Locked Sets

A Locked Set is a collection of N numbers that occur in N squares in the same row, column or 3x3 block.

R5C1 and R6C1 both contain <18>, which means that they MUST be either <1> and <8>, or <8> and <1>. Either way around means that R4C1 cannot be an <8>. Similarly this applies to every other <1> and <8> in C1 and Block4, which can therefore be removed.

A locked set may contain any number of numbers, for example R6 contains <467> in three squares, and again, no matter which way around the numbers actually go, R6C3 cannot be a <4> or <6> (and is therefore <5>).

Block6 contains <169> in three squares, so all remaining <1>, <6> & <9> can be removed from Block6.

Design © Kevin Stone 2009 | About | Contact | RSS | Links | Disclaimer | Postcards | Use Material