Solution: A game of avoiding the neighbours

Solution to a game of avoiding the neighbours
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15:36 24 Apr 2008

The insight needed for speedy solving is to realise that each central number links directly with six others, and thus cannot be other than 1 or 8. For example, if 3 were to be centrally placed, it would be barred from linking with both 2 and 4, despite already linking by definition with six others. This would require the diagram to have nine numbers rather than eight.

Back to puzzle: a game of avoiding the neighbours.


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GVL6-20081211.1