Brute Force Attack Time Calculator
Calculate brute force attack time, cost, energy consumption, and feasibility for cryptographic systems.
Inputs
Results
Attack Time
5,391,450,000,000,000,000 years
Estimated Cost
$4,726,143,985,013,035,000,000.00
How to Use This Calculator
- Enter the password length and character set size (or use the checkboxes for character types).
- Set the attacker guessing speed in hashes per second.
- Review the average time to crack in years at the given speed.
- Adjust password length to see how adding each character exponentially increases attack time.
- Target at least 100 years of crack time at modern GPU speeds for sensitive credentials.
How the result changes with Operations per Second
| Operations per Second | Attack Time | Estimated Cost |
|---|---|---|
| 100,000,000,000,900,020 | 53,914,500,000,000 years | $47,261,439,849,704,984.00 |
| 350,000,000,000,650,000 | 15,404,100,000,000 years | $13,503,268,528,583,592.00 |
| 650,000,000,000,350,000 | 8,294,540,000,000 years | $7,270,990,746,169,984.00 |
| 900,000,000,000,100,100 | 5,990,500,000,000 years | $5,251,271,094,458,342.00 |
What each input means
- Key Space Size
- Total number of possible keys (e.g., 2^128)
- Operations per Second
- Computational speed per processor
- Parallel Processors
- Number of parallel processors
- Attack Type
- Type of brute force attack
How this is calculated
Formula
Time = (Key Space / 2) / (Operations/sec × Processors)Worked example, using the default values
- Identify Input Parameters4 parametersKey Space Size = 3.402823669209385e+38, Operations per Second = 1000000000000, Parallel Processors = 1, Attack Type = 0 = 4 input(s) provided
- Calculate Attack TimeAttack Time5391450000000000000 = 5391450000000000000
- Calculate Estimated CostEstimated Cost4.726143985013035e+21 = $4,726,143,985,013,035,000,000
- Calculate Attack TimeAttack Time5391450000000000 = 5391450000000000
- Calculate Energy ConsumptionEnergy Consumption4.726143985013035e+21 = 4.726143985013035e+21
Engine last updated . Checked against 4 independently-derived tests — how we verify calculators.
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