Baseball Stolen Base Percentage Calculator

Calculate SB%, net stolen bases, break-even rate & runs added

Stolen Base Stats Calculator

Enter SB and CS to calculate all baserunning metrics.

Enter Stolen Bases and Caught Stealing to calculate metrics ⚾

📊 MLB Stolen Base Percentage Benchmarks

SB% Range Rating Team Impact MLB Examples
> 80% Elite Clearly positive run contribution Rickey Henderson, Tim Raines, Trea Turner
70 – 80% Good Moderate positive run value Most quality MLB base stealers
65 – 70% Borderline Near-neutral; situational value Marginal base stealers
< 65% Hurts Team Negative run contribution Should reduce steal attempts

⚾ The 66.7% Break-Even Rule

A runner must succeed on more than 2 out of every 3 steal attempts to add net value. Below 66.7%, the outs sacrificed by being caught stealing cost more runs than the bases gained by successful steals. Linear weights place the exact value at approximately SB × 0.175 − CS × 0.467; positive = helps the team.

Formulas Reference

Stolen Base %

SB% = SB ÷ (SB + CS) × 100

CS = Caught Stealing

Net Stolen Bases

Net SB = SB − CS

True bases gained after accounting for caught stealing

Break-Even Rate

Break-Even ≈ 66.7% (2/3)

Minimum SB% to add positive value to team

Runs Added (Linear Weights)

Runs = SB × 0.175 − CS × 0.467

Simplified run value estimate; positive = helps team

What is Stolen Base Percentage?

Stolen base percentage (SB%) measures how efficiently a baserunner steals bases. It is expressed as the fraction of steal attempts that result in a successful stolen base. Unlike raw stolen base totals — which can be inflated by a player who simply attempts many steals regardless of success — SB% controls for attempt frequency and tells you how reliably the runner converts opportunities into advances.

In modern baseball analytics, SB% is evaluated alongside the number of attempts, because a player who attempts 50 steals at 80% success contributes more run value than a player who attempts 5 steals at 80%. Together, attempt volume and success rate paint a complete picture of baserunning quality.

How to Calculate Stolen Base Percentage

The formula is:

SB% = SB ÷ (SB + CS) × 100

Worked Example: A baserunner has 30 stolen bases and is caught stealing 10 times in a season.

  • Total Attempts = 30 + 10 = 40
  • SB% = 30 ÷ 40 × 100 = 75.0%
  • Net Stolen Bases = 30 − 10 = +20
  • Runs Added = (30 × 0.175) − (10 × 0.467) = 5.25 − 4.67 = +0.58 runs

This runner is above the 66.7% break-even threshold and provides a small but positive run value contribution through stolen bases.

The 66.7% Break-Even Rule Explained

The 66.7% threshold comes from the run-expectancy cost of being caught stealing versus the benefit of a successful steal. An out is one of the most costly events in baseball — it eliminates a baserunner and costs the team approximately 0.47 expected runs. A successful stolen base of second is worth roughly +0.17 to +0.20 runs, depending on the run environment and the specific base state. Solving for the break-even point:

SB × 0.175 = CS × 0.467 → SB/CS ≈ 2.67 → SB% ≈ 72.7%

Using these specific linear weights, the exact break-even is closer to 72–73%, though the commonly cited round number of 66.7% (two-thirds) is used as a simple and conservative benchmark. The key takeaway: stealing bases is only beneficial when done with high efficiency.

Net Stolen Bases and Run Value

Net stolen bases (SB − CS) is the simplest way to assess whether a player's baserunning helped or hurt the team. A positive net means the player gained more bases than they gave back in outs. However, because caught stealing is more costly than a stolen base is valuable, a player can have a positive net stolen base total while still having a slightly negative run value. The linear weights formula — SB × 0.175 − CS × 0.467 — accounts for this asymmetry and provides a more accurate estimate of run contribution.

Historical Context and Modern MLB Trends

Stolen base attempts declined significantly from the aggressive 1980s era through the 2010s as the "three true outcomes" philosophy (walk, strikeout, home run) dominated offensive strategy. However, the 2023 introduction of larger bases and the pitch clock in MLB sparked a resurgence in stolen base activity, with league stolen base totals rising to their highest levels in over a decade. Top speedsters like Ronald Acuña Jr., Elly De La Cruz, and Trea Turner have re-established the value of elite baserunning in the modern game.

Frequently Asked Questions

Stolen base percentage (SB%) is the rate at which a baserunner successfully steals a base. It is calculated as SB / (SB + CS) × 100, where SB = stolen bases and CS = caught stealing. For example, a runner with 30 stolen bases and 10 times caught stealing has an SB% of 30 / 40 × 100 = 75%. It is one of the key measures of a baserunner's efficiency and value.
The break-even stolen base rate is approximately 66.7% (two-thirds). This means a runner must succeed on at least 2 out of every 3 steal attempts to add positive value to the team. Below this threshold, the outs created by caught stealing outweigh the bases gained. Advanced linear weights analysis puts the exact break-even point around 70–72% in modern MLB run environments.
Some of the best stolen base percentages in MLB history among high-volume base stealers include Tim Raines (84.7% career SB%), Carlos Beltran (88.2% career SB%), and in recent years Trea Turner and Ronald Acuña Jr. who both consistently post SB% above 85%. Rickey Henderson, the all-time stolen base leader with 1,406 stolen bases, had a career SB% of approximately 80.9%.
A stolen base is awarded when a baserunner advances to the next base during a live ball, without the benefit of a hit, walk, error, passed ball, wild pitch, or balk. The official scorer awards a stolen base or caught stealing (CS) on each attempt. Defensive indifference — when the fielding team makes no attempt to retire the runner — is not scored as a stolen base attempt.
Stealing bases helps a team only when done efficiently — above the ~66.7% break-even rate. A successful steal of second base is worth roughly +0.175 runs in linear weight value, while being caught stealing costs approximately −0.467 runs. This asymmetry means a runner needs to succeed on about 73% of attempts to break even using these linear weights. Elite base stealers (80%+ success rate) provide a measurable positive contribution to run scoring.