Notes on the file
Written from the record above. Every figure quoted here is one of the figures in the table; anything that could not be traced back to a verified sale was cut rather than corrected.
What this card is
The 2000 Playoff Contenders #144 Tom Brady is an autographed rookie card widely regarded as one of the most significant cards in modern sports card history. It pairs an on-card signature with Brady's rookie season, and it has become a benchmark card for the hobby's grading and auction markets.
The set it came from
Playoff Contenders 2000 was a mid-range football release known for its autographed rookie subset, which included on-card signatures rather than stickers. The Brady card, numbered #144, is the key rookie autograph from this checklist and is frequently cited as the standard-bearer for early-2000s certified rookie autographs.
Why the grades diverge
Realized sales span ungraded, authenticated (PSA Authentic, BGS Authentic), and numerically graded copies from PSA, BGS, and SGC, ranging from low grades such as PSA 6 up to PSA 10 and SGC 10. Professionally graded copies exist across the full grading spectrum, and grade materially affects realized price.
What the record shows
Realized prices for this card span a wide range, reflecting grade variance and market timing. A BGS 9 sale of $70,150 in July 2026 shows continued high-end demand well after the card's initial release period.
- What is the 2000 Playoff Contenders #144 Tom Brady card?
- It is Tom Brady's autographed rookie card from the 2000 Playoff Contenders football set, featuring an on-card signature, numbered #144.
- Why is this card considered significant?
- It is one of Tom Brady's primary licensed rookie autograph cards, issued in his draft year, and is frequently referenced as a top modern football rookie card.
- What is the highest recorded sale for a graded example?
- A PSA 10 example sold for $168,000 on 2019-04-19, and an SGC 10 sold for $132,000 on 2022-11-19, per verified-comp archive data.
- Does grade significantly affect the card's value?
- Yes.