We have catalogued 9 versions of Ilia Topuria's #6-A autograph in Topps UFC Freedom 250, the product built around the White House card. 3 have a photo of the actual copy.
It is Ilia Topuria's signed card in Topps UFC Freedom 250, #6-A. The official Topps checklist has 22 signers out of the product's 30 fighters, from Conor McGregor and Georges St-Pierre to Jon Jones; Ilia Topuria is the sixth.
Signature type: the official odds sheet calls this set “STICKER AUTOGRAPHS”, meaning signatures on a sticker, not on the card itself.
Design: a full-bleed action photo of Ilia Topuria with the blue-ink signature over the image and, on the right, a vertical strip with stars, his name and “Topps Certified Autograph Issue”; the outer border has red and white stripes.
The product: Topps UFC Freedom 250
Topps UFC Freedom 250 celebrates UFC Freedom 250, the 14 June 2026 card on the White House South Lawn headlined by Ilia Topuria against Justin Gaethje, per Checklist Insider (secondary source). Its base set has 30 fighters; Ilia Topuria is #6 throughout the product, per the official Topps checklist.
Configuration: a single 5-card pack per box, with one autograph or one relic per box, per Checklist Insider (secondary source). The official odds sheet gives odds per pack; with one pack per box, per pack is the same as per box (our reading).
Parallel ladder and official odds
Odds from the official sheet, per pack (= per box); print runs from Checklist Insider's checklist, a secondary source, matching the serial numbers on the catalogued copies:
Our list also includes a “Base /99” version that appears neither on the official sheet nor on Checklist Insider; we keep it flagged until we can confirm it.
Why we do not work out odds for Ilia Topuria
The sheet's odds are for the whole set, not one fighter. Topps warns on the same sheet that being on the checklist does not guarantee appearing in every parallel, and the order of the odds does not follow the print runs (Green /99 falls less often than Gold /50): a sign that not every signer is in every colour. Splitting them among 22 would be making it up.