Difference between revisions of "NASAT"
Jump to navigation
Jump to search
Dwight Wynne (talk | contribs) m (fixed red link) |
|||
Line 28: | Line 28: | ||
| Texas ([[LASA]] and [[Seven Lakes]]) | | Texas ([[LASA]] and [[Seven Lakes]]) | ||
| [[Team Illinois|Illinois]] ([[Auburn]], [[Ignatius]], [[OPRF]], [[Stevenson]]) | | [[Team Illinois|Illinois]] ([[Auburn]], [[Ignatius]], [[OPRF]], [[Stevenson]]) | ||
− | | Ohio ([[Copley]], [[Harding]], [[Northmont]], [[Olmsted Falls]], [[Solon]], [[Walnut Hills]]) | + | | Ohio ([[Copley]], [[Warren G. Harding]], [[Northmont]], [[Olmsted Falls]], [[Solon]], [[Walnut Hills]]) |
| California ([[Bellarmine]], [[Rancho Bernardo]], [[University_(Irvine,_California_high_school)|University]]) | | California ([[Bellarmine]], [[Rancho Bernardo]], [[University_(Irvine,_California_high_school)|University]]) | ||
| [[Maryland]] | | [[Maryland]] |
Revision as of 21:50, 27 August 2011
The National All-Star Academic Tournament (NASAT) is run by High School Academic Pyramid Questions. It is a national tournament for state all-star teams, meaning that each state is only allowed to enter one team in the tournament. The first occurrence of this tournament was held June 12-13, 2010 at Vanderbilt and was well-received.
This is not the first tournament to use state all-star teams, since that was formerly done by PAC/NTAE. However, this was the first tournament using all-star teams to feature pyramidal questions and one-on-one matches.
Results
Year | Champion | Second | Third | Fourth | Location | Field Size | Stats | Set |
---|---|---|---|---|---|---|---|---|
2010 | Pennsylvania (State College) | South Carolina (Dorman and Southside) | Illinois (Auburn, Ignatius, OPRF, Stevenson) | Virginia (Maggie Walker and TJ) | Vanderbilt | 16 | prelims overall | [1] Audio from the 2010 second-place match |
2011 | Texas (LASA and Seven Lakes) | Illinois (Auburn, Ignatius, OPRF, Stevenson) | Ohio (Copley, Warren G. Harding, Northmont, Olmsted Falls, Solon, Walnut Hills) | California (Bellarmine, Rancho Bernardo, University) | Maryland | 10 | [2] | [3] |