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lots of fun to learn the correct algorithm
Nice implementation of this game. A perfect game requires (2^n)-1 moves, where n is the number of discs. Level 26 would thus require 67.1 million moves at a minimum. The recursion gets hard to mentally track at about level 9-10. I wonder how far some have actually made it.
I like this game but when more than one tower is available, the game control is very inconsistent in interpreting screen swipes for placing rings. If two tower are available in the direction I’m no wing, the game persistently places rings on the other tower than the one I’m indicating. This ruins my move count when I’m trying to accomplish the goal in a minimum number of moves. Very frustrating.
Maybe I’m just stupid and can’t find the button (entirely possible), but I find it really annoying the buzzing when you get one accidentally in the right place. I’m very quick at this game (years of professional practice in games such as these), and the buzzing is annoying because it breaks my concentration, especially on bigger levels. I was wondering if first, how can I turn this off? And two, (suggestion) make levels that are already in stages of incomplete. Like, for example random circles stacked upon each other, and it’s like a puzzle level. Other than that, I’m super addicted to this game. I love the puzzle of it, and this game has the perfect aesthetic :) - A
I find it hilarious there’s a level 26 considering the minimum number of moves to finish it is 2^26-1 which is over 67 million. I was really surprised it went that high. Cool app though
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