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Showing 10 of 10 results by zyzzyv4
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Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 17/08/2025, 11:15:01 UTC
how about,

lowest h160 sum:
00694332210b0201582050320655301464111231 = 112
6022a2174202006235485023022201500434b101 = 112
(HugoTheSpider's 000000000003ddf33d2a96e98d391afa86b57f93 = 246)

highest h160 sum:
9ebbd9cebf2e6ee97dffeccdfebdee8fbd9eefef = 488
c9fbff8feefeedcffcf8f3b9d6eecaffaef8dcb7 = 488
(your edcafbecebeebaafcabbfdfadefbfadecaafa6b9 = 470)
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Board Bitcoin Discussion
Merits 1 from 1 user
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 12/08/2025, 00:18:20 UTC
⭐ Merited by vapourminer (1)
Single core python script...294k keys/s

riiiight, so either the script is running on dozens of single cores, or is leveraging cupy/pycuda/etc., or is orchestrating the cuda backend instantiation, or..?

as in "An Aes Sedai never lies, but the truth she speaks, may not be the truth you think you hear." Wink

or perhaps you forgot to x6 your speed for the endo and x1000 for the milliseconds Tongue

I jest, but that speed seems hard to swallow when I'm running at several times that and have several orders of magnitude less results
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Topic
Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 11/08/2025, 21:18:21 UTC
3bd04a9ee63bcdb6a42193e12c24a56ee9a40db3

as above, great find
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Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 11/08/2025, 21:07:54 UTC
befcaabbcaaabdcdecefaaeeebcbebcfbdd1b1b4
732af8eaf9eb91bed74d1e1a19d6deeb732baf9836b0e2c59220d9c3718668e5 (sha256 of public key, comp)

holey shucks, cuda be a beast
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Board Bitcoin Discussion
Merits 1 from 1 user
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 11/08/2025, 00:09:30 UTC
⭐ Merited by WanderingPhilospher (1)
If you find something good, just post what it is and the proof, I'll add it in somewhere.

heh, define "good"

here are a couple awaiting approval:

7 unique characters h160 (the lower the rarer)
9595010971605d7961101960d715d11916661799
b2bcd8edb9b60941fb85a520b0902d5fb0e07357af890c69f8d193ef0afb209c (comp)

12/13 unique characters base58 (excluding/including leading 1 - thoughts?)
12sqRvqvsK9fs28K9s2MvMKMKR9g9vRRqb
0e456b1a5b0abe927461a047b78bc0fef8ae1ffc50f41dc6d426a0ccad4d4d53 (comp)
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Board Bitcoin Discussion
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Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 10/08/2025, 23:54:15 UTC
⭐ Merited by WanderingPhilospher (1)
27 consecutive alpha h160

adaffbbcffdfaedeeafddecefaa08196cbde0593

Proof:
f57b4dfedef5d8b84d058b25ef8d284ccaf6e602775bd359e860aeb592b1e64e (sha256 of public key, comp)
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Topic
Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 10/08/2025, 23:40:08 UTC
F98AF62E75A2D6F93C7C03378FEBD677E26FA89F

9 (18)-character palindrome H160 lol


Proof:
62d6c0cbc933f2cf7696517f12e0ef395200ab241470dbce09908f0bbb5ba5e0 (sha256 of public key, uncomp)

ooh I have a few of those

2aae1be5859e20d9ed4085d227bd77185eb1eaa2
9bb0d9630689563c250a05ac23780b20369d0bb9
6ec2cb0390910336731c65b3076269e930bc2ce6

but won't post proofs since you first-ed it Smiley

10 (20) will be impressive when it arrives

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Topic
Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 07/08/2025, 15:35:16 UTC
136817584234263713465kzYjSdSRTBpkA

great find. I have a few paltry 14 leading digits, nothing higher so far
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Board Bitcoin Discussion
Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 06/08/2025, 15:18:37 UTC
lol, a smidge behind you:

6 (12)-character palindrome address

1LzzzPV9dNbKsk4b6PNaZJTqTm36PzzzL1

Proof:
afe1d9a09ff8e810b1a02eb60609051c85ac37d2a46c6bf9300a457e9e72933a (sha256 of public key, comp)

cool! triple points for the triple zeds

I found a couple more 6 (12), but I suppose the next milestone is now 7 (14) for base58 palindromes

all-number h160s (40 numbers) seem incredibly abundant, so I'm discounting these, but finding leading-letter h160s seems more challenging. so far my highest is 24 with aebecfcecaceafcbefcdfcbb489f7d6aea18934d

32-length base58 seem quite plentiful, but I've found nothing lower yet

I haven't looked at pubkeys, xpoints or real-words yet, but will do soon
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Board Bitcoin Discussion
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Re: Bitcoin Bling: Unveiling the Rarest of Finds
by
zyzzyv4
on 05/08/2025, 17:22:37 UTC
⭐ Merited by WanderingPhilospher (1)
ahoy!

6 (12)-character palindrome address

12VNTA4BUgA6MKH75vTMqcvnFcxUATNV21

Proof:
a5652319307b789b1bc8b7aac5ef4ee33e04a973875a590e145f8a5326b345c9 (sha256 of public key, comp)