Learn some effective elimination techniques for Murdoku puzzles.
If a row or column must contain a character and every other cell has been eliminated, the remaining cell necessarily contains some character (undetermined).




If all valid positions for a character lie in a single row or column, all other characters can be removed from that row or column.


When a character has only two possible positions and they form a square pattern, you can eliminate intersections.


When a character's possible positions form an L-shape, the intersection of those rows and columns can be eliminated for other characters.




When a character's positions form a cross or T pattern across a row and column, the intersection point can be eliminated for other characters.




If two characters can only occupy the same two rows or columns, no other character can use those positions — eliminate every other character from those rows or columns.




If an area must contain exactly N characters and the area spans N rows or N columns, cells outside that area in those rows or columns can be eliminated. Examples: "Briana was only with Derek", "One of the rooms had two characters" (sometimes logical deduction is required).



