Anthem
An anthem is a musical composition of celebration, usually used as a symbol for a distinct group, particularly the national anthems of countries. Originally, and in music theory and religious contexts, it also refers more particularly to short sacred choral work and still more particularly to a specific form of Anglican church music.
Etymology
Anthem is derived from the Greek ἀντίφωνα (antíphōna) via Old English antefn. Both words originally referred to antiphons, a call-and-response style of singing. The adjectival form is "anthemic".
History
Anthems were originally a form of liturgical music. In the Church of England, the rubric appoints them to follow the third collect at morning and evening prayer. Several anthems are included in the British coronation service. The words are selected from Holy Scripture or in some cases from the Liturgy and the music is generally more elaborate and varied than that of psalm or hymn tunes. Being written for a trained choir rather than the congregation, the Anglican anthem is analogous to the motet of the Roman Catholic and Lutheran Churches but represents an essentially English musical form. Anthems may be described as "verse", "full", or "full with verse", depending on whether they are intended for soloists, the full choir, or both.
Anthems (Pure Love album)
Anthems is the debut album by British-American rock band Pure Love, released February 4, 2013. The group formed in 2011 after the departure of lead singer Frank Carter from the hardcore punk band Gallows, after which he began sharing song ideas with Jim Carroll of The Hope Conspiracy and The Suicide File; the two had met when Gallows supported The Hope Conspiracy in 2006. The group signed to Vertigo Records in February 2012 and began working with producer Gil Norton, playing a number of new songs in their debut performance at the NME Awards that February. Prior to Anthem's release, the band debuted several songs online as music videos and downloads. The album was initially scheduled for release in October 2012 but was delayed to February 2013.
Tracklist
All songs written and composed by Frank Carter and Jim Carroll.
Personnel
Hymnen
Hymnen is an electronic and concrete work, with optional live performers, by Karlheinz Stockhausen, composed in 1966–67, and elaborated in 1969. In the composer's catalog of works, it is "Nr. 22".
History
The quadraphonic electronic and concrete music of Hymnen was realised at the Electronic Music Studio of the Westdeutscher Rundfunk (WDR) in Cologne. The world première was of the version with soloists, and took place on 30 November 1967 in a concert of the WDR concert series Musik der Zeit, at the auditorium of the Apostel Secondary School in Cologne-Lindenthal (Stockhausen 1971, 96). The soloists were Aloys Kontarsky, piano, Johannes G. Fritsch, viola, Harald Bojé, electronium, and Rolf Gehlhaar and David Johnson, percussion. Sound technicians were David Johnson and Werner Scholz, sound direction by the composer.
Staré
Staré is a village and municipality in Michalovce District in the Kosice Region of eastern Slovakia.
History
In historical records the village was first mentioned in 1221.
Geography
The village lies at an altitude of 107 metres and covers an area of 6.234 km². The municipality has a population of about 700 people. The name was taken from grof Staray.
See also
References
External links
Coordinates: 48°52′N 21°52′E / 48.867°N 21.867°E / 48.867; 21.867
Star (Erasure song)
"Star" is a song by Erasure, released in 1990 as the fourth European (and third American) single from the group's fourth studio album Wild!.
A straightforward dance music track with disco elements, "Star" was written by Erasure members Vince Clarke and Andy Bell, its lyrical content clearly referencing nuclear war; Erasure's own form of protest song. When released as a single, the track was remixed slightly for radio, bringing acoustic guitar elements and various background vocal parts forward in the mix.
The last single released from Wild!, "Star" became Erasure's twelfth consecutive Top 20 hit on the UK singles chart, peaking at number eleven, and in Germany it peaked at number twenty-three. In the United States, "Star" did not enter the Billboard Hot 100, although it became a popular club hit, climbing to number four on the U.S. Hot Dance Music/Club Play chart.
Track listings
7" single (MUTE111) / Cassette Single (CMUTE111)
12" single (12MUTE111)
Star polygon
In geometry, a star polygon (not to be confused with a star-shaped polygon) is a concave polygon. Only the regular star polygons have been studied in any depth; star polygons in general appear not to have been formally defined.
Branko Grünbaum identified two primary definitions used by Kepler, one being the regular star polygons with intersecting edges that don't generate new vertices, and a second are simple isotoxal concave polygons.
The first usage is included in polygrams which includes polygons like the pentagram but also compound figures like the hexagram.
Etymology
Star polygon names combine a numeral prefix, such as penta-, with the Greek suffix -gram (in this case generating the word pentagram). The prefix is normally a Greek cardinal, but synonyms using other prefixes exist. For example, a nine-pointed polygon or enneagram is also known as a nonagram, using the ordinal nona from Latin. The -gram suffix derives from γραμμή (grammḗ) meaning a line.
Regular star polygon
A "regular star polygon" is a self-intersecting, equilateral equiangular polygon, created by connecting one vertex of a simple, regular, p-sided polygon to another, non-adjacent vertex and continuing the process until the original vertex is reached again. Alternatively for integers p and q, it can be considered as being constructed by connecting every qth point out of p points regularly spaced in a circular placement. For instance, in a regular pentagon, a five-pointed star can be obtained by drawing a line from the first to the third vertex, from the third vertex to the fifth vertex, from the fifth vertex to the second vertex, from the second vertex to the fourth vertex, and from the fourth vertex to the first vertex.
