Guest isuit Posted May 2, 2005 Posted May 2, 2005 ok, my friend told me had a secret and that it was hidden in this message: 022902300248019701980216 the only hint he gave me was that the 0's were dividers. i thought i figured it out, but he told me i was wrong... here's what i got a +1 +18 -51 pattern and if u hold alt and type the #'s (including 0's) on aim it makes a pattern i have NO IDEA! anybody got any better ideas??
Cap'n Refsmmat Posted May 2, 2005 Posted May 2, 2005 åæøÅÆØ is what it gets by doing Alt- and four numbers. Basically three symbols, and then the same in caps.
Guest isuit Posted May 3, 2005 Posted May 3, 2005 that's what my guess was, but he said it was wrong...
Algebracus Posted May 4, 2005 Posted May 4, 2005 æ, ø and å are three vowels that are used in the Norwegian and the Danish writing systems. In Norwegian, 'æ' equals the vowel in 'cat' or 'plait', the 'ø' is more or less equal to the vowel in 'rough' or 'tough', and the 'å' equals the 'aw' in 'drawer' or the 'o' in organ. We have got 02 29 02 30 02 48 01 97 01 98 02 16, or possibly (by 0 being dividers) 229 230 248 197 198 216. But you have already seen that. Makes Σµ° ┼╞ ╪ any sense to you?
sazdreamer Posted May 8, 2005 Posted May 8, 2005 i have no idea what any of you are talking about you're too clever!
reverse Posted May 9, 2005 Posted May 9, 2005 I think this has gone on long enough. We must become more creative to solve this puzzle. Can you kidnap a pet from the originator of the puzzle and extort the answer out of him that way?
Dak Posted July 12, 2005 Posted July 12, 2005 229 230 248 197 198 216 It looks like 8-bit binary... i thought it might be ASCII, but putting "(number);" gives å æ ø Å Æ Ø again. and if u hold alt and type the #'s (including 0's) on aim it makes a pattern does the same on vb... is that directly imputting ascii?
jowrose Posted August 10, 2005 Posted August 10, 2005 wow that is tough. as i have absolutely zero knowledge of computer code i'll just stick with math... i've come up with a few alphabetical results but they are all jibberish. "M E O R S I" being one of them.
beautyundone Posted August 10, 2005 Posted August 10, 2005 229 230 248 197 198 216 i think this is what they were getting at... but i have no idea where to go from here... i don't think it reffers to the alphabet, mainly because of the 0 that it leaves if you take out the other dividers.
ydoaPs Posted August 10, 2005 Posted August 10, 2005 13 5 14 17 18 9 M E N Q R I ok, that's not it. i took out the dividers and added each group of three and wrote down the corresponding letter for each group. j3h148...with a keyshift....i never was good at decoding
beautyundone Posted August 10, 2005 Posted August 10, 2005 ^ that's the same thing i did... didn't work though, lol. so i didn't post it. but that seems the most logical explanation to me.
ydoaPs Posted August 10, 2005 Posted August 10, 2005 if you take out the separators and convert each chunk into binary, you get: 11100101 11100110 11111000 11000101 11000110 11011000. if you add each of the ones in each chunk, you get: 5 5 5 4 4 those in binary is: 101 101 101 100 100 eh, this is going nowhere
beautyundone Posted August 10, 2005 Posted August 10, 2005 229 230 248 197 198 216 something odd is that they're all within a certain range: 197-248. that's not that big of a range. maybe that has somethign to do with it? btw, is your friend someone that would use complicated codes or ones that would be fairly simple?
jowrose Posted August 10, 2005 Posted August 10, 2005 perhaps cards in a deck... I dont know seeing as the range is 52. 6 groups of 3 numbers. I tried putting two groups into ceasar's boxes, but i got more gibberish. 222234908 and 112991786 are the two groupings. would anyone know how to convert the 6 groups into matrices or anything?
HASViN Posted August 11, 2005 Posted August 11, 2005 why don't you ask him this 229=23=248=197=198=216=1111 which the answer does not make any sence ...does it ????
jowrose Posted August 11, 2005 Posted August 11, 2005 Well, i do not think the 23 is a number included in the set. seeing as every other number has 3 digits, i assume that the 23 must become 230. 6 groups of 3 numbers must have significance but i do not know how.
V-Man Posted August 11, 2005 Posted August 11, 2005 A great man once postulated that entire libraries could be stored using a rod with a single mark on it. Measuring the length of the rod up to that mark(with incredible accuracy) you'd come up with some kind of fraction of a distance(i.e., 3.156714509847520475609867). The measuring instrument could feed these digits to a machine. Converting the numbers in the decimal to binary and then using binary to represent characters, it could print out the library! I don't know why that came to my mind... What I was thinking was that perhaps the numbers stood for words rather than letters?
jowrose Posted August 12, 2005 Posted August 12, 2005 wow. who came up with that? that's pretty crazy
jcarlson Posted August 12, 2005 Posted August 12, 2005 the best i can come up with is one of the following a b s A B S b c t B C T c d u C D U ... g h y G H Y h i z H I Z
Kyrisch Posted August 12, 2005 Posted August 12, 2005 A great man once postulated that entire libraries could be stored using a rod with a single mark on it. Measuring the length of the rod up to that mark(with incredible accuracy) you'd come up with some kind of fraction of a distance(i.e.' date=' 3.156714509847520475609867). The measuring instrument could feed these digits to a machine. Converting the numbers in the decimal to binary and then using binary to represent characters, it could print out the library! I don't know why that came to my mind...What I was thinking was that perhaps the numbers stood for words rather than letters?[/quote'] That's awesome, but rather impractical seeing as even a marginal error could turn the last thousand books into gibberish.
jowrose Posted August 12, 2005 Posted August 12, 2005 yes but even if the number stood for words we would have no way of determining which words... if the differences between the numbers is 52 perhaps it has something to do with twice the amount of letters in the alphabet.
V-Man Posted August 25, 2005 Posted August 25, 2005 Taking each number, subtracting 196, and, if necessary, an additional 26: 229 - G 230 - h 248 - z 197 - a 198 - b 216 - j Glad I could be of service.
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