1986-87 Fleer Basketball Almost Complete Set
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Basketball Card Complete Sets (132 available)1986 Fleer Almost Complete Sets (12 available)
2 Available Sets
NM - 7
$18,010
$14,408
Set breakdown by grade:
| Number of Cards in Set | 125 | ||
| Average Grade - Weighted by Value | 7.05 - NM | ||
| Average Grade - Unweighted | 7.18 - NM | ||
| Grade Breakdown | |||
| 8 - NM/MT | 35 | ||
| PSA 7 - NM | 1 | ||
| 7 - NM | 78 | ||
| PSA 6 - EX/MT | 1 | ||
| 6 - EX/MT | 9 | ||
| PSA 5 - EX | 1 | ||
| Price If Purchased Separately | $21,193.75 | ||
Purchased separately the cards in this set have a break-up value of $21,193.75.
This almost complete set contains 125 cards out of the possible 132 cards. This is not a complete set.This set does not include the following cards: #9 Larry Bird, #31 Julius Erving, #68 Karl Malone, #77 Chris Mullin, #78 Larry Nance, #112 Sedale Threatt, #120 Spud Webb
Dean's Cards offers a 100% Money Back Satisfaction Guarantee on all purchases. Just contact us within 10 days of the purchase date and we will refund your money or, when possible, replace the cards.
This almost complete set contains 125 cards out of the possible 132 cards. This is not a complete set.
EX/MT+ - 6.5
$12,870
$10,296
Set breakdown by grade:
| Number of Cards in Set | 92 | ||
| Average Grade - Weighted by Value | 5.49 - EX+ | ||
| Average Grade - Unweighted | 6.60 - EX/MT+ | ||
| Grade Breakdown | |||
| 7 - NM | 62 | ||
| PSA 6 - EX/MT | 1 | ||
| 6 - EX/MT | 23 | ||
| PSA 5 - EX | 2 | ||
| 5 - EX | 3 | ||
| 4 - VG/EX | 1 | ||
| Price If Purchased Separately | $15,138.00 | ||
Purchased separately the cards in this set have a break-up value of $15,138.00.
This almost complete set contains 92 cards out of the possible 132 cards. This is not a complete set.Dean's Cards offers a 100% Money Back Satisfaction Guarantee on all purchases. Just contact us within 10 days of the purchase date and we will refund your money or, when possible, replace the cards.
This almost complete set contains 92 cards out of the possible 132 cards. This is not a complete set.
