Browse by team or search a player, card number, or set. Use Autos and SSPs to narrow the checklist.
The Clemson Tigers have 1 unique cards in 2015 Clear Vision Football across 1 player. Sammy Watkins leads the team with 1 cards. The Tigers checklist includes cards from 3 distinct card sets.
The 2015 Clear Vision Clemson Tigers checklist tracked on Savvy Collecting spans 1 unique cards (parallels collapsed) and 1 players. Below you'll find every Clemson Tigers player, their rookie cards, autographs, and short prints (SSPs) — plus the complete card-by-card checklist for the team.
The most-collected Clemson Tigers players in this product are Sammy Watkins. Open any player to see their full card list, or use the player comparison tool to weigh two Clemson Tigers players side by side.
Search within this product. Search across all products →
Choose a team or school to browse its cards. All Cards groups cards by family. Counts show unique card identities with parallels collapsed; shared cards count once in product totals.
1 unique cards · 3 appearances including parallels Team page →
Card research
For this set or parallel, not a specific player.
| Box format | Odds |
|---|
As an eBay Partner, Savvy Collecting may be compensated if you make a purchase through these links.
Possible matches. Check the card, parallel and condition. Asking prices are not sold values.
Filter this team to SSPs to surface its short prints and case hits.
The full card-by-card Clemson Tigers checklist for 2015 Clear Vision is listed above — every player, set, parallel, and short print. Switch to All Cards for a flat, filterable list.
View Clemson Tigers checklist ↑ Compare Clemson Tigers players →Savvy Collecting tracks 1 unique Clemson Tigers cards (parallels collapsed) across 1 players in the 2015 Clear Vision checklist, including base cards, inserts, parallels, short prints, and autographs.
Use the Compare Players tool to line up any two players side by side across products and years — checklist depth, autographs, and short prints — to judge break value.