Developed by Trent Pierce (www.SkeeBomb.com)
THIS TOOL IS FOR EDUCATIONAL AND RESEARCH PURPOSES ONLY
The probability of finding an Ethereum address collision with funds is:
1 in 2^160 (approximately 1.46 × 10^48 or 1,460,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000)
- If every person on Earth (8 billion people) generated 1 trillion addresses per second
- It would take approximately 58,000,000,000,000,000,000,000 years (58 sextillion years)
- To have a 50% chance of finding ONE collision
- For context: The universe is only 13.8 billion years old
"You are more likely to be struck by lightning 1,000,000 times in a row while simultaneously winning every lottery on Earth than to find a single funded Ethereum wallet through random generation."
This tool will NEVER find a funded wallet. It demonstrates cryptographic security principles.
- Purpose
- Educational Value
- Features
- Installation
- Configuration
- Usage
- How It Works
- Performance
- Mathematical Analysis
- Security Practices
- Ethical Guidelines
- Documentation
- Contributing
- License
This project is a cryptographic education tool that demonstrates:
- Ethereum Address Generation: How addresses are derived from private keys
- Elliptic Curve Cryptography: Implementation of secp256k1
- Cryptographic Hashing: SHA-256 and Keccak-256 (SHA3) algorithms
- Key Space Analysis: Why 256-bit keys are considered secure
- Python Multiprocessing: Parallel computation techniques
- API Integration: Working with blockchain explorers
- Generates random 256-bit private keys using cryptographically secure randomness
- Derives Ethereum addresses using the secp256k1 elliptic curve
- Checks address balances via the Etherscan API
- Demonstrates parallel processing with Python's multiprocessing module
- ❌ Find funded wallets (mathematically impossible)
- ❌ "Hack" or "crack" Ethereum
- ❌ Provide any practical way to obtain cryptocurrency
- ❌ Threaten blockchain security in any way
This project teaches:
Cryptography Concepts:
- Public key cryptography fundamentals
- Elliptic curve mathematics
- Cryptographic hash functions
- Key derivation processes
- Random number generation
Programming Skills:
- Python 3 multiprocessing
- API integration and error handling
- Process synchronization
- Rate limiting implementation
- Environment variable management
Security Principles:
- Why cryptocurrency is secure
- Key space analysis
- Brute force attack futility
- Secure coding practices
- ✅ Python 3.6+ Compatible - Modern, maintained codebase
- ✅ Pure Python Implementation - No compiled dependencies required
- ✅ Cross-Platform - Windows, macOS, Linux support
- ✅ True Multiprocessing - Utilizes all CPU cores efficiently
- ✅ Secure Configuration - Environment-based API key management
- ✅ Rate Limiting - Respects Etherscan API guidelines (5 req/sec)
- ✅ Comprehensive Error Handling - Robust network failure recovery
- ✅ Real-Time Progress - Live statistics across all workers
- ✅ Educational Documentation - Extensive code comments and guides
- Python 3.6 or higher
- Internet connection for API calls
- Etherscan API key (free)
git clone https://github.com/TrentPierce/Ethereum-Address-Collider.git
cd Ethereum-Address-Collider# Using pip
pip install -r requirements.txt
# Or using pip3 explicitly
pip3 install -r requirements.txtDependencies:
requests- HTTP library for API calls
- Visit Etherscan API Registration
- Create a free account
- Navigate to "API Keys"
- Generate a new API key
- Copy your API key (keep it secret!)
Etherscan Free Tier:
- 5 requests per second
- 100,000 requests per day
- Perfect for educational use
The API key must be set as an environment variable for security.
Temporary (current session only):
export ETHERSCAN_API_KEY='your_api_key_here'Permanent (add to shell profile):
# For bash
echo 'export ETHERSCAN_API_KEY="your_api_key_here"' >> ~/.bashrc
source ~/.bashrc
# For zsh
echo 'export ETHERSCAN_API_KEY="your_api_key_here"' >> ~/.zshrc
source ~/.zshrcCommand Prompt (temporary):
set ETHERSCAN_API_KEY=your_api_key_herePowerShell (temporary):
$env:ETHERSCAN_API_KEY='your_api_key_here'Permanent (System Environment Variables):
- Open Start Menu → Search "environment variables"
- Click "Edit the system environment variables"
- Click "Environment Variables"
- Under "User variables", click "New"
- Variable name:
ETHERSCAN_API_KEY - Variable value: Your API key
- Click OK
# Linux/macOS
echo $ETHERSCAN_API_KEY
# Windows PowerShell
echo $env:ETHERSCAN_API_KEYCopy the example file and edit:
cp .env.example .env
# Edit .env with your favorite editor
nano .env.env files to version control!
python3 EthCollider.py======================================================================
Ethereum Collider developed by Trent Pierce (www.SkeeBomb.com)
======================================================================
To promote development, please send donations to:
01171ab97216939Ddf49b8Ac9DFFE80b8178fcF6
WARNING: This tool is for educational purposes only.
The probability of finding a collision is astronomically low.
======================================================================
Starting 8 worker processes...
Worker 0 started (PID: 12345)
Worker 1 started (PID: 12346)
Worker 2 started (PID: 12347)
Worker 3 started (PID: 12348)
Worker 4 started (PID: 12349)
Worker 5 started (PID: 12350)
Worker 6 started (PID: 12351)
Worker 7 started (PID: 12352)
Searching for addresses with balance...
Press Ctrl+C to stop
Searched 1247 addresses across 8 workers
Press Ctrl+C to gracefully stop all worker processes.
If a wallet is found (won't happen), it creates:
priv.prv- Private key filefound_wallet_YYYYMMDD-HHMMSS.txt- Timestamped details
Generate 256-bit random number using OS entropy
↓
Ensure it's within valid range (1 to n-1)
↓
This is the private key
Implementation:
- Uses
os.urandom()for cryptographically secure randomness - Windows: Uses CryptGenRandom
- Unix/Linux: Uses /dev/urandom
- Validates range: 1 ≤ key <
secp256k1.n
Private Key (scalar)
↓
Multiply by generator point G on secp256k1 curve
↓
Result: Public Key (x, y point on curve)
Cryptographic Details:
- Curve: secp256k1 (same as Bitcoin)
- Generator Point: G (predefined)
- Operation: Point multiplication (private_key × G)
- Result: 64-byte uncompressed public key
Public Key (x, y coordinates)
↓
Concatenate x and y (64 bytes)
↓
Apply Keccak-256 hash
↓
Take last 20 bytes (40 hex characters)
↓
Ethereum Address
Format:
- Raw address: 40 hexadecimal characters
- Checksum version: 0x + 40 characters
- Example:
0x742d35Cc6634C0532925a3b844Bc9e7595f0bEb0
Generated Address
↓
API Request to Etherscan
↓
Parse JSON response
↓
Check if balance > 0
API Endpoint:
https://api.etherscan.io/api?module=account&action=balance&address={ADDRESS}&tag=latest&apikey={KEY}
Main Process
├── Worker 0 ──> Generate → Check → Report
├── Worker 1 ──> Generate → Check → Report
├── Worker 2 ──> Generate → Check → Report
├── Worker 3 ──> Generate → Check → Report
├── Worker 4 ──> Generate → Check → Report
├── Worker 5 ──> Generate → Check → Report
├── Worker 6 ──> Generate → Check → Report
└── Worker 7 ──> Generate → Check → Report
↓
Result Queue (thread-safe communication)
↓
Main Process (aggregates and displays)
Benefits:
- Linear scaling with CPU cores
- Independent worker processes
- Shared result queue for communication
- Automatic load balancing
Single Core:
- ~5 addresses per second (API rate limited)
Multi-Core (8 cores):
- ~40 addresses per second
- 8x performance improvement
Rate Limiting:
- 0.2 second delay between API calls
- Maximum 5 requests per second per worker
- Respects Etherscan free tier limits
| CPU Cores | Addresses/Second | Addresses/Hour | Addresses/Day |
|---|---|---|---|
| 1 | 5 | 18,000 | 432,000 |
| 2 | 10 | 36,000 | 864,000 |
| 4 | 20 | 72,000 | 1,728,000 |
| 8 | 40 | 144,000 | 3,456,000 |
| 16 | 80 | 288,000 | 6,912,000 |
Reality Check: Even at 1 million addresses per second, it would take 1.46 × 10^42 years to check all possible addresses.
Ethereum Private Keys:
- Size: 256 bits
- Total possible keys: 2^256 ≈ 1.16 × 10^77
- Valid keys (secp256k1): ~2^256
Ethereum Addresses:
- Size: 160 bits (derived from public key)
- Total possible addresses: 2^160 ≈ 1.46 × 10^48
Using the birthday paradox formula:
For 50% collision chance:
- Need to generate: √(2^160) ≈ 2^80 addresses
- That's approximately: 1.21 × 10^24 addresses
At 1 billion addresses per second:
- Time required: 38 billion years
- Universe age: 13.8 billion years
- Ratio: 2,754 times the age of the universe
Current fastest supercomputer (Frontier, 2024):
- Speed: ~1.1 exaflops (1.1 × 10^18 operations/sec)
- Assume 1 million addresses/sec (generous)
Time to 50% collision probability:
- 1.21 × 10^24 / (1 × 10^6) = 1.21 × 10^18 seconds
- = 38 billion years
Energy Considerations:
- Estimated energy to count to 2^80: More than the sun's total output
- Physical impossibility, not just computational
This mathematical reality is why:
- ✅ Your cryptocurrency is safe
- ✅ 256-bit keys are considered unbreakable
- ✅ Quantum computers won't help (still exponential)
- ✅ Brute force attacks are futile
- Environment Variables - No hardcoded secrets
- Rate Limiting - Respects API terms of service
- Secure Random Generation - Uses OS-level entropy
- Error Handling - Prevents information leakage
- Input Validation - Checks API responses
- Process Isolation - Multiprocessing security
DO:
- ✅ Use environment variables for API keys
- ✅ Keep dependencies updated
- ✅ Review code before running
- ✅ Use for educational purposes only
- ✅ Understand the mathematics
DON'T:
- ❌ Commit API keys to version control
- ❌ Share your API key publicly
- ❌ Expect to find funded wallets
- ❌ Use for illegal purposes
- ❌ Modify code without understanding
Educational Use:
- ✅ Running this tool to learn about cryptography
- ✅ Understanding blockchain security
- ✅ Academic research
- ✅ Security awareness training
Illegal Use:
- ❌ Attempting to access others' wallets
- ❌ Claiming found funds that aren't yours
- ❌ Bypassing security measures
- ❌ Unauthorized access attempts
- Understand the Purpose: This is an educational demonstration
- Respect the Law: Follow all applicable laws and regulations
- API Etiquette: Don't abuse Etherscan's free API service
- Share Knowledge: Use what you learn to educate others
- Report Vulnerabilities: If you find security issues, report them responsibly
If using this in research or education:
Pierce, T. (2026). Ethereum Address Collider: A Cryptographic Education Tool.
GitHub. https://github.com/TrentPierce/Ethereum-Address-Collider
- README.md - This file, overview and quick start
- INSTALL.md - Detailed installation guide
- SECURITY.md - Security practices and policies
- CONTRIBUTING.md - How to contribute
- CHANGELOG.md - Version history
- UPGRADE_GUIDE.md - Migration from v1.0 to v2.0
- LICENSE - GPL v3 license text
- CODE_OF_CONDUCT.md - Community guidelines
All functions include comprehensive docstrings explaining:
- Purpose and functionality
- Parameters and return values
- Cryptographic operations
- Mathematical formulas
- Error handling
We welcome contributions! Please see CONTRIBUTING.md for:
- Code style guidelines
- Pull request process
- Development setup
- Testing requirements
- Documentation standards
# Fork the repository
git clone https://github.com/yourusername/Ethereum-Address-Collider.git
cd Ethereum-Address-Collider
# Create feature branch
git checkout -b feature/your-feature-name
# Make changes and test
python3 EthCollider.py
# Submit pull request- Issues: GitHub Issues
- Discussions: GitHub Discussions
- Email: Pierce.trent@gmail.com
See INSTALL.md for troubleshooting guide.
If you find this educational tool valuable:
Ethereum: 0x01171ab97216939Ddf49b8Ac9DFFE80b8178fcF6
Your support helps maintain and improve this educational resource!
This project is licensed under the GNU General Public License v3.0.
- ✅ Free to use, modify, and distribute
- ✅ Open source
- ✅ Must disclose source
- ✅ Must use same license
See LICENSE file for full text.
- ECDSA Implementation: Based on FastSignVerify by Antoine FERRON
- SHA3/Keccak: Implementation by Moshe Kaplan
- Python Community: For excellent libraries and tools
- Ethereum Foundation: For blockchain innovation
- Contributors: Everyone who has improved this project
This project was inspired by the need to educate people about:
- Why cryptocurrencies are secure
- How cryptographic systems work
- The mathematics behind blockchain security
- Practical Python programming
Remember: This tool will NEVER find a funded wallet. The mathematics make it impossible. Anyone claiming otherwise either:
- Doesn't understand the mathematics
- Is trying to scam you
- Both
Use this tool to learn, not to try to get rich. The real value is in understanding how secure modern cryptography really is.
Last Updated: January 30, 2026
Version: 2.0.0
Maintainer: Trent Pierce (@severesig)
Made with ❤️ for education and learning