How to play

The aim of Sudoku is to fill the grid with the digits 1 to 9 in such a way that each digit occurs exactly once in each row, column and region:

Colour sudoku adds another dimension to solving by assigning a colour to each digit. Squares containing a digit are coloured according to the digit's colour. Empty squares are coloured according to which digits are plausible taking account of all current entries in the square's row, column and region. The empty square's colour is the combination of the colours assigned to each plausible digit. This means that:

The colours that are assigned to the digits can be changed from the panel on the right-hand side. Another strategy for solving is experimenting with the colour assigned to the digit.


Colour Sudoku is a by-product of research into computing support for education carried out by the Empirical Modelling Research Group at the University of Warwick.

This version of Colour Sudoku (which is intended for demonstration purposes and only implements a small subset of the interactions supported by the EM version) was developed by Antony Harfield in connection with his doctoral thesis EM as a new paradigm for educational technology. The original Colour Sudoku model was proposed by Meurig Beynon and created by Antony Harfield as an extension to a Sudoku model created by Karl King in connection with his masters thesis Uncovering Empirical Modelling.