1.2 / March 22, 2015
(4.3/5) (24)

دەربارە

The puzzle Proof of Quilt is one of manypencil-and-paper puzzles.
An instance of Proof of Quilt consists of an m × n rectangularboard of unit squares. Each square is either white or black, andsome black squares contain a number. A candidate solution to thepuzzle consists of filling
in some of the white squares with a black half-square (isoscelesright triangle filling half the area); white squares may also beleft entirely white. Each number in a black square specifies thenumber of b/w squares that should be among four (vertically orhorizontally adjacent) neighbors of the black square. (A blacksquare without a number allows any number of b/w neighbors.) Theobjective of the puzzle is to fill the white squares in the givenboard while satisfying the above constraints and so that theremaining white area consists only of (empty) squares andrectangles.

NOTE: The INTERNET and NETWORK ACCESS permissions are requiredby AdMob only. The application does not collect anyinformation.

App Information Proof of Quilt

  • App Name
    Proof of Quilt
  • ناوی پاکەیج
    org.tagir.apps.shakashaka
  • Updated
    March 22, 2015
  • قەبارەی فایل
    1.7M
  • پێویستی بە ئەندرۆیدە
    Android 4.0.3 and up
  • وەشان
    1.2
  • گەشەپێدەر
    tagir
  • دابەزاندن
    500 - 1,000
  • Price
    خۆراییە
  • هاوپۆڵ
    Puzzle
  • گەشەپێدەر
    Email kurt0901@gmail.com
    г. Стерлитамак, Артема, 149
  • Google Play Link

tagir درێژە...

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The puzzle Proof of Quilt is one of manypencil-and-paper puzzles.An instance of Proof of Quilt consists of an m × n rectangularboard of unit squares. Each square is either white or black, andsome black squares contain a number. A candidate solution to thepuzzle consists of fillingin some of the white squares with a black half-square (isoscelesright triangle filling half the area); white squares may also beleft entirely white. Each number in a black square specifies thenumber of b/w squares that should be among four (vertically orhorizontally adjacent) neighbors of the black square. (A blacksquare without a number allows any number of b/w neighbors.) Theobjective of the puzzle is to fill the white squares in the givenboard while satisfying the above constraints and so that theremaining white area consists only of (empty) squares andrectangles.NOTE: The INTERNET and NETWORK ACCESS permissions are requiredby AdMob only. The application does not collect anyinformation.
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