GB stands for games back — how many games separate a team from first place. It is one of several columns that look simple but each answer a different question: win percentage, games back, and the "expected" record from run differential. Here is what each column means, the exact formulas, and worked examples you can check against the games back calculator and baseball standings builder.
Short answer: games back is half the sum of the wins you trail by and the losses you lead by.
GB = ((leaderWins − teamWins) + (teamLosses − leaderLosses)) / 2
Standings are ordered by win percentage, not by raw wins, because teams often play a different number of games. Win percentage is simply wins divided by total decisions:
win% = wins / (wins + losses)
A team at 18-6 has played 24 games and won 18, so its win percentage is 18 / 24 = .750. Baseball shows this to three decimals and drops the leading zero. Ties, where they exist, are excluded from the calculation — this is the standard convention, and it is what the calculator does.
"Games back" (GB) measures how far a team trails the leader in a single number that accounts for both the leader's extra wins and the trailing team's extra losses:
GB = ((leaderWins − teamWins) + (teamLosses − leaderLosses)) / 2
Take a leader at 18-6 and a chaser at 15-9. The leader has 3 more wins, and the chaser has 3 more losses, so GB = (3 + 3) / 2 = 3.0. The first-place team is always zero games back and shows a dash. Because it averages wins and losses, games back can land on a half — a team can be 3.5 games back.
| Team | W | L | PCT | GB |
|---|---|---|---|---|
| River Hawks | 18 | 6 | .750 | — |
| Bay Bears | 15 | 9 | .625 | 3.0 |
| Timber Wolves | 12 | 12 | .500 | 6.0 |
| Sand Pipers | 9 | 15 | .375 | 9.0 |
Two teams with the same record can be very different underneath. Run differential — runs scored minus runs allowed — is the quickest tell. Bill James turned it into an expected win percentage, the "Pythagorean" formula, because the original version squared the runs:
expected win% = RS^1.83 / (RS^1.83 + RA^1.83)
The exponent 1.83 is a refinement that fits real baseball better than a flat 2. A team that has scored 140 and allowed 78 has an expected win percentage near .745 — so an actual .750 record is well earned. If a team's actual record sits far above its expected record, it has probably won more one-run games than it "should," and some regression is likely.
Multiply the expected win percentage by games played to get a projected record. The calculator does this automatically once you enter runs scored and runs allowed for each team.
Most leagues run divisions or pools. Add a division label to each team and the calculator produces a separate, independently sorted table for each group — each with its own leader and its own games-back column. Leave the label blank to keep everyone in one table.
A scorebook, lineup cards, and a dugout board are the most common things coaches keep on hand to track records accurately through a season.
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