OK Win Lottery Odds: Pick-Number and 5D Games
This tool counts the exact chance of every match in a pick-numbers game or a five-digit round and prices a ticket from the prizes you type. We did not open OK Win’s Lottery group, so it opens on a made-up bet.
At the time of writing (8 October 2026), OK Win’s category row had a label called Lottery that we did not open, so we read no tile names in it and do not say it holds a five-digit round. A search such as “ok win lotto” can also end on a site that lists numbers under the name. The odds do not care which. They depend on the shape of the game, and the tool prices the shape you describe.
Which shape is on your screen?
- You choose some numbers from a list or grid. That is pick-numbers. Use the first mode: the pool, and how many numbers a ticket holds.
- Five boxes, each 0 to 9. That is a five-digit (5D-style) round. Use the digits mode and price one bet at a time.
- Colours, a single digit or three dice. A different shape. Try the Wingo guide or the K3 calculator.
- A “lotto” page you reached from a search, not from a page titled OK.Win. Its numbers are its own display. Score its address in the link checker first.
A five-digit round, bet by bet
A five-digit result has 10⁵ = 1,00,000 equally likely outcomes. The tool counts bets that must match from the last digit backwards, as it describes them. Your screen may name its bets differently.
| Bet | Winning results of 1,00,000 | Chance | Break-even payout | Rounds until a win is more likely than not |
|---|---|---|---|---|
| Last digit matches | 10,000 | 10% | 10× | 7 |
| Last two digits match | 1,000 | 1% | 100× | 69 |
| Last three digits match | 100 | 0.1% | 1,000× | 693 |
| All five in order | 1 | 0.001% | 1,00,000× | 69,315 |
| Sum of the digits is exactly 22 | 6,000 | 6% | 16.67× | 12 |
| Sum is big, odd or even | 50,000 | 50% | 2× | 1 |
A big bet and a small one, an odd bet and an even one, each wins on exactly half of the results. If the screen pays less than 2× on one of them, the gap is the price.
The opening bet in numbers
The calculator opens on the last digit at a made-up 9.5×, ₹20 a round, 120 rounds. That stakes ₹2,400, and the game keeps 5.00% of it, about ₹120. A session ends ahead 42 times in 100, and the longest dry stretch to expect is 27 rounds.
Every 1% by which the payout sits under 10× costs about ₹24 here. At 10× the bet costs nothing, at 9.8× (2% under) it costs ₹48, at 9× (10% under) ₹240, and at 8× (20% under) ₹480. A long shot priced the same way costs the same ₹120: all five digits at 95,000× ends ahead only 0.1% of the time, because it needs one win in 120 rounds of a 1-in-1,00,000 chance.
Pick-numbers games
Here you choose numbers and the draw takes the same count. The four pools below are examples, not games we saw.
| Pick | Possible draws | Chance of the jackpot | Jackpot somewhere in 100 tickets | Tickets until likelier than not |
|---|---|---|---|---|
| 6 from 49 | 1,39,83,816 | 1 in 1,39,83,816 | 0.00072% | 96,92,843 |
| 6 from 45 | 81,45,060 | 1 in 81,45,060 | 0.0012% | 56,45,726 |
| 5 from 90 | 4,39,49,268 | 1 in 4,39,49,268 | 0.00023% | 3,04,63,311 |
| 4 from 20 | 4,845 | 1 in 4,845 | 2.04% | 3,358 |
In the 6 from 49 game, a ticket matches three or more numbers 1.86% of the time, and 98.1% of tickets match two or fewer.
A ticket’s average cost
The cost needs the prize table, so the tool asks for it. Take a ₹50 ticket in the 4 from 20 game with made-up prizes of ₹61,000, ₹380, ₹34 and ₹5 for matching four, three, two or one number. About 62% of tickets win something, and a ticket returns about ₹25 on average. The other ₹25 is its cost. Over 100 tickets that is about ₹2,503 on ₹5,000.
What it cannot tell you
We are not OK Win. We cannot see inside it, we read no lottery rules, and the prizes in the tool are examples you should replace. The tool counts chances, and no count says which numbers will come. The lottery guide says what we could and could not read, and the tools index lists the rest.
Opening the Lottery group yourself? Read the address bar first, then copy each tile’s prizes and payouts before you stake.
Opens the platform’s own page in a new tab. Referral link. 18+ only.
Common questions
Do lucky or unusual numbers change my chance in a pick-numbers game?
No. In a game that draws 6 numbers from 49, every set of six has the same chance, 1 in 1,39,83,816, and 1-2-3-4-5-6 is as likely as any other. The tool shows this for each pool you try. A formula can choose which numbers you play, but it cannot change which ones are drawn.
How many tickets until a jackpot is more likely than not?
It depends on the pool. For 6 numbers from 49 it is 96,92,843 tickets, for 5 from 90 it is 3,04,63,311, and for 4 from 20 it is 3,358. Buying 100 tickets in the first game gives a 0.00072% chance of at least one jackpot. Each figure is a made-up pool, not a game we saw.
How do I read a payout like 95,000× on a five-digit bet?
Compare it with the break-even payout, which is 1,00,000× for all five digits in order. At 95,000× the game keeps 5.00% of each stake, about ₹120 over 120 rounds of ₹20. The big number hides a small chance: a session that long ends ahead only 0.1% of the time.
A results list shows the last digits drawn. Can it tell me one is overdue?
No. Each draw gives a chosen digit a 10% chance, whatever came before. Twenty rounds with no match for one digit is common: it happens in about 12.2% of 20-round stretches. A list records what happened and cannot say what comes next.
My screen lists cash prizes by number of matches. Where do they go in the tool?
Into the prize boxes of the pick-numbers mode: the first for all numbers matched, the next for one fewer, and so on for up to five tiers. Add the ticket price and the number of tickets. The tool then shows the share of the price that comes back on average. Leave a tier at 0 if your screen shows no prize for it.
Can the tool handle a game with three digits or eight?
Yes, from one digit to eight. A three-digit game has 1,000 results, so all three in order is 1 in 1,000, while an eight-digit game has 10,00,00,000. Set “Digits in a result” in the digits mode, then read the table of how many positions match.