The Rose of Castille
comment: The Rose of Castille (or Castile) is an opera in three acts, with music by Michael William Balfe to an English-language libretto by Augustus Glossop Harris and Edmund Falconer, after the libretto by Adolphe d'Ennery and Clairville (alias of Louis-François Nicolaïe (1811–1879)) for Adolphe Adam's Le muletier de Tolède (1854). It was premiered on 29 October 1857, at the Lyceum Theatre, London.
wiki page modified: 2016-06-18T19:34:30Z
wiki page revision ID: 725924679
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=The_Rose_of_Castille&oldid=725924679
wiki page length: 11272

Italo Jose Dejter
fields: *
known for: Graph theory
birth place: Bahía Blanca, Argentina
known for: Combinatorial design
doctoral advisor: Ted Petrie
known for: *
fields: Computer science
wiki page modified: 2016-07-25T16:35:40Z
alma mater: Rutgers University
fields: Mathematics
wiki page revision ID: 731477824
wiki page length: 39235
alma mater: *
wiki page extracted: 2016-07-25T16:35:41Z
wiki page out degree: 165
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Italo_Jose_Dejter&oldid=731477824
known for: Differential topology
caption: Italo Jose Dejter
known for: Algebraic topology
alma mater: University of Buenos Aires
known for: Coding theory
comment: Italo Jose Dejter (Bahia Blanca, 1939) is an Argentine-born American mathematician and a professor at the University of Puerto Rico (UPRRP) since 1984. Professor Dejter has conducted research in mathematics, particularly in areas that include algebraic topology, differential topology, graph theory, coding theory and design theory. He has an Erdos number of 2 since 1993.Professor Dejter completed the Licentiate degree in Mathematics at University of Buenos Aires in 1967, and the Ph.D.
abstract: Italo Jose Dejter (Bahia Blanca, 1939) is an Argentine-born American mathematician and a professor at the University of Puerto Rico (UPRRP) since 1984. Professor Dejter has conducted research in mathematics, particularly in areas that include algebraic topology, differential topology, graph theory, coding theory and design theory. He has an Erdos number of 2 since 1993.Professor Dejter completed the Licentiate degree in Mathematics at University of Buenos Aires in 1967, and the Ph.D. degree in Mathematics from Rutgers University in 1975 under the supervision of Ted Petrie. He was a professor at Federal University of Santa Catarina, Brazil, from 1977 to 1984 before arriving to Puerto Rico.Professor Dejter has been a visiting scholar at a number of research institutions, including University of São Paulo, Instituto Nacional de Matemática Pura e Aplicada, Federal University of Rio Grande do Sul, University of Cambridge, National Autonomous University of Mexico, Simon Fraser University, University of Victoria, New York University, University of Illinois at Urbana–Champaign, McMaster University, DIMACS, Autonomous University of Barcelona, Technical University of Denmark, Auburn University, Polytechnic University of Catalonia, Technical University of Madrid, Charles University, Ottawa University, Simón Bolívar University, etc. The sections below describe the relevance of Dejter's work in the research areas mentioned in the first paragraph above, or in the box to the right.

Deep Thought (chess computer)
wiki page out degree: 39
comment: Deep Thought was a computer designed to play chess. Deep Thought was initially developed at Carnegie Mellon University and later at IBM. It was second in the line of chess computers developed by Feng-hsiung Hsu, starting with ChipTest and culminating in Deep Blue. In addition to Hsu, the Deep Thought team included Thomas Anantharaman, Mike Browne, Murray Campbell and Andreas Nowatzyk.
wiki page extracted: 2016-07-25T16:35:48Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Deep_Thought_(chess_computer)&oldid=712837804
wiki page length: 3666
wiki page modified: 2016-03-31T11:24:57Z
abstract: Deep Thought was a computer designed to play chess. Deep Thought was initially developed at Carnegie Mellon University and later at IBM. It was second in the line of chess computers developed by Feng-hsiung Hsu, starting with ChipTest and culminating in Deep Blue. In addition to Hsu, the Deep Thought team included Thomas Anantharaman, Mike Browne, Murray Campbell and Andreas Nowatzyk. Deep Thought became the first computer to beat a grandmaster in a regular tournament game when it beat Bent Larsen in 1988, but was easily defeated in both games of a two-game match with Garry Kasparov in 1989 as well as in a correspondence match with Michael Valvo.It was named after Deep Thought, a fictional computer in Douglas Adams' series, The Hitchhiker's Guide to the Galaxy. The naming of chess computers has continued in this vein with Deep Blue, Deep Fritz, Deep Junior, etc.Deep Thought won the North American Computer Chess Championship in 1988 and the World Computer Chess Championship in the year 1989, and its rating, according to the USCF was 2551. In 1994, Deep Thought 2 won the North American Computer Chess Championship for the fifth time, with its rating estimated at around 2600. It was sponsored by IBM. Some engineers who designed Deep Thought also worked in the design of Deep Thought 2. Its algorithms were quite simple evaluation functions, but it could examine half a billion chess positions per move in tournament games, which is sufficient to reach depth of 10 or 11 moves ahead in complex positions. Despite that, using the technique of singular extensions it could also follow lines of forced moves that reach even further, which is how it once found a checkmate in 37 moves.
wiki page revision ID: 712837804

Winning Eleven Online
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Winning_Eleven_Online&oldid=731477832
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wiki page revision ID: 731477832
wiki page length: 1743
wiki page extracted: 2016-07-25T16:35:43Z
wiki page out degree: 22

Indonesia national football team
fifa min date: July 2016
leftarm: FF0000
club: ''Unattached''''Italic text''
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pos: GK
wiki page revision ID: 731477826
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shorts: ffffff
pattern sh: _por10a
leftarm: FFFFFF
regional cup best: Round 1, 1996, 2000, 2004, 2007
clubnat: NED
rightarm: FF0000
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body: FFFFFF
leftarm: F76B07
wiki page extracted: 2016-07-25T16:35:44Z
world cup best: Round 1, 1938
shorts: EC0416
pattern so: _greentop
first game: Dutch East Indies 7–1
nickname: Merah-Putih
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shorts: FFFFFF
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title: Links to related articles
pos: DF
fifa max date: September 1998
clubnat: TLS
badge: NationalTeamFootballofIndonesia_Badge.svg
clubnat: JPN
name: Indonesia
rightarm: F76B07
background: #0B0B3F
title: Competitions
leftarm: EC0416
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nickname: Garuda
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Indonesia_national_football_team&oldid=731477826
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elo min date: November 2014
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elo max date: November 1969
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Michael Roach (musician)
wiki page modified: 2016-07-07T09:29:04Z
wiki page length: 6686
wiki page extracted: 2016-07-25T16:35:53Z
comment: Michael Roach (born March 18, 1955, Washington, D.C., United States) is an expatriate American blues performer and educator, who has released six albums on the independent Stella Records label. He conducts workshops on African American musical/cultural heritage internationally, and is a founder of the European Blues Association.
wiki page revision ID: 728738931
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Michael_Roach_(musician)&oldid=728738931
subject: Category:American male guitarists

Stupidity
name: Stupidity
next album: Sneakin' Suspicion
abstract: Stupidity was the third album by Dr. Feelgood. It was released in September 1976, and was their first live album recording. Their mushrooming popularity was confirmed when Stupidity (1976) topped the UK charts.The album reached number 1 in the UK Albums Chart in October 1976 (for one week), and remained in that chart for nine weeks. It was the first ever live album to go to number 1 in the UK chart in its first week of release. It was Dr. Feelgood's first and, to date, only recording to reach number 1, and appeared over eight months before their first single entered the corresponding UK Singles Chart - "Sneakin' Suspicion" (June 1977).Along with Rock Follies in 1976, it reached the top spot in the UK without the benefit of a hit single.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Stupidity_(Dr._Feelgood_album)&oldid=710254465
released: September 1976
wiki page length: 6749
wiki page modified: 2016-03-15T21:54:46Z
genre: Pub rock (United Kingdom)
cover: Stupidity .jpg
title: Chart procession and succession
wiki page revision ID: 710254465
last album: Malpractice
comment: Stupidity was the third album by Dr. Feelgood. It was released in September 1976, and was their first live album recording. Their mushrooming popularity was confirmed when Stupidity (1976) topped the UK charts.The album reached number 1 in the UK Albums Chart in October 1976 (for one week), and remained in that chart for nine weeks. It was the first ever live album to go to number 1 in the UK chart in its first week of release. It was Dr.
type: Live Album
producer: Dr. Feelgood
wiki page extracted: 2016-07-25T16:35:38Z
this album: Stupidity
label: United Artists - UAS 29990

Annie M. P. Smithson
comment: Annie Mary Patricia Smithson (26 September 1873 – 21 February 1948) was an Irish novelist, poet and Nationalist.Smithson was born into a Protestant family in Sandymount, Dublin. She was christened Margaret Anne Jane, but took the names Anne Mary Patricia on her conversion to Catholicism. Her mother and father were first cousins and her father died when she was young. About 1881 her mother married her second husband, Peter Longshaw, who owned a chemical factory in Warrington in Lancashire.
abstract: Annie Mary Patricia Smithson (26 September 1873 – 21 February 1948) was an Irish novelist, poet and Nationalist.Smithson was born into a Protestant family in Sandymount, Dublin. She was christened Margaret Anne Jane, but took the names Anne Mary Patricia on her conversion to Catholicism. Her mother and father were first cousins and her father died when she was young. About 1881 her mother married her second husband, Peter Longshaw, who owned a chemical factory in Warrington in Lancashire. Smithson disliked her stepfather and referred to him always as Mr Longshaw. There were five children of the second marriage.Smithson abandoned her ambition to become a journalist in order to train as a nurse and a midwife. She trained in London and Edinburgh, before returning to Dublin in 1900. In 1901 she took up a post as district nurse in Millton, Co. Down. There she fell in love with her colleague Dr James Manton, a married man. Deciding that a relationship was impossible, she left Millton in 1906. They kept up a correspondence until her conversion, when she burnt his letters.She converted to Catholicism in March 1907 and became a fervent Republican and Nationalist. She became a member of Cumann na mBan and campaigned for Sinn Féin in the 1918 general election.She took the Republican side in the Irish Civil War and nursed participants in the siege at Moran's Hotel. In 1922 she was imprisoned by Free State forces and was rescued from Mullingar prison by Linda Kearns McWhinney and Muriel MacSwiney, posing as a Red Cross delegation. Her political views led to her resignation from the Queen's Nurses Committee and a move into private nursing. In 1924 she wrote a series of articles on child welfare work for the Evening Mail newspaper, based on her work in tenements in the Dublin Liberties, one of the poorest areas of the city, where she continued to work until 1929.She was Secretary and Organiser of the Irish Nurses Organisation from 1929 to 1942. She wrote for the Irish Nurses' Maga[cell cut: 2878 characters, first 2000 kept]
wiki page length: 5120
wiki page modified: 2016-04-12T22:33:37Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Annie_M._P._Smithson&oldid=714970336
wiki page revision ID: 714970336
wiki page extracted: 2016-07-25T16:35:53Z

Bogdan Lalić
abstract: Bogdan Lalic (born 8 March 1964) is a Croatian chess grandmaster. He was born in the former Yugoslavia in 1964. FIDE awarded him the International Grandmaster title in 1988. He finished equal first at the Pleven 1987 and Sarajevo 1988 tournaments. Although registered with the Croatian Federation, he divides his time between playing abroad and making frequent visits to England. He was once married to International Master Susan Lalic, England's first woman to hold the IM title, but they are now divorced. Together, they have a son, Peter Lalić, born 1994.As of March 2011, his FIDE rating is 2474. His highest rating was 2600 in 1997.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Bogdan_Lalić&oldid=726982078
wiki page extracted: 2016-07-25T16:35:37Z
comment: Bogdan Lalic (born 8 March 1964) is a Croatian chess grandmaster. He was born in the former Yugoslavia in 1964. FIDE awarded him the International Grandmaster title in 1988. He finished equal first at the Pleven 1987 and Sarajevo 1988 tournaments. Although registered with the Croatian Federation, he divides his time between playing abroad and making frequent visits to England.
name: Bogdan Lalić
wiki page length: 2690
birthname: Bogdan Lalić
name: Bogdan Lalic
caption: Bogdan Lalic, 2009
wiki page modified: 2016-06-25T20:07:29Z
wiki page revision ID: 726982078

Microcybe
comment: Microcybe is a genus of plants in the Rutaceae family, all of which are native to Australia.There are three species:Microcybe albiflora Turcz. (Western Australia)Microcybe multiflora Turcz. - Red Microcybe (Western Australia, South Australia, Victoria)Microcybe pauciflora Turcz. - Yellow Microcybe (Western Australia, South Australia, Victoria)
wiki page length: 1923
subdivision: See text
wiki page modified: 2016-06-03T16:54:20Z
image caption: Microcybe multiflora subsp. baccharoides
kingdom: Plant
family: Rutoideae
subject: Category:Rutaceae genera
wiki page revision ID: 723539010
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Microcybe&oldid=723539010
regnum: Plantae
wiki page out degree: 16
subdivision ranks: Species
wiki page extracted: 2016-07-25T16:35:45Z
subfamilia: Rutoideae
genus: Microcybe

Morelladon beltrani
wiki page edit link: http://en.wikipedia.org/w/index.php?title=Morelladon_beltrani&action=edit
wiki page ID: 51160978
wiki page length: 23
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Morelladon_beltrani&oldid=731477851
wiki page extracted: 2016-07-25T16:35:48Z
wiki page history link: http://en.wikipedia.org/w/index.php?title=Morelladon_beltrani&action=history
wiki page revision ID: 731477851
wiki page out degree: 1
wiki page modified: 2016-07-25T16:35:47Z

House of the Weeping Widow
abstract: The House of the Weeping Widow (Ukrainian: Будинок плакучої вдови) is an architectural landmark in the city of Kiev, capital of Ukraine, located at 23 Lyuteranska Street.
wiki page extracted: 2016-07-25T16:35:40Z

National Civic Union (Argentina)
wiki page extracted: 2016-07-25T16:35:47Z
comment: The National Civic Union (in Spanish Unión Cívica Nacional) was an Argentine political party formed in 1891 as the result of a split in the Civic Union, and dissolved in 1916. It was initially based largely on the personality of its leader, Bartolomé Mitre.

Toploftical
contributor ID: 16162765

Chess notation
abstract: Chess notation is the term for several systems that have developed to record either the moves made in a game of chess or the position of pieces on a chessboard. The earliest systems of notation used lengthy narratives to describe each move; these gradually evolved into terser notation systems. Currently algebraic chess notation is the accepted standard and is widely used. Algebraic notation has several variations. Descriptive chess notation was used in English- and Spanish-language literature until the late 20th century, but is now obsolete. There are some special systems for international correspondence chess. Portable Game Notation is used when working with computer chess programs. Systems also exist for transmission using Morse code over telegraph or radio.
wiki page extracted: 2016-07-25T16:35:38Z
wiki page revision ID: 715743907
comment: Chess notation is the term for several systems that have developed to record either the moves made in a game of chess or the position of pieces on a chessboard. The earliest systems of notation used lengthy narratives to describe each move; these gradually evolved into terser notation systems. Currently algebraic chess notation is the accepted standard and is widely used. Algebraic notation has several variations.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Chess_notation&oldid=715743907
wiki page length: 18182
wiki page modified: 2016-04-17T18:51:34Z

Tip (Unix utility)
wiki page revision ID: 715303310
wiki page modified: 2016-04-14T23:22:36Z
wiki page extracted: 2016-07-25T16:35:44Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Tip_(Unix_utility)&oldid=715303310
wiki page length: 2542
wiki page out degree: 21
abstract: tip is a Unix utility for establishing a terminal connection to a remote system via a modem. It is commonly associated with BSD Unix, as well as other UNIX flavours such as Sun's Solaris. It was originally included with 4.2BSD.Tip is referred to in the Solaris documentation as the preferred terminal emulator to connect to a Sun workstation's serial port for maintenance purposes, for example to configure the OpenPROM firmware. A reasonable freely-available equivalent is the cu utility from Taylor UUCP.
comment: tip is a Unix utility for establishing a terminal connection to a remote system via a modem. It is commonly associated with BSD Unix, as well as other UNIX flavours such as Sun's Solaris. It was originally included with 4.2BSD.Tip is referred to in the Solaris documentation as the preferred terminal emulator to connect to a Sun workstation's serial port for maintenance purposes, for example to configure the OpenPROM firmware.

Alansohn
contributor ID: 118722

Mike Boyd
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Mike_Boyd_(basketball)&oldid=713463743
confstanding: T–4th
wiki page modified: 2016-04-04T05:48:46Z
name: Kent State
confstanding: T–6th
wiki page extracted: 2016-07-25T16:35:53Z
wiki page revision ID: 713463743
poll: no
name: Cleveland State
comment: Mike Boyd (born February 6, 1947) is an American basketball coach. He is a former Cleveland State University head coach, and is currently an assistant at East Tennessee State University. Boyd was hired at Cleveland State to replace Kevin Mackey in September 1990, and resigned on March 25, 1996. He has also been an interim head coach at Kent State, and an assistant coach at Kent State, Michigan, and Penn State. At the end of the 2012–2013 school year Boyd retired for coaching.
confstanding: T–3rd
type: coach
coach team: Kent State
championship: conference
ranking: no
wiki page length: 5313

Insular Celts
wiki page extracted: 2016-07-25T16:35:51Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Insular_Celts&oldid=720576398
wiki page revision ID: 720576398
abstract: The Insular Celts are the speakers of the Insular Celtic languages, which comprise all the living Celtic languages as well as their precursors, but the term is mostly used in reference to the peoples of the British Iron Age prior to the Roman conquest, and their contemporaries in Ireland. The term may also be used for the peoples of the modern Celtic nations.According to older theories, the Insular Celtic languages spread throughout the British Isles in the course of the British Iron Age. But this is now doubted by most scholars, who see the languages as already present, and possibly dominant, in the British Bronze Age, and perhaps earlier. At some point the languages split into the two major groups, Goidelic in Ireland and Brittonic in Great Britain, corresponding to the population groups of the Goidels (Gaels) on one hand and the Britons and the Picts on the other. The extent to which these peoples ever formed a distinct ethnic group remains unclear. While there are early records of the Continental Celtic languages, allowing a comparatively confident reconstruction of Proto-Celtic, Insular Celtic languages become attested in connected texts only at the end of the Dark Ages, from around the 7th century AD, by which time they had become mutually incomprehensible.
wiki page out degree: 111
wiki page modified: 2016-05-16T18:52:43Z
wiki page length: 17664
comment: The Insular Celts are the speakers of the Insular Celtic languages, which comprise all the living Celtic languages as well as their precursors, but the term is mostly used in reference to the peoples of the British Iron Age prior to the Roman conquest, and their contemporaries in Ireland. The term may also be used for the peoples of the modern Celtic nations.According to older theories, the Insular Celtic languages spread throughout the British Isles in the course of the British Iron Age.

Pinkbeast
contributor ID: 11291690

Rossmoyne Senior High School
wiki page revision ID: 731477840
abstract: Rossmoyne Senior High School, otherwise known as (RSHS) is an independent public high school in Western Australia. The school is located on Keith Road, Bull Creek, a southern riverside suburb of Perth, the state capital city. It is the second largest school in the state by enrollment.
wiki page length: 13345
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Rossmoyne_Senior_High_School&oldid=731477840
wiki page modified: 2016-07-25T16:35:45Z
wiki page extracted: 2016-07-25T16:35:46Z

Endor (village)
wiki page out degree: 32
wiki page extracted: 2016-07-25T16:35:36Z
wiki page length: 7516
wiki page revision ID: 728331796
abstract: Endor (Hebrew: עֵין־דֹּאר; עֵֽין־ דֹּר֙ ; עֵ֥ין דּֽוֹר‎‎ ‘Êndōr) was a Canaanite city which is listed in the Book of Joshua (Joshua 17:11) as one of the cities with its dependencies that the Israelites failed to dispossess. It is located between the Hill of Moreh and Mount Tabor in the Jezreel Valley.The original meaning of "Endor" is unknown and its spelling in Hebrew varies. It is mentioned or alluded to in the Bible two more times in 1 Samuel 28:7, and in Psalms 83:11. It may be connected with the words ein meaning "spring" and dor, meaning "settlement".
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Endor_(village)&oldid=728331796
comment: Endor (Hebrew: עֵין־דֹּאר; עֵֽין־ דֹּר֙ ; עֵ֥ין דּֽוֹר‎‎ ‘Êndōr) was a Canaanite city which is listed in the Book of Joshua (Joshua 17:11) as one of the cities with its dependencies that the Israelites failed to dispossess. It is located between the Hill of Moreh and Mount Tabor in the Jezreel Valley.The original meaning of "Endor" is unknown and its spelling in Hebrew varies. It is mentioned or alluded to in the Bible two more times in 1 Samuel 28:7, and in Psalms 83:11.
wiki page modified: 2016-07-04T18:18:12Z

List of highways numbered 312
wiki page extracted: 2016-07-25T16:35:48Z
abstract: The following highways are numbered 312:

Ajgorhoe
contributor ID: 46454

Bossiaea
wiki page modified: 2016-06-08T02:48:28Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Bossiaea&oldid=724255833
wiki page length: 3923
wiki page extracted: 2016-07-25T16:35:42Z
wiki page revision ID: 724255833
comment: Bossiaea is a genus in the pea family (Fabaceae) consisting of about 70 species which are native to Australia. The genus is named in honour of Joseph Hugues Boissieu La Martinière, a botanist on La Pérouse's expedition to Australia.

Mika Boorem
wiki page out degree: 73
wiki page length: 6468
wiki page modified: 2016-06-27T09:04:31Z
caption: Boorem in 2010.
comment: Mika Sue Boorem (born August 18, 1987) is an American actress who has appeared in the films Blue Crush (2002), Carolina (2003), Sleepover (2004) and Smile (2005).
occupation: Actress
subject: Category:Lycée Français de Los Angeles alumni
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Mika_Boorem&oldid=727193620
wiki page extracted: 2016-07-25T16:35:42Z
birth name: Mika Sue Boorem
wiki page revision ID: 727193620
birthname: Mika Sue Boorem

Wi-Fi positioning system
wiki page modified: 2016-07-25T16:35:46Z
wiki page extracted: 2016-07-25T16:35:48Z
wiki page length: 28156
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Wi-Fi_positioning_system&oldid=731477848
wiki page revision ID: 731477848

IQ classification
wiki page modified: 2016-07-25T16:35:48Z
abstract: IQ classification is the practice by IQ test publishers of labeling IQ score ranges with category names such as "superior" or "average". There are several publishers of tests of cognitive abilities. No two publishers use exactly the same classification labels, which have changed from time to time since the beginning of intelligence testing in the early twentieth century.IQ scores have been derived by two different methods since the advent of cognitive ability tests. The first method historically was the "ratio IQ", based on estimating a "mental age" of the test-taker (rounded to a specified number of years and months), which was then divided by the test-taker's "chronological age" (rounded to a specified number of years and months). For example, a mental age score of thirteen years and zero months for a test-taker with the chronological age ten years and zero months results in a quotient of 1.3 after doing the division. The division result was then multiplied by 100 so that scores could be reported without decimal points. Thus the score in the example would be reported as IQ 130.The current scoring method for all IQ tests is the "deviation IQ". In this method, an IQ score of 100 means that the test-taker's performance on the test is at the median level of performance in the sample of test-takers of about the same age used to norm the test. An IQ score of 115 means performance one standard deviation above the median, a score of 85 performance one standard deviation below the median, and so on. Lewis Terman and other early developers of IQ tests noticed that most child IQ scores come out to approximately the same number by either procedure. Deviation IQs are now used for standard scoring of all IQ tests in large part because they allow a consistent definition of IQ for both children and adults. By the current "deviation IQ" definition of IQ test standard scores, about two-thirds of all test-takers obtain scores from 85 to 115, and about 5 percent of the population sco[cell cut: 3114 characters, first 2000 kept]
wiki page length: 92005
wiki page extracted: 2016-07-25T16:35:51Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=IQ_classification&oldid=731477855
comment: IQ classification is the practice by IQ test publishers of labeling IQ score ranges with category names such as "superior" or "average". There are several publishers of tests of cognitive abilities. No two publishers use exactly the same classification labels, which have changed from time to time since the beginning of intelligence testing in the early twentieth century.IQ scores have been derived by two different methods since the advent of cognitive ability tests.
wiki page revision ID: 731477855

Grand Tour (cycling)
wiki page revision ID: 731477834
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Grand_Tour_(cycling)&oldid=731477834
wiki page extracted: 2016-07-25T16:35:45Z
wiki page length: 48750
wiki page modified: 2016-07-25T16:35:43Z

Earth 2
abstract: Earth 2 is an American science fiction television series which aired on NBC from November 6, 1994 to June 4, 1995. The show was canceled after one season of 22 episodes. It follows the journey and settlement of a small expeditionary group called the Eden Project, with the intent to journey to an Earth-like planet called G889 in an attempt to find a cure to an illness called "the syndrome". The series was created by Michael Duggan, Carol Flint, Mark Levin, and Billy Ray, produced by Amblin Entertainment and Universal Television, and filmed primarily in northern New Mexico around the Santa Fe area. The series' music was composed by David Bergeaud, and the executive producers were Michael Duggan, Mark Levin, and Carol Flint.The show had a successful premiere, reaching eighth place for the week; however, ratings dropped off quickly as the Nielsen ratings share had dropped from 23% to 9%. During its run, it had been nominated for a Primetime Emmy, Saturn, and other awards. In 2005, the entire series was released on DVD in a 4-disc set.
comment: Earth 2 is an American science fiction television series which aired on NBC from November 6, 1994 to June 4, 1995. The show was canceled after one season of 22 episodes. It follows the journey and settlement of a small expeditionary group called the Eden Project, with the intent to journey to an Earth-like planet called G889 in an attempt to find a cure to an illness called "the syndrome".
wiki page modified: 2016-04-23T20:54:41Z
wiki page out degree: 110
wiki page revision ID: 716781975
wiki page length: 18021
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Earth_2_(TV_series)&oldid=716781975
wiki page extracted: 2016-07-25T16:35:38Z

இரிப்பன் கட்டிடம்
cost: 750000
wiki page revision ID: 731477838
location town: Chennai
type: ArchitecturalStructure
type: Q41176
wiki page out degree: 30
wiki page length: 7039
current tenants: Seat of the Chennai Corporation
latd: 13.0817
subject: Category:Government of Chennai
type: Government Buildings
subject: Category:Buildings and structures completed in 1917
type: Location
subject: Category:Tourist attractions in Chennai
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Ripon_Building&oldid=731477838
wiki page modified: 2016-07-25T16:35:45Z
name: Ripon Building
type: SpatialThing
architectural style: Neoclassical architecture
location: Chennai
type: Building
type: Place
alternate names: Corporation Building
subject: Category:Office buildings in Chennai
country: India
subject: Category:Indo-Saracenic Revival architecture
longd: 80.2716
tenant: Chennai Corporation
subject: Category:Municipal buildings in India
type: Thing
native name: இரிப்பன் கட்டிடம்
map type: India Chennai
owner: Government of Tamil Nadu
building type: Government Buildings
native name lang: ta
location country: India
wiki page extracted: 2016-07-25T16:35:45Z
map caption: Location within Chennai
long: 80.2716
point: 13.0817 80.2716
lat: 13.0817

Saturated set
wiki page modified: 2016-06-05T20:09:07Z
wiki page length: 1236
wiki page revision ID: 723870093
comment: In mathematics, in particular in topology, a subset of a topological space (X, τ) is saturated if it is an intersection of open subsets of X. In a T1 space every set is saturated.Saturated sets can also be defined in terms of surjections: let p : X → Y be a surjection; a subset C of X is called saturated with respect to p if for every p−1(A) that intersects C, p−1(A) is contained in C. This is equivalent to the statement that p−1p(C)=C.
wiki page extracted: 2016-07-25T16:35:52Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Saturated_set&oldid=723870093

Brack Cornett
wiki page extracted: 2016-07-25T16:35:39Z
wiki page length: 5305
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Brack_Cornett&oldid=723562345
abstract: Braxton "Brack" Cornett (22 May 1841 – 26 September 1888) was a prominent Texas outlaw from 1887 to 1888. Although born in Clinton County, Missouri, he grew up in south Texas, in and around Goliad County.He is most well known as a member of the Bill Whitley gang (though it is today sometimes referred to as the Brack Cornett gang). The gang was formed in February 1887 to rob trains, but their first outing in early May 1887 was a bust. However, on 18 May, they robbed the Missouri-Pacific train while it was stopped at McNeill Junction, thirteen miles outside of San Antonio, getting away with about $4,000. The next month they robbed the east bound train from San Antonio near Flatonia, in Fayette County, getting away with over $7,000.In 1888, Whitley, Cornett, and the gang robbed the bank in Cisco, Texas, escaping with $25,000. Several days later they stopped an I&GN train and stole $20,000. On June 18, 1888, Cornett, using the alias "Captain Dick" led the band that robbed the Southern Pacific near Schulenburg, Texas. It was "the most daring train robbery that ever occurred in Texas", according to The New York Times.Later that same year Cornett and the gang planned to rob a Southern Pacific train out of Harwood, Texas, on September 22. U.S. Marshal John Rankin somehow received advance notice of the robbers' plans and hid himself, Deputy Duval West, and a number of Texas Rangers on board the train. Just three miles outside of town, the gang stopped the train and attempted to rob it but were driven off by the lawmen. However, the gang then went on to successful rob another train near Flatonia, Texas.On September 25, 1888, in Floresville, Wilson County, Texas, the gang was run to ground by a contingent of U.S. Marshals. There was a massive shootout in which Bill Whitley was killed and one other gang member taken prisoner. Cornett himself fled alone on horseback. There are two stories about how Cornett met his death at the hands of Texas lawman Alfred Allee near the town of [cell cut: 2363 characters, first 2000 kept]
comment: Braxton "Brack" Cornett (22 May 1841 – 26 September 1888) was a prominent Texas outlaw from 1887 to 1888. Although born in Clinton County, Missouri, he grew up in south Texas, in and around Goliad County.He is most well known as a member of the Bill Whitley gang (though it is today sometimes referred to as the Brack Cornett gang). The gang was formed in February 1887 to rob trains, but their first outing in early May 1887 was a bust.
wiki page revision ID: 723562345
wiki page modified: 2016-06-03T19:49:20Z

Jonathan Coleman
comment: Jonathan David Coleman (born 23 September 1966) is a New Zealand politician.
parliament: mpp/mps/current/51MP2361/coleman-jonathan
honorific suffix: MP
wiki page length: 9086
name: Jonathan Coleman
order: Minister of Defence
end: present
beehive: jonathan-coleman
wiki page extracted: 2016-07-25T16:35:51Z
wiki page out degree: 48
order: Minister of State Services
order: Minister for Sport and Recreation
term start: December 2011
honorific prefix: The Honourable Dr
caption: Coleman outside the Memorial Museum Passchendaele 1917 in 2012
theywork: jonathan_coleman
party: New Zealand National Party
order: Minister of Health
parliament: New Zealand
wiki page modified: 2016-06-03T02:49:18Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Jonathan_Coleman_(politician)&oldid=723444712
wiki page revision ID: 723444712
electorate: Northcote

Don Quinn
death place: Los Angeles, California, U.S.
wiki page modified: 2016-06-27T23:02:39Z
occupation: Cartoonist, writer
spouse: Edythe Quinn
wiki page out degree: 71
comment: Don Quinn (November 18, 1900–December 30, 1967) was an American comedy writer who started out as a cartoonist based in Chicago.
birth place: Grand Rapids, Michigan, U.S.
wiki page revision ID: 727282308
spouse: Garnette Steve Quinn
wiki page extracted: 2016-07-25T16:35:39Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Don_Quinn&oldid=727282308
wiki page length: 11074
abstract: Don Quinn (November 18, 1900–December 30, 1967) was an American comedy writer who started out as a cartoonist based in Chicago. According to sources, Quinn's career as a cartoonist was short-lived but his career as a writer began after he realized that the magazines and newspapers threw away his drawings he sent in but kept his captions.Quinn was best known as the sole writer (later head writer to Phil Leslie) of the popular old-time radio show Fibber McGee and Molly for 15 years and as the writer for the program's stars Jim and Marian Jordan for 20 years.Quinn was also the creator/head writer of radio's The Beulah Show, (a Fibber McGee spinoff), and television's The Halls of Ivy. Quinn also created the popular Throckmorton P. Gildersleeve character on Fibber McGee and Molly.

The Yukon Lumberjacks
comment: The Yukon Lumberjacks was the name of a professional wrestling tag team that worked in the World Wide Wrestling Federation (WWWF) in 1978, consisting of Eric and Pierre. The team was managed by "Captain" Lou Albano and worked as heel (wrestling term for those who portray the "bad guy"). The team held the WWWF Tag Team Championship for 148 days in 1978
wiki page extracted: 2016-07-25T16:35:46Z

Julia Zorn
abstract: Julia Zorn (born 6 February 1990) is a German ice hockey forward and former goaltender for ESC Planegg and the German national team. She participated at the 2015 IIHF Women's World Championship.Zorn made history in 2012, becoming the first ever player to compete as a goalie and as a skater at IIHF events. She was a goaltender with the Germany women's national under-18 ice hockey team, but then switched to being a forward, which she has been at subsequent international events.
wiki page extracted: 2016-07-25T16:35:50Z
wiki page revision ID: 725402551
sex: f
shoots: Left
wiki page length: 4782
ntl team: Germany
wiki page modified: 2016-06-15T12:51:45Z
name: Julia Zorn
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Julia_Zorn&oldid=725402551

Thenkalai
wiki page modified: 2016-04-11T06:50:41Z
wiki page length: 28
wiki page extracted: 2016-07-25T16:35:37Z
wiki page revision ID: 714685199
wiki page out degree: 1
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Thenkalai&oldid=714685199

Remco van Eijden
tournament: Hungarian Open
european: Last 32: 2009
wiki page modified: 2016-07-25T16:35:44Z
world masters: Quarter-Final: 2013
subst: subst:
currentrank: 127
music: Rebirth by Ran-D & B-Front
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Remco_van_Eijden&oldid=731477837
tournament: Austria Open Vienna
world darts trophy: Last 32: 2007, 2015
bdo world: Last 16: 2008
wiki page extracted: 2016-07-25T16:35:44Z
laterality: Right-handed
abstract: Remco van Eijden (born 12 September 1977 in Amsterdam) is a Dutch darts player who competes in Professional Darts Corporation events.
tournament: Swiss Open
wiki page revision ID: 731477837
tournament: Belgium Open Warm Up
homecountry: Netherlands
pdc world: Last 64: 2009
zuiderduin masters: Quarter-Final: 2007, 2012
tournament: French Open
tournament: Open Zuid Oost Netherland
wiki page out degree: 35
wiki page length: 4186
tournament: Austrian Open

Liouville dynamical system
wiki page extracted: 2016-07-25T16:35:40Z
abstract: In classical mechanics, a Liouville dynamical system is an exactly soluble dynamical system in which the kinetic energy T and potential energy V can be expressed in terms of the s generalized coordinates q as follows: T = 1 2 { u 1 ( q 1 ) + u 2 ( q 2 ) + ⋯ + u s ( q s ) } { v 1 ( q 1 ) q ˙ 1 2 + v 2 ( q 2 ) q ˙ 2 2 + ⋯ + v s ( q s ) q ˙ s 2 } {\displaystyle T={\frac {1}{2}}\left\{u_{1}(q_{1})+u_{2}(q_{2})+\cdots +u_{s}(q_{s})\right\}\left\{v_{1}(q_{1}){\dot {q}}_{1}^{2}+v_{2}(q_{2}){\dot {q}}_{2}^{2}+\cdots +v_{s}(q_{s}){\dot {q}}_{s}^{2}\right\}} V = w 1 ( q 1 ) + w 2 ( q 2 ) + ⋯ + w s ( q s ) u 1 ( q 1 ) + u 2 ( q 2 ) + ⋯ + u s ( q s ) {\displaystyle V={\frac {w_{1}(q_{1})+w_{2}(q_{2})+\cdots +w_{s}(q_{s})}{u_{1}(q_{1})+u_{2}(q_{2})+\cdots +u_{s}(q_{s})}}} The solution of this system consists of a set of separably integrable equations 2 Y d t = d φ 1 E χ 1 − ω 1 + γ 1 = d φ 2 E χ 2 − ω 2 + γ 2 = ⋯ = d φ s E χ s − ω s + γ s {\displaystyle {\frac {\sqrt {2}}{Y}}\,dt={\frac {d\varphi _{1}}{\sqrt {E\chi _{1}-\omega _{1}+\gamma _{1}}}}={\frac {d\varphi _{2}}{\sqrt {E\chi _{2}-\omega _{2}+\gamma _{2}}}}=\cdots ={\frac {d\varphi _{s}}{\sqrt {E\chi _{s}-\omega _{s}+\gamma _{s}}}}} where E = T + V is the conserved energy and the γ s {\displaystyle \gamma _{s}} are constants. As described below, the variables have been changed from qs to φs, and the functions us and ws substituted by their counterparts χs and ωs. This solution has numerous applications, such as the orbit of a small planet about two fixed stars under the influence of Newtonian gravity. The Liouville dynamical system is one of several things named after Joseph Liouville, an eminent French mathematician.
comment: In classical mechanics, a Liouville dynamical system is an exactly soluble dynamical system in which the kinetic energy T and potential energy V can be expressed in terms of the s generalized coordinates q as follows: T = 1 2 { u 1 ( q 1 ) + u 2 ( q 2 ) + ⋯ + u s ( q s ) } { v 1 ( q 1 ) q ˙ 1 2 + v 2 ( q 2 ) q ˙ 2 2 + ⋯ + v s ( q s ) q ˙ s 2 } {\displaystyle T={\frac {1}{2}}\left\{u_{1}(q_{1})+u_{2}(q_{2})+\cdots +u_{s}(q_{s})\right\}\left\{v_{1}(q_{1}){\dot {q}}_{1}^{2}+v_{2}(q_{2}){\dot {q}}_{2}^{2}+\cdots +v_{s}(q_{s}){\dot {q}}_{s}^{2}\right\}} V = w 1 ( q 1 ) + w 2 ( q 2 ) + ⋯ + w s ( q s ) u 1 ( q 1 ) + u 2 ( q 2 ) + ⋯ + u s ( q s ) {\displaystyle V={\frac {w_{1}(q_{1})+w_{2}(q_{2})+\cdots +w_{s}(q_{s})}{u_{1}(q_{1})+u_{2}(q_{2})+\cdots +u_{s}(q_{s})}}} The solution of this system consists of a set of separably integrable equations 2 Y d t = d φ 1 E χ 1 − ω 1 + γ 1 = d φ 2 E χ 2 − ω 2 + γ 2 = ⋯ = d φ s E χ s − ω s + γ s {\displaystyle {\frac {\sqrt {2}}{Y}}\,dt={\frac {d\varphi _{1}}{\sqrt {E\chi _{1}-\omega _{1}+\gamma _{1}}}}={\frac {d\varphi _{2}}{\sqrt {E\chi _{2}-\omega _{2}+\gamma _{2}}}}=\cdots ={\frac {d\varphi _{s}}{\sqrt {E\chi _{s}-\omega _{s}+\gamma _{s}}}}} where E = T + V is the conserved energy and the γ s {\displaystyle \gamma _{s}} are constants.

AK-257
wiki page length: 1949
wiki page revision ID: 723285981
wiki page modified: 2016-06-02T04:44:52Z
wiki page out degree: 9
wiki page revision link: http://en.wikipedia.org/w/index.php?title=AK-257&oldid=723285981
wiki page extracted: 2016-07-25T16:35:37Z
abstract: The AK-257 is a 57mm naval gun, originally a land ZIF-31 L/70 57 mm (Type 66/76) cannon. During the early 1950s, development began of naval versions of the 57 mm 70 calibre weapon which had entered service with the Soviet army in 1950 as the S-60. This was to be a supplementary weapon for larger warships and as the main gun armament for minesweepers and auxiliaries.The twin gun version, ZIF-31, appears to have entered service with the Project 264 Minesweepers (T58 class) and the Project 310 (Don class) submarine support ships in 1958. In 1960, two other versions of the mounting appeared; a single gun ZIF-71 for the modernised Skoryy class destroyers and the quad ZIF-75 for the Krupny/Kanin class destroyers. The ZIF designation is an industrial one and it is possible that the naval designations were AK-157 (ZIF-71), AK-257 (ZIF-31) and AK-457 (ZIF-75). In smaller warships these mountings were sometimes associated with MR-103 and in larger ones with the Yakhond (Hawk Screech) radar.The ZIF-31/71/75 mountings may not have been very successful and an improved twin mounting appeared shortly afterwards as the AK-725. The twin 57 mm ZIF-31 has also been manufactured in China as the Type 66 and there is a water-cooled derivative known as the Type 76. The AK-257 is currently employed on the Grisha class Corvette.
comment: The AK-257 is a 57mm naval gun, originally a land ZIF-31 L/70 57 mm (Type 66/76) cannon. During the early 1950s, development began of naval versions of the 57 mm 70 calibre weapon which had entered service with the Soviet army in 1950 as the S-60.

Cryptandra arbutiflora
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Cryptandra_arbutiflora&oldid=706816907
wiki page modified: 2016-02-25T13:08:33Z
wiki page revision ID: 706816907
abstract: Cryptandra arbutiflora, commonly known as waxy cryptandra, is a shrub species in the Buckthorn family, Rhamnaceae. It is endemic to the south-west of Western Australia, occurring between the south coast and the Dandaragan area to the north and also near Geraldton. It ranges from 0.05 to 1 metre in height and produces cream bell-shaped flowers between May and November. The species was first formally described by botanist Eduard Fenzl based on plant material collected by Charles von Hügel from the Swan River area. Fenzl's description was published in 1837 in Enumeratio plantarum quas in Novae Hollandiae ora austro-occidentali ad fluvium Cygnorum et in sinu Regis Georgii collegit Carolus Liber Baro de Hügel The Latin specific epithet arbutiflora alludes to the flowers which are reminiscent of those of Arbutus unedo, the Irish Strawberry Tree.Four varieties are currently recognised:C. arbutiflora Fenzl var. arbutifloraC. arbutiflora var. borealis RyeC. arbutiflora var. pygmaea RyeC. arbutiflora var. tubulosa (Fenzl) Benth.A former variety C. arbutiflora var. intermedia is now regarded as a species in its own right - Cryptandra intermedia.
comment: Cryptandra arbutiflora, commonly known as waxy cryptandra, is a shrub species in the Buckthorn family, Rhamnaceae. It is endemic to the south-west of Western Australia, occurring between the south coast and the Dandaragan area to the north and also near Geraldton. It ranges from 0.05 to 1 metre in height and produces cream bell-shaped flowers between May and November.
wiki page length: 2520
wiki page extracted: 2016-07-25T16:35:49Z

Augustus Allhusen
abstract: Augustus Henry Eden Allhusen (1867 – 2 May 1925) was an English Conservative Party politician. He sat in the House of Commons from 1897 to 1906.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Augustus_Allhusen&oldid=718639132
wiki page modified: 2016-05-04T18:21:46Z
title: Member of Parliament for Hackney Central
wiki page out degree: 46
wiki page extracted: 2016-07-25T16:35:37Z
wiki page length: 4485
title: Member of Parliament for Salisbury
wiki page revision ID: 718639132

Cassette tape adaptor
wiki page modified: 2016-06-09T20:05:57Z
comment: The cassette adapter allows one to play music through sound systems with a tape player without the need for an auxiliary input.
wiki page extracted: 2016-07-25T16:35:44Z
wiki page revision ID: 724521085
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Cassette_tape_adaptor&oldid=724521085
wiki page length: 4576

Filip Totyu
wiki page extracted: 2016-07-25T16:35:42Z
wiki page length: 3944
comment: Todor Todorov Topalov (or Topalski) (Bulgarian: Тодор Тодоров Топалов or Топалски; 1830-23 March 1907), better known under the pseudonym Filip Totyu (Филип Тотю), was a Bulgarian revolutionary of the Bulgarian National Revival period and the voivode of an armed band of volunteers.Totyu was born in the hamlet of Gartsite, today part of the village of Voneshta Voda, near Kilifarevo, Veliko Tarnovo Province, to the family of a cattle dealer.
abstract: Todor Todorov Topalov (or Topalski) (Bulgarian: Тодор Тодоров Топалов or Топалски; 1830-23 March 1907), better known under the pseudonym Filip Totyu (Филип Тотю), was a Bulgarian revolutionary of the Bulgarian National Revival period and the voivode of an armed band of volunteers.Totyu was born in the hamlet of Gartsite, today part of the village of Voneshta Voda, near Kilifarevo, Veliko Tarnovo Province, to the family of a cattle dealer. He studied in Tarnovo in 1840 and engaged in trade after 1842. Around 1850, he had a conflict with the Ottoman authorities which forced him to flee into the Balkan Mountains with a group of friends and become a hajduk. His band's area of operation were the regions of Tarnovo, Elena and later also Nova Zagora. Although he was captured and interned in the Tarnovo and Sliven prisons several times, he managed to escape and return to his hajduk activities, leading to the Ottomans announcing a big reward for his head. After escaping the Sliven prison in 1863, Totyu moved to Wallachia, where he actually adopted that name to cover his tracks.In Wallachia, he got to know Georgi Rakovski and came to realize the need for an organized struggle against the Ottoman rule. On 17 May 1867 he crossed the Danube at Svishtov with a band of 35, with the intention reach the Balkan Mountains and join forces with Panayot Hitov's band which had moved into Bulgaria on 29 April. In Svishtov, the band was joined by several other volunteers and proceeded to move southward. In a forest at Varbovka, near Sevlievo, however, Totyu's detachment was surrounded by Ottoman military units and bashi-bazouks, with one volunteer reportedly facing 60 Turks. During the night, the survivors fled into the mountains, where, near what is today Botev Peak, Totyu and four of his men managed to meet Hitov's remaining forces and head to Serbia, where they participated in the Second Bulgarian Legion. Afterwards Totyu lived in Romania, constantly persecuted and arrested and forced to[cell cut: 3010 characters, first 2000 kept]
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Filip_Totyu&oldid=715070589
wiki page modified: 2016-04-13T14:56:25Z
wiki page revision ID: 715070589

Vincent van Gogh
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Vincent_van_Gogh&oldid=731477835
wiki page revision ID: 731477835
wiki page length: 126790
wiki page modified: 2016-07-25T16:35:43Z
wiki page extracted: 2016-07-25T16:35:46Z

Hired armed lugger Duke of York
wiki page length: 6360
wiki page extracted: 2016-07-25T16:35:49Z
abstract: The Hired armed lugger Duke of York served the Royal Navy from 14 October 1794 to 2 January 1799 when she foundered in the North Sea. She was of 57 44/94 tons burthen (bm) and was armed with eight 4-pounder guns.She may have been the lugger by the same name that on 28 October 1793 received a letter of marque. That Duke of York was described as being under the command of Richard Mowle, having a burthen of 54 tons, being armed with six 4-pounder guns and six swivels, and having a crew of 23.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Hired_armed_lugger_Duke_of_York&oldid=719310395
wiki page revision ID: 719310395
wiki page modified: 2016-05-08T22:29:54Z

2003 Nadimarg massacre
subject: Category:2000s in Jammu and Kashmir
wiki page modified: 2016-07-19T04:11:52Z
wiki page length: 7119
wiki page revision ID: 730459513
subject: Category:Religiously motivated violence in India
wiki page revision link: http://en.wikipedia.org/w/index.php?title=2003_Nadimarg_massacre&oldid=730459513
comment: 2003 Nadimarg massacre was killing of 24 Hindus in the village of Nadimarg in Pulwama District of Jammu and Kashmir by terrorists on 23 March 2003.
subject: Category:Persecution by Muslims
subject: Category:Islamic terrorist incidents in the 2000s
wiki page out degree: 37
wiki page extracted: 2016-07-25T16:35:52Z

http://dbpedia.org/resource/Template:AFL_Ladder/2015
wiki page revision ID: 721671817

Brown Instrument Company
wiki page length: 3402
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Brown_Instrument_Company&oldid=700400679
wiki page modified: 2016-01-18T08:13:44Z
wiki page out degree: 23
wiki page revision ID: 700400679
comment: Brown Instrument Company was a U.S. firm known for high-quality instruments (such as pyrometers, thermometers, hygrometers, tachometers, pressure gauges, flow meters, ammeters, and voltmeters) and industrial controls.The company was founded in 1857 in Philadelphia by Edward Brown, inventor of the first pyrometer of American design. In 1934, the firm became a division of Honeywell.The company was a large employer in North Philadelphia during most of the 20th century.
wiki page extracted: 2016-07-25T16:35:49Z
abstract: Brown Instrument Company was a U.S. firm known for high-quality instruments (such as pyrometers, thermometers, hygrometers, tachometers, pressure gauges, flow meters, ammeters, and voltmeters) and industrial controls.The company was founded in 1857 in Philadelphia by Edward Brown, inventor of the first pyrometer of American design. In 1934, the firm became a division of Honeywell.The company was a large employer in North Philadelphia during most of the 20th century. A large brick factory building across Windrim Avenue from Wayne Junction, currently Extra Space Storage, was a principal Brown Instrument Company building. A 1921 catalog mentions laboratories here. The Wayne Avenue façade still has "Brown Instrument Co" relieved into the concrete.A Google Book search for "Brown Instrument" "Wayne Ave" shows multiple addresses for the company on the 4400 and 4500 blocks of Wayne Ave, which straddle Wayne Junction. Another search result from 1915 mentions 311 Walnut St.Across the regional rail tracks from Fern Rock Transportation Center there is another old factory building topped by a sign marked "Honeywell – Brown Instrument Division".The firm later moved to Fort Washington, Pennsylvania. Honeywell's automation and control businesses still have a campus there, although the Brown Instrument name has been retired.

State Management Scheme
wiki page extracted: 2016-07-25T16:35:53Z
subject: Category:Alcohol law in the United Kingdom
wiki page length: 2787
abstract: The State Management Scheme was the nationalisation of the brewing, distribution and sale of liquor in three regions of the United Kingdom from 1916 until 1973. The main focus of the scheme was Carlisle and the surrounding district close to the armament factories at Gretna, founded in 1916 to supply explosives and shells to the British Army in the First World War.There were three schemes, Carlisle and Gretna, Cromarty Firth and Enfield. In 1921, Carlisle and Gretna was split into two separate areas, Carlisle was the larger part and supplied some beer to Gretna. In 1922, the Enfield scheme ended and its public houses sold back to private enterprise.The scheme was privatised by Edward Heath's 1971 Conservative Government and its assets sold at auction in six lots, mostly to established brewing interests.
wiki page modified: 2016-06-23T22:44:25Z
comment: The State Management Scheme was the nationalisation of the brewing, distribution and sale of liquor in three regions of the United Kingdom from 1916 until 1973. The main focus of the scheme was Carlisle and the surrounding district close to the armament factories at Gretna, founded in 1916 to supply explosives and shells to the British Army in the First World War.There were three schemes, Carlisle and Gretna, Cromarty Firth and Enfield.
wiki page revision ID: 726718044
wiki page revision link: http://en.wikipedia.org/w/index.php?title=State_Management_Scheme&oldid=726718044

Abyssal
contributor ID: 611413

Tom.Reding
contributor ID: 9784415

Superlove
writer: *
wiki page revision ID: 731477822
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Superlove_(Tinashe_song)&oldid=731477822
genre: Rhythm and blues
writer: Tricky Stewart
cover: TinasheSuperlove.jpg
name: Superlove
wiki page extracted: 2016-07-25T16:35:40Z
border: yes
wiki page modified: 2016-07-25T16:35:39Z
wiki page out degree: 30
producer: *
genre: *
wiki page length: 5061
album: Joyride
last single: "Ride of Your Life"
writer: The-Dream
this single: "Superlove"
chronology: Tinashe singles

Rowland Smith
wiki page extracted: 2016-07-25T16:35:40Z
with: Sir Henry Wilmot 1869–1874
abstract: Rowland Smith (6 December 1826 – 24 February 1901) was an English Conservative politician who sat in the House of Commons from 1868 to 1874.
after: William Jessop
with: Sir Thomas Gresley 1868–1869
wiki page revision ID: 721781087
wiki page modified: 2016-05-24T00:57:48Z
wiki page length: 3260
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Rowland_Smith&oldid=721781087

1959–60 NHL season
wiki page extracted: 2016-07-25T16:35:50Z
comment: The 1959–60 NHL season was the 43rd season of the National Hockey League. The Montreal Canadiens were the Stanley Cup winners as they defeated the Toronto Maple Leafs four games to none for their fifth straight Stanley Cup.

Fredrik Sträng
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Fredrik_Sträng&oldid=715130181
wiki page modified: 2016-04-13T22:03:01Z
abstract: Fredrik Sträng (born March 25, 1977) is a Swedish mountain climber, adventurer and documentary film maker.Sträng was born in Laxå in Örebro County and learned to climb in the Kilsbergen mountains. He currently lives in Solna.
wiki page length: 8323
wiki page revision ID: 715130181
wiki page extracted: 2016-07-25T16:35:40Z
wiki page out degree: 46

Adam Warren
wiki page length: 9745
throws: Right
bats: Right
team: Chicago Cubs
brm: warren001ada
statleague: MLB
wiki page modified: 2016-07-25T16:35:35Z
debutleague: MLB
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Adam_Warren_(baseball)&oldid=731477812
teams: * New York Yankees * Chicago Cubs
wiki page out degree: 78
wiki page extracted: 2016-07-25T16:35:36Z
br: w/warread01
caption: Warren with the New York Yankees
stat3label: Strikeouts
fangraphs: sa501312
wiki page revision ID: 731477812
cube: Adam-Warren
debutteam: New York Yankees

Jerry Boyes
bowlname: Division III Quarterfinals
wiki page extracted: 2016-07-25T16:35:52Z
bowlname: ECAC III NW Playoff
wiki page modified: 2016-04-29T15:23:54Z
bowlname: ECAC Northeast Championship
bcs: no
bowloutcome: L 20–21
bowloutcome: L 34–37
type: coach
bowloutcome: L 17–19
bowloutcome: L 7–46
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Jerry_Boyes&oldid=717761196
bowloutcome: L 6–29
bowloutcome: L 19–28
bowloutcome: L 7–10
bowloutcome: W 23–17
bowlname: Division III First Round
bowloutcome: W 21–17
wiki page length: 8585
ranking: no
abstract: Jerry Boyes is the current head football coach for Buffalo State College Bengals football team. He was the coach from 1986–2000 and returned in 2009 to resume that position.
name: Buffalo State
coach team: Buffalo State
wiki page revision ID: 717761196
current title: Head coach

Jørgen Møller
wiki page length: 2619
wiki page revision ID: 730734197
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Jørgen_Møller&oldid=730734197
abstract: Jørgen Møller (sometimes Jorgen Moeller or Jörgen Möller) (4 November 1873 – 20 November 1944) was a Danish chess master.Møller was twice a Nordic Champion, winning at Copenhagen 1899 (2nd Nord-ch) and at Göteborg 1901 (3rd Nord-ch).At the beginning of his career, he tied for 4-5th at Copenhagen 1895 (Andreas Rosendahl won), took 2nd, behind Sven Otto Svensson, at Stockholm 1897 (1st Nordic-ch), and took 4th at Copenhagen 1907 (6th Nord-ch, Paul Leonhardt won).In 1920, he tied for 13-14th in Göteborg (Richard Réti won). In 1923, he took 6th in Copenhagen (Aron Nimzowitsch won).His name is attached to the Møller Attack in the Giuoco Piano (1.e4 e5 2.Nf3 Nc6 3. Bc4 Bc5 4.c3 Nf6 5.d4 ed4 6.cd4 Bb4+ 7.Nc3 Nxe4 8.O–O Bxc3 9.d5) and the Møller Defense in the Ruy Lopez (1.e4 e5 2.Nf3 Nc6 3. Bb5 a6 4.Ba4 Nf6 5.O–O Bc5).Møller was born 4 November 1873 in Otterup, Denmark, and died 20 November 1944 in Copenhagen.
wiki page modified: 2016-07-20T21:28:55Z
wiki page extracted: 2016-07-25T16:35:39Z
comment: Jørgen Møller (sometimes Jorgen Moeller or Jörgen Möller) (4 November 1873 – 20 November 1944) was a Danish chess master.Møller was twice a Nordic Champion, winning at Copenhagen 1899 (2nd Nord-ch) and at Göteborg 1901 (3rd Nord-ch).At the beginning of his career, he tied for 4-5th at Copenhagen 1895 (Andreas Rosendahl won), took 2nd, behind Sven Otto Svensson, at Stockholm 1897 (1st Nordic-ch), and took 4th at Copenhagen 1907 (6th Nord-ch, Paul Leonhardt won).In 1920, he tied for 13-14th in Göteborg (Richard Réti won).

List of highways numbered 314
abstract: The following highways are numbered 314:
wiki page extracted: 2016-07-25T16:35:39Z

Desmond Tolton Horne
name: Des Horne
comment: Desmond Tolton "Des" Horne (12 December 1939 – 20 July 2015) was a South African footballer who played as a left-sided winger. He played in the English top flight for Wolverhampton Wanderers, with whom he won the 1960 FA Cup, as well as Blackpool.
subject: Category:English Football League players
wiki page extracted: 2016-07-25T16:35:44Z
wiki page out degree: 34
wiki page length: 3334
wiki page revision ID: 729295601
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Des_Horne&oldid=729295601
wiki page modified: 2016-07-11T07:18:14Z
death place: South Africa
fullname: Desmond Tolton Horne

Dcirovic
contributor ID: 11795905

Bridgewater House, Westminster
wiki page length: 4496
abstract: Bridgewater House is at 14 Cleveland Row, Westminster, London, England. It is a Grade I listed building.
wiki page revision ID: 714532199
wiki page out degree: 29
wiki page modified: 2016-04-10T09:49:24Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Bridgewater_House,_Westminster&oldid=714532199
subject: Category:Grade I listed houses in London
wiki page extracted: 2016-07-25T16:35:50Z

Thomas Baker (college president)
abstract: Thomas Stockham Baker (March 23, 1871 – April 7, 1939) was an American scholar and educator who served as the second President of Carnegie Mellon University in Pittsburgh, Pennsylvania, United States.
title: Carnegie Mellon University President
wiki page revision ID: 711315105
wiki page modified: 2016-03-22T04:04:44Z
wiki page out degree: 27
wiki page extracted: 2016-07-25T16:35:45Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Thomas_Baker_(college_president)&oldid=711315105
wiki page length: 2722

Penstemon strictus
wiki page extracted: 2016-07-25T16:35:39Z
wiki page revision ID: 723741129
comment: Penstemon strictus, the Rocky Mountain penstemon, is a penstemon (common name beardtongue) with showy blue flowers.
wiki page length: 4079
wiki page modified: 2016-06-04T23:05:49Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Penstemon_strictus&oldid=723741129

AnomieBOT
contributor ID: 7611264

Red Sea species hazardous to humans
abstract: Although most species in the Red Sea pose no threat to humans, there are a few notable exceptions.
wiki page extracted: 2016-07-25T16:35:48Z

Waf
wiki page revision ID: 712403144
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Waf&oldid=712403144
wiki page length: 7003
latest release version: 1.8.20
wiki page modified: 2016-03-28T22:04:27Z
abstract: Waf is a build automation tool designed to assist in the automatic compilation and installation of computer software. It is written in Python and maintained by Thomas Nagy.Waf's source code is open source software, released under the terms of the New BSD License, though its accompanying documentation is under the CC-BY-NC-ND license, which forbids both modification and commercial redistribution: this prevents vendors such as the Debian project from including Waf documentation in their distributions.
comment: Waf is a build automation tool designed to assist in the automatic compilation and installation of computer software.
wiki page extracted: 2016-07-25T16:35:47Z

St. Louis Hegelians
wiki page out degree: 16
abstract: The St. Louis Hegelians were a group of thinkers based in St. Louis, Missouri who flourished in the 1860s. They were influenced by German Idealism and Hegelianism. They were led by William Torrey Harris and Henry Clay Brockmeyer and were responsible for the publication of the Journal of Speculative Philosophy from 1867 to 1893, a non–theological organ which published an early essay on Friedrich Schiller written by Josiah Royce. Other members of the school included William McKendree Bryant and Thomas Davidson.
wiki page revision ID: 708336584
wiki page extracted: 2016-07-25T16:35:51Z
wiki page modified: 2016-03-05T00:39:58Z
wiki page length: 2529
comment: The St. Louis Hegelians were a group of thinkers based in St. Louis, Missouri who flourished in the 1860s. They were influenced by German Idealism and Hegelianism. They were led by William Torrey Harris and Henry Clay Brockmeyer and were responsible for the publication of the Journal of Speculative Philosophy from 1867 to 1893, a non–theological organ which published an early essay on Friedrich Schiller written by Josiah Royce.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=St._Louis_Hegelians&oldid=708336584

Alaney2k
contributor ID: 209266

HMS Viper
wiki page extracted: 2016-07-25T16:35:43Z

2014 Muzaffarnagar triple murder
wiki page extracted: 2016-07-25T16:35:40Z
wiki page out degree: 2
wiki page modified: 2016-07-05T10:29:47Z
comment: 2014 Muzaffarnagar triple murder was the brutal murder of three factory labourers in Bahadurpur Indiawhich led to communal tension.Three victims were identified as Surender, Sunder and Kunwarpal. Their mutilated bodies were found by villagers after searching the nearby fields. Villagers blocked the national highway and organized a mahapanchayat to protest against the killings.Mohd Gulfam, Mohsin, Mohd Anis and Mohd Yunus were arrested for the crime.
wiki page length: 4860
wiki page revision link: http://en.wikipedia.org/w/index.php?title=2014_Muzaffarnagar_triple_murder&oldid=728425012
wiki page revision ID: 728425012
abstract: 2014 Muzaffarnagar triple murder was the brutal murder of three factory labourers in Bahadurpur Indiawhich led to communal tension.Three victims were identified as Surender, Sunder and Kunwarpal. Their mutilated bodies were found by villagers after searching the nearby fields. Villagers blocked the national highway and organized a mahapanchayat to protest against the killings.Mohd Gulfam, Mohsin, Mohd Anis and Mohd Yunus were arrested for the crime. Since the murders, the situation in the village has been tense and there have been reports of ‘masked men’ and ‘shadowy figures’ in the fringes of the village. Police stated that no evidence had been found to justify these reports and dismissed them as rumours.

Edith Rigby
wiki page extracted: 2016-07-25T16:35:50Z
comment: Edith Rigby (1872–1948) was an English suffragette. She founded a school in Preston called St. Peter's School, aimed at educating women and girls. Later she became a prominent activist, and was incarcerated seven times and committed several acts of arson. She was a contemporary of Christabel and Sylvia Pankhurst.
wiki page modified: 2016-05-17T01:49:10Z
wiki page revision ID: 720634769
wiki page length: 5960
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Edith_Rigby&oldid=720634769
wiki page out degree: 43

Beijing No.8 High School
wiki page revision ID: 724426392
head: Juncheng Wang
wiki page extracted: 2016-07-25T16:35:48Z
comment: Beijing No.8 High School (simplified Chinese: 北京市第八中学; traditional Chinese: 北京市第八中學; pinyin: Běijīngshì Dìbā Zhōngxué) is a prestigious public beacon secondary school (Grade 7–12) located in Xicheng District, Beijing, People's Republic of China. The school was accredited as "Municipal Model High School" by the Beijing Municipal Commission of Education.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Beijing_No.8_High_School&oldid=724426392
name: Beijing No.8 High School
wiki page length: 8461
abstract: Beijing No.8 High School (simplified Chinese: 北京市第八中学; traditional Chinese: 北京市第八中學; pinyin: Běijīngshì Dìbā Zhōngxué) is a prestigious public beacon secondary school (Grade 7–12) located in Xicheng District, Beijing, People's Republic of China. The school was accredited as "Municipal Model High School" by the Beijing Municipal Commission of Education. It is a model school for Scientific and Technological Practice, a member of the Association of Youth Technology Education, a National Established School of Sports in Beijing, a Member School of the Chinese Radio Sports Association and a member of the Jinfan Orchestra. As the Olympics approached, the school improved its stadiums and was chosen as the training place for trampoline and swimming athletes, the only school to undertake two missions at the same time. The school's stadiums are now available to the public and are among the best in Beiiing, including a standard soccer field, a 400-meter runway, an underground running training center, a swimming pool and several standard basketball fields.
number of students: 2000
students: about 2000
background: #f0f6fa
t: 北京市第八中學
motto: “勤奋进取，和谐致美”
campus: Urban,
head name: Head of school
p: Běijīngshì Dìbā Zhōngxué
s: 北京市第八中学
wiki page modified: 2016-06-09T05:38:48Z

Cyanopolyyne
wiki page modified: 2016-07-25T16:35:47Z
wiki page extracted: 2016-07-25T16:35:47Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Cyanopolyyne&oldid=731477849
wiki page revision ID: 731477849
wiki page out degree: 31
wiki page length: 9202

Walter Windsor
wiki page length: 12302
wiki page revision ID: 713357955
name: Walter Windsor
wiki page extracted: 2016-07-25T16:35:43Z
wiki page modified: 2016-04-03T15:25:17Z
title: Member of Parliament for Hull Central
comment: Walter Windsor (18 July 1884 – 29 June 1945) was a British Labour Party politician. A native of Bethnal Green in the East End of London, he held a seat in the House of Commons from 1923-29, and from 1935-45, when he died.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Walter_Windsor&oldid=713357955
title: Member of Parliament for Bethnal Green North East

René II
death place: Fains
birth place: Angers
death date: 1508-12-10
type: Agent
wiki page revision ID: 731477830
birth date: 1451-05-02
type: NaturalPerson
type: Person
parent: Frederick II of Vaudémont
type: Royalty
wiki page extracted: 2016-07-25T16:35:42Z
type: Q215627
spouse: Philippa of Guelders
type: Q5
title: Duke of Lorraine
wiki page modified: 2016-07-25T16:35:41Z
wiki page length: 7607
parent: Yolande of Lorraine
wiki page revision link: http://en.wikipedia.org/w/index.php?title=René_II,_Duke_of_Lorraine&oldid=731477830

Food booth
wiki page extracted: 2016-07-25T16:35:46Z
comment: A food booth (also food stand, temporary food service facility) is generally a temporary structure used to prepare and sell food to the general public, usually where large groups of people are situated outdoors in a park, at a parade, near a stadium or otherwise. Sometimes the term also refers to the business operations and vendors that operate from such booths.
wiki page out degree: 32
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Food_booth&oldid=729596334
wiki page modified: 2016-07-13T08:39:13Z
wiki page length: 7320
wiki page revision ID: 729596334

Union City School District (New Jersey)
abstract: Union City School District is a comprehensive community public school district that serves students in Kindergarten through twelfth grade in Union City, New Jersey, United States. The district is one of 31 former Abbott districts statewide, which are now referred to as "SDA Districts" based on the requirement for the state to cover all costs for school building and renovation projects in these districts under the supervision of the New Jersey Schools Development Authority.As of the 2011-12 school year, the district's 14 schools had an enrollment of 10,800 students and 788.6 classroom teachers (on an FTE basis), for a student–teacher ratio of 13.70:1.The district is classified by the New Jersey Department of Education as being in District Factor Group "A", the lowest of eight groupings. District Factor Groups organize districts statewide to allow comparison by common socioeconomic characteristics of the local districts. From lowest socioeconomic status to highest, the categories are A, B, CD, DE, FG, GH, I and J.Through the 2009-10 school year, the city was served by two public high schools, Emerson High School and Union Hill High School. Starting in September 2008 Union Hill and Emerson High Schools merged into a single school called Union City High School in a building on the site of the former Roosevelt Stadium.
wiki page modified: 2016-06-15T20:09:13Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Union_City_School_District_(New_Jersey)&oldid=725461106
wiki page extracted: 2016-07-25T16:35:51Z
wiki page revision ID: 725461106
comment: Union City School District is a comprehensive community public school district that serves students in Kindergarten through twelfth grade in Union City, New Jersey, United States.
wiki page length: 11498

Yablanski House
wiki page modified: 2016-04-10T16:56:36Z
wiki page extracted: 2016-07-25T16:35:51Z
wiki page length: 6707
wiki page out degree: 41
wiki page revision ID: 714580828
abstract: The Yablanski House (Bulgarian: къща на Яблански, kashta na Yablanski) is a Neo-Baroque house in Sofia, the capital of Bulgaria, situated at 18 Tsar Osvoboditel Boulevard in the city centre and regarded as one of the highest achievements of the city's architecture in the first decade of the 20th century. The building was proclaimed a monument of culture in 1955. After years of being uninhabited and in a bad condition due to mismanagement, in 2011 it underwent extensive reconstruction and since then has hosted an exclusive private club.The Yablanski House was built in 1906-1907 to the designs of Austro-Hungarian architect Friedrich Grünanger (1856–1929) on the order of the wealthy financier and former mayor of Sofia Dimitar Yablanski (1859–1924). The exterior decoration was the work of the royal decorator of the Bulgarian Royal Family, Andreas Greis. Architecturally, the house was designed in the Baroque style with some Renaissance elements, with the interior stucco done in the Rococo style. The mansard floor is an important feature of the house's artistic design, together with the balcony railings of wrought iron and the several female sculptures. The furniture and the materials were specially supplied from Vienna. The house's architecture draws heavily from an earlier work of Grünanger's, the Royal Palace in Sofia. Notably, the architect's home in Salzburg, where he later moved and subsequently died, is almost identical to the Yablanski House.After the Bulgarian coup d'état of 1944 and the establishment of a Communist government, the house was nationalized and used as the embassy of the People's Republic of China until 1991. After 1991, it was given back to the heirs of Yablanski who proceeded to sell it to First Private Bank. In 1996, the bank went bankrupt and the Yablanski House changed numerous owners. In the early 2000s, it was owned by Draft EOOD, who intended to build at 46-metre building at its place, a project halted by the Capital Municipal Council.In 200[cell cut: 2306 characters, first 2000 kept]
comment: The Yablanski House (Bulgarian: къща на Яблански, kashta na Yablanski) is a Neo-Baroque house in Sofia, the capital of Bulgaria, situated at 18 Tsar Osvoboditel Boulevard in the city centre and regarded as one of the highest achievements of the city's architecture in the first decade of the 20th century. The building was proclaimed a monument of culture in 1955.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Yablanski_House&oldid=714580828

Praegnans constructio
abstract: In rhetoric, praegnans constructio (or constructio praegnans) is a form of brachylogy in which two clauses or two expressions are condensed into one.
wiki page extracted: 2016-07-25T16:35:38Z

Lebanon High School (Virginia)
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Lebanon_High_School_(Virginia)&oldid=731477852
wiki page length: 2938
wiki page revision ID: 731477852
wiki page modified: 2016-07-25T16:35:47Z
wiki page extracted: 2016-07-25T16:35:48Z

Darwin Lagrangian
abstract: The Darwin Lagrangian (named after Charles Galton Darwin, grandson of the naturalist) describes the interaction to order v 2 c 2 {\displaystyle {\frac {v^{2}}{c^{2}}}} between two charged particles in a vacuum and is given by L = L f + L int , {\displaystyle L=L_{\text{f}}+L_{\text{int}},} where the free particle Lagrangian is L f = 1 2 m 1 v 1 2 + 1 8 c 2 m 1 v 1 4 + 1 2 m 2 v 2 2 + 1 8 c 2 m 2 v 2 4 , {\displaystyle L_{\text{f}}={\frac {1}{2}}m_{1}v_{1}^{2}+{\frac {1}{8c^{2}}}m_{1}v_{1}^{4}+{\frac {1}{2}}m_{2}v_{2}^{2}+{\frac {1}{8c^{2}}}m_{2}v_{2}^{4},} and the interaction Lagrangian is L int = L C + L D , {\displaystyle L_{\text{int}}=L_{\text{C}}+L_{\text{D}},} where the Coulomb interaction is L C = − q 1 q 2 r , {\displaystyle L_{\text{C}}=-{\frac {q_{1}q_{2}}{r}},} and the Darwin interaction is L D = q 1 q 2 r 1 2 c 2 v 1 ⋅ [ 1 + r ^ r ^ ] ⋅ v 2 . {\displaystyle L_{\text{D}}={\frac {q_{1}q_{2}}{r}}{\frac {1}{2c^{2}}}\mathbf {v} _{1}\cdot \left[\mathbf {1} +\mathbf {\hat {r}} \mathbf {\hat {r}} \right]\cdot \mathbf {v} _{2}.} Here q1 and q2 are the charges on particles 1 and 2 respectively, m1 and m2 are the masses of the particles, v1 and v2 are the velocities of the particles, c is the speed of light, r is the vector between the two particles, and r ^ {\displaystyle {\hat {\mathbf {r} }}} is the unit vector in the direction of r.The free Lagrangian is the Taylor expansion of free Lagrangian of two relativistic particles to second order in v. The Darwin interaction term is due to one particle reacting to the magnetic field generated by the other particle. If higher-order terms in v/c are retained, then the field degrees of freedom must be taken into account, and the interaction can no longer be taken to be instantaneous between the particles. In that case retardation effects must be accounted for.
wiki page extracted: 2016-07-25T16:35:37Z
comment: The Darwin Lagrangian (named after Charles Galton Darwin, grandson of the naturalist) describes the interaction to order v 2 c 2 {\displaystyle {\frac {v^{2}}{c^{2}}}} between two charged particles in a vacuum and is given by L = L f + L int , {\displaystyle L=L_{\text{f}}+L_{\text{int}},} where the free particle Lagrangian is L f = 1 2 m 1 v 1 2 + 1 8 c 2 m 1 v 1 4 + 1 2 m 2 v 2 2 + 1 8 c 2 m 2 v 2 4 , {\displaystyle L_{\text{f}}={\frac {1}{2}}m_{1}v_{1}^{2}+{\frac {1}{8c^{2}}}m_{1}v_{1}^{4}+{\frac {1}{2}}m_{2}v_{2}^{2}+{\frac {1}{8c^{2}}}m_{2}v_{2}^{4},} and the interaction Lagrangian is L int = L C + L D , {\displaystyle L_{\text{int}}=L_{\text{C}}+L_{\text{D}},} where the Coulomb interaction is L C = − q 1 q 2 r , {\displaystyle L_{\text{C}}=-{\frac {q_{1}q_{2}}{r}},} and the Darwin interaction is L D = q 1 q 2 r 1 2 c 2 v 1 ⋅ [ 1 + r ^ r ^ ] ⋅ v 2 .

Thiamine pyrophosphate
wiki page extracted: 2016-07-25T16:35:39Z
comment: Thiamine pyrophosphate (TPP or ThPP), or thiamine diphosphate (ThDP), or cocarboxylase is a thiamine (vitamin B1) derivative which is produced by the enzyme thiamine diphosphokinase. Thiamine pyrophosphate is a cofactor that is present in all living systems, in which it catalyzes several biochemical reactions.
abstract: Thiamine pyrophosphate (TPP or ThPP), or thiamine diphosphate (ThDP), or cocarboxylase is a thiamine (vitamin B1) derivative which is produced by the enzyme thiamine diphosphokinase. Thiamine pyrophosphate is a cofactor that is present in all living systems, in which it catalyzes several biochemical reactions. It was first discovered as an essential nutrient (vitamin) in humans through its link with the peripheral nervous system disease Beriberi, which results from a deficiency of thiamine in the diet.TPP works as a coenzyme in many enzymatic reactions, such as:Pyruvate dehydrogenase complexPyruvate decarboxylase in ethanol fermentationAlpha-ketoglutarate dehydrogenase complexBranched-chain amino acid dehydrogenase complex2-hydroxyphytanoyl-CoA lyaseTransketolase

Teletext systems
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Teletext_systems&oldid=713264440
wiki page extracted: 2016-07-25T16:35:42Z
wiki page revision ID: 713264440
wiki page length: 15786
abstract: This is a sub-article to Teletext.Teletext (or "broadcast teletext") is a television information retrieval service developed in the United Kingdom in the early 1970s. It offers a range of text-based information, typically including national, international and sporting news, weather and TV schedules. Subtitle (or closed captioning) information is also transmitted in the teletext signal, typically on page 888 or 777.A number of similar teletext services were developed in other countries, some of which attempted to address the limitations of the British-developed system, with its simple graphics and fixed page sizes.
comment: This is a sub-article to Teletext.Teletext (or "broadcast teletext") is a television information retrieval service developed in the United Kingdom in the early 1970s. It offers a range of text-based information, typically including national, international and sporting news, weather and TV schedules.
wiki page modified: 2016-04-03T00:08:14Z
wiki page out degree: 96

St. Louis, Peoria and North Western Railway
wiki page modified: 2016-03-04T17:50:48Z
wiki page revision ID: 708278701
wiki page extracted: 2016-07-25T16:35:39Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=St._Louis,_Peoria_and_North_Western_Railway&oldid=708278701
abstract: The St. Louis, Peoria and North Western Railway was a short-lived and nominally independent railroad of 114.6 miles in length. It extended from near Benld, Illinois, its southern end, to Peoria, Illinois at its northern end. It was constructed in 1911-1913 with $10.0 million in capital raised by the Chicago and North Western Railway (C & NW) to haul coal from Macoupin County mines operated by the Superior Coal Company, a wholly owned subsidiary of the Chicago and Northwestern.

Smith (1939 film)
abstract: Smith (1939) is a short film directed by Michael Powell to promote a charity that helped ex-servicemen who had fallen on hard times, starring Ralph Richardson and Flora Robson.
wiki page length: 4717
subject: Category:British black-and-white films
wiki page revision ID: 703561253
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Smith_(1939_film)&oldid=703561253
wiki page modified: 2016-02-06T06:37:54Z
wiki page extracted: 2016-07-25T16:35:49Z

List of highways numbered 311
comment: The following highways are numbered Route 311:
wiki page extracted: 2016-07-25T16:35:49Z

2008 Summer Olympics medal table
wiki page revision ID: 731477829
comment: The 2008 Summer Olympics medal table is a list of National Olympic Committees (NOCs) ranked by the number of gold medals won by their athletes during the 2008 Summer Olympics, held in Beijing, the capital of the People's Republic of China, from 8 August to 24 August 2008. Approximately 11,028 athletes from 204 NOCs participated in 302 events in 28 sports.Athletes from 86 countries won medals, leaving 118 countries without a medal, and 54 of them won at least one gold medal.
wiki page length: 29545
wiki page revision link: http://en.wikipedia.org/w/index.php?title=2008_Summer_Olympics_medal_table&oldid=731477829
wiki page modified: 2016-07-25T16:35:41Z
wiki page extracted: 2016-07-25T16:35:42Z
abstract: The 2008 Summer Olympics medal table is a list of National Olympic Committees (NOCs) ranked by the number of gold medals won by their athletes during the 2008 Summer Olympics, held in Beijing, the capital of the People's Republic of China, from 8 August to 24 August 2008. Approximately 11,028 athletes from 204 NOCs participated in 302 events in 28 sports.Athletes from 86 countries won medals, leaving 118 countries without a medal, and 54 of them won at least one gold medal. Both of these categories set new records. Athletes from China won 51 gold medals. Athletes from the United States won the most total medals, with 110. Afghanistan, Mauritius, Sudan, Tajikistan and Togo won their first Olympic medals. Athletes from Mongolia (which previously held the record for most medals without a gold) and Panama won their first gold medals. Serbian swimmer Milorad Čavić won the first medal for the country as an independent NOC. Serbian athletes have previously won medals as nationals of Yugoslavia and Serbia and Montenegro.

Meillet's law
abstract: Meillet's law is a Common Slavic accent law, named after the French Indo-Europeanist Antoine Meillet, who discovered it.According to the law, Slavic words have a circumflex on the root vowel (i.e., the first syllable of a word) with a Balto-Slavic acute if that word had a mobile accent paradigm in Proto-Slavic and Proto-Balto-Slavic. Compare:acute on Lithuanian gálvą, accusative singular of mobile-paradigm galvà 'head', vs. circumflex in Slavic (Serbo-Croatian glȃvu, Slovenian glavô, Russian gólovu)acute on Lithuanian sū́nų, accusative singular of mobile-paradigm sūnùs 'son', versus circumflex in Slavic (Serbo-Croatian sȋn, Slovenian sîn)Meillet's law should most probably be interpreted as polarization of accentual mobility in Slavic, due to which accent in the words with mobile accentuation had to be on the first mora, instead on the first syllable (in places in paradigm with initial accent). This is the reason in the words belonging to mobile paradigms in Slavic accent shifts from the first syllable to the proclitic, e.g. Russian accusative singular of mobile-paradigm gólovu, but ná golovu 'on the head', Serbo-Croatian glȃvu, but nȁ glāvu.
wiki page extracted: 2016-07-25T16:35:36Z
comment: Meillet's law is a Common Slavic accent law, named after the French Indo-Europeanist Antoine Meillet, who discovered it.According to the law, Slavic words have a circumflex on the root vowel (i.e., the first syllable of a word) with a Balto-Slavic acute if that word had a mobile accent paradigm in Proto-Slavic and Proto-Balto-Slavic. Compare:acute on Lithuanian gálvą, accusative singular of mobile-paradigm galvà 'head', vs.

Hugo999
contributor ID: 3006008

Kwayy
contributor ID: 19046925

Jonathan Sumption
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Jonathan_Sumption&oldid=727283346
wiki page out degree: 135
comment: Jonathan Philip Chadwick Sumption, Lord Sumption, OBE, FSA, FRHistS (born 9 December 1948), is a British judge, author and medieval historian. He was sworn in as a Justice of the Supreme Court on 11 January 2012, succeeding The Lord Collins of Mapesbury, and was granted the style of Lord as a courtesy title by Royal Sign Manual in 2011, but without a seat in Parliament.
wiki page revision ID: 727283346
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wiki page length: 21981
wiki page modified: 2016-06-27T23:14:38Z
abstract: Jonathan Philip Chadwick Sumption, Lord Sumption, OBE, FSA, FRHistS (born 9 December 1948), is a British judge, author and medieval historian. He was sworn in as a Justice of the Supreme Court on 11 January 2012, succeeding The Lord Collins of Mapesbury, and was granted the style of Lord as a courtesy title by Royal Sign Manual in 2011, but without a seat in Parliament. Exceptionally, he was raised to the Supreme Court bench directly from the practising bar, rather than from prior service as a full-time judge.He is well known for his role as a barrister in many legal cases. They include appearances in the Hutton Inquiry on the UK Government's behalf, in the Three Rivers case, his representation of former Cabinet Minister Stephen Byers and the UK Department for Transport in the Railtrack private shareholders' action against the British Government in 2005, for defending the Government in an Appeal hearing brought by Binyam Mohamed, and for successfully defending Russian billionaire Roman Abramovich in a private lawsuit brought by Russian oligarch Boris Berezovsky.A former academic, Sumption was honoured as an Officer of the Most Excellent Order of the British Empire (OBE) in 1998 and is also known for writing a substantial narrative history of the Hundred Years' War, so far in four volumes. Lord Sumption has been elected a Fellow of the Royal Historical Society (FRHistS) and a Fellow of the Society of Antiquaries of London (FSA).

Corrodian
wiki page length: 1343
comment: Corrodians were in essence pensioners who lived in monasteries or nunneries. They were usually well-to-do elderly lay people who paid or were sponsored for accommodation and food for the rest of their lives. This payment might be in cash but would more usually be by donating land to the abbey in question.
wiki page modified: 2016-05-09T11:13:16Z
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abstract: Corrodians were in essence pensioners who lived in monasteries or nunneries. They were usually well-to-do elderly lay people who paid or were sponsored for accommodation and food for the rest of their lives. This payment might be in cash but would more usually be by donating land to the abbey in question. If they were men with no heirs, the whole estate could be granted to the abbey; otherwise they might 'retire' from the running of their estates and leave that to their heirs, but apportion a part that was not entailed for the abbey.This was a way for abbeys to gain income, especially in their later days in England, when their numbers were in decline so they had space to accommodate pensioners and less money coming as dowers from new entrants to the orders.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Corrodian&oldid=719387459
wiki page revision ID: 719387459

Subadditivity
abstract: In mathematics, subadditivity is a property of a function that states, roughly, that evaluating the function for the sum of two elements of the domain always returns something less than or equal to the sum of the function's values at each element. There are numerous examples of subadditive functions in various areas of mathematics, particularly norms and square roots. Additive maps are special cases of subadditive functions.
wiki page extracted: 2016-07-25T16:35:53Z

2013 Canning riots
wiki page modified: 2016-05-28T12:05:35Z
wiki page out degree: 53
abstract: The 2013 Canning riots were riots between Bengali Hindus and Bengali Muslims in the Indian state of West Bengal on 21 February 2013. The riots occurred in the Canning subdivision, after a Muslim cleric was killed by unidentified assailants. Following this incident, Muslim mobs burned down over 200 Hindu homes in the villages of Naliakhali, Herobhanga, Gopalpur and Goladogra villages in the Canning police station area. 24 (Two dozen) Hindu-owned shops were looted in Jaynagar police station area under Baruipur subdivision. Incidents of violence were reported from Canning, Jaynagar, Kultali and Basanti police station areas. Angry mobs blocked traffic at several places in the district including the Kolkata Basanti highway. The rail services were disrupted as blockade was put up at Ghutiari Sharif railway station in the Sonarpur-Canning section of the Sealdah South lines.
wiki page revision ID: 722481012
wiki page extracted: 2016-07-25T16:35:44Z
wiki page length: 11343
subject: Category:Religiously motivated violence in India
wiki page revision link: http://en.wikipedia.org/w/index.php?title=2013_Canning_riots&oldid=722481012
subject: Category:Persecution by Muslims
comment: The 2013 Canning riots were riots between Bengali Hindus and Bengali Muslims in the Indian state of West Bengal on 21 February 2013. The riots occurred in the Canning subdivision, after a Muslim cleric was killed by unidentified assailants. Following this incident, Muslim mobs burned down over 200 Hindu homes in the villages of Naliakhali, Herobhanga, Gopalpur and Goladogra villages in the Canning police station area.

Big-4 League
comment: The Big-4 League was a top level senior ice hockey league that operated in Calgary and Edmonton, Alberta for two seasons between 1919 and 1921. Created with the intention of competing for the Allan Cup senior-amateur championship, the league's existence was marred by accusations that its teams were secretly paying their players.
abstract: The Big-4 League was a top level senior ice hockey league that operated in Calgary and Edmonton, Alberta for two seasons between 1919 and 1921. Created with the intention of competing for the Allan Cup senior-amateur championship, the league's existence was marred by accusations that its teams were secretly paying their players. The Big-4 lost its amateur status after its first season and operated as an independent league until further accusations of the use of ineligible players led to its collapse in 1921. Two of its teams, the Calgary Tigers and Edmonton Eskimos went on to form the professional Western Canada Hockey League.
wiki page extracted: 2016-07-25T16:35:41Z

Rebecca Graeve
abstract: Rebecca Graeve (born 28 April 1993) is a German ice hockey player for EC Bergkamen and the German national team. She participated at the 2015 IIHF Women's World Championship.
sex: f
shoots: Left
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Rebecca_Graeve&oldid=725402604
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wiki page revision ID: 725402604
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name: Rebecca Graeve
ntl team: Germany
wiki page length: 1052

Equinox
contributor ID: 24880950

Timberline Trail
wiki page length: 6623
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Timberline_Trail&oldid=723957011
wiki page revision ID: 723957011
comment: Timberline Trail is a hiking trail around Mount Hood in the U.S. state of Oregon. It is in mostly wilderness but also goes near Timberline Lodge, Cloud Cap Inn (the oldest building on Mt. Hood), and Mount Hood Meadows ski area.
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wiki page modified: 2016-06-06T08:15:14Z

Black Bolt
wiki page revision ID: 731477813
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Black_Bolt&oldid=731477813
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Bridgetfox
contributor ID: 6461451

Rms125a@hotmail.com
contributor ID: 376014

Stoptail bridge
comment: A stoptail bridge (sometimes also called a stopbar bridge) used on a solid body electric guitar or archtop guitar is a specialized kind of fixed hard-tail bridge. Hard-tail bridged guitars use different bridges from those guitars fitted with vibrato systems (which are also known as tremolo arms or whammy bars).
wiki page extracted: 2016-07-25T16:35:49Z

List of highways numbered 313
comment: The following highways are numbered 313:
wiki page extracted: 2016-07-25T16:35:45Z

Ateneo de Sevilla
abstract: The Ateneo de Sevilla, originally called Excursions Ateneo and Society, is a cultural association in Seville founded in 1887 by D. Manuel Sales y Ferré. It became prominent in the early 20th century and was known for its meetings of the Generation of '27.
wiki page extracted: 2016-07-25T16:35:47Z

Symphonia Domestica
comment: Symphonia Domestica (Domestic Symphony), Op. 53, is a tone poem for large orchestra by Richard Strauss. The work is a musical reflection of the secure domestic life so valued by the composer himself and, as such, harmoniously conveys daily events and family life.
wiki page extracted: 2016-07-25T16:35:48Z

Cercyeuptychia
wiki page out degree: 14
abstract: Cercyeuptychia is a genus of satyrid butterfly found in the Neotropic ecozone.
subject: Category:Lepidoptera genera
wiki page extracted: 2016-07-25T16:35:37Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Cercyeuptychia&oldid=731477815
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wiki page revision ID: 731477815
wiki page length: 895

Ctrl+Alt+Del (webcomic)
wiki page extracted: 2016-07-25T16:35:46Z
comment: Ctrl+Alt+Del (abbreviated CAD) is a gaming-related webcomic and animated series written by Tim Buckley. The name of the comic refers to the Windows command Control-Alt-Delete. Premiering on October 23, 2002, the comic's focus has gradually shifted away from single strip gags towards longer story arcs and greater continuity through the use of video game references.
abstract: Ctrl+Alt+Del (abbreviated CAD) is a gaming-related webcomic and animated series written by Tim Buckley. The name of the comic refers to the Windows command Control-Alt-Delete. Premiering on October 23, 2002, the comic's focus has gradually shifted away from single strip gags towards longer story arcs and greater continuity through the use of video game references. Ctrl+Alt+Del currently is updated every Monday, Wednesday and Friday.Ctrl+Alt+Del has provided Buckley with enough income to make a living, placing Ctrl+Alt+Del in a small group of web comics that receive full-time devotion from their artist. Beginning June 2008, a number of smaller, humour themed batch-released strips entitled "CAD Sillies" began running on the news feeds, although they were soon given their own section on the site. By May 2009, the commercially viable Ctrl+Alt+Del had received 38 million page views and was receiving 1.8 million monthly unique visitors.
wiki page length: 23446
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Ctrl+Alt+Del_(webcomic)&oldid=721859022
wiki page modified: 2016-05-24T13:49:50Z
wiki page revision ID: 721859022

Kambojharsangeet
contributor ID: 28599370

Villa Lante
wiki page extracted: 2016-07-25T16:35:45Z
abstract: For the villa in Rome, see Villa Lante al Gianicolo.Villa Lante at Bagnaia is a Mannerist garden of surprise near Viterbo, central Italy, attributed to Jacopo Barozzi da Vignola).The villa is known as the "Villa Lante". However, it did not become known as this until the villa was passed to Ippolito Lante Montefeltro della Rovere, Duke of Bomarzo, in the 17th century, when it was already 100 years old.The Villa, a property of the Republic of Italy, since December 2014's run by the Polo Museale del Lazio.
comment: For the villa in Rome, see Villa Lante al Gianicolo.Villa Lante at Bagnaia is a Mannerist garden of surprise near Viterbo, central Italy, attributed to Jacopo Barozzi da Vignola).The villa is known as the "Villa Lante".

Herman Goldstine
wiki page modified: 2016-02-15T14:52:42Z
abstract: Herman Heine Goldstine (September 13, 1913 – June 16, 2004) was a mathematician and computer scientist, who was one of the original developers of ENIAC, the first of the modern electronic digital computers.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Herman_Goldstine&oldid=705104355
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wiki page length: 14121
wiki page revision ID: 705104355
subject: Category:Institute for Advanced Study visiting scholars

Felipe Carvalho
clubs: → Falkenbergs FF
wiki page revision ID: 731477860
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Felipe_Carvalho&oldid=731477860
fullname: Luis Felipe Carvalho da Silva
birth place: Rivera, Uruguay
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youthyears: –2013
name: Felipe Carvalho
wiki page length: 4183

Richard III of England
wiki page revision ID: 731477816
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wiki page length: 142161
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Richard_III_of_England&oldid=731477816

K. Michelle discography
wiki page length: 11491
video link: DVDs
wiki page extracted: 2016-07-25T16:35:43Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=K._Michelle_discography&oldid=731477833
option name: Mixtapes
wiki page modified: 2016-07-25T16:35:42Z
studio link: Albums
singles link: Singles
option color: orange
caption: K. Michelle performing at an Atlanta concert in 2015.
wiki page revision ID: 731477833
references: Yes
mv link: music videos

Dublin Township, Mercer County, Ohio
wiki page extracted: 2016-07-25T16:35:52Z
abstract: Dublin Township is one of the fourteen townships of Mercer County, Ohio, United States. The 2000 census found 2,254 people in the township, 1,128 of whom lived in the unincorporated portions of the township.

AussieLegend2
contributor ID: 7240744

Takeshi's Castle
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Takeshi's_Castle&oldid=731477842
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wiki page length: 43563
wiki page revision ID: 731477842

Indefatigable
contributor ID: 20612

KasparBot
contributor ID: 24420788

JMK
contributor ID: 938515

House of Stenkil
comment: The House of Stenkil was a dynasty on the Swedish throne from c. 1060 to c. 1125.
wiki page extracted: 2016-07-25T16:35:37Z
abstract: The House of Stenkil was a dynasty on the Swedish throne from c. 1060 to c. 1125. Stenkil probably originated from Västergötland.Line (of magnates and earls) before Stenkil, according to the Norse sagas:Skagul Toste (took Danegeld in England and was the father of Sigrid the Haughty)Ulf Tostesson, the son of Skagul TosteRagnvald Ulfsson, the son of Ulf Tostesson, and exiled to Staraja Ladoga by Olof SkötkonungOn the throne of Sweden or Västergötland:1060–1066 : Stenkil1067–1070 : Halsten Stenkilsson (Halsten), son of Stenkil1079–1084 : Inge the Elder (Inge den äldre), son of Stenkil1084–1087 : Blot-Sweyn (Blot-Sven), possibly brother-in-law of Inge I the Elder1087–1110 : Inge the Elder (Inge den äldre), 2nd time, restored1110–1118 : Philip (Filip Halstensson), no children1110–1125 : Inge the Younger (Inge den yngre), no childrenCognatic offshoots:c. 1125 – c 1130 Magnus I of Gothenland (the regnal list published by the royal court of Sweden includes him as a member of Stenkil dynasty), was son of Inge the Elder's daughterc. 1150 – 1160 Eric IX of Sweden who was married with Christina, according to Norse legends daughter's daughter of Inge the Elder; this couple started the dynasty of Eric(* c. 1155 – 1167 Charles VII of Sweden (his mother was the widow of Inge the Younger) who married Kirsten Stigsdatter, according to Norse legends daughter's daughter's daughter of Inge the Elder; this couple continued the in c 1130 ascended dynasty of Sverker)1160–61 Magnus (II) of Sweden (the regnal list published by the royal court of Sweden includes him as a member of Stenkil dynasty; some tend to call him as the "last" monarch of the House of Stenkil which however is a genealogically debatable concept), was the son of a daughter of Inge the Elder's son Ragvald.

San Diego Chargers
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wiki page length: 98380
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wiki page revision ID: 731477820
wiki page revision link: http://en.wikipedia.org/w/index.php?title=San_Diego_Chargers&oldid=731477820

Half blood knot
comment: The half blood knot (also clinch knot) is a knot that is used for securing a fishing line to a fishing lure, snap or swivel. When two half blood knots are used to join two lines they are considered as one knot and called a blood knot.This is one of the strongest knots for tying a medium-size hook to a medium-size line such as hooksize 4 to 4/0 onto line size 6 lb to 30 lb.
wiki page extracted: 2016-07-25T16:35:42Z

Navajo Livestock Reduction
abstract: The Navajo Livestock Reduction was imposed by the federal government upon the Navajo Nation in the 1930s, during the Great Depression.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Navajo_Livestock_Reduction&oldid=729073529
wiki page revision ID: 729073529
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wiki page out degree: 16
wiki page length: 7352
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The Von Brauners
wiki page length: 12990
wiki page revision link: http://en.wikipedia.org/w/index.php?title=The_Von_Brauners&oldid=707403808
wiki page revision ID: 707403808
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comment: The Von Brauners were a professional wrestling tag team/stable that operated from the 1950s through the 1970s. The teams consisted of Karl Von Brauner (Doug Donovan), Kurt Von Brauner#1 (Jimmy Brawner), Eric Von Brauner (Red Donnan) and Kurt Von Brauner#2 (Willy Rutgowsky). The chosen gimmick was that of a team of evil German twins.The four members worked as the Von Brauners for approximately fifteen years. The team of Karl and Kurt #1 captured World Tag Team gold 20 times.
wiki page modified: 2016-02-28T17:52:05Z
abstract: The Von Brauners were a professional wrestling tag team/stable that operated from the 1950s through the 1970s. The teams consisted of Karl Von Brauner (Doug Donovan), Kurt Von Brauner#1 (Jimmy Brawner), Eric Von Brauner (Red Donnan) and Kurt Von Brauner#2 (Willy Rutgowsky). The chosen gimmick was that of a team of evil German twins.The four members worked as the Von Brauners for approximately fifteen years. The team of Karl and Kurt #1 captured World Tag Team gold 20 times. All versions of the team captured a total of 35 World Tag Team titles plus 5 regional tag team titles.

Tensed-S condition
wiki page extracted: 2016-07-25T16:35:44Z
comment: The Tensed-S condition (where S stands for "Sentence") is a condition proposed in Chomsky (1973) which essentially stipulates that certain classes of syntactic transformational rules cannot apply across clause boundaries. The condition is formalised as follows:Tensed-S condition (TSC) "No rule can involve X, Y in the structure ... X ... [α... Y ...] ...
abstract: The Tensed-S condition (where S stands for "Sentence") is a condition proposed in Chomsky (1973) which essentially stipulates that certain classes of syntactic transformational rules cannot apply across clause boundaries. The condition is formalised as follows:Tensed-S condition (TSC) "No rule can involve X, Y in the structure ... X ... [α... Y ...] ... where α is a tensed sentence." (Chomsky 1973: 238)The rule accounts for such phenomena as the lack of passivization (a process which turns an active sentence into a passive one) in sentence (2) below:(1) The footballers are believed [to be talented](2) *The footballers are believed [are talented]Based on the assumption that "The footballers" originates inside the square brackets in both sentences (as the thematic subject of the predicate "be talented"), the TSC prohibits its raising (via A-movement) out of the finite clause in (2), but not the non-finite clause in (1).The TSC (along with the SSC) also has implications for binding theory in conjunction with a simple rule of disjoint reference (which stipulated that any pronoun following an NP antecedent in the same sentence, has disjoint reference with it; the rule applies anywhere unless it is blocked). The disjoint reference rule can apply in examples like (3) and (4) (which is an ECM structure) below, but is blocked from applying by the TSC in sentences (5) and (6) – where there are clause boundaries – thereby allowing the pronoun to refer back to the antecedent.(3) *Johni likes himi(4) *Johni believes himi to like Mary(5) Johni said that Mary likes himi(6) Johni said that hei likes MaryThe way the TSC accounted for binding as well as movement phenomena (such as the passivization examples above), was influential for much subsequent research which tried to reduce binding and movement to the same set of principles (see Kayne (2002) for a recent implementation). The subsequent binding conditions A and B of Chomsky (1981) essentially replaced the TSC (as well as the SS[cell cut: 2069 characters, first 2000 kept]

John C. Breckinridge
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wiki page length: 101896
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wiki page revision ID: 731477859
wiki page revision link: http://en.wikipedia.org/w/index.php?title=John_C._Breckinridge&oldid=731477859

Tablet to The Hague
wiki page extracted: 2016-07-25T16:35:54Z
comment: The Tablet to The Hague is a letter which `Abdu'l-Bahá wrote to the Central Organisation for Durable Peace in The Hague, The Netherlands on 17 December 1919.

Chalk-fronted corporal
comment: The chalk-fronted corporal (Ladona julia) is a skimmer dragonfly found in the northern United States and southern Canada.Juveniles of both sexes are light reddish brown, with white shoulder stripes and a black stripe down the middle of the abdomen. As they mature, males develop a white pruinescence on the top of the thorax and at the base of the abdomen, while the rest of the abdomen turns black.
abstract: The chalk-fronted corporal (Ladona julia) is a skimmer dragonfly found in the northern United States and southern Canada.Juveniles of both sexes are light reddish brown, with white shoulder stripes and a black stripe down the middle of the abdomen. As they mature, males develop a white pruinescence on the top of the thorax and at the base of the abdomen, while the rest of the abdomen turns black. Females become almost uniformly dark brown, with a dusting of gray pruinescence near the base of the abdomen; a few develop the same color pattern as the males.Chalk-fronted corporals often perch horizontally on the ground or on floating objects in the water, flying up to take prey from the air. They are gregarious for dragonflies, and are commonly seen perching in groups. They readily approach humans to feed on the mosquitoes and biting flies that humans attract.
wiki page extracted: 2016-07-25T16:35:38Z

Lambda cube
wiki page modified: 2016-06-27T09:31:29Z
comment: In mathematical logic and type theory, the λ-cube is a framework for exploring the axes of refinement in Coquand's calculus of constructions, starting from the simply typed lambda calculus (written as λ→ in the cube diagram to the right) as the vertex of a cube placed at the origin, and the calculus of constructions (higher-order dependently typed polymorphic lambda calculus; written as λPω in the diagram) as its diametrically opposite vertex.
wiki page extracted: 2016-07-25T16:35:38Z
wiki page revision ID: 727195908
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Lambda_cube&oldid=727195908
abstract: In mathematical logic and type theory, the λ-cube is a framework for exploring the axes of refinement in Coquand's calculus of constructions, starting from the simply typed lambda calculus (written as λ→ in the cube diagram to the right) as the vertex of a cube placed at the origin, and the calculus of constructions (higher-order dependently typed polymorphic lambda calculus; written as λPω in the diagram) as its diametrically opposite vertex. Each axis of the cube represents a new form of abstraction:Terms depending on types, or polymorphism. System F, aka second order lambda calculus (written as λ2 in the diagram), is obtained by imposing only this property.Types depending on types, or type operators. Simply typed lambda calculus with type operators (λω in the diagram) is obtained by imposing only this property. Combined with System F it yields System Fω (written as λω without the underline in the diagram).Types depending on terms, or dependent types. Imposing only this property yields λΠ (written as λP in the diagram), a type system closely related to LF.All eight calculi include the most basic form of abstraction, terms depending on terms, ordinary functions as in the simply typed lambda calculus. The richest calculus in the cube, with all three abstractions, is the calculus of constructions. All eight calculi are strongly normalizing.Subtyping however is not represented in the cube, even though systems like F <: ω {\displaystyle F_{<:}^{\omega }} , known as higher-order bounded quantification, which combines subtyping and polymorphism are of practical interest, and can be further generalized to bounded type operators. Further extensions to F <: ω {\displaystyle F_{<:}^{\omega }} allow the definition of purely functional objects; these systems were generally developed after the lambda cube paper was published.The idea of the cube is due to the mathematician Henk Barendregt (1991). The framework of pure type systems generalizes the lambda cube in the sense that a[cell cut: 2577 characters, first 2000 kept]

Appell's equation of motion
abstract: In classical mechanics, Appell's equation of motion is an alternative general formulation of classical mechanics described by Paul Émile Appell in 1900 Q r = ∂ S ∂ α r {\displaystyle Q_{r}={\frac {\partial S}{\partial \alpha _{r}}}} Here, α r = q r ¨ {\displaystyle \alpha _{r}={\ddot {q_{r}}}} is an arbitrary generalized acceleration, the second time derivative of the generalized coordinates qr and Qr is its corresponding generalized force; that is, the work done is given by d W = ∑ r = 1 D Q r d q r {\displaystyle dW=\sum _{r=1}^{D}Q_{r}dq_{r}} where the index r runs over the D generalized coordinates qr, which usually correspond to the degrees of freedom of the system. The function S is defined as the mass-weighted sum of the particle accelerations squared, S = 1 2 ∑ k = 1 N m k a k 2 , {\displaystyle S={\frac {1}{2}}\sum _{k=1}^{N}m_{k}\mathbf {a} _{k}^{2}\,,} where the index k runs over the N particles, and a k = r ¨ k = d 2 r k d t 2 {\displaystyle \mathbf {a} _{k}={\ddot {\mathbf {r} }}_{k}={\frac {d^{2}\mathbf {r} _{k}}{dt^{2}}}} is the acceleration of the kth particle, the second time derivative of its position vector rk. Each rk is expressed in terms of generalized coordinates, and ak is expressed in terms of the generalized accelerations.Appells formulation does not introduce any new physics to classical mechanics. It is fully equivalent to the other formulations of classical mechanics such as Newton's second law, Lagrangian mechanics, Hamiltonian mechanics, and the principle of least action. Appell's equation of motion may be more convenient in some cases, particularly when nonholonomic constraints are involved. Appell’s formulation is an application of Gauss' principle of least constraint.
comment: In classical mechanics, Appell's equation of motion is an alternative general formulation of classical mechanics described by Paul Émile Appell in 1900 Q r = ∂ S ∂ α r {\displaystyle Q_{r}={\frac {\partial S}{\partial \alpha _{r}}}} Here, α r = q r ¨ {\displaystyle \alpha _{r}={\ddot {q_{r}}}} is an arbitrary generalized acceleration, the second time derivative of the generalized coordinates qr and Qr is its corresponding generalized force; that is, the work done is given by d W = ∑ r = 1 D Q r d q r {\displaystyle dW=\sum _{r=1}^{D}Q_{r}dq_{r}} where the index r runs over the D generalized coordinates qr, which usually correspond to the degrees of freedom of the system.
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Profane Existence
comment: The Profane Existence Collective (referred to occasionally as 'P.E.') is a Minneapolis-based anarcho-punk collective. Established in 1989, the collective publishes a nationally known zine (also called Profane Existence), as well as releasing and distributing anarcho-punk, crust, and grindcore music, and printing and publishing pamphlets and literature.
abstract: The Profane Existence Collective (referred to occasionally as 'P.E.') is a Minneapolis-based anarcho-punk collective. Established in 1989, the collective publishes a nationally known zine (also called Profane Existence), as well as releasing and distributing anarcho-punk, crust, and grindcore music, and printing and publishing pamphlets and literature. Stacy Thompson describes the collective as “the largest, longest-lasting, and most influential collective in Anarcho-Punk so far.” The collective folded in 1998, although its distribution arm, then called Blackened Distribution, continued operating. It restarted in 2000. "Making punk a threat again" is the group's slogan.
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James Kiley
wiki page revision ID: 718652804
comment: James Daniel Kiley (1865 – 12 September 1953) was a British businessman and Liberal Party politician who served in the House of Commons from 1916 to 1922 as a Member of Parliament (MP) for constituencies in the Whitechapel area of the East End of London.A director of a warehouse company in Houndsditch, he entered politics in 1910, when he was elected to Stepney Borough Council, becoming an alderman in 1913 and serving as the borough's mayor in 1915.
title: Member of Parliament for Whitechapel
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=James_Kiley&oldid=718652804
title: Member of Parliament for Whitechapel and St Georges
abstract: James Daniel Kiley (1865 – 12 September 1953) was a British businessman and Liberal Party politician who served in the House of Commons from 1916 to 1922 as a Member of Parliament (MP) for constituencies in the Whitechapel area of the East End of London.A director of a warehouse company in Houndsditch, he entered politics in 1910, when he was elected to Stepney Borough Council, becoming an alderman in 1913 and serving as the borough's mayor in 1915. He was also a member of the Metropolitan Water Board from 1914 to 1922, and a justice of the peace from 1913.During the First World War there was a political truce between the parties, who agreed not to contest any by-elections caused by death or resignations of sitting members of parliament. When a vacancy occurred with the resignation of the Liberal MP Sir Stuart Samuel, Bt in December 1916, Kiley was elected unopposed as the MP for the Whitechapel division of Stepney. The Whitechapel constituency was abolished in boundary changes for the 1918 general election, and Kiley was elected for the new Whitechapel and St Georges division of Stepney. He held the seat despite his Conservative Party opponent having received the coalition coupon, but with both Labour and Conservative candidates winning over 28% of the votes, Kiley's victory was obtained with only 35% of the votes. (The fourth candidate, an independent won 7%).However, at the 1922 general election, when he faced only Labour and Conservative opponents, Kiley lost the seat to the Labour Party candidate Charles Mathew by a majority of 2.8%. He stood again at the by-election in February 1923 after Mathew's death, but lost by a wider margin, and was unsuccessful again at the general election in December 1923. He did not stand for Parliament again.He continued in business, eventually becoming chairman of Whyte Ridsdale and Company Limited, a leading firm of fancy goods and toy merchants. He was a forceful proponent of free trade both in politics and business, opposing ta[cell cut: 2028 characters, first 2000 kept]
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Emotional Roadshow World Tour
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Emotional_Roadshow_World_Tour&oldid=731477819

Ordinal optimization
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comment: In mathematical optimization, ordinal optimization is the maximization of functions taking values in a partially ordered set ("poset"). Ordinal optimization has applications in the theory of queuing networks.
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Ordinal_optimization&oldid=723711310
wiki page revision ID: 723711310

Benjamonster
contributor ID: 15503027

Rlendog
contributor ID: 4057701

VMworld
wiki page revision ID: 731477853
wiki page out degree: 37
wiki page revision link: http://en.wikipedia.org/w/index.php?title=VMworld&oldid=731477853
wiki page length: 5190
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Jkmaskell
contributor ID: 14915992

Suillus viscidus
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abstract: Suillus viscidus (commonly known as the sticky bolete) is an edible, uncommon mushroom in the genus Suillus. It associates with larch and is found throughout Europe and in Japan.

Cliff Warner and Nina Cortlandt
abstract: Cliff Warner and Nina Cortlandt are fictional characters and a supercouple from the 1980s Cliff and Nina storyline on the American daytime drama All My Children. Cliff was portrayed by Peter Bergman, and Nina was portrayed by Taylor Miller.The two characters were in a popular on-again/off-again relationship that spanned the entire decade. Within the story, although the couple split up numerous times, they end up marrying one another in four separate ceremonies, one being titled as "the most sumptuous wedding seen on daytime television up to that date". For over twenty years, the pairing held the record for the most number of marriages to each other on a soap opera, at four.
comment: Cliff Warner and Nina Cortlandt are fictional characters and a supercouple from the 1980s Cliff and Nina storyline on the American daytime drama All My Children. Cliff was portrayed by Peter Bergman, and Nina was portrayed by Taylor Miller.The two characters were in a popular on-again/off-again relationship that spanned the entire decade.
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PanchoS
contributor ID: 343908

Fredrik Sträng 1
title: Adventurer,mountaineer

Nicole Scherzinger
wiki page length: 118275
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wiki page revision ID: 731477811
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Nicole_Scherzinger&oldid=731477811
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Fire museum
comment: Fire museums, also known as firefighting museums are prevalent throughout the world.
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Presidency of Barack Obama
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Presidency_of_Barack_Obama&oldid=731477841
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Rtkat3
contributor ID: 275202

Henry MacCracken
abstract: Henry Mitchell MacCracken (1840–1918) was an American educator.
sname: Henry MacCracken
wiki page revision ID: 711414148
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=Henry_MacCracken&oldid=711414148
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sopt: t

Marlock
abstract: A marlock or mallet is a shrubby or small-tree form of Eucalyptus found in Western Australia.Unlike the mallee, it is single-stemmed and lacks a lignotuber. It has a dense canopy of leaves which often extends to near ground level.Marlock species include:Bald Island Marlock (Eucalyptus conferruminata or Eucalyptus lehmannii)Black Marlock, Black-barked Marlock (Eucalyptus redunca)Comet Vale Marlock ( Eucalyptus comitae-vallis)Flowering Marlock, Long-flowered Marlock, Long-leaved Marlock (Eucalyptus macrandra)Forrest's Marlock (Eucalyptus forrestiana)Limestone Marlock (Eucalyptus decipiens)Silver Marlock (Eucalyptus tetragona)White Marlock, White leaved Marlock (Eucalyptus tetragona)Moorts are a form of marlock with smooth, grey bark including the following species:Moort or Round-leaved Moort (Eucalyptus platypus)Red-flowered Moort (Eucalyptus nutans)Stoate's Moort (Eucalyptus stoatei)
comment: A marlock or mallet is a shrubby or small-tree form of Eucalyptus found in Western Australia.Unlike the mallee, it is single-stemmed and lacks a lignotuber.
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Ivuna
comment: Ivuna is an administrative ward in the Mbozi District of the Mbeya Region of Tanzania. According to the 2002 census, the ward has a total population of 21,690.The Ivuna salt flats, south-east of Lake Rukwa have been exploited for salt since the early 13th century, or before, to the 15th century. Significant amounts of iron age pottery have been found here.
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Xezbeth
contributor ID: 86247

Bender235
contributor ID: 88026

Mapasingue
comment: Mapasingue is a barrio (neighborhood) of the city of Guayaquil, Ecuador. Mapasingue was an hacienda in the 19th century; in November 1859, a Peruvian army contingent occupied its lands as a result of an agreement between Peruvian President Ramon Castilla and Supreme Chief of Guayas Guillermo Franco, in the matter of the territorial dispute between the two countries. The peace treaty signed between the two regimes in 1860 was known as the Treaty of Mapasingue.
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Kamandalu
comment: Kamandalu (Sanskrit: कमण्डलु, kamaṇḍalu) or kamandal or kamandalam is an oblong water pot made of a dry gourd (pumpkin) or coconut shell, metal, wood of the Kamandalataru tree, or from clay, usually with a handle and sometimes with a spout. Hindu ascetics or yogis often use it for storing drinking water.
wiki page revision ID: 709144143
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abstract: Kamandalu (Sanskrit: कमण्डलु, kamaṇḍalu) or kamandal or kamandalam is an oblong water pot made of a dry gourd (pumpkin) or coconut shell, metal, wood of the Kamandalataru tree, or from clay, usually with a handle and sometimes with a spout. Hindu ascetics or yogis often use it for storing drinking water. The water-filled kamandalu, which is invariably carried by ascetics, is stated to represent a simple and self-contained life.The kamandalu also used in Hindu iconography, in depiction of deities related with asceticism or water. It is, thus, viewed as a symbol of ascetism in Hinduism. The kamandalu is also used by Jain monks and in depictions of some bodhisattvas.

List of Ministers for Finances of Luxembourg
abstract: The Minister for Finances (French: Ministre des Finances) is a position in the Luxembourgian cabinet. Among other competences, the Minister for Finances is responsible for overseeing the public finances, including the budget.The position of Minister for Finances has been in continuous existence since the promulgation of Luxembourg's first constitution, in 1848.Since 24 March 1936, the title of Minister for Finances has been an official one, although the position had been unofficially known by that name since its creation. From the position's creation until 28 November 1857, the Minister went by the title of Administrator-General. From 1857 until 1936, the Minister went by the title of Director-General.
comment: The Minister for Finances (French: Ministre des Finances) is a position in the Luxembourgian cabinet.
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Gynophore
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Gynophore&oldid=718130500
wiki page length: 951
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comment: A gynophore is the stalk of certain flowers which supports the gynoecium (the ovule-producing part of a flower), elevating it above the branching points of other floral parts.Plant genera that have flowers with gynophores include Telopea and Brachychiton.
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wiki page out degree: 8
wiki page revision ID: 718130500

Sögubrot af nokkrum fornkonungum
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comment: Sögubrot af nokkrum fornkonungum (Fragment of a Saga about Certain Ancient Kings) is a fragmentary Icelandic text dealing with some legendary Swedish and Danish kings.
abstract: Sögubrot af nokkrum fornkonungum (Fragment of a Saga about Certain Ancient Kings) is a fragmentary Icelandic text dealing with some legendary Swedish and Danish kings. It is thought to be based on the lost Skjöldunga saga and perhaps represents a late state of that work.The fragment begins in the middle of the story of Ívarr inn víðfaðmi, '"Ivar the Widely Embracing", describing how he won the realm of Zealand through trickery, and how he committed suicide under strange circumstances while on an invasion of the realm of Ráðbarðr, who had married his daughter Auðr the Deep-Minded without his permission. The fragment then recounts the early life of Harald Wartooth but breaks off; it resumes with the arrival of Sigurd Ring, Harald's old age, and the colossal Battle of Brávellir. It breaks off again towards the end of Sigurd's life.

Giétro Glacier
abstract: The Giétro Glacier or Giétroz Glacier (French: Glacier du Giétro) is a 4 km long valley glacier located in south-western Switzerland. The 1818 Giétro Glacier catastrophe, which led to lake outburst flood, is one of the most famous and most disastrous historical cases in the Swiss Alps.
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John Richards Kelly
title: Member of Parliament for Camberwell North
comment: John Richards Kelly (28 February 1844 – 20 July 1922) was a British barrister and Conservative Party politician.He was the second son of Frederic Festus Kelly of Chessington, Surrey and his wife Harriet née Richards. At the time of his birth his father was the Inspector of Letter Carriers for the General Post Office.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=John_Richards_Kelly&oldid=718402181
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abstract: John Richards Kelly (28 February 1844 – 20 July 1922) was a British barrister and Conservative Party politician.He was the second son of Frederic Festus Kelly of Chessington, Surrey and his wife Harriet née Richards. At the time of his birth his father was the Inspector of Letter Carriers for the General Post Office. He was also in charge of producing the Post Office Directory which he subsequently refounded as a private publication.John attended Eton College and went up to Trinity Hall, Cambridge in 1862 from where he graduated with a B.A. in 1870. In the same year he began studying law at the Inner Temple and was called to the bar in 1878. He practiced on the South Eastern Circuit. He worked for a time as a Law Times reporter in the High Court of Justice. In 1879 he married his cousin, Fanny Lydia Kelly.In 1883 he inherited his father's interests in Kelly's Directories Ltd., and became a director of the company.In 1886 he was selected as Conservative Party candidate to contest the constituency of Camberwell North at the general election. His elder brother was well known in the area as vicar of Camberwell, and Kelly benefited from a split in the Liberal Party over Irish Home Rule, with two rival Liberal candidates in the field. He succeeded in winning the seat for the Conservatives, but proved to be unpopular with a section of his own party, and it came as little surprise when he was defeated at the next general election in 1892. He did not stand for Parliament again.He died at his home in Worplesdon, Surrey in July 1922 aged 78.
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Telfordbuck
contributor ID: 17585538

Dewritech
contributor ID: 11498870

Complement (group theory)
abstract: In mathematics, especially in the area of algebra known as group theory, a complement of a subgroup H in a group G is a subgroup K of G such that G = H K = { h k : h ∈ H , k ∈ K } and H ∩ K = { e } . {\displaystyle G=HK=\{hk:h\in H,k\in K\}{\text{ and }}H\cap K=\{e\}.} Equivalently, every element of G has a unique expression as a product hk where h ∈ H and k ∈ K. This relation is symmetrical: if K is a complement of H, then H is a complement of K. Neither H nor K need be a normal subgroup of G.Complements generalize both the direct product (where the subgroups H and K commute element-wise), and the semidirect product (where one of H or K normalizes the other). The product corresponding to a general complement is called the Zappa–Szép product. In all cases, complement subgroups factor a group into smaller pieces.Some properties of complement subgroups:Complements need not exist, and if they do they need not be unique. That is, H could have two distinct complements K1 and K2 in G.If there are several complements of a normal subgroup, then they are necessarily isomorphic to each other and to the quotient group.If K is a complement of H in G then K forms both a left and right transversal of H (that is, the elements of K form a complete set of representatives of both the left and right cosets of H).the Schur–Zassenhaus theorem guarantees the existence of complements of normal Hall subgroups of finite groups.A p-complement is a complement to a Sylow p-subgroup. Theorems of Frobenius and Thompson describe when a group has a normal p-complement. Philip Hall characterized finite soluble groups amongst finite groups as those with p-complements for every prime p; these p-complements are used to form what is called a Sylow system.A Frobenius complement is a special type of complement in a Frobenius group.A complemented group is one where every subgroup has a complement.
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comment: In mathematics, especially in the area of algebra known as group theory, a complement of a subgroup H in a group G is a subgroup K of G such that G = H K = { h k : h ∈ H , k ∈ K } and H ∩ K = { e } .

2016–17 FK Sarajevo season
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Hull West by-election, 1907
comment: The Hull by-election, 1907 was a parliamentary by-election held in England for the House of Commons constituency of Hull West on 11 November 1907.The seat had been held for the Liberal Party by members of the Wilson family since its creation in 1885, and the by-election was won by the Liberal candidate Guy Greville Wilson, who was the brother of the outgoing Member of Parliament (MP).
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HMS Aigle
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I dream of horses
contributor ID: 9676078

Ser Amantio di Nicolao
contributor ID: 753665

Reidgreg
contributor ID: 27807439

Southern fire ant
comment: The Southern fire ant, Solenopsis xyloni, is a stinging fire ant native to southern parts of the United States. Its behavior is similar to the red imported fire ant (S. invicta), although its sting is less painful. Its main source of food is honeydew collected from aphids and other insects.Southern fire ant shares its range (the area it inhabits) with the red imported fire ant (S. invicta), the golden fire ant (S. aurea) and S. amblychila.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Southern_fire_ant&oldid=712216611
wiki page revision ID: 712216611
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abstract: The Southern fire ant, Solenopsis xyloni, is a stinging fire ant native to southern parts of the United States. Its behavior is similar to the red imported fire ant (S. invicta), although its sting is less painful. Its main source of food is honeydew collected from aphids and other insects.Southern fire ant shares its range (the area it inhabits) with the red imported fire ant (S. invicta), the golden fire ant (S. aurea) and S. amblychila. The Southern fire ant has the widest distribution of these, occurring from the Carolinas to Georgia through lowland Tennessee North East Arkansas and south-central Kansas to California.The scientific name comes from the Greek: Solenopsis means pipe-faced and xyloni means of-wood. This is unusual, however, because the Southern fire ant does not eat or inhabit bark or fallen timber.
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Acad Ronin
contributor ID: 70274

Parkwells
contributor ID: 5326371

John Jaffar Janardan
contributor ID: 27320572

Bigturtle
contributor ID: 675360

LouisAlain
contributor ID: 14909828

Omnipaedista
contributor ID: 8524693

Casliber
contributor ID: 1381068

Jobas
contributor ID: 4794943

HMS Hawke
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Midlothian and Peebles Northern by-election, 1929
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comment: The Midlothian and Peebles Northern by-election, 1929 was a parliamentary by-election held in Scotland on 1 January 1929 to elect a new Member of Parliament (MP) for the House of Commons constituency of Midlothian and Peebles Northern.It was the first election to the Parliament of the United Kingdom to be contested by a candidate for a Scottish nationalist party.

Centerbrook, Connecticut
wiki page extracted: 2016-07-25T16:35:41Z
abstract: Centerbrook is a hamlet located in the town of Essex, Connecticut. The village is home to numerous businesses, the Essex Steam Train, a post office, and Essex Elementary School. It has many houses but it is generally considered the more commercial part of Essex.The village consists of the area immediately west of the Route 9 expressway, extending southwest along Route 153 to Tiffany Brook, west along Main Street to Earl Street, and north along Route 154 to Route 9.

Coast Salish languages
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abstract: Coast Salish languages are a subgroup of the Salishan language family. These languages are spoken by First Nations or Native American peoples inhabiting the territory that is now the southwest coast of British Columbia around the Strait of Georgia and Washington state around Puget Sound. The term "Coast Salish" also refers to the cultures in British Columbia and Washington who speak one of these languages or dialects.
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Coast_Salish_languages&oldid=724721441
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wiki page revision ID: 724721441

Beechwood Farms Nature Reserve
wiki page extracted: 2016-07-25T16:35:45Z
abstract: Beechwood Farms Nature Reserve is a 134-acre (0.5 km2) protected area for flora, fauna, and wildlife in Fox Chapel, Pennsylvania, a Pittsburgh suburb. The site has served as the headquarters of the Audubon Society of Western Pennsylvania (ASWP) since 1977.The Western Pennsylvania Conservancy owns the land on which Beechwood Farms is located, and leases the site to the Audubon Society of Western PA. The nature reserve comprises woodlands, fields, streams, and a pond. It also features more than 5 miles (8.0 km) of walking trails—open from dawn to dusk every day year-round, some of which are accessible for individuals with special needs.
comment: Beechwood Farms Nature Reserve is a 134-acre (0.5 km2) protected area for flora, fauna, and wildlife in Fox Chapel, Pennsylvania, a Pittsburgh suburb. The site has served as the headquarters of the Audubon Society of Western Pennsylvania (ASWP) since 1977.The Western Pennsylvania Conservancy owns the land on which Beechwood Farms is located, and leases the site to the Audubon Society of Western PA. The nature reserve comprises woodlands, fields, streams, and a pond.

Blairall
contributor ID: 20266143

Dryandra ser. Armatae
comment: Dryandra ser. Armatae is an obsolete series within the former genus Dryandra (now Banksia ser. Dryandra). It was first published by George Bentham in 1870, and was given a new circumscription by Alex George in 1996, but was ultimately discarded in 2007 when Austin Mast and Kevin Thiele sunk Dryandra into Banksia.
wiki page extracted: 2016-07-25T16:35:41Z

Bytesock
contributor ID: 27871990

ChemNerd
contributor ID: 2246483

Quaternionic vector space
abstract: In mathematics, a left (or right) quaternionic vector space is a left (or right) H-module where H denotes the noncommutative ring of the quaternions.The space Hn of n-tuples of quaternions is both a left and right H-module using the componentwise left and right multiplication: q ( q 1 , q 2 , … q n ) = ( q q 1 , q q 2 , … q q n ) {\displaystyle q(q_{1},q_{2},\ldots q_{n})=(qq_{1},qq_{2},\ldots qq_{n})} ( q 1 , q 2 , … q n ) q = ( q 1 q , q 2 q , … q n q ) {\displaystyle (q_{1},q_{2},\ldots q_{n})q=(q_{1}q,q_{2}q,\ldots q_{n}q)} for quaternions q and q1, q2, ... qn.Since H is a division algebra, every finitely generated (left or right) H-module has a basis, and hence is isomorphic to Hn for some n.
comment: In mathematics, a left (or right) quaternionic vector space is a left (or right) H-module where H denotes the noncommutative ring of the quaternions.The space Hn of n-tuples of quaternions is both a left and right H-module using the componentwise left and right multiplication: q ( q 1 , q 2 , … q n ) = ( q q 1 , q q 2 , … q q n ) {\displaystyle q(q_{1},q_{2},\ldots q_{n})=(qq_{1},qq_{2},\ldots qq_{n})} ( q 1 , q 2 , … q n ) q = ( q 1 q , q 2 q , … q n q ) {\displaystyle (q_{1},q_{2},\ldots q_{n})q=(q_{1}q,q_{2}q,\ldots q_{n}q)} for quaternions q and q1, q2, ...
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InternetArchiveBot
contributor ID: 27015025

CAPTAIN RAJU
contributor ID: 25523690

Morelladon beltrani
contributor: Abyssal
type: Document
primary topic: Morelladon beltrani
language: en

Spicemix
contributor ID: 13127810

Victoriaearle
contributor ID: 7411880

Stevensonn
contributor ID: 27320167

Magioladitis
contributor ID: 1862829

Cydebot
contributor ID: 1215485

AK63
contributor ID: 15459074

TodorBozhinov
contributor ID: 277419

Joshua Jonathan
contributor ID: 15304212

HMS Placentia
wiki page extracted: 2016-07-25T16:35:43Z

HMS Swift
wiki page extracted: 2016-07-25T16:35:42Z

Mika Boorem 1
title: Actress

Dryandra subg. Dryandra
comment: Dryandra subg. Dryandra is an obsolete series within the former genus Dryandra (now Banksia ser. Dryandra). It was first published at sectional rank as Dryandra verae in 1830, before being renamed Eudryandra in 1847, the replaced by the autonym at subgenus rank in 1996. It was ultimately discarded in 2007 when Austin Mast and Kevin Thiele sunk Dryandra into Banksia.
wiki page extracted: 2016-07-25T16:35:49Z

Don Quinn 1
title: Cartoonist, writer

Chloreuptychia
wiki page extracted: 2016-07-25T16:35:47Z

Nitin Sahrawat
wiki page extracted: 2016-07-25T16:35:50Z