2024-25 Panini National Treasures - Franchise Treasures
32 card franchise treasures subset from 2024-25 Panini National Treasures (Basketball). Parallels: Prime, Super Prime.
| # | Player | Team | Notes |
|---|---|---|---|
| 1 | Jayson Tatum | Boston Celtics | numbered /99 |
| 4 | LeBron James | Los Angeles Lakers | numbered /99 |
| 5 | Tyler Herro | Miami Heat | numbered /99 |
| 6 | Scoot Henderson | Portland Trail Blazers | numbered /99 |
| 7 | Victor Wembanyama | San Antonio Spurs | numbered /99 |
| 8 | Scottie Barnes | Toronto Raptors | numbered /99 |
| 9 | Cameron Thomas | Brooklyn Nets | numbered /99 |
| 11 | Kevin Durant | Phoenix Suns | numbered /99 |
| 12 | Jalen Williams | Oklahoma City Thunder | numbered /99 |
| 13 | Zach LaVine | Chicago Bulls | numbered /99 |
| 14 | Jordan Poole | Washington Wizards | numbered /99 |
| 15 | Jaren Jackson Jr. | Memphis Grizzlies | numbered /99 |
| 16 | Jalen Green | Houston Rockets | numbered /99 |
| 17 | Gradey Dick | Toronto Raptors | numbered /99 |
| 18 | Payton Pritchard | Boston Celtics | numbered /99 |
| 19 | Jalen Johnson | Atlanta Hawks | numbered /99 |
| 23 | Tyrese Haliburton | Indiana Pacers | numbered /99 |
| 24 | James Harden | Los Angeles Clippers | numbered /99 |
| 26 | Keyonte George | Utah Jazz | numbered /99 |
| 27 | Devin Vassell | San Antonio Spurs | numbered /99 |
| 28 | Jaime Jaquez Jr. | Miami Heat | numbered /99 |
| 29 | Josh Giddey | Chicago Bulls | numbered /99 |
| 30 | Christian Braun | Denver Nuggets | numbered /99 |
| 31 | Giannis Antetokounmpo | Milwaukee Bucks | numbered /99 |
| 32 | Kyrie Irving | Dallas Mavericks | numbered /99 |
| 34 | Julius Randle | Minnesota Timberwolves | numbered /99 |
| 35 | Cameron Johnson | Brooklyn Nets | numbered /99 |
| 36 | Michael Porter Jr. | Denver Nuggets | numbered /99 |
| 37 | Jordan Clarkson | Utah Jazz | numbered /99 |
| 38 | Domantas Sabonis | Sacramento Kings | numbered /99 |
| 39 | Franz Wagner | Orlando Magic | numbered /99 |
| 40 | Donte DiVincenzo | Minnesota Timberwolves | numbered /99 |
Parallels in this subset
- Prime
- Super Prime/1