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A test of whether Asmodee's distribution margin can be worked out from its group gross margin

Asmodee year to year-end 2024-year to year-end 2026

EstimateOur arithmetic on filed figures. It rules a method out rather than measuring a margin.

What this is

A test of whether Asmodee's distribution margin can be worked out from its group gross margin: it cannot. Assuming fixed margins for distribution and for its own games gives a plausible answer for one pair of years (35% and 61%), an impossible one for another (−65%), and an inverted one for the third.

How it’s built

  1. Asmodee's gross margin was 41.1%, 44.7% and 42.5% in the years to March 2024–2026, while the share of sales from distributed partner products went from 64% to 63% to 72%.
  2. Each pair of years is solved for the two margins.
  3. Figures from Asmodee's published annual results.

What we assumed

  • Margins are constant across years.The method needs it; the results show it does not hold, because exchange rates, freight and royalties also moved the margin.

Sanity check

In the year to March 2025 the partner share fell while gross margin rose 3.6 points, which mix alone cannot explain. A defensible European distribution margin is 16–42%.

Where it comes from

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

Show the working
  • Gross margin series: 0.411, 0.447, 0.425
  • Partner share series: 0.644, 0.632, 0.719
  • Card game share series: 0.471, 0.509, 0.606
  • Incremental gross margin year to year-end 2024 to year to year-end 2025: 1.02
  • Sensitivity per 1pt non mix drift year to year-end 2026: 0.31 to 0.394
  1. Python on,,, : GM = (1,287,664-758,040)/1,287,664 = 0.4113
  2. 0.4471
  3. 0.4246
  4. Partner share 0.6436 / 0.6316 / 0.7191

Where it’s used

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