Informational Site NetworkInformational Site Network
Privacy
 
Home Top Rated Puzzles Most Viewed Puzzles All Puzzle Questions Random Puzzle Question Search


The Franklin's Puzzle

(CANTERBURY PUZZLES)



"A Franklin was in this company; White was his beard as is the daisy." We are told by Chaucer that he was a great householder and an epicure. "Without baked meat never was his house. Of fish and flesh, and that so plenteous, It snowed in his house of meat and drink, Of every dainty that men could bethink." He was a hospitable and generous man. "His table dormant in his hall alway Stood ready covered all throughout the day." At the repasts of the Pilgrims he usually presided at one of the tables, as we found him doing on the occasion when the cook propounded his problem of the two pies.



One day, at an inn just outside Canterbury, the company called on him to produce the puzzle required of him; whereupon he placed on the table sixteen bottles numbered 1, 2, 3, up to 15, with the last one marked 0. "Now, my masters," quoth he, "it will be fresh in your memories how that the good Clerk of Oxenford did show us a riddle touching what hath been called the magic square. Of a truth will I set before ye another that may seem to be somewhat of a like kind, albeit there be little in common betwixt them. Here be set out sixteen bottles in form of a square, and I pray you so place them afresh that they shall form a magic square, adding up to thirty in all the ten straight ways. But mark well that ye may not remove more than ten of the bottles from their present places, for therein layeth the subtlety of the riddle." This is a little puzzle that may be conveniently tried with sixteen numbered counters.








Answer:


The answer to this puzzle is shown in the illustration, where the numbers on the sixteen bottles all add up to 30 in the ten straight directions. The trick consists in the fact that, although the six bottles (3, 5, 6, 9, 10, and 15) in which the flowers have been placed are not removed, yet the sixteen need not occupy exactly the same position on the table as before. The square is, in fact, formed one step further to the left.

















Random Questions

The Sultan's Army.
Money Puzzles
The Ploughman's Puzzle
CANTERBURY PUZZLES
Queer Multiplication.
Money Puzzles
Tilting At The Ring
PUZZLING TIMES AT SOLVAMHALL CASTLE
Catching The Hogs
MISCELLANEOUS PUZZLES
The Broken Coins.
Money Puzzles
Farmer Wurzel's Estate.
Patchwork Puzzles
The Junior Clerk's Puzzle.
Money Puzzles
Youthful Precocity.
Money Puzzles
The Nun's Puzzle
CANTERBURY PUZZLES
The Seven Pigs.
Various Dissection Puzzles
The Runaway Motor-car
Adventures of the Puzzle Club
The Number Blocks
MISCELLANEOUS PUZZLES
The See-saw Puzzle.
Money Puzzles
The Spanish Dungeon.
Magic Squares Problem.