Post number #299758, ID: 4df37d
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Assuming I have an LUKS encrypted device, and there existed an unprotected plaintext keyfile generated with exactly these parameters: >dd if=/dev/urandom bs=512 count=4 Do you thinkt it's possible to crack it?
Post number #299761, ID: b85309
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Are you asking whether you can guess a 2KB sequence of random bytes? I don't think that's going to happen.
Post number #299765, ID: 4df37d
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>>299761 actually, yes...
Post number #299769, ID: b85309
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>>299765 Alright. Let's assume those 2000 random bytes contain a combination of the ASCII characters 0-9 and a-z, so 36 characters in total. And now please correct me if I'm totally wrong on this, but wouldn't the chance of guessing such a sequence be 36 to the power of 2000? So (36^2000)
Post number #299770, ID: 4df37d
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isn't it ~ 2^16k possibilities?
Post number #299771, ID: b85309
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>>299770 Why ^16k ?
Post number #299788, ID: 4df37d
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>>299771 n-bit=2^n possibilities 1Byte=8bit 2Kbyte=2048byte=16384bit=2^16384 possibilities Or am I wrong? >>299769 I think /dev/urandom generates not just ASCII characters, but random bytes/bits Maybe I'm wrong here too?
Post number #299792, ID: 4df37d
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>>299765 Thinking about the dimensions i get here, i think you may be right :( let's hope that btrfs recover on my broken system partition works, to restore my keyfile XD Else I'm about to loose 8TB of Media-Data which is on a LUKS encrypted device. No I unfortunatly have no backup of this keyfile (anymore) :(
Post number #299811, ID: 4df37d
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>>299792 Ok. for a 7-Byte keyfile it would take about 2 years with my hardware XD
I had a tiny hope someone heard about weakspots of urandom or luks i don't knew. I mean, there is this "pseudo-random" issue, which i never really understood...
Post number #299888, ID: b85309
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>>299788 I took the 36 char range to demonstrate that just that alone would be more than enough to be unguessable with a length of 2000 characters.
Post number #299919, ID: 5548e8
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>>299888 Yeah, well I'm not really used to this dimensions. It was beyond my imagination. Know I understand that it won't work. I just hoped that there is someone who knows some tricks that are also beyond my imagination. Unfortunately the filesystem recovery did not work for the keyfile - It's lost. So is my over 12 years grown and well maintained collection of music, series and movies :-( Now I have much free diskspace and am not prepared for the Apocalypse...
Post number #299937, ID: b85309
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>>299919 Why didn't you make any backups?
Post number #299982, ID: 640beb
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>>299811 "Pseudo randomness" means that the random values are aquired by using a random number generator function and purely because it's a function, it implies that you can never achieve pure randomness and sooner or later the rng will generate a value in the same way it has generated it before. True randomness requers that the value must be evaluated "randomly"
Post number #300004, ID: 6e1b17
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well let's see... n = 256 possible values for a byte, you have k = 512 * 4 = 2048 different values... n^k = 256^2048 ~= 1e4932. If you try bruteforcing it, and each attempt takes 1 second, 1e4932/(3600*24*365) ~= 3e4924 years is how long it'd take to try all of them I'm pretty sure.
Post number #300127, ID: 4df37d
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>>299937 I have backups, but guess what: They are encrypted too, with the same keyfile :P I also have a copy of the keyfile stored on another Device, which unfortunately broke a few days ago ... It's a really unlucky coincidence. Maybe I have a chance to get access to its integrated storage somehow... Still better than waiting years for some operations...
Post number #300134, ID: 4df37d
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>>300004 well one guess per second is pretty pessimistic. On the other hand, even with 10^220 guesses per seconds I have to freeze myself to get a result^^
Post number #300157, ID: 4df37d
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>>299982 >it implies that you can never achieve pure randomness and sooner or later the rng will generate a value in the same way it has generated it before. Which brings me to the question if this "sooner or later" is a different "sooner or later" from trying out all possibilities... I always thought "pseudo-randomnes" means that you can exactly reproduce the generation of a ("pseudo-")random value if you know all parameters. Thats why I asked if there is a weakspot in urandom.
Post number #301384, ID: 13caac
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Ok, I got access to an decrypted backup version with 2TB data which are also included in the still encrypted 8TB. Is there any chance to regenerate the other 6TB by pattern-matching action?
Post number #301523, ID: 640beb
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>>300157 You could reproduce a pseudo random value by giving the function the same arguments, but I don't know of any weak points in urandom
Post number #301619, ID: 754459
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https://crypto.stackexchange.com/questions/11406/if-i-have-the-unencrypted-text-and-the-encrypted-text-can-i-calculate-the-key
>>301384 It probably means you can not recover your key.
Total number of posts: 20,
last modified on:
Mon Jan 1 00:00:00 1527727680
| Assuming I have an LUKS encrypted device, and there existed an unprotected plaintext keyfile generated with exactly these parameters:
>dd if=/dev/urandom bs=512 count=4
Do you thinkt it's possible to crack it?