I've only got 2 gold base cards to go before I've completed the 1996 Finest base set.
Warning - extremely image heavy! This is the largest base set Finest ever put out.
Set sizes for the Finest brand run:
1992 - 42 (distributed as a complete preview set)
1994 - 220
1995 - 275
1996 - 359
1997 - 350
1998 - 270
1999 - 175
2000 - 205
2001 - 140
2002 - 136
2003 - 150
2004 - 134
2005 - 184
2006 - 186
2007 - 150
2008 - 151
2009 - 124
2010 - 125
2011 - 125
2012 - 150
2013 - 150
2014 - 150
2015 - 150
Also added some nifty
oddball items:
Here's a marketing brochure that came from a sales packet sent out to dealers back in 1996. It's weird stuff like this I get a major kick out of!
The claim of "fewer" than 150 rare Refractors for each player is interesting. Let's get mathy!!!!
Facts:
There are 25 "rare" non-parallel cards in the set.
Any one player's rare Refractor card has no more than 150 and possibly fewer.
A Refractor rare card comes in 1:288 packs.
24 packs to a box.
6 boxes to a case.
This means there are 25*150 = 3,750 total possible rare Refractors.
Thus: 1/288 = 3750/X. Solve for X.
Using some good old fashioned cross multiply and divide we get 1,080,000.
So, if 1 rare refractor is found in 288 packs, then to find 3,750 rare refractors we would have to open 1,080,000 packs.
1,080,000 / 24 = 45,000 boxes
45,000 / 6 = 7,500 cases
There's an order form that I have too where a dealer purchased 1 case for $415. That means if Topps sold out of all their cases, they stood to gross $3,112,500 for their Finest series 1 product. Who knows what production costs are but if one was to assume a net margin of 10%, that's over $300k in profit.
Wasn't that fun? Tune in next week when I use this to determine what the serial numbers would be of all refractors, gold, silver, and bronze cards.