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Author Topic: Bitcoin puzzle transaction ~32 BTC prize to who solves it  (Read 382251 times)
Ovixx
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January 16, 2026, 07:56:57 AM
 #12541

  Stumbled across these hidden sub-domains during index crawling of a suspected scammer, containing info to the puzzle regarding keys solved and unsolved
http://latoon.ir/data.html
http://latoon.ir/data2.html
http://latoon.ir/data3.html
http://latoon.ir/datal.html
http://latoon.ir/datap.html
http://latoon.ir/datat.html
http://latoon.ir/data%.html

WIF HERE : KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3qYjgd9M7rFU74NMTptX4

PrivateKey=  0000000000000000000000000000000000000000000000000000000000000002
Compressed Address =  1cMh228HTCiwS8ZsaakH8A8wze1JR5ZsP
Compressed WIF =  KwDiBf89QgGbjEhKnhXJuH7LrciVrZi3qYjgd9M7rFU74NMTptX4
Uncompressed =  1LagHJk2FyCV2VzrNHVqg3gYG4TSYwDV4m
Uncompressed WIF =  5HpHagT65TZzG1PH3CSu63k8DbpvD8s5ip4nEB3kEsreAvUcVfH




so what...?
Akito S. M. Hosana
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January 16, 2026, 09:51:27 PM
 #12542

i've made my program neat before the era of ai appeared.

you are the hero of the day. The forum has been waiting for its messiah and finally you are here. Satoshi is already trembling. Thank you for this enlightment. Cheesy
Wanderingaran
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January 16, 2026, 10:04:13 PM
 #12543

No messiahs, no magic.
Just code, math, and a lot of people discovering that “hard” actually means hard.
When puzzles don’t yield, the market always pivots to incense, talismans, and canned fog probably better margins anyway.  Grin
0xastraeus
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January 16, 2026, 11:50:09 PM
 #12544

I don't know the AI gods have spoken to me through a burning bush and told me this is exactly how it was created. They even wrote it on a stone tablet dated back to 2015.

Code:
#!/usr/bin/env python3
import hashlib
from ecdsa import SigningKey, SECP256k1
import base58


class DeterministicSecrets:
    def __init__(self, seed):
        self.seed = seed
        self.counter = 0

    def _get_bytes(self, n):
        data = self.seed + self.counter.to_bytes(8, "big")
        result = b""
        while len(result) < n:
            data = hashlib.sha256(data).digest()
            result += data
        self.counter += 1
        return result[:n]

    def randbelow(self, n):
        if n <= 1:
            return 0
        num_bytes = ((n - 1).bit_length() + 7) // 8
        while True:
            candidate = int.from_bytes(self._get_bytes(num_bytes), "big")
            if candidate < (2 ** (num_bytes * 8) // n) * n:
                return candidate % n


def derive_value(passphrase, bit):
    LOWER = 2 ** (bit - 1)
    UPPER = (2**bit) - 1
    seed_data = "{0}:{1}".format(passphrase, bit).encode("utf-8")
    seed_hash = hashlib.sha256(seed_data).digest()
    offset = DeterministicSecrets(seed_hash).randbelow(UPPER - LOWER + 1)
    return LOWER + offset


def value_to_private_key(value):
    max_key = 0xFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFEBAAEDCE6AF48A03BBFD25E8CD0364141
    private_key = value % max_key
    if private_key > 0:
        return private_key
    else:
        return 1


def private_to_address(private_key_int):
    sk = SigningKey.from_secret_exponent(private_key_int, curve=SECP256k1)
    vk = sk.get_verifying_key()
    pubkey = vk.to_string()
    x = pubkey[:32]
    y = pubkey[32:]
    if y[-1] % 2 == 0:
        prefix = b"\x02"
    else:
        prefix = b"\x03"
    compressed = prefix + x
    sha256_hash = hashlib.sha256(compressed).digest()
    hash160 = hashlib.new("ripemd160", sha256_hash).digest()
    versioned = b"\x00" + hash160
    checksum_hash = hashlib.sha256(versioned).digest()
    checksum = hashlib.sha256(checksum_hash).digest()[:4]
    address_bytes = versioned + checksum
    bitcoin_address = base58.b58encode(address_bytes).decode("ascii")
    return bitcoin_address


def main():
    passphrase = "saatoshi_rising"
    print("Passphrase: {0}\n".format(passphrase))
    for bit in range(1, 161):
        LOWER = 2 ** (bit - 1)
        UPPER = (2**bit) - 1
        value = derive_value(passphrase, bit)
        private_key = value_to_private_key(value)
        address = private_to_address(private_key)
        print(
            "Bit {0:3d}: Range [{1:x}, {2:x}] -> Address: {3} = {4:x}".format(
                bit, LOWER, UPPER, address, private_key
            )
        )


if __name__ == "__main__":
    main()

Code:
Passphrase: saatoshi_rising

Bit   1: Range [1, 1] -> Address: 1BgGZ9tcN4rm9KBzDn7KprQz87SZ26SAMH = 1
Bit   2: Range [2, 3] -> Address: 1cMh228HTCiwS8ZsaakH8A8wze1JR5ZsP = 2
Bit   3: Range [4, 7] -> Address: 17Vu7st1U1KwymUKU4jJheHHGRVNqrcfLD = 5
Bit   4: Range [8, f] -> Address: 15wPJhwthAkBtUgx3qFEyCtnK7piuu6Xvr = b
Bit   5: Range [10, 1f] -> Address: 1832sK2wWthm6z8vXaXTd8wUP4XaqrsPVu = 19
Bit   6: Range [20, 3f] -> Address: 1FHVcojQZeZgw4dVFwAQiuArHdEw3p9j1Y = 23
Bit   7: Range [40, 7f] -> Address: 12muChUsDE5KRdkFDKhRxSAHe5JD9VoPA9 = 7d
Bit   8: Range [80, ff] -> Address: 1F1oGFjmNMVUGC9aVbmatSw8VaFTrorzM3 = cf
Bit   9: Range [100, 1ff] -> Address: 1DwN4YQXn16E9a4bJtFTGJZt7KdSbSnj7p = 192
Bit  10: Range [200, 3ff] -> Address: 13TSRrPsQGboYc4J3WJpJGNb35cqD3rspb = 2a3
Bit  11: Range [400, 7ff] -> Address: 1FqCYrK9e6rsjnarUMuQ76MzLvPYci7HQU = 446
Bit  12: Range [800, fff] -> Address: 1TBpvZCN1QwJN2zH29JxbQwYkfWGsrTNq = e26
Bit  13: Range [1000, 1fff] -> Address: 1KNRebAJhK5Q98dJv53V2GQHHKrJWjYFPL = 169f
Bit  14: Range [2000, 3fff] -> Address: 17uKpisjm5CGUXeD3U7rFXiyKtLAi3LQ97 = 2e0b
Bit  15: Range [4000, 7fff] -> Address: 1Pe8UGWRDx5UzYVFRkbH9c5PZ9FxkqTGxb = 631b
Bit  16: Range [8000, ffff] -> Address: 1N1RUoNEDvUCTgoZoe21FUxxQALwXNSKNZ = bb0f
Bit  17: Range [10000, 1ffff] -> Address: 1JqA36zNb3oo1cerBpmLAuHxjrDXtWFy6 = 1a8b3
Bit  18: Range [20000, 3ffff] -> Address: 1F7aByRDuBVDL8dfKaEMM1dJ4HiWFu97Fq = 22d15
Bit  19: Range [40000, 7ffff] -> Address: 1EonAdrhJbmcxkXyaVz8UwU6M4Mj8s6E94 = 7ec59
Bit  20: Range [80000, fffff] -> Address: 164qQ3SSf7Regi1dGwjAQm3RomfD1FBCS4 = f0303
Bit  21: Range [100000, 1fffff] -> Address: 16WqiuuhNtn7ypTdnbpFVXbRAz7fkJ4QLJ = 149753
Bit  22: Range [200000, 3fffff] -> Address: 1MiyWhPwq9bhLPWk2pC2j4oSq3nTFXXeSd = 3d2a6c
Bit  23: Range [400000, 7fffff] -> Address: 1FBfYPMao9RQrCJgA6KWPgP2VmWPwb3j5r = 4cf418
Bit  24: Range [800000, ffffff] -> Address: 17JnGEiRsirYi1DpU88Z5QQ2DPqsyhmECR = d467b9
Bit  25: Range [1000000, 1ffffff] -> Address: 1AXkzDYWNrVuf811VaSBt8M7KSyinP7WYZ = 11d4ab9
Bit  26: Range [2000000, 3ffffff] -> Address: 15hvup2HLcHXTLrWGfGBX8PZvcui6d7owQ = 2fe9026
Bit  27: Range [4000000, 7ffffff] -> Address: 1GR95Jissdx9yWN1Pnw9kfHXSaNMrRrG7m = 4422fc3
Bit  28: Range [8000000, fffffff] -> Address: 1EVpKs7yGWrc33dThmHrgKe2Ha2r5MVZvZ = a3999bc
Bit  29: Range [10000000, 1fffffff] -> Address: 1CTMRhWJaNDV8VddrNUGBcw1YxMfV1bmpL = 16e75b46
Bit  30: Range [20000000, 3fffffff] -> Address: 1GJiyKPiDM6sX5mtQDggV6iu7wFodGMY78 = 3590a3b9
Bit  31: Range [40000000, 7fffffff] -> Address: 1FKgbGVGhN5DTvk5odEhECGKCxe3X5wrnf = 7ccecae5
Bit  32: Range [80000000, ffffffff] -> Address: 1MZN55nRZwZdr1mVFzqwZNE1AakT3Yds8x = fb8b38f4
Bit  33: Range [100000000, 1ffffffff] -> Address: 1651CneivaDPvqeiza8qZPzWyuULSxko3b = 138f8e5ce
Bit  34: Range [200000000, 3ffffffff] -> Address: 1QCxeLjcSPfPvqU5UFb7s2c8CSTbZwEB7M = 33a865992
Bit  35: Range [400000000, 7ffffffff] -> Address: 1HCtDzEU1oqdPFCUdUEzGnxkr4q5LKkj9E = 5fa11975b
Bit  36: Range [800000000, fffffffff] -> Address: 17hkvoN2LmG3jtxQc375TnVkK7FH7Jq8SN = ae96c24ab
Bit  37: Range [1000000000, 1fffffffff] -> Address: 1ARm26AVfvoYw2GagZHD5ej3QyWFeAm3tg = 10482d4d43
Bit  38: Range [2000000000, 3fffffffff] -> Address: 12HekRZJjgh1wgPXDyceh5V9tiKSekjsXz = 2c7dda6cd5
Bit  39: Range [4000000000, 7fffffffff] -> Address: 16RXPKJZWcMCxpN44Hnt4mxRpV41Nc6qBY = 51f6044acd
Bit  40: Range [8000000000, ffffffffff] -> Address: 1ApLrCixBvq7mCztVFuqYpWKnXj63A5cnd = b26cde3dc0
Bit  41: Range [10000000000, 1ffffffffff] -> Address: 1C7FTCcDtsLUR7ZanjDwzvCzPnyBEmQuRC = 1216941759f
Bit  42: Range [20000000000, 3ffffffffff] -> Address: 1P8PZ3ARg2CR1NtkP1PXED4FvJhd9iFhrc = 35350f64859
Bit  43: Range [40000000000, 7ffffffffff] -> Address: 1BJoGvumUsWTi4xkHbhVo5uVRnQEApfrWA = 6a424507c1e
Bit  44: Range [80000000000, fffffffffff] -> Address: 14Cv7zp6rr8MCd3psb91dMTV2QcmF4kTo4 = 8f116767f66
Bit  45: Range [100000000000, 1fffffffffff] -> Address: 1GFfCZQbaekfUJHCS1BCGAYJKXsKERqqsH = 1bb88ec6dab1
Bit  46: Range [200000000000, 3fffffffffff] -> Address: 1E2P6PDH54CuKrP9Za31kgzs7BtvFCcmCF = 27cb32ca940a
Bit  47: Range [400000000000, 7fffffffffff] -> Address: 138hDFUnydmRhAGmzGqyaroEMcxQabBXB8 = 5d9bf1226270
Bit  48: Range [800000000000, ffffffffffff] -> Address: 1JwRdwxLNGGh6yGy5Y8cRtx1cpGCHgY9ZT = bbd9dd900a70
Bit  49: Range [1000000000000, 1ffffffffffff] -> Address: 19CjUoXDbkc25qPmkWce4N1h5Vx6wfDL5f = 1a7ca6fba3a9e
Bit  50: Range [2000000000000, 3ffffffffffff] -> Address: 12uCk26vJvGSjs9ovNmJZvn46DvUnGR1yv = 24f9fb35fad63
Bit  51: Range [4000000000000, 7ffffffffffff] -> Address: 15jTpzP4KrVKQQQmZbPu76vspmDaWyib67 = 6275517bc277c
Bit  52: Range [8000000000000, fffffffffffff] -> Address: 156x7MU9D6t56LJtoSCAP3z1P4nXaicLrn = d7ef0c9d8a960
Bit  53: Range [10000000000000, 1fffffffffffff] -> Address: 1KLC2vihKEBPUEiBAn6bvhXWbmMZH5fRdH = 196c37ef45d3c6
Bit  54: Range [20000000000000, 3fffffffffffff] -> Address: 1DaGoP4ntr4UXdnb87cb7PDWbYiq864ppq = 2298559bed4e69
Bit  55: Range [40000000000000, 7fffffffffffff] -> Address: 1HAVJg8yEPGpaPFw1hAZqjw3xPy311TGbr = 6c59469c5caa9d
Bit  56: Range [80000000000000, ffffffffffffff] -> Address: 1GHJxsupbUof7SbHNMeu1JAEcqXWpcDDMU = f6166e72b03c99
Bit  57: Range [100000000000000, 1ffffffffffffff] -> Address: 19KhMLXKHAaukZmPE3aDdb8VzonRnZAvrK = 104bc8d5ff2b51a
Bit  58: Range [200000000000000, 3ffffffffffffff] -> Address: 1Ddf8igqa1AY849HoHwnHo3FfvxfSAvkGh = 3e0d671bde163bc
Bit  59: Range [400000000000000, 7ffffffffffffff] -> Address: 1EZiaXSnhgNAB2nDzwRA15U2DMj6YBr4MB = 4cd0447f41ac696
Bit  60: Range [800000000000000, fffffffffffffff] -> Address: 16BxGXUQSLvhTnqYFT9LTT8Jmj4K4atMio = a6088e1fa174c10
Bit  61: Range [1000000000000000, 1fffffffffffffff] -> Address: 15wnQSqqpfgBAxACdbyQy8kixF83AraouH = 1c7a1c77befdb61c
Bit  62: Range [2000000000000000, 3fffffffffffffff] -> Address: 1EGPEmZnQeJEmKHcivo9TGfJPCAU3odxwC = 2b2f43719847a1ec
Bit  63: Range [4000000000000000, 7fffffffffffffff] -> Address: 12H6pGtzkmLtijohqJ57RpD2Gn6EvbqPzG = 6b33d6230188cb1e
Bit  64: Range [8000000000000000, ffffffffffffffff] -> Address: 1HmhzhysT899wTvC3QARt8J4FuU6TKgmVx = e3e130e61ae75ccc
Bit  65: Range [10000000000000000, 1ffffffffffffffff] -> Address: 1JLg59fMpqm9iwe1bgpjzs13L5mZkoQiZE = 1677ac38710faf579
Bit  66: Range [20000000000000000, 3ffffffffffffffff] -> Address: 1Dg34mXvcp9wdKopuAVgnqqUtDmd85oToQ = 243223788d8d53e6a
Bit  67: Range [40000000000000000, 7ffffffffffffffff] -> Address: 15CsV1QHAd9KhzLYFyCHLa53aFTh4Awidw = 49645d7d128b02409
Bit  68: Range [80000000000000000, fffffffffffffffff] -> Address: 12TwNn2n1hJWtBvS5rK6KwtvqyEj8eCMpA = c997946b43acabfe4
Bit  69: Range [100000000000000000, 1fffffffffffffffff] -> Address: 1EVWh77MfrrWcr457MBtCGUs2Wa6VYCqn3 = 15cf8b0ab2fa9bd9ee
Bit  70: Range [200000000000000000, 3fffffffffffffffff] -> Address: 1pqMb4a2EQHQmTeyRVDnQSJJw5eaKVk56 = 2fd9cdec7c592b824f
Bit  71: Range [400000000000000000, 7fffffffffffffffff] -> Address: 1MtbonVuJvmwFV1ABiH8Wv63RNPN1MpEAm = 46a842d6511d90df94
Bit  72: Range [800000000000000000, ffffffffffffffffff] -> Address: 1MbqnuMctM2yuDj91dFzxCTjopCJUozqL8 = 9b925b1936878bf4f6
Bit  73: Range [1000000000000000000, 1ffffffffffffffffff] -> Address: 1BQyP6hbA7KUZCT76QGNetYjcbi1eowvCM = 1d7b3365de6c8435e8a
Bit  74: Range [2000000000000000000, 3ffffffffffffffffff] -> Address: 1BQ41St3DfJh7uRDnhk8VKpyg5sc8Wpmwi = 314afab51d8c83f7e5e
Bit  75: Range [4000000000000000000, 7ffffffffffffffffff] -> Address: 1PcNWgYwCGJjFes6MFjmyM3uKNaHPWSJTu = 6835e5238af0678a5a2
Bit  76: Range [8000000000000000000, fffffffffffffffffff] -> Address: 1N7WUUtPp4ajSpxKecFPHEafgGGBcJZ5Um = ef9353e6d025112bb72
Bit  77: Range [10000000000000000000, 1fffffffffffffffffff] -> Address: 1Q1gr1vjxbpVdQmUvraeiaheFfSDnsz7Zz = 1543bceccd4f5a384a5f
Bit  78: Range [20000000000000000000, 3fffffffffffffffffff] -> Address: 1MimENKVGsyrNENDhc9SXi5sopJaU2mVHy = 27b04fbdb67260e28f2e
Bit  79: Range [40000000000000000000, 7fffffffffffffffffff] -> Address: 1HiEAkeUkuc5Gv5EMkqz9Kw31Somxxy6FJ = 5d2dd486a2c41a657723
Bit  80: Range [80000000000000000000, ffffffffffffffffffff] -> Address: 154aoijyZu8YHiawd1ZHeqaPJRr9vvT925 = f7f7c396abae9cd54af4
Bit  81: Range [100000000000000000000, 1ffffffffffffffffffff] -> Address: 13Ji54Wb62vi9eqVzqNT3AfwPecJ2RCwWp = 101eaf7fd0ef9c40a3919
Bit  82: Range [200000000000000000000, 3ffffffffffffffffffff] -> Address: 17nYok42FFzB8Bk2eeetG9LVxUoapinnur = 3e2eaba5b2a8cf85f27b2
Bit  83: Range [400000000000000000000, 7ffffffffffffffffffff] -> Address: 18Yn1AnCsBjQ4kQD6DNREyC6bWWwCJBLEK = 5c5ca87621c0b39f6365f
Bit  84: Range [800000000000000000000, fffffffffffffffffffff] -> Address: 1NccKk4chxCAoSzK7QL78uhT29D7jzeZPC = faf27e065f8f7576b0694
Bit  85: Range [1000000000000000000000, 1fffffffffffffffffffff] -> Address: 1LLwHyZVcHPmAVpDS97DQ63Fz3bQvKoirM = 17003d5162cfd5619782be
Bit  86: Range [2000000000000000000000, 3fffffffffffffffffffff] -> Address: 1CzVASfFMdikvhfnD9pZuX13q2oWoSydwc = 32e7e29310bf6c0928fb7c
Bit  87: Range [4000000000000000000000, 7fffffffffffffffffffff] -> Address: 1H2f1nZhe2WDE1T9wevNUWXkHYGmVcuXCQ = 6a1f836b588d49ac49f71f
Bit  88: Range [8000000000000000000000, ffffffffffffffffffffff] -> Address: 1GhCeTEXtduw1bRGJyPEL4f7Gzi5yvYeKp = ec48be97cb8ab2cafa939b
Bit  89: Range [10000000000000000000000, 1ffffffffffffffffffffff] -> Address: 1JzNzgBXYTczFutBZqm23Ezno6SNs5EUvU = 10f54b44c2dbcd078a8bd32
Bit  90: Range [20000000000000000000000, 3ffffffffffffffffffffff] -> Address: 15ETugybdLQvKkXkD949YbG32boqewDCuc = 3ddd1bd8a50d5e9fec2ebe1
Bit  91: Range [40000000000000000000000, 7ffffffffffffffffffffff] -> Address: 1N2dKj9DGyzAVb2qv6U5CpPSeZoynf44oB = 6e1979f37e5ff992f930f9a
Bit  92: Range [80000000000000000000000, fffffffffffffffffffffff] -> Address: 1LUaoPrtfBbSjua42rB8FuwK7oFpWLLwDp = 8cbaf20e14b3844de88a168
Bit  93: Range [100000000000000000000000, 1fffffffffffffffffffffff] -> Address: 1LBu5pujkgttSg8C1P81Rp68KwehKumD9E = 1cc51d9bdb976b73c2b188b0
Bit  94: Range [200000000000000000000000, 3fffffffffffffffffffffff] -> Address: 1PC9CPaaB9uTmL2CPEAxVw1k6tsLnX3Uod = 2c02e07569f13d54ac2f1861
Bit  95: Range [400000000000000000000000, 7fffffffffffffffffffffff] -> Address: 1KmxBRPfdyJo1LWhGFe2UgdsUDaGVXPrm1 = 7284357728045f73267b1677
Bit  96: Range [800000000000000000000000, ffffffffffffffffffffffff] -> Address: 1DA7AEpqvvZsRd4bwubHjrvpEw6z1Ek1zR = 8cc4cb554fecdcc7bcc6d0ce
Bit  97: Range [1000000000000000000000000, 1ffffffffffffffffffffffff] -> Address: 1LWyvkGVy7zNJKFLqoXkYuW5RrF3kWcQqB = 112c0be64a39572c379ed4408
Bit  98: Range [2000000000000000000000000, 3ffffffffffffffffffffffff] -> Address: 12zp6ebQncZw2qhRBchG7wASJsk7dQXTcR = 3461f002f34984523860c8e27
Bit  99: Range [4000000000000000000000000, 7ffffffffffffffffffffffff] -> Address: 1GVt9gqzyTK7CtT23mkJsAxq3yzpqemic8 = 637b2057eefa10bfbe9cb5082
Bit 100: Range [8000000000000000000000000, fffffffffffffffffffffffff] -> Address: 1PhYPJJM84qUWsqqQep6krxXhWCEypVYVL = b4bd45c6bc9a282e6a243e35b
Bit 101: Range [10000000000000000000000000, 1fffffffffffffffffffffffff] -> Address: 1PAHTkATB6aa1gQtKQWfuzfJ6SyAKfkJRa = 18565e4381a075d9f99fbab319
Bit 102: Range [20000000000000000000000000, 3fffffffffffffffffffffffff] -> Address: 1Q3Wvr5EefxRrBzXBidfm3CveSSfvBcXZB = 3fe7201010149c57aea4865185
Bit 103: Range [40000000000000000000000000, 7fffffffffffffffffffffffff] -> Address: 1NETMKmmJ9V2cRVMEqB3PUHXYLhyGzga2X = 6704634e12afd682c7736508ec
Bit 104: Range [80000000000000000000000000, ffffffffffffffffffffffffff] -> Address: 1DwiZTms4FozR2VneqfboPcbCJCG4qKTsr = b72dda6fcbf62623c5c38a69cc
Bit 105: Range [100000000000000000000000000, 1ffffffffffffffffffffffffff] -> Address: 19w3qKwBJ3rcuGYoLb3tZJJgzYChyjDa7G = 1f4a28dbdaff2aa94ac3a97ea12
Bit 106: Range [200000000000000000000000000, 3ffffffffffffffffffffffffff] -> Address: 1ZWdKxEbLHHBUytErGPdf9YSt1K7QVdL2 = 3463e4be6a711d8c69cb49cad34
Bit 107: Range [400000000000000000000000000, 7ffffffffffffffffffffffffff] -> Address: 1MCXHxi8bCrEHdLXz9aeUiVoqfp1W5TaR8 = 6d263017cc96a38e7d7c0eaa9d2
Bit 108: Range [800000000000000000000000000, fffffffffffffffffffffffffff] -> Address: 1B9USni4ogeV26RgTrb51gS4MdqBtuvgCA = d4ba5283181ed3ef8878135cfc9
Bit 109: Range [1000000000000000000000000000, 1fffffffffffffffffffffffffff] -> Address: 1CvTBNFipj4uY3JP9SET2MAz1bpMgZCm6B = 19ca59ea3725be45798b34bfb144
Bit 110: Range [2000000000000000000000000000, 3fffffffffffffffffffffffffff] -> Address: 1M1FpdwpkABZax6DpLEWjrSCaUQdsqa2dL = 396b0e8805e8b5b229002c743b96
Bit 111: Range [4000000000000000000000000000, 7fffffffffffffffffffffffffff] -> Address: 15cHXJuqoEghRqrHcxcAmmr1xgenxWt8go = 74e6574b8a04b6b07e1a6e571b50
Bit 112: Range [8000000000000000000000000000, ffffffffffffffffffffffffffff] -> Address: 1D6khZrSeegtoUDhCB8Da3tNc2doTTJZJk = f926bebd64384928a7c1fabbc0cc
Bit 113: Range [10000000000000000000000000000, 1ffffffffffffffffffffffffffff] -> Address: 14QHTJAkGAwQJktxFj6gSucfWiEd2aWkvK = 11e2067a0364c4963db02472c2f3a
Bit 114: Range [20000000000000000000000000000, 3ffffffffffffffffffffffffffff] -> Address: 1KU6PZzWdyERSji6BRn9wVv2ssnFXorBsa = 2ef135bbf5e2edfee0f1637b0f5ca
Bit 115: Range [40000000000000000000000000000, 7ffffffffffffffffffffffffffff] -> Address: 188aeCi4kxCpvAM39DXTJNLbAEBdt9gvS6 = 5a38730e4e6d6d4e3b328f3d383c8
Bit 116: Range [80000000000000000000000000000, fffffffffffffffffffffffffffff] -> Address: 1E2ynAo51nPD95WSjrczjQW1AfUs4u5dmo = ffed5b22f137d13a9d365af158495
Bit 117: Range [100000000000000000000000000000, 1fffffffffffffffffffffffffffff] -> Address: 13QxBPjRZytfvavXCZZYz6sC1RbcF9KoKF = 186624c25702aad9bbffa902999ae8
Bit 118: Range [200000000000000000000000000000, 3fffffffffffffffffffffffffffff] -> Address: 1CeZddyiSzpQD4RTho3fThgBqwRsmwx759 = 33f3ea9db48717ac49c881980d53b7
Bit 119: Range [400000000000000000000000000000, 7fffffffffffffffffffffffffffff] -> Address: 18sAnW9HsrbErrqu7tBzRDjfGSHJfAyczz = 41e0c05168a37011f495054c7b28b3
Bit 120: Range [800000000000000000000000000000, ffffffffffffffffffffffffffffff] -> Address: 15zq7d6s11hTu5GF9qhm92tQvb2eSedHP6 = cb143ce9dae7e5b7d42b180ed55479
Bit 121: Range [1000000000000000000000000000000, 1ffffffffffffffffffffffffffffff] -> Address: 1e1gFbV3nC3mS2ZPk44mBHBHEXvjYr1AE = 142cf467c97a5ef4e36bb31ae045cce
Bit 122: Range [2000000000000000000000000000000, 3ffffffffffffffffffffffffffffff] -> Address: 1Ft4nNWrfzmiyk2uUJkZBuFBijbmWNZ9Tf = 21f2f04b20447b781dd3c676e3e4d8b
Bit 123: Range [4000000000000000000000000000000, 7ffffffffffffffffffffffffffffff] -> Address: 19QUTDUVwCz5EVuao4XoHswNyr8RYN3kyz = 472b32ba3ac3a29d556f0fae80ba609
Bit 124: Range [8000000000000000000000000000000, fffffffffffffffffffffffffffffff] -> Address: 15PDztSArzg5X2v77YpuGRrdgCaLGpUcbS = f655d0afdaddca77d124d783badeba4
Bit 125: Range [10000000000000000000000000000000, 1fffffffffffffffffffffffffffffff] -> Address: 1CuFkq6wrk9RJb4Y3aEcyEDXcVg5zHAax6 = 1c5496958f22934c32d5dac5377bbe64
Bit 126: Range [20000000000000000000000000000000, 3fffffffffffffffffffffffffffffff] -> Address: 18zH6iiArPuFpM5CUm5vt1XHmj7opM8CAV = 295a57116e41c5a597727f86cd548f78
Bit 127: Range [40000000000000000000000000000000, 7fffffffffffffffffffffffffffffff] -> Address: 19doGS5d3WyoAeExPBhy1FPFXiYj64tY8g = 6aa990728a8a7ff1f57aafe349539a11
Bit 128: Range [80000000000000000000000000000000, ffffffffffffffffffffffffffffffff] -> Address: 1FDhqLxwnPZY7hwCqXga2zXapooYDKWrYm = f9ef1da00d42f4b9aa08ed3fe0f953b7
Bit 129: Range [100000000000000000000000000000000, 1ffffffffffffffffffffffffffffffff] -> Address: 1MU9ruyjhj4CrwBbh7PmQV5ZSUZcqvctxt = 17f88c51de260d41158dad32452c1f7f4
Bit 130: Range [200000000000000000000000000000000, 3ffffffffffffffffffffffffffffffff] -> Address: 1LKGMdsdLnbt7LDng1YHH93CNKCCVVPLpz = 3b0a23fafd57d9bba660ec1af72cbab0f
Bit 131: Range [400000000000000000000000000000000, 7ffffffffffffffffffffffffffffffff] -> Address: 1WYJwab1tfUsU5ACnTcLsf1gh1XcVQZZG = 519bbdbbd0458c3021525068e355b3fb5
Bit 132: Range [800000000000000000000000000000000, fffffffffffffffffffffffffffffffff] -> Address: 1DyRDvqvjnnEPLF3JZ4YjAvW98vNeBcsHF = fb2ab06d70c294c31ac68f52c05ca55df
Bit 133: Range [1000000000000000000000000000000000, 1fffffffffffffffffffffffffffffffff] -> Address: 18rfav6obdg12dWcQnzKzsRtNBnWKxWBvb = 12cfab6623425e85df2fd5882f6660a728
Bit 134: Range [2000000000000000000000000000000000, 3fffffffffffffffffffffffffffffffff] -> Address: 1Fo4YF7evFbnvnmuWcDYLtc6TgZdKYu5fw = 3a6c113043da254bd708e6a0743ef5fba2
Bit 135: Range [4000000000000000000000000000000000, 7fffffffffffffffffffffffffffffffff] -> Address: 1H51b6WC4Zfkx7aru4Q5CEv8qA8qrNcHtP = 75c739a83118ccbbc72e7129f5279f0247
Bit 136: Range [8000000000000000000000000000000000, ffffffffffffffffffffffffffffffffff] -> Address: 13j7XcZFBedGB2sxWvmmCvS9ApHTJWR9h3 = a33eb859830e332df5b793f5e6c5ebe002
Bit 137: Range [10000000000000000000000000000000000, 1ffffffffffffffffffffffffffffffffff] -> Address: 1FL1d5XxurRZMMpi7CQfYnetbon1uDrwEV = 16444db6d01e9c465f193d0e4abc2783436
Bit 138: Range [20000000000000000000000000000000000, 3ffffffffffffffffffffffffffffffffff] -> Address: 1NkRkh429YnZAGKXm73JBUL1wHJLXb6F1J = 2359497f9e167d7452bae27ead1c60ec4e2
Bit 139: Range [40000000000000000000000000000000000, 7ffffffffffffffffffffffffffffffffff] -> Address: 1NKDq2aGMzsTtMEVGwBbXQZ5sAhCcctSYp = 79624bddc8eea3f17938bb335317984bfb7
Bit 140: Range [80000000000000000000000000000000000, fffffffffffffffffffffffffffffffffff] -> Address: 1P2XyJmXFJEeMuGSQcCHuqWVTXLkYRWvzm = 9740f5117d999b6ad4526ad93b18b3d9871
Bit 141: Range [100000000000000000000000000000000000, 1fffffffffffffffffffffffffffffffffff] -> Address: 137ve5TJo8sEWWwjJph3HJc4NrKMYkAqY7 = 1e756da6c5c6fabf57cd2158ee0bc01b58a8
Bit 142: Range [200000000000000000000000000000000000, 3fffffffffffffffffffffffffffffffffff] -> Address: 1J4upprPWoQ7FWeb6YvWZH7o9D61qhZBJm = 21b7d468a91183104af9a86341d779655a7e
Bit 143: Range [400000000000000000000000000000000000, 7fffffffffffffffffffffffffffffffffff] -> Address: 1MV6GC6naPErBejVVFShxMpHYEH4VyFotn = 47bdc4e9f87d0881e0d6e434a93dd3b669d6
Bit 144: Range [800000000000000000000000000000000000, ffffffffffffffffffffffffffffffffffff] -> Address: 15UWocy8TCJwJ6RE7QdNeyJna1oz8UeTbz = d06939065871efea554f0336fd603e577ddb
Bit 145: Range [1000000000000000000000000000000000000, 1ffffffffffffffffffffffffffffffffffff] -> Address: 1HWGKKJK5eeo9DGcnpY6Y1aJQK5iLrcxjQ = 1f9c5bfd1c39b3a65fbc2992ad930993c9e0b
Bit 146: Range [2000000000000000000000000000000000000, 3ffffffffffffffffffffffffffffffffffff] -> Address: 1AkaWr7jRuEVPcf2gEhs6mJyknMxCnUvPq = 2e2a51b627f899aa16803d626b59fae957d83
Bit 147: Range [4000000000000000000000000000000000000, 7ffffffffffffffffffffffffffffffffffff] -> Address: 1NQSyRarqTN1UDTzh8kSJ95sZQD54ahaUB = 6b3231b645b6dcf598534a44128b3cb51f480
Bit 148: Range [8000000000000000000000000000000000000, fffffffffffffffffffffffffffffffffffff] -> Address: 1Ms1ySddz7fU2EiuWpxTUSGEUPNFBCqcfn = c841406b8e9997f98a5c692eed27173d09505
Bit 149: Range [10000000000000000000000000000000000000, 1fffffffffffffffffffffffffffffffffffff] -> Address: 15zY6AK8GjsE8ktEeRX8VmZZjSCuoVZm1M = 11b4069e672a2edcae64f142ba01cc00496966
Bit 150: Range [20000000000000000000000000000000000000, 3fffffffffffffffffffffffffffffffffffff] -> Address: 1MuMPm11FyukoumHymvqBm9ntwcyv8kZur = 255ff2b2d34f4b851bb2fc229c261e2dd5d5e4
Bit 151: Range [40000000000000000000000000000000000000, 7fffffffffffffffffffffffffffffffffffff] -> Address: 1SdNrveH9EuqVz7xAi9uRoc4NP7UJjZMq = 51491bd2b031cf62d162ca5cd0aaa40ff47095
Bit 152: Range [80000000000000000000000000000000000000, ffffffffffffffffffffffffffffffffffffff] -> Address: 1GiD9zyzbjQktMVLrSaj77LvcjufeXL8ZK = b6614131c3baf00fc9a125a3a2eb9d4d2d87b5
Bit 153: Range [100000000000000000000000000000000000000, 1ffffffffffffffffffffffffffffffffffffff] -> Address: 1Q2P7MPLHunQs3ksLPHFsxua2MaTgRo6dM = 199b90b41a12e56845c3afbbbcef034ff6a7cbf
Bit 154: Range [200000000000000000000000000000000000000, 3ffffffffffffffffffffffffffffffffffffff] -> Address: 1NsrZFJmajb9VjwLA4Akv4h3LM4TUB3ExH = 3549d1110a0e2db5c93776c03f9670d34f89bf5
Bit 155: Range [400000000000000000000000000000000000000, 7ffffffffffffffffffffffffffffffffffffff] -> Address: 19TUKiThUaqd7129a5U6W3ooLVE11QcXQb = 4523821589137a12d96f994ded5527a105a80a5
Bit 156: Range [800000000000000000000000000000000000000, fffffffffffffffffffffffffffffffffffffff] -> Address: 1D5aTqTtAz4fJyTXB3xb9R7zm6bt4yEdSg = fb425a1f648b892a83019e512a55bfdf9d2f4a5
Bit 157: Range [1000000000000000000000000000000000000000, 1fffffffffffffffffffffffffffffffffffffff] -> Address: 13jg7QygRarxuYH9aB4SuzetwC6NyjF9aR = 12c0a6e220b15cba8bfca0373c88aef76790ebcd
Bit 158: Range [2000000000000000000000000000000000000000, 3fffffffffffffffffffffffffffffffffffffff] -> Address: 1LYPW3dm134UVWpMH6XND3U4rdZmCPZdRC = 3630cfb038867e2f40f06de611e4df0b0e4bf4b9
Bit 159: Range [4000000000000000000000000000000000000000, 7fffffffffffffffffffffffffffffffffffffff] -> Address: 1844F1GNUtkpgEaXmJYSshy7vCyFzyYJip = 6c211c3266964e5ed4ef606000a89dc442225e4e
Bit 160: Range [8000000000000000000000000000000000000000, ffffffffffffffffffffffffffffffffffffffff] -> Address: 1JAFt3Abfho2BvpTRmgcydoqL6ej5d33Di = 8f535d4a70cb0b7bcb6414711dcac13cec9920c3

Sadly they didn't provide the right passphrase.
the gods have failed me, back to fishing.
Tepan
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January 18, 2026, 04:06:36 AM
 #12545

RFC6979 RECONSTRUCTION TEST

RFC6979 does the classic..

k = HMAC_SHA256(d, z)

So since we already have:

• the private key d (because the puzzle was eventually cracked)
• the message hash z (publicly known)
• and the matching public key

example

[Input Index #: 14]
R: 00c86bec9faea4892fd98d718bdfc770d0d11c3d6bfd4328f25fe9b06bfadb9650
S: 224a322e81c044d341521f65fabdfa86d84673fb55ed7533862e37f7724931fa
Z: 92886faaf53f90a5c03d6af773a726e75097179306b980e5d28772e612e00fc7

PubKey: 02145d2611c823a396ef6712ce0f712f09b9b4f3135e3e0aa3230fb9b6d08d1e16

KEY 000000000000000000000000000000033e7665705359f04f28b88cf897c603c9

we can just recreate k_RFC6979 and compare it to the actual k inside the signature. And surprise..., the reconstructed k and the real k are basically the same thing.
That means the puzzle wasn’t using randomness at all it was fully deterministic. From a security perspective, that’s like leaving the safe locked but hanging the combination on a Post-it right next to it. The moment you get two signatures, the private key just hands itself over.

This also lines up hilariously well with the creator’s own comment praising how “unmagic” the whole thing really was Smiley

“A few words about the puzzle. There is no pattern. It is just consecutive keys from a deterministic wallet (masked with leading 000…0001 to set difficulty). It is simply a crude measuring instrument, of the cracking strength of the community.”

So yeah! no mystical key patterns, no cosmic entropy, just a deterministic wallet cranking out keys and a deterministic nonce leaking its own guts. The only real “instrument” being tested was how fast the crypto nerd swarm could exploit that determinism.

#cmiiw
dmcbuster
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January 18, 2026, 08:07:04 AM
Merited by Cricktor (1)
 #12546

RFC6979 RECONSTRUCTION TEST

RFC6979 does the classic..

k = HMAC_SHA256(d, z)

So since we already have:

• the private key d (because the puzzle was eventually cracked)
• the message hash z (publicly known)
• and the matching public key

example

[Input Index #: 14]
R: 00c86bec9faea4892fd98d718bdfc770d0d11c3d6bfd4328f25fe9b06bfadb9650
S: 224a322e81c044d341521f65fabdfa86d84673fb55ed7533862e37f7724931fa
Z: 92886faaf53f90a5c03d6af773a726e75097179306b980e5d28772e612e00fc7

PubKey: 02145d2611c823a396ef6712ce0f712f09b9b4f3135e3e0aa3230fb9b6d08d1e16

KEY 000000000000000000000000000000033e7665705359f04f28b88cf897c603c9

we can just recreate k_RFC6979 and compare it to the actual k inside the signature. And surprise..., the reconstructed k and the real k are basically the same thing.
That means the puzzle wasn’t using randomness at all it was fully deterministic. From a security perspective, that’s like leaving the safe locked but hanging the combination on a Post-it right next to it. The moment you get two signatures, the private key just hands itself over.

This also lines up hilariously well with the creator’s own comment praising how “unmagic” the whole thing really was Smiley

“A few words about the puzzle. There is no pattern. It is just consecutive keys from a deterministic wallet (masked with leading 000…0001 to set difficulty). It is simply a crude measuring instrument, of the cracking strength of the community.”

So yeah! no mystical key patterns, no cosmic entropy, just a deterministic wallet cranking out keys and a deterministic nonce leaking its own guts. The only real “instrument” being tested was how fast the crypto nerd swarm could exploit that determinism.

#cmiiw

RFC6979 is supposed to be deterministic. If you already know the private key d and the message hash z, you can always recompute k and it will match the signature. That's not a vulnerability. That's just how RFC6979 is supposed to work.

The "two signatures give up the private key" claim only applies when k is reused, biased, partially random, or partially known. None of that is happening here. With RFC6979, every different message hash produces a different k, deterministically. You can collect a million signatures and you still learn nothing about d unless k repeats or leaks, which it doesn't.

Also, this is all backwards knowledge. You can only verify the determinism after the private key is already known. It doesn't give you any leverage on an unknown key, and it doesn't help derive future or past keys from the wallet. It just confirms the puzzle creator signed transactions correctly. You can go back and apply this to any of the solved puzzles, but none of the unsolved.

So yes, the puzzle keys came from a deterministic wallet and the signatures used deterministic nonces. That doesn't weaken the puzzle. The difficulty is still entirely in the keyspace, not in the signing.
kTimesG
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January 18, 2026, 03:52:50 PM
 #12547

we can just recreate k_RFC6979 and compare it to the actual k inside the signature. And surprise..., the reconstructed k and the real k are basically the same thing.
That means the puzzle wasn’t using randomness at all it was fully deterministic.

No, you haven't recreated k, you computed it according to RFC6979, from d and z.

No, this just means RFC6979 deterministic nonces were used when signing the TX, which is what any decent library or wallet app uses anyway.

It has absolutely nothing to do with how the private keys were created.

Nonces are anywhere in the 256-bit spectrum, irrelevant of a private key entropy.

Off the grid, training pigeons to broadcast signed messages.
DeeppRockk
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January 18, 2026, 11:24:51 PM
 #12548

Well 43 bits would require about 2^23 operations.
Solving in 90 seconds means you do about 93000 operations per second. Nothing spectacular when you can do about 15 billion per second on a single GPU.
Firstly, what speed can your customized program achieve on a 5090 GPU? Currently, Fixed Paul's VanitySearch Bitcrack can achieve 8800M/s on 5090GPU
1. About 11B/sec

Dear Mr. Bram, I know you get asked this all the time, but what was the maximum speed you managed to achieve on a single GPU (was it 11, 15, or even more Bkeys/s), and on which specific model? I just want to understand what benchmark to aim for.
Also, please forgive my boldness, but as I understand it, you are no longer interested in solving Puzzle 71 and the subsequent ones because it is not economically viable. In light of this, would you consider releasing your code on GitHub?


Bram's GPU speeds? Sure, they're fast, but is it really worth sinking serious cash into? Brute-forcing puzzles with consumer hardware rarely pays off when you factor in electricity and hardware wear. The community often uncovers patterns through collective analysis rather than raw computational power. If the prize isn't significantly higher than the operational costs, most serious participants will pass. Its a game of diminishing returns, especially when the solution might be more about cleverness than sheer processing power. 
Think about it: when has throwing money at a puzzle ever been the smart play? Clever strategies and collaboration usually beat raw power. If the reward doesn't outweigh the costs, why bother? Most folks here know better than to waste resources on a losing bet.
GonzAlex
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January 19, 2026, 12:21:10 AM
 #12549


Bram's GPU speeds? Sure, they're fast, but is it really worth sinking serious cash into? Brute-forcing puzzles with consumer hardware rarely pays off when you factor in electricity and hardware wear. The community often uncovers patterns through collective analysis rather than raw computational power. If the prize isn't significantly higher than the operational costs, most serious participants will pass. Its a game of diminishing returns, especially when the solution might be more about cleverness than sheer processing power. 
Think about it: when has throwing money at a puzzle ever been the smart play? Clever strategies and collaboration usually beat raw power. If the reward doesn't outweigh the costs, why bother? Most folks here know better than to waste resources on a losing bet.

And yet, for some reason, you're still sitting in this thread, reading, discussing, and trying to convince people it won't work, and so on. Let's say I or others have a theory or a feeling that a certain range of keys contains the desired key... and I want to quickly test and confirm it. Those truly interested in this topic have long understood that attempts at exhaustive key searches are pointless and expensive. But if you take, for example, the entire range and divide it by 4, it turns out that one quarter, if you're lucky and guess it by chance, is not that expensive compared to the benefit.
Bram24732
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January 19, 2026, 07:48:44 AM
Merited by Cricktor (1)
 #12550

Think about it: when has throwing money at a puzzle ever been the smart play? Clever strategies and collaboration usually beat raw power. If the reward doesn't outweigh the costs, why bother? Most folks here know better than to waste resources on a losing bet.

It’s been the smarter play for every iteration here.
This is NOT a puzzle. it’s either a giant GPU coding competition, or a bounty for a bug in secp256k1 / rmd160 / sha256.
And I disagree. A lot of folks here are scanning even if rewards are lower than costs.
They either think they found some voodoo way to restrict the range, or embrace the lottery aspect of it.

I solved 67 and 68 using custom software distributing the load across ~25k GPUs. 4090 stocks speeds : ~8.1Bkeys/sec. Don’t challenge me technically if you know shit about fuck, I’ll ignore you. Same goes if all you can do is LLM reply.
GnSekhar
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January 19, 2026, 03:35:16 PM
 #12551

i am a newbie and new to english

kangroo can find the private key from public key but my doubt is while it doing that process is there anyway we can resume it and continue it later from where it doing its thing inorder to solve that
kTimesG
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January 19, 2026, 04:42:55 PM
 #12552

i am a newbie and new to english

kangroo can find the private key from public key but my doubt is while it doing that process is there anyway we can resume it and continue it later from where it doing its thing inorder to solve that

Yes. Resuming the kangroo and continue it from where it doing its thing is actually the whole point of the kangroo algorithm.

Off the grid, training pigeons to broadcast signed messages.
Bram24732
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January 19, 2026, 05:42:38 PM
 #12553

i am a newbie and new to english

kangroo can find the private key from public key but my doubt is while it doing that process is there anyway we can resume it and continue it later from where it doing its thing inorder to solve that

Yes. Resuming the kangroo and continue it from where it doing its thing is actually the whole point of the kangroo algorithm.

Is it really worth continuing ?
I mean is the overhead of storing state really worth it ?

I solved 67 and 68 using custom software distributing the load across ~25k GPUs. 4090 stocks speeds : ~8.1Bkeys/sec. Don’t challenge me technically if you know shit about fuck, I’ll ignore you. Same goes if all you can do is LLM reply.
kTimesG
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January 19, 2026, 07:13:36 PM
 #12554

i am a newbie and new to english

kangroo can find the private key from public key but my doubt is while it doing that process is there anyway we can resume it and continue it later from where it doing its thing inorder to solve that

Yes. Resuming the kangroo and continue it from where it doing its thing is actually the whole point of the kangroo algorithm.

Is it really worth continuing ?
I mean is the overhead of storing state really worth it ?

I get exactly what you mean, saving state is not a walk in the park.

However, unless otherwise proven, you need each walk to keep going at least until it finds its first DP, and it's just easier to keep state, rather than wasting compute cycles on starting off new walks with an initial DP yield probability of zero.

Off the grid, training pigeons to broadcast signed messages.
pbies
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January 20, 2026, 06:27:17 PM
 #12555

Updated:

Code:
No. |=========PRIVATE KEY IN HEX (if it was found and known)========== |===========WALLET ADDRESS===========| ===============UPPER RANGE LIMIT================ | ===================COMPRESSED PUBLIC KEY IN HEX=================== | ==SOLVED DATE==
01  | 0000000000000000000000000000000000000000000000000000000000000001 | 1BgGZ9tcN4rm9KBzDn7KprQz87SZ26SAMH | 1                                                | 0279be667ef9dcbbac55a06295ce870b07029bfcdb2dce28d959f2815b16f81798 | 2015-01-15
02  | 0000000000000000000000000000000000000000000000000000000000000003 | 1CUNEBjYrCn2y1SdiUMohaKUi4wpP326Lb | 3                                                | 02f9308a019258c31049344f85f89d5229b531c845836f99b08601f113bce036f9 | 2015-01-15
03  | 0000000000000000000000000000000000000000000000000000000000000007 | 19ZewH8Kk1PDbSNdJ97FP4EiCjTRaZMZQA | 7                                                | 025cbdf0646e5db4eaa398f365f2ea7a0e3d419b7e0330e39ce92bddedcac4f9bc | 2015-01-15
04  | 0000000000000000000000000000000000000000000000000000000000000008 | 1EhqbyUMvvs7BfL8goY6qcPbD6YKfPqb7e | 15                                               | 022f01e5e15cca351daff3843fb70f3c2f0a1bdd05e5af888a67784ef3e10a2a01 | 2015-01-15
05  | 0000000000000000000000000000000000000000000000000000000000000015 | 1E6NuFjCi27W5zoXg8TRdcSRq84zJeBW3k | 31                                               | 02352bbf4a4cdd12564f93fa332ce333301d9ad40271f8107181340aef25be59d5 | 2015-01-15
06  | 0000000000000000000000000000000000000000000000000000000000000031 | 1PitScNLyp2HCygzadCh7FveTnfmpPbfp8 | 63                                               | 03f2dac991cc4ce4b9ea44887e5c7c0bce58c80074ab9d4dbaeb28531b7739f530 | 2015-01-15
07  | 000000000000000000000000000000000000000000000000000000000000004C | 1McVt1vMtCC7yn5b9wgX1833yCcLXzueeC | 127                                              | 0296516a8f65774275278d0d7420a88df0ac44bd64c7bae07c3fe397c5b3300b23 | 2015-01-15
08  | 00000000000000000000000000000000000000000000000000000000000000E0 | 1M92tSqNmQLYw33fuBvjmeadirh1ysMBxK | 255                                              | 0308bc89c2f919ed158885c35600844d49890905c79b357322609c45706ce6b514 | 2015-01-15
09  | 00000000000000000000000000000000000000000000000000000000000001D3 | 1CQFwcjw1dwhtkVWBttNLDtqL7ivBonGPV | 511                                              | 0243601d61c836387485e9514ab5c8924dd2cfd466af34ac95002727e1659d60f7 | 2015-01-15
10  | 0000000000000000000000000000000000000000000000000000000000000202 | 1LeBZP5QCwwgXRtmVUvTVrraqPUokyLHqe | 1023                                             | 03a7a4c30291ac1db24b4ab00c442aa832f7794b5a0959bec6e8d7fee802289dcd | 2015-01-15
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axwfae
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January 21, 2026, 04:18:41 AM
 #12556

so if the page, web layout, color scheme, etc. looks like "generated by AI" then that can prove that I'm using gpt chat..oh it's not like that ferguso..i've made my program neat before the era of ai appeared. it seems you are very familiar with using ai..

prove 1 valid proof if I use gpt chat. in fact only idiots like you always assume that others use gpt chat to create their programs without you being able to prove it, you think you are god-level in programming, even though you are just dirt on the toilet..
and trash like you always feel challenged if there is someone who is able to produce something better.. and the proof is how reactive you are to posts related to programs that other people make.

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Never argue with an idiot. They will drag you down to their level and beat you with experience.

@parcok: no one cares about your "compiled program" nor its source at this point, nor you in general. Any moron can spend a few bucks and rent some GPU to scan whatever keys they want using high-performance OSS, instead of giving you money for what's most likely some ChatGPT nonsense. STOP.

Ente kadang " emang parcok / Rayyan... its clearly shows that your web pool does use AI to build that page, the web layout, color scheme etc looks like "AI generated". also see the log process in your program when executed on google collab. Show a full emoji that clearly show the code definitely recoded / coded by AI


Actually, it's very simple!

1. There is no need to open source it, because even if it were open source, it would be uncertain whether there is any malicious code hidden in it.
2. It's fine to just expose the server API interface!

Because everyone can download the untested range from the API themselves, and upload the results of failed tests to the API to store them on the server!

If "n" people report that a given range of failures, it is considered a true failure! This is to prevent anyone from attacking the server and uploading incorrect data!

This will achieve your desired goal while avoiding the problem of malicious code! You can use any program to test it!
parcok
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January 21, 2026, 09:23:33 AM
 #12557

for all the cases you are talking about I have handled it in the code function that I have compiled, if a user processes range n and fails or is not completed, then the status will remain in progress and the in progress status has an age in hours, if hours > 2 the server will automatically reset the data to the initial status not yet processed, why I set the maximum in progress age to 2 hours, because one range is processed by the T4 gpu on average takes 1.5 hours, and for the server attack case I already have a security mechanism and each range has a mechanism to be completed validly to have a done status.

The manual process you are talking about is downloading => processing with any program => uploading the results, there will be many loopholes for manipulation by users or program errors that carry out the range search process which will make us lose the range that should be a candidate, but because of user processing errors or user program failures, we never search for that range again because it has a false done status or fails.

so if the page, web layout, color scheme, etc. looks like "generated by AI" then that can prove that I'm using gpt chat..oh it's not like that ferguso..i've made my program neat before the era of ai appeared. it seems you are very familiar with using ai..

prove 1 valid proof if I use gpt chat. in fact only idiots like you always assume that others use gpt chat to create their programs without you being able to prove it, you think you are god-level in programming, even though you are just dirt on the toilet..
and trash like you always feel challenged if there is someone who is able to produce something better.. and the proof is how reactive you are to posts related to programs that other people make.

Quote
Never argue with an idiot. They will drag you down to their level and beat you with experience.

@parcok: no one cares about your "compiled program" nor its source at this point, nor you in general. Any moron can spend a few bucks and rent some GPU to scan whatever keys they want using high-performance OSS, instead of giving you money for what's most likely some ChatGPT nonsense. STOP.

Ente kadang " emang parcok / Rayyan... its clearly shows that your web pool does use AI to build that page, the web layout, color scheme etc looks like "AI generated". also see the log process in your program when executed on google collab. Show a full emoji that clearly show the code definitely recoded / coded by AI


Actually, it's very simple!

1. There is no need to open source it, because even if it were open source, it would be uncertain whether there is any malicious code hidden in it.
2. It's fine to just expose the server API interface!

Because everyone can download the untested range from the API themselves, and upload the results of failed tests to the API to store them on the server!

If "n" people report that a given range of failures, it is considered a true failure! This is to prevent anyone from attacking the server and uploading incorrect data!

This will achieve your desired goal while avoiding the problem of malicious code! You can use any program to test it!
GonzAlex
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January 21, 2026, 01:59:48 PM
 #12558

Has anyone found a hash of 160 starting with f6f5431d25bbf5.... and f6f5431d25bbf6....? I'm starting to think that maybe such hashes don't exist in the 71-bit range.
kTimesG
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January 21, 2026, 02:39:18 PM
 #12559

Has anyone found a hash of 160 starting with f6f5431d25bbf5.... and f6f5431d25bbf6....? I'm starting to think that maybe such hashes don't exist in the 71-bit range.

Right, they don't exist because you scanned a ton of keys, got bored, got broke, maybe burned some hardware in the process, melted some CPUs, and therefore  the obvious conclusion is "yeah, bro, the hash is rigged".

Some basic mental math says that the chances that no such hashes exist in the 70-bit space of Puzzle 71 is lower than 0.001%, and that you'll actually find tens of thousands of them.

Assuming Puzzle 71's legit, then the chances are zero (because a 100% guarantee means 0% of missing guarantee).

Off the grid, training pigeons to broadcast signed messages.
0xastraeus
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January 21, 2026, 03:47:10 PM
 #12560

Has anyone found a hash of 160 starting with f6f5431d25bbf5.... and f6f5431d25bbf6....? I'm starting to think that maybe such hashes don't exist in the 71-bit range.

Why should we care about prefixes? f6f5431d25bbf is 100% in range due to puzzle hash being f6f5431d25bbf7b12e8add9af5e3475c44a0a5b8. Why would you think f6f5431d25bbf(4..5..6) etc is in puzzle range, it could be anywhere on the curve.

Prefixes give ZERO indication how close you are to the target.
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