Chinroutou: Difference between revisions
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m (Senechal moved page Chinrotou to Chinroutou) |
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|difficulty = Very hard | |difficulty = Very hard | ||
|yakuCombine = * [[Tenhou]] | |yakuCombine = * [[Tenhou]] | ||
* [[ | * [[Chiihou]] | ||
* [[ | * [[Suuankou]] | ||
|gameExample = [http://tenhou.net/0/?log=2012110110gm-0009-7447-a7f72e7e&tw=0 Play into | |gameExample = [http://tenhou.net/0/?log=2012110110gm-0009-7447-a7f72e7e&tw=0 Play into chinroutou] | ||
}} | }} | ||
''' | '''Chinroutou''' (清老頭) is a [[List of yaku#Yakuman|yakuman]], where every tile is a terminal. | ||
==Tile pattern== | ==Tile pattern== | ||
Line 17: | Line 17: | ||
==Formulation== | ==Formulation== | ||
For this yakuman, there are only six types of terminals available: two from each of the numbered suit (1 and 9). Given the basic hand pattern of four melds and a pair, five out of the six types of terminals are needed to build this hand. Since there are only six tile types available for this hand, it is impossible to form a [[ | For this yakuman, there are only six types of terminals available: two from each of the numbered suit (1 and 9). Given the basic hand pattern of four melds and a pair, five out of the six types of terminals are needed to build this hand. Since there are only six tile types available for this hand, it is impossible to form a [[chiitoitsu]] variation. | ||
==External links== | ==External links== | ||
[[Category:Yakuman]] | [[Category:Yakuman]] |
Revision as of 03:48, 11 August 2013
Type | Yakuman |
---|---|
Kanji | 清老頭 |
English | All terminals |
Value | Yakuman |
Speed | Very slow |
Difficulty | Very hard |
Chinroutou (清老頭) is a yakuman, where every tile is a terminal.
Tile pattern
Formulation
For this yakuman, there are only six types of terminals available: two from each of the numbered suit (1 and 9). Given the basic hand pattern of four melds and a pair, five out of the six types of terminals are needed to build this hand. Since there are only six tile types available for this hand, it is impossible to form a chiitoitsu variation.