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Noctowl #64, 1st Edition, Mysterious Mountains

Japanese edition

  • Card number: #64/88
  • Rarity: Uncommon
  • Finish: Non-Holo

A PSA 9 Noctowl #64 1st Edition from Mysterious Mountains has a TCGBerg fair value of $75 as of Nov 15, 2026. TCGBerg has recorded 5 PSA 9 sales of this card, the latest on Oct 22, 2026. PSA has graded 16 copies at PSA 9.

TCGBerg fair valuePSA 9
As of Nov 15, 2026
$75up 38.6%30-day change

TCGBerg Algorithm (estimated from recorded sales).

Fair value3 months
Last sale$99Oct 22, 202631.4% above fair
5-sale avg$63Dec 15Oct 22
Population · PSA 9
16
Market cap
$1.2K
Volatility
7.7%
YTD
↑ 162.1%
Sales evidence
Moderate

TCGBerg fair value · PSA 9

$75

30D38.6%YTD162.1%
Sales evidenceModerate
Market cap
$1.2K
fair value x population
Population
16
graded copies
Last sale
$99
+31.4% vs fair
5-sale avg
$63
recent sales
Grading

Price history

Open terminalPro

Weekly fair value for PSA 9.

What the evidence says

The last PSA 9 sale, $99 on Oct 22, 2026, sits 31.4% above the $75 fair value. The value weighs 5 PSA 9 sales from the past year, not the latest one alone. Its confidence band runs from $64 to $86. A PSA 10 ($324) is worth 4.3 times a PSA 9 ($75). Over the past 30 days the PSA 9 value has risen 38.6%.

TCGBerg fair value by grade

Value at each grade and ungraded condition. Log scale. Tap a row to switch the whole page.

Behind the scenes

What goes into this price, and how much we know.

Recent sales

9 tracked

Each sale against the grade's fair value on the day it sold.

  • $349
    Nov 10, 2026 · via eBay
    PSA10above fair value by 7.6%
  • $99
    Oct 22, 2026 · via eBay
    PSA9above fair value by 29.4%
  • $86
    Oct 14, 2026 · via eBay
    PSA9above fair value by 26.7%
  • $46
    Sep 27, 2026 · via eBay
    PSA9below fair value by 7.4%
  • $360
    Sep 23, 2026 · via eBay
    PSA10above fair value by 37.2%

4 more sales with Pro

Up to 20 recent sales, each with its venue and its gap to fair value.

All grades matrix

Every grade we track for this printing.

  • PSA10$324
    1d 0.5%7d 0.4%30d 14.3%
    Pop
    17
    Mcap
    $5.5K
    Evidence
    Moderate
    Last
    $349
  • PSA9$75
    1d 0.8%7d 1.3%30d 38.6%
    Pop
    16
    Mcap
    $1.2K
    Evidence
    Moderate
    Last
    $99
  • PSA8$47
    1d 0.3%7d 0.3%30d 13.9%
    Pop
    9
    Mcap
    $426
    Evidence
    Sparse
    Last
    $46
Listings
PSA10$32417$5.5Kup 0.4%up 14.3%up 99.3%Moderate$3495d ago
PSA9$7516$1.2Kup 1.3%up 38.6%up 46.7%Moderate$993w ago
PSA8$479$426down 0.3%up 13.9%up 24.5%Sparse$465mo ago
PSA7$240-down 26.0%down 27.4%down 18.5%Sparse-
PSA6$140-down 38.0%down 42.8%down 37.7%Sparse-

PSA population report

42 graded copies of Noctowl 1st Edition across 3 grades.

PSA 10
17 · 40%
PSA 9
16 · 38%
PSA 8
9 · 21%

PSA 9 makes up 38% of graded copies: 16 of 42. PSA 10 is the most common grade (40%).

Analysis

Noctowl - 1st Edition Normal at PSA 10 carries a TCGBerg fair value of $324 as of 2026-11-14. We track a TCGBerg fair value across 5 grades from Mysterious Mountains, from PSA 6 up to PSA 10. A graded population of 17 copies sits behind the PSA 10 grade. The PSA 10 valuation rests on moderate sales evidence. Over the past 30 days, the PSA 10 TCGBerg fair value has risen 14.3%.

PSA 9 - frequently asked

How much is a PSA 9 Noctowl - 1st Edition Normal from Mysterious Mountains worth?
$75 as of 2026-11-14, the model-derived TCGBerg fair value for a PSA 9 Noctowl - 1st Edition Normal from Mysterious Mountains. It rests on moderate sales evidence. This estimate is not a guaranteed sale price.
What is the graded population of a PSA 9 Noctowl - 1st Edition Normal from Mysterious Mountains?
16 copies have been graded at PSA 9, the recorded graded population, not the number of copies printed.
How has the PSA 9 Noctowl - 1st Edition Normal from Mysterious Mountains price moved recently?
Its TCGBerg fair value has risen 38.6% over the past 30 days.
What did a PSA 9 Noctowl - 1st Edition Normal from Mysterious Mountains last sell for?
The most recent recorded sale was $99 on 2026-10-22. This recorded sale is separate from the model-derived fair value.