Gala (literary prize)

Gala (Georgian: გალა) is a literary competition founded under the aegis of the Tbilisi Sakrebulo (Tbilisi City Assembly,Georgia). The idea of the competition belongs to writer and member of Tbilisi City Assembly Zaal Samadashvili. The competition presents awards in seven categories.

Winners receive a copy of a Bronze Age axe and prize money (4000 GEL). The idea of Bronze Age axe sketch pertains to sculptor Gogi Ochiauri, whereas the prize itself was elaborated by Tbilisi City Assembly member Khatuna Ochiauri.

Awards

Winners

Gala 2007

Family Π

Family Π is a group of New Testament manuscripts. Belonging to the Byzantine text-type, it is one of the textual families of this group. The name of the family, "Π" (pronounced in English as "pie"), is drawn from the symbol used for the Codex Petropolitanus. One of the most distinct of the Byzantine sub-groups, it is very old and the third largest. The oldest Byzantine manuscripts belong to this family.

Hermann von Soden designated this group by the symbol "K^a". According to him, its text is not purely Byzantine.

Codices and manuscripts

Soden included the following in this group of codices: Cyprius (K), Petropolitanus (Π), 72, 114, 116, 178, 265, 389, 1008, 1009, 1079, 1154, 1200, 1219, 1346, and 1398. Lake added to this group of manuscripts: 489, 537, 652, 775, 796, 904, 1478, 1500, 1546, 1561, 1781, 1816. Soden also associated Codex Alexandrinus with this group. Wisse lists about 150 witnesses of the family, but the majority of them belong to this family only in some parts of their text. The Peshitta, in the Gospels, represents this family.

Index set

In mathematics, an index set is a set whose members label (or index) members of another set. For instance, if the elements of a set A may be indexed or labeled by means of a set J, then J is an index set. The indexing consists of a surjective function from J onto A and the indexed collection is typically called an (indexed) family, often written as (A_j)_j∈J.

Examples

An enumeration of a set S gives an index set , where f : J → S is the particular enumeration of S.

Any countably infinite set can be indexed by .

For , the indicator function on r is the function given by

The set of all the functions is an uncountable set indexed by .

Other uses

In computational complexity theory and cryptography, an index set is a set for which there exists an algorithm I that can sample the set efficiently; i.e., on input 1ⁿ, I can efficiently select a poly(n)-bit long element from the set.

See also

References

Family (Spanish band)

Family was a cult band from Spain in the 1990s. Although initially unsuccessful, Family gradually acquired a fanbase and is now highly recognised in the Spanish underground pop scene. Their only album, Un Soplo en el Corazón has been praised for its poetic lyrics, inspired music and elegant artwork.

Family - Un Soplo en el Corazón (Tracklist)

1. La Noche Inventada (2:24)

2. Nadadora (2:57)

3. Como un Aviador (3:19)

4. En el Rascacielos (2:32)

5. El Bello Verano (2:19)

6. Portugal (2:10)

7. El Buen Vigía (2:05)

8. Viaje a los Sueños Polares (2:53)

9. Al Otro Lado (2:02)

10. Carlos Baila (2:49)

11. Yo TePerdí una Tarde de Abril (3:01)

12. Dame Estrellas O Limones (2:24)

13. El mapa (2:20)

14. Martín se ha ido para siempre (3:09)

Triangular prism

In geometry, a triangular prism is a three-sided prism; it is a polyhedron made of a triangular base, a translated copy, and 3 faces joining corresponding sides. A right triangular prism has rectangular sides, otherwise it is oblique. A uniform triagular prism is a right triangular prism with equilateral bases, and square sides.

Equivalently, it is a pentahedron of which two faces are parallel, while the surface normals of the other three are in the same plane (which is not necessarily parallel to the base planes). These three faces are parallelograms. All cross-sections parallel to the base faces are the same triangle.

As a semiregular (or uniform) polyhedron

A right triangular prism is semiregular or, more generally, a uniform polyhedron if the base faces are equilateral triangles, and the other three faces are squares. It can be seen as a truncated trigonal hosohedron, represented by Schläfli symbol t{2,3}. Alternately it can be seen as the Cartesian product of a triangle and a line segment, and represented by the product {3}x{}. The dual of a triangular prism is a triangular bipyramid.

Trip (Hedley song)

"Trip" is a pop punk song recorded by Canadian band Hedley and appears on their debut album Hedley (2005). The single topped the Canadian MuchMusic Countdown and reached number eleven on the Canadian Singles Chart. It sold close to 3,000 copies. Trip appears on the US version of Famous Last Words, which is called Never Too Late.

Charts

External links

List of Pokémon anime characters

This is a list of Pokémon anime characters.

Main characters

Rivals

Professors

Antagonists

Team Rocket

Team Rocket (ロケット団, Roketto-dan, Rocket Gang) is an organization bent on world domination. Headed by Giovanni, their plan to steal and exploit Pokémon for profit and power is a central plot device used throughout the series. According to the anime, the organization only has bases in the Kanto and Johto regions; however, that does not stop the show's antagonist trio of Jessie, James, and Meowth from following Ash Ketchum to other areas around the Pokémon world. Often, members of Team Rocket are broken up into pairs in order to perform specific heists—like Jessie and James. In the English translations, the pairs are often given names which nod to iconic figures of the American Old West: Jesse James, Butch Cassidy, and Annie Oakley, as well as Atilla the Hun.

Team Magma

Team Magma (マグマ団, Maguma-dan, Magma Gang) is one of the two villainous organizations in the Hoenn Region. They are a group of experts in the fields of geology and plate tectonics. Like Team Rocket, some rebels are Pokémon thieves, but Team Magma specializes in the field of Fire and Ground type Pokémon. In Pokémon Ruby, the team acts as the main crime team antagonists.