Master RummyGame app · Independent guideTeen Patti Pal / Rummy · Learn the rules
Rummy Rules: 13 Cards, Sequences and Declarations
Understand the goal of Indian rummy, compare sets and sequences, and check a complete thirteen-card declaration with worked examples.

Give every one of your thirteen cards a place
In common 13-card Indian rummy, the task is to arrange your cards into valid groups. A completed hand needs at least two sequences, including at least one pure sequence. Every remaining card must also belong to a valid sequence or set. One attractive group does not make the entire hand ready.
Teen Patti Pal explains the groups with face-up card examples. Then practise drawing and discarding. Confirm scoring, selected jokers and declaration procedures separately, because formats can differ.
Recognise a pure sequence
A sequence contains at least three consecutive ranks in the same suit. In a pure sequence, no card substitutes for a missing card. For example, 3♦ 4♦ 5♦ is pure. Adding 6♦ extends it; replacing 4♦ with 4♥ breaks it because the suits no longer match.
The ace can appear at the low or high end under the rules discussed here: A-2-3 and Q-K-A can form runs in one suit. It cannot join both ends at once, so K-A-2 is not a valid wraparound sequence.
Distinguish an impure sequence from a set
An impure sequence uses a permitted joker as a substitute. In 6♣ 7♣ Joker, the joker can represent 8♣ to complete the run. During practice, name the exact missing card; this checks that the completed group really would be consecutive and same-suit.
A set matches ranks across different suits, such as Q♠ Q♥ Q♦. It is not a sequence and cannot replace the second-sequence requirement. Two identical cards from different decks do not satisfy the different-suit rule: Q♠ Q♠ Q♥ is not an ordinary valid set.
Understand the joker's role
Printed jokers and a selected wild rank may act as substitutes, depending on the format. A substitute can help an impure sequence or an allowed set, but cannot supply the missing card in a pure sequence. Check the selected-joker convention before evaluating a hand.
Pagat allows a selected wild-rank card to act naturally: when eights are wild, 7♣ 8♣ 9♣ remains pure because 8♣ represents itself. Using it to replace another rank is different.
Check a complete declaration
Here is an arrangement without joker substitution. The groups contain three, three, three and four cards, totalling thirteen. There are three pure sequences and one set, so the minimum sequence requirement is met. Extra pure sequences are allowed; a valid hand does not need exactly two sets.
Count each physical card once. Moving a card to complete one group must not leave another incomplete. One card cannot serve two groups simultaneously.
| Group | Cards | Why it works |
|---|---|---|
| 1 · Pure sequence | 2♥ 3♥ 4♥ | Three consecutive hearts |
| 2 · Pure sequence | 6♣ 7♣ 8♣ | Three consecutive clubs |
| 3 · Set | Q♠ Q♥ Q♦ | Matching ranks, different suits |
| 4 · Pure sequence | 9♦ 10♦ J♦ Q♦ | Four consecutive diamonds |
| Total | 13 cards | Three sequences and one set |
Draw, discard and review
A usual turn involves drawing one card and discarding one, briefly taking the hand from thirteen to fourteen and back. Check any local restrictions on which cards may be taken or discarded. In an open practice round, explain how the exchange changes your possible groups.
Review the arrangement before declaring. Rearrange invalid groups instead of ignoring spare cards. Scoring differs across formats; one app's displayed points are not universal rules.
- Count thirteen cards, with no card used twice.
- Confirm two sequences, including a pure one.
- Check that all remaining groups are valid.
- Follow the agreed joker and final-discard rules.
Questions from our pals
Must a valid hand contain a set?
No. The key requirement is at least two sequences, one pure, with all thirteen cards in valid groups. Additional sequences can complete the hand.
Can a pure sequence contain four cards?
Yes. A sequence can contain more than three consecutive cards in one suit; it remains pure when no substitute is used.
Why are there two Q♦ cards in the example?
They are separate physical copies in a two-deck exercise. Each copy belongs to one group; no single card is counted twice.
Editorial notes
Teen Patti Pal is an independent information publication. Rules and app features can differ between games and versions.
