18.--_The Shipman's Puzzle._

There are just two hundred and sixty-four different ways in which the

ship _Magdalen_ might have made her ten annual voyages without ever going

over the same course twice in a year. Every year she must necessarily end

her tenth voyage at the island from which she first set out.

[Illustration]

The Canterbury Puzzles, and Other Curious Problems · 第 169 / 286 题