Produced by Henry Kwok

#### The Basic Rules of Diagonal Product Sudoku

Like the standard Sudoku, this Sudoku consists of a grid of
nine rows and nine columns subdivided into nine 3x3 subgrids. Like
the standard Sudoku, it has two basic rules:

- Each column, each row and each box (3$\times$3 subgrid) must
have the numbers 1 to 9
- No column, row or box can have two squares with the same
number.

The puzzle can be solved with the help of clue-numbers which
are small numbers written after the double slash marks on the
intersections between cells.

Each clue-number is the product of the two digits in the two
cells that are diagonally adjacent to each other. The position of
each pair of diagonally adjacent squares is indicated by either two
forward slash marks // or two backward slash marks \\.

For example, //24 in the bottom left box means that possible
pairs of numbers for cells (3,7) and cell (2,8) are either 3 and 8,
8 and 3; 4 and 6, or 6 and 4 respectively. Similarly, \\18 in the
middle right box means that possible pairs of numbers in the cells
(8,5) (9,6) are either 2 and 9, 9 and 2; 3 and 6, or 6 and 3
respectively.

A word document containing the problem can be found

here, for use
in the classroom.