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Bermuda has developed a proud Rugby Union community. The Bermuda Rugby Union team won the 2011 Caribbean championships, defeating Guyana in the final. They previously beat The Bahamas and Mexico to take the crown. Rugby 7's is also played, with four rounds scheduled to take place in the 20112012 season. The Bermuda 7's team competed in the 2011 Las Vegas 7's, defeating the Mexican team. There are four clubs on the island: (1) Police (2) Mariners (3) Teachers (4) Renegades. There is a men's and women's competitioncurrent league champions are Police (Men) (winning the title for the first time since the 1990s) and Renegades (women's). Games are currently played at Warwick Academy. Bermuda u/19 team won the 2010 Caribbean Championships.
What did the Bermuda u/19 team win?
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The answer: 2010 Caribbean Championships

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Montevideo has a very rich architectural heritage and an impressive number of writers, artists, and musicians. Uruguayan tango is a unique form of dance that originated in the neighbourhoods of Montevideo towards the end of the 1800s. Tango, candombe and murga are the three main styles of music in this city. The city is also the centre of the cinema of Uruguay, which includes commercial, documentary and experimental films. There are two movie theatre companies running seven cinemas, around ten independent ones and four art film cinemas in the city. The theatre of Uruguay is admired inside and outside Uruguayan borders. The Solis Theatre is the most prominent theatre in Uruguay and the oldest in South America. There are several notable theatrical companies and thousands of professional actors and amateurs. Montevideo playwrights produce dozens of works each year; of major note are Mauricio Rosencof, Ana Magnabosco and Ricardo Prieto.
Tango, candombe and murga are three main styles of what?
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The answer: music

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These symmetries are represented by functions. Each of these functions sends a point in the square to the corresponding point under the symmetry. For example, r1 sends a point to its rotation 90 clockwise around the square's center, and fh sends a point to its reflection across the square's vertical middle line. Composing two of these symmetry functions gives another symmetry function. These symmetries determine a group called the dihedral group of degree 4 and denoted D4. The underlying set of the group is the above set of symmetry functions, and the group operation is function composition. Two symmetries are combined by composing them as functions, that is, applying the first one to the square, and the second one to the result of the first application. The result of performing first a and then b is written symbolically from right to left as
What group includes the symmetries of degree 4 and denoted D4?
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The answer: the dihedral group

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The positions on the persistence of objects are somewhat similar. An endurantist holds that for an object to persist through time is for it to exist completely at different times (each instance of existence we can regard as somehow separate from previous and future instances, though still numerically identical with them). A perdurantist on the other hand holds that for a thing to exist through time is for it to exist as a continuous reality, and that when we consider the thing as a whole we must consider an aggregate of all its "temporal parts" or instances of existing. Endurantism is seen as the conventional view and flows out of our pre-philosophical ideas (when I talk to somebody I think I am talking to that person as a complete object, and not just a part of a cross-temporal being), but perdurantists have attacked this position. (An example of a perdurantist is David Lewis.) One argument perdurantists use to state the superiority of their view is that perdurantism is able to take account of change in objects.
Who holds that for an object to persist through time is for it to exist completely at different times?
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The answer:
endurantist