https://github.com/threealgos/Quantum-CRACKER This code is a highly complex script combining classical and quantum computation techniques for solving the Bitcoin private key retrieval problem.
this python-quantum program is already able to crack any Bitcoin wallet exist is just you need to know that Grover's algorithm could brute-force a 128-bit symmetric cryptographic key in roughly 2*-64 iterations, or a 256-bit key in roughly 2-*128 iterations so you just need to change all that 65536 with realy high number according to each btc rang you want to get so the problem is after you make the num_qubits = ( the number of rang bit ) AND The Produced Quantum_circuit has a Size That depend of both num_iterrations + num_qubits.
The High-Level Purpose:
of the script is attempting to perform a quantum brute-force attack on Bitcoin private keys using Grover's algorithm, accelerated by GPU operations (CuPy) and IBM Quantum hardware. The goal is to find a private key corresponding to a target Bitcoin address within a specific key range.
Imports and Setup:
Key Components
Quantum computing libraries (e.g., qiskit, qiskit_ibm_runtime) for implementing and executing Grover's algorithm.
GPU-accelerated operations using CuPy for enhancing performance.
Supports functions for elliptic curve point operations and scalar multiplication.
Quantum Fourier Transform (QFT):
A utility function for applying the Quantum Fourier Transform, commonly used in quantum algorithms.
Grover's Oracle:
Marks the quantum state corresponding to the target private key.
Uses elliptic curve scalar multiplication to validate private keys against the target public key coordinates.
Quantum Brute-Force Logic:
Implements Grover's algorithm, iterating over the quantum states in superposition to find the target state (private key).
The process is CUDA-accelerated for diffusion operator steps to reduce computational overhead.
The Job Submission and Result Retrieval:
Submits quantum circuits to IBM Quantum services.
Retrieves measurement results and checks if the output corresponds to the target Bitcoin address.
Integration with Classical Search:
Combines quantum results with classical validation to ensure the retrieved private key is correct.
Output Management:
Writes successful private keys and corresponding Bitcoin addresses to an output text file (boomQFT.txt) for record-keeping.
Functionality Breakdown
Elliptic Curve Operations:
Support for modular arithmetic, point addition, doubling, and scalar multiplication on the SECP256k1 curve.
Oracle Construction:
Creates a quantum oracle to mark states matching the target address by comparing public key x-coordinates.
Diffusion Operator:
Implements Grover's diffusion operator with CUDA-enabled matrix operations for performance improvements.
Grover's Algorithm Execution:
Iteratively applies the oracle and diffusion operator to amplify the probability of measuring the target state.
Result Validation:
Checks the measured states from quantum hardware against the target Bitcoin address.
Use Cases
This script is suited for experimental purposes in quantum computing and cryptographic research. However, it highlights the following:
Quantum Cryptanalysis: Exploring the feasibility of quantum algorithms to break cryptographic protocols.
Bitcoin Address Validation: Converting private keys into valid Bitcoin addresses as part of the validation process.
Quantum Hardware Utilization: Leveraging IBM Quantum and GPU acceleration to perform heavy computations efficiently.
Important Notes
The script contains placeholders (e.g., API token) that need to be replaced with real values for execution.
It demonstrates cutting-edge quantum and classical hybrid computations but may require substantial computational resources.
Attempting to brute-force private keys is illegal unless done for educational or ethical purposes with proper authorization.