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can any one break this code?????

Discussion in 'Programming' started by sree007, Oct 10, 2008.

  1. #1
    101 0111 100 1000 100 1111 100 1001 101 0011 101 0100 100 1000 100 0101 100 0110 100 1111 101 0101 100 1110 100 0100 100 0101 101 0010
     
    sree007, Oct 10, 2008 IP
  2. djzmo

    djzmo Active Member

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    #2
    "Whoisthefounder" ?
     
    djzmo, Oct 10, 2008 IP
  3. sree007

    sree007 Peon

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    #3
    explain the logic plssss
     
    sree007, Oct 10, 2008 IP
  4. crivion

    crivion Guest

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    #4
    every character interpreted by a computer has a binary mean grouped in 8 digits ??
     
    crivion, Oct 10, 2008 IP
  5. sree007

    sree007 Peon

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    #5
    i dont get wat u are saying
     
    sree007, Oct 10, 2008 IP
  6. Ladadadada

    Ladadadada Peon

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    #6
    This is the binary representation of an ASCII encoding of the message. The numbers are grouped into alternating 3s and 4s which suggests that each group of 3 and the following group of 4 belong together. This means we have 15 groups of 7 numbers. We should translate these binary numbers into decimal to make things easier on us.

    Each digit in binary starting from the right is worth double the previous one. Like this:

    1 0 0 1 0 1 0
    64 32 16 8 4 2 1

    So the number above is (1 x 64) + (0 x 32) + (0 x 16) + (1 x 8) + (0 x 4) + (1 x 2) + (0 x 1) = 64 + 8 + 2 = 74.

    Now, since computers can only store 1s and 0s, every other character that exists must have a series of 1s and 0s that represent it. One way of encoding the letters and some symbols is known as ASCII. Just look up each number in the ASCII table and write down the letter that corresponds to that number.

    In our example above, 1001010 = 74 = J.

    Here are all the rest converted to decimal and then to ASCII.

    101 0111 = 87 = W
    100 1000 = 72 = H
    100 1111 = 79 = O
    100 1001 = 73 = I
    101 0011 = 83 = S
    101 0100 = 84 = T
    100 1000 = 72 = H
    100 0101 = 69 = E
    100 0110 = 70 = F
    100 1111 = 79 = O
    101 0101 = 85 = U
    100 1110 = 78 = N
    100 0100 = 68 = D
    100 0101 = 69 = E
    101 0010 = 82 = R

    Hope this helps...
    Dave.
     
    Ladadadada, Oct 14, 2008 IP
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