OpenLLM-France/wikimedia huggingface dataset:
# George Brown (inventor)

George Brown (1650–1730) was a Scottish arithmetician, and inventor of two incomplete mechanical calculating machines now kept at the National Museum of Scotland. In 1698 he was granted a patent for his mechanical calculating device.
He was minister of Stranraer, schoolmaster in Fordyce, Banffshire, and in 1680 schoolmaster at Kilmaurs, Ayrshire. He invented a method of teaching the simple rules of arithmetic, which he explained in his Rotula Arithmetica, 1700. He wrote other arithmetical works; the last of them, Arithmetica Infinita, was endorsed by John Keill.
# Kim Hye-in

Kim Hye-in (Korean: 김혜인; born January 16, 1993) is a South Korean actress. She is perhaps best known for her role in the television series Hospital Playlist (2020–2021).

## Career

In July 2012, Kim was crowned World Miss University Korea while she was majoring in dance at the Ewha Womans University.
She made her acting debut in the film The Throne (2015) and has since appeared in the television series Entourage (2016), Hospital Playlist (2020–2021), which is one of the highest-rated Korean series in cable television history, and She Would Never Know (2021).

## Filmography
### Film

| Year | Title | Role | Notes | Ref. |
| 2015 | The Throne | Queen candidate | Bit part | |
| 2017 | The Chase | Kim Ji-eun | | |

### Television

| Year | Title | Network | Role | Notes |
| 2016 | Entourage | tvN | Seo Ji-an | |
| 2017 | Drama Stage: "The Picnic Day" | tvN | Min-joo | |
| 2020–2021 | Hospital Playlist | tvN | Myung Eun-won | 2 seasons |
| 2021 | She Would Never Know | JTBC | Kang Soo-mi | |
| 2021 | Yumi's Cells | tvN | Hong Na-ri | Guest (episodes 7–8) |
# CKNA-FM

CKNA-FM is a French language community radio station that operates at 104.1 FM in Natashquan, Quebec, Canada.
Owned by La Radio communautaire CKNA, the station's original approval was to operate a new radio station at 98.1 FM in 1984, until it received approval to move to its current frequency at 104.1 FM in 1986. The station had signed on previous to being licensed, going under the call sign CJAN (in reality assigned to a station in Asbestos, Quebec), over the 1982 Christmas holiday and permanently on January 30, 1983.
The station is a member of the Association des radiodiffuseurs communautaires du Québec.
# Brocke

Brocke is a surname. Notable people with this surname include:
* Martin vom Brocke (born 1969), Swiss dentist
* John Brocke (1953–2009), Canadian realist artist
* Jürgen Brocke (1922–1942), German Luftwaffe fighter ace
# George Lawton (footballer, born 1880)

George Lawton (born 1880; date of death unknown) was an English footballer who played in the Football League for Stoke.

## Career

Lawton was born in Tunstall, Staffordshire and joined Burslem Port Vale in April 1896. He made his debut at the Athletic Ground on 20 February 1897, in an 8–0 win over Grantham Rovers in the Midland League. He lost his first-team place in October 1897 and left the club the following year. He then played for local amateur club Porthill. He played one match for Stoke in 1901–02 as first choice 'keeper Tom Wilkes was injured and Lawton played against Bury on 12 October 1901 where he conceded four goals in a 4–2 defeat. He returned to amateur football with Tunstall and then Porthill again.

## Career statistics

| Club | Season | Division | League | League | FA Cup | FA Cup | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals |
| Burslem Port Vale | 1896–97 | Midland League | 9 | 0 | 0 | 0 | 9 | 0 |
| Burslem Port Vale | 1897–98 | Midland League | 7 | 0 | 0 | 0 | 7 | 0 |
| Burslem Port Vale | Career total | Career total | 16 | 0 | 0 | 0 | 16 | 0 |
| Stoke | 1901–02 | First Division | 1 | 0 | 0 | 0 | 1 | 0 |
| Career total | Career total | Career total | 17 | 0 | 0 | 0 | 17 | 0 |
# List of ambassadors of the United Kingdom to Mongolia

The Ambassador of the United Kingdom to Mongolia is the United Kingdom's foremost diplomatic representative in Mongolia, and head of the UK's diplomatic mission there. The official title is His Britannic Majesty's Ambassador to Mongolia.
Britain was the first Western country to recognise an independent Mongolia when diplomatic relations were established in January 1963 with appointment of the British Chargé d'Affaires in Peking, Mr Terence Garvey, to Ulaanbaatar as non-resident Ambassador. In 1964 Mr (later Sir) Reginald Hibbert became resident Chargé d'Affaires in Ulaanbaatar. He was succeeded by Mr Heath Mason, who was appointed as the first resident British Ambassador in 1966. In 1968 the Embassy moved to a new building on Peace Avenue where it is still located today.

## List of heads of mission
### Ambassadors

* 1963–1964: Terence Garvey (non-resident)
* 1964–1966: Reginald Hibbert (chargé d'affaires)
* 1966–1967: Heath Mason
* 1967–1968: Oliver Kemp
* 1969–1971: Roland Carter
* 1971–1974: John Colvin
* 1974–1977: Myles Ponsonby
* 1977–1979: Julian Hartland-Swann
* 1979–1982: Thomas Haining
* 1982–1984: James Paterson
* 1984–1987: Allan Butler (diplomat)
* 1987–1989: Guy Hart
* 1989–1991: David Sprague
* 1991–1993: Anthony Morey
* 1994–1997: Ian Sloane
* 1997–1999: John Durham
* 1999–2001: Kay Coombs
* 2001–2004: Philip Rouse
* 2004–2006: Richard Austen
* 2006–2008: Christopher Osborne
* 2008–2009: Thorhilda Abbott-Watt
* 2009–2011: William Dickson
* 2011–2012: Thorhilda Abbott-Watt
* 2012–2015: Christopher Stuart
* 2015–2018: Catherine Arnold
* 2018-2023: Philip Malone
* 2023–present: Fiona Blyth
# Harald Helfgott

Harald Andrés Helfgott (born 25 November 1977) is a Peruvian mathematician working in number theory. Helfgott is a researcher (directeur de recherche) at the CNRS at the Institut Mathématique de Jussieu, Paris. He is best known for submitting a proof, now widely accepted but not yet fully published, of Goldbach's weak conjecture.

## Early life and education

Helfgott was born on 25 November 1977 in Lima, Peru. He graduated from Brandeis University in 1998 (BA, summa cum laude). He received his Ph.D. from Princeton University in 2003 under the direction of Henryk Iwaniec and Peter Sarnak, with the thesis Root numbers and the parity problem.

## Career

Helfgott was a post-doctoral Gibbs Assistant Professor at Yale University from 2003 to 2004. He was then a post-doctoral fellow at CRM–ISM–Université de Montréal from 2004 to 2006.
Helfgott was a Lecturer, Senior Lecturer, and then Reader at the University of Bristol from 2006 to 2011. He has been a researcher at the CNRS since 2010, initially as a chargé de recherche première classe at the École normale supérieure before becoming a directeur de recherche deuxième classe at the Institut Mathématique de Jussieu in 2014. He was also an Alexander von Humboldt Professor at the University of Göttingen from 2015 to 2022.

## Research

In 2013, he released two papers claiming to be a proof of Goldbach's weak conjecture; the claim is now broadly accepted.
In 2017 Helfgott spotted a subtle error in the proof of the quasipolynomial time algorithm for the graph isomorphism problem that was announced by László Babai in 2015. Babai subsequently fixed his proof.

## Awards

In 2008, Helfgott was awarded the Leverhulme Mathematics Prize for his work on number theory, diophantine geometry and group theory.
In June 2010, Helfgott received the Whitehead Prize by the London Mathematical Society for his contributions to number theory, including work on Möbius sums in two variables, integral points on elliptic curves, and for his work on growth and expansion of multiplication of sets in SL$_2$(F$_p$).
In February 2011, Helfgott was awarded the Adams Prize jointly with Tom Sanders.
In August 2013, Helfgott received an Honorary Professorship from National University of San Marcos in Lima, Peru.
In 2014, he was an invited speaker at the International Congress of Mathematicians in Seoul and in 2015 he won a Humboldt Professorship.
He was included in the 2019 class of fellows of the American Mathematical Society "for contributions to analytic number theory, additive combinatorics and combinatorial group theory".

## Publications

* "Zentralblatt MATH".
# 1987 in Greece

Events in the year 1987 in Greece.

## Incumbents

* President – Christos Sartzetakis
* Prime Minister of Greece – Andreas Papandreou
# Aastrup, Falster

Aastrup is a little village in eastern Falster, Denmark, located 6 km (3.7 mi) southwest of Stubbekøbing. Aastrup Church, built in the Romanesque style, has frescos from the 13th and 15th century.
The first documented reference to the village dates from 1419 when it was called Østrup.
From 1908 to 1965, the Stubbekøbing–Nykøbing railway (Stubbekøbingbanen) went through Aastrup, 4.2 km from Stubbekøbing, where there was a station with a ticket office and a siding.
# Killulta Church

Killulta Church is a medieval church and a National Monument in County Limerick, Ireland.

## Location

The church is located 1.6 kilometres (0.99 mi) west-northwest of Kildimo village, in the western part of the Maigue valley, southwest of Dromore Lough and Bleach Lough.

## History

Killulta church is believed to be one of the oldest stone churches in Ireland.
Samuel Lewis incorrectly claimed it was built by the Knights Templar in 1290. However, others date the church to pre-1100, even as early as the 5th century AD. Most scholars date it to the 9th century.
Local historian Mairtín Ó Corrbhuí records that a bronze pin and bronze sword were found near the church.
The name is believed to mean "church of the Ulsterman" or "church of Saint Ultan."
It was also known as Kellallathan (cealla leathan, "broad church").

## Church

Killulta measures 5 × 3 metres on the inside, with walls 1 metre thick. It is constructed of large stones and has a plain doorway and triangular-headed east window.
# Cacau (disambiguation)

Cacau may refer to:
* Cacau (born 1981), Claudemir Jerônimo Barreto, Brazilian-born German football striker
* Cacau (novel), by Brazilian writer Jorge Amado
# Jacqueline Dewar

Jacqueline M. Dewar (née Deveny) is an American mathematician and mathematics educator known for her distinguished teaching and her mentorship of women in mathematics. She is a professor emerita of mathematics at Loyola Marymount University.

## Education and career

Dewar graduated summa cum laude in 1968 from Saint Louis University, and earned her Ph.D. from the University of Southern California in 1973. Her dissertation, Coincidence Theorems for Set Valued Mappings, was supervised by James Dugundji.
She was on the faculty of Loyola Marymount from 1973 until her retirement in 2013, and chaired the mathematics department there from 1983 to 1986 and again from 2005 to 2006.

## Books

Dewar is the co-author with Dennis G. Zill of a series of mathematics textbooks on algebra, trigonometry, precalculus, and calculus. With C. Bennett and M. Fisher, she is also the author of The scholarship of teaching and learning: A guide for scientists, engineers, and mathematicians (Oxford University Press, 2018).

## Recognition

In 2006, the Mathematical Association of America gave Dewar the Deborah and Franklin Haimo Award for Distinguished College or University Teaching of Mathematics. The award citation credited her for shaping several mathematics degree programs at Loyola Marymount, for her in-service work with school teachers, for her work running mathematics conferences for secondary school girls, and for "her passionate devotion to the art of teaching".
In 2018, Dewar was awarded a Service Award by the Association for Women in Mathematics. This award "recognizes individuals for helping to promote and support women in mathematics through exceptional volunteer service to the AWM." In 2019 she won the Louise Hay Award.
Dewar was selected to be part of the 2019 class of fellows of the Association for Women in Mathematics "for her work to encourage females to study and be successful in mathematics; for her commitment to educating pre-service teachers, with particular attention to gender equity; for her outreach to liberal arts students to change attitudes about mathematics and women in mathematics; and for her exemplary teaching and mentoring".

## In the media

Dewar appears with Jim Carrey and others in the documentary film The Number 23 Enigma (2007), explaining mathematics related to the horror film The Number 23.
# Joseph Schwane

Joseph Schwane (2 April 1824 at Dorsten in Westphalia – 6 June 1892 at Münster) was a German Catholic theologian.

## Life

After receiving his early education at Dorsten and Recklinghause, he studied philosophy and theology at Münster (184307), and upon his ordination to the priesthood, 29 May 1847, continued his studies for two years at the University of Bonn and University of Tübingen. He then became director of Count von Galen's institute at Münster, was privat-docent in church history, moral theology, and history of dogmatics at the University of Münster (1853-9), and assistant professor-in-ordinary of moral theology, history of dogmatics, and symbolism. At the same time he lectured on dogmatic theology along with the aged Anton Berlage, whom he succeeded as professor of dogmatic theology in 1881.
He also spent time in Rome in 1869 where he lived at the priest college Santa Maria dell' Anima.
Pope Leo XIII honoured him with the title of domestic prelate in 1890.

## Works

His chief work is Dogmengeschichte, the pioneer Catholic work of its kind, covering the entire history of dogmatics (4 vols., I, Münster, 1862; 2nd ed., Freiburg, 1892; II, Münster, 1869; 2nd ed., Freiburg, 1895; III, Freiburg, 1882; IV Freiburg, 1890).
His larger works in the field of moral theology are:
* Die theologische Lehre uber die Verträge mit Berücksichtigung der Civilgesetze, besonders der preussischen, allgemein deutschen und französischen (Münster, 1871; 2nd ed., 1872)
* Die Gerechtigkeit und die damit verwandten sittlichen Tugenden und Pflichten des gesellschaftlichen Lebens (Freiburg, 1873)
* Spezielle Moraltheologie (Freiburg, 1878-1885)
Smaller works are:
* Das göttliche Vorherwissen und seine neuesten Gegner (Münster, 1855)
* De controversia, quae de volore baptismi haereticorum inter S. Stephanum Papam et S. Cyprianum agitata sit, commentatio historico-dogmatica (Münster, 1860)
* De operibus supererogatoriis et consiliis evangelicis in genere (Münster, 1868)
* Die eucharistiche Opferhandlung (Freiburg, 1889)
* Uber die scientia media und ihre Verwendung fur die Lehre von der Gnade und Freiheit in Tübinger theol. Quartalschrift, XXXII (1850), 394-459,
and numerous other contributions to theological journals.
# Harald Henriksen

Harald Nikolaj Kampmann Henriksen (1883–1960) was a Danish painter whose landscapes combine a rather traditional style with the new trends in French painting.

## Biography

Born in Odense, he first worked in a Copenhagen bank (1903–1911) before turning to art, befriending Olaf Rude, Jens Pedersen and the other artists who together organized alternative exhibitions as De Tretten. Initially influenced by L.A. Ring, he studied under Rude, working with him in Lolland (1911) and Funen (1914). Henriksen's watercolours combine a traditional approach with the more modern trends he had learnt from his experience of French art. For many years, he lived near Frederiksberg Park, a romantic area combining the city's urban surroundings with the open look of the countryside. It inspired many of his paintings.
Henriksen also designed costumes for the Royal Danish Theatre (1915–1923) and decorated pottery for Royal Copenhagen (1912–1930).
The critic Klaus Rifbjerg has difficulty in placing Harald Henriksen in Danish art but comments, "Seeing his pictures is like looking at yourself and at the paths you have walked: changing, delightful, icy-cold, windy, Danish, making you feel both moved and thankful."

## Exhibitions

* De Tretten 1909 (som gæst)
* Kunstnernes Efterårsudstilling: 1913-1916
* De Syv, in Grønningen's Indianerhytten, 1916
* Charlottenborg's Spring Exhibition: 1916-1960 (except 1947 and 1953)
* Charlottenborg's Autumn Exhibition: 1922, 1928, 1937, 1943–47, 1949
* Grafisk kunstnersamfund: 1917-18, 1931, 1937, 1952–58, 1960
* Nordisk Grafisk Union: London 1938

### Solo exhibitions

* Fru Vige & Co., Copenhagen, 1920.
* Kunstboden, Copenhagen, 1923.
* Kunstsalen, Copenhagen, 1923, 1938, 1942.
* Ramme-Larsen Copenhagen, 1935.
* Bachs Kunsthandel, Copenhagen, 1960
# Kronish House

The Kronish House is a 7,000 square foot villa designed by Richard Neutra in 1955. The house is located on 9439 Sunset Boulevard in Beverly Hills, California in the United States. The house was designed for Herbert and Hazel Kronish.

## Architecture

The Kronish House features a formal, pinwheel design. Not visible from the street, the one-story house sits at the end of a 250-foot-long driveway on a 2-acre lot. With 6,891 square feet of living space, six bedrooms and 51/2 bathrooms, the contemporary home is the Neutra's largest in Southern California. The glass-enclosed garden area is visible from several rooms. The original pool was also designed by Neutra.

## History

The house is one of only three Neutra designs ever built in Beverly Hills, and the only one that remains intact (one was demolished, the other completely altered). It was originally built for real estate developer Herbert Kronish and his wife Hazel, who had bought the property from actress Shirley Temple In an October 1953 letter, the couple stated they did not want a design that looked like a wooden box or had a flat roof, radiant heating or sliding doors — Neutra trademarks. The house was owned briefly by Norton Simon and Jennifer Jones, before it was sold in 1999[provide citation, house was not sold in a third-party transaction in 1999 pursuant to public records]. Neighboring estates include Madonna's former Beverly Hills home.

### From near demolition to preservation

In January 2011, the house was sold in a foreclosure auction for $5.8 million. During that summer, the new owners applied for a permit to cap the house's sewer line, which is often a sign of preparing a building for demolition. The home was in such poor condition that broker firm Hilton & Hyland was trying to sell it for its land value alone. Upon the news, the Los Angeles Conservancy, and other advocacy groups, lobbied the city of Beverly Hills to delay the demolition. Richard Neutra's son, Dion Neutra helped to lobby assistance to save the house. Among the alternatives to demolition being considered was relocating the house off site. Stavros Niarchos Jr., grandson of the Greek shipping tycoon, eventually purchased the house in October for $12.8 million, which was originally being offered for $13.995 million, saving it from demolition. As a consequence, the city of Beverly Hills passed unanimously a local preservation ordinance, requiring a 30-day holding period for alterations to structures 45 years or older designed by a “master” architect. In 2014, the architecture firm Marmol Radziner completed the rehabilitation of the historic home, restoring it to its original footprint, and also adding a guest house.
# George Fleetwood (priest)

George Fleetwood was the Archdeacon of Totnes in 1713.
He married Dorothy, daughter of Sir George Farewell.
# Kingman's formula

In queueing theory, a discipline within the mathematical theory of probability, Kingman's formula, also known as the VUT equation, is an approximation for the mean waiting time in a G/G/1 queue. The formula is the product of three terms which depend on utilization (U), variability (V) and service time (T). It was first published by John Kingman in his 1961 paper The single server queue in heavy traffic. It is known to be generally very accurate, especially for a system operating close to saturation.

## Statement of formula

Kingman's approximation states:
    $\mathbb {E} (W_{q})\approx \left({\frac {\rho }{1-\rho }}\right)\left({\frac {c_{a}^{2}+c_{s}^{2}}{2}}\right)\tau$
where $\mathbb {E} (W_{q})$ is the mean waiting time, τ is the mean service time (i.e. μ = 1/τ is the service rate), λ is the mean arrival rate, ρ = λ/μ is the utilization, c$_a$ is the coefficient of variation for arrivals (that is the standard deviation of arrival times divided by the mean arrival time) and c$_s$ is the coefficient of variation for service times.
# Jal Bin Machhli Nritya Bin Bijli

Jal Bin Machhli Nritya Bin Bijli (transl. Fish without Water, Lightning without Dance) is a 1971 Bollywood romance film directed by V. Shantaram, with Sandhya and Abhijeet as leads, along with Vatsala Deshmukh and Dina Pathak.
This was the first Indian film for which all songs were recorded in stereophonic sound. The film, however, had mono soundtrack. All songs were recorded and mixed by Mangesh Desai at V. Shantaram's Rajkamal Kalamandir studios.

## Plot

Alaknanda lives a wealthy lifestyle with her widowed dad, Dr. Verma. She is fond of dancing and singing to such an extent that she refuses to marry the groom her dad has chosen for, runs away to Laitpur, enlists in the song and dance troupe that Rajkumar Kailash runs in his palatial house called "Lalit Mahal". Both Kailash and Alaknanda meet and fall in love, but Kailash's mom wants him to marry Rajkumari Rupmati. Then, when Alaknanda is performing, she meets with an accident and is hospitalized with a fractured leg that may never heal. Afraid to show her face to Kailash, who still insists on marrying her, she uses her crutches to escape from the hospital, ends up with a gang of bandits, is rescued by Kailash and brought home - where circumstances will again put her on the stage to perform a dance. The question remains how can a cripple perform a dance?

## Cast

* Abhijeet as Rajkumar Kailash - Abhijeet was screen name given by V Shantaram but his Real Name is Prem Sagar Gosain.
* Sandhya as Alaknanda 'Alka' Verma
* Vatsala Deshmukh as Bhairavi
* Iftekhar as Dr. Verma
* Raja Paranjpe as Chamay 'Royal' Roy
* Birbal as Masseur
* Vasant Parekh
* Ravindra
* Dina Pathak as Rajmata (as Dina Gandhi)
* Sushant Ray as Bandit child

## Soundtrack

The music of this movie was composed by Laxmikant–Pyarelal. Lyricist Majrooh Sultanpuri
| # | Title | Singer(s) |
| 1 | "Taron Mein Sajke Apne Suraj Se" | Mukesh |
| 2 | "Baat Hai Ek Boond Si" | Lata Mangeshkar, Mukesh |
| 3 | "Kajra Laga Ke" | Lata Mangeshkar |
| 4 | "Jal Bin Machhli" | Lata Mangeshkar |
| 5 | "Jo Main Chali, Phir Na Miloongi" | Lata Mangeshkar |
| 6 | "O Mitwa" | Lata Mangeshkar |
| 7 | "Jhoom Ke Gaa Ae Dil" | Lata Mangeshkar, Mukesh |
| 8 | "Ek Toh Jawani Ke Din Char" | Lata Mangeshkar |
# George Norris Williams

George Norris Williams (13 October 1866, Ōkaihau, New Zealand – 9 July 1949, Dawson City) was the acting commissioner of Yukon from 13 October 1916 to 1 April 1918, when the previous commissioner, George Black, was fighting in World War I. Before serving as the commissioner, he was an elected member of the Yukon Territorial Council. He was a member of the Yukon Order of Pioneers. His occupation was once listed as 'miner'.
In his career, he approved the Workers Compensation Ordinance , which protected Yukon workers.
# List of churches in Scotland

A List of churches in Scotland by council area:
* Aberdeen
* Aberdeenshire
* Angus
* Argyll and Bute
* Clackmannanshire
* Dumfries and Galloway
* Dundee
* East Ayrshire
* East Dunbartonshire
* East Lothian
* East Renfrewshire
* Edinburgh
* Falkirk
* Fife
* Glasgow
* Highland
* Inverclyde
* Midlothian
* Moray
* Na h-Eileanan Siar (Western Isles)
* North Ayrshire
* North Lanarkshire
* Orkney
* Perth and Kinross
* Renfrewshire
* Scottish Borders
* Shetland
* South Ayrshire
* South Lanarkshire
* Stirling
* West Dunbartonshire
* West Lothian
# Happy with Either

Happy with Either is a 1948 comedy play by the British writer Margaret Kennedy. Best known as a novelist, it was her last play. It ran for 35 performances at St James's Theatre in London's West End between 22 April and 22 May 1948. The original cast included Cyril Raymond, Wilfrid Hyde-White, Adrienne Corri, Valerie Taylor, Angela Baddeley and Constance Cummings. It was produced by Basil Dean. The plot revolves around a bigamist who is allowed back into the lives of his two wives because they miss him.