Special Lot of (3) Different CARL YASTRZEMSKI cards all in PSA 10 (Gem Mint) A

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Special Lot of (3) Different CARL YASTRZEMSKI cards all in PSA 10 (Gem Mint) A:
$41.96

Up for sale is thisLot of (3) \"SPECIAL\" PSA Graded Carl \'Yaz\' Yastrzemski Cards (Lot \'A\').
This lot includes the following (3) cards (all graded PSA 10) :
1983 Topps #550 Carl Yastrzemski 1981 Donruss #214 Carl Yastrzemski 1981 Fleer #221 Carl Yastrzemski
Note - this is the 1st of two lots of Carl Yastrzemski cards I am selling tonight...
COMBINED SHIPPINGDespite some rather “terrible” response to the contrary,we do combine shipping…However, there does appear to be some confusion over the way in which combined shipping is applied.Firstly, buyers cannot carry-over items from one week to the next in order to save on shipping charges. Combined shipping can only be applied to items that are won and paid for on the same day. We are too small a company to keep track of numerous unpaid items that run over from week to week.Secondly, at the close of sale,please wait for us to revise your invoice to reflect the combined shipping rate. Do not pay for your items until you receive the revised invoice which will show the combined shipping rate for all the items you won at sale.

Finally, the combined shipping rates…

Graded cards are HEAVY and shipping rates are based on weight.So, the first item won is shipped at the full shipping rate shown on each listing. Each additional “single” card is shipped for an additional 50 cents per card. This is fairly standard throughout the industry.If you win numerous “lots” of cards, the additional shipping is as follows: if you win a “lot” of two cards, the additional shipping for that “lot” would be $1 (50 cents x 2). If you win a “lot” of three cards the additional shipping for that lot would be $1.50 (50 cents x 3). If you win a “lot” of four cards, the additional shipping for that “lot” would be $2 (50 cents x 4).

Sorry to be so literal about the combined shipping rates, but the buyer that so graciously left me that “terrible” response obviously didn’t grasp this very simple formula…