Sports · 22 markets
MLB: NL Platinum Glove Winner
Vol total$1.2M
Vol 24h$403
Liquidity$15K
Resolves118d
Outcomes · most likely first
🇺🇸
Pete Crow-Armstrong
$9K vol·+1%·7d
85.3%
chance
Yes 85¢ · No 15¢
🇺🇸
Patrick Bailey
$865K vol·-0%·7d
0.8%
chance
Yes 1¢ · No 99¢
🇺🇸
Matt Olson
$283K vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Jared Triolo
$2K vol·+0%·7d
1.7%
chance
Yes 2¢ · No 98¢
🇺🇸
Christian Walker
$2K vol·-0%·7d
0.3%
chance
Yes 0¢ · No 100¢
🇲🇽
Gabriel Moreno
$1K vol
0.7%
chance
Yes 1¢ · No 99¢
🇺🇸
Nico Hoerner
$1K vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Matt Chapman
$1K vol·+1%·7d
0.7%
chance
Yes 1¢ · No 99¢
🇩🇴
Fernando Tatis Jr.
$1K vol
0.1%
chance
Yes 0¢ · No 100¢
🇻🇪
Javier Sanoja
$885 vol·-0%·7d
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Ke'Bryan Hayes
$879 vol·+0%·7d
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Masyn Winn
$875 vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Brenton Doyle
$790 vol
0.1%
chance
Yes 0¢ · No 100¢
🇻🇪
Ezequiel Tovar
$785 vol·-0%·7d
0.4%
chance
Yes 0¢ · No 100¢
🇰🇷
Ha-Seong Kim
$780 vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
JJ Wetherholt
$734 vol
0.4%
chance
Yes 0¢ · No 100¢
🇺🇸
Sal Frelick
$682 vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Dansby Swanson
$656 vol·-0%·7d
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Brice Turang
$584 vol·-0%·7d
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Ian Happ
$554 vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Max Muncy
$268 vol
0.1%
chance
Yes 0¢ · No 100¢
🇺🇸
Andy Pages
$262 vol
0.1%
chance
Yes 0¢ · No 100¢
Resolution rules
This market will resolve to the player who wins the 2026 National League Platinum Glove award for the 2026 MLB Season. In the event of a tie, this market will resolve according to the official winner as determined by MLB rules. If multiple winners are announced then this market will resolve to the player whose listed last name comes first alphabetically. If the 2026 MLB season is cancelled, postponed after December 31, 2026, 11:59 PM ET, or there is otherwise no winner declared within that timeframe, this market will resolve to “Other”. The resolution source for this market will be official information from Major League Baseball; however, a consensus of credible reporting may also be used.