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Dizzying Valley
Phantasmal Flames

Dizzying Valley

Phantasmal Flames · 088/94 ·Uncommon
Market price
£0.83
Price history · RAW
2026-04-09 · £0.11 £1.92 · 2026-07-16
Cross-market · RAW median per marketplace
Spread vs. cheapest market — before shipping/duty/fees
ebay.es n=11 £1.19 +183%
ebay.com n=5 £0.79 +88%
ebay.co.uk n=2 £0.42 —
Price per print
🇬🇧 Normal · EN n=18 £0.83
How is this value calculated?
Ladder estimate · English · ~£0.83 gruen
Evidence pathSalesAgeValue vᵢWeight gᵢ
eigene rohe NM-Verkäufe4 2 mo £0.8332.65
value = exp( Σ gᵢ·ln vᵢ ⁄ Σ gᵢ ) = £0.83 · Σ g = 32.65

Measured error for this era×language (backtest): ±16 %

Ladder estimate · Deutsch · ~£0.71 gruen
Evidence pathSalesAgeValue vᵢWeight gᵢ
en roh NM × 0.8586 (Sprach-Faktor aus 51 Karten)4 2 mo £0.712.92
value = exp( Σ gᵢ·ln vᵢ ⁄ Σ gᵢ ) = £0.71 · Σ g = 2.92

Measured error for this era×language (backtest): ±17 %

Ladder estimate · Français · ~£1.33 gruen
Evidence pathSalesAgeValue vᵢWeight gᵢ
en roh NM × 1.5945 (Sprach-Faktor aus 46 Karten)4 2 mo £1.332.79
value = exp( Σ gᵢ·ln vᵢ ⁄ Σ gᵢ ) = £1.33 · Σ g = 2.79

Measured error for this era×language (backtest): ±20 %

Ladder estimate · Italiano · ~£0.85 gruen
Evidence pathSalesAgeValue vᵢWeight gᵢ
en roh NM × 1.0255 (Sprach-Faktor aus 33 Karten)4 2 mo £0.852.62
value = exp( Σ gᵢ·ln vᵢ ⁄ Σ gᵢ ) = £0.85 · Σ g = 2.62

Measured error for this era×language (backtest): ±15 %

PSA Population

No PSA numbers for this print yet — in any language.

Recent sales · 19
2026-07-16 EN RAW NM Dizzying Valley 088/094 Uncommon Phantasmal Flames Pokemon N · eBay £0.73
2026-07-01 EN RAW NM Dizzying Valley 088/094 Uncommon Phantasmal Flames Pokemon N · eBay £0.99
2026-06-18 EN RAW UNKNOWN Dizzying Valley Uncommon ME02: Phantasmal Flames 088/094 cas · eBay £1.73
2026-06-16 EN RAW UNKNOWN Dizzying Valley - Carta poco común - Llamas fantasmales - Ju · eBay £0.98
2026-06-01 EN RAW UNKNOWN Pokemon TCG ME02: Phantasmal Flames Dizzying Valley 088/094 £0.72
2026-05-31 EN RAW UNKNOWN Holograma inverso Dizzying Valley poco común ME02: Phantasma £1.68
2026-05-29 EN RAW NM Dizzying Valley Uncommon ME02: Phantasmal Flames 088/094 NM £1.92
2026-05-27 EN RAW UNKNOWN Dizzying Valley - Holograma inverso - Llamas fantasmales - J £1.07
2026-05-17 EN RAW UNKNOWN Holograma inverso Dizzying Valley ME02: Phantasmal Flames 08 £1.15
2026-05-16 EN RAW NM Dizzying Valley PFL 088/094 Pokémon ME02: Phantasmal Flames £0.79
2026-05-15 EN RAW UNKNOWN Holograma inverso Dizzying Valley ME02: Phantasmal Flames 08 £1.15
2026-05-07 EN RAW UNKNOWN DIZZYING VALLEY 088/094 UNCOMMON PHANTASMAL FLAMES POKEMON £1.43
2026-05-04 EN RAW UNKNOWN DIZZYING VALLEY 088/094 LLAMAS FANTASMALES POKEMON (HOLO INV £1.20
2026-05-03 EN RAW UNKNOWN ME02: Phantasmal Flames #088/094 Dizzying Valley £0.11
2026-04-29 EN RAW UNKNOWN 088/094 DIZZYING VALLEY UNCOMMON PHANTASMAL FLAMES POKEMON C £0.97
2026-04-28 EN RAW UNKNOWN Pokemon Phantasmal Flames 088/094 Dizzying Valley Holograma £1.19
2026-04-21 EN RAW UNKNOWN 2025 Pokemon Phantasmal Flames Dizzying Valley Uncommon #088 £0.73
2026-04-10 EN RAW UNKNOWN Holofoil inverso (derecha) Dizzying Valley 088/094 ME02: Pha £1.33
2026-04-09 EN RAW UNKNOWN Pokemon Phantasmal Flames 088/094 Dizzying Valley £1.05
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FAQ

Frequently asked questions

What will I get for Dizzying Valley Phantasmal Flames 088/94 if I want to sell quickly?

Half of all sales fell between £0.79 and £1.33, with a median of £1.07. Selling fast lands you nearer the lower end; with patience, good photos and a complete title the upper end is achievable.

Below which price is an offer for Dizzying Valley Phantasmal Flames 088/94 unrealistic?

The cheapest genuine sales were around £0.73. Offers well below £0.44 are typically fakes, mislabelled cards or a different variant — ask for photos of all four borders and a close-up of the surface.

How does lastsold determine the market value?

lastsold uses only real sales — eBay plus auction houses like Goldin & Fanatics — recent sales count more (recency weighting), outliers and fakes are removed. It's not an estimate but actual sold prices, separated by condition, language and grading.