PSA
8
2002 / Pokémon / Neo Destiny
Dark Tyranitar#11
1st Edition
PSA
8
2002 / Pokémon / Neo Destiny
2002 Pokémon Neo Destiny Dark Tyranitar #11 1st Edition PSA 8
1st Edition
▣Population report
DistributionTap to filter
❖Market insights
Price by grade
2002 Pokémon Neo Destiny Dark Tyranitar #11 1st Edition: estimated value, latest sale and graded population at each grade, in US dollars, as of .
PSA prices by grade
| Grade | Estimate | Last sale | Population |
|---|---|---|---|
| PSA 10 | $22,712 | $21,758 on | 55 |
| PSA 9 | $3,103 | $3,120 on | 233 |
| PSA 8 | $1,113 | $1,102 on | 204 |
| PSA 7 | $835 | $850 on | 104 |
| PSA 6 | $451 | $450 on | 78 |
| PSA 5 | n/a | $405 on | 32 |
| PSA 2 | $345 | $345 on | 3 |
CGC prices by grade
| Grade | Estimate | Last sale | Population |
|---|---|---|---|
| CGC 10 | n/a | $3,000 on | 15 |
| CGC 9.5 | n/a | $1,530 on | 4 |
| CGC 9 | $1,440 | $1,456 on | 27 |
| CGC 8.5 | $1,000 | $1,000 on | 35 |
| CGC 7.5 | $797 | $850 on | 20 |
| CGC 5.5 | $385 | $385 on | 3 |
BGS prices by grade
| Grade | Estimate | Last sale | Population |
|---|---|---|---|
| BGS 9 | n/a | $1,400 on | 15 |
| BGS 8.5 | n/a | $630 on | 21 |
8%reach PSA 10
10%reach CGC 10
✦Catalog entry№ 57978
Reference
PSA 8
Brand
Pokémon
Character
Dark Tyranitar
Year
2002
Set
Neo DestinyCard №
11
Variety
1st Edition
Language
English
✦About this card114 recorded sales
A $33,600 record sale
2002 Pokémon Neo Destiny Dark Tyranitar #11 1st Edition
- PSA 10 estimate
- $22,712
- Latest PSA 10 sale
- $21,758
- 6 Nov 2026
- PSA 10 population
- 55
- of 729 PSA graded (7.5%)
The 2002 Pokémon Neo Destiny Dark Tyranitar #11 1st Edition has an estimated PSA 10 value of $22,712 on Assetra. Its latest recorded PSA 10 sale was $21,758 on 6 Nov 2026, following $24,728 in October 2026.
Assetra tracks 114 recorded sales; the 100 most recent, 21 of them PSA 10, range from $345 to $33,600.
PSA population: 729 graded copies, 55 PSA 10 (7.5%). CGC and BGS: a further 203.
Based on 114 recorded sales through . Past sales do not guarantee current value. How Assetra builds these numbers
