Search content
Sort by
Showing 10 of 10 results by JimsR
Code:
r2 = 0xdfb77cd83e2251dc96caad4c45cf98fcf76b8c24aa349c2dbba548029571331f
s2 = 0x352b52b52b52b52b52b52b52b52b52b4e7c1db2bf914fdd54560dc7fb517156e
z2 = Private key for Puzzle #130
s2 = 0x352b52b52b52b52b52b52b52b52b52b4e7c1db2bf914fdd54560dc7fb517156e
z2 = Private key for Puzzle #130
Code:
z2 = 0x33e7665705359f04f28b88cf897c603c9
Code:
r = 0xdb30127de06f6c9d04e4ebc9cdefb93433a37be972db697b21c22724f6cf69d2
s = 0xe759203cae759203cae759203cae7590ddcd6e80d38035c802aef0f1080384ed
z = Private key for Puzzle #135
s = 0xe759203cae759203cae759203cae7590ddcd6e80d38035c802aef0f1080384ed
z = Private key for Puzzle #135
Hi Many thanks for your insight, can you show please how to find R for every puzzle with known public key?? or there is any clue??
Puzzle 69 0x101D83275FB2BC7E0C
Congratss!!! Happy weekend for solver
Congratss!!! Happy weekend for solver
That being said, with 99.5% improvement, I'm sur McD and WP will be thrilled to merge this method with the prefix one for even more gains. If they don't I might have to ask them to prove why it's not good 
I will not attempt anything for this 'bounty' since anything that is presented to you, you will deny. In other words, you would never pay a reward that makes you feel like you were wrong...your ego won't let you.
By the way the bounty is also for you if you post the prefix theory on the cryptography subreddit and the mathematicians / cryptographers there agree it has a better average success rate.
i have posted in previous page, have you seen?
I think I’ve approached all of this the wrong way.
I’m offering a 0.1 BTC bounty for the formal proof of any traversal method that provides a statistical edge over a linear scan for puzzle 69. By statistical edge I mean that this new traversal method running on a statistically significant number of executions requires significantly fewer checks (let’s put the threshold at 5%) to find the key.
Conditions :
- Has to be written using math semantics. Not “where does John lives” metaphors.
- Has to be empirically validated using a python / nodeJS script.
- First one posting it to this thread will be recipient of the bounty.
I’m offering a 0.1 BTC bounty for the formal proof of any traversal method that provides a statistical edge over a linear scan for puzzle 69. By statistical edge I mean that this new traversal method running on a statistically significant number of executions requires significantly fewer checks (let’s put the threshold at 5%) to find the key.
Conditions :
- Has to be written using math semantics. Not “where does John lives” metaphors.
- Has to be empirically validated using a python / nodeJS script.
- First one posting it to this thread will be recipient of the bounty.
Last 10 WIF 0.25 Second
https://drive.google.com/file/d/12EMovvYrAU7OtRUIeXR90A1UfRqtNk09/view?usp=sharing
Middle WIF
https://drive.google.com/file/d/1uPUL2EOrDbKw1WVSLIFUjHCcLGPlkbvb/view?usp=sharing
Have you try With Non Standard Decoding Like a, heuristic Methode - checksum-ignored Base58 decoding.
it can be faster.
it can be faster.
Do you have GITHUB?
i dont have Github, my program is not Final. your CPU will melted, need to run with GPU.
https://drive.google.com/file/d/1oe_VWof79mFiHTqXW8sTp2RTpvW0UZrk/view?usp=sharing
I tested this—amazing! It solved 12 characters in 8 minutes. Is there a C++ version of this? I can only imagine what a script that's 200x faster could do.
I have a script in C++, but it's not 200x faster—it doesn't use AVX2 hashing or the JLP SECP256K1.
It uses OpenSSL.
But what are you going to do with it?
To generate the number of possible combinations between "ecrA1gh" and "kW1gt2H" (7 missing characters for puzzle 69) using the Base58 character set, there are approximately 1.54 trillion combinations.
- WIFRotator
- Starting WIF: KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q
- Middle range: ecrA1gh to kW1gt2H
- Missing chars: 12
- Target: 61eb8a50c86b0584bb727dd65bed8d2400d6d5aa
- Cores: 12
- Initial middle: f9FtYtY
- New middle section activated: ipNX8dr
- Speed: 16,2 MKeys/sec | Total: 6,404 MKeys
- New middle section activated: hGnuha8
- Speed: 16,2 MKeys/sec | Total: 6,304 MKeys
- New middle section activated: gxN4jE6
- Speed: 15,7 MKeys/sec | Total: 6,204 MKeys
- New middle section activated: fT9yPyt
- Speed: 15,9 MKeys/sec | Total: 6,404 MKeys
- New middle section activated: hM42ZDc
- Speed: 16,2 MKeys/sec | Total: 6,304 MKeys
- New middle section activated: h5KwaZ5
- Speed: 16,2 MKeys/sec | Total: 6,300 MKeys
- New middle section activated: jSaH3oc
- Speed: 16,2 MKeys/sec | Total: 6,301 MKeys
- New middle section activated: iHgzCdB
This means your script will rotate through ~1.54 trillion different middle sections (each taking about 1–8 minutes), while brute-forcing the last 12 characters for each one.
Have you try With Non Standard Decoding Like a, heuristic Methode - checksum-ignored Base58 decoding.
it can be faster.
https://drive.google.com/file/d/1ehe1cnNDna8_Sc8VtbTPyF1QhYRKQt9j/view?usp=drive_link
https://drive.google.com/file/d/1UQEGXmGQL509Zu0g1XpLf1raC5pzeuqX/view?usp=drive_link
Wif Ranges 69 is
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q e crA1gh************
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q k W1gt2H************
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q e+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q f+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q g+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q h+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q i+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q j+(6 middle wif) + 12 Char
KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3q k+(6 middle wif) + 12 Char
and the most important we need GPU Version, i am not familiar with Cuda and C++ Programming
I wonder if the Windows 11 firewall can prevent data leaks by creating a rule that blocks incoming and outgoing connections for an executable file, such as *bitcrack.exe*, in case the developer has embedded a spyware module that transmits keys and scanned ranges over the network. Or is the most reliable option to run the brute-force process on a computer completely disconnected from the internet?
https://ibb.co.com/v4r4LwMG
https://ibb.co.com/BXwwby5
I have blocked inbound and outboud rules on windows for executable program accessing the internet.
you can verify netstat -n, before and after blocking connection.
1MVDYgVaSN6iKKEsbyjwnJhmjw8FFcGFWh -> e0b8a2baee1b77fc703455f37934dcda00c9acc0
1MVDYgVaSN6iKKEsbyrjzeEecNkBtnrAYw -> e0b8a2baee1b77fc703455f37f6a9743ac4bb6d4
1MVDYgVaSN6iKKEsbz2NL978m2L1drKTAj -> e0b8a2baee1b77fc703455f388362c96c023dbc1
1MVDYgVaSN6iKKEsbz4MVwBjXREGNsM2w9 -> e0b8a2baee1b77fc703455f38a069c9cac5acaf5
1MVDYgVaSN6iKKEsbz8Ns2ByakjEZR9ScZ -> e0b8a2baee1b77fc703455f38db3b065bdc4ba1a
1MVDYgVaSN6iKKEsbzDYbcWpXTPKPajKQV -> e0b8a2baee1b77fc703455f3926c6ae481234a3e
1MVDYgVaSN6iKKEsbzJUSjn7GFZzjpGbMp -> e0b8a2baee1b77fc703455f396ed249a7d44a59b
1MVDYgVaSN6iKKEsbzLMJFCnBjRxyQM58K -> e0b8a2baee1b77fc703455f398a41cf3cee942c0
1MVDYgVaSN6iKKEsbzN9YUX9yK8skSHq58 -> e0b8a2baee1b77fc703455f39a487fee2fb09828
||
1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
^^^^^^^^^^^^^^
No Man I am just asking method to @bibilgin
i am using math + Probability, i dont have such GPU Power, Only 1 RTX4050
Code:
Bits: 1, Expected Result: 1, Log2: 0.0000000000000, Nearby Value: 1, Difference: 0, Percentage Difference: 0.00%
Bits: 2, Expected Result: 3, Log2: 1.5849625007212, Nearby Value: 2, Difference: 1, Percentage Difference: 50.00%
Bits: 3, Expected Result: 7, Log2: 2.8073549220576, Nearby Value: 4, Difference: 3, Percentage Difference: 75.00%
Bits: 4, Expected Result: 8, Log2: 3.0000000000000, Nearby Value: 8, Difference: 0, Percentage Difference: 0.00%
Bits: 5, Expected Result: 21, Log2: 4.3923174227788, Nearby Value: 16, Difference: 5, Percentage Difference: 31.25%
Bits: 6, Expected Result: 49, Log2: 5.6147098441152, Nearby Value: 32, Difference: 17, Percentage Difference: 53.12%
Bits: 7, Expected Result: 76, Log2: 6.2479275134436, Nearby Value: 64, Difference: 12, Percentage Difference: 18.75%
Bits: 8, Expected Result: 224, Log2: 7.8073549220576, Nearby Value: 128, Difference: 96, Percentage Difference: 75.00%
Bits: 9, Expected Result: 467, Log2: 8.8672787397097, Nearby Value: 256, Difference: 211, Percentage Difference: 82.42%
Bits: 10, Expected Result: 514, Log2: 9.0056245491939, Nearby Value: 512, Difference: 2, Percentage Difference: 0.39%
Bits: 11, Expected Result: 1155, Log2: 10.1736771363034, Nearby Value: 1024, Difference: 131, Percentage Difference: 12.79%
Bits: 12, Expected Result: 2683, Log2: 11.3896313392605, Nearby Value: 2048, Difference: 635, Percentage Difference: 31.01%
Bits: 13, Expected Result: 5216, Log2: 12.3487281542311, Nearby Value: 4096, Difference: 1120, Percentage Difference: 27.34%
Bits: 14, Expected Result: 10544, Log2: 13.3641346550081, Nearby Value: 8192, Difference: 2352, Percentage Difference: 28.71%
Bits: 15, Expected Result: 26867, Log2: 14.7135476169127, Nearby Value: 16384, Difference: 10483, Percentage Difference: 63.98%
Bits: 16, Expected Result: 51510, Log2: 15.6525649196107, Nearby Value: 32768, Difference: 18742, Percentage Difference: 57.20%
Bits: 17, Expected Result: 95823, Log2: 16.5480843612244, Nearby Value: 65536, Difference: 30287, Percentage Difference: 46.21%
Bits: 18, Expected Result: 198669, Log2: 17.6000072487084, Nearby Value: 131072, Difference: 67597, Percentage Difference: 51.57%
Bits: 19, Expected Result: 357535, Log2: 18.4477249522854, Nearby Value: 262144, Difference: 95391, Percentage Difference: 36.39%
Bits: 20, Expected Result: 863317, Log2: 19.7195308720262, Nearby Value: 524288, Difference: 339029, Percentage Difference: 64.66%
Bits: 21, Expected Result: 1811764, Log2: 20.7889636117923, Nearby Value: 1048576, Difference: 763188, Percentage Difference: 72.78%
Bits: 22, Expected Result: 3007503, Log2: 21.5201347458221, Nearby Value: 2097152, Difference: 910351, Percentage Difference: 43.41%
Bits: 23, Expected Result: 5598802, Log2: 22.4166867297878, Nearby Value: 4194304, Difference: 1404498, Percentage Difference: 33.49%
Bits: 24, Expected Result: 14428676, Log2: 23.7824355859485, Nearby Value: 8388608, Difference: 6040068, Percentage Difference: 72.00%
Bits: 25, Expected Result: 33185509, Log2: 24.9840500666973, Nearby Value: 16777216, Difference: 16408293, Percentage Difference: 97.80%
Bits: 26, Expected Result: 54538862, Log2: 25.7007812617129, Nearby Value: 33554432, Difference: 20984430, Percentage Difference: 62.54%
Bits: 27, Expected Result: 111949941, Log2: 26.7382785269586, Nearby Value: 67108864, Difference: 44841077, Percentage Difference: 66.82%
Bits: 28, Expected Result: 227634408, Log2: 27.7621434032948, Nearby Value: 134217728, Difference: 93416680, Percentage Difference: 69.60%
Bits: 29, Expected Result: 400708894, Log2: 28.5779792907975, Nearby Value: 268435456, Difference: 132273438, Percentage Difference: 49.28%
Bits: 30, Expected Result: 1033162084, Log2: 29.9444194580824, Nearby Value: 536870912, Difference: 496291172, Percentage Difference: 92.44%
Bits: 31, Expected Result: 2102388551, Log2: 30.9693821782806, Nearby Value: 1073741824, Difference: 1028646727, Percentage Difference: 95.80%
Bits: 32, Expected Result: 3093472814, Log2: 31.5265802093279, Nearby Value: 2147483648, Difference: 945989166, Percentage Difference: 44.05%
Bits: 33, Expected Result: 7137437912, Log2: 32.7327591446279, Nearby Value: 4294967296, Difference: 2842470616, Percentage Difference: 66.18%
Bits: 34, Expected Result: 14133072157, Log2: 33.7183560524728, Nearby Value: 8589934592, Difference: 5543137565, Percentage Difference: 64.53%
Bits: 35, Expected Result: 20112871792, Log2: 34.2274000386858, Nearby Value: 17179869184, Difference: 2933002608, Percentage Difference: 17.07%
Bits: 36, Expected Result: 42387769980, Log2: 35.3029290170967, Nearby Value: 34359738368, Difference: 8028031612, Percentage Difference: 23.36%
Bits: 37, Expected Result: 100251560595, Log2: 36.5448337387469, Nearby Value: 68719476736, Difference: 31532083859, Percentage Difference: 45.89%
Bits: 38, Expected Result: 146971536592, Log2: 37.0967458247161, Nearby Value: 137438953472, Difference: 9532583120, Percentage Difference: 6.94%
Bits: 39, Expected Result: 323724968937, Log2: 38.2359776888025, Nearby Value: 274877906944, Difference: 48847061993, Percentage Difference: 17.77%
Bits: 40, Expected Result: 1003651412950, Log2: 39.8683954197573, Nearby Value: 549755813888, Difference: 453895599062, Percentage Difference: 82.56%
Bits: 41, Expected Result: 1458252205147, Log2: 40.4073773944234, Nearby Value: 1099511627776, Difference: 358740577371, Percentage Difference: 32.63%
Bits: 42, Expected Result: 2895374552463, Log2: 41.3968871293596, Nearby Value: 2199023255552, Difference: 696351296911, Percentage Difference: 31.67%
Bits: 43, Expected Result: 7409811047825, Log2: 42.7525738925369, Nearby Value: 4398046511104, Difference: 3011764536721, Percentage Difference: 68.48%
Bits: 44, Expected Result: 15404761757071, Log2: 43.8084416040305, Nearby Value: 8796093022208, Difference: 6608668734863, Percentage Difference: 75.13%
Bits: 45, Expected Result: 19996463086597, Log2: 44.1848100766020, Nearby Value: 17592186044416, Difference: 2404277042181, Percentage Difference: 13.67%
Bits: 46, Expected Result: 51408670348612, Log2: 45.5470769317498, Nearby Value: 35184372088832, Difference: 16224298259780, Percentage Difference: 46.11%
Bits: 47, Expected Result: 119666659114170, Log2: 46.7660145806977, Nearby Value: 70368744177664, Difference: 49297914936506, Percentage Difference: 70.06%
Bits: 48, Expected Result: 191206974700443, Log2: 47.4421284782178, Nearby Value: 140737488355328, Difference: 50469486345115, Percentage Difference: 35.86%
Bits: 49, Expected Result: 409118905032525, Log2: 48.5395135328857, Nearby Value: 281474976710656, Difference: 127643928321869, Percentage Difference: 45.35%
Bits: 50, Expected Result: 611140496167764, Log2: 49.1184974103066, Nearby Value: 562949953421312, Difference: 48190542746452, Percentage Difference: 8.56%
Bits: 51, Expected Result: 2058769515153876, Log2: 50.8707037486876, Nearby Value: 1125899906842624, Difference: 932869608311252, Percentage Difference: 82.86%
Bits: 52, Expected Result: 4216495639600700, Log2: 51.9049658858182, Nearby Value: 2251799813685248, Difference: 1964695825915452, Percentage Difference: 87.25%
Bits: 53, Expected Result: 6763683971478124, Log2: 52.5867306756910, Nearby Value: 4503599627370496, Difference: 2260084344107628, Percentage Difference: 50.18%
Bits: 54, Expected Result: 9974455244496707, Log2: 53.1471594739162, Nearby Value: 9007199254740992, Difference: 967255989755715, Percentage Difference: 10.74%
Bits: 55, Expected Result: 30045390491869460, Log2: 54.7379931905113, Nearby Value: 18014398509481984, Difference: 12030991982387476, Percentage Difference: 66.79%
Bits: 56, Expected Result: 44218742292676575, Log2: 55.2955075095681, Nearby Value: 36028797018963968, Difference: 8189945273712607, Percentage Difference: 22.73%
Bits: 57, Expected Result: 138245758910846492, Log2: 56.9400128353741, Nearby Value: 72057594037927936, Difference: 66188164872918556, Percentage Difference: 91.85%
Bits: 58, Expected Result: 199976667976342049, Log2: 57.4726092982930, Nearby Value: 144115188075855872, Difference: 55861479900486177, Percentage Difference: 38.76%
Bits: 59, Expected Result: 525070384258266191, Log2: 58.8652884381768, Nearby Value: 288230376151711744, Difference: 236840008106554447, Percentage Difference: 82.17%
Bits: 60, Expected Result: 1135041350219496382, Log2: 59.9774505646693, Nearby Value: 576460752303423488, Difference: 558580597916072894, Percentage Difference: 96.90%
Bits: 61, Expected Result: 1425787542618654982, Log2: 60.3064647289927, Nearby Value: 1152921504606846976, Difference: 272866038011808006, Percentage Difference: 23.67%
Bits: 62, Expected Result: 3908372542507822062, Log2: 61.7612736982093, Nearby Value: 2305843009213693952, Difference: 1602529533294128110, Percentage Difference: 69.50%
Bits: 63, Expected Result: 8993229949524469768, Log2: 62.9635450656771, Nearby Value: 4611686018427387904, Difference: 4381543931097081864, Percentage Difference: 95.01%
Bits: 64, Expected Result: 17799667357578236628, Log2: 63.9484840830372, Nearby Value: 9223372036854775808, Difference: 8576295320723460820, Percentage Difference: 92.98%
Bits: 65, Expected Result: 30568377312064202855, Log2: 64.7286737732734, Nearby Value: 18446744073709551616, Difference: 12121633238354651239, Percentage Difference: 65.71%
Bits: 66, Expected Result: 46346217550346335726, Log2: 65.3290854039754, Nearby Value: 36893488147419103232, Difference: 9452729402927232494, Percentage Difference: 25.62%
Bits: 67, Expected Result: 132656943602386256302, Log2: 66.8462620896241, Nearby Value: 73786976294838206464, Difference: 58869967307548049838, Percentage Difference: 79.78%
Bits: 2, Expected Result: 3, Log2: 1.5849625007212, Nearby Value: 2, Difference: 1, Percentage Difference: 50.00%
Bits: 3, Expected Result: 7, Log2: 2.8073549220576, Nearby Value: 4, Difference: 3, Percentage Difference: 75.00%
Bits: 4, Expected Result: 8, Log2: 3.0000000000000, Nearby Value: 8, Difference: 0, Percentage Difference: 0.00%
Bits: 5, Expected Result: 21, Log2: 4.3923174227788, Nearby Value: 16, Difference: 5, Percentage Difference: 31.25%
Bits: 6, Expected Result: 49, Log2: 5.6147098441152, Nearby Value: 32, Difference: 17, Percentage Difference: 53.12%
Bits: 7, Expected Result: 76, Log2: 6.2479275134436, Nearby Value: 64, Difference: 12, Percentage Difference: 18.75%
Bits: 8, Expected Result: 224, Log2: 7.8073549220576, Nearby Value: 128, Difference: 96, Percentage Difference: 75.00%
Bits: 9, Expected Result: 467, Log2: 8.8672787397097, Nearby Value: 256, Difference: 211, Percentage Difference: 82.42%
Bits: 10, Expected Result: 514, Log2: 9.0056245491939, Nearby Value: 512, Difference: 2, Percentage Difference: 0.39%
Bits: 11, Expected Result: 1155, Log2: 10.1736771363034, Nearby Value: 1024, Difference: 131, Percentage Difference: 12.79%
Bits: 12, Expected Result: 2683, Log2: 11.3896313392605, Nearby Value: 2048, Difference: 635, Percentage Difference: 31.01%
Bits: 13, Expected Result: 5216, Log2: 12.3487281542311, Nearby Value: 4096, Difference: 1120, Percentage Difference: 27.34%
Bits: 14, Expected Result: 10544, Log2: 13.3641346550081, Nearby Value: 8192, Difference: 2352, Percentage Difference: 28.71%
Bits: 15, Expected Result: 26867, Log2: 14.7135476169127, Nearby Value: 16384, Difference: 10483, Percentage Difference: 63.98%
Bits: 16, Expected Result: 51510, Log2: 15.6525649196107, Nearby Value: 32768, Difference: 18742, Percentage Difference: 57.20%
Bits: 17, Expected Result: 95823, Log2: 16.5480843612244, Nearby Value: 65536, Difference: 30287, Percentage Difference: 46.21%
Bits: 18, Expected Result: 198669, Log2: 17.6000072487084, Nearby Value: 131072, Difference: 67597, Percentage Difference: 51.57%
Bits: 19, Expected Result: 357535, Log2: 18.4477249522854, Nearby Value: 262144, Difference: 95391, Percentage Difference: 36.39%
Bits: 20, Expected Result: 863317, Log2: 19.7195308720262, Nearby Value: 524288, Difference: 339029, Percentage Difference: 64.66%
Bits: 21, Expected Result: 1811764, Log2: 20.7889636117923, Nearby Value: 1048576, Difference: 763188, Percentage Difference: 72.78%
Bits: 22, Expected Result: 3007503, Log2: 21.5201347458221, Nearby Value: 2097152, Difference: 910351, Percentage Difference: 43.41%
Bits: 23, Expected Result: 5598802, Log2: 22.4166867297878, Nearby Value: 4194304, Difference: 1404498, Percentage Difference: 33.49%
Bits: 24, Expected Result: 14428676, Log2: 23.7824355859485, Nearby Value: 8388608, Difference: 6040068, Percentage Difference: 72.00%
Bits: 25, Expected Result: 33185509, Log2: 24.9840500666973, Nearby Value: 16777216, Difference: 16408293, Percentage Difference: 97.80%
Bits: 26, Expected Result: 54538862, Log2: 25.7007812617129, Nearby Value: 33554432, Difference: 20984430, Percentage Difference: 62.54%
Bits: 27, Expected Result: 111949941, Log2: 26.7382785269586, Nearby Value: 67108864, Difference: 44841077, Percentage Difference: 66.82%
Bits: 28, Expected Result: 227634408, Log2: 27.7621434032948, Nearby Value: 134217728, Difference: 93416680, Percentage Difference: 69.60%
Bits: 29, Expected Result: 400708894, Log2: 28.5779792907975, Nearby Value: 268435456, Difference: 132273438, Percentage Difference: 49.28%
Bits: 30, Expected Result: 1033162084, Log2: 29.9444194580824, Nearby Value: 536870912, Difference: 496291172, Percentage Difference: 92.44%
Bits: 31, Expected Result: 2102388551, Log2: 30.9693821782806, Nearby Value: 1073741824, Difference: 1028646727, Percentage Difference: 95.80%
Bits: 32, Expected Result: 3093472814, Log2: 31.5265802093279, Nearby Value: 2147483648, Difference: 945989166, Percentage Difference: 44.05%
Bits: 33, Expected Result: 7137437912, Log2: 32.7327591446279, Nearby Value: 4294967296, Difference: 2842470616, Percentage Difference: 66.18%
Bits: 34, Expected Result: 14133072157, Log2: 33.7183560524728, Nearby Value: 8589934592, Difference: 5543137565, Percentage Difference: 64.53%
Bits: 35, Expected Result: 20112871792, Log2: 34.2274000386858, Nearby Value: 17179869184, Difference: 2933002608, Percentage Difference: 17.07%
Bits: 36, Expected Result: 42387769980, Log2: 35.3029290170967, Nearby Value: 34359738368, Difference: 8028031612, Percentage Difference: 23.36%
Bits: 37, Expected Result: 100251560595, Log2: 36.5448337387469, Nearby Value: 68719476736, Difference: 31532083859, Percentage Difference: 45.89%
Bits: 38, Expected Result: 146971536592, Log2: 37.0967458247161, Nearby Value: 137438953472, Difference: 9532583120, Percentage Difference: 6.94%
Bits: 39, Expected Result: 323724968937, Log2: 38.2359776888025, Nearby Value: 274877906944, Difference: 48847061993, Percentage Difference: 17.77%
Bits: 40, Expected Result: 1003651412950, Log2: 39.8683954197573, Nearby Value: 549755813888, Difference: 453895599062, Percentage Difference: 82.56%
Bits: 41, Expected Result: 1458252205147, Log2: 40.4073773944234, Nearby Value: 1099511627776, Difference: 358740577371, Percentage Difference: 32.63%
Bits: 42, Expected Result: 2895374552463, Log2: 41.3968871293596, Nearby Value: 2199023255552, Difference: 696351296911, Percentage Difference: 31.67%
Bits: 43, Expected Result: 7409811047825, Log2: 42.7525738925369, Nearby Value: 4398046511104, Difference: 3011764536721, Percentage Difference: 68.48%
Bits: 44, Expected Result: 15404761757071, Log2: 43.8084416040305, Nearby Value: 8796093022208, Difference: 6608668734863, Percentage Difference: 75.13%
Bits: 45, Expected Result: 19996463086597, Log2: 44.1848100766020, Nearby Value: 17592186044416, Difference: 2404277042181, Percentage Difference: 13.67%
Bits: 46, Expected Result: 51408670348612, Log2: 45.5470769317498, Nearby Value: 35184372088832, Difference: 16224298259780, Percentage Difference: 46.11%
Bits: 47, Expected Result: 119666659114170, Log2: 46.7660145806977, Nearby Value: 70368744177664, Difference: 49297914936506, Percentage Difference: 70.06%
Bits: 48, Expected Result: 191206974700443, Log2: 47.4421284782178, Nearby Value: 140737488355328, Difference: 50469486345115, Percentage Difference: 35.86%
Bits: 49, Expected Result: 409118905032525, Log2: 48.5395135328857, Nearby Value: 281474976710656, Difference: 127643928321869, Percentage Difference: 45.35%
Bits: 50, Expected Result: 611140496167764, Log2: 49.1184974103066, Nearby Value: 562949953421312, Difference: 48190542746452, Percentage Difference: 8.56%
Bits: 51, Expected Result: 2058769515153876, Log2: 50.8707037486876, Nearby Value: 1125899906842624, Difference: 932869608311252, Percentage Difference: 82.86%
Bits: 52, Expected Result: 4216495639600700, Log2: 51.9049658858182, Nearby Value: 2251799813685248, Difference: 1964695825915452, Percentage Difference: 87.25%
Bits: 53, Expected Result: 6763683971478124, Log2: 52.5867306756910, Nearby Value: 4503599627370496, Difference: 2260084344107628, Percentage Difference: 50.18%
Bits: 54, Expected Result: 9974455244496707, Log2: 53.1471594739162, Nearby Value: 9007199254740992, Difference: 967255989755715, Percentage Difference: 10.74%
Bits: 55, Expected Result: 30045390491869460, Log2: 54.7379931905113, Nearby Value: 18014398509481984, Difference: 12030991982387476, Percentage Difference: 66.79%
Bits: 56, Expected Result: 44218742292676575, Log2: 55.2955075095681, Nearby Value: 36028797018963968, Difference: 8189945273712607, Percentage Difference: 22.73%
Bits: 57, Expected Result: 138245758910846492, Log2: 56.9400128353741, Nearby Value: 72057594037927936, Difference: 66188164872918556, Percentage Difference: 91.85%
Bits: 58, Expected Result: 199976667976342049, Log2: 57.4726092982930, Nearby Value: 144115188075855872, Difference: 55861479900486177, Percentage Difference: 38.76%
Bits: 59, Expected Result: 525070384258266191, Log2: 58.8652884381768, Nearby Value: 288230376151711744, Difference: 236840008106554447, Percentage Difference: 82.17%
Bits: 60, Expected Result: 1135041350219496382, Log2: 59.9774505646693, Nearby Value: 576460752303423488, Difference: 558580597916072894, Percentage Difference: 96.90%
Bits: 61, Expected Result: 1425787542618654982, Log2: 60.3064647289927, Nearby Value: 1152921504606846976, Difference: 272866038011808006, Percentage Difference: 23.67%
Bits: 62, Expected Result: 3908372542507822062, Log2: 61.7612736982093, Nearby Value: 2305843009213693952, Difference: 1602529533294128110, Percentage Difference: 69.50%
Bits: 63, Expected Result: 8993229949524469768, Log2: 62.9635450656771, Nearby Value: 4611686018427387904, Difference: 4381543931097081864, Percentage Difference: 95.01%
Bits: 64, Expected Result: 17799667357578236628, Log2: 63.9484840830372, Nearby Value: 9223372036854775808, Difference: 8576295320723460820, Percentage Difference: 92.98%
Bits: 65, Expected Result: 30568377312064202855, Log2: 64.7286737732734, Nearby Value: 18446744073709551616, Difference: 12121633238354651239, Percentage Difference: 65.71%
Bits: 66, Expected Result: 46346217550346335726, Log2: 65.3290854039754, Nearby Value: 36893488147419103232, Difference: 9452729402927232494, Percentage Difference: 25.62%
Bits: 67, Expected Result: 132656943602386256302, Log2: 66.8462620896241, Nearby Value: 73786976294838206464, Difference: 58869967307548049838, Percentage Difference: 79.78%
And for Prefix b71b3ed7348484a74 is on percentage difference value 43.02%
Code:
42.98 211001237412719335204.000000000000000000000 00000000000000000000000000000000000000000000000b703afb7e90ff9724 1GPehbiNvKDNSASUF4NhhKvDS76uXxUMt2
42.99 211015994807978302846.000000000000000000000 00000000000000000000000000000000000000000000000b706f694467381d7e 1JxRoK9y2pEKoLbjYRFryVdqeM7avb7xwT
43.00 211030752203237270487.000000000000000000000 00000000000000000000000000000000000000000000000b70a3d70a3d70a3d7 1KFfF35qcQ7NxK8gauwHwxRgTWHAvaHZ6D
43.01 211045509598496238128.000000000000000000000 00000000000000000000000000000000000000000000000b70d844d013a92a30 1JpgcZmzVuLvLqwWLpYNaLSGx9CjUZrEkf
43.02 211060266993755205770.000000000000000000000 00000000000000000000000000000000000000000000000b710cb295e9e1b08a 18BVqGUPsX6fxSLzZNDhCCQiZ8S1JpGvom
43.03 211075024389014173411.000000000000000000000 00000000000000000000000000000000000000000000000b7141205bc01a36e3 1D5oiTz7uDFPAa95keAoRKyV3CUqg41Bgo
43.04 211089781784273141052.000000000000000000000 00000000000000000000000000000000000000000000000b71758e219652bd3c 1KftDprtTmBc3FACjoc4McR7CzGzvi2MiL
43.05 211104539179532108694.000000000000000000000 00000000000000000000000000000000000000000000000b71a9fbe76c8b4396 1JeauK2ii3QVN3ptNJksV672KbfqxJZ7X9
43.06 211119296574791076335.000000000000000000000 00000000000000000000000000000000000000000000000b71de69ad42c3c9ef 18b5GGEXjiPn7rmko6DBwixPfQMuqPwjwW
43.07 211134053970050043976.000000000000000000000 00000000000000000000000000000000000000000000000b7212d77318fc5048 1K9bZ1W4FXELDoYGBL838aeX2HGP9GSZtj
43.08 211148811365309011617.000000000000000000000 00000000000000000000000000000000000000000000000b72474538ef34d6a1 18TKaZY7Y5QhwvqLAWpcz2CpJLsyeXM1D9
43.09 211163568760567979259.000000000000000000000 00000000000000000000000000000000000000000000000b727bb2fec56d5cfb 1CdSAgDiNEXuFNBSA7UiB7nsw9Y4gY96vz
42.99 211015994807978302846.000000000000000000000 00000000000000000000000000000000000000000000000b706f694467381d7e 1JxRoK9y2pEKoLbjYRFryVdqeM7avb7xwT
43.00 211030752203237270487.000000000000000000000 00000000000000000000000000000000000000000000000b70a3d70a3d70a3d7 1KFfF35qcQ7NxK8gauwHwxRgTWHAvaHZ6D
43.01 211045509598496238128.000000000000000000000 00000000000000000000000000000000000000000000000b70d844d013a92a30 1JpgcZmzVuLvLqwWLpYNaLSGx9CjUZrEkf
43.02 211060266993755205770.000000000000000000000 00000000000000000000000000000000000000000000000b710cb295e9e1b08a 18BVqGUPsX6fxSLzZNDhCCQiZ8S1JpGvom
43.03 211075024389014173411.000000000000000000000 00000000000000000000000000000000000000000000000b7141205bc01a36e3 1D5oiTz7uDFPAa95keAoRKyV3CUqg41Bgo
43.04 211089781784273141052.000000000000000000000 00000000000000000000000000000000000000000000000b71758e219652bd3c 1KftDprtTmBc3FACjoc4McR7CzGzvi2MiL
43.05 211104539179532108694.000000000000000000000 00000000000000000000000000000000000000000000000b71a9fbe76c8b4396 1JeauK2ii3QVN3ptNJksV672KbfqxJZ7X9
43.06 211119296574791076335.000000000000000000000 00000000000000000000000000000000000000000000000b71de69ad42c3c9ef 18b5GGEXjiPn7rmko6DBwixPfQMuqPwjwW
43.07 211134053970050043976.000000000000000000000 00000000000000000000000000000000000000000000000b7212d77318fc5048 1K9bZ1W4FXELDoYGBL838aeX2HGP9GSZtj
43.08 211148811365309011617.000000000000000000000 00000000000000000000000000000000000000000000000b72474538ef34d6a1 18TKaZY7Y5QhwvqLAWpcz2CpJLsyeXM1D9
43.09 211163568760567979259.000000000000000000000 00000000000000000000000000000000000000000000000b727bb2fec56d5cfb 1CdSAgDiNEXuFNBSA7UiB7nsw9Y4gY96vz
And using Custom mnemonic. Not standard mnemonic need to make some trick here. cause to using mnemonic is need minimum 128Bit, for 68 bit it showing 9 Words with start A and B words. so can saving alot off words reduce from 2048 to something 250 words.
https://ibb.co.com/TMkgQyjP
i need partner who can develop GPU Version to make it fast.
I still dont see how skipping is more efficient than scanning everything.
A certain density of X bits prefixes (what you call being lucky) in an arbitrary range has zero impact on the probability of finding something on the next key, or on 100m keys later.
You can think of it this way : since distribution is random, any key can be replaced by any other key. As a result changing the traversal order does not improve odds of success.
A certain density of X bits prefixes (what you call being lucky) in an arbitrary range has zero impact on the probability of finding something on the next key, or on 100m keys later.
You can think of it this way : since distribution is random, any key can be replaced by any other key. As a result changing the traversal order does not improve odds of success.
Everyone can say that scanning by jumping is not logical.
But I explained that it is possible with PROBABILITY calculation and some data.
Example;
You bought mixed colored candies sold in the market. You prioritize the colors or flavors you like. Then it is up to you to eat or not eat the others.
Actually, the range is within a certain area. But since your hardware power is too much, I understand that you do not want to miss it.
Edit:
I can prove it to you like this.
Send me a few wallets with the prefix 1MVDYgVaS, which are in order. I will tell you in which direction and how far away the nearest 1MVDYgVaSN prefix is on AVERAGE.
You want to prove something like this ?
b71b3ed7348484a74 -> Address: 1MVDYM7EJ783viaKHqnELxmjmChE7r1pqz -> e0b8a17fadc11deab8283c551a2b7b64afcc82fb
b7b96fbb25f78bd6f -> Address: 1MVDYN3C8NRQaSkukCurdFjKRDBSEVGAYX -> e0b8a18ecf2119138251d432f6c565f648db4f4a
and continue to the next prefix?
1MVDYgVaSN6iKKEsbyjwnJhmjw8FFcGFWh -> e0b8a2baee1b77fc703455f37934dcda00c9acc0
1MVDYgVaSN6iKKEsbyrjzeEecNkBtnrAYw -> e0b8a2baee1b77fc703455f37f6a9743ac4bb6d4
1MVDYgVaSN6iKKEsbz2NL978m2L1drKTAj -> e0b8a2baee1b77fc703455f388362c96c023dbc1
1MVDYgVaSN6iKKEsbz4MVwBjXREGNsM2w9 -> e0b8a2baee1b77fc703455f38a069c9cac5acaf5
1MVDYgVaSN6iKKEsbz8Ns2ByakjEZR9ScZ -> e0b8a2baee1b77fc703455f38db3b065bdc4ba1a
1MVDYgVaSN6iKKEsbzDYbcWpXTPKPajKQV -> e0b8a2baee1b77fc703455f3926c6ae481234a3e
1MVDYgVaSN6iKKEsbzJUSjn7GFZzjpGbMp -> e0b8a2baee1b77fc703455f396ed249a7d44a59b
1MVDYgVaSN6iKKEsbzLMJFCnBjRxyQM58K -> e0b8a2baee1b77fc703455f398a41cf3cee942c0
1MVDYgVaSN6iKKEsbzN9YUX9yK8skSHq58 -> e0b8a2baee1b77fc703455f39a487fee2fb09828
||
1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
^^^^^^^^^^^^^^
untill the next Prefix ??
Code:
Bits: 1, PrivateKey Decimal: 1, Log2: 0.0000000000000, Normal Value: 1, Difference: 0, Percentage Difference: 0.00%
Bits: 2, PrivateKey Decimal: 3, Log2: 1.5849625007212, Normal Value: 2, Difference: 1, Percentage Difference: 50.00%
Bits: 3, PrivateKey Decimal: 7, Log2: 2.8073549220576, Normal Value: 4, Difference: 3, Percentage Difference: 75.00%
Bits: 4, PrivateKey Decimal: 8, Log2: 3.0000000000000, Normal Value: 8, Difference: 0, Percentage Difference: 0.00%
Bits: 5, PrivateKey Decimal: 21, Log2: 4.3923174227788, Normal Value: 16, Difference: 5, Percentage Difference: 31.25%
Bits: 6, PrivateKey Decimal: 49, Log2: 5.6147098441152, Normal Value: 32, Difference: 17, Percentage Difference: 53.12%
Bits: 7, PrivateKey Decimal: 76, Log2: 6.2479275134436, Normal Value: 64, Difference: 12, Percentage Difference: 18.75%
Bits: 8, PrivateKey Decimal: 224, Log2: 7.8073549220576, Normal Value: 128, Difference: 96, Percentage Difference: 75.00%
Bits: 9, PrivateKey Decimal: 467, Log2: 8.8672787397097, Normal Value: 256, Difference: 211, Percentage Difference: 82.42%
Bits: 10, PrivateKey Decimal: 514, Log2: 9.0056245491939, Normal Value: 512, Difference: 2, Percentage Difference: 0.39%
Bits: 11, PrivateKey Decimal: 1155, Log2: 10.1736771363034, Normal Value: 1024, Difference: 131, Percentage Difference: 12.79%
Bits: 12, PrivateKey Decimal: 2683, Log2: 11.3896313392605, Normal Value: 2048, Difference: 635, Percentage Difference: 31.01%
Bits: 13, PrivateKey Decimal: 5216, Log2: 12.3487281542311, Normal Value: 4096, Difference: 1120, Percentage Difference: 27.34%
Bits: 14, PrivateKey Decimal: 10544, Log2: 13.3641346550081, Normal Value: 8192, Difference: 2352, Percentage Difference: 28.71%
Bits: 15, PrivateKey Decimal: 26867, Log2: 14.7135476169127, Normal Value: 16384, Difference: 10483, Percentage Difference: 63.98%
Bits: 16, PrivateKey Decimal: 51510, Log2: 15.6525649196107, Normal Value: 32768, Difference: 18742, Percentage Difference: 57.20%
Bits: 17, PrivateKey Decimal: 95823, Log2: 16.5480843612244, Normal Value: 65536, Difference: 30287, Percentage Difference: 46.21%
Bits: 18, PrivateKey Decimal: 198669, Log2: 17.6000072487084, Normal Value: 131072, Difference: 67597, Percentage Difference: 51.57%
Bits: 19, PrivateKey Decimal: 357535, Log2: 18.4477249522854, Normal Value: 262144, Difference: 95391, Percentage Difference: 36.39%
Bits: 20, PrivateKey Decimal: 863317, Log2: 19.7195308720262, Normal Value: 524288, Difference: 339029, Percentage Difference: 64.66%
Bits: 21, PrivateKey Decimal: 1811764, Log2: 20.7889636117923, Normal Value: 1048576, Difference: 763188, Percentage Difference: 72.78%
Bits: 22, PrivateKey Decimal: 3007503, Log2: 21.5201347458221, Normal Value: 2097152, Difference: 910351, Percentage Difference: 43.41%
Bits: 23, PrivateKey Decimal: 5598802, Log2: 22.4166867297878, Normal Value: 4194304, Difference: 1404498, Percentage Difference: 33.49%
Bits: 24, PrivateKey Decimal: 14428676, Log2: 23.7824355859485, Normal Value: 8388608, Difference: 6040068, Percentage Difference: 72.00%
Bits: 25, PrivateKey Decimal: 33185509, Log2: 24.9840500666973, Normal Value: 16777216, Difference: 16408293, Percentage Difference: 97.80%
Bits: 26, PrivateKey Decimal: 54538862, Log2: 25.7007812617129, Normal Value: 33554432, Difference: 20984430, Percentage Difference: 62.54%
Bits: 27, PrivateKey Decimal: 111949941, Log2: 26.7382785269586, Normal Value: 67108864, Difference: 44841077, Percentage Difference: 66.82%
Bits: 28, PrivateKey Decimal: 227634408, Log2: 27.7621434032948, Normal Value: 134217728, Difference: 93416680, Percentage Difference: 69.60%
Bits: 29, PrivateKey Decimal: 400708894, Log2: 28.5779792907975, Normal Value: 268435456, Difference: 132273438, Percentage Difference: 49.28%
Bits: 30, PrivateKey Decimal: 1033162084, Log2: 29.9444194580824, Normal Value: 536870912, Difference: 496291172, Percentage Difference: 92.44%
Bits: 31, PrivateKey Decimal: 2102388551, Log2: 30.9693821782806, Normal Value: 1073741824, Difference: 1028646727, Percentage Difference: 95.80%
Bits: 32, PrivateKey Decimal: 3093472814, Log2: 31.5265802093279, Normal Value: 2147483648, Difference: 945989166, Percentage Difference: 44.05%
Bits: 33, PrivateKey Decimal: 7137437912, Log2: 32.7327591446279, Normal Value: 4294967296, Difference: 2842470616, Percentage Difference: 66.18%
Bits: 34, PrivateKey Decimal: 14133072157, Log2: 33.7183560524728, Normal Value: 8589934592, Difference: 5543137565, Percentage Difference: 64.53%
Bits: 35, PrivateKey Decimal: 20112871792, Log2: 34.2274000386858, Normal Value: 17179869184, Difference: 2933002608, Percentage Difference: 17.07%
Bits: 36, PrivateKey Decimal: 42387769980, Log2: 35.3029290170967, Normal Value: 34359738368, Difference: 8028031612, Percentage Difference: 23.36%
Bits: 37, PrivateKey Decimal: 100251560595, Log2: 36.5448337387469, Normal Value: 68719476736, Difference: 31532083859, Percentage Difference: 45.89%
Bits: 38, PrivateKey Decimal: 146971536592, Log2: 37.0967458247161, Normal Value: 137438953472, Difference: 9532583120, Percentage Difference: 6.94%
Bits: 39, PrivateKey Decimal: 323724968937, Log2: 38.2359776888025, Normal Value: 274877906944, Difference: 48847061993, Percentage Difference: 17.77%
Bits: 40, PrivateKey Decimal: 1003651412950, Log2: 39.8683954197573, Normal Value: 549755813888, Difference: 453895599062, Percentage Difference: 82.56%
Bits: 41, PrivateKey Decimal: 1458252205147, Log2: 40.4073773944234, Normal Value: 1099511627776, Difference: 358740577371, Percentage Difference: 32.63%
Bits: 42, PrivateKey Decimal: 2895374552463, Log2: 41.3968871293596, Normal Value: 2199023255552, Difference: 696351296911, Percentage Difference: 31.67%
Bits: 43, PrivateKey Decimal: 7409811047825, Log2: 42.7525738925369, Normal Value: 4398046511104, Difference: 3011764536721, Percentage Difference: 68.48%
Bits: 44, PrivateKey Decimal: 15404761757071, Log2: 43.8084416040305, Normal Value: 8796093022208, Difference: 6608668734863, Percentage Difference: 75.13%
Bits: 45, PrivateKey Decimal: 19996463086597, Log2: 44.1848100766020, Normal Value: 17592186044416, Difference: 2404277042181, Percentage Difference: 13.67%
Bits: 46, PrivateKey Decimal: 51408670348612, Log2: 45.5470769317498, Normal Value: 35184372088832, Difference: 16224298259780, Percentage Difference: 46.11%
Bits: 47, PrivateKey Decimal: 119666659114170, Log2: 46.7660145806977, Normal Value: 70368744177664, Difference: 49297914936506, Percentage Difference: 70.06%
Bits: 48, PrivateKey Decimal: 191206974700443, Log2: 47.4421284782178, Normal Value: 140737488355328, Difference: 50469486345115, Percentage Difference: 35.86%
Bits: 49, PrivateKey Decimal: 409118905032525, Log2: 48.5395135328857, Normal Value: 281474976710656, Difference: 127643928321869, Percentage Difference: 45.35%
Bits: 50, PrivateKey Decimal: 611140496167764, Log2: 49.1184974103066, Normal Value: 562949953421312, Difference: 48190542746452, Percentage Difference: 8.56%
Bits: 51, PrivateKey Decimal: 2058769515153876, Log2: 50.8707037486876, Normal Value: 1125899906842624, Difference: 932869608311252, Percentage Difference: 82.86%
Bits: 52, PrivateKey Decimal: 4216495639600700, Log2: 51.9049658858182, Normal Value: 2251799813685248, Difference: 1964695825915452, Percentage Difference: 87.25%
Bits: 53, PrivateKey Decimal: 6763683971478124, Log2: 52.5867306756910, Normal Value: 4503599627370496, Difference: 2260084344107628, Percentage Difference: 50.18%
Bits: 54, PrivateKey Decimal: 9974455244496707, Log2: 53.1471594739162, Normal Value: 9007199254740992, Difference: 967255989755715, Percentage Difference: 10.74%
Bits: 55, PrivateKey Decimal: 30045390491869460, Log2: 54.7379931905113, Normal Value: 18014398509481984, Difference: 12030991982387476, Percentage Difference: 66.79%
Bits: 56, PrivateKey Decimal: 44218742292676575, Log2: 55.2955075095681, Normal Value: 36028797018963968, Difference: 8189945273712607, Percentage Difference: 22.73%
Bits: 57, PrivateKey Decimal: 138245758910846492, Log2: 56.9400128353741, Normal Value: 72057594037927936, Difference: 66188164872918556, Percentage Difference: 91.85%
Bits: 58, PrivateKey Decimal: 199976667976342049, Log2: 57.4726092982930, Normal Value: 144115188075855872, Difference: 55861479900486177, Percentage Difference: 38.76%
Bits: 59, PrivateKey Decimal: 525070384258266191, Log2: 58.8652884381768, Normal Value: 288230376151711744, Difference: 236840008106554447, Percentage Difference: 82.17%
Bits: 60, PrivateKey Decimal: 1135041350219496382, Log2: 59.9774505646693, Normal Value: 576460752303423488, Difference: 558580597916072894, Percentage Difference: 96.90%
Bits: 61, PrivateKey Decimal: 1425787542618654982, Log2: 60.3064647289927, Normal Value: 1152921504606846976, Difference: 272866038011808006, Percentage Difference: 23.67%
Bits: 62, PrivateKey Decimal: 3908372542507822062, Log2: 61.7612736982093, Normal Value: 2305843009213693952, Difference: 1602529533294128110, Percentage Difference: 69.50%
Bits: 63, PrivateKey Decimal: 8993229949524469768, Log2: 62.9635450656771, Normal Value: 4611686018427387904, Difference: 4381543931097081864, Percentage Difference: 95.01%
Bits: 64, PrivateKey Decimal: 17799667357578236628, Log2: 63.9484840830372, Normal Value: 9223372036854775808, Difference: 8576295320723460820, Percentage Difference: 92.98%
Bits: 65, PrivateKey Decimal: 30568377312064202855, Log2: 64.7286737732734, Normal Value: 18446744073709551616, Difference: 12121633238354651239, Percentage Difference: 65.71%
Bits: 66, PrivateKey Decimal: 46346217550346335726, Log2: 65.3290854039754, Normal Value: 36893488147419103232, Difference: 9452729402927232494, Percentage Difference: 25.62%
Bits: 67, PrivateKey Decimal: 132656943602386256302, Log2: 66.8462620896241, Normal Value: 73786976294838206464, Difference: 58869967307548049838, Percentage Difference: 79.78%
= 67.0100000000000Bits: 2, PrivateKey Decimal: 3, Log2: 1.5849625007212, Normal Value: 2, Difference: 1, Percentage Difference: 50.00%
Bits: 3, PrivateKey Decimal: 7, Log2: 2.8073549220576, Normal Value: 4, Difference: 3, Percentage Difference: 75.00%
Bits: 4, PrivateKey Decimal: 8, Log2: 3.0000000000000, Normal Value: 8, Difference: 0, Percentage Difference: 0.00%
Bits: 5, PrivateKey Decimal: 21, Log2: 4.3923174227788, Normal Value: 16, Difference: 5, Percentage Difference: 31.25%
Bits: 6, PrivateKey Decimal: 49, Log2: 5.6147098441152, Normal Value: 32, Difference: 17, Percentage Difference: 53.12%
Bits: 7, PrivateKey Decimal: 76, Log2: 6.2479275134436, Normal Value: 64, Difference: 12, Percentage Difference: 18.75%
Bits: 8, PrivateKey Decimal: 224, Log2: 7.8073549220576, Normal Value: 128, Difference: 96, Percentage Difference: 75.00%
Bits: 9, PrivateKey Decimal: 467, Log2: 8.8672787397097, Normal Value: 256, Difference: 211, Percentage Difference: 82.42%
Bits: 10, PrivateKey Decimal: 514, Log2: 9.0056245491939, Normal Value: 512, Difference: 2, Percentage Difference: 0.39%
Bits: 11, PrivateKey Decimal: 1155, Log2: 10.1736771363034, Normal Value: 1024, Difference: 131, Percentage Difference: 12.79%
Bits: 12, PrivateKey Decimal: 2683, Log2: 11.3896313392605, Normal Value: 2048, Difference: 635, Percentage Difference: 31.01%
Bits: 13, PrivateKey Decimal: 5216, Log2: 12.3487281542311, Normal Value: 4096, Difference: 1120, Percentage Difference: 27.34%
Bits: 14, PrivateKey Decimal: 10544, Log2: 13.3641346550081, Normal Value: 8192, Difference: 2352, Percentage Difference: 28.71%
Bits: 15, PrivateKey Decimal: 26867, Log2: 14.7135476169127, Normal Value: 16384, Difference: 10483, Percentage Difference: 63.98%
Bits: 16, PrivateKey Decimal: 51510, Log2: 15.6525649196107, Normal Value: 32768, Difference: 18742, Percentage Difference: 57.20%
Bits: 17, PrivateKey Decimal: 95823, Log2: 16.5480843612244, Normal Value: 65536, Difference: 30287, Percentage Difference: 46.21%
Bits: 18, PrivateKey Decimal: 198669, Log2: 17.6000072487084, Normal Value: 131072, Difference: 67597, Percentage Difference: 51.57%
Bits: 19, PrivateKey Decimal: 357535, Log2: 18.4477249522854, Normal Value: 262144, Difference: 95391, Percentage Difference: 36.39%
Bits: 20, PrivateKey Decimal: 863317, Log2: 19.7195308720262, Normal Value: 524288, Difference: 339029, Percentage Difference: 64.66%
Bits: 21, PrivateKey Decimal: 1811764, Log2: 20.7889636117923, Normal Value: 1048576, Difference: 763188, Percentage Difference: 72.78%
Bits: 22, PrivateKey Decimal: 3007503, Log2: 21.5201347458221, Normal Value: 2097152, Difference: 910351, Percentage Difference: 43.41%
Bits: 23, PrivateKey Decimal: 5598802, Log2: 22.4166867297878, Normal Value: 4194304, Difference: 1404498, Percentage Difference: 33.49%
Bits: 24, PrivateKey Decimal: 14428676, Log2: 23.7824355859485, Normal Value: 8388608, Difference: 6040068, Percentage Difference: 72.00%
Bits: 25, PrivateKey Decimal: 33185509, Log2: 24.9840500666973, Normal Value: 16777216, Difference: 16408293, Percentage Difference: 97.80%
Bits: 26, PrivateKey Decimal: 54538862, Log2: 25.7007812617129, Normal Value: 33554432, Difference: 20984430, Percentage Difference: 62.54%
Bits: 27, PrivateKey Decimal: 111949941, Log2: 26.7382785269586, Normal Value: 67108864, Difference: 44841077, Percentage Difference: 66.82%
Bits: 28, PrivateKey Decimal: 227634408, Log2: 27.7621434032948, Normal Value: 134217728, Difference: 93416680, Percentage Difference: 69.60%
Bits: 29, PrivateKey Decimal: 400708894, Log2: 28.5779792907975, Normal Value: 268435456, Difference: 132273438, Percentage Difference: 49.28%
Bits: 30, PrivateKey Decimal: 1033162084, Log2: 29.9444194580824, Normal Value: 536870912, Difference: 496291172, Percentage Difference: 92.44%
Bits: 31, PrivateKey Decimal: 2102388551, Log2: 30.9693821782806, Normal Value: 1073741824, Difference: 1028646727, Percentage Difference: 95.80%
Bits: 32, PrivateKey Decimal: 3093472814, Log2: 31.5265802093279, Normal Value: 2147483648, Difference: 945989166, Percentage Difference: 44.05%
Bits: 33, PrivateKey Decimal: 7137437912, Log2: 32.7327591446279, Normal Value: 4294967296, Difference: 2842470616, Percentage Difference: 66.18%
Bits: 34, PrivateKey Decimal: 14133072157, Log2: 33.7183560524728, Normal Value: 8589934592, Difference: 5543137565, Percentage Difference: 64.53%
Bits: 35, PrivateKey Decimal: 20112871792, Log2: 34.2274000386858, Normal Value: 17179869184, Difference: 2933002608, Percentage Difference: 17.07%
Bits: 36, PrivateKey Decimal: 42387769980, Log2: 35.3029290170967, Normal Value: 34359738368, Difference: 8028031612, Percentage Difference: 23.36%
Bits: 37, PrivateKey Decimal: 100251560595, Log2: 36.5448337387469, Normal Value: 68719476736, Difference: 31532083859, Percentage Difference: 45.89%
Bits: 38, PrivateKey Decimal: 146971536592, Log2: 37.0967458247161, Normal Value: 137438953472, Difference: 9532583120, Percentage Difference: 6.94%
Bits: 39, PrivateKey Decimal: 323724968937, Log2: 38.2359776888025, Normal Value: 274877906944, Difference: 48847061993, Percentage Difference: 17.77%
Bits: 40, PrivateKey Decimal: 1003651412950, Log2: 39.8683954197573, Normal Value: 549755813888, Difference: 453895599062, Percentage Difference: 82.56%
Bits: 41, PrivateKey Decimal: 1458252205147, Log2: 40.4073773944234, Normal Value: 1099511627776, Difference: 358740577371, Percentage Difference: 32.63%
Bits: 42, PrivateKey Decimal: 2895374552463, Log2: 41.3968871293596, Normal Value: 2199023255552, Difference: 696351296911, Percentage Difference: 31.67%
Bits: 43, PrivateKey Decimal: 7409811047825, Log2: 42.7525738925369, Normal Value: 4398046511104, Difference: 3011764536721, Percentage Difference: 68.48%
Bits: 44, PrivateKey Decimal: 15404761757071, Log2: 43.8084416040305, Normal Value: 8796093022208, Difference: 6608668734863, Percentage Difference: 75.13%
Bits: 45, PrivateKey Decimal: 19996463086597, Log2: 44.1848100766020, Normal Value: 17592186044416, Difference: 2404277042181, Percentage Difference: 13.67%
Bits: 46, PrivateKey Decimal: 51408670348612, Log2: 45.5470769317498, Normal Value: 35184372088832, Difference: 16224298259780, Percentage Difference: 46.11%
Bits: 47, PrivateKey Decimal: 119666659114170, Log2: 46.7660145806977, Normal Value: 70368744177664, Difference: 49297914936506, Percentage Difference: 70.06%
Bits: 48, PrivateKey Decimal: 191206974700443, Log2: 47.4421284782178, Normal Value: 140737488355328, Difference: 50469486345115, Percentage Difference: 35.86%
Bits: 49, PrivateKey Decimal: 409118905032525, Log2: 48.5395135328857, Normal Value: 281474976710656, Difference: 127643928321869, Percentage Difference: 45.35%
Bits: 50, PrivateKey Decimal: 611140496167764, Log2: 49.1184974103066, Normal Value: 562949953421312, Difference: 48190542746452, Percentage Difference: 8.56%
Bits: 51, PrivateKey Decimal: 2058769515153876, Log2: 50.8707037486876, Normal Value: 1125899906842624, Difference: 932869608311252, Percentage Difference: 82.86%
Bits: 52, PrivateKey Decimal: 4216495639600700, Log2: 51.9049658858182, Normal Value: 2251799813685248, Difference: 1964695825915452, Percentage Difference: 87.25%
Bits: 53, PrivateKey Decimal: 6763683971478124, Log2: 52.5867306756910, Normal Value: 4503599627370496, Difference: 2260084344107628, Percentage Difference: 50.18%
Bits: 54, PrivateKey Decimal: 9974455244496707, Log2: 53.1471594739162, Normal Value: 9007199254740992, Difference: 967255989755715, Percentage Difference: 10.74%
Bits: 55, PrivateKey Decimal: 30045390491869460, Log2: 54.7379931905113, Normal Value: 18014398509481984, Difference: 12030991982387476, Percentage Difference: 66.79%
Bits: 56, PrivateKey Decimal: 44218742292676575, Log2: 55.2955075095681, Normal Value: 36028797018963968, Difference: 8189945273712607, Percentage Difference: 22.73%
Bits: 57, PrivateKey Decimal: 138245758910846492, Log2: 56.9400128353741, Normal Value: 72057594037927936, Difference: 66188164872918556, Percentage Difference: 91.85%
Bits: 58, PrivateKey Decimal: 199976667976342049, Log2: 57.4726092982930, Normal Value: 144115188075855872, Difference: 55861479900486177, Percentage Difference: 38.76%
Bits: 59, PrivateKey Decimal: 525070384258266191, Log2: 58.8652884381768, Normal Value: 288230376151711744, Difference: 236840008106554447, Percentage Difference: 82.17%
Bits: 60, PrivateKey Decimal: 1135041350219496382, Log2: 59.9774505646693, Normal Value: 576460752303423488, Difference: 558580597916072894, Percentage Difference: 96.90%
Bits: 61, PrivateKey Decimal: 1425787542618654982, Log2: 60.3064647289927, Normal Value: 1152921504606846976, Difference: 272866038011808006, Percentage Difference: 23.67%
Bits: 62, PrivateKey Decimal: 3908372542507822062, Log2: 61.7612736982093, Normal Value: 2305843009213693952, Difference: 1602529533294128110, Percentage Difference: 69.50%
Bits: 63, PrivateKey Decimal: 8993229949524469768, Log2: 62.9635450656771, Normal Value: 4611686018427387904, Difference: 4381543931097081864, Percentage Difference: 95.01%
Bits: 64, PrivateKey Decimal: 17799667357578236628, Log2: 63.9484840830372, Normal Value: 9223372036854775808, Difference: 8576295320723460820, Percentage Difference: 92.98%
Bits: 65, PrivateKey Decimal: 30568377312064202855, Log2: 64.7286737732734, Normal Value: 18446744073709551616, Difference: 12121633238354651239, Percentage Difference: 65.71%
Bits: 66, PrivateKey Decimal: 46346217550346335726, Log2: 65.3290854039754, Normal Value: 36893488147419103232, Difference: 9452729402927232494, Percentage Difference: 25.62%
Bits: 67, PrivateKey Decimal: 132656943602386256302, Log2: 66.8462620896241, Normal Value: 73786976294838206464, Difference: 58869967307548049838, Percentage Difference: 79.78%
9837F0518DB8A8000 = 67.2500000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9837F050000000000:9837F05FFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
9946FB70FF5450000 = 67.2600000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9946FB70000000000:9946FB7FFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
9A57E93098A748000 = 67.2700000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9A57E930000000000:9A57E93FFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
9B6ABCEBB93EE0000 = 67.2800000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9B6ABCE0000000000:9B6ABCEFFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
9C7F7A03BADB38000 = 67.2900000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9C7F7A00000000000:9C7F7A0FFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
9D9623DFFC18F0000 = 67.3000000000000 -> BitCrack.exe -b 128 -t 256 -p 512 --keyspace 9D9623D0000000000:9D9623DFFFFFFFFFF 1MVDYgVaSN6iKKEsbzRUAYFrYJadLYZvvZ
= 67.9900000000000
this is takes 30Min using RTX4050 per each log2 67.xx
is that makesense
Percentage difference https://privatekeys.pw/puzzles/bitcoin-puzzle-tx
Log2 Calculator https://www.omnicalculator.com/math/log-2
for another method anyone can tell us how to build Cuda kernel on python or another program that can be running using python + Cuda. iam trying to use tensorflow, numpy etc but the speed only 10.000 it/s Using RTX 4050