Maximum drawdown and variance estimator.
Estimate cumulative volatility and a rough drawdown scale from stake fraction, variance and number of wagers.
Maximum drawdown and variance estimator inputs
This is a rough independent-wager approximation, not a Monte Carlo forecast. Outcomes can be correlated, heavy-tailed and worse than this estimate. Educational probability math only, not betting, financial or legal advice. Staking systems cannot remove the risk of loss; odds, limits, terms and probability estimates can be wrong. Follow local laws and seek support if gambling is causing harm.
Method: The calculator applies stated odds, probability, bankroll and variance assumptions. It does not predict outcomes or endorse wagering.
Inputs used: Currency = INR; Starting bankroll = 100,000 ₹; Stake fraction per wager = 1 %; Expected ROI per wager = 2 %; Return standard deviation per wager = 100 %; Number of wagers = 250 wagers
Assumptions: The result uses the values, units and options shown in the input snapshot.
Scope and warnings: This is a rough independent-wager approximation, not a Monte Carlo forecast. Outcomes can be correlated, heavy-tailed and worse than this estimate. Educational probability math only, not betting, financial or legal advice. Staking systems cannot remove the risk of loss; odds, limits, terms and probability estimates can be wrong. Follow local laws and seek support if gambling is causing harm. Rounding and excluded real-world terms can make an external result differ.
How this maximum drawdown and variance estimator works
The calculator applies stated odds, probability, bankroll and variance assumptions. It does not predict outcomes or endorse wagering.
A worked example
Use your own probability and bankroll assumptions to inspect risk and exposure rather than relying on a system name.
Can a staking system guarantee profit?
No. Staking changes the path and size of exposure; it does not change a negative underlying edge or prevent losing outcomes.
Calculations run on your device. Review your results before exporting or sharing them.
Use the stated conversion
Published by ToolMitra — methods and editorial approach.