MLB · Stolen bases

MLB: Stolen Bases Leader

$650.1K Volume
28/09/2026 00:00
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Nasim Nuñez
$1.7K Volume
27%
Bobby Witt Jr.
$359 Volume
32%
Chandler Simpson
$587 Volume
12%
José Caballero
$119 Volume
9%
Jakob Marsee
$142 Volume
7%
Elly De La Cruz
$510 Volume
4%
Oneil Cruz
$423 Volume
5%
Jazz Chisholm Jr.
$149 Volume
3%
David Hamilton
$79 Volume
5%
Francisco Lindor
$59 Volume
5%
CJ Abrams
$190 Volume
5%
Trea Turner
$87 Volume
5%
Victor Scott II
$211 Volume
2%
Brenton Doyle
$89 Volume
5%
Pete Crow-Armstrong
$77 Volume
3%
Josh Naylor
$87 Volume
2%
Jake McCarthy
$287 Volume
5%
Geraldo Perdomo
$307 Volume
1%
Randy Arozarena
$64 Volume
5%
Gunnar Henderson
$57 Volume
1%
Brice Turang
$893 Volume
2%
Carson Benge
$57 Volume
2%
Luis Robert Jr.
$203 Volume
1%
Corbin Carroll
$173 Volume
1%
Fernando Tatis Jr.
$57 Volume
1%
José Ramírez
$1.2K Volume
6%
Juan Soto
$1.4K Volume
1%
Nico Hoerner
$640.1K Volume
1%
Trevor Story
$183 Volume
1%
Luisangel Acuña
$160 Volume
1%

This market will resolve according to the player who steals the most bases during the 2026 Major League Baseball regular season.

In the event of a tie, this market will resolve according to the official leader as determined by the rules of the MLB. If multiple leaders are announced then this market will resolve in favor of the player that records fewer caught stealings during the 2026 MLB regular season. If a tie still persists, this market will resolve to the player with the higher on base percentage during the 2026 MLB regular season. If a tie still persists, then this market will resolve in favor of the player that records more total bases during the 2026 MLB regular season. If a tie still persists, this market will resolve to the player whose listed last name comes first alphabetically.

If the 2026 MLB regular season is cancelled, postponed after October 15, 2026, 11:59 PM ET, or there is otherwise no official leader declared within that timeframe, this market will resolve to “Other”.

The resolution source for this market will be official information from MLB; however, a consensus of credible reporting may also be used.

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