OpenLLM-France/wikimedia huggingface dataset:
# Flåm Church

Flåm Church (Norwegian: Flåm kyrkje) is a parish church of the Church of Norway in Aurland Municipality in Vestland county, Norway. It is located in the village of Flåm. It is the church for the Flåm parish which is part of the Sogn prosti (deanery) in the Diocese of Bjørgvin. The brown, wooden church was built in a long church design in 1670 by master builder Magne Essen using designs by an unknown architect. The church seats about 160 people.

## History

The earliest existing historical records of the church date back to the year 1340, but the church was not new that year. The first church in Flåm was likely a wooden stave church that was located on the same site as the present-day church. By 1661, the church was described as being in miserable condition. The parish hired master builder Magne Essen to tear down the old stave church and to build a new one on the same site, reusing as much of the old materials as possible. The builder, however, did not do that. He built a new church about 2 kilometres (1.2 mi) to the north in Fretheim, and he did not tear down the old church. Unfortunately, the new church was significantly damaged in a wind storm the following year in 1669. So then, in 1670, both churches (the medieval stave church and the new church) were torn down and the materials from the two churches were reused in the building of a new church on the site of the old stave church. The new church was a wooden long church with a rectangular nave that measured about 8.7 by 7.2 metres (29 ft × 24 ft) and a smaller, square chancel that measured about 5.4 by 5.4 metres (18 ft × 18 ft). There is a tower above the west end of the nave and then a small church porch on the west end of the building that measured about 3 by 3 metres (9.8 ft × 9.8 ft). In 1926, the tower and church porch were both rebuilt and the exterior siding was painted a dark brown.

## Media gallery

* View of the church near the river in the Flåmsdalen valley
* Another exterior view
* Exterior view, including an outside storage building
* Interior view of the altar area
* Close up of wall art
# Le Tonnelier

Le Tonnelier, Tonnelier, or Tonnellier is a French occupational surname. It literally means "cooper" in French. Notable people with the surname include:
* Le Tonnelier de Breteuil
** Achille Le Tonnelier de Breteuil
** Claude Le Tonnelier de Breteuil
** Gabrielle Émilie Le Tonnelier de Breteuil (1706–1749), mathematician, daughter of Louis Nicolas
** Henri Le Tonnelier de Breteuil
** François Victor Le Tonnelier de Breteuil (1686–1743), twice secretary of state for war
** Louis Auguste Le Tonnelier de Breteuil (1730–1807), diplomat and politician
** Louis Nicolas Le Tonnelier de Breteuil (1648–1728), officer of the household of Louis XIV
* David Tonnellier, Canadian curler
* Franz Tonnelier [de] (1813–1881), Getrman landscape painter
* Hans-Joachim Tonnellier [de] (born 1948), German banker
* Rodolphe Tonnellier [fr] (1887–1965), French politician
* Thierry Tonnelier (born1959) is a retired French middle-distance runner
# Farengeh

Farengeh (Persian: فرنگه) is a village in Mahru Rural District, Zaz va Mahru District, Aligudarz County, Lorestan Province, Iran. At the 2006 census, its population was 40, in 5 families.
# Panadiplon

Panadiplon (U-78875) is an anxiolytic drug with a novel chemical structure that is not closely related to other drugs of this type. It has a similar pharmacological profile to the benzodiazepine family of drugs, but with mainly anxiolytic properties and relatively little sedative or amnestic effect, and so is classified as a nonbenzodiazepine anxiolytic.
Panadiplon acts as a high-affinity GABA$_A$ receptor partial agonist, but despite showing a useful effects profile of a potent anxiolytic with little sedative effects, panadiplon was discontinued from clinical development for use in humans after showing evidence of liver damage in both animals and human trials. Panadiplon however continues to be used in animal research, mainly as a subtype-selective reference drug to compare other GABA$_A$ agonists against.
# Nea Santa

Nea Santa (Greek: Νέα Σάντα, old name Volovot until 1926), is a small town in Kilkis regional unit, in the Central Macedonia region of Greece. The community Nea Santa (pop. 1,582 in 2021) consists of the villages Nea Santa and Panteleimon. Nea Santa is south of the city of Kilkis in the Kilkis municipality.
The town was re-settled by Greek refugees from the Pontus in the 1920s, and was named after the Santa region of the Pontus (now Dumanlı).
Nea Santa is close to a small industrial area providing home to few companies in the areas of textiles, plastics, processed food and industrial machinery.
The 71st Airmobile Brigade "Pontos" is also located there.
# Kesselaid

Kesselaid (also Kessulaid, or diminutively Kessu. German: Schildau; Swedish: Sköld, Skölldo) is a 1.7 km$^2$ (0.66 sq mi) Estonian islet located between the mainland and the island of Muhu in the Suur Strait (Big Strait) which connects the Väinameri strait and the Gulf of Riga. There is only one village on the island Kesse, which is administratively part of Muhu Parish, Saare County.
With the highest point 15.6 m above sea level, it is the highest islet of Estonia. It is also considered to be the oldest islet, as it arose from the sea around 3000 BC.
Since 1938, the 7 to 8 feet high cliffs of Kesselaid have been designated a nature reserve.
Kesselaid was first described in print in 1644 in the Swedish maritime book Een siö-book, som innehåller om siöfarten i Östersiön by Johan Månsson [sv]. Kesselaid had been inhabited by ethnic Estonians for centuries but heavy colonization by German settlers began in the 16th century. In 1807, Kesselaid was sold to the Baltic German noble Jacob Friedrich von Helwig. By the end of the 1930s, there were still 35 permanent residents on the island.
Today, in summer Kesselaid is partly used as pasture and grazing land for cattle and goats. It has also become an excursion destination for nature tourists. On the island, 16 species of orchids are counted. From the island of Muhu, wild boar and elk occasionally swim to Kesselaid.
A lighthouse was first built on Kesselaid in 1885. The current, fully automated lighthouse dates to 1994.

## Gallery

* Map of Kesselaid
* Remains of the cattle manor founded in 1807.
* Upper lighthouse
* Coastline
# Haipou Jadonang Kambiron railway station

Haipou Jadonang Kambiron railway station is a railway station in Tamenglong district, Manipur. Its code is KBBP. It will serve Kambiron village. The station was renamed in honor of Haipou Jadonang, a freedom fighter of India and the founder of the Zeliangrong movement, in 2014. The work on this rail line is expected to be finished year 2019.
# Aek Phnum District

Ek Phnom (Khmer: ស្រុកឯកភ្នំ, "First Mountain") is a district (srok) of Battambang Province, in north western Cambodia. The name means "only hill" in Khmer.

## Administration

The district is subdivided into 7 communes (khum).

### Communes and villages

| Khum (Commune) | Phum (Villages) |
| Preaek Norint | Preaek Ta Chraeng, Preaek Krouch, Svay Chrum, Preaek Norint, Sdei, Rohal Suong, Duong Mea, Reach Doun Kaev, Ansang Sak, Preaek Trab |
| Samraong Knong | Samraong Knong, Kampong Sambuor, Samraong Snao, Samraong Ou Trea, Samraong Ta Kok |
| Preaek Khpob | Preaek Snao, Preaek Khpos, Sna Pi Mukh, Khvet, Ou Kambot |
| Preaek Luong | Preaek Luong, Sdei Leu, Sdei Kraom, Rohal Suong, Bak Amraek, Doun Ent, Bak Roteh |
| Peam Aek | Doun Teav, Suos Ei, Peam Aek, Kong Tum, Ka Rohal, Preaek Chdaor, Ta Kom, Kouk Doung |
| Prey Chas | Prey Chas, Peam Seima, Anlong Sandan, Kaoh Chiveang, Bak Prea |
| Kaoh Chiveang | Kampong Prahok, Anlong Ta Uor, Preaek Toal, Kbal Taol |
# Sutherland Island

Sutherland Island (Danish: Sutherland Ø; Greenlandic: Tigssarfik) is an island in Baffin Bay, in Avannaata municipality, off the NW shores of Greenland.

## Geography

Sutherland Island is located at the southern end of Smith Sound, 5 km (3.1 mi) southeast of Cape Alexander, off the terminus of the Storm Glacier. It is a 1.5 km (0.93 mi) long rocky sandstone island. Its highest point is 90 m (300 ft) high. It is surrounded by ice most of the year.
# Seyfabad-e Muqufeh

Seyfabad-e Muqufeh (Persian: سيف ابادموقوفه, also Romanized as Seyfābād-e Mūqūfeh; also known as Seyfābād) is a village in Gevar Rural District, Sarduiyeh District, Jiroft County, Kerman Province, Iran. At the 2006 census, its population was 21, in 6 families.
# Boulder Dash: Rocks!

Boulder Dash: Rocks! is an action video game by German studio 10tacle released for Nintendo DS in the PAL region. The game is a part of the Boulder Dash video game series. A PlayStation Portable version was scheduled to be released in the first quarter of 2008.

## Plot

The protagonist, Rockford, is collecting diamonds from a variety of themed worlds to win the heart of his girlfriend, Crystal. Tentacle, a giant octopus-like creature, is also hunting for the crystals and aims to get them before Rockford.

## Gameplay

The core gameplay is based on the 1984 original game, but there are a number of new additions, including a ray gun with various powers and boss battles against Tentacle, which require a different strategy to regular levels. There are also new game modes.

## Release

Boulder Dash: Rocks! was developed by 10tacle Mobile GMBH and published by various companies, including 10tacle Studios, OV Software, and Electronic Arts. It was originally released on the Nintendo DS on November 23, 2007 and February 15, 2008 in Europe and Australia respectively. It was later released in 2009 for Blackberry devices on June 26, on iOS devices on August 29, and on Java in September. A PlayStation Portable port was planned for release in 2008, but it never materialized.

## Reception

Aggregate score :
| Aggregator | Score |
| GameRankings | 67% |
Review scores :
| Publication | Score |
| Eurogamer | 7/10 |
| Nintendo World Report | 6.5/10 |
| Pocket Gamer | 3.5/5 |
Nintendo World Report said the game "successfully combines arcade action with enticing puzzle elements without looking or sounding particularly good". Pocket Gamer said that it's "one of the more enjoyable puzzlers out on the DS this Christmas". Eurogamer said the game's "low-budget feel and glossy makeover makes it come across as a kids' title. But if you can look beyond all of that, this has a lot more going for it than you might initially imagine".
# McCarter & English

McCarter & English, LLP, is an American full-service law firm headquartered in Newark, New Jersey. Founded in 1845, it is one of the oldest law firms in the United States. Besides its Newark headquarters, the firm has offices across the United States in Boston, East Brunswick, Hartford, Indianapolis, Miami, New York City, Philadelphia, Stamford, Wilmington, and Washington, D.C.

## Practice profile

The firm's clients include Fortune 100, mid-cap, closely held, and emerging companies, and include financial, industrial, pharmaceutical, and commercial enterprises as well as educational, health care, government, and nonprofit institutions.
In February 2014, McCarter acquired the Washington, DC–based energy law firm Miller, Balis & O’Neil.

## Offices

* Boston
* East Brunswick
* Hartford
* Indianapolis
* Miami
* New York
* Newark
* Philadelphia
* Trenton
* Stamford
* Wilmington
* Washington, D.C.

## Notable alumni

* Robert H. McCarter, former New Jersey Attorney General (1903–1908)
* Thomas N. McCarter, former New Jersey Attorney General (1902–1903)
# Vladimir, Ulcinj

Vladimir (Montenegrin Cyrillic: Владимир; Albanian: Katërkollë) is a village in the municipality of Ulcinj, Montenegro.

## Demographics

According to Montenegro's 2011 census, the population of Vladimir is 99.6% ethnically Albanian. Moreover, 99.2% of the town's population considers Albanian to be their mother tongue. Approximately 99.5% of the population follow Islam.
# Kur Sarab

Kur Sarab (Persian: كورسراب, also Romanized as Kūr Sarāb) is a village in Miyan Darband Rural District, in the Central District of Kermanshah County, Kermanshah Province, Iran. At the 2006 census, its population was 42, in 12 families.
# Westdorf, Dornum

Westdorf is an East Frisian village in Lower Saxony, Germany. It is an Ortsteil of the municipality of Dornum, in the district of Aurich. Administratively, the settlement of Ostdorf, located just to the east, belongs to the district of Westdorf.

## Etymology

The warft on which Westdorp is built, which was already settled during the age of the Roman Empire, was first documented in 1447 as up Dorpum. Later names were Westerdorp (1552), Wesdorp (1589), Westorp (1599) and Westdorff (1645). It is a combination of the direction "west" with "village" (=dorf).
# Kahnuj-e Shahrokhi

Kahnuj-e Shahrokhi (Persian: كهنوج شاهرخي, also Romanized as Kahnūj-e Shāhrokhī) is a village in Sarduiyeh Rural District, Sarduiyeh District, Jiroft County, Kerman Province, Iran. At the 2006 census, its population was 70, in 11 families.
# Rebourguil

Rebourguil (French pronunciation:; Occitan: Reborguil) is a commune in the Aveyron department in southern France.
# Edmond Stanislas Aubry

Edmond Stanislas Aubry (July 29, 1860 – October 19, 1936) was a physician, surgeon and politician in Quebec. He served as mayor of Hull from 1893 to 1895 and from 1905 to 1906.
The son of Stanislas Aubry and Elmire Biroleau dit Lafleur, he was born in Sainte-Scholastique (later known as Mirabel), Canada East. In 1888, he married Marie-Antoinette Charron. With three other doctors, Aubry founded the Association Médicale du Comté d'Ottawa in 1908 and served as its president. He was a member of Hull municipal council from 1888 to 1892 and from 1899 to 1900. Aubry was the first mayor elected by popular vote; earlier mayors had been elected by a vote of the council.
In 1908, he built a large residence in Hull which is now considered a heritage building. From 1919 to 1929, part of the building was rented to a bank, the Banque de Hochelaga. Aubry also owned property in Templeton, Low and Bouchette townships.
Place Aubry and Rue Aubry in Gatineau were named in his honour.
# Karl Vossler

Karl Vossler (6 September 1872 – 19 September 1949) was a German linguist and scholar, and a leading romance philologist. Vossler was known for his interest in Italian thought, and as a follower of Benedetto Croce. He declared his support of the German military by signing the Manifesto of the Ninety-Three in 1914. However, he opposed the Nazi government, and supported many Jewish intellectuals at that time.
In 1897 he received his doctorate from the University of Heidelberg, and in 1909 was named a professor of Romance studies at the University of Würzburg. From 1911 onward, he taught classes at the University of Munich.

## Works by Vossler published in English

* "Mediaeval culture; an introduction to Dante and his times"; translated by William Cranston Lawton (1929).
* "The spirit of language in civilization"; translated by Oscar Oeser (1932).
* "Jean Racine"; translated by Isabel and Florence McHugh (1972).
# Hrušová

Hrušová (German: Kruschau) is a municipality and village in Ústí nad Orlicí District in the Pardubice Region of the Czech Republic. It has about 400 inhabitants.
# Queen Mother Pedagogical Institute

The Queen Mother Pedagogical Institute (Albanian: Instituti Femnuer "Nana Mbretneshë"), was a women's pedagogical high school, created in 1933 in Tirana, Albania.
The Institute, authorized by Government Decree No. 666 on October 2, 1933, commenced operations on November 30, 1933. The school initially enrolled 388 students, including 100 residents of Tirana and others from outside the city. The institute was a merger of an American school in Kavajë, Christo Dako's school for misses “Qiriazi”, the Stigmatines women's school of Shkoder, and the Normal Women's School of Korçë.
The institute is named after Queen Mother Sadijé Toptani, mother of King Zog.

## In arts

The Institute is part of the movie Vajzat me kordele te kuqe, a 1978 production of the Kinostudjo Shqiperia e Re.

## Notable alumni

* Liri Belishova
* Liri Gega
* Ramize Gjebrea
* Nexhmije Hoxha
* Vito Kapo
* Fiqrete Shehu
* Margarita Tutulani

## Notable faculty

* Androniqi Zengo Antoniu
# Innokenty Fedenev

Innokenty Pavlovich Fedenev (Russian: Иннокентий Павлович Феденев) was an Old Bolshevik. Hailing from Irkutsk, Fedenev was born in 1878. He began working in the Lena mines in 1897. Fedenev joined the Russian Social Democratic Labour Party in 1904. He spent long periods in czarist prisons and was exiled.
He was a delegate at the First All-Russian Congress of Soviets of Workers' and Soldiers' Deputies. He was elected to the Russian Constituent Assembly from the Western Front constituency in late 1917. On 26 November (9 December) 1917 he was named People's Commissar for Finance of the Obliskomzap.
Following the October Revolution he was sent to Minsk, Tambov and Kharkov for party work. In the 1920s he worked in Moscow. He was the organizer and first chairman of the Moscow Workers Inspectorate.
In 1926 he was sent to the Mainak sanatorium in Evpatoria, for treatment for ill health caused by imprisonment and exile. At the sanatorium he befriended Nikolai Ostrovsky, a young civil war veteran with literary ambitions. Fedenev became a mentor for Ostrovsky. In 1932 he helped Ostrovsky get the novel How the Steel Was Tempered published in Molodaya gvardiya. Ostrovsky modelled one of the characters of the novel based on Fedenev - 'Ledenev' who acts as a mentor for the main protagonist Pavel Korchagin.
In October 1941 Fedenev returned to Irkutsk, where he worked at an ammunition factory. He remained active in cultural activities, participating in meetings with students at Irkutsk University. He died in 1946.
# O Astro (1977 TV series)

O Astro is a Brazilian telenovela produced and broadcast by TV Globo. It premiered on 6 December 1977 and ended on 7 July 1978, with a total of 185 episodes. It's the twentieth "novela das oito" to be aired on the timeslot. It is created and written by Janete Clair and directed by Daniel Filho and Gonzaga Blota.

## Cast

| Actor | Character |
| Francisco Cuoco | Herculano Quintanilha |
| Dina Sfat | Amanda Mello Assumpção |
| Elizabeth Savalla | Lili (Lilian Paranhos) |
| Tony Ramos | Márcio Hayalla |
| Tereza Rachel | Clô (Clotilde Hayalla) |
| Dionísio Azevedo | Salomão Hayalla |
| Rubens de Falco | Samir Hayalla |
| Carlos Eduardo Dolabella | Natal (Natalício Valença) |
| Stepan Nercessian | Alan Quintanilha |
| Flávio Migliaccio | Neco (Nestor da Silva) |
| Ângela Leal | Laurinha (Laura Paranhos da Silva) |
| Edwin Luisi | Felipe Cerqueira |
| Eloísa Mafalda | Consolação Paranhos |
| Ida Gomes | Tia Magda |
| Heloísa Helena | Beatriz |
| Sílvia Salgado | Jôse (Joselina Mello Assumpção Hayalla) |
| Hélio Ary | Mello Assumpção (Agenor Mello Assumpção) |
| Macedo Neto | Amin Hayalla |
| Marilena Cury | Nadja Hayalla |
| Isaac Bardavid | Youssef Hayalla |
| Leda Borba | Jamile Hayalla |
| Telma Elita | Myrian Lambert Mello Assumpção |
| Ênio Santos | Dr. Pirilo Cerqueira |
| Marília Barbosa | Mara Célia |
| Cleyde Blota | Doralice |
| Paulo Gonçalves | Inspetor Malvino |
| Paulo Ascenção | Paulinho |
| Rejane Marques | Luísa |
| Tony Ferreira | Gilberto |
| José Luiz Rodi | Henri |
| Edson Silva | Almeidinha |
| Maria Sílvia | Tânia |
| Juan Daniel | Seu Dondinho |
| Maria Helena Velasco | Valéria |
| Mira Palheta | Sílvia |
| Luiz Macedo | Zeca |
| César Augusto | Joaquim |
| Cecília Loyola | Nilza |
| Aguinaldo Rocha | Dr. Jandir |
| Carlos Poyart | Nequinho |
| Michele Bulos | Michele |
| Newton Martins | Chief of police |
| Nestor de Montemar | Father Laurindo |
| José Maria Monteiro | Hayalla's butler |
| Zilda Pereira | Carmem |
# Velike Vrhe

Velike Vrhe (pronounced; in older sources also Veliki Vrhi, German: Großgupf) is a settlement in the hills west of Muljava in the Municipality of Ivančna Gorica in central Slovenia. The area is part of the historical region of Lower Carniola. The municipality is now included in the Central Slovenia Statistical Region.
A small roadside chapel-shrine in the centre of the settlement is dedicated to the Virgin Mary and was built in the early 20th century.
# Candela per square metre

The candela per square metre (symbol: cd/m$^2$) is the unit of luminance in the International System of Units (SI). The unit is based on the candela, the SI unit of luminous intensity, and the square metre, the SI unit of area.
The nit (symbol: nt) is a non-SI name also used for this unit (1 nt = 1 cd/m$^2$). The term nit is believed to come from the Latin word nitēre, "to shine".
As a measure of light emitted per unit area, this unit is frequently used to specify the brightness of a display device. The sRGB spec for monitors targets 80 cd/m$^2$. Typically, monitors calibrated for SDR broadcast or studio color grading should have a brightness of 100 cd/m$^2$. Most consumer desktop liquid crystal displays have luminances of 200 to 300 cd/m$^2$. HDR displays range from around 400 to 2500 cd/m$^2$.

## Comparison with other units of luminance

One candela per square metre is equal to:
* 10$^{−4}$ stilbs (the CGS unit of luminance)
* π×10$^{−4}$ lamberts
* π apostilbs
* 0.292 foot-lamberts
* π×10$^3$ skots
* π×10$^7$ brils
* 1 nit
Units of luminance :
| vte | vte | cd/m$^2$ (SI unit) ≡ nit ≡ lm/m$^2$/sr | stilb (sb) (CGS unit) ≡ cd/cm$^2$ | apostilb (asb) ≡ blondel | bril | skot (sk) | lambert (L) | foot-lambert (fL) = 1 ⁄ π cd/ft$^2$ |
| 1 cd/m$^2$ | = | 1 | 10$^{−4}$ | π ≈ 3.142 | 10$^7$ π ≈ 3.142×10$^7$ | 10$^3$ π ≈ 3.142×10$^3$ | 10$^{−4}$ π ≈ 3.142×10$^{−4}$ | 0.3048$^2$ π ≈ 0.2919 |
| 1 sb | = | 10$^4$ | 1 | 10$^4$ π ≈ 3.142×10$^4$ | 10$^{11}$ π ≈ 3.142×10$^{11}$ | 10$^7$ π ≈ 3.142×10$^7$ | π ≈ 3.142 | 30.48$^2$ π ≈ 2919 |
| 1 asb | = | 1 ⁄ π ≈ 0.3183 | 10$^{−4}$ ⁄ π ≈ 3.183×10$^{−5}$ | 1 | 10$^7$ | 10$^3$ | 10$^{−4}$ | 0.3048$^2$ ≈ 0.09290 |
| 1 bril | = | 10$^{−7}$ ⁄ π ≈ 3.183×10$^{−8}$ | 10$^{−11}$ ⁄ π ≈ 3.183×10$^{−12}$ | 10$^{−7}$ | 1 | 10$^{−4}$ | 10$^{−11}$ | 0.3048$^2$×10$^{−7}$ ≈ 9.290×10$^{−9}$ |
| 1 sk | = | 10$^{−3}$ ⁄ π ≈ 3.183×10$^{−4}$ | 10$^{−7}$ ⁄ π ≈ 3.183×10$^{−8}$ | 10$^{−3}$ | 10$^4$ | 1 | 10$^{−7}$ | 0.3048$^2$×10$^{−3}$ ≈ 9.290×10$^{−5}$ |
| 1 L | = | 10$^4$ ⁄ π ≈ 3183 | 1 ⁄ π ≈ 0.3183 | 10$^4$ | 10$^{11}$ | 10$^7$ | 1 | 0.3048$^2$×10$^4$ ≈ 929.0 |
| 1 fL | = | 1 ⁄ 0.3048$^2$ ⁄ π ≈ 3.426 | 1 ⁄ 30.48$^2$ ⁄ π ≈ 3.426×10$^{−4}$ | 1 ⁄ 0.3048$^2$ ≈ 10.76 | 10$^7$ ⁄ 0.3048$^2$ ≈ 1.076×10$^8$ | 10$^3$ ⁄ 0.3048$^2$ ≈ 1.076×10$^4$ | 10$^{−4}$ ⁄ 0.3048$^2$ ≈ 1.076×10$^{−3}$ | 1 |