Card rules · 2026-10-29
Why Three Small Cards Can Beat Three Big Ones
Three threes can outrank a same-suit queen, king and ace in Teen Patti Gold's published standard category order. The reason is not the size of the individual cards. A trail ranks above a…
Three threes can outrank a same-suit queen, king and ace in Teen Patti Gold's published standard category order. The reason is not the size of the individual cards. A trail ranks above a pure sequence.
Moonfrog's own game page links to the Teen Patti Gold store listings. Those listings publish this order, strongest first: Trail or Set, Pure Sequence, Sequence, Colour, Pair, High Card. The following examples use that standard order.
Classify the hand before looking at its biggest card
Compare 3♣–3♦–3♥ with Q♠–K♠–A♠. The threes share one rank, so they form a trail. The spades are consecutive in the high-ace sequence used for this example and share a suit, so they form a pure sequence. Trail is the higher category. The three small cards therefore rank above the three high cards.
That comparison does not require deciding whether A–2–3 or Q–K–A is the highest sequence. Either convention still leaves a pure sequence below a trail in the published category order.
Same suit is not always a pure sequence
Take 2♥–7♥–K♥. All three cards are hearts, but their ranks are not consecutive. This is a colour, not a pure sequence. Compare it with 8♣–9♦–10♠: the latter has consecutive ranks without a single common suit, so it is an ordinary sequence. The published category order places sequence above colour, despite the king in the heart hand.
Colour can also outrank a pair. For example, 3♣–8♣–J♣ is a colour, while K♦–K♥–2♠ is a pair. The pair of kings does not move above colour simply because kings are high cards.
Do not import five-card categories
Teen Patti evaluates three-card hands in this standard ranking. A full house needs three cards of one rank and two of another; four of a kind needs four cards. Neither fits into a three-card hand. A five-card poker chart is therefore the wrong reference for naming these categories.
What the public list does not settle
The category list does not answer every within-category comparison or every variant exception. The position of A–2–3 relative to Q–K–A needs the selected mode’s sequence rule. Nor does a higher category alone specify a reward, show procedure or score adjustment.
For learning the published ranking, the reliable sequence is simple: identify the three-card pattern, locate its category, and compare categories before comparing individual ranks. That answers the common “but my cards were bigger” objection without inventing an exception to the chart.