SuDo12 One - Fill in the empty squares with letters A through L. You can't put the same letter more than once in any one row, column, or 3x4 box. When the puzzle is successfully completed there will be no empty squares and each letter will appear once in every row, column, and 3x4 box.
Features
Extended 12x12 puzzle gird
Enter and solve your own or published puzzles
Over a million preset puzzles
All our preset puzzles are real Sudoku puzzles - they have only one solution and can be solved by logic alone
All game features, e.g. pencil marks, undo history, playing time, move stats, etc.
Store unlimited games (all game features recorded)
Recall, delete, rename stored games
Export unlimited puzzles to memo, SD/MMC card, or beam to another device
Import, delete, rename puzzle from memos and SD/MMC card
General preferences settings for show game timer, auto off timeouts, etc.
Display preferences to select monochrome, etc.
Stats of current game and overall playing history
Puzzle selection by entering its 10 digit ID
Current game automatically saved/restored when leaving/entering application
Sudoku is a registered mark of Nikoli (www.nikoli.co.jp) within Japan.
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Supported operating systems:
Palm OS 3.x, Palm OS 4.x, Palm OS 5.x
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What's New in This Release:
· Added random number into computer's evaluate function, to improve unpredictability of computer's move.
· Added color icon
Summing Summing is a mathematical puzzle game. Your goal is to remove the tiles on the playfield by putting other tiles.
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We race the lowest number of putting times
Other Software by developer «onesir»:
SuDoku One SuDoku One - Fill in the empty squares with numbers 1 through 9. You can't put the same number more than once in any one row, column, or 3x3 box. When the puzzle is successfully completed there will be no empty squares and each number will appear once in every row, column, and 3x3 box.
· Standard 9x9 SuDoku grid
SuLite One SuLite One - Fill in the empty squares with numbers 1 through 9. You can't put the same number more than once in any one row, column, or 3x3 box.
When the puzzle is successfully completed there will be no empty squares and each number will appear once in every row, column, and 3x3 box
