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Question regarding the stated odds of the 2024 Topps Finest product that was just released.
There is an insert set called Oil Spill and the cards are not serial numbered but the listed odds of these cards are 1 in 790 packs. The black refractors are numbered to /10 and the listed odds are 1 in 341 packs. Is it safe to assume based on these two figures that there are only 4 "Oil Spill Refractors" for each player or is there an algorithm I am not considering?
There is an insert set called Oil Spill and the cards are not serial numbered but the listed odds of these cards are 1 in 790 packs. The black refractors are numbered to /10 and the listed odds are 1 in 341 packs. Is it safe to assume based on these two figures that there are only 4 "Oil Spill Refractors" for each player or is there an algorithm I am not considering?
Base Rare Black Refractor | 1 in 341 Packs |
Base Rare Blue Checkerboard Refractor | 1 in 70 Packs |
Base Rare Blue Refractor | 1 in 35 Packs |
Base Rare Checkerboard Refractor | 1 in 12 Packs |
Base Rare Gold Refractor | 1 in 171 Packs |
Base Rare Green Refractor | 1 in 137 Packs |
Base Rare Oil Spill Refractor | 1 in 790 Packs |