| ebay.co.uk | n=2 | £1.70 | +44% |
| ebay.de | n=4 | £1.39 | +18% |
| ebay.es | n=11 | £1.33 | +12% |
| ebay.com | n=21 | £1.18 | — |
How is this value calculated?
| Evidence path | Sales | Age | Value vᵢ | Weight gᵢ |
|---|---|---|---|---|
| eigene rohe NM-Verkäufe | 24 | 2 mo | £1.46 | 195.92 |
Measured error for this era×language (backtest): ±16 %
| Evidence path | Sales | Age | Value vᵢ | Weight gᵢ |
|---|---|---|---|---|
| en roh NM × 0.7727 (Sprach-Faktor aus 5 Karten) | 24 | 2 mo | £1.13 | 8.72 |
Cap: 2× no buyer from £0.85 € → clamped to £0.85 × 0.95 = £0.81 € (ladder said £1.13 €).
Measured error for this era×language (backtest): ±19 %
No PSA numbers for this print yet — in any language.
#066 · C
#7 · U
#SWSH122
#280 · SEC
#30 · U
#47 · U
#33 · U
#77 · U
#TG03 · RH
#34 · U
#27 · U
#34 · U
#48 · U
#56 · CFrequently asked questions
Is it worth grading Flaaffy Scarlet & Violet 067/198?
A PSA 10 currently sells for about £88.88, raw the card sits at £1.46 — 60,8× as much. Mathematically, submitting returns £88.88 on average, before fees and shipping. Rule of thumb: submit when the value at a realistic grade is at least double the raw value — which is the case here. Centering decides it: an off-centre card will not get a 10.
What will I get for Flaaffy Scarlet & Violet 067/198 if I want to sell quickly?
Half of all sales fell between £1.11 and £1.51, with a median of £1.31. 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 Flaaffy Scarlet & Violet 067/198 unrealistic?
The cheapest genuine sales were around £0.78. Offers well below £0.47 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.