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Brain Teasers and Puzzles 



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Puzzle 805 



The beginning of a well known book has been encrypted below. Each letter of the alphabet has been replaced by another using a simple substitution technique. For example, A may always be represented by G, etc. Can you name the book?
Qcykle vcd olco: wm algip viwb. Wblyl id pm omjaw vbcwltly camjw wbcw. Wbl ylgidwly mh bid ajyick vcd digplo ae wbl rklygeqcp, wbl rklyn, wbl jpolywcnly, cpo wbl rbilh qmjyply. Drymmgl digplo iw. Cpo Drymmgl'd pcql vcd gmmo jsmp 'Rbcpgl, hmy cpewbipg bl rbmdl wm sjw bid bcpo wm.

Puzzle Copyright © Kevin Stone

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Puzzle 806 



Below is a map of the BrainBashers detention facility.

There are 9 guards, A-I, who are in charge of a particular number of cells.

The guards only guard cells that they can see in a continuous straight line, either horizontally or vertically, and each cell is only protected by one guard.

The numbers represent how many cells each guard is in charge of, they are of course in charge of the cell they are currently in.

Can you work out which guards are in charge of which cells?

Puzzle Copyright © Kevin Stone

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Puzzle 807 



Starting with any C, using the move of a chess knight, can you find the letters of Christmas in the correct order?



The moves of a knight are:

Knight's Move

Puzzle Copyright © Kevin Stone

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Puzzle 808 



During the recent BrainBashers cipher convention, a binary code contest took place.

The contest consisted of a binary code transmission where the spaces between the letters were missing and there was no punctuation.

Each letter of the alphabet was translated into its binary equivalent based on its position in the alphabet. The resulting code was then blocked in groups of five digits.

Can you find 10 girl's names?
a=1, b=10, c=11, d=100, e=101, f=110, g=111, h=1000, i=1001, j=1010, k=1011, l=1100, m=1101, n=1110, o=1111, p=10000, q=10001, r=10010, s=10011, t=10100, u=10101, v=10110, w=10111, x=11000, y=11001, z=11010

11001 11000 11001 01110 01

10001 11101 11011 000

11001 10101 10010 10111 10

11101 00111 11111 10010 1

11101 11110 1001

10010 11110 00101 1100

10101 11110 01010 01111 0

11010 11001 00101 01110 01

10011 11110 10010 0101

10010 11110 10011 00111 01

Puzzle Copyright © Kevin Stone

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