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Showing 5 of 5 results by Iekusari
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Board Development & Technical Discussion
Re: Pollard's kangaroo ECDLP solver
by
Iekusari
on 08/11/2024, 14:30:04 UTC
You're certainly the hero of 160bit-land who thankfully doesn't understand the very basics.

maybe you can tell me where to read so that I don’t ask stupid questions and waste your and my time
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Topic
Board Development & Technical Discussion
Re: Pollard's kangaroo ECDLP solver
by
Iekusari
on 08/11/2024, 14:21:22 UTC
Quote
You're certainly the hero of 160bit-land who thankfully doesn't understand the very basics.
Imagine how surprised some people will be, if they will waste a lot of time, to find a collision, and find out, that for example instead of spending 50 BTC from some early block, they will only get 0.00006433 BTC from P2PKH.


Someone took out one of the addresses in 05/2024. all 50 btc.
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Topic
Board Development & Technical Discussion
Re: Pollard's kangaroo ECDLP solver
by
Iekusari
on 07/11/2024, 11:51:24 UTC
These are the next riddles from Satoshi. public keys are known, but the range is unknown. Each address contains 50 bitcoins. why does he ask them? and apparently the kangaroo method is precisely aimed at such a search.

Yeah, kangaroo is perfect to crack 256bit range, good luck!

all addresses to these public keys start with 1, which means that they are in the range of 160 bits. That's what I read on the forum. Smiley
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Topic
Board Development & Technical Discussion
Re: Pollard's kangaroo ECDLP solver
by
Iekusari
on 07/11/2024, 11:01:13 UTC
Hi all. I'm using the kangaroo version from https://github.com/iceland2k14/Kangrand I also have a list of 34.5 thousand public keys with account balance. Could you tell me the optimal settings for a PC with only a CPU and for a PC with a GPU? Just one address will be enough for me and I will post the rest on this forum. Wink

Some people still think that they can just run some software on their computer and gain access to someone’s balance.
For some reason, they also think they’re the first ones to come up with this idea.

These are the next riddles from Satoshi. public keys are known, but the range is unknown. Each address contains 50 bitcoins. why does he ask them? and apparently the kangaroo method is precisely aimed at such a search. someone else guesses the puzzles.
Post
Topic
Board Development & Technical Discussion
Re: Pollard's kangaroo ECDLP solver
by
Iekusari
on 07/11/2024, 02:54:22 UTC
Hi all. I'm using the kangaroo version from https://github.com/iceland2k14/Kangrand I also have a list of 34.5 thousand public keys with account balance. Could you tell me the optimal settings for a PC with only a CPU and for a PC with a GPU? Just one address will be enough for me and I will post the rest on this forum. Wink