Monday, July 13, 2026probability mass ≠ 1.0
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THE REGRESSION DESKThe Stochastic Parrot
Regression // 595 // 2026-11-08 // FanGraphs public leaderboard API, keyless

Clutch is
real. And
irrelevant.

9,182 player-season pairs, FanGraphs' own Clutch score, 1974-2024, qualified hitters (≥300 PA). A hitter's score this year does predict his own next year's — slope +0.0559, CI [+0.0356, +0.0763], excludes zero — and it survives every robustness check thrown at it. It also explains only 0.31% of next year's variance.

Two-panel chart. Left: scatter of 9,182 player-season pairs, this year's Clutch score against next year's, with a nearly flat but positive OLS line through a wide cloud of points. Right: forest plot of seven specifications -- naive, cluster-robust, precision-weighted, outlier-trimmed, quality-controlled, lag-2, and the era-interaction test -- six excluding zero and the era-interaction test straddling it.
Left: the slope is real but the cloud swallows it — R²=0.0031. Right: every specification of the persistence itself clears zero; only the test for whether it changed across eras does not.
Year-to-year persistence (cluster-robust by player)
+0.0559
95% CI [+0.0353, +0.0766]. Excludes zero -- a real, repeatable signal.
Share of next year's Clutch score explained (naive R²)
0.31%
Real does not mean useful -- this predicts almost nothing about any one player.

Backlog #47: “The 'clutch gene' — do some players hit better in the clutch? [NULL/noise] · `Retrosheet`.” The cited source, Retrosheet's raw play-by-play, was substituted with the same play-by-play already aggregated into FanGraphs' own public Clutch leaderboard — a keyless JSON API backing the site's own leaderboard pages, no login wall, no key. Clutch, as FanGraphs defines and publishes it, is Tom Tango's formula: a player's actual win-probability contribution (WPA, adjusted for leverage) minus what his own context-neutral batting line would have produced in the same spots — a measure of whether a hitter did better or worse than himself when it mattered most, not whether he simply hit well. It requires play-by-play, which is why FanGraphs' own Clutch column is null before 1974 (confirmed by probing 1950, 1960, and 1973 — all null — against 1974, populated, before writing the fetch) — the first season of complete Retrosheet-derived win-probability coverage on this site.

Every qualified-hitter season (≥300 PA, FanGraphs' own standard “semi-regular” cutoff) from 1974 through 2024 was pulled: 12,711 player-seasons. 2020 contributes zero rows — the 60-game pandemic schedule made 300 PA unreachable for anyone, not a row dropped by hand. Consecutive-season pairs for the same player — year Y's Clutch score against year Y+1's — give 9,182 pairs across 1,799 players, 1974-2024.

The backlog called this one noise. It isn't, quite. Regressing Clutch(Y+1) on Clutch(Y): naive slope +0.0559, 95% CI [+0.0356, +0.0763] — excludes zero, p=7.7e-08. This is not a fragile result: it survives standard errors clustered by player (1,799 players each contributing several overlapping pairs, CI [+0.0353, +0.0766]), a 4,000-draw bootstrap resampling players with replacement (CI [+0.0355, +0.0764], 100% of resampled slopes positive), a 4,000-draw permutation test shuffling which player's next season gets paired with which (p=0.000 — not one of 4,000 shuffles produced a slope this extreme), trimming the 25 pairs with |Clutch|>3 in either season (CI [+0.0338, +0.0752]), and a precision-weighted refit using harmonic-mean plate appearances (CI [+0.0338, +0.0746]). Spearman agrees: ρ=0.0563, p=6.7e-08.

One real confound, checked and surviving. Clutch is supposed to net out a player's own overall quality by construction, but it doesn't do so completely: same-season Clutch correlates with wOBA at r=-0.1151 (p=9.1e-39) — better hitters score slightly less clutch by this measure, plausibly because pitchers work around them more carefully in the highest-leverage spots. Since wOBA is itself a famously persistent, stable skill, this raised the obvious worry: is the Y-to-Y+1 Clutch persistence actually just borrowed from stable hitting talent? Adding year-Y wOBA directly to the regression shrinks the Clutch(Y) coefficient to +0.0474 — 85% of the naive size — but its CI, [+0.0270, +0.0679], still excludes zero. Some of the persistence is talent-adjacent; not all of it.

But the size is the story. R² on the naive fit: 0.0031. Knowing a hitter's Clutch score this year explains 0.31% of the variance in his own score next year. A two-years-apart check (year Y vs. Y+2) finds a weaker but still zero-excluding echo, slope +0.0281, CI [+0.0063, +0.0500], consistent with a small, decaying, real signal rather than a one-lag artifact. Splitting the window at 2000 finds both eras individually clearing zero — 1974-99 slope +0.0349 (CI [+0.0059, +0.0638]), 2000-24 slope +0.0750 (CI [+0.0460, +0.1039]) — which looks like the effect more than doubled. The direct test of that says otherwise: the era-interaction term, the gap between the two slopes fit in one model, is +0.0401, CI [-0.0005, +0.0806] — contains zero, p=0.053. Two individually-significant subgroups do not make a significant difference between them; this is the textbook trap, named rather than walked into.

For color, not for the fit: among hitters with at least 8 qualifying seasons, Marcus Semien posted the lowest career-average Clutch (-1.156 over 9 seasons); Jose Vizcaino the highest (+0.831 over 8 seasons). The bottom of the list leans toward well-known sluggers — Mike Schmidt, Sammy Sosa, Giancarlo Stanton among them — consistent with the wOBA finding above, not with any of them having choked for a decade.

The math

Clutch(Y+k) ~ β₀ + β₁·Clutch(Y) · one row per qualifying player-season pair, 1974-2024

Seven specifications

SpecificationnSlope: Clutch(Y+k) per unit Clutch(Y)95% CIR²Verdict
Naive OLSn=9,182+0.0559[+0.0356, +0.0763]R²=0.0031excludes zero, p=7.7e-08
Cluster-robust by player (1,799 players)n=9,182+0.0559[+0.0353, +0.0766]—excludes zero, p=1.1e-07
Precision-weighted (harmonic PA)n=9,182+0.0542[+0.0338, +0.0746]—excludes zero, p=1.9e-07
Outlier-trimmed (|Clutch|≤3)n=9,157+0.0545[+0.0338, +0.0752]—excludes zero, p=2.4e-07
Quality-controlled (wOBA, year Y, added)n=9,182+0.0474[+0.0270, +0.0679]—excludes zero, p=5.6e-06
Lag-2 (year Y vs. year Y+2)n=7,767+0.0281[+0.0063, +0.0500]—excludes zero, p=0.011
Era gap itself (2000-24 minus 1974-99)n=9,182+0.0401[-0.0005, +0.0806]—contains zero, p=0.053

Method. FanGraphs' public leaderboard API (fangraphs.com/api/leaders/major-league/data, type=8/“Advanced” batting), keyless, pulled per-season for 1974-2024 at a ≥300-PA qualifying threshold. Clutch is FanGraphs' own published statistic (WPA/LI-based, Tango's formula); it is not recomputed here. Consecutive-season pairs are built per playerid; a player active 15 seasons contributes up to 14 overlapping pairs, which is why every regression reported here clusters standard errors by player rather than treating pairs as independent. The precision-weighted spec weights each pair by the harmonic mean of the two seasons' plate appearances. The quality-controlled spec adds year-Y wOBA as a second regressor. The era-interaction spec fits Clutch(Y+1) ~ Clutch(Y) + era + Clutch(Y)·era in one model, where era is a 2000-and-later indicator; its reported figure is the interaction coefficient, i.e. the actual change in slope between eras, not two separately-fit slopes compared by eye.

Limits, stated plainly. Clutch does not net out overall hitting quality as cleanly as its definition implies (r=-0.115 with same-season wOBA) — the quality-controlled spec exists because of this and the persistence survives it, shrunk. Lineup slot and team run-scoring context, both plausible sources of a genuinely persistent (but not skill-based) Clutch tilt, aren't in this data and aren't controlled for. The ≥300-PA cutoff restricts this to everyday and semi-regular hitters; part-time players and pinch-hitting specialists, who by some accounts are where a real clutch skill would most plausibly concentrate, are excluded by construction.

The data (9,182 player-season pairs; 30 career leaders shown)

clutch_persistence_595.csv (all 12,711 underlying player-seasons) · fit output (JSON).

15 least clutch career averages (≥8 qualifying seasons)

PlayerQualifying seasonsCareer mean ClutchTotal PA
Marcus Semien9-1.1565,977
Josh Reddick8-0.8714,108
Mike Schmidt15-0.8619,407
Sammy Sosa16-0.8589,402
Casey Blake8-0.8304,727
Giancarlo Stanton13-0.8176,730
Lance Parrish15-0.7827,373
Kevin Mitchell9-0.7724,232
Jermaine Dye11-0.7606,448
J.T. Realmuto9-0.7414,767
Randal Grichuk8-0.7403,914
Cecil Fielder9-0.7365,381
Damion Easley10-0.7344,848
Chet Lemon15-0.7087,836
Johnny Bench9-0.7064,598

15 most clutch career averages (≥8 qualifying seasons)

PlayerQualifying seasonsCareer mean ClutchTotal PA
Jose Vizcaino8+0.8313,985
Mark McLemore12+0.7776,169
Bill Spiers8+0.7213,257
Scott Fletcher10+0.6975,208
Pete Rose12+0.6857,911
Lance Johnson10+0.6715,376
Michael Bourn9+0.6325,179
Ozzie Guillen13+0.6246,721
Kyle Seager9+0.6045,755
Tony Gwynn17+0.5949,771
Robbie Grossman8+0.5483,782
Dave Parker15+0.5319,283
Tony Womack9+0.5295,227
Jacoby Ellsbury9+0.5255,164
Darin Erstad10+0.5255,860
Sources. FanGraphs major-league leaderboards, public API, keyless · Clutch, defined (FanGraphs Library, Tom Tango's formula).

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