Generala · the exact count
The odds of each play
We count all 7,776 possible rolls of five dice and follow each strategy to the end. No simulation: these are exact fractions.

Servida
| Play | Rolls of 7,776 | Chance | % |
|---|---|---|---|
| Generala | 6 | 1 in 1,296 | 0.08% |
| Four of a kind | 150 | 1 in 51.8 | 1.93% |
| Full house | 300 | 1 in 25.9 | 3.86% |
| Straight | 240 | 1 in 32.4 | 3.09% |
Straight 1-2-3-4-5 or 2-3-4-5-6, as in Ruibal's official rules.
If you go for it
- In 1 roll 1 in 1,296
- In 2 rolls 1 in 79.2
- In 3 rolls 1 in 21.7
Always keeping the dice of the number you rolled most.
How much you add up playing perfectly
On average151.7points
This is the average of a full score sheet with the best decision on every roll, not counting a servida generala. In the game against the computer, the hard level plays this way.