No pure sequence
2♣ 3♦ 4♣8♦ 9♠ 10♦5♠ 5♥ 5♦K♠ Q♥ 6♣ A♦
9 + 27 + 15 + 36 = 87 → 80
TEEN PATTI GOLDID · FIELD GUIDEGame guides · Rummy
Learn to group a 13-card hand, spot an invalid declaration and practise the draw–discard turn before choosing an app.
26 September 2026 · Teen Patti Gold ID
In the common 13-card Indian Rummy format, arrange every card into valid groups. You need at least two sequences, including one pure sequence. A sequence runs through consecutive ranks in one suit; a set groups matching ranks in different suits. Check the table rules because scoring and joker treatment can vary.
“13 Patti” commonly refers to 13-card Rummy. It is different from three-card Teen Patti: you draw and discard to complete groups. Compare Rummy and Teen Patti.
| Group | Example | Why |
|---|---|---|
| Pure sequence | 8♥ 9♥ 10♥ | Same suit, consecutive ranks, no substitute. |
| Impure sequence | 4♣ Joker 6♣ | The joker stands for 5♣. |
| Set | K♠ K♥ K♦ | One rank, three different suits. |
| Not a sequence | 8♥ 9♣ 10♥ | The middle card changes suit. |
For this practice, an ace can sit at the low or high end of the rank order, but the sequence cannot wrap around it. None of these ranks is wild.
| Cards | In this exercise | Reason |
|---|---|---|
| A♥ 2♥ 3♥ | Valid | Ace is the low endpoint. |
| Q♣ K♣ A♣ | Valid | Ace is the high endpoint. |
| K♦ A♦ 2♦ | Invalid | The run wraps from king through ace to two. |
| A♠ 2♥ 3♠ | Invalid | The ranks connect, but the suits do not. |
Check the ace convention of the table you use. Teen Patti’s A23-versus-AKQ ranking question does not decide whether a Rummy group is valid.
Use a practice hand with no wild-card rank among these cards. Read each row as a separate group. Every card below is used once; the two runs give you two pure sequences.
| Cards | Count | Group |
|---|---|---|
| 2♠ 3♠ 4♠ 5♠ | 4 | Pure sequence |
| 9♦ 10♦ J♦ | 3 | Pure sequence |
| 7♠ 7♥ 7♣ | 3 | Set |
| Q♠ Q♥ Q♣ | 3 | Set |
4 + 3 + 3 + 3 = 13. Now replace J♦ with J♣: the second run breaks. Having 13 cards and one pure sequence is not enough—the remaining groups must also be valid and the second sequence is still required.
Each example has 13 cards and no wild ranks. The bars separate groups. Count the required sequences after checking the individual groups.
2♠ 3♠ 4♠ 5♠ | 7♥ 7♦ 7♣ | Q♥ Q♦ Q♣ | K♠ K♥ K♦
4 + 3 + 3 + 3 = 13. Every group is legal, but there is only one sequence. Three sets cannot replace the missing second sequence.
2♠ 3♠ 4♠ 5♠ | 9♦ 10♦ J♣ | 7♠ 7♥ 7♣ | Q♠ Q♥ Q♣
J♣ breaks the diamond run. Replacing that one card with J♦ completes a second pure sequence and repairs this example. This is a teaching substitution, not a prediction of the next draw.
Count cards, not just groups. A tidy-looking layout can still have an unused card. Check suits, not only numbers: two identical copies of 7♠ do not supply two different suits in a set. Finally, identify what each joker replaces. If a wild-rank card is used at its natural position, check the app’s specific pure-sequence rule instead of assuming every joker-labelled card invalidates a run.
| Format | What carries forward? | When does it end? |
|---|---|---|
| Points | Each deal is scored separately. | A valid declaration ends the deal. |
| Pool | Cumulative penalty points. | Players reaching the limit leave; survivors continue. |
| Deals | A running chip balance. | After the agreed number of deals. |
Here is a full practice turn, not a prediction of your next draw. Assume none of the displayed ranks is wild. You start with 13 cards: a completed four-card run, an unfinished diamond run, two sets and a spare king. Keep the groups separate while you count.
| Action | Card count | What changes |
|---|---|---|
| Start | 13 | 4 + 2 + 3 + 3 + 1. The diamond group is incomplete. |
| Draw J♦ | 14 | 9♦ 10♦ J♦ now makes the second sequence. K♥ is still spare. |
| Discard K♥ | 13 | 4 + 3 + 3 + 3. Both sequences and both sets are complete. |
The useful habit is to check the result after discarding, not while you still hold 14 cards. If the drawn card were J♣ instead, it would not complete 9♦ 10♦. A matching number cannot replace a matching suit.
A printed joker is visibly marked as a joker. A wild-rank card is an ordinary card whose rank has been selected for that deal. When checking a group, say which missing card it represents. This is more useful than simply counting how many jokers you hold.
| Group | Assumption | Read it as |
|---|---|---|
| 8♣ Joker 10♣ | Printed joker substitutes for 9♣. | An impure sequence. |
| J♠ J♥ Joker | Joker substitutes for J♦ or J♣. | A set; it does not count as a sequence. |
| 5♦ 6♦ 7♦ | 6 is the selected wild rank. | 6♦ is at its natural rank and suit. Some rules allow this as pure; confirm the table’s natural-card exception. |
Do not turn a wildcard exception into a universal rule. Our worked hand above avoids that ambiguity by using no wild ranks.
These are three separate 13-card hands. Assume 7 is the wild rank; none contains a 7 or printed joker. Another player has declared, and you have already taken a turn. This exercise excludes wrong declarations, drops and special scoring before your first turn.
Scoring convention: A/K/Q/J = 10; numbered cards retain their values. With no pure sequence, count all cards; with just one, exclude only that sequence; with two including a pure sequence, exclude valid groups. Cap the score at 80. This uses the published historical rules, page 36, rather than claiming one current rule for every app.
2♣ 3♦ 4♣8♦ 9♠ 10♦5♠ 5♥ 5♦K♠ Q♥ 6♣ A♦
9 + 27 + 15 + 36 = 87 → 80
2♣ 3♣ 4♣8♦ 9♠ 10♦5♠ 5♥ 5♦K♠ Q♥ 6♣ A♦
27 + 15 + 36 = 78
2♣ 3♣ 4♣8♦ 9♦ 10♦5♠ 5♥ 5♦K♠ Q♥ 6♣ A♦
10 + 10 + 6 + 10 = 36
Why 78 becomes 36: completing the second sequence excludes its 27 points and unlocks the 15-point set as well. 78 − 27 − 15 = 36. The final four cards still do not form a group, so the 36-point hand is not a valid declaration either.
Try each question before opening the explanation. No sign-up or download is needed.
No. The ranks are consecutive but the third card has a different suit. Replacing 8♣ with 8♥ fixes this particular group.
No under the different-suit set convention used here. Two decks make duplicate cards possible, but the extra 9♠ does not count as another suit. Try 9♥ or 9♣ instead.
Not yet. Even if the groups contain all 13 cards, the second sequence is missing. Sets cannot satisfy that requirement.
Not necessarily. Valid sequences can use all 13 cards. For example, 2♣ 3♣ 4♣ / 6♦ 7♦ 8♦ / 9♥ 10♥ J♥ / 10♠ J♠ Q♠ K♠ gives 3 + 3 + 3 + 4 cards, with no set. Assume none of these ranks is wild.
No. A queen completing J-Q-K is doing a different job from an isolated queen. Compare the groups first; a blanket rule to throw every high card can break a useful sequence. This is an explanation of grouping, not a promise of better results.
The format, drop stage and room rules can differ. Record those rules before the round. A points example on a guide page is not a substitute for the table’s scoring panel.
Rummy vs Poker vs Teen Patti · Yono game-app checklist
Rule references: RummyCircle rules and Rummy.com rule sheet. Examples above are original teaching layouts.
Arithmetic examples checked 26 September 2026. The historical source file identifies its version as May 2025. These are original teaching examples, not a test of a current app.