On this page
Teen Patti 999 uses card values to form a number, with the number closest to 999 winning the comparison. In the format covered here, A is 1, cards 2–9 keep their number, and 10, J, Q and K are 0. Put the three resulting digits in descending order. You do not add them together.
The value mapping follows the published 999 explanation in Octro’s Teen Patti variations guide. The calculations, comparison tables and practice questions below are our own worked examples. This explains a rules format, not verified availability in the Master APK or another current app.
Card values in Teen Patti 999
Swipe sideways to see every column.
| Printed card | Digit used | Example |
|---|---|---|
| A | 1 | A♠ contributes the digit 1. |
| 2, 3, 4, 5, 6, 7, 8, 9 | The printed number | 8♦ contributes 8; 3♣ contributes 3. |
| 10 | 0 | 10♥ contributes one zero, not the two digits 1 and 0. |
| J, Q, K | 0 | J♣, Q♦ and K♠ each contribute zero. |
Suits do not alter those digit values. Write all three positions, including zeros, so that 9–0–0 is clearly 900 and three zero-value cards are 000. An ace does not become 11 or 14 when converting cards for this format.
How to calculate a hand
Use these four steps for every comparison:
- Convert the cards: replace each printed rank with its digit from the table.
- Sort the digits: put the largest digit first, then the next largest, then the smallest.
- Form the number: read those three places as hundreds, tens and units.
- Compare: the larger formed number is closer to 999 and wins the numerical comparison.
For example, 4♣, 9♥, 7♦ gives the digits 4, 9 and 7. Sorting gives 9–7–4, so the hand is 974, which is 25 below 999. Adding 4 + 9 + 7 would produce 20, but that is a different calculation and is not the scoring method used here.
The sorting step is justified by place value. Moving a larger digit into the hundreds position improves the number more than placing it in the tens or units position. Because every digit is between 0 and 9, the result cannot exceed 999; there is no “over 999” or bust case under this mapping.
Worked examples: cards to numbers
Swipe sideways to see every column.
| Cards dealt | Converted digits | Best number | Distance from 999 |
|---|---|---|---|
| 9♠, 9♥, 9♦ | 9, 9, 9 | 999 | 0 |
| 9♣, 8♦, A♥ | 9, 8, 1 | 981 | 18 |
| 4♣, 9♥, 7♦ | 4, 9, 7 | 974 | 25 |
| 9♦, Q♠, 2♣ | 9, 0, 2 | 920 | 79 |
| 9♥, J♣, 10♦ | 9, 0, 0 | 900 | 99 |
| 8♠, 8♥, 8♦ | 8, 8, 8 | 888 | 111 |
| A♣, A♥, A♦ | 1, 1, 1 | 111 | 888 |
| K♣, Q♥, J♦ | 0, 0, 0 | 000 | 999 |
These rows are separate teaching hands, not one simultaneous deal. They show why familiar card-game instincts can be misleading: a king contributes zero, while a nine supplies the most valuable possible digit.
Use the distance column to check your arithmetic. During a comparison, subtraction is optional: 974 beats 920 because it is already clear that 974 is the higher number. Both methods must give the same winner.
Worked comparison 1: a nine beats a trail of eights
Consider two hands drawn without any duplicate physical cards:
Swipe sideways to see every column.
| Player | Cards | Number |
|---|---|---|
| Player A | 9♥, J♣, 10♦ | 900 |
| Player B | 8♠, 8♥, 8♦ | 888 |
Player A wins the numerical comparison, 900 to 888. Player B has three eights, which would be a trail in Classic Teen Patti. That category does not override the number in this 999 format.
This also explains a useful boundary: the smallest sorted number containing a nine is 900, and the largest one with no nine is 888. Therefore, any hand with a nine beats every hand with no nine under these assumptions. This is a comparison fact, not advice to keep betting; another player may have a better number containing a nine.
Worked comparison 2: compare the second and third digits
Now compare 9♣, 7♥, 4♦ with 9♦, 6♠, 6♥. They form 974 and 966. The hundreds digits match. Comparing the tens digits gives 7 against 6, so 974 wins without needing the final digit.
If the tens digits also match, compare the units. For example, 9♠, 8♣, 5♥ forms 985, while 9♥, 8♦, 3♣ forms 983. The final 5 beats the final 3. Do not add the two lower digits or use a suit hierarchy to reverse that result.
The entire method is an ordinary comparison of two three-digit numbers. Recognising the first position where they differ is just a convenient way to do it quickly.
Worked comparison 3: equal numbers need a tie rule
9♣, K♦, Q♠ and 9♥, J♦, 10♣ both form 900. The printed ranks are different, but all four non-nine cards convert to zero. Neither number is closer to 999.
That settles hand value, not necessarily the pot. Check the table’s exact-tie procedure before the round: whether the pot is split, whether requesting a show affects the result, and whether any special rule is explicitly stated. Do not invent a king-over-jack tiebreak after both have already been converted to zero.
Similarly, 9♠, 8♥, 2♣ and 9♦, 8♣, 2♥ are both 982. Different suits do not make the numerical scores different. A house rule that changes settlement must be distinguished from the basic calculation.
How 999 differs from Classic, Joker and Best of Four
Swipe sideways to see every column.
| Format | What changes? | First task when evaluating |
|---|---|---|
| Classic Teen Patti | Ordinary three-card categories decide hand strength. | Identify trail, sequence, colour, pair or high card. |
| 999 | Ranks become digits used to form a number. | Convert, sort and compare the number. |
| Joker | Designated cards may stand in for other cards. | Identify the wild cards and legal substitutions. |
| Best of Four | Four cards are dealt and three selected. | Compare all four possible three-card selections. |
Do not import wild-card rules into 999 merely because both are Teen Patti variations. A combined mode needs its own stated rules. The same applies to drawing replacements or discarding a fourth card: neither is part of the three-card exercise explained here.
For the base game’s categories, use our hand rankings guide. To practise a different evaluation method, see Joker rules and substitutions or Best of Four selections.
Common scoring mistakes
- Adding the card values: 9, 7 and 4 make 974 here, not a score of 20.
- Taking the total modulo ten: that belongs to a different scoring method; it does not produce the three-digit number explained here.
- Keeping deal order: 4–9–7 should be rearranged to 9–7–4 for the closest number.
- Counting ten as ten: 10 is a single zero in this mapping.
- Rewarding a trail or same suit: normal categories do not override the formed number.
- Treating a correct calculation as a guaranteed win: another hand may still form a larger number.
Before joining a room, check the displayed value mapping, whether rearrangement is allowed, any special cards and the exact-tie policy. Similar names can be used for different house formats. Betting, show eligibility and stakes also require the actual room’s rules rather than assumptions from a number table.
Practice: calculate before revealing the answer
What number does Q♥, 7♣, 3♦ make?
Answer: 730. Convert the queen to zero, then arrange 7, 3 and 0. The distance to 999 is 269.
Which is higher: 9♠, 2♥, A♦ or 8♣, 8♦, 7♥?
Answer: 921 beats 887. The leading nine decides the result. The two eights in the other hand do not receive a pair bonus.
Is 9♥, Q♣, 4♠ different from 9♦, 10♥, 4♣?
Answer: both are 940. Queen and ten each contribute zero. Apply the room’s stated equal-score rule if these hands meet in a comparison.
Use non-monetary practice hands to learn the conversion. There is no need to attach a stake to checking arithmetic.
Frequently asked questions
What is the strongest hand in Teen Patti 999?
Three nines form 999, the target number and the highest possible score under the digit mapping explained here.
What are ace, king, queen, jack and ten worth?
Ace is 1. King, queen, jack and ten are each 0 in this format. Cards from two to nine retain their printed number.
Do you add the three card values?
No. Convert the ranks into digits, arrange them from largest to smallest and read the three-digit number. For example, 4, 9 and 7 form 974.
Does a trail always beat a mixed hand in 999?
No. The number determines the comparison here. A hand forming 900 beats three eights forming 888, regardless of Classic Teen Patti categories.
What happens if two players have the same number?
Their numerical hand values are tied. Apply the table’s stated equal-score settlement rule; do not assume that suits or zero-valued face-card ranks break the tie.
Rules reference and scope
The card-value mapping is based on the 999 section of Octro’s published variation rules. The calculations and comparison deductions above follow that mapping; they are not a claim that all apps implement identical procedures. We have not verified 999 availability in the Master APK. Browse the Teen Patti variations directory for guides that distinguish card selection, wild cards and scoring changes.

