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Topic: [ARCHIVE] Bitcoin challenge discusion - page 19. (Read 29303 times)

member
Activity: 174
Merit: 12
September 09, 2019, 02:30:31 PM
I was able to retrieved case #62 private key 363D541EB611ABEE in  8122.18 sec.   (running 4 instances of the script  by splitting the interval in 4 pieces at 160000 h/s per core)
It is a pity that this can be done only after an outgoing transaction Smiley
Can your script modification distinguish between compressed and uncompressed addresses?
If I understand correctly, the script does not stop at the specified range and if the key contains more bits, then the script starts to search for infinitely long?
jr. member
Activity: 37
Merit: 1
September 09, 2019, 11:46:33 AM
Congratulations to the winner who had found the #62   Smiley

I wonder which was the privkey  Cheesy

Pubkey is 03231a67e424caf7d01a00d5cd49b0464942255b8e48766f96602bdfa4ea14fea8

I'm going to try cracking it with baby step giant step, but I think I'm right at the edge of memory that my compiler can allocate for the table. Trying it anyway.

Hopefully the person who claimed the prize is just waiting for several confirms before revealing the details. Or they're asleep Smiley



Great! Thanks for your help.

I'm trying with the Pollard Kangaroo script. Let's see how much it'll take  Cheesy


can anyone share kangaroo script for CPU please?
you read this topic more closely and you will see 2 scripts
https://bitcointalksearch.org/topic/m.52379137
https://bitcointalksearch.org/topic/m.52318676
choose
and the original script http://fe57.org/forum/thread.php?board=4&thema=1
newbie
Activity: 18
Merit: 1
September 09, 2019, 11:35:37 AM
Congratulations to the winner who had found the #62   Smiley

I wonder which was the privkey  Cheesy

Pubkey is 03231a67e424caf7d01a00d5cd49b0464942255b8e48766f96602bdfa4ea14fea8

I'm going to try cracking it with baby step giant step, but I think I'm right at the edge of memory that my compiler can allocate for the table. Trying it anyway.

Hopefully the person who claimed the prize is just waiting for several confirms before revealing the details. Or they're asleep Smiley



Great! Thanks for your help.

I'm trying with the Pollard Kangaroo script. Let's see how much it'll take  Cheesy


can anyone share kangaroo script for CPU please?
member
Activity: 245
Merit: 17
September 09, 2019, 11:16:23 AM
Suppose I know that the private key for the public (32 bit) 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69 is in the range of 1-50 bits, can I run a script with an unknown bit size in the range of 1-50?

The Pollard-Kangaroo script from this message seems to find keys even when the specified bit size doesn't match the key mask, but it does take longer. I guess the bits parameter is a hint at where to start searching, rather than a maximum search space limit.

For example, both of these runs will find key #32 (b862a62e)

pollard_kangaroo.py 34 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69

pollard_kangaroo.py 30 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69

True,
Kangaroos might indeed cross boundaries. I ran the script by specifying an initial interval [a b] and I noticed that I still get the correct answer even when the  solution does not belong to [a b].

I was able to retrieved case #62 private key 363D541EB611ABEE in  8122.18 sec.   (running 4 instances of the script  by splitting the interval in 4 pieces at 160000 h/s per core)
jr. member
Activity: 59
Merit: 3
September 09, 2019, 10:53:38 AM
How much time should a search for a 50-bit key take? If I put a 50-bit key in a 50-bit range, this happens quickly, but a 32-bit key in a 50-bit range has not yet been found.
legendary
Activity: 2268
Merit: 1092
September 09, 2019, 10:01:30 AM
How much time should a search for a 50-bit key take? If I put a 50-bit key in a 50-bit range, this happens quickly, but a 32-bit key in a 50-bit range has not yet been found.

Here's a quick test when running with bits=xxx and the pubkey which cracks to a 32 bit privkey...

32 = 137954 jumps
33 = 359156 jumps (2.6X)
34 = 1826684 jumps (13.2X)
35 = 3512423 jumps (25.5X)

Looks like the work increases exponentially when the bits you specify are significantly different to the actual bits in the recovered key.
member
Activity: 174
Merit: 12
September 09, 2019, 08:37:34 AM
How much time should a search for a 50-bit key take? If I put a 50-bit key in a 50-bit range, this happens quickly, but a 32-bit key in a 50-bit range has not yet been found.
legendary
Activity: 2268
Merit: 1092
September 09, 2019, 07:30:44 AM
Suppose I know that the private key for the public (32 bit) 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69 is in the range of 1-50 bits, can I run a script with an unknown bit size in the range of 1-50?

The Pollard-Kangaroo script from this message seems to find keys even when the specified bit size doesn't match the key mask, but it does take longer. I guess the bits parameter is a hint at where to start searching, rather than a maximum search space limit.

For example, both of these runs will find key #32 (b862a62e)

pollard_kangaroo.py 34 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69

pollard_kangaroo.py 30 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69
member
Activity: 174
Merit: 12
September 09, 2019, 07:20:35 AM
Suppose I know that the private key for the public (32 bit) 0209c58240e50e3ba3f833c82655e8725c037a2294e14cf5d73a5df8d56159de69 is in the range of 1-50 bits, can I run a script with an unknown bit size in the range of 1-50?
newbie
Activity: 18
Merit: 0
September 09, 2019, 02:03:43 AM
legendary
Activity: 2268
Merit: 1092
September 08, 2019, 08:55:24 PM
Congratulations to the winner who had found the #62   Smiley

I wonder which was the privkey  Cheesy

Pubkey is 03231a67e424caf7d01a00d5cd49b0464942255b8e48766f96602bdfa4ea14fea8

I'm going to try cracking it with baby step giant step, .......

Results of baby-step giant-step return a garbage key:

Build Hash
Search Keys
Found private key 62: 170c925af4bb843b or 170c925b0b447bc5 (9601 sec)


Neither of these keys map to the puzzle address (or any address in use)

Not sure if it's due to something like an overflow, or my tricks to use more memory are flawed, or the algorithm itself breaks down at this level.
full member
Activity: 706
Merit: 111
September 08, 2019, 03:28:13 PM
01 0000000000000000000000000000000000000000000000000000000000000001 1BgGZ9tcN4rm9KBzDn7KprQz87SZ26SAMH
02 0000000000000000000000000000000000000000000000000000000000000003 1CUNEBjYrCn2y1SdiUMohaKUi4wpP326Lb
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newbie
Activity: 43
Merit: 0
September 08, 2019, 12:30:56 PM
so now 64 bit Smiley

Good luck for everyone

What is the key space range for 64?

8000000000000000:ffffffffffffffff ?
jr. member
Activity: 91
Merit: 3
September 08, 2019, 11:55:50 AM
so now 64 bit Smiley

Good luck for everyone
newbie
Activity: 22
Merit: 0
September 08, 2019, 10:28:16 AM
now when the account brichard19 1LqJ9cHPKxPXDRia4tteTJdLXnisnfHsof replenish
 Grin
full member
Activity: 277
Merit: 108
September 08, 2019, 10:19:31 AM
Yes
legendary
Activity: 2268
Merit: 1092
September 08, 2019, 10:15:43 AM
The key table in the main thread has been updated with key #62

Did you find it?
full member
Activity: 277
Merit: 108
September 08, 2019, 10:08:33 AM
The key table in the main thread has been updated with key #62
legendary
Activity: 2268
Merit: 1092
September 08, 2019, 09:30:37 AM
I don't have the BSGS script, so I'm trying some other codes.  Smiley

C source code: https://gist.github.com/jhoenicke/2e39b3c6c49b1d7b216b8626197e4b89

A bit dated now as it only has the first 51 keys.

I changed the GSTEP value from (1<<25) to (1<<29) (table size increases from 0.5GB to 8GB), but trying 30 or anything larger bombs out at compile time. Creating the 8GB table (before it even starts working on the cracking) is also taking a long, long time. And once it starts cracking it will take at least 8-10 hours (assuming crack time scales linearly). Maybe by then the winner will have posted here, and voided all of our work. Smiley

Edit: I managed to get it to compile and run with a 16GB table. I think this will be sufficient to crack key #62.
jr. member
Activity: 47
Merit: 13
September 08, 2019, 08:59:05 AM
I'm trying with the Pollard Kangaroo script. Let's see how much it'll take  Cheesy

Isn't it inaccurate for higher bit counts?

[bits] 2^62 (warn: too big!)

It's also very slow, at least for lower bits (3+ hours to crack 50 bits). BSGS cracked 50 bits in 94 seconds, but it needs exponentially growing amounts of memory.

I don't have the BSGS script, so I'm trying some other codes.  Smiley
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