katieneack
Member
Can anyone show off some 2000 Finest Gold Refractors. I have never seen a Larkin and would like to see what they look like. They were extremely tough odds if I remember correctly.
Disclaimer: Links on this page pointing to Amazon, eBay and other sites may include affiliate code. If you click them and make a purchase, we may earn a small commission.
Can anyone show off some 2000 Finest Gold Refractors. I have never seen a Larkin and would like to see what they look like. They were extremely tough odds if I remember correctly.
^ Yes, #7 is Biggios jersey number... Nice haul.
Can anyone show off some 2000 Finest Gold Refractors. I have never seen a Larkin and would like to see what they look like. They were extremely tough odds if I remember correctly.
They are awesome and I think because they oddly were not serial numbered like the 99s were, I think they were greatly overlooked. I have no idea how many exist of each, but I bet someone has figured it out at some point in time based on production. If you consider that they were seeded only 1:240 packs, and there are 287 cards in the set, those are some tough pulls.
I posted a thread on 2000 Finest Gold odds sometime earlier in the year but it was around when there was a glitch and a bunch of posts got deleted--anyways, i did a search on my thread and can't locate it. But here are my estimates, based on Beckett info. Note two caveats:
Beckett cites 287 cards (179 base, 40 rookie, 15 Features, 10 Counterparts, and 20 Gems), which leaves 23 cards unaccounted for. For my estimates below I assumed 202 base (179+23 missing cards).
Also, I used the odds for hobby/retail and not HTA (since I don't know the split)
Rookie cards: 40 total, each serial #d to 100, so there are 4,000 total rookie cards
Odds: 1:240 packs
Total packs: 960,000 (240 x 4,000)
Veteran odds: 1:240 packs
Estimated number of cards: 4,000 total cards, ~202 different veterans so ~20 cards of each
Features odds: 1:960 packs
Estimated number of cards: 1,000 total cards, ~15 different Features cards, so ~67 cards of each
Counterparts odds: 1:960 packs
Estimated number of cards: 1,000 total cards, ~10 different Counterpart cards, so ~67 cards of each
GEMS odds: 1,2880 packs
Estimated number of cards: 333 total cards, ~20 different Gems cards, so ~16 cards of each
I wouldn't be surprised if some of my math is wrong--but happy for others to pressure test these estimates.
oh, and I'm still looking for the Piazza #226 and Pedro #150, #267 and #277
Where do you get your estimates?
He figured out the total pack production by using the rookie cards, which are serial numbered and have stated odds. Knowing these 2 variables, simple multiplication will tell you that there are a total of 960,000 packs produced. Then you just use the odds to determine the rest. Since the veterans are 1:240 packs, there are a total of 4,000 of them (960,000/240). You also know that there are 202 veteran cards from the checklist, 4,000 total cards, divided by 202 players, tells you there are roughly 20 of each card. Do the same math for the rest of the subsets with stated odds.
Thanks. I overlooked that in his post.