Sanshoku doukou: Difference between revisions

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This yaku is actually a fairly difficult yaku to complete.  For every number across the three different suits, there are only 12 tiles. A sanshoku douko hand has to have 9 of the 12 tiles of one number. The 3 tiles of that number ''not'' in the hand has to be one of each suit, which yields pretty bad odds.
This yaku is actually a fairly difficult yaku to complete.  For every number across the three different suits, there are only 12 tiles. A sanshoku douko hand has to have 9 of the 12 tiles of one number. The 3 tiles of that number ''not'' in the hand has to be one of each suit, which yields pretty bad odds.


=== Compatability ===
=== Compatibility ===
{{main|Yaku compatability}}
{{main|Yaku compatibility}}


{{yakuheader}}
{{Yaku compatibility table|SDO}}
| SDO || {{yes}} || {{yes}} || {{yes}} || {{yes}} || {{yes}} || {{no}} || {{no}} || {{no}} || {{yes}} || {{no}} ||bgcolor="000000"|  || {{yes}} || {{yes}} || {{yes}} || {{yes}} || {{yes}} || {{no}} || {{no}} || {{yes}} || {{no}} || {{no}} || {{no}} || {{yes}} || {{yes}} || {{yes}} || {{yes}}
 
|}
Sanshoku doukou is incompatible with any yaku requiring more than one sequence, namely [[pinfu]], [[iipeikou]], [[ittsuu]], [[sanshoku doujun]], and [[ryanpeikou]]. It cannot be combined with [[honitsu]] and [[chinitsu]], which require tiles of a single suit. [[Chiitoitsu]] requires seven pars, which precludes the triplets for sanshoku doukou. Finally, [[shousangen]]'s two dragon triplets do not leave enough room for the three triplets of suited tiles required.


==Value==
==Value==
71

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