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


THE MANDARIN'S PUZZLE.





(The Guarded Chessboard)
The following puzzle has an added interest from the circumstance that a
correct solution of it secured for a certain young Chinaman the hand of
his charming bride. The wealthiest mandarin within a radius of a hundred
miles of Peking was Hi-Chum-Chop, and his beautiful daughter, Peeky-Bo,
had innumerable admirers. One of her most ardent lovers was Winky-Hi,
and when he asked the old mandarin for his consent to their marriage,
Hi-Chum-Chop presented him with the following puzzle and promised his
consent if the youth brought him the correct answer within a week.
Winky-Hi, following a habit which obtains among certain solvers to this
day, gave it to all his friends, and when he had compared their
solutions he handed in the best one as his own. Luckily it was quite
right. The mandarin thereupon fulfilled his promise. The fatted pup was
killed for the wedding feast, and when Hi-Chum-Chop passed Winky-Hi the
liver wing all present knew that it was a token of eternal goodwill, in
accordance with Chinese custom from time immemorial.
The mandarin had a table divided into twenty-five squares, as shown in
the diagram. On each of twenty-four of these squares was placed a
numbered counter, just as I have indicated. The puzzle is to get the
counters in numerical order by moving them one at a time in what we call
"knight's moves." Counter 1 should be where 16 is, 2 where 11 is, 4
where 13 now is, and so on. It will be seen that all the counters on
shaded squares are in their proper positions. Of course, two counters
may never be on a square at the same time. Can you perform the feat in
the fewest possible moves?
In order to make the manner of moving perfectly clear I will point out
that the first knight's move can only be made by 1 or by 2 or by 10.
Supposing 1 moves, then the next move must be by 23, 4, 8, or 21. As
there is never more than one square vacant, the order in which the
counters move may be written out as follows: 1--21--14--18--22, etc. A
rough diagram should be made on a larger scale for practice, and
numbered counters or pieces of cardboard used.


Read Answer





Next: EXERCISE FOR PRISONERS.

Previous: THE FOUR FROGS.



Add to Informational Site Network
Report
Privacy
ADD TO EBOOK




Random Questions

Card Magic Squares.
Magic Squares Problem.
The Chinese Railways
MISCELLANEOUS PUZZLES
Puzzle In Reversals.
Money Puzzles
The Crescent And The Cross
PUZZLING TIMES AT SOLVAMHALL CASTLE
Catching The Hogs
MISCELLANEOUS PUZZLES
The Great Scramble.
Money Puzzles
The Runaway Motor-car
Adventures of the Puzzle Club
Beef And Sausages.
Money Puzzles
Immovable Pawns.
The Guarded Chessboard
The Mystery Of Ravensdene Park
Adventures of the Puzzle Club
The Cornish Cliff Mystery
Adventures of the Puzzle Club
The Sabbath Puzzle.
Unclassified Problems.
The Buried Treasure
THE PROFESSOR'S PUZZLES
The Game Of Bandy-ball
PUZZLING TIMES AT SOLVAMHALL CASTLE
The Board In Compartments.
The Guarded Chessboard