Adam Dunn is the prototypical Three True Outcomes hitter, someone who earns his keep by getting on base and jacking home runs. His fielding makes Pat Burrell-relegated to DH duty-resemble a *Fielding Bible* award-winner, and while he may have swiped 19 bags in the 2002 season, few, if any, regard Dunn as a baserunning asset these days. Dunn gets paid to rake, and his astute yard work has resulted in 40 or more home runs in each of the last five seasons. It may initially sound odd, but only five players who debuted in or after the 1954 season have been able to accomplish the same feat: Dunn, Ken Griffey Jr., Alex Rodriguez, Sammy Sosa, and Barry Bonds. That’s four of the greatest home-run hitters of all time, and Dunn, a guy lampooned for the non-hitting aspects of his game to the point that one might think he starred in *Dorf Goes Fielding*. Sosa and Rodriguez extended their feats all the way into a sixth season. The table below shows pertinent home run data for the group:

Player Years HRs Average StDevAdam Dunn 2004-08 206 41.2 2.40 Ken Griffey Jr 1996-00 249 49.8 5.95 Alex Rodriguez 1999-03 239 47.8 6.05 Alex Rodriguez 1998-02 234 46.8 6.49 Sammy Sosa 1998-02 292 58.4 7.34 Sammy Sosa 1999-03 266 53.2 9.11 Barry Bonds 2000-04 258 51.6 10.80

Beyond their homer totals and the per-season average, that final column displays the standard deviations of home runs throughout these five-year spans. Standard deviations measure data dispersion, essentially quantifying consistency in a data set. Lower standard deviations indicate that the data set boasted minimal range, hovering close to the mean. Dunn has run laps around his colleagues, meaning that not only has he launched an abundance of dingers over the last half-decade but the raw totals have come close to being replicated each year. In fact, they are identical for the most part. Dunn smashed 46 homers in the 2004 season, and has hit exactly 40 in each of the last four seasons. He has taken to a new level the scouting assessment of “having 40-homer power.”

How rare is this? Obviously it is incredibly rare for someone to produce so many home runs in a short span, but a standard deviation of zero reeks of rarity. Producing identical home-run season twins is not much of a relative feat, but the highest total for these perpetrating players belongs to the aforementioned Junior Griffey, who hit precisely 56 home runs in both 1997 and 1998. A few steps behind him in line stands Barry Bonds, whose 45 home runs in both 2003 and 2004 ranks second. Following these two greats are Alex Rodriguez at 42 dingers in 1998-99, and Jason Giambi‘s 41 long balls in 2002-03. In total, 279 identical-total seasonal pairs were returned involving at least ten home runs. When we move to triplets, the list of examples with at least ten jimmy-jacks is vastly reduced as just 18 seasonal triumvirates surfaced.

So, when viewing the table below, keep in mind that the repeating of players usually signifies that the stretch extended beyond a third season:

Player Years HR/YRAdam Dunn 2005-07 40 Adam Dunn 2006-08 40 Mike Schmidt 1975-77 38 Dale Murphy 1982-84 36 Ken Boyer 1961-63 24 Ken Boyer 1962-64 24 Fred Lynn 1984-86 23 Fred Lynn 1985-87 23 Lloyd Moseby 1983-85 18

Moving on to quadruplets of seasons with identical homer tallies, our list grows even smaller, with just Dunn, Boyer, and Lynn doing so while surpassing the ten-homer plateau. The next-closest total was a meager five home runs per season off the bat of pinch-hitter extraordinaire John Vander Wal (1993-96). Of all the players who made their major league debut in or after 1954, only Dunn, Boyer, and Lynn have produced a home-run standard deviation of zero over a four-year stretch while hitting a noteworthy number of bombs.

Posting identical raw tallies is incredibly difficult, though, so what happens when we adjust our methodology to investigate the lowest standard deviations across five-year spans? To start, I extracted the sum, average, and standard deviation for every five-year span for every player since 1954; for instance, Hank Aaron from 1956-60, 1957-61, 1958-62, and so forth, repeated for each player. Those with fewer than 50 home runs in the span were deleted. (Sorry, but I do not consider **Rey OrdoĆ±ez**‘s low standard deviation with one or fewer home runs in five straight years to be interesting in any way, shape, or form.) Plus, most of us are going to be curious about the lowest deviations amongst high-summed stretches, instead of those akin to Eddie Taubensee‘s bouncing around eight to 12 home runs between 1994 and 1998.

Intriguingly, Adam Dunn’s 2004-08 standard deviation of 2.40 sat fairly distant from the top of the heap. The leaderboard was heavily comprised of player repeats with overlapping spans, so for the sake of producing a table with more than three recycled names I took the lowest deviation for each of the overlaps. Below are the sub-2.00 standard deviation spans amongst those with an average equal to, or greater than, 20 home runs per season:

Player Years Average StDevFred Lynn 1983-87 22.8 0.40 Cal Ripken Jr. 1983-87 26.4 0.80 Paul O'Neill 1993-97 20.6 1.02 Reggie Smith 1972-76 20.4 1.74 Lee Stevens 1997-01 22.4 1.85 Kirk Gibson 1984-88 26.6 1.85 Edgar Martinez 1995-99 27.2 1.94 Jose Valentin 2000-04 27.2 1.94

In some ways, Lynn was a model of consistency throughout his career, putting up home-run totals between 1982 and 1988 of 21, 22, 23, 23, 23, 23, and 25. In at least one way, he would have been a projection system’s dream. In contrast, here are the lowest standard deviations for those with an average of 30+ home runs per season:

Player Years Average StDevFrank Thomas 1993-97 38.8 2.14 Carlos Lee 2003-07 32.6 2.24 Ron Santo 1964-68 30.0 2.28 Mike Schmidt 1982-86 36.2 2.32 Billy Williams 1964-68 30.8 2.32 Adam Dunn 2004-08 41.2 2.40

Thomas mashed 41, 38, 40, 40, and 35 home runs in his good run, barely edging out the 31, 31, 32, 37, 32 of Carlos Lee. Lee got a bit selfish in the 2006 season and hurt his consistency level in the process.

If the average filter is again raised to 40 home runs per season, only two stretches resulted in a standard deviation below 3.00: Dunn’s 2.40 from 2004-08, and Rafael Palmeiro‘s 2.99 from 1998-2002. Making matters even more comical is the fact that Dunn currently has 22 home runs to his name, essentially right on pace for 40 or 41 by the end of the year, meaning that Dunn could very well put up a fifth consecutive season of exactly 40 home runs. Only three players since 1954 have accomplished such a feat, and they-Nellie Fox (1959-63), Dave Hansen (2001-05) and Ed Romero (1980-84)-maxed out at two home runs per season. Adam Dunn may experience fluctuations in a few other areas, but if you want precision, betting on 40 home runs in a season from him is a pretty solid move.