Topic: Bitcoin puzzle transaction ~32 BTC prize to who solves it - page 6. (Read 245962 times)
Has anybody maintained a list with solved status, public key exposed (if applicable), private key and stuff like that? I was going to attempt to make this list myself but if someone has already done it that would me amazing.
Tell me, what program do you use to do this???
Check your DMEdit:
Rather than reaching out to my inbox without taking a moment to scroll through older posts, know that all the information you need is already there!
It's astonishing how eager this generation is to get something quickly without putting in any effort—even when it only takes reading a few pages back.
Let's put in the work, folks!
https://bitcointalksearch.org/topic/vanbitcracken-a-program-to-use-for-32-btc-challenge-supports-rtx-30xx-cards-5328080
Show your gratitude to the WanderingPhilospher (OP) behind all this hard work!
Dedicated to all the newbies ☟
To anyone considering stepping into these puzzle games, let me be absolutely clear: this is a black hole. It will pull you in, drain everything you have, and leave you empty-handed.
It doesn’t matter how smart you are, how lucky you think you might be, or how much effort you put in—there’s no way to escape its grip.
I stand here as proof of this harsh truth. I’ve lost not only my Bitcoin but also years of my life chasing shadows.
My advice to anyone new or hopeful is simple: turn back now. Don’t be fooled by the false promise of quick wealth.
I’ve learned the hard way that these puzzles are nothing but a relentless grind. They drain your time, your resources, and your hope, leaving you with nothing but regret.
It doesn’t matter how smart you are, how lucky you think you might be, or how much effort you put in—there’s no way to escape its grip.
I stand here as proof of this harsh truth. I’ve lost not only my Bitcoin but also years of my life chasing shadows.
My advice to anyone new or hopeful is simple: turn back now. Don’t be fooled by the false promise of quick wealth.
I’ve learned the hard way that these puzzles are nothing but a relentless grind. They drain your time, your resources, and your hope, leaving you with nothing but regret.
I figured I would post this here if anyone is interested.
Public Bitcoin Challenge Pool - https://bitcointalksearch.org/topic/public-bitcoin-challenge-pool-5524211
Public Bitcoin Challenge Pool - https://bitcointalksearch.org/topic/public-bitcoin-challenge-pool-5524211
as in the case you provided, 1BY8GQbnH7ny3ZbLpmVtBZLZ2Lw7528UfK. This is not surprising.
I save addresses with prefixes only as a 'proof of work'; beyond that, these addresses serve no further purpose.
This question was answered a long time ago.
The game called how long can a rat swim VS how long can a rat swim when they have hope
If we can use the BSGS server for a public key within a range, why have I never seen a function on how to find all public keys within a range? Basically it should be the same, considering that BSGS looks for that public key in a range. So wouldn't it be possible to show them all is BSGS mode?
' Sorry if I'm committing some ignorance.
' Sorry if I'm committing some ignorance.Basically, no. You are committing some ignorance. If you're looking for 25 keys, you need 5 BSGS servers. If you're looking for 10 billion keys, you need 100.000 BSGS servers. Oh, and they all need to be able to communicate between them, otherwise, well, you need 10 billion BSGS servers.
The same goes for all Kangaroo variations. You're confusing brute-force (complexity: O(N)) with algorithms that are looking just for one specific public key (complexity: O(sqrt(N))).
Happy Holidays
If we can use the BSGS server for a public key within a range, why have I never seen a function on how to find all public keys within a range? Basically it should be the same, considering that BSGS looks for that public key in a range. So wouldn't it be possible to show them all is BSGS mode?' Sorry if I'm committing some ignorance.
' Sorry if I'm committing some ignorance.Basically, no. You are committing some ignorance. If you're looking for 25 keys, you need 5 BSGS servers. If you're looking for 10 billion keys, you need 100.000 BSGS servers. Oh, and they all need to be able to communicate between them, otherwise, well, you need 10 billion BSGS servers.
The same goes for all Kangaroo variations. You're confusing brute-force (complexity: O(N)) with algorithms that are looking just for one specific public key (complexity: O(sqrt(N))).
If we can use the BSGS server for a public key within a range, why have I never seen a function on how to find all public keys within a range? Basically it should be the same, considering that BSGS looks for that public key in a range. So wouldn't it be possible to show them all is BSGS mode?' Sorry if I'm committing some ignorance.
' Sorry if I'm committing some ignorance.
It is a common characteristic of hashes that different numbers can produce the same initials. For example, as in the case you provided, 1BY8GQbnH7ny3ZbLpmVtBZLZ2Lw7528UfK. This is not surprising.
If you really think it has some mathematical connection with the private key, then can you explain why the Bech32 and SegWit addresses of the same private key don’t have the same initials, while only the legacy address does? Does legacy address have some magic in it?
If you really think it has some mathematical connection with the private key, then can you explain why the Bech32 and SegWit addresses of the same private key don’t have the same initials, while only the legacy address does? Does legacy address have some magic in it?
I checked range 7545....... But not success.
It's easy to make claims, but without proof, they're just words. For instance, when I share my work, I back it up with clear evidence:1 Small Example: 473CF000000000000:473CFFFFFFFFFFFFF
Code:
Proof of Work
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473CF005467DAB2CD 1BY8GQbnegVqHsKUtvqDN2a6LyzvtqdLd3
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Let actions and evidence speak louder than words. If you can't show it, don't claim it. Let's maintain credibility in the community.
I checked range 7545....... But not success.
Don't give up.
Expand your search from 75000000000000000 to 75FFFFFFFFFFFFFFF.
It's only 1152921504606846975 keys to check. With 8 x RTX4090, assuming 36 billion keys per second and running 24/7, it will only take about 370 days.
And you can cut that time down to just under 3 days with 1024 x RTX4090's.
Be a team player - do it and please report to us what you find, thanks.
this range was not checked by him, don't feed the troll and don't let you get misaligned
thats
only 4 503 599 627 370 495 / keys/sec
= couple hours
this range was not checked by him, don't feed the troll and don't let you get misaligned
I checked range 7545....... But not success.
75400000000000000:7545bf10859946eca
?
or
75400000000000000:7545fffffffffffff
I checked range 7545....... But not success.
How long did it take you and with which software
I checked range 7545....... But not success.
~~~
Regarding trying to break one of the unsolved puzzles, why would you want to brute-force RIPEMD-160?A public address, like one of the loaded puzzle addresses, is basically (neglecting network byte and checksum) HASH160(public key) which is RIPEMD-160(SHA-256(public key)). If your aim is to get to an unknown public key and you reverse RIPEMD-160(32-byte input) you land on a possible collision, one of 296 by the way, where you even don't know if you found the correct one. Your found collision is a SHA-256() hash.
Now you have to reverse this SHA-256(x02|x03+32bytes) and because you don't know if the compressed public key starts with x02 or x03, your search space is basically of magnitude 2257. Good luck with that, when our solar system or rather a larger part of our galaxy doesn't have enough energy to even brute-force RIPEMD-160() let alone SHA-256().
I would strongly suggest to use (or train) human brain 1.0 before wasting time with such stupid cracking paths. Such posts are complete nonsense and frankly an insult to intellect.
~~~
Oh no, the quantum computer will solve it all bs again... not that I've been waiting for it.~~~
If you didn't notice the difference between e.g. #66, more specifically non-multiples of 5, and puzzles that are multiples of 5, you're a lost case and you're wasting everybody else's time here. Hint: it was something to do with the public key.The level of insanity in this thread is really concerning.
Quote
Of course, I know you're right, that post was just for learning.
~~~
Regarding trying to break one of the unsolved puzzles, why would you want to brute-force RIPEMD-160?A public address, like one of the loaded puzzle addresses, is basically (neglecting network byte and checksum) HASH160(public key) which is RIPEMD-160(SHA-256(public key)). If your aim is to get to an unknown public key and you reverse RIPEMD-160(32-byte input) you land on a possible collision, one of 296 by the way, where you even don't know if you found the correct one. Your found collision is a SHA-256() hash.
Now you have to reverse this SHA-256(x02|x03+32bytes) and because you don't know if the compressed public key starts with x02 or x03, your search space is basically of magnitude 2257. Good luck with that, when our solar system or rather a larger part of our galaxy doesn't have enough energy to even brute-force RIPEMD-160() let alone SHA-256().
I would strongly suggest to use (or train) human brain 1.0 before wasting time with such stupid cracking paths. Such posts are complete nonsense and frankly an insult to intellect.
~~~
Oh no, the quantum computer will solve it all bs again... not that I've been waiting for it.~~~
If you didn't notice the difference between e.g. #66, more specifically non-multiples of 5, and puzzles that are multiples of 5, you're a lost case and you're wasting everybody else's time here. Hint: it was something to do with the public key.The level of insanity in this thread is really concerning.
with my cpu tool #67 shows e+9 years to go. how did they found latter ones? what can be that fast?
It depends on your current CPU or GPU hardware computing speed. Jump to: