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Record

A test of whether two separate estimates of 2025 Pokémon card sales in North America and Europe agree; they overlap at about $2.05–2.59bn at US list prices

$2.05–3.87bn 2025 shelf vs year to March 2026 print

EstimateA model cross-check on stacked estimates; it narrows the range but stays weak.

How it’s built

  1. Method one, from retail tracking and country data: $2.05–3.87bn. Method two, from cards printed outside Japan: $1.41–2.59bn.
  2. For the methods to agree, Western share × price premium must be at least 0.87. That caps the non-Western share of ex-Japan value at about one third.
  3. Hence a conditional floor for ex-Japan retail value of $2.4–3.1bn, or roughly ¥169–218bn to the publisher.

What we assumed

  • The true figure lies where the two methods overlap.Each method has its own assumptions; agreement is evidence, not proof.
  • The publisher keeps 47% of the list price.A central value; the real share is not published, and a different share moves the yen floor in proportion.
  • An exchange rate of about ¥150 per dollar.The 2025 average from Federal Reserve data.
  • Print outside Japan is about 5.2bn cards.Derived from rounded company totals; at 6.24bn cards the publisher's ex-Japan take would start from about ¥197bn rather than ¥165bn.

Sanity check

Both methods share some inputs, such as the US booster list price, so their agreement is less independent than it looks.

Where it comes from

Our calculation from other figures in the trainer’s notes:

Show the working
  • Method1 NA EU: $2.05–3.87bn
  • Method2 NA EU point: $1.41–2.59bn
  • Overlap: $2.05–2.59bn
  • Method2 needs w times m at least: 0.87
  • Nonwest value share q max at P10 J4.78 m1.3: 0.33
  1. Method 1 = NA 1.41-2.38 + Europe 0.64-1.49 = 2.05-3.87
  2. Method 2 = 1.41-2.59
  3. Overlap 2.05-2.59
  4. Need 5.22 x 0.449 x w x m >= 2.045 -> w x m >= 0.872 …
  5. 1.25 at w 0.70
  6. w >= 0.67 at m 1.3). q max = 1 - 2.045/(5.22 x 0.449 x 1.3) = 0.33
  7. Ex-J MSRP >=

Where it’s used

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