Bronzor
Prismatic Evolutions · #66 · Common
Market value
$1.25▲ 15.7%30d
PSA 10 price
$103.96(+8217%)
Thin market: only 36 PSA 10s exist, so this price can swing.
Price history
+12.6% since Oct 3, 2026
Oct 3, 2026Low $1.03 · High $1.25Nov 14, 2026
Series
Scarlet & Violet
Artist
Souichirou Gunjima
Release date
2025/01/17
Region
Sinnoh
Types
Metal
What grading does to this card
If it grades a PSA 10 (29%)
+$19.21
sells for $103.96
If it does not (71%)
−$61.17
PSA 9 and lower, on average
Grading pays off if more than 76% of copies hit a 10. This card: about 29%. All figures are net of the raw card, grading, shipping and selling fees.
How we weigh the odds
We weigh every outcome by how often PSA-graded copies of this card come back a 10, 9 or 8. The average over all outcomes is the last line below.
29% chance of PSA 10 × $103.96$29.84
53% chance of PSA 9 × $15.25$8.01
17% chance of PSA 8 × $1.25 (no PSA 8 price, counted as raw)$0.21
2% PSA 7 or lower × $1.13 (90% of raw)$0.02
Expected sale value$38.09
Selling fees (~13%)−$4.95
Raw card−$1.25
Grading (PSA Standard)−$59.99
Shipping both ways−$10.00
Average over all grades (-53%)−$38.10
▲ Volatile: the raw price moved +16% in the last 30 days. PSA Standard takes about 90–100 business days (roughly 4–5 months), so this pick is more sensitive to the price moving before the slab comes back.
Pop reports count submitted cards, and people mostly submit their best copies, so the real odds for a random raw card are likely a bit lower.
Buy Signal · Population report
Strong Buy28.3% of PSA-graded copies come back a 10
PSA population
127
Graded PSA 10
36
Gem Rate
28.3%
| Grade | PSA |
|---|---|
| 10 | 36 |
| 9 | 67 |
| 8.5 | 2 |
| 8 | 20 |
| 7 | 2 |
| 6 | 1 |
| 4 | 1 |
| Total | 127 |
Grade 10 value
What a Grade 10 sells for, by grading company.
PSALeads$103.96
Price ladder
Every condition and grade Scrydex tracks for this card.
Raw
NM$1.25
LP$1.05
MP$0.80
DM$0.76
Graded
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Live raw and graded eBay listings for this card.
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More versions of Bronzor
Every other printing of this character across sets.
