Noctowl (Japanese)
Mysterious Mountains · 064/088 · Uncommon
Current Prices
Number
064/088
Rarity
Uncommon
Variant
1st_Edition
Market
US (TCGplayer)
Last Updated
Jun 9, 2026
What Is Noctowl (Japanese) Worth?
Noctowl (Japanese) (1st_Edition variant) is an Uncommon from Mysterious Mountains, card number 064/088. On PokeCardWorth we focus on one question — what is it actually worth — and at its current valuation, it sits in the budget range, so it is an accessible addition for most collectors.
Noctowl (Japanese) Value Breakdown
As of 2026, Noctowl (Japanese) (Mysterious Mountains, 064/088) is worth around $15.00 in Near Mint condition. Condition drives the price hard: a Near Mint copy is worth about $15.00, while a Lightly Played one drops to roughly $7.98. A PSA 10 (Gem Mint) example is valued near $107.50 — about 7.2x the raw price, which is the single biggest swing in this card's value. PSA 9 copies sit around $32.00.
Is It Worth Grading Noctowl (Japanese)?
Grading Noctowl (Japanese) can pay off concretely: the gap between its raw value ($15.00) and a PSA 10 ($107.50) is about $92.50 — a 7.2x uplift before grading fees. Other graded tiers we track: PSA 9 $32.00, PSA 8 $23.11. Only grade a budget card like this if it is flawless and you plan to hold long-term.
Detailed Price Breakdown
| Source | Condition / Grade | Average | Low | High | Sales |
|---|---|---|---|---|---|
| ebay | LIGHTLY PLAYED | $7.98 | $7.98 | $7.98 | 2 |
| ebay | NEAR MINT | $8.01 | $8.01 | $8.01 | 1 |
| ebay | PSA 10 | $107.50 | $107.50 | $107.50 | 2 |
| ebay | PSA 8 | $23.11 | $23.11 | $23.11 | 1 |
| ebay | PSA 9 | $32.00 | $32.00 | $32.00 | 4 |
| tcgplayer | NEAR MINT | $15.00 | $15.00 | $15.00 | 1 |
Is Noctowl (Japanese) a Good Buy?
Noctowl (Japanese) is an uncommon — steady set-filler value rather than an investment piece. Upside is modest; the main reason to hold is enjoyment and set-building. Whatever you decide, recheck Noctowl (Japanese)'s value on PokeCardWorth before buying or selling — the 2026 market shifts with set releases, nostalgia cycles, and demand.
