Greater Than Sudoku

  • Place a digit from 1 to 9 into each of the empty squares so that each digit appears exactly once in each of the rows, columns and the nine outlined 3x3 regions.
  • Digits have to be place in accordance with the “greater than” signs.

    • Greater Than Sudoku

    Sudokus that no one can solve

    Sudokus that no one can solve, not only including Sodukus which is very difficult but also that no one trying to solve it.

     

    22-November-2022
    Greater Than Sudoku 22-November-2022
    22-November-2022

     

    13-January-2023
    Greater Than Sudoku 13-January-2023
    13-January-2023

     

    8-July-2023
    Greater Than Sudoku 8-July-2023
    8-July-2023

     

    26-September-2023
    Greater Than Sudoku 26-September-2023
    26-September-2023

     

    22-October-2023
    Greater Than Sudoku 22-October-2023
    22-October-2023

     

    12-February-2024
    Greater Than Sudoku 12-February-2024
    12-February-2024

     

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