K3 looks like a guessing game, but it sits on clean, fixed maths. Once you’ve seen it, the payouts make sense — and so does why no ‘system’ can beat them.
216 possible rolls
Each die has 6 faces, so three dice give 6 × 6 × 6 = 216 equally likely outcomes. Totals near the middle can be made in many ways; extreme totals in very few.
Chance of every total
| Total | Ways · chance |
|---|---|
| 3 / 18 | 1 · 0.46% |
| 4 / 17 | 3 · 1.39% |
| 5 / 16 | 6 · 2.78% |
| 6 / 15 | 10 · 4.63% |
| 7 / 14 | 15 · 6.94% |
| 8 / 13 | 21 · 9.72% |
| 9 / 12 | 25 · 11.57% |
| 10 / 11 | 27 · 12.50% |
Pairs and triples
| Outcome | Chance |
|---|---|
| Any triple | 6 of 216 · 2.78% |
| Specific triple (e.g. 4-4-4) | 1 of 216 · 0.46% |
| All three different | 120 of 216 · 55.6% |
| Exactly one pair | 90 of 216 · 41.7% |
What it means at the table
- Big (11–18) and Small (3–10) each cover exactly 108 of 216 outcomes — 50%.
- A total of 3 pays a lot because it happens once in 216 rolls.
- Every payout already reflects these odds, minus the platform’s fee.
The ‘due number’ myth
If 10 hasn’t appeared for twenty rounds, it isn’t ‘due’. Dice have no memory: the chance of 10 on the next roll is still 27 in 216, exactly as before.
Using the table sensibly
- Know that Big/Small is a coin-flip-level bet.
- Treat exact totals and triples as long shots.
- Let the stake, not the bet type, control your risk.
Rules for K3 and 5D: 13L lottery. Home: 13L Game.
Ready to play 13L?
Try K3 knowing exactly what each bet means.
Frequently asked questions
How many K3 outcomes are there?
216 (6 × 6 × 6).
What’s the most likely total?
10 or 11, each 27 of 216 (12.5%).
What’s the chance of any triple?
6 of 216 — about 2.8%.
