Blue Background Joe Tinker E90-3 American Caramel Card Not a True Variation
A blue background variation of Joe Tinker’s E90-3 American Caramel card is almost certainly a print error instead of a true variation
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A Look at James Jeffries’ Two T218 Champions Cards
Hall of Fame boxer James Jeffries has two cards in the T218 Champions set — here’s an up close look at both, including pricing and rarity
Read moreConfirming a New Willie Keeler E90-1 American Caramel Variation
A fourth Willie Keeler E90-1 card has been discovered
Read moreFour Things Missing from the Iconic T205 Set
While nearly perfect, the T205 set is missing a few things
Read moreBreaking Down the Two Types of 1922 Neilson’s Chocolate Cards
Let’s take a look at the two different types of the popular Canadian candy cards
Read moreA Study of the Rarity of E90-1 American Caramel Variations
Which variations in the popular candy card set are the tougher ones to find?
Read moreA Closer Look at Ernie Lombardi’s Four 1938 Goudey Variations
The Hall of Fame catcher has twice as many cards as he should in the odd 1938 Goudey set The 1938 Goudey set has 48 basic cards but is only really credited with 24 different fronts. The first 24 cards in the set are merely repeated with cartoon sketches to create a ‘high-number’ series. But while other players in the
Read moreW554 Back Stamps Available but Scarce
Advertising variations of the rare W554 issue are tough to find
Read more1912 Cohen Weenen Gray Backs an Ultra Rare Variation
While three back types are typically reported for the rare boxing set, there are actually four
Read more1939-46 Salutation Exhibits Full of Variations
Variations in this WWII era Exhibit card set make for a challenging master set
Read moreUnchecklisted Error of Abe Goldstein Found in the W512 Strip Card Set
The boxing champion has a newly-discovered error in the popular strip card set
Read moreRare Fourth Type of T213 Coupon Cards is Under the Radar
While three is commonly cited as the number of T213 types, a fourth with an overprint actually exists
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