OpenLLM-France/wikimedia huggingface dataset:
# Civan Canova

Ahmet Civan Canova (28 June 1955 – 20 August 2022) was a Turkish actor, playwright and theatre director.

## Life and career

Canova was the son of Turkish director Mahir Canova. He was a graduate of TED Ankara College (1973). He started his career as an actor by making his cinematic debut in Yılmaz Güney's 1974 movie Arkadaş. In the same year, he enrolled in the Ankara State Conservatory's Theater Department. After four years of studying, he joined the crew of Turkish State Theatres. Aside from his acting career both on stage and in front of the camera, he is known for his plays. Between 1998–2004, he was married to actress Açelya Akkoyun. Canova continued to work for the State Theatres.
He died after a lengthy battle with lung cancer on 20 August 2022, at the age of 67.

## Plays written

* Düğün Şarkısı
* Erkekler Tuvaleti
* Evaristo
* Ful Yaprakları
* Gala
* Kör Buluşma
* Kızıl Ötesi Aydınlık
* MitosMorfos
* Neon
* Niobe
* Sokağa Çıkma Yasağı
* Üstat Harpagona Saygı ve Destek Gecesi

## Filmography
### Film

* Arkadaş (1974) as Halil
* Nehir (1977) as Engin
* Yaşamak Bu Değil (1981) as Fatih
* Mutlu Ol Yeter (1981)
* Berduşlar (1982) as Kenan
* Yıkılan Gurur (1983) as Naci
* Hırsız (1986)
* Acı Lokma (1986) as Ömer
* Sokaktaki Adam (1995)
* 80. Adım (1996) as Sedat
* Sır (1997)
* Ömerçip (2003) as Celal
* Eve Dönüş (2006) as İşkenceci Polis
* 72. Koğuş (2010) as Hilmi
* F Tipi

### Television

* Yalancı Şafak (1990)
* Bizim Aile (1995) as Ataç
* Çiçek Taksi (2000) as Celal Kıraç
* Gece Yürüyüşü (2004) as Cüneyt
* Çeşm-i Bülbül (2005)
* Esir Kalpler (2006) as Ekrem Akerman
* Arka Sokaklar (2007) as Nazım Tahsin
* Eksik Etek (2007)
* Sınıf (2008) as Şeref
* Ay Işığı (2008) as Yıldırım Duman
* Sensiz Yaşayamam (2010) as Mummer
* Fatmagül'ün Suçu Ne? (2011–12) as Kadir
* Karadayı (2012)
* Her Sevda Bir Veda (2014)
* Paramparça (2014) as Rahmi Gürpinar
* Atiye (2019–21) as Mustafa Özgürsoy
* Üç Kuruş (2021–22) as Oktay

## Awards

* Ministry of Culture and Tourism – 1989: Best Script Award for Kör Buluşma
* İsmet Küntay Awards – 1994: Best Playwright Award for Kıyamet Sularında
* Avni Dilligil Awards – 1996: Best Playwright Award for Kıyamet Sularında
* Cevdet Kudret Literature Awards – 1997: Best Play Award for Sokağa Çıkma Yasağı
* Avni Dilligil Awards – 2000: Best Playwright Award for Sokağa Çıkma Yasağı
* 43rd Antalya Golden Orange Film Festival – 2006: Best Supporting Actor Award for Eve Dönüş
* 12th Sadri Alışık Awards – 2007: Best Supporting Actor Award for Eve Dönüş
* 15th Afife Theatre Awards: Most Successful Supporting Actor of the Year Award for Bury the Dead
# John Reesinck

Archbishop John Reesinck (22 February 1881–07 November 1953), was a Dutch Roman Catholic bishop, belonging to the order of the Mill Hill Missionaries. He served as Vicar Apostolic of Upper Nile District of the Roman Catholic Archdiocese of Tororo, from 1938, until is resignation in March 1951.

## Background and education

Reesinck was born on 22 February 1881 in Delft, Netherlands. He was ordained Priest on 19 September 1908 for the Mill Hill Missionaries.

## As bishop

He was appointed Vicar Apostolic of Upper Nile District of the Roman Catholic Archdiocese of Tororo, on 29 March 1938. He was appointed, the same day as bishop. On 1 May 1938, he was consecrated, in London, United Kingdom, taking the title of Titular Archbishop of Thinis. He served in that role until his resignation in March 1951.
His principal consecrator was Cardinal Arthur Hinsley, Archbishop of Westminster, England, assisted by Bishop Arthur Henry Doubleday, Bishop of Brentwood, England and Bishop Edward Myers, Titular Bishop of Lamus.

## In retirement

Bishop Reesinck died on 7 November 1963 at the age of 82, as Vicar Apostolic Emeritus of Upper Nile, Uganda.

## Other considerations

As a tribute to the bishop, some catholic-founded schools have dormitories named in honour of Bishop John Reesinck. In Uganda, schools such as St. Peter's College, Tororo, and Namilyango College, have dormitories (Reesinck House) that are named after Bishop John Reesinck.
# Maquiné River

The Maquiné River is a river of Rio Grande do Sul state in southern Brazil.
# Ben Sharrock

Ben Sharrock is a Scottish film director and writer. He is best known for his work on the films Pikadero and Limbo. He has been nominated for two BAFTA Film Awards.

## Career

Ben graduated from the University of Edinburgh with a degree in Arabic and Politics, and holds an MA in Film Directing and an MFA in Advanced Film Practice from Screen Academy Scotland, for which he received the Rafford Scholarship and University Medal for Outstanding Achievement. He was inducted into Edinburgh Napier University’s Hall of Fame in 2022. In 2015, he wrote and directed his debut feature, Pikadero, which premiered at the San Sebastian Film Festival.
In 2020, Sharrock wrote and directed his second feature film, Limbo, which premiered at the 73rd annual Cannes Film Festival.

## Filmography

| Year | Title | Director | Writer | Note |
| 2015 | Patata Tortilla | Y | Y | Short film |
| 2015 | Pikadero | Y | Y | Feature Film |
| 2020 | Limbo | Y | Y | Feature Film |

## Awards and nominations

| Year | Result | Award | Category | Work |
| 2015 | Won | BAFTA Scotland | Best Drama and Best Writer | Patata Tortilla |
| 2015 | Won | Kyiv International Film Festival "Molodist" | Best Feature Film and FIPRESCI Prize | Pikadero |
| 2015 | Won | Zurich Film Festival | Critics' Choice Award | Pikadero |
| 2016 | Won | Edinburgh International Film Festival | Michael Powell Award | Pikadero |
| 2016 | Won | Brussels International Film Festival | Cineuropa Award | Pikadero |
| 2020 | Won | Cairo International Film Festival | Best Film, Best Artistic Contribution and FIPRESCI Prize | Limbo |
| 2020 | Won | San Sebastián International Film Festival | Youth Jury Award | Limbo |
| 2020 | Nominated | Zurich Film Festival | Best International Feature Film | Limbo |
| 2021 | Nominated | BAFTA Film Awards | Outstanding Debut by a British Writer, Director or Producer | Limbo |
| 2021 | Nominated | BAFTA Film Awards | Outstanding British Film | Limbo |
| 2021 | Won | Pula Film Festival | Critic's Award | Limbo |
| 2021 | Won | Brussels International Film Festival | Grand Prix | Limbo |
| 2021 | Won | Macau International Movie Festival | Best Film and Best Screenplay | Limbo |
| 2021 | Won | BAFTA Scotland | Best Director, Best Writer and Best Feature Film | Limbo |
# Joo-won

Joo-won is a Korean unisex given name. Its meaning differs based on the hanja used to write each syllable of the name. There are 56 hanja with the reading "joo" and 35 hanja with the reading "won" on the South Korean government's official list of hanja which may be registered for use in given names. It was the second-most popular name for newborn boys in South Korea in 2011, and came in fifth place in 2015.
People with this name include:
* Gim Ju-won (fl. 780), Silla male nobleman
* Chun Joo-weon (born 1972), South Korean female basketball player
* Kim Joo-won (born 1977), South Korean prima ballerina
* Go Joo-won (born 1981), South Korean male actor
* Moon Joo-won (born 1983), South Korean male football player
# Harwood, Texas

Harwood is a ghost town in Gonzales County, Texas, United States. According to the Handbook of Texas, the community had an estimated population of 112 in 2000.

## Geography

Harwood is located at 29°39′57″N 97°30′19″W﻿ / ﻿29.66583°N 97.50528°W﻿ / 29.66583; -97.50528 (29.6657863, −97.5052724). It is situated along U.S. Highway 90 in northern Gonzales County, approximately one mile north of Interstate 10. The nearest major city is San Antonio, located 60 miles to the west.

## History

The community was founded in 1874 during the westward expansion of the Galveston, Harrisburg and San Antonio Railway. It was named after Thomas Moore Harwood, a lawyer from nearby Gonzales. At the time of its founding, a community known as Mule Creek was located one mile west of Harwood. A post office operated in Mule Creek from 1872 to 1874, when Harwood was granted a post office. By 1880, Harwood had an estimated population of 155. That figure had grown to 350 by the early 1890s. To prevent the opening of a saloon that was opposed by most local residents, Harwood was incorporated in 1913. The population was 200 at the 1920 census. After rising to 225 in 1930, Harwood slowly declined. Cotton production, which had been a major element of the local economy, decreased during the 1940s. The number of residents living in Harwood fell to 157 in 1950, 132 in 1960, and 112 in 1970. The town disincorporated during the 1970s. By 1990, Harwood had one large farm and ranch supply store, several businesses, and a community center with a collection of local memorabilia. Throughout the latter half of the twentieth century and into 2000, Harwood was home to approximately 112 residents.
Harwood has a post office with the ZIP code 78632.

## Education

Public education in the community of Harwood is provided by the Gonzales Independent School District.
# Harry Goode

Harry Goode may refer to:
* Harry H. Goode (1909–1960), American computer engineer and systems engineer
* Harry King Goode (1892–1942), World War I flying ace
* Harry C. Goode Jr. (1938–2013), mayor of Melbourne, Florida
# Hathua, Bihar

Hathua is a census town in Gopalganj district in the Indian states of Bihar.

## Geography

Hathua is located at 26°21′14″N 84°17′51″E﻿ / ﻿26.353984°N 84.297494°E﻿ / 26.353984; 84.297494. It has an average elevation of 65 metres (213 ft). It occupies an area of 1.06 square kilometres (0.41 sq mi).

## Demographics

As of the 2011 Census of India, Hathua town had a population of 7,156, of which 3,653 are males while 3,503 are females. Population within the age group of 0 to 6 years was 1,238 which is 17.30% of total population of Hathua town. Hathua had an average literacy rate of 61.5% with male literacy of 55.96% and female literacy was 44.04%.
# Hathugoda

Hathugoda is a village in Sri Lanka. It is located within Central Province.
# 2016 Winnipeg National Bank Challenger – Men's doubles

This was the first edition of the men's doubles tournament.
Mitchell Krueger and Daniel Nguyen won the title, defeating Jarryd Chaplin and Benjamin Mitchell 6–2, 7–5 in the final.

## Seeds

The top two seeds receive a bye into the quarterfinals.
* Andrey Golubev / Matt Reid (semifinals)
* Philip Bester / Peter Polansky (quarterfinals)
* Sekou Bangoura / David O'Hare (quarterfinals)
* Luke Bambridge / Lloyd Glasspool (quarterfinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking
| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final |
| | | | | | 1 | A Golubev M Reid | 6 | 6 | | | | | | | | | |
| | C Norrie F Tearney | 6 | 6 | | | C Norrie F Tearney | 3 | 4 | | | | | | | | | |
| | F Auger-Aliassime B Schnur | 2 | 4 | | | | | | | 1 | A Golubev M Reid | 3 | 6 | [6] | | | |
| 4 | L Bambridge L Glasspool | 6$^4$ | 6 | [10] | | | | | | | J Chaplin B Mitchell | 6 | 2 | [10] | | | |
| WC | JM Lin B Sigouin | 7$^7$ | 4 | [8] | 4 | L Bambridge L Glasspool | 5 | 3 | | | | | | | | | |
| WC | Kevin Kylar Joshua Peck | 2 | 0 | | | J Chaplin B Mitchell | 7 | 6 | | | | | | | | | |
| | Jarryd Chaplin B Mitchell | 6 | 6 | | | | | | | | | | | | J Chaplin B Mitchell | 2 | 5 |
| | M Matosevic N Meister | | | | | | | | | | | | | | M Krueger D Nguyen | 6 | 7 |
| | M Krueger D Nguyen | w/o | | | | M Krueger D Nguyen | 6 | 7$^7$ | | | | | | | | | |
| | B Fratangelo T Smyczek | 3 | 3 | | 3 | S Bangoura D O'Hare | 3 | 6$^4$ | | | | | | | | | |
| 3 | S Bangoura D O'Hare | 6 | 6 | | | | | | | | M Krueger D Nguyen | 6 | 2 | [10] | | | |
| | H Moriya B Mott | 1 | 2 | | | | | | | | S Barry Y Uchiyama | 4 | 6 | [7] | | | |
| | S Barry Y Uchiyama | 6 | 6 | | | S Barry Y Uchiyama | 3 | 6 | [11] | | | | | | | | |
| | | | | | 2 | P Bester P Polansky | 6 | 3 | [9] | | | | | | | | |
# Anni-Frid

Anni-Frid, a compound name between Anni and Frid, is a given name that most commonly refers to:

## Arts and entertainment
### Music

* Anni-Frid Lyngstad (album), a 1972 compilation album by Anni-Frid Lyngstad
# Annular fin

In thermal engineering, an annular fin is a specific type of fin used in heat transfer that varies, radially, in cross-sectional area. Adding an annular fin to an object increases the amount of surface area in contact with the surrounding fluid, which increases the convective heat transfer between the object and surrounding fluid. Because surface area increases as length from the object increases, an annular fin transfers more heat than a similar pin fin at any given length. Annular fins are often used to increase the heat exchange in liquid–gas heat exchanger systems.

## Governing Equation

To derive the governing equation of an annular fin, certain assumptions must be made. The fin must have constant thermal conductivity and other material properties, there must be no internal heat generation, there must be only one-dimensional conduction, and the fin must be at steady state.
Applying the energy conservation principle to a differential element between radii r and r + Δr yields
    $q(2\pi r)(2t){\Bigr |}_{r}-q(2\pi r)(2t){\Bigr |}_{r+\Delta r}-h_{c}(2)2\pi r\,\Delta r\left(T-T_{e}\right)=0,$
where the first two terms are heat transferred through conduction, while the third is heat lost due to convection with the surrounding fluid. T represents the temperature at r and T$_e$ represents the temperature of the surrounding fluid. Next, applying Fourier's law
    $q=-k{\frac {\partial T}{\partial r}}$
and dividing by 4πΔr, letting Δr → 0, yields
    ${\frac {\partial }{\partial r}}\left(r\,{\frac {\partial T}{\partial r}}\right)-h_{c}\,r\,{\frac {T-T_{e}}{k\,t}}=0.$
Assigning new variables z
    $z=r{\sqrt {\frac {h_{c}}{k\,t}}}$
and θ, where T$_b$ is the temperature at the base of the fin,
    $\theta ={\frac {T-T_{e}}{T_{b}-T_{e}}}$
results in the governing equation for heat transfer of an annular fin:
    $z^{2}\,{\frac {\partial ^{2}\theta }{\partial z^{2}}}+z\,{\frac {\partial \theta }{\partial z}}-z^{2}\,\theta =0.$

## Heat loss and efficiency

The maximum possible heat loss from an annular fin occurs when the fin is isothermal. This ensures that the temperature difference between the fin and the surrounding fluid is maximized at every point along the fin, increasing heat transfer by convection, and ultimately heat loss Q:
    $Q=k\,\left(4\pi r_{1}t\right)\left(T_{b}-T_{e}\right)\beta \left[C_{2}\,K_{1}\left(\beta r_{1}\right)-C_{1}\,I_{1}\left(\beta r_{1}\right)\right].$
The efficiency η$_f$ of an annular fin is the ratio of its heat loss to the heat loss of a similar isothermal fin:
    $\eta _{f}={\frac {\displaystyle {\frac {2r_{1}}{\beta }}\,K_{1}\left(\beta r_{1}\right)\,I_{1}\left(\beta r_{2}\right)-I_{1}\left(\beta r_{1}\right)\,K_{1}\left(\beta r_{2}\right)}{r_{2}^{2}-r_{1}^{2}\,K_{0}\left(\beta r_{1}\right)\,I_{1}\left(\beta r_{2}\right)+I_{0}\left(\beta r_{1}\right)\,K_{1}\left(\beta r_{2}\right)}}.$
# Annuity (disambiguation)

An annuity is a financial contract guaranteeing a series of regular payments made at equal intervals over a fixed period of time.
It may also refer to:
* Life annuity, an annuity in which the term is a person's lifetime
* Perpetuity, or perpetual annuity, an annuity from which payments continue indefinitely
# He Loves Me All the Way

"He Loves Me All the Way" is a song written by Billy Sherrill, Norro Wilson and Carmol Taylor, and recorded by American country music artist Tammy Wynette. It was released in April 1970 as the second single from the album Tammy's Touch. The song was Wynette's seventh number one solo hit on the country charts. The single went to number one for three weeks and spent a total of fourteen weeks on the country chart.

## Charts
### Weekly charts

| Chart (1970) | Peak position |
| US Hot Country Songs (Billboard) | 1 |
| U.S. Billboard Hot 100 | 97 |
| Canadian RPM Country Tracks | 2 |

### Year-end charts

| Chart (1970) | Position |
| US Hot Country Songs (Billboard) | 10 |
# Anna Perivolaris

Anna Perivolaris (1888 – 27 January 1963) was an Australian schoolteacher born in Greece. She advocated for Greek culture in Australia.

## Life

Perivolaris was born on the Greek island of Samos in about 1888. Her parents were Anthea (born Chrysakis) and Constantine Christodoulis. Her father was an artist, and in 1903, the family was in Egypt, where Anna married. She and John Boreas had a son and two daughters, but John died, and Anna married again. Her second husband was a Greek sailor named Nicolas Giuseppe Perivolaris, and he went to Australia in 1921. Anna and the children joined him in 1923 after a journey on HMS Jervis Bay. They lived and she taught in Sydney. There was a Greek school in Sydney from 1923 which employed her. In 1924 she organised a concert by Greek children at King's Hall in Sydney. She was invited to Perth by Peter Spero Michelides.
In Perth in 1915, the Reverend Father Germanons Illiou had organised an after-hours Greek school in Aberdeen Street. In 1924, the local Hellenic Community took over the Greek evening school in Aberdeen Street. In 1930 she became the Greek School in Perth's first employee. (One source says 1935).
In 1938, she and her family became Australians, and during the war, she raised money for the Greek government in exile by organising more concerts. The community thanked her by organising a concert for her in 1943. She continued to work for the Greek School even after her husband retired and was paid five pounds a week.
Perivolaris died in Royal Perth Hospital in 1963. In 2003, the Hellenic Community Greek School was still running as the oldest after-school group in Western Australia. The school still taught the Greek language and culture. The St. Andrew's Greek Orthodox Grammar School was started by the Greek community in Dianella in 1990 and "her" school is attached .
# Hawa Sisay-Sabally

Hawa Sisay-Sabally is a Gambian lawyer who served as Attorney General from 1996 to 1998 and has since spoken out against corruption in The Gambia and represented opposition politicians in criminal cases regarding their participation in pro-democracy protests.

## Early life and education

Sisay-Sabally's father was former Minister of Trade and Finance Sheriff Saikouba Sisay.

## Career

Sisay-Sabally was appointed as Minister of Justice and Attorney General under President Yahya Jammeh in April 1996. She was replaced by Fatou Bensouda on 31 July 1998.
After the government approved a controversial Indemnity Act in 2001, allowing the President to shield people from prosecution, Sisay-Sabally spoke out against it as "tantamount to a coup against the 1997 constitution." The Act was passed to prevent the prosecution of security personnel for their roles in the deaths of 14 students in April 2000. Sisay-Sabally represented her husband in a case that went to the Supreme Court of the Gambia, which ruled that the act had been passed and retroactively applied to prevent his case and awarded him damages.
Sisay-Sabally is a member of the Female Lawyers Association of the Gambia, founded in 2007 to lobby for gender equality in The Gambia through legislative reform. She is also a member of Transparency International and of the Network of Lawyers for Defence of Journalists in West Africa and has spoken out against corruption in The Gambia. She is secretary to the Board of the Arab Gambian Islamic Bank.
In 2010, Sisay-Sabally represented Yussef Ezzeden, one of the accused in a treason trial involving former Chief of Defence Lang Tombong Tamba. In 2016, she was one of the lawyers representing United Democratic Party opposition politician Ousainou Darboe and others who were jailed for staging pro-democracy protests ahead of the 2016 presidential election.

## Personal life

Sisay-Sabally is married to Ousman Sabally, a school teacher, who she represented in 2001 after he was assaulted by state security agents.

## Publications

* Sisay Sabally, Hawa (1998). "Inheritance in the Gambia". In Akua Kuenyehia (ed.). Women and Law in West Africa: Situational Analysis of Some Key Issues Affecting Women. Legon.
* Sisay Sabally, Hawa (2004). National Integrity Systems: Transparency International Questionnaire The Gambia 2004 (PDF) (Report). Transparency International.
# Health Info World

Health Info World, established in January 1999, is the health promotion and publicity section of the Hong Kong Hospital Authority. Charity donations from fundraising events are the main sources to support the ongoing health programs.
The HKHA understands the importance of health education, and thus has been organizing a series of programs in order to spread professional health knowledge to different age groups. The organization focuses on arousing health awareness in Hong Kong by holding talks and activities.
It also sets up free health tests to the community and assists Hong Kong citizens with how to adjust their daily habits in order to improve their health condition. Despite all kinds of outdoor health promotions, the Health Info World also assists patients who need extra care. Furthermore, the Health Info World offers volunteer positions to the elderly, which could build up their confidence by contributing in the society.
# Haworthiopsis tessellata

Haworthiopsis tessellata, formerly Haworthia tessellata, is a species of the genus Haworthiopsis belonging to the family Asphodelaceae. It has been considered a subspecies of its close relative, Haworthiopsis venosa.

## Etymology

The genus name Haworthiopsis means "like Haworthia", which honors the British botanist Adrian Hardy Haworth (1767–1833), while the species Latin epithet tessellata means "square-patterned".

## Description

Haworthiopsis tessellata is a succulent evergreen slow-growing species reaching a size of 15 cm in height. It is a stemless plant, with square patterned leaves on the upper surfaces and small teeth along the margins. The leaves are greenish, form a rosette and turn to reddish in full sun. The flowers are white and small, in an inflorescence.
It is extremely closely related to Haworthiopsis granulata (restricted to the far south-west of its range near Laingsburg) and to Haworthiopsis venosa (a species restricted to a spot on the south coast of South Africa).

## Distribution and habitat

This widespread species can be found in the arid hinterland of South Africa. Its habitat is the dry, summer-rainfall Karoo, where it grows within bushes and in rocky areas. It occurs as far north as southern Namibia.
# Hayley Smith (artist)

Hayley Smith (born 1965) is an American sculptor. Smith is known for her intricate and detailed wood turning works.

## Early life

Smith was born in Cardiff, Wales in 1965. She studied both design and art education in Cardiff. She discovered wood turning by accident when, during her second year of university, she was assigned a woodshop project and the lathe was the only tool not being used.

## Work

Her work is included in the collections of the Smithsonian American Art Museum, the Minneapolis Institute of Art, the Yale University Art Gallery the Victoria & Albert Museum, the Center for Art in Wood and the Los Angeles County Museum of Art.