2010 Bowman Case Print Run

[masonphillip]

Some more Jumbo math:

1/214000 + 1/15300 + 1/1525 + 1/520 = 1/377

Odds on pulling ANY Strasburg autograph, or approximately one for every 4 cases of Jumbos.



David

Its still a long shot, however, for the buy-in price it is hard to come up with another set of cases that would yield a card of that magnitude every 4 cases.

 

[smapdi]

Ok, now that we have odds for the Strasburg Red 1/1, that makes it easier.
The Strasburg Red 1/1 Jumbo Odds are 1:214,000, which means jumbo case run is 2,229.

Since this has apparently been pulled, the odds of finding it are zero, so there are zero jumbo cases.

 

[masonphillip]

Ok, now that we have odds for the Strasburg Red 1/1, that makes it easier.
The Strasburg Red 1/1 Jumbo Odds are 1:214,000, which means jumbo case run is 2,229.

Since this has apparently been pulled, the odds of finding it are zero, so there are zero jumbo cases.

Nice math! But we are looking at cases in total

 

[Jaypers]

Ok, now that we have odds for the Strasburg Red 1/1, that makes it easier.
The Strasburg Red 1/1 Jumbo Odds are 1:214,000, which means jumbo case run is 2,229.

Since this has apparently been pulled, the odds of finding it are zero, so there are zero jumbo cases.

No, the NON-auto Red 1/1 was pulled.

 

[ChasHawk]

Ok, now that we have odds for the Strasburg Red 1/1, that makes it easier.
The Strasburg Red 1/1 Jumbo Odds are 1:214,000, which means jumbo case run is 2,229.

Since this has apparently been pulled, the odds of finding it are zero, so there are zero jumbo cases.

No, the NON-auto Red 1/1 was pulled.

Right, but wouldn't the odds be the same for all 3 of the Strasburg 1/1s from an individual standpoint?

Or any specific 1/1 for that matter?