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Quint Hands in American Mahjong Explained
A standard tile set contains only four natural copies of an ordinary tile, so a five-tile quint normally needs at least one joker. That built-in requirement makes Quint hands powerful but dependent on careful joker use.
Quick answer
A quint is a group of five identical tiles. Because only four natural copies normally exist, at least one joker is needed for an ordinary quint. Build the exact quints and supporting groups printed on the card.
Why a joker is necessary
Four natural copies set the physical limit for most tile identities. The fifth position must therefore be represented by a joker.
A hand that needs several quints may require several jokers. Count the realistic supply before committing during the Charleston.
Calling and exposing a quint
A discard can help create an eligible exposed quint if the selected hand is not concealed and the remaining group requirements are satisfied.
Place all five tiles together and keep the exposure readable. A crowded exposure can hide an incorrect count.
Joker exchanges
Natural tiles in an exposed quint may later replace exposed jokers under the normal exchange rules.
Do not surrender a natural pair needed elsewhere merely to free a joker unless the exchange clearly improves the complete hand.
Beginner checklist
- Identify each required quint
- Count available jokers
- Verify concealed or exposed status
- Expose exactly five tiles
- Track possible joker exchanges
Compact and travel-table note
Compact racks need enough flat exposure space for five- and six-tile groups. Test rack length before using mini tiles for Quint-heavy practice.
Rules authority
The National Mah Jongg League publishes the American version of the rules and the annual Standard Hands and Rules card. Use the current card and official materials when a tournament-level ruling matters.
Continue learning
Frequently asked questions
What is a quint in Mahjong?
A quint is a group of five identical tiles.
Does a quint need a joker?
An ordinary quint needs at least one joker because only four natural copies exist.
Can an exposed quint contain several jokers?
Yes, if it remains an eligible identical group for the selected hand.
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