TG
term-metadata.sys
SectionBetting
Categorystrategies
DifficultyIntermediate
Status
VERIFIED
Related5 terms
UpdatedFeb 2026

Bankroll Management

money managementstake sizingbet sizingBRMbankroll strategy
> Contents
Definition

Bankroll management is the systematic approach to sizing bets and protecting betting funds to survive variance and maximize long-term growth. It determines how much to wager on each bet based on edge size, odds, and risk tolerance. Without proper bankroll management, even profitable bettors face ruin—a 10-bet losing streak at 10% stakes destroys 65% of funds. Proper staking ensures survival through inevitable downswings.

Bankroll Management

Bankroll management is what separates professionals from amateurs. Your edge is worthless if you go broke before it materializes. A bettor with 5% edge betting 20% per bet faces 90% chance of ruin. The same bettor at 2% stakes has 0.1% ruin probability. The math is clear: bet sizing determines survival. Every successful bettor treats bankroll management as non-negotiable—it's the foundation that makes everything else possible.

Table of Contents

Why Bankroll Management Matters {#why-it-matters}

The Variance Problem

Even with genuine edge, losing streaks are inevitable:

Win Rate10-Bet Losing Streak Probability
55%0.03%
50%0.10%
45%0.25%
40%0.60%

Over 1000 bets at 55% win rate:

  • Expected 10+ losing streaks: 0.3 times
  • Expected 8+ losing streaks: 1.5 times
  • Expected 5+ losing streaks: 17 times

The Stake Size Impact

$10,000 bankroll, 10-bet losing streak:

Stake SizeLossRemainingRecovery Needed
1% ($100)$1,000$9,000+11%
2% ($200)$2,000$8,000+25%
5% ($500)$5,000$5,000+100%
10% ($1000)$6,513*$3,487+187%

*Cumulative with decreasing stakes

The Compounding Effect

Proper staking lets winners compound:

$10,000 bankroll, 5% edge, 1000 bets:

Stake MethodEnding BankrollGrowth
1% fixed$15,000+50%
2% fixed$22,000+120%
Kelly optimal$35,000+250%
5% fixedVariable (high ruin risk)±300%

Staking Methods {#staking-methods}

Flat Betting

Same stake amount for every bet, regardless of edge or bankroll changes.

\text{Stake} = \text{Fixed Amount (e.g., $100)}
ProsCons
Simple to executeDoesn't adapt to bankroll changes
Easy to trackSuboptimal growth
Low cognitive loadDoesn't account for edge size

Best for: Beginners, recreational bettors

Fixed Percentage

Bet same percentage of current bankroll:

Stake=Bankroll×Percentage\text{Stake} = \text{Bankroll} \times \text{Percentage}

Example: 2% of 10,000=10,000 = 200

Bankroll2% Stake
$10,000$200
$12,000$240
$8,000$160
$15,000$300

Advantages:

  • Stakes grow with wins
  • Stakes shrink with losses (protects bankroll)
  • Mathematically sound

Best for: Intermediate bettors

Confidence-Based Staking

Vary stakes based on confidence level:

ConfidenceStake
High (clear value)2-3%
Medium (solid edge)1-2%
Low (marginal edge)0.5-1%

Warning: Requires accurate self-assessment. Most bettors overestimate high-confidence situations.

Kelly Criterion

Mathematically optimal stake based on edge:

Kelly %=p×bqb\text{Kelly \%} = \frac{p \times b - q}{b}

Where:

  • p = probability of winning
  • q = probability of losing (1-p)
  • b = odds - 1 (net odds)

Covered in detail below.

Comparison Table

MethodGrowth RateVarianceComplexityRuin Risk
FlatLowLowMinimalLow
Fixed %MediumMediumLowVery Low
ConfidenceMedium-HighMedium-HighMediumMedium
KellyMaximumHighHighZero (theoretical)
Fractional KellyHighMediumMediumVery Low

Kelly Criterion Deep Dive {#kelly}

The Full Formula

f=bpqb=p(b+1)1bf^* = \frac{bp - q}{b} = \frac{p(b+1) - 1}{b}

Where:

  • f* = fraction of bankroll to bet
  • b = decimal odds - 1
  • p = true probability of winning
  • q = 1 - p

Worked Examples

Example 1: Even money bet with edge

  • Odds: 2.00 (b = 1)
  • True probability: 55%
  • Kelly: (0.55 × 2 - 0.45) / 1 = 0.65 / 1 = 6.5%

Example 2: Longshot with edge

  • Odds: 5.00 (b = 4)
  • True probability: 25%
  • Kelly: (0.25 × 4 - 0.75) / 4 = 0.25 / 4 = 6.25%

Example 3: Favorite with edge

  • Odds: 1.50 (b = 0.5)
  • True probability: 70%
  • Kelly: (0.70 × 0.5 - 0.30) / 0.5 = 0.05 / 0.5 = 10%

Kelly Quick Reference

EdgeOdds 1.50Odds 2.00Odds 3.00Odds 5.00
2%4%2%1%0.5%
5%10%5%2.5%1.25%
10%20%10%5%2.5%
15%30%15%7.5%3.75%

Why Use Fractional Kelly

Full Kelly is theoretically optimal but:

ProblemConsequence
Assumes perfect edge knowledgeWe estimate, not know
High volatility50% drawdowns common
Psychological stressHard to stick with
Edge estimation errorOverbet if edge overstated

Solution: Fractional Kelly

FractionRisk ReductionGrowth Sacrifice
100% (full)NoneNone
75%25%6%
50%50%25%
25%75%44%

Most professionals use 25-50% Kelly.

Kelly Calculator

Stake=Bankroll×f×Kelly Fraction\text{Stake} = \text{Bankroll} \times f^* \times \text{Kelly Fraction}

Example:

  • Bankroll: $10,000
  • Kelly optimal: 8%
  • Using 50% Kelly: 10,000×0.08×0.50=10,000 × 0.08 × 0.50 = **400**

Risk of Ruin {#risk-of-ruin}

What is Risk of Ruin?

Probability of losing entire bankroll before edge compounds to safety. For a complete guide with formulas, examples, and strategies to minimize ruin probability, see our Risk of Ruin Calculator guide.

Risk of Ruin Formula

R=(1a1+a)nR = \left(\frac{1-a}{1+a}\right)^n

Where:

  • R = probability of ruin
  • a = edge (as decimal)
  • n = bankroll in units

Risk of Ruin Table

2% edge:

Bankroll (units)Stake (% of bankroll)Ruin Probability
502%14.3%
1001%1.8%
2000.5%0.03%
5000.2%~0%

5% edge:

Bankroll (units)Stake (% of bankroll)Ruin Probability
502%4.9%
1001%0.2%
2000.5%0.0004%

Practical Guidelines

Risk ToleranceMax Ruin ProbabilityRequired Units
Conservative<1%100+
Moderate<5%50-100
Aggressive<10%30-50

Bankroll Sizing {#sizing}

Starting Bankroll Calculation

Based on stake size and risk tolerance:

Bankroll=Desired Stake SizeStake Percentage\text{Bankroll} = \frac{\text{Desired Stake Size}}{\text{Stake Percentage}}
Desired StakeAt 1%At 2%At 5%
$10$1,000$500$200
$50$5,000$2,500$1,000
$100$10,000$5,000$2,000

Minimum Viable Bankroll

Betting FrequencyMinimum UnitsExample at $50/bet
Casual (10/month)30 units$1,500
Regular (50/month)50 units$2,500
Active (200/month)100 units$5,000
Professional200+ units$10,000+

Bankroll Segregation

AccountPurposePercentage
Main bettingActive wagering70-80%
ReserveDrawdown protection15-20%
WithdrawalLocked profit5-10%

Rule: Never bet reserve funds. They're insurance.

Advanced Strategies {#advanced}

Dynamic Staking

Adjust stake percentage based on results:

Recent PerformanceStake Adjustment
+20% bankroll growthIncrease stake 25%
Steady (±5%)Maintain current
-10% drawdownReduce stake 25%
-20% drawdownReduce stake 50%

Sport/Market Allocation

Diversify across uncorrelated bets:

Market TypeMax Allocation
Single sport50% of bankroll
Single event5% of bankroll
Correlated betsCombined 5%

Simultaneous Stakes

When placing multiple bets:

Max Concurrent Exposure=20% of bankroll\text{Max Concurrent Exposure} = 20\% \text{ of bankroll}
Active BetsMax Per Bet
15%
23%
52%
101.5%

Bankroll Rebuilding

After significant loss:

Remaining BankrollStrategy
80%+Continue normal staking
60-80%Reduce stakes by 25%
40-60%Reduce stakes by 50%
<40%Consider rebuilding funds

Profit Taking

Lock in profits periodically:

GrowthAction
+50%Withdraw 10-20% of profits
+100%Withdraw 25-33% of profits
+200%Withdraw original bankroll

This protects lifetime profits from future variance.

Tracking and Adjustment {#tracking}

Essential Metrics

MetricFormulaPurpose
ROIProfit / Total StakedEfficiency measure
Units WonProfit / Unit SizeStandardized performance
CLVOdds Taken / Closing OddsEdge verification
Max DrawdownPeak to TroughRisk assessment
Current DrawdownPeak to NowCurrent risk status

When to Resize Stakes

TriggerAction
Bankroll +25%Consider increasing stakes
Bankroll -20%Decrease stakes
500+ bet sampleRecalculate based on actual edge
Monthly reviewAdjust for changed circumstances

Tracking Spreadsheet Essentials

ColumnPurpose
DateTiming analysis
EventRecord keeping
Stake ($)Actual amount
Stake (%)Percentage of bankroll
OddsPrice taken
ResultWin/loss
P&LProfit/loss
Running BankrollCurrent total
DrawdownFrom peak

Common Mistakes {#mistakes}

Mistake 1: Betting Too Much

SymptomConsequence
10%+ stakesRapid ruin during downswing
"Sure thing" big betsNo such thing; variance kills
Chasing lossesCompound problem

Solution: Never exceed 5% on single bet. Ever.

Mistake 2: No Defined Bankroll

ProblemResult
Betting from main accountCan't track properly
No clear limitBet more than can afford
Mixed fundsEmotional decisions

Solution: Dedicated, separate betting bankroll.

Mistake 3: Ignoring Variance

BeliefReality
"5% edge = consistent wins"40%+ drawdowns possible
"10-bet losing streak rare"Happens to everyone
"I should be profitable by now"Need 500+ bets

Solution: Expect variance. Plan for it.

Mistake 4: Not Adjusting Stakes

ScenarioCorrect Action
Bankroll doubledCan increase stakes
Bankroll halvedMust decrease stakes
Edge changedRecalculate Kelly

Solution: Review stakes monthly.

Mistake 5: Overconfidence in Edge

Estimated EdgeBet AccordinglyActual EdgeResult
10%10% stakes3%Overbetting, high variance
5%2.5% stakes5%Correct
5%2.5% stakes-2%Slower loss (time to detect)

Solution: Use fractional Kelly; be conservative.

Unit System {#units}

What is a Unit?

Standard measure to track results independent of stake size.

1 unit=Standard bet size=1% of bankroll1 \text{ unit} = \text{Standard bet size} = 1\% \text{ of bankroll}

Unit Tracking Example

BetOddsStakeResultUnits Won
A2.001uWin+1.0u
B2.502uLoss-2.0u
C1.801uWin+0.8u
Total4u-0.2u

Converting Units to ROI

ROI=Units WonUnits Staked×100\text{ROI} = \frac{\text{Units Won}}{\text{Units Staked}} \times 100

Example: +10 units from 500 units staked = 2% ROI

Unit Profitability Guide

Monthly UnitsAt 1% StakesInterpretation
+5-10+5-10% ROISolid edge
+2-5+2-5% ROISmall edge
±2±2% ROIBreakeven
-2 to -5-2-5% ROILosing, review

Frequently Asked Questions

author-credentials.sysE-E-A-T
Evgeniy Volkov

Evgeny Volkov

Verified Expert
Math & Software Engineer, iGaming Expert

Over 10 years developing software for the gaming industry. Advanced degree in Mathematics. Specializing in probability analysis, RNG algorithms, and mathematical gambling models.

Experience10+
SpecializationiGaming
Status
Active
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