Uncover a Long-Lost Wallet
Our mission: find the private key to a long-dormant wallet.
Zero Cost. Massive Reward.
Even if you don’t hit the Jackpot, every run of the Algorithm
earns you a share.
Hit the Jackpot. Claim a massive reward.
Joining the search costs nothing—skip it, and you may regret it forever.
You are part of a bold, real-world experiment at unprecedented scale:
can massive parallelization—across one million or more laptops+
unlock a new class of computational power?++ The answer to this
question is of global importance. As stated in the reference below:
“Weak key management or flaws in ECC could endanger substantial
institutional funds and even national financial stability.”
Rethinking Bitcoin Key Vulnerability
+To make this possible, we are developing the algorithm on CUDA-
enabled GPUs, harnessing a 10×–100× leap in performance through
extreme parallel processing.
++Pollard’s rho is frequently presented as the best-known approach
for the discrete logarithm problem in generic groups, yet this status
derives primarily from heuristic assumptions rather than demonstrated
optimality. Its expected √N runtime follows from modeling the iteration
function as a random mapping and applying birthday-paradox reasoning.
This framework does not exploit algebraic structure and is insensitive to
the magnitude of the secret; even when the discrete logarithm is trivially
small (e.g., x = 1), the expected running time remains unchanged. As a
result, Pollard’s rho should be viewed as a baseline collision-finding
method, not as evidence of a fundamental lower bound. Treating this
heuristic ceiling as definitive risks limiting exploration of alternative
algorithmic paradigms. For more details, see:
Bitcoin Basics
• Free from government control
• Pseudonymous, not fully anonymous
• Enables transactions anywhere
• Your private key = your ownership
• Lose it → funds gone forever
• Hold it → true ownership
The Hunt
On July 24, 2010, 9,000 BTC sold for $1,642.
But 31,000 BTC were left untouched.
As of Oct 17, 2025 → worth $3.3B.
Hunting for the Lost Key
Somewhere between 1 and N – 1
lies the missing private key..
a number that uncovers the private key.
Yet the above citation identifies a fundamental vulnerability
in Bitcoin’s security model: for every point within the specified
range, there exists a corresponding value that deterministically
reveals the associated private key.+
This means the search is no longer pure
luck. With enough people running the
Algorithm, the impossible becomes achievable.
We divide the range into one million zones.
Each participant gets one zone for one week.
Someone will eventually find the private key.
Will it be you?
+If you have a bitcoin wallet, here is a way to assess its vulnerability:
given your wallet’s private key x, for any j in [1, N – 1], let k = jx mod N.
Using the Python algorithm from Appendix B of the paper cited above,
verify that k * G = j * Q, where “∗” denotes elliptic curve scalar multiplication, G is the generator point, and Q is your public key. That is, the pair (k, j) reveals your private key.
How likely is it that, given an exponential number of possibilities, massive parallelization could uncover such a pair (k, j)?
Join the Hunt Now
The sooner the jackpot is hit,
the larger your reward.
You or your team earn rewards simply for running the Algorithm.
No wallet. No cost. No hassle.
Your chance starts now.