Serpentine system: Difference between revisions
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The '''serpentine system''' is a method employed in the organization of a [[competition]] to define the [[Single-elimination tournament#Seeding|seeded]] teams and arrange them in pools. The ''n'' ranked teams that will be involved in the [[tournament]] are distributed in ''m'' pools according to the following [[algorithm]]: |
The '''serpentine system''' (also called snake seeding) is a method employed in the organization of a [[competition]] to define the [[Single-elimination tournament#Seeding|seeded]] teams and arrange them in pools. The ''n'' ranked teams that will be involved in the [[tournament]] are distributed in ''m'' pools according to the following [[algorithm]]: |
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!Pool 1!!Pool 2!!...!!Pool m |
!Pool 1!!Pool 2!! . . . !!Pool ''m'' − 1!!Pool ''m'' |
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|1||2||...||m |
|1||2|| . . . ||''m'' − 1||''m'' |
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|2''m''||2''m'' − 1|| . . . ||''m'' + 2||''m'' + 1 |
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|2''m'' + 1||2''m'' + 2|| . . . ||3''m'' − 1||3''m'' |
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For instance, 12 teams would be organized in four-team pools, according to the serpentine system, as follows: |
For instance, 12 teams would be organized in four-team pools, according to the serpentine system, as follows: |
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!Pool 1!!Pool 2!!Pool 3 |
!Pool 1!!Pool 2!!Pool 3 |
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To improve competitivity, this method is sometimes used in conjunction with the [[Drawing straws|drawing of lots]] method: the serpentine system is used only for some of the teams involved in a competition ("seeds"); the rest |
To improve competitivity, this method is sometimes used in conjunction with the [[Drawing straws|drawing of lots]] method: the serpentine system is used only for some of the teams involved in a competition ("seeds"); the rest are distributed in pools following a drawing of lots. |
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{{DEFAULTSORT:Serpentine System}} |
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{{Uncategorized|November 2006}} |
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[[Category:Sports terminology]] |
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[[Category:Tournament systems]] |
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{{Sport-stub}} |
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Latest revision as of 19:21, 30 August 2024
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The serpentine system (also called snake seeding) is a method employed in the organization of a competition to define the seeded teams and arrange them in pools. The n ranked teams that will be involved in the tournament are distributed in m pools according to the following algorithm:
| Pool 1 | Pool 2 | . . . | Pool m − 1 | Pool m |
|---|---|---|---|---|
| 1 | 2 | . . . | m − 1 | m |
| 2m | 2m − 1 | . . . | m + 2 | m + 1 |
| 2m + 1 | 2m + 2 | . . . | 3m − 1 | 3m |
| ... |
For instance, 12 teams would be organized in four-team pools, according to the serpentine system, as follows:
| Pool 1 | Pool 2 | Pool 3 |
|---|---|---|
| 1 | 2 | 3 |
| 6 | 5 | 4 |
| 7 | 8 | 9 |
| 12 | 11 | 10 |
To improve competitivity, this method is sometimes used in conjunction with the drawing of lots method: the serpentine system is used only for some of the teams involved in a competition ("seeds"); the rest are distributed in pools following a drawing of lots.
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