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I'm still getting complete gibberish... how are you guys dividing up the line of cyphertext? I can't come up with any division that forms the word "the" at the beginning.
I'm still getting complete gibberish... how are you guys dividing up the line of cyphertext? I can't come up with any division that forms the word "the" at the beginning.
We divide the lines leaving two digits left at the end of the second line. So there's 61 numbers on the first line, and 63 on the second. I mean, after translating the ciphertext into numbers, of course. Then read the pairs of numbers up and down.
But there's only 63 letters total! Ack... I'm going crazy!
Ok, step by step. I am assuming you know the basics of bifid cipher. We've been here for two-three days, so we learnt to do the bifid even with our eyes closed.
First make the grid, with a normal alphabet, so 5x5 ABC...to Z, placing I and J in the same square. That way, giving coordinates for each letter (row first, then column), you get pairs of numbers for each letter. A=11, B=12, C=13 and so on.
So you translate the ciphertext into numbers, in a long continued string. Then you will have 62x2 digits. You divide these in two lines, 61 digits on the first one and 63 digits in the second.
Finally start reading the pairs of digits up to down, and translate them back into letters
OK CRYPTOS, there has to be a solution somewhere. The last version of the cipher gives almost the same plaintext, although you said it was fixed. We are all eager to solve this and find the new levels, so please:
-Is the ciphertext supposed to give a COMPLETE inteligible plaintext?
-Or is the gibberish ending correct?
-If so, are we supposed to find the code inside the code, I mean, do we have to solve what the gibberish ending stands for?
-And if so, is it a new bifid, anagram or what?
Ok, step by step. I am assuming you know the basics of bifid cipher. We've been here for two-three days, so we learnt to do the bifid even with our eyes closed.
First make the grid, with a normal alphabet, so 5x5 ABC...to Z, placing I and J in the same square. That way, giving coordinates for each letter (row first, then column), you get pairs of numbers for each letter. A=11, B=12, C=13 and so on.
So you translate the ciphertext into numbers, in a long continued string. Then you will have 62x2 digits. You divide these in two lines, 61 digits on the first one and 63 digits in the second.
Finally start reading the pairs of digits up to down, and translate them back into letters
Thanks, I understood the bifid thing... I've been here a few days too... I just misunderstood what you meant about dividing the numbers... I was dividing the text itself...
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