Can any book readers break this famous code ?
410531
Leonardo da Vinci!\nThe Mona Lisa
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Are you being serious?  I don't know what badge code it's talking about, but I suspect someone is trying to trick you into committing a security violation.  If you think it's legitimate, you'll need to post a lot more details explaining exactly what happened.
954712
You have a character that is unreadable like © ® in the document? Make sure your quotations are correct and all code is perfect...touchy touchy with proper code.\n\nEmail me your site url\n\n\nMike\n\n=================
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no.........do they make codes like that?
974612
book is wrong, you are right\nthey are one oxygen short, im guessing whoever was putting in the answers messed up
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Yes.  As in the Gospel of Thomas, or Lao Tsu's Tao Te Ching, or James Carse's Finite and Infinite Games, or Elain Pagels' Beyond Belief.\n\nI searched long an hard as a kid, and I'm still on my journey, though much nearer the end now.\n\nLook up some of my recent answers and see what you think.  Skip the math, of course.
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none if they are false
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1-4-T-8-13-A0-3-2F-9-Dd-34-6\n\nUnscramble this then destroy the answer.
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Hi there,\nWe will always be guaranteed a period of consecutive days when exactly 129 books are sold. The reason the number 129 is important is clear below. The proof uses what is known as the pigeonhole principle. [If n>m pigeons are put into m pigeonholes, then there exists a hole with more than one pigeon.] As usual, the trick is in constructing the "pigeons" and the "pigeonholes".\n\nLet B_i (for i=1,2,...,365) be the number of books sold during the period from the first day to the ith day inclusive (for example, B_3 represents the number of books sold in the first three days). Then we have:\n1 <= B_1 < B_2 < ... < B_365 = 600\nWe have strict inequalities inbetween as at least one book is sold each day. Now for the trick. Add 129 to this sequence of numbers to get:\n130 <= B_1 + 129 < B_2 + 129 < ... < B_365 + 129 = 729.\n\nWe choose B_1, B_2, ..., B_365, B_1 + 129, B_2 + 129, ..., B_365 + 129 as our pigeons. There are 730 of them, each being a positive integer between 1 and 729 inclusive. The numbers from 1 to 729 will be our pigeonholes. Thus by the pigeonhole principle, two of the numbers in our sequence of 730 numbers must be the same. As B_1, B_2, ..., B_365 are distinct, and B_1 + 129, B_2 + 129, ..., B_365 + 129 are distinct, one of the B_i's must be equal to one of the B_i + 129.\n\nSuppose that B_n = B_k + 129, where 1 <= k < n <= 365. Then we have B_n - B_k = 129. So between the (k+1)th day and the nth day inclusive, exactly 129 books were sold.\n\nCheerios,\nMike
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is this a code you ragheads use..???
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It looks like geek code to me.\n\nhttp://www.google.com/search?q=%22geek+code%22
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"The quick brown fox jumps over the lazy dog."\n\nYou can say this is the cheatcode........ if you r not computer professional......\n\nActually this is for testing purpose by first time developer...... Due to this they can check each and every function of MS Word...... try it.... coz it contain all letters A To Z....... and try to see its alignment......
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Used in several stories.  See if this is the right one.\n\n2nd one is the book:
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Of course. just don't mass produce only allow the followers to read it.\n\nBlessed Be\n)O(
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doesn't your book, teacher, or fellow classmates have a clue?\nasking such questions here, you will get a lot of crap answers.\nhow will you know what's right?
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Go to Artimes Fowl's website and it'll decode it...try not to tell anyone.
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Or be evil to the publisher and just download the code for free from astalavista.box.sk.  Be careful.