id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
27635	Dudeney, Henry Ernest	The Canterbury Puzzles, and Other Curious Problems			.txt	text/plain	60254	4118	85	cut into a certain number of pieces that will fit together and form Again, we can never measure exactly in numbers the diagonal of a square. interesting problem to count the number of squares that may be formed on different ways they may be placed in the four bags." The good man puzzle is to discover the total number of pilgrims. Now, the puzzle is to find the smallest possible number of Can you construct a square of sixteen different numbers so that it shall dogs on every side of the square, the number of different ways is (_n_^4 The answer to this puzzle is shown in the illustration, where the numbers Where the number of squares on the same row, between the man or without difficulty the six pieces, as shown in the numbered square on the The answer to our puzzle in smallest possible numbers is as follows:--	./cache/27635.txt	./txt/27635.txt