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football Edit

2010 MSHSAA Class 1 Football Brackets

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11-Man Hosting Procedures
Classes 1-4
REGIONAL: The host team for the regional round will be the
team qualifying as the district winner
SECTIONAL: The host team for the sectional round will be
determined by the following:
1) If a district winner plays a district runner-up, the
district winner will be the host
2) If two district winners or two district runners-up play,
the host will be the team on the top of the bracket in odd-numbered
years (2009) and the team on the bottom of the bracket in even-numbered years
(2010).
QUARTERFINAL: The host team for the quarterfinal round will be
determined by the following:
1) First, total the number of playoff games each team has
hosted (including games each team was supposed to host, but did not,
due to lack of adequate facilities or lack of lights). If one team has
hosted more games than the other, the host will be the team that hosted
the least;
2) If both teams have hosted the same number of games, the
host will be the team that did not host the sectional round;
3) If both teams have hosted the same number of games and in
the event that both teams hosted or did not host the sectional round, the host
will be the team on the top of the bracket in odd-numbered years (2009) and the
team on the bottom of the bracket in even-numbered years (2010).
SEMIFINAL: The host team for the semifinal round will be
determined by the following:
1) First, total the number of playoff games each team has
hosted (including games each team was supposed to host, but did not,
due to lack of adequate facilities or lack of lights). If one team has
hosted more games than the other, the host will be the team that hosted
the least;
2) If both teams have hosted the same number of games, the
host will be the team that did not host the quarterfinal round;
3) If both teams have hosted the same number of games and in
the event that both teams hosted or did not host the sectional round, the host
will be the team on the top of the bracket in odd-numbered years (2009) and the
team on the bottom of the bracket in even-numbered years (2010).
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