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Neighbours Sudoku Variant

價格:免費

更新日期:2017-09-18

檔案大小:10M

目前版本:1.3

版本需求:Android 4.0 以上版本

官方網站:mailto:civ.edwards@gmail.com

Neighbours Sudoku Variant(圖1)-速報App

In standard Sudoku the objective is to fill a grid with numbers ensuring that each number appears only once in each row and column. In addition the cells of the grid are grouped into squares and each number must appear only once in each of these squares.

In Neighbours Sudoku the second of these conditions is dispensed with. Instead, green rectangles are added to the board to mark pairs of cells whose contents are "arithmetic neighbours" differing by exactly one. This transforms the game introducing a variety of new tactics.

Neighbours Sudoku Variant(圖2)-速報App

Nothing will ever replace standard Sudoku in the hearts of Sudoku lovers, but we think that many keen players of the traditional game will be fascinated by the new game play features that those little green rectangles open up.

The app has been designed to provide both quick and simple games for the casual user in addition to complex, lengthy puzzles which will suit serious players. In both cases the app is a mind game promoting mental agility, a cheaper and less painful alternative to a complete brain transplant!

Neighbours Sudoku Variant(圖3)-速報App

Features

** an infinite supply of games generated by advanced algorithms

Neighbours Sudoku Variant(圖4)-速報App

** optional error checking

** two level solution hints

Neighbours Sudoku Variant(圖5)-速報App

** easy, medium and hard difficulty levels

** 4x4, 5x5, 6x6, 7x7, 8x8 and 9x9 grids

Neighbours Sudoku Variant(圖6)-速報App

** suitable for beginners and experts

** save and load games

Neighbours Sudoku Variant(圖7)-速報App

** enter games from websites and printed puzzles

** game scoring

Neighbours Sudoku Variant(圖8)-速報App

** large size type suitable for both phones and tablets

** simple no frills presentation without irritating gimmicks

Neighbours Sudoku Variant(圖9)-速報App

Tactical Advice

Learn about available neighbour checking, the Einstein move and other advanced solution techniques.