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A dot book (also dotbook or dot-book or drill book) is a small notebook utilized by marching bands (especially high school show bands and drum corps) in order to aid the learning of formations on a field. The dot book was invented by Leslie Allard, a prominent high school band instructor and all-star percussionist.
The uniform for such rehearsals usually consists of the Gator Band shako, a white, orange, or blue Gator Band shirt, royal blue shorts, white socks, and white marching shoes. At the conclusion of all home game-day rehearsals, the Pride of the Sunshine forms their concert arcs, links hands, and sings the University of Florida's alma mater in ...
The Pride of the Sunshine is the oldest marching band in Florida and is known for its very large bass drum, the "Biggest Boom in Dixie", which is wheeled around the field during the band's pregame performance. Like most college bands, the Gator band performs before the game, at halftime, and from their seats during breaks in the action.
Bands of America (BOA) is a music education advocacy organization and promoter of high school marching band competitions in the United States. Established in 1975 as Marching Bands of America (MBA), founder Larry McCormick's goal was to provide educational opportunities for music students nationwide. McCormick organized the first annual Summer ...
Members of USBands include over 700 participating high school marching bands. Bands are offered over 150 festival opportunities and invitations annually to compete at major regional championships and at the U.S., Scholastic Band Championship. In competitions, bands are classified by size and compete with bands within their classification.
Whatever its origins and whoever initially composed it, "We Are the Boys" has been a popular pep song with UF students and fans since the 1920s, and since the 1930s, it has been played at Florida Gators football games by The Pride of the Sunshine (the school's marching band) while students lock arms, sway, and sing the lyrics. It was once ...
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Marching squares takes a similar approach to the 3D marching cubes algorithm: Process each cell in the grid independently. Calculate a cell index using comparisons of the contour level(s) with the data values at the cell corners. Use a pre-built lookup table, keyed on the cell index, to describe the output geometry for the cell.