100 tiles. Counted on purpose.
Every number in this game was tested before it went on a tile. Here is the whole bag, and why it looks the way it does.
60 number tiles
More small numbers than big ones, because small numbers do most of the work in everyday math.
40 math tiles
Every equation needs an equals tile, so there are 18 of them.
Almost every hand plays.
We wrote a simulator and dealt 20,000 random hands at every player count, then checked whether each one could build an equation right away.
2 or 3 players
Share of 18-tile hands that can build an equation straight off the deal.
4 players
14-tile hands. After one swap that climbs to 95.6%.
5 players
12-tile hands. After one swap that climbs to 91.9%.
The swap
Most stuck hands are just missing an equals tile. Throw one back, draw two, keep going.
What we left out
- No parentheses. 2 + 3 × 4 is plenty to argue about.
- No decimals. Whole numbers only.
- No wild tiles. Every tile is exactly what it says.
Why hands shrink with more players
Five players taking 18 tiles each would pull 90 of the 100 tiles before anyone made a move. Smaller hands keep at least 40 tiles in the middle, so there is always something to draw when you get stuck or someone calls “Numeros!”
| Players | Tiles each | Left in the bag |
|---|---|---|
| 2 | 18 | 64 |
| 3 | 18 | 46 |
| 4 | 14 | 44 |
| 5 | 12 | 40 |