K3 Odds Explained: Why a Total of 3 Pays 207×
By BDG Game Desk, Game operations team · Updated 6 October 2026 · 2 min read
K3 rolls three six-sided dice. There are 216 equally likely combinations, and the payout on every bet follows directly from how many of those 216 produce it. Once you see the counts, the odds table stops looking arbitrary. You can watch live rolls on our K3 page.
Totals and their combinations
| Total | Ways to roll it | Pays | Return |
|---|---|---|---|
| 3 or 18 | 1 | 207.36× | 96% |
| 4 or 17 | 3 | 69.12× | 96% |
| 5 or 16 | 6 | 34.56× | 96% |
| 6 or 15 | 10 | 20.74× | 96% |
| 7 or 14 | 15 | 13.83× | 96% |
| 8 or 13 | 21 | 9.88× | 96.1% |
| 9 or 12 | 25 | 8.3× | 96.1% |
| 10 or 11 | 27 | 7.68× | 96% |
A total of 3 happens exactly one way, 1, 1, 1, out of 216 rolls. A fair payout would be 216×; the published 207.36× is that fair price less a 4% edge. Every row in the table follows the same rule, which is why the numbers look uneven.
Big, Small, Odd and Even
Big covers totals 11 to 18 and Small 3 to 10, so each side is exactly half of the 216 rolls, triples included. Both pay 1.92× rather than 2×: even money less the same 4% edge, a 96% return. Odd and Even work the same way on the total.
Some dice games, sic bo for example, make a triple lose both Big and Small. That rule takes 3 winning rolls away from each side, and at a 1.92× price it cuts the return to 93.3%, so it is worth checking which rule a platform uses before you play.
Combination bets
- Any pair, exactly two dice alike: 2.3×, on 90 of the 216 rolls.
- All different, three different faces: 1.73×, on 120 of 216.
- Any triple, all three alike: 34.56×, on 6 of 216.
- Specific triple, a named triple such as three sixes: 207.36×, on 1 of 216.
Which bet is best?
In expected value terms, none of them. Every K3 market returns between 95.8% and 96.1%. The difference is variance. Big and Small give you frequent small results; a specific triple gives you a long losing run punctuated by a large one. Pick the volatility you are comfortable with, not the payout that looks biggest.