OpenLLM-France/wikimedia huggingface dataset:
# Larry Phillips (Texas politician)

Lawrence Augustine Phillips is an American judge and politician. He served as a Republican member for the 62nd district of the Texas House of Representatives.
Phillips attended Baylor University, where he earned his bachelor's degree. He then attended the University of Houston, where he earned his Juris Doctor degree. In 2003, Phillips won the 62nd district of the Texas House of Representatives. He succeeded Ron Clark. In 2018, Phillips was succeeded by Reggie Smith for the 62nd district.
Phillips served as a judge of the Texas District Courts for Grayson County, Texas since May 1, 2018.
# Mike Schofield

Michael Joseph Schofield (born June 27, 1964) is a Texas politician who currently represents district 132 of the Texas House of Representatives composed of Katy, Texas and part of Cy-Fair. A member of the Republican Party, he previously served 11 years as an advisor to Governor Rick Perry.

## Personal life

Michael J. Schofield was born on June 27, 1964.

## Political career

For 11 years Schofield served as an advisor to Governor Rick Perry.
Elected as a Republican, Schofield was sworn in on January 13, 2015, and would later be unseated by Democrat Gina Calanni to represent district 132 of the Texas House of Representatives. In 2020, he won the seat back. The district composes of Katy and part of Cy-Fair in Harris County, Texas.
During his tenure in the Texas House, he has been involved with some major pieces of legislation. In 2017, he drafted a constitutional amendment to the Texas Constitution banning income tax, ultimately passing in 2019. In 2015, he was named "Freshman Legislator of the Year."
# Alfred Henry Forrester

Alfred Henry Forrester (10 September 1804 – 26 May 1872) was an English author, comics artist, illustrator and artist, who was also known under the pseudonym of Alfred Crowquill.

## Biography

Alfred Forrester was the son of Robert Forrester of 5 North Gate, Royal Exchange, London, a public notary. He discovered an aptitude for literary and artistic pursuits from an early age, and was soon associated with writing for periodical publications, including Colburn's New Monthly, Bentley, and Punch magazine. He often wrote short tales, songs, children's stories, and occasional burlesques. He could also draw and worked on wood, etchings and caricatures using pen and ink, specialising in anthropomorphic animals, occasionally illustrating stories for his brother Charles Robert Forrester (1803–1850), who wrote under the pseudonym Hal Willis.
He also made several popular ceramics of curious flowers and contemporary subjects, including a "Memorial of the Great Exhibition of 1851" and a statuette of Wellington Bear. He illustrated plays for children in Dean & Son's series, Little Plays for Little People. In 1854 Julia Corner wrote a play for children based around the Beauty and the Beast fairy story which was illustrated by Forrester working under the name of Alfred Crowquill.
Forrester's Phantasmagoria of Fun appeared in two volumes in 1843 under his Alfred Crowquill pseudonym. It contains humorous sketches with an animal theme. His Strange Surprising Adventures of the Venerable Gooroo Simple..., consisting of comic tales set in India, appeared in 1861, again under the pseudonym Alfred Crowquill.
Forrester also illustrated the English version of "Master Tyll Owlglass" as Alfred Crowquill.
Alfred Henry Forrester was buried at West Norwood Cemetery, near London.
# Gravit

Gravit is a free and open-source gravity simulator distributed under the GNU General Public License. The program is available for all major operating systems, including Linux and other Unix-like systems, Microsoft Windows and Mac OS X.
Gravit uses the Barnes–Hut algorithm to simulate the n-body problem.

## Description

Gravit is a gravity simulator which runs under Linux, Windows and Mac OS X. It is released under the GNU General Public License which makes it free. It uses Newtonian physics using the Barnes-Hut N-body algorithm. Although the main goal of Gravit is to be as accurate as possible, it also creates beautiful looking gravity patterns. It records the history of each particle so it can animate and display a path of its travels. At any stage you can rotate your view in 3D and zoom in and out. Gravit uses OpenGL with Lua, SDL, SDL_ttf and SDL_image.
Features
* View the simulation in 3D, optionally using stereoscopic imaging
* Can be installed as a screen saver in Windows
* Record a simulation, then play back at any speed
* Load / Save a recorded simulation
* Mouse controllable rotation
* Console with script execution
* See an octtree being created in real-time
* Colours can be based on mass, velocity, acceleration, momentum or kinetic energy
* Initial particle locations are scriptable (Lua)

## Status

As of some time in 2017, the website is dead, though the GitHub repository remains alive.
# Kevin Brooks (politician)

Kevin Brooks (born May 4, 1967) is an American politician who is the mayor of Cleveland, Tennessee. Between 2006 and the beginning of his term as mayor he served as a Republican member of the Tennessee House of Representatives for the 24th district, encompassing Cleveland and parts of Bradley County.

## Early life

Kevin Brooks was born in 1967 in Marietta, Georgia. He first moved to Cleveland in 1986 to attend Lee University. He received a B.A. in history, and was named an honorary member of Upsilon Xi.

## Career

Brooks served for six consecutive terms as a State Representative. He was first elected in 2006, and reelected in 2008, 2010, 2012, 2014, and 2016. In 2011, Brooks received the "Legislator of the Year" award by Tennessee Community Organizers. In March 2011, he declined an automatic pay raise. He was Chair of the Subcommittee on Children and Family Affairs, Vice Chair of the Children and Family Affairs committee, and a member of the Subcommittee on Education, as well as the Education, Finance, Ways and Means, and the Rules committees. He was Chair of the Blue Ribbon Advisory Council on School Redistricting and former Assistant Chair of the Majority Caucus of the Tennessee State House of Representatives.
In January 2018, Brooks announced his candidacy for mayor of Cleveland, therefore not running for a 7th term. He was endorsed by long-incumbent mayor Tom Rowland, who announced that he would not seek reelection. On August 2, 2018 he was elected with 64% of the vote. Brooks was sworn in on September 10, 2018, and resigned from the state house that day.

## Personal life

Brooks is married to Kim, and has two children. He is a member of the Church of God.
Brooks is a member of the Cleveland Rotary Club, the United Way of Bradley County, MainStreet Cleveland, and the Religious Conference Management Association.
# Kent Calfee

Kent Calfee (born May 15, 1949) is an American politician and a Republican member of the Tennessee House of Representatives representing District 32 since January 8, 2013. A picture of him drinking water out of a Hershey's Syrup bottle went viral in 2020. When asked about it, he said he wasn't going to pay for a water bottle that he would probably end up losing.

## Education

Calfee attended East Tennessee State University.

## Elections

2012 Calfee challenged District 32 Representative Julia Hurley in the August 2, 2012 Republican Primary, winning with 4,611 votes (55.4%), and won the November 6, 2012 General election with 16,447 votes (69.5%) against Democratic nominee Jack McNew and Independent candidate Allen Cole.
# Shea Flinn

George Shea Flinn III (born January 30, 1973) is an American attorney and Democratic Party politician who served as a member of the Tennessee Senate. When Steve Cohen resigned from the chamber shortly after his election to the United States House of Representatives, the Shelby County Commission appointed Flinn to fill the seat until a special election could be held. From 2007 to 2015, Flinn served on the Memphis City Council.
Flinn's father, George Flinn, is a Memphis physician who has run for Congress multiple times as a Republican.
# Harmonic progression (mathematics)

In mathematics, a harmonic progression (or harmonic sequence) is a progression formed by taking the reciprocals of an arithmetic progression, which is also known as an arithmetic sequence.
Equivalently, a sequence is a harmonic progression when each term is the harmonic mean of the neighboring terms.
As a third equivalent characterization, it is an infinite sequence of the form
    ${\frac {1}{a}},\ {\frac {1}{a+d}},\ {\frac {1}{a+2d}},\ {\frac {1}{a+3d}},\cdots ,$
where a is not zero and −a/d is not a natural number, or a finite sequence of the form
    ${\frac {1}{a}},\ {\frac {1}{a+d}},\ {\frac {1}{a+2d}},\ {\frac {1}{a+3d}},\cdots ,\ {\frac {1}{a+kd}},$
where a is not zero, k is a natural number and −a/d is not a natural number or is greater than k.

## Examples

In the following n is a natural number, in sequence: $\ n=1,\ 2,\ 3,\ 4,\ \ldots \$
* $1,{\tfrac {\ 1\ }{2}},\ {\tfrac {\ 1\ }{3}},\ {\tfrac {\ 1\ }{4}},\ {\tfrac {\ 1\ }{5}},\ {\tfrac {\ 1\ }{6}},\ \ldots \ ,\ {\tfrac {\ 1\ }{n}},\ \ldots \$ is called the harmonic sequence
* 12, 6, 4, 3, $\ {\tfrac {12}{\ 5\ }},\ 2,\ \ldots \ ,\ {\tfrac {12}{\ n\ }},\ \ldots \$
* 30, −30, −10, −6, $\ -{\tfrac {30}{\ 7\ }},\ \ldots \ ,\ {\tfrac {30}{\ \left(3\ -\ 2n\right)\ }},\ \ldots \$
* 10, 30, −30, −10, −6, $\ \ldots \ ,\ {\tfrac {30}{\ \left(5\ -\ 2n\right)\ }},\ \ldots \$

## Sums of harmonic progressions

Infinite harmonic progressions are not summable (sum to infinity).
It is not possible for a harmonic progression of distinct unit fractions (other than the trivial case where a = 1 and k = 0) to sum to an integer. The reason is that, necessarily, at least one denominator of the progression will be divisible by a prime number that does not divide any other denominator.

## Use in geometry

If collinear points A, B, C, and D are such that D is the harmonic conjugate of C with respect to A and B, then the distances from any one of these points to the three remaining points form harmonic progression. Specifically, each of the sequences AC, AB, AD; BC, BA, BD; CA, CD, CB; and DA, DC, DB are harmonic progressions, where each of the distances is signed according to a fixed orientation of the line.
In a triangle, if the altitudes are in arithmetic progression, then the sides are in harmonic progression.

## Leaning Tower of Lire

An excellent example of Harmonic Progression is the Leaning Tower of Lire. In it, uniform blocks are stacked on top of each other to achieve the maximum sideways or lateral distance covered. The blocks are stacked 1/2, 1/4, 1/6, 1/8, 1/10, … distance sideways below the original block. This ensures that the center of gravity is just at the center of the structure so that it does not collapse. A slight increase in weight on the structure causes it to become unstable and fall.
# The Village Smithy

The Village Smithy is a 1942 Donald Duck animated short film, produced in Technicolor by Walt Disney Productions, distributed by RKO Radio Pictures.

## Plot

Donald Duck is working to add a new iron rim on a wagon wheel and to put a shoe on Jenny, a donkey. He runs in difficulty with both.

## Voice cast

* Clarence Nash as Donald Duck

## Home media

The short was released on December 6, 2005 on Walt Disney Treasures: The Chronological Donald, Volume Two: 1942-1946.
# Friedrich Wilhelm Ludwig Suckow

Friedrich Wilhelm Ludwig Suckow (1770, Heidelberg – 21 June 1838, Mannheim) was a German physician and naturalist.
Friedrich Wilhelm Ludwig Suckow studied at the University of Heidelberg graduating in 1813 with a thesis entitled "Myologia insectorum …". His father was Georg Adolf Suckow.
Suckow was Professor of Nature research (Naturwissenschaften) and curator of the Natural History Museum in Mannheim. He wrote
* (1813): Myologiae Insectorum specimen de Astaco fluviatili cum aliis anatomicis disquisitionibus. Inauguraldissertation.
* (1818): Anatomisch-physiologische Untersuchungen der Insecten und Krustenthiere. 70 S. mit 11 Kupfern. Engelmann, Heidelberg.
* (1819): Naturgeschichte der Insekten. 262 S. mit drei Kupfern. Engelmann, Heidelberg.
* (1822): Flora Mannhemiensis et vicinarum regionum cis- et transrhenanarum. Manhemium
* (1824): Concrementa calculosa im Darmcanale der Wirbelthiere. Bad. Annalen der Heilk. II.
* (1824): Naturgeschichte des Maykäfers (Melolontha vulgaris Fabr.). 36 S. mit 3 lithograph. Tafeln. Verhandlungen des Grossherzoglich Badischen Landwirthschaftlichen Vereins Carlsruhe.
* (1827): Ueber den Winterschlaf der Insecten. Heusinger’s Zeitschrift f. organ. Physik I.
* (1828): Ueber die Respiration der Insecten, insbesondere über die Darmrespiration der Aeschna grandis. Heusinger’s Zeitschrift f. organ. Physik II
* Ueber die Verdauungsorgane der Insecten. Heusinger’s Zeitschrift f. organ. Physik III
* (1837): Osteologische Beschreibung des Wals ; Mit fünf lithograph. Tafeln in Querfolio. Mannheim
* (1830): Vademecum für Naturaliensammler oder vollständiger Unterricht Säugethiere, Vögel, Amphibien, Fische, Käfer, Schmetterlinge, Würmer, Pflanzen, Mineralien, Petrefacte etc. zu sammeln, zu conserviren und zu versenden. 189 S. Neff, Stuttgart.
* (ca. 1830): Osteologische Beschreibung des Delphin-Schädels, verglichen mit dem Schädel des Walls. 12 S. Löffler, Mannheim
* (1832): Das Naturalien-Cabinet : oder gründliche Anweisung, wie der Naturfreund bei naturhistorischen Excursionen und bei dem Sammeln, Ausstopfen, Skeletiren ... der Naturkörper jeder Art, namentlich der Säugethiere, Vögel, Fische, Reptilien, Käfer, Schmetterlinge, Pflanzen, Mineralien, Petrefacte u.s.w. verfährt, wie er sie versenden und in Sammlungen dauernd schön conserviren kann ; Nebst lithogr. Abb. der, beim Naturaliensammeln erforderlichen Werkzeuge 189 S. Neff, Stuttgart.
# Free Floating

Free Floating (Russian: Свободное плавание) is a 2006 Russian comedy film directed by Boris Khlebnikov.

## Plot

The film tells about a 20-year-old guy who lives in a small town in which the only factory is suddenly closed. He works in the market, goes to various discos and constantly receives rejections about employment. And suddenly he sees a barge that will take him away from here.

## Cast

* Aleksandr Yatsenko as Lyonya
* Evgeniy Sytyy as Brigade-leader Roslov
* Pyotr Zaychenko as Elderly man from brigade
* Boris Petrov as Big man from brigade
* Darya Ekamasova as Piggy
* Nina Semyonova as Lyonya's mother
* Tagir Rakhimov as Poor man
* Sergey Nasedkin as Foreman Volodya
* Vladimir Tereshchenko as Vitya
* Dmitri Shvetsov as Andrei
# Bagh-e Bahadoran

Bagh-e Bahadoran (Persian: باغ بهادران) is a city in, and the capital of, Bagh-e Bahadoran District of Lenjan County, Isfahan province, Iran.

## Demographics
### Population

At the time of the 2006 National Census, the city's population was 8,808 in 2,432 households. The following census in 2011 counted 9,598 people in 2,905 households. The 2016 census measured the population of the city as 10,279 people in 3,238 households.
# KL-ONE

KL-ONE (pronounced "kay ell won") is a knowledge representation system in the tradition of semantic networks and frames; that is, it is a frame language. The system is an attempt to overcome semantic indistinctness in semantic network representations and to explicitly represent conceptual information as a structured inheritance network.

## Overview

There is a whole family of KL-ONE-like systems. One of the innovations that KL-ONE initiated was the use of a deductive classifier, an automated reasoning engine that can validate a frame ontology and deduce new information about the ontology based on the initial information provided by a domain expert.
Frames in KL-ONE are called concepts. These form hierarchies using subsume-relations; in the KL-ONE terminology a super class is said to subsume its subclasses. Multiple inheritance is allowed. Actually a concept is said to be well-formed only if it inherits from more than one other concept. All concepts, except the top concept (usually THING), must have at least one super class.
In KL-ONE descriptions are separated into two basic classes of concepts: primitive and defined. Primitives are domain concepts that are not fully defined. This means that given all the properties of a concept, this is not sufficient to classify it. They may also be viewed as incomplete definitions. Using the same view, defined concepts are complete definitions. Given the properties of a concept, these are necessary and sufficient conditions to classify the concept.
The slot-concept is called roles and the values of the roles are role-fillers. There are several different types of roles to be used in different situations. The most common and important role type is the generic RoleSet that captures the fact that the role may be filled with more than one filler.
# Sainte-Madeleine-de-la-Rivière-Madeleine

Sainte-Madeleine-de-la-Rivière-Madeleine (French pronunciation:) is a municipality in the Gaspésie-Îles-de-la-Madeleine region of the province of Quebec in Canada. It has the longest municipal name in Quebec.
The municipality includes the communities of Madeleine-Centre, Manche-d'Épée, and Rivière-la-Madeleine.
The community of Manche-d'Épée is home to the Manche-d'Épée Ecological Reserve.

## History

The Seignory of the Rivière-de-la-Madeleine was first granted to Antoine Caddé in 1679, then to Denis Riverin in 1689, taking its name from the Madeleine River which flows its territory. The toponym could refer to Jacques de La Ferté de La Madeleine [fr], the first missionary of the place who, however, never went to Canada or the Gaspé region.
In 1874, the Parish of Sainte-Marie-Madeleine was founded and the local post office opened in 1889 under the name Petite-Magdeleine. In 1916, the place was incorporated as the Municipality of Sainte-Madeleine-de-la-Rivière-Madeleine.

## Demographics
### Population

| Year | Pop. | ±% |
| 1921 | 605 | — |
| 1931 | 674 | +11.4% |
| 1941 | 713 | +5.8% |
| 1951 | 726 | +1.8% |
| 1956 | 826 | +13.8% |
| 1961 | 918 | +11.1% |
| Year | Pop. | ±% |
| 1966 | 777 | −15.4% |
| 1971 | 771 | −0.8% |
| 1976 | 773 | +0.3% |
| 1981 | 706 | −8.7% |
| 1986 | 622 | −11.9% |
| 1991 | 544 | −12.5% |
| Year | Pop. | ±% |
| 1996 | 482 | −11.4% |
| 2001 | 425 | −11.8% |
| 2006 | 373 | −12.2% |
| 2011 | 334 | −10.5% |
| 2016 | 289 | −13.5% |
| 2021 | 289 | +0.0% |
Source: Statistics Canada :

### Language

Canada Census Mother Tongue – Sainte-Madeleine-de-la-Rivière-Madeleine, Quebec :
| Census | Total | French | French | French | English | English | English | French & English | French & English | French & English | Other | Other | Other |
| Year | Responses | Count | Trend | Pop % | Count | Trend | Pop % | Count | Trend | Pop % | Count | Trend | Pop % |
| 2021 | 290 | 285 | 1.8% | 98.3% | 5 | n/a% | 1.7% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% |
| 2016 | 290 | 280 | 16.4% | 96.6% | 0 | 100.0% | 0.0% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% |
| 2011 | 330 | 335 | 6.9% | 101.5% | 5 | n/a% | 1.5% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% |
| 2006 | 360 | 360 | 12.2% | 100.0% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% |
| 2001 | 415 | 410 | 14.6% | 98.8% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% | 0 | 0.0% | 0.0% |
| 1996 | 480 | 480 | n/a | 100.0% | 0 | n/a | 0.0% | 0 | n/a | 0.0% | 0 | n/a | 0.0% |
# Bede Polding College

Bede Polding College is an independent Roman Catholic co-educational secondary day school, located in South Windsor, on the north-western outskirts of Sydney, New South Wales, Australia. The school delivers a religious and secular education to approximately 1,200 students from Year 7 to Year 12.
The school is administered by the Catholic Education Office of the Diocese of Parramatta and serves the greater Hawkesbury region and the parishes of St Matthew's, Windsor and Richmond. The school opened in 1986 with 110 pupils and a staff of nine.
The school's patron is John Bede Polding, the inaugural Catholic bishop of Sydney in the Colony of New South Wales.
The college was subject to a devastating fire in late 2003 that resulted in extensive damage to the administration building and teacher study areas.

## Notable alumni

* John Allen, teacher, rugby player and cricketer

## Notable staff

* Linda Cassell
# R v Singh

R v Singh [2007] 3 S.C.R. 405, is a leading decision of the Supreme Court of Canada on the constitutional right to silence and the common law confessions rule.
# Adaviyar

Adaviyar (also spelt as Ataviyar) is a Tamil speaking Hindu caste whose traditionally weavers from Thanjavur and Tirunelveli districts of Tamil Nadu, South India.
In Tamil Nadu they are notified as Other Backward class by the State government of Tamil Nadu.
# Pierre-Jules Mêne

Pierre-Jules Mêne (French pronunciation:; 25 March 1810 – 20 May 1879) was a French sculptor and animalier. He is considered one of the pioneers of animal sculpture in the nineteenth century.

## Early life

Mêne was born on 25 March 1810 in Paris, France. As a teenager he worked for his father, a metal turner. By 1837 he was casting his bronze sculptures in his own foundry.

## Career

Mêne produced a number of animal sculptures, mainly of domestic animals including horses, cows and bulls, sheep and goats which were in vogue during the Second Empire. He was one of a school of French animalières which also included Rosa Bonheur, Paul-Edouard Delabrierre, Pierre Louis Rouillard, Antoine-Louis Barye, his son Alfred, son-in-law Auguste Caïn and François Pompon.
His work was first shown in London by Ernest Gambart in 1849. Mêne specialized in small bronze figures which explains why none of his works exist as public statuary. His work was a popular success with the bourgeois class and many editions of each sculpture were made, often to decorate private homes. The quality of these works is high, comparable to Barye's. Mêne enjoyed a longer period of success and celebrity than his contemporaries. He is considered to have been the lost-wax casting expert of his time. The lost-wax casting method is sometimes referred to as the cire perdue method.

### Copies, forgeries and reproductions

Because Mêne was so prolific and because so many editions of his works were made, his work is sometimes undervalued in the current market, and forgeries and reproductions of his works abound. However, original pieces cast during his lifetime continue to bring good prices at auction. Russian foundries are known to have copied Mêne's work. These castings can be recognized by the appearance of a small plaque, inscribed in Cyrillic, most often found on the underside of the base of the sculpture.
After Mène's death in 1879, the Susse Freres foundry acquired the rights to reproduce his models and produced posthumous proofs marked "Susse foundeur éditeur, Paris".

## Death and legacy

Mêne died on 20 May 1879 in Paris, France. He is remembered as one of the finest, and certainly the most prolific, animalier sculptors of all time.