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* The QP will end four months before the start date of the CNSC or one month after the official announcement of the CNSC, whichever comes later. | * The QP will end four months before the start date of the CNSC or one month after the official announcement of the CNSC, whichever comes later. | ||
* Exception: If the CNSC is announced one month or less from its start date then the QP will end immediately. | * Exception: If the CNSC is announced one month or less from its start date then the QP will end immediately. | ||
− | * Tournaments in progress at the end of the QP will be considered to | + | * Tournaments in progress at the end of the QP will be considered to have fallen within the QP. |
− | |||
== '''Defending CNSC champion''' == | == '''Defending CNSC champion''' == |
Adam Logan receives an automatic berth as defending champion.
Players who wish to qualify for any of the remaining 51 berths must meet a minimum participation requirement. Players will be credited for games played and directed within the qualification period. This requirement varies from province to province and is based upon each player's primary residence:
The next 47 berths will be awarded based on peak rating (PR). A player's PR is defined as his or her highest rating that satisfies the following conditions:
If two or more players have the same PR, then the tie will be broken by each player's second highest PR eligible rating. If still tied then the tie will be broken by drawing of lots.
It is the intention of the Canadian Committee to award the four remaining berths based on two qualifying tournaments (QTs). However, either of these QTs may be cancelled if, for reasons of logistics or practicality, it becomes unworkable. In that event, the berths that would have been awarded based on the cancelled QT will be awarded based on PR.
A link will be provided here once the standing are available.
All alternates will be chosen on the basis of PR.
Any dispute regarding the application or interpretation of any of the above will be resolved by the Canadian Committee, whose decision will be final.
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