
@@Shivam-vb3ly for real? Didn't realize. Thanks man you are awesome.
I want this with Dark Souls music.
Best part of the video 5:33
2^25 -1 moves. So 33554431 moves.
33.5 million moves for a perfect answer.
Stop rounding you bot. Tell me the real answer, bro
@@menjolno
I did? It's right there unrounded and then I rounded it below.
I know what I'm doing for the next 6 months!
are you almost done yet
How is your hanoi tower going?
he has becom one with madness
Only 33554431 moves needed, impressive animation
plumbing the stack
Now, do it with 64 disks.
1 move at the start?
Please do 64 disks
There was one wrong move! He should have only taken 33554431 moves by the equation y=(2^x)-1 where y is the number of moves and x is the number of disks. However he took 33554432 moves making it that he had one wrong move,
He counted the initial state as “move 1” so he’s good
@@davidepascu3026 Ok makes sense now!
Stonks
also because its impossible to miss only one move
@@Kirmo13 I came here to say exactly that 👍
Most I've done it with is 9. Took ages.
And I was feeling pretty good at being able to do 12 in a couple of hours. xD
@@gswcooper7162
Wow.
4095 moves?
@@gswcooper7162 I've done 11, it's all about odd and even, if you wanna move an odd number of disks to a pile you put the first one on that pile, otherwise put it on the other pile.
@@colinjava8447 is correct. It is much simpler to break it down- what i mean is, focus on only the few that you are moving at a time. I dont "count" numbers until I get to around 7, I just look to see if they are even or odd, because that's important. Otherwise I would just move piles around without purpose, going in circles
I've done 12 in about an hour 20 mins on this phone, actually today 😅
I learned how to do the tower yesterday and pretty well have it down, meaning at this point I will only play to pass time. Once I got the technique I did 7 disks in like 2 min and 7 secs but again, once the technique is had it is a matter of speed (its faster on a phone, I suspect)
Now do it with 64 discs
oh my god dude,imagine 30,40,50,75 and even 100,10 hours later ok,69 discs done,31 discs to go
assuming a second per disk, its about 50 million times the age of the universe
Solving 64 disks at a rate of one move per second would take over 585 billion years. Solving 100 at the same rate would take over 40 sextillion years. The formula is (2^n-1) where n is the number of disks.
ok
well there is one trick