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Sudoku Champion Wannabes, Rejoice!
Posted by Travis on 2 January 2010, 11:28 GMT

Solver of All Solvers screenshot If there's anyone out there whose New Year's resolution just happens to be becoming really skilled at solving Sudoku puzzles and can find a TI-89, here's your chance! Andrew V. has released the versatile, fully-featured Solver of All Solvers for quad—er, Sudoku puzzles. It not only just solves them, it can tell you how to solve a puzzle logically, step by step, helping you learn key solving strategies, as well as showing the “pencil marks” that would be used during the solving process. You can also save puzzles and recall them later.

Well, if you'll excuse me, I'm off to see if I can find a Sudoku puzzle book...

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That's not all...
Travis Evans  Account Info

By the way, there's at least one more featured program announcement to come, as soon as I get around to it—so keep an eye out.

And before anyone asks about POTY results :-)—yes, we're working on it!

Oh, and happy new year to everybody!

Reply to this comment    2 January 2010, 11:35 GMT

Re: Sudoku Champion Wannabes, Rejoice!
nonexistent Account Info

Reason number 493 to want a TI 89...

Looks nice though.

Reply to this comment    2 January 2010, 23:18 GMT


Re: Re: Sudoku Champion Wannabes, Rejoice!
schoolhacker hacker Account Info
(Web Page)

dang.. i dont have an 89...

Reply to this comment    3 January 2010, 03:04 GMT

Re: Sudoku Champion Wannabes, Rejoice!
KermMartian  Account Info
(Web Page)

I liked the part where you made a reference to quadratic equation solvers.

Reply to this comment    3 January 2010, 06:44 GMT


Re: Re: Sudoku Champion Wannabes, Rejoice!
Travis Evans  Account Info

Yeah, sorry about the Freudian slip. :-)

Reply to this comment    3 January 2010, 13:38 GMT


Re: Re: Re: Sudoku Champion Wannabes, Rejoice!
nonexistent Account Info

So you daydream about quadratic solvers? That's a first.

Reply to this comment    3 January 2010, 19:38 GMT

Re: Sudoku Champion Wannabes, Rejoice!
mdsb  Account Info
(Web Page)

Looks neat.
I imagine I would not need to be told how to solve them since I can figure out most (if not all) fill-in type puzzles.

Reply to this comment    6 January 2010, 00:20 GMT

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