OpenLLM-France/wikimedia huggingface dataset:
# Santa Tereza

Santa Tereza may refer to various location in Brazil:
* Santa Tereza, Rio Grande do Sul, municipality
* Santa Tereza, Ceará, district
* Santa Tereza, Porto Alegre (bairro) in the city of Porto Alegre
* Santa Tereza do Tocantins municipality in the state of Tocantins in the Northern region of Brazil
* Santa Tereza do Oeste a municipality in the state of Paraná in the Southern Region of Brazil
* Santa Tereza de Goiás town and municipality in north Goiás state, Brazil
* Santa Tereza River
# Xeringinia

Xeringinia is a genus of moths belonging to the family Tineidae.
There is only one species in this genus, Xeringinia altilis (Meyrick, 1893) that is restricted to Australia.
# Pepa Pedroche

Pepa Pedroche (born 18 August 1967) is a Spanish actress.

## Biography

Pedroche has worked in theatre, film, and television. Her films include Paper Castles, Pan's Labyrinth, The Ugliest Woman in the World and The Other Side. She has appeared in the television series Amar en tiempos revueltos, for which she won the Actors and Actresses Union Award for Best Television Performance in a Minor Role in 2009. In theatre, she was nominated for a Max Award in 2002 for Don Juan o el festín de piedra.
# Franz Ziehl

Franz Ziehl (13 April 1857 in Wismar – 7 April 1926) was a German bacteriologist. He was a professor in Lübeck.
Franz Ziehl introduced the carbol fuchsin stain for the tubercle bacillus in 1882. With pathologist Friedrich Neelsen (1854–1898), he developed the Ziehl–Neelsen stain, also known as the acid-fast stain, which is used to identify acid-fast bacteria.
# Štorovo

Štorovo (pronounced) is a small settlement north of the village of Ravnik in the Municipality of Bloke in the Inner Carniola region of Slovenia.
# Worst-case complexity

In computer science (specifically computational complexity theory), the worst-case complexity measures the resources (e.g. running time, memory) that an algorithm requires given an input of arbitrary size (commonly denoted as n in asymptotic notation). It gives an upper bound on the resources required by the algorithm.
In the case of running time, the worst-case time complexity indicates the longest running time performed by an algorithm given any input of size n, and thus guarantees that the algorithm will finish in the indicated period of time. The order of growth (e.g. linear, logarithmic) of the worst-case complexity is commonly used to compare the efficiency of two algorithms.
The worst-case complexity of an algorithm should be contrasted with its average-case complexity, which is an average measure of the amount of resources the algorithm uses on a random input.

## Definition

Given a model of computation and an algorithm ${\mathsf {A}}$ that halts on each input $s$, the mapping $t_{\mathsf {A}}\colon \{0,1\}^{\star }\to \mathbb {N}$ is called the time complexity of ${\mathsf {A}}$ if, for every input string $s$, ${\mathsf {A}}$ halts after exactly $t_{\mathsf {A}}(s)$ steps.
Since we usually are interested in the dependence of the time complexity on different input lengths, abusing terminology, the time complexity is sometimes referred to the mapping $t_{\mathsf {A}}\colon \mathbb {N} \to \mathbb {N}$, defined by the maximal complexity
    $t_{\mathsf {A}}(n):=\max _{s\in \{0,1\}^{n}}t_{\mathsf {A}}(s)$
of inputs $s$ with length or size $\leq n$.
Similar definitions can be given for space complexity, randomness complexity, etc.

## Ways of speaking

Very frequently, the complexity $t_{\mathsf {A}}$ of an algorithm ${\mathsf {A}}$ is given in asymptotic Big-O Notation, which gives its growth rate in the form $t_{\mathsf {A}}=O(g(n))$ with a certain real valued comparison function $g(n)$ and the meaning:
* There exists a positive real number $M$ and a natural number $n_{0}$ such that
    $|t_{\mathsf {A}}(n)|\leq Mg(n)\quad {\text{ for all }}n\geq n_{0}.$
Quite frequently, the wording is:
* „Algorithm ${\mathsf {A}}$ has the worst-case complexity $O(g(n))$.“
or even only:
* „Algorithm ${\mathsf {A}}$ has complexity $O(g(n))$.“

## Examples

Consider performing insertion sort on $n$ numbers on a random-access machine. The best-case for the algorithm is when the numbers are already sorted, which takes $O(n)$ steps to perform the task. However, the input in the worst-case for the algorithm is when the numbers are reverse sorted and it takes $O(n^{2})$ steps to sort them; therefore the worst-case time-complexity of insertion sort is of $O(n^{2})$.
# Monasteranenagh Abbey

Monasteranenagh Abbey is a medieval friary and national monument located in County Limerick, Ireland. It is in the civil parish of Monasteranenagh.

## Location

Monasteranenagh Abbey is located 3.7 km (2.3 mi) east of Croom, on the north bank of the River Camogue.

## History

This monastery was founded in 1148 by Toirdelbhach mac Diarmaida Ua Briain for Cistercians from Mellifont. The name means "Monastery of the Fair."
The buildings were possibly completed by Domnall Mór Ua Briain in the late 12th century.
The monastery was made subject to Margam Abbey after the conspiracy of Mellifont in 1127. In 1228 the monks fortified the abbey to prevent Stephen of Lexington's visitation.
Monasteranenagh Abbey was dissolved in 1540 and granted to Sir Osborne Echingham in 1543. Some monks continued to occupy the site.
The monastery was taken by English soldiers on 3 April 1580, during the Second Desmond Rebellion. Sir Nicholas Malby, for the English, routed Sir John of Desmond and turned his cannon on the Abbey where some of the Irish had sought shelter: the cloister and refectory were practically destroyed and the whole of the surviving monastic community were massacred.
The tower fell in 1806–7; it was thought to have been either the crossing tower of the church or part of a 16th century house that was constructed over the south transept. The presbytery had a barrel vault, which collapsed in 1874. The interior of the abbey was used as a burial ground until the 1970s.

## Buildings

Above the remains of the west doorway are two round-headed windows. There are three lancet windows in the east wall.
The ruins mainly include the church (1170–1220), and an early Gothic chapter house. The walls, gables and the main window frame of the church are all extant.
# Venusia maniata

Venusia maniata is a moth in the family Geometridae first described by Dayong Xue in 1999. It is found in China.
# Wellesley Club Building

The Wellesley Club building is a Category 1 historic building in Wellington, New Zealand.
It was designed by William Gray Young. Young was awarded the NZIA Gold Medal in 1932 for this building.
The building is part of the Stout Street Heritage Area, a collection of nearby heritage buildings.
It is now home to a hotel, the Wellesley Boutique Hotel.
# Santa Tereza River

The Santa Tereza River is a river of Tocantins and Goiás states in central Brazil.
# Xiongzhou station

Xiongzhou station (Chinese: 雄州站), is a metro station of Line S8 of the Nanjing Metro. It started operations on 1 August 2014.
# Penicillium daleae

Penicillium daleae is a species of the genus of Penicillium which was isolated from soil under conifers in Poland.
# Ścięgna, Świętokrzyskie Voivodeship

Ścięgna is a village in the administrative district of Gmina Zagnańsk, within Kielce County, Świętokrzyskie Voivodeship, in south-central Poland. It lies approximately 3 kilometres (2 mi) south-east of Zagnańsk and 11 km (7 mi) north-east of the regional capital Kielce.
# Rolnick

Rolnick is a surname. Notable people with the surname include:
* Harry Rolnick, American author, editor, and music critic
* Neil Rolnick (born 1947), American composer and educator
# Velopoula

Velopoula (Greek: Βελοπούλα) is an island situated to the southeast of Spetses, which is one of the Saronic Islands, in the Greek region of Attica and the Aegean Sea. A lighthouse is located on the island.
# Sankt Marein-Feistritz

Sankt Marein-Feistritz is a municipality since 2015 in the Murtal District of Styria, Austria.
The municipality, Sankt Marein-Feistritz, was created as part of the Styria municipal structural reform, at the end of 2014, by merging the former towns Sankt Marein bei Knittelfeld and Feistritz bei Knittelfeld.

## Geography
### Municipality arrangement

The municipality territory includes the following 15 sections (populations as of 1 January 2015):
* Altendorf (211)
* Feistritz bei Knittelfeld (582)
* Feistritzgraben (1)
* Fentsch (130)
* Fressenberg (45)
* Greith (129)
* Hof (115)
* Kniepaß (8)
* Laas (64)
* Mitterfeld (14)
* Moos (6)
* Prankh (123)
* Sankt Marein bei Knittelfeld (299)
* Sankt Martha (190)
* Wasserleith (109)
The municipality consists of the six Katastralgemeinden (areas as of 2015):
* Feistritz (989.17 ha or 2,444.3 acres)
* Fressenberg (940.78 ha or 2,324.7 acres)
* Greuth (1,002.28 ha or 2,476.7 acres)
* Prank (429.63 ha or 1,061.6 acres)
* St. Marein (482.67 ha or 1,192.7 acres)
* Wasserleith (3,215.08 ha or 7,944.6 acres)

### Tourism

The municipality formed, together with Lobmingtal, Kobenz, Seckau, Spielberg, Gaal and Zeltweg, "Tourismus am Spielberg". The base is in the town Spielberg.
# Xu Zechen

Xu Zechen (Chinese: 徐则臣; pinyin: Xú Zéchén; born in 1978 in Donghai County, Jiangsu) is a Chinese author of literary fiction. He currently works as an editor at People's Literature Magazine. In 2009 he was a writer in residence at Creighton University and in 2010 he attended the International Writing Program at the University of Iowa.

## Awards

* 2019 - Awarded the 10th Mao Dun Literature Prize for "Northward"
* 2016 - Awarded the 1st Cross-Strait Young Writers Prize for "Jerusalem"
* 2015 - Nominated for the 9th Mao Dun Literature Prize for "Jerusalem"
* 2014 - Awarded the Lao She Literary Award for "Jerusalem"
* 2014 - Awarded the Short Story Award of the 7th Lu Xun Literary Prize for If A Snowstorm Seals the Door

## Works

Representative works include the following (translated titles are approximate):

### Novels and Novellas

* 《耶路撒冷》 (Jerusalem)
* 《跑步穿过中关村》 Running Through Beijing (tr. by Eric Abrahamsen)
* 《午夜之门》 (Midnight's Door)
* 《夜火车》(Night Train)
* 《天上人间》(Heaven on Earth)
* 《北上》(Northward)
* 《苍声》Voice Change (tr. by Charles Laughlin)
* 《啊，北京》
* 《西夏》(Western Xia/Tangut)
* 《人间烟火》
* 《逆时针》
* 《居延》(Juyan)
* 《小城市》(Small Town)

### Short stories

* 《花街》(Flower street)
* 《最后一个猎人》(The last hunter)
* 《伞兵与卖油郎》(The parachuter and the oil seller)
* 《纸马》(Paper horses)
* 《我们的老海》(Our old sea)
* 《这些年我一直在路上》(I've been on the road a few years)
* 《如果大雪封门》 If a Snowstorm Seals the Door (tr. by Jeremy Tiang)
* 《时间简史》 A Brief History of Time (tr. by Eric Abrahamsen]
* 《露天电影》 Outdoor Film (tr. by Eric Abrahamsen]
* 《轮子是圆的》 Wheels are round (tr. by Eric Abrahamsen]
* 《雪夜访戴》 Visiting Dai on a Snowy Evening (tr. by Eric Abrahamsen]
* 《狗叫了一天》 The Dog's Been Barking All Day, July 2017 (tr. by Eric Abrahamsen]
* 《奔马》 Galloping Horses (tr. by Helen Wang)
* 《弃婴》 Throwing Out the Baby (tr. by Nicky Harman)
* 《镜与刀》 (Mirror and Knife)
* 《九年》 (Nine Years)
* 《忆秦娥》 Remembering Qin E (tr. by Jeremy Tiang)
# TipsArena Linz

TipsArena Linz (formerly Linzer Sporthalle and Intersport Arena) is an multipurpose indoor arena, located in Linz, Austria. It is used for concerts, events, various shows, and for all kinds of sport events like tennis, football and athletics. The arena can host a maximum of 8,755 people. It opened in March 2003.
# Železná (Beroun District)

Železná is a municipality and village in Beroun District in the Central Bohemian Region of the Czech Republic. It has about 300 inhabitants.
# Rolnička Praha

Rolnička Praha is a children's choir based in Prague, Czech Republic. It was founded in 1978 by its director, Karel Virgler. Choral Study Rolnička has about 200 young singers from 5 to 19 years in 5 choir levels. Rolnička Praha's Touring Choir has 45 singers aged 10 to 19 years.
Rolnička Praha performs yearly at 30-40 concerts, both in Czech Republic and abroad. The children sing at large concert halls, in festivals, and at charitable concerts. They take part in projects and cooperate with orchestras, notable soloists and many other choirs. Rolnička Praha also invites choirs and orchestras from abroad to Prague for joint performances.
In recent years the choir has performed in many European countries and has embarked on three overseas tours. They have also received a number of international choir competition awards.
Rolnička Praha is a member of the Czech Choirs Association and cooperates with worldwide choir associations, such as the International Society for Children's Choral and Performing Arts in the United States .

## Notable projects

* 1997 – participated in Children of the World in Harmony Festival in Arizona, USA.
* 1999 – participated in "Voices of Europe" and Year 2000 welcome in Iceland (broadcast internationally).
* 2000 – Gold Prize "Excellent" at the International Competition in Montreux, Switzerland.
* 2001 – organization of the Prague portion of European Children of the World in Harmony Festival, with participation of children's choirs from the US, Canada and China.
* 2002 – winner of the 1st Prague International Festival of Folklore Songs; Bronze medal in XXth International Festival de Musica in Cantonigros, Spain.
* 2004 – concert tour to Morocco.
* 2006 – invitated to the Festival Noël en Alsace; a meeting of the 25 choirs from 20 states of the European Union and mass concert in Strasbourg Cathedral, France.
* 2007 – performed in the Czech music festival Prague Spring
* 2008 – concert tour to France.
* 2009 – concert tour to the US and Canada (venues included New York City, Rochester, Toronto, St. Marys, Chicago), including participation in the Children of the World in Harmony festival in Michigan.
* 2010 – concert tour to France with participation in the Rencontres Internationales festival in Provence.
* 2011 – concert tour to Poland.
* 2012 – concert tour to Lietua and Russia.
* 2012 – Christmas concert tour to France (Reims, Amiens, Montreuil-sur-Mer, Boulogne-sur-Mer, Paris) and Munchen.
# Wour

Wour is a sub-prefecture of Tibesti Region in Chad.
# Monkey Brand

Monkey Brand soap was introduced in the 1880s in cake/bar form in the United States and United Kingdom as a household scouring and polishing soap.

## History

Initially, Benjamin Brooke & Co Ltd, a firm owned by Sidney and Henry Gross, had produced the soap in Philadelphia. The soap's highly abrasive agent was probably pumice.
Lever Brothers bought the company in January 1899 and transferred the production of Monkey Brand soap to Port Sunlight near Liverpool. The name ‘Benjamin Brooke’ (hence Brooke's Monkey Brand) was retained to promote the Monkey Brand soap on both sides of the Atlantic.
In George Bernard Shaw's Pygmalion and the musical based on it (My Fair Lady), Henry Higgins tells his housekeeper to take Eliza Doolittle upstairs and clean her up, and to use "...Monkey Brand, if it won't come off any other way" (Act II). In the movie version, the line is changed to "...sandpaper, if it won't come off any other way." In Beatrix Potter's 1912 novel The Tale of Mr Tod, Mr Tod mentioned Monkey Soap as one of the soaps needed for cleaning his bedding.
The advertising campaign for Monkey Brand soap was used by cultural historians for analyzing Victorian values and social attitudes at the intersection of race, gender and class.
* Gallery
# Verdinho River

The Verdinho River is a river of Goiás state in central Brazil.
# Santi Re Magi, Milan

Chiesa dei Santi Re Magi is a church in Milan, Italy.
45°30′09″N 9°14′36″E﻿ / ﻿45.50250°N 9.24333°E﻿ / 45.50250; 9.24333
* This article about a church building or other Christian place of worship in Italy is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Xiqin, Fujian

Xiqin (Chinese: 西芹; pinyin: Xīqín) is a town under the administration of Yanping District, Nanping in Fujian, China. As of 2018, it has one residential community and 20 villages under its administration.

## Transportation

Yanping West railway station is located in Xiqin.
# Əlikli

Ələkli, old name: Əlikli (also, Alakli and Alyaklu) is a village and municipality in the Sharur District of Nakhchivan Autonomous Republic, Azerbaijan. It is located 7 km in the south-east from the district center, on the left bank of the Arpachay River. Its population is mainly busy with farming. There are secondary school, club and a medical center in the village. It has a population of 1,284.
# Wilhelm Deist

Wilhelm Deist (1931–2003) was a German historian and author who specialised in the European history of 19th and 20th with an emphasis on the history of World War I. Deist was senior historian at the Military History Research Office (MGFA) and honorary professor at the University of Freiburg. Deist was a widely published author and a chief editor of the seminal series Germany and the Second World War from the MGFA.
Deist's research focused on the history of the First and Second World Wars. He had a long career at the MGFA, where he succeeded Manfred Messerschmidt as chief historian and oversaw Germany and the Second World War. Under Deist's direction, the series continued to emphasise multi-disciplinary approach to the war, integrating political, societal and economic research, in addition to providing the classic operational history. According to the historian and journalist Sven Felix Kellerhoff, the completed series shows that this goal has been met: of the 87 contributions, 44 are dealing with operations in a narrow sense, the others with their precursors and consequences.
Deist was a founding member the Military History Working Group, a professional association of German military historians. From 1995 to 2002, he was the chairman of the association, and from 2002 to 2003, its honorary chairman. In 2006, the association established the Wilhelm Deist Prize for Military History in his honour.

## Works
### In English

* The Wehrmacht and German rearmament, University of Toronto Press, 1981, ISBN 978-0802024237
* Germany and the Second World War, Volume I: The Build-up of German Aggression, with Manfred Messerschmidt, Hans-Erich Volkmann and Wolfram Wette
* The Kaiser: New Research on Wilhelm II's Role in Imperial Germany, with Annika Mombauer (as editor), Yale University Press, 2003

### In German

* Militär und Innenpolitik im Weltkrieg 1914–1918 (Quellen zur Geschichte des Parlamentarismus und der politischen Parteien, Zweite Reihe: Militär und Politik, Bände 1 and 2), Düsseldorf 1970
* Flottenpolitik und Flottenpropaganda: Das Nachrichtenbureau des Reichsmarineamtes 1897–1914 (Beitrage zur Militar- und Kriegsgeschichte), Deutsche Verlags-Anstalt [de], 1976, ISBN 978-3421017758
* Rüstung im Zeichen der wilhelminischen Weltpolitik Grundlegende Dokumente 1890-1914, Wilhelm Deist und Volker R. Berghahn (Droste, Düsseldorf), 1988, ISBN 9783770007622
* Militär, Staat und Gesellschaft. Studien zur preußisch-deutschen Militärgeschichte, Munich, 1991, ISBN 9783486559194.

## Citations

* ↑ Kellerhoff 2013.
* ↑ Kellerhoff 2008.
* ↑ Wilhelm Deist, Military History Working Group
# Woutherus Mol

Woutherus Mol (21 March 1785 – 30 August 1857) was a painter and draftsman from the Netherlands. He is known for interiors and genre scenes.

## Biography

Once Mol chose to make art his livelihood, he was tutored by the Haarlem painter Hermanus van Brussel. In 1802 he became a member of the Haarlem drawing society "Tekengenootschap Kunstmin en Vlijt". After he got excited about the Paris Art Museum where many master pieces resided, he obtained permission from his parents and moved to Paris in 1806, provided with recommendations for the floral painter Gerard van Spaendonck who taught at the institute in Paris. But since Mol showed much more interest in historical paintings, he took lessons from Jacques-Louis David (the famous historical painter who also taught there) and in 1807 he was awarded the Dutch Prix de Rome from King Louis Napoleon of Holland and received a scholarship as "Hollandsch Kweekeling" (Hollandic pupil) to study and work in Paris. Since one of the requirements for this scholarship was that he would send in some of his work to exhibitions, his painting of the Holy Family (after Raphael) was exhibited in 1810 in the Amsterdam art exhibition. In Paris he built up a life as a painter and he never used the scholarship to actually visit and study in Rome.
After the restoration of the Netherlands in 1813, he returned to his home town Haarlem where he further developed his talent by studying the Dutch masters, for which the Amsterdam museum offered him plenty of opportunity. In 1818 he made his name with his submission to the Amsterdam art exhibition named "The Death of Prince William I", based on the only known portrait taken of Prince William I on his deathbed (surrounded by his family and important figures of the time) by Christiaen Jansz van Bieselingen. This was his first submission that was truly original and not mainly a copy of an existing masterpiece.
Already during the exhibition the painting was popular, and 1000 guilders was offered for it. This painting was finally purchased by the mother of the king for 1800 florins to give as a present to her daughter-in-law. Due mostly to this success, he became an honorary member of the Royal Academy of Brussels (Koninklijke Academie voor Schone Kunsten te Brussel). Even though he submitted multiple portraits during that very exhibition, this excellent work also caused rumors about his (lack of) portraiture abilities since it was not entirely by his own hand. In 1826 he was admitted as member of the Koninklijk Instituut as a correspondent in the fourth class.
His later works were considered to be of inferior quality, and public opinion turned against him, though his friends continued to encourage him. Mol had a nervous breakdown, and in 1846 he entered the "Rooms-Katholieke Wees- en armenhuis" (the Catholic almshouse, or "Diaconie", which building is currently in use as a police station) in Haarlem, where he died in 1857. During this last decade of his life he no longer painted. The Teylers Museum in Haarlem has one of his works, entitled Sleeping boy.
# Mona Island boa

Chilabothrus monensis, also called commonly the Virgin Islands boa in the Virgin Islands, and the Mona Island boa elsewhere, is a species of snake in the family Boidae. The species is native to the West Indies. There are no subspecies.

## Distribution and habitat

C. monensis is found in the Puerto Rican archipelago, around Mona Island and Cayo Diablo near Puerto Rico, in the U.S. Virgin Islands, and in the British Virgin Islands: Tortola, Great Camanoe, Necker and Virgin Gorda.
# Veronica Bowman

Veronica Elizabeth (Ronni) Bowman OBE FIMA FRSS is a British military statistician specialising in Bayesian inference and uncertainty, and their applications in knowledge management for chemical, biological and radiological threats. She is a professor and data science fellow at the Defence Science and Technology Laboratory, and an associate member of the Southampton Statistical Sciences Research Institute at the University of Southampton.

## Education

Bowman was a mathematics student at the University of Southampton, where she earned a BSc with first class honours before completing a doctorate in statistical modelling.

## Recognition

Bowman is a Fellow of the Royal Statistical Society and of the Institute of Mathematics and its Applications.
Bowman was the 2021 winner of the Innovation and Creativity Award at the Women in Defence UK Awards. In the 2022 New Year Honours, Bowman was named as an Officer of the Order of the British Empire, for her work developing CrystalCast, a system for uncertainty analysis and Bayesian model combination that was applied to combine academic and government epidemiological predictions in the COVID-19 pandemic in order to provide an estimate for the basic reproduction number of the disease.
# Welton Felipe

Welton Felipe may refer to:
* Welton Felipe (footballer, born 1986), Brazilian football defender
* Welton Felipe (footballer, born 1997), Brazilian football forward