Complex waits: Difference between revisions
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===Ryanmen with [[ | ===Ryanmen with [[nakabukure]]=== | ||
{{machi | {{machi | ||
|pattern = 000z4556777p000z | |pattern = 000z4556777p000z | ||
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}} | }} | ||
=== Double entotsu === | === Double [[entotsu]] === | ||
{{machi | {{machi | ||
|pattern = 34505m67888p000z | |pattern = 34505m67888p000z | ||
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|pattern = 000z4445066p000z | |pattern = 000z4445066p000z | ||
|tilewaits = 4567p | |tilewaits = 4567p | ||
}} | }} | ||
{{machi | {{machi | ||
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}} | }} | ||
=== | ===[[Sanmenchan]] with shanpon=== | ||
{{machi | {{machi | ||
|pattern = 33345678p11000z | |pattern = 33345678p11000z | ||
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}} | }} | ||
=== | ===Sanmenchan with tanki=== | ||
{{machi | {{machi | ||
|pattern = 000z4555678s000z | |pattern = 000z4555678s000z |
Revision as of 03:02, 19 August 2021
These patterns involve waits which are infrequent and generally nameless combinations. They are all based on combinations of other basic wait patterns, often in many different ways. They consist of consecutive, or closely consecutive, numbered tiles. Recognition of these patterns can produce some significantly powerful waits, which may be immune to suji and have large numbers of waiting tiles. This list is not exhaustive and not every possible waiting pattern is included.
2 tile wait
Kanchan with tanki
3 tile wait
Kanchan with nobetan
Shanpon with tanki
Nested shanpon
Ryanmen with penchan
Aryanmen with kanchan
Ryanmen with nakabukure
4 tile wait
Quadruple shanpon
Double entotsu
Ryanmen with shanpon
- Waiting for:
- This is different from the ryanmen with shanpon described by entotsu.
Ryanmen with nested shanpon
Ryanmen with tanki and shanpon
Sanmenchan with shanpon
Sanmenchan with tanki
Double ryanmen
5 tile wait
Ryanmen with shanpon and nobetan
Ryanmenten with nobetan
Ryanmen with shanpon and kanchan
More than 5 tiles wait
6 tiles
7 tiles
This pattern is notable because it has 23 winning tiles, like the chuuren poutou kyuumen machi, but unlike most other hands waiting on 23 tiles, it cannot completed by a hypothetical fifth copy of any tile (a 3m or a 7m would not complete this hand).
This pattern waits on 23 tiles.
8 tiles
This pattern waits on 23 tiles.
This pattern waits on 23 tiles.
This pattern waits on 22 tiles.
External links
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