OpenLLM-France/wikimedia huggingface dataset:
# Barbara Januszkiewicz

Barbara Januszkiewicz is a Washington, D.C.–based American multimedia artist, creative activist, and teacher known for her stained neo-Color field abstract expressionism paintings. She works in water-based media, specifically watercolor and diluted acrylic paint on unprepared canvas in the manner of Morris Louis and Helen Frankenthaler.
She uses brushes to control her fans of color rather than create pours in her color field works. Januszkiewicz's paintings are inspired by her interest in the overlap of the vocabularies involved with visual art and music. Her visual interpretation in painting employs large color fields that meld and overlap in translucent layers, evoking the rhythm and flow of her musical inspiration.
Januszkiewicz is listed as a notable artist presented at the Artomatic exhibition. She has done a documentary film work with musical composer Matthew Shipp, sculptor Hilda Thorpe, and painter Paul Reed.

## Education

Januszkiewicz was trained under the Chinese master Mun Quan at Jacksonville University in the late 1970s. Paul Reed, a member of the Washington Color School, mentored Januszkiewicz.

## Career

In 1997, Januszkiewicz began doing research on the Washington Color School by interviewing Hilda Thorpe. The interview was printed in the Washington Review Newspaper Volume XXV1 No.1 June/July 2000, and broadcast on Public Access TV stations as part of a Creative Vision for the Arts around the Metropolitan DC area. It is now archived on YouTube.
In 2014, Januszkiewicz continued doing historical research for the documentary film about the Washington Color School titled "Unprimed Canvas". Paul Reed acted as a historical consultant for the film which was released in 2015. Also in 2015 Januszkiewicz launched a pay it forward, noncommercial gallery space, Metro Micro Gallery in Northern Virginia. In 2016 while continuing to research the Washington Color School Januszkiewicz was granted access to the Melzac Collection, the CIA's so-called "secret" collection of works of abstract art.
In 2017, Januszkiewicz was commissioned to do a 30 foot long fine art mural, titled "Coming Together". This project was intended to help with the revitalization, preservation, and redevelopment of the Virginia Square area in Arlington, Virginia.
In 2019, Januszkiewicz was commissioned to do several works for the Arlington Partnership for Affordable Housing Columbia Hills Apartments in Northern Virginia. In 2020 Januszkiewicz's work appeared in "Statecraft: The Bush 41 Team", a TV Movie; which was released on PBS. In 2021 Januszkiewicz's work was shown internationally at the transcendence themed "Art in Embassies" exhibition in Turkey. In 2022 Januszkiewicz was selected to do the art installation at the new MetroStage theater of the new Alexandria Art District.
# Kilfane

Kilfane (Irish: Cill Pháin) is a combination of two townlands located outside of Thomastown in County Kilkenny, Ireland. It is made up of the townlands of Kilfane East and West with a total area of 75 acres (0.30 km$^2$). Located in the barony of Gowran, Kilfane gives its name to the wider civil parish which contains 16 townlands. It is in the Roman Catholic parish of Tullaherin.
This is also the site of the 13th-century Kilfane Church, now in ruins, which has an adjoining castellated presbytery or stone house. The site has traces of original consecration crosses, ogee headed doorways, remains of an altar, sedilia and book rest. Inside the ruined church, on the North wall, is an effigy of a Norman knight in full armour. It is referred to as Cantwell Fada and this effigy is the tallest of its kind in Britain or Ireland.
Kilfane House was the seat of the Power family who were responsible for the creation of Kilfane Glen and Waterfall which is now a tourist attraction containing a romantic era (Romanticism) garden and waterfall
There is also a Gaelic handball alley constructed in Kilfane quarry in the 1920s
# Aminpur Thana

Aminpur Thana (Bengali: আমিনপুর থানা) is a thana of Pabna District.

## Location

The name Aminpur Thana refers to the village of Aminpur, in the Jatsakhni Union of Bera Upazila in the Pabna District of Bangladesh. It is located beside the Attrai River on national highway NH5 between Kazirhat Launch Terminal and Kashinathpur. Aminpur Thana is near Manikgonj and Rajbari. Shibalaya is to the east of Aminpur Thana, Rajbari and Goalanda to the south, Sujanagar to the west, and Bera and Santhia Upazila are to its north.

### Rivers

The Atrai near the River Aminpur has dried up. The Jamuna river is in the east and the Padma river flows to the south and the river plains of Badai.

## History

Aminpur village was an ancient settlement that developed when a Muslim land surveyor or amin temporarily settled in the area.
In 1995, the Dhalcher area was known as the Turbaned area of Pabna.
In 1997, the regional government created a Police Investigation Center in Aminpur village to help establish control. On 20 October 2013, the retired air vice-marshal Abdul Karem Khandkher inaugurated the Aminpur Police Station as the 11th police station in Aminpur Thana.

## Union council

There are eight unions in Aminpur Thana. Five are from Bera and three are from Sujanagar:
* Jatshakhini Union
* Ruppur Union
* Masumdia Union
* Dhalar char union
* Puran Bharenga Union
* Sagorkandi Union
* Ahammadpur Union
* Raninagar Union

## Transportation

The distance from Aminpur to Pabna District is 49 km. Rajshahi is 153 km away. The distance between Aminpur to national parliament is 88 km via Aricha Ghat . The distance between Aminpur to Dhaka via Bangabondhu bridge about 200 km.
The Pabna-Dhalchar rail route goes through Aminpur Police Station. There are two stations: Badaherhat Station (Kadamtala) and Dhalar Char Station.

## Economics

60% of the population work in the agricultural sector, 30% in textile industry, and the remaining 10% are employed in other sectors.

## Education

Aminpur Thana has an average literacy rate of 62%, of which 35% are males and 27% are females. Aminpur Thana has eight colleges, 23 high schools, 80 primary schools, 20 madrasa, and two vocational schools.

## Healthcare

Aminpur police station has one sub-health center. There are eight union health care centers and two community clinics.
Sub-health center:
* Rajnarayanpur sub-health center
Union Healthcare:
* Puran Varenga Union Health Center
* Jatsakhni Union Health Care Center
* Ruppur Union Health Care Center
* Mashumudia Union Health Care Center
* Dhalachar Union Healthcare Center
* Sagarkandi Union Healthcare Center
* Raninagar Union Health Care Center
* Ahmedpur Union Health Care Center

## Notable inhabitants

* AK Khandaker, (Bir Uttam), artist
# Andrew Fairlie (actor)

Andrew Fairlie is a Scottish actor who is most famous for playing the role of Gash Nesbitt in the BBC sitcom Rab C. Nesbitt. He also starred as Sunny Jim in the 1994 BBC Scotland series The Tales of Para Handy.
Between the end of the regular series of Rab C. Nesbitt in 1999 and 2008, Fairlie did no acting, until reprising the role of Gash in the 2008 Christmas special. He did not return for the new series of Rab C Nesbitt and was replaced by Iain Robertson.

## Appearances

* Rab C. Nesbitt (1988-2008)...as Gash Nesbitt
* Taggart (1989–90)...as Barman
* The Tales of Para Handy (1994–95)...as Sunny Jim
* Pulp Video (1995-96)...as Various Characters
* Atletico Partick (1996)...Dezzy
# Idin, Iran

Idin (Persian: عيدين, also Romanized as ‘Īdīn and ‘Eydīn) is a village in Ashrestaq Rural District, Yaneh Sar District, Behshahr County, Mazandaran Province, Iran. At the 2006 census, its population was 210, in 53 families.
# Kalyal Bhainsi

Kalyal Bhainsi is a village in Mirpur District of Azad Kashmir, Pakistan.

## Demography

According to the 1998 census of Pakistan, its population was 4,528.
# Boneh-ye Narges

Boneh-ye Narges (Persian: بنه نرگس) is a village in Soghan Rural District, Soghan District, Arzuiyeh County, Kerman Province, Iran. At the 2006 census, its population was 122, in 27 families.
# Peter Reading

Peter Reading (27 July 1946 – 17 November 2011) was an English poet and the author of 26 collections of poetry. He is known for his deep interest in nature and the use of classical metres. Widely regarded as an influential alternative presence on the UK poetry scene, The Oxford Companion to Twentieth-Century Poetry describes his verse as "strongly anti-romantic, disenchanted and usually satirical". Interviewed by Robert Potts, he described his work as a combination of "painstaking care" and "misanthropy".

## Background

Reading was educated at Alsop High School. After studying painting at Liverpool College of Art, he worked as a schoolteacher in Liverpool (1967–68) and at Liverpool College of Art, where he taught Art History (1968–70). He then worked for 22 years as a weighbridge operator at an animal feed mill in Shropshire, a job which left him free to think, until he was sacked for refusing to wear a uniform introduced by new owners of the business. His only break was a two-year residency at Sunderland Polytechnic (1981–83). After leaving Liverpool, he lived for 40 years in various parts of Shropshire, in later years in Little Stretton, near Ludlow.
The benevolence of America’s Lannan Foundation rescued him from poverty. He was the first writer to hold the one-year Lannan writing residency in Marfa, Texas (in 1999), and is the only British poet to have won the Lannan Award for Poetry twice, in 1990 and 2004, as well as the only poet to read an entire life’s work for the Foundation's DVD archive – his filmed readings for Lannan (made in 2001 and 2010) of 26 poetry collections make up the only archive of its kind. His 1997 collection Work in Regress was shortlisted for the T.S. Eliot Prize.

## Awards

* Cholmondeley Award (1978)
* Dylan Thomas Award (1983), for Diplopic
* Whitbread Prize for Poetry (1986), for Stet
* Lannan Literary Award for Poetry, 1990 and 2004.

## Poetry collections

* Water and Waste (1970)
* For the Municipality's Elderly (1974)
* The Prison Cell & Barrel Mystery (1976)
* Nothing for Anyone (1977)
* Fiction (1979)
* Tom o'Bedlam's Beauties (1981)
* Diplopic (1983)
* 5x5x5x5x5 (1983)
* C (1984)
* Ukulele Music (1985)
* Going On (1985)
* Essential Reading (1986)
* Stet (1986)
* Final Demands (1988)
* Perduta Gente (1989)
* Shitheads (1989)
* Three in One (1991)
* Evagatory (1992)
* Last Poems (1994)
* Collected Poems Vol 1: 1970-1984 (1995)
* Eschatological (1996)
* Collected Poems Vol 2: 1985-1996 (1996)
* Chinoiserie (1997)
* Work in Regress (1997)
* Apopthegmatic (1999)
* Ob (1999)
* Repetitious (1999)
* Marfan (2000)
* [untitled] (2001)
* Faunal (2002)
* Civil (2002)
* Collected Poems Vol 3: 1997-2003 (2003)
* -273.15 (2005)
* Vendange Tardive (2010)
# Larisa Maksimova

Larisa Lvovna Maksimova (Russian: Лариса Львовна Максимова; born 1943) is a Russian mathematical logician known for her research in non-classical logic.

## Education and career

Maksimova was born on November 5, 1943, in Kochenyovo, the daughter of two biologists who had temporarily moved there from Tomsk State University to escape the war. She grew up in Novosibirsk, where her parents became geographers at the Novosibirsk Pedagogical Institute. She studied mechanics and mathematics at Novosibirsk State University, publishing her first paper on Wilhelm Ackermann's axioms for strict implication in relevance logic in 1964 and graduating in 1965.
Meanwhile, in 1964, she joined the Sobolev Institute of Mathematics, and has remained there for the rest of her career. She defended her doctorate at Novosibirsk State University in 1968, a year after the death of her primary mentor at the university, Anatoly Maltsev. She completed a habilitation at the Sobolev Institute in 1986, and was promoted to full professor in 1993.

## Recognition

Maksimova won the Maltsev Prize of the Russian Academy of Sciences in 2009, for her papers on definability and interpolation in non-classical logic. With several others from the Sobolev Institute, she won the Russian Federation Government Prize in Education in 2010. She is the subject of a festschrift, Larisa Maksimova on Implication, Interpolation, and Definability (Sergei Odintsov, ed., Springer, 2018).

## Books

Maksimova's books include
* Problems in Set Theory, Mathematical Logic and the Theory of Algorithms (with Igor Lavrov, Izdat Nauka, 1975, 1984, and 1995; translated into English by Valentin Shehtman, Kluwer, 2003)
* Interpolation and Definability: Modal and Intuitionistic Logics (with Dov Gabbay, Clarendon Press, 2005)
# Mahmudabad, Howmeh

Mahmudabad (Persian: محموداباد, also Romanized as Maḩmūdābād) is a village in Howmeh Rural District, in the Central District of Bam County, Kerman Province, Iran. At the 2006 census, its population was 76, in 19 families.
# Syed Deedar Hussain Shah

Syed Deedar Hussain Shah (1939–2019) was a Pakistani jurist and politician. He served as a chief justice of the Sindh High Court. He also served as the chairman of the National Accountability Bureau from 2010 to 2011.

## Early life and education

Shah was born on 11 December 1939, in Garhi Khuda Bakhsh, Larkana District, Sindh. He attended Sindh University, receiving a Bachelor of Arts in 1962 and a law degree in 1965.

## Career

Shah began his legal career by enrolling as an advocate for subordinate Courts with the West Pakistan Bar Council on 22 August 1967, and subsequently as an Advocate of the West Pakistan High Court on 23 August 1974.
Shah was a member of the District Council from 1979 to 1983, during which e chaired the Works Sub-Committee of the District Council, Larkana. He was also elected chairman of the Taluka Council, Ratodero from 1979 to 1983, and later served as a member of the District Council, Larkana from 1987 to 1991.
In 1988 Shah was elected as a member of the Provincial Assembly of Sindh, serving from 30 November 1988, to 6 August 1990, and again from 4 November 1990, to 19 July 1993.
In June 1994,Shah was appointed as an additional judge of the Sindh High Court, with subsequent regularization as a judge of the Sindh High Court.
In October 2010 Shah was appointed as the chairman of the National Accountability Bureau by Asif Ali Zardari.

## Personal life

Shah was married. He and his wife had three sons and three daughters.
Shah died in January 2019 and was buried in Ratodero.
# Ab Jirak

Ab Jirak (Persian: اب جيرك, also Romanized as Āb Jīrak; also known as Āb Chīrak) is a village in Lishtar Rural District, in the Central District of Gachsaran County, Kohgiluyeh and Boyer-Ahmad Province, Iran. At the 2006 census, its population was 287, in 63 families.
# Gunnera hamiltonii

Gunnera hamiltonii is a creeping herbaceous plant in the family Gunneraceae that is endemic to the South Island and Stewart Island of New Zealand. It has clusters of small (2 to 7 cm) grey-brown leaves forming a dense mat. Small green flowers are followed by red berries in the autumn.

## Taxonomy

Gunnera hamiltonii is a creeping herbaceous plant in the family Gunneraceae. It was described in 1888 by New Zealand botanist Thomas Kirk in an article by Southland resident William Stewart Hamilton, for whom the species is named.

## Description

Gunnera hamiltonii is a creeping herbaceous plant with clusters of small (2 to 7 cm) grey-brown leaves forming a dense mat. It has small green flowers and fruits that are red berries.

## Distribution and habitat

G. hamiltonii is endemic to New Zealand, found in Southland, South Island and Stewart Island / Rakiura. It is found in damp sand in coastal, sparsely vegetated dune slacks and swales.

## Conservation status

It is classified as "Threatened - Nationally Critical" in the New Zealand Threatened Classification System, with the qualifiers CD (Conservation Dependent), RR (Range Restricted), and RF (Recruitment Failure).
It is one of the rarest plants in New Zealand, with only five suspected remaining natural habitats. Natural fertilisation of these plants is now difficult as the male and female plants are separate. There was no fruit or seed produced in wild populations studied in 1996.
# Looman–Menchoff theorem

In the mathematical field of complex analysis, the Looman–Menchoff theorem states that a continuous complex-valued function defined in an open set of the complex plane is holomorphic if and only if it satisfies the Cauchy–Riemann equations. It is thus a generalization of a theorem by Édouard Goursat, which instead of assuming the continuity of f, assumes its Fréchet differentiability when regarded as a function from a subset of R$^2$ to R$^2$. Theorem bears the name of Dutch mathematician Herman Looman and Soviet mathematician Dmitrii Menshov.

## Statement

A complete statement of the theorem is as follows:
* Let Ω be an open set in C and f : Ω → C be a continuous function. Suppose that the partial derivatives $\partial f/\partial x$ and $\partial f/\partial y$ exist everywhere but a countable set in Ω. Then f is holomorphic if and only if it satisfies the Cauchy–Riemann equation:
       ${\frac {\partial f}{\partial {\bar {z}}}}={\frac {1}{2}}\left({\frac {\partial f}{\partial x}}+i{\frac {\partial f}{\partial y}}\right)=0.$

## Examples

Looman pointed out that the function given by f(z) = exp(−z$^{−4}$) for z ≠ 0, f(0) = 0 satisfies the Cauchy–Riemann equations everywhere but is not analytic (or even continuous) at z = 0. This shows that the function f must be assumed continuous in the theorem.
The function given by f(z) = z$^5$/|z|$^4$ for z ≠ 0, f(0) = 0 is continuous everywhere and satisfies the Cauchy–Riemann equations at z = 0, but is not analytic at z = 0 (or anywhere else). This shows that a naive generalization of the Looman–Menchoff theorem to a single point is false:
* Let f be continuous at a neighborhood of a point z, and such that $\partial f/\partial x$ and $\partial f/\partial y$ exist at z. Then f is holomorphic at z if and only if it satisfies the Cauchy–Riemann equation at z.
# Alexandrovka, Novousmansky District, Voronezh Oblast

Alexandrovka (Russian: Александровка) is a rural locality (a selo) in Otradnenskoye Rural Settlement, Novousmansky District, Voronezh Oblast, Russia. The population was 550 as of 2010. There are 55 streets.

## Geography

Alexandrovka is located 13 km southwest of Novaya Usman (the district's administrative centre) by road. Novonikolsky is the nearest rural locality.
# Sobienie Murowane

Sobienie Murowane is the part of Sobienie Szlacheckie village, Gmina Sobienie-Jeziory. From 1975 to 1998 this place was in Siedlce Voivodeship. It lies approximately 21 km (13 mi) south of Otwock and 39 km (24 mi) south-east of Warsaw.
* This Masovian Voivodeship location article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Bahramabad, West Azerbaijan

Bahramabad (Persian: بهرام اباد, also Romanized as Bahrāmābād) is a village in Beygom Qaleh Rural District, in the Central District of Naqadeh County, West Azerbaijan Province, Iran. At the 2006 census, its population was 150, in 19 families.
# Batu, Iran

Batu (Persian: بتو, also Romanized as Batū, Batau, and Betū) is a village in Taghenkoh-e Shomali Rural District, Taghenkoh District, Firuzeh County, Razavi Khorasan Province, Iran. At the 2006 census, its population was 908, in 221 families.
# Ivanteyevka

Ivanteyevka (Russian: Ивантеевка) is the name of several inhabited localities in Russia.
# Vahan Gevorgyan

Vahan Gevorgyan (Armenian: Վահան Գեվորգյան) is a former professional footballer. Born in Armenia, he represented the Polish national team.

## Career
### Club

After his arrival in Poland, he began to play for Wisła Płock in 1999, and stayed with them until 2008.
In February 2011, he joined KSZO Ostrowiec.
In July 2011, he moved to Zawisza Bydgoszcz.

### International

He has appeared for Poland once, playing a total of one minute as a substitute against the USA. He has been incorporated into Polish national youth games around Europe and the United States.

#### National team statistics

Poland national team :
| Year | Apps | Goals |
| 2004 | 1 | 0 |
| Total | 1 | 0 |

## Personal life

Gevorgyan's name is variously recorded as Vahan (or Wahan) Geworian, Geworgian, Gevorgian, Gevorian, Geworgyan or Gevorgyan. At the start of the 1999–2000 season, he was incorrectly recorded in Polish newspapers as Van Gevoryan. In his passport, his name is 'Vahan Gevorgyan'. He was stateless until 2003, when he was granted Polish citizenship.

## Honours

Wisła Płock
* Polish Cup: 2005–06
* Polish Super Cup: 2006
Jagiellonia Białystok
* Polish Cup: 2009–10
Zawisza Bydgoszcz
* I liga: 2012–13
* Polish Cup: 2013–14
* Polish Super Cup: 2014
# Dug

Dug may refer to:
* past tense of dig
* nipple of a female mammal
* Dug, Phagwara, a village in Kapurthala district of Punjab State, India
* Doug Pinnick (dUg), an American musician
* An alien race in Star Wars
* A talking dog in the Pixar movie Up (2009 film)
* A fictional character in the 2019 Indian animated series Chacha Chaudhary
* Scots for dog
* Another name for Doug (tuber), a tuber in the Cucurbitaceae family
# Vologodsky Uyezd

Vologodsky Uyezd (Russian: Вологодский уезд) was one of the subdivisions of the Vologda Governorate of the Russian Empire. It was situated in the southwestern part of the governorate. Its administrative centre was Vologda.

## Demographics

At the time of the Russian Empire Census of 1897, Vologodsky Uyezd had a population of 172,187. Of these, 99.4% spoke Russian, 0.2% Komi-Zyrian, 0.1% Yiddish, 0.1% German and 0.1% Polish as their native language.
# Via de Zenta

Via de Zenta, known simply as Zeta (Serbian: Зетски пут/Zetski put) was a medieval road connecting the Adriatic with the medieval Serbian state. It started from the mouth of the Bojana river, the Shkodra port, (alternatively Bar then Cetinje) along the Drin Valley to Prizren, then to Lipjan, then through Novo Brdo to Vranje and Niš. The Republic of Venice and Ragusa used the road for trade with Serbia and Bulgaria. From Niš, the ancient Roman road of Via Militaris continued all the way to Constantinople. The road ended its use with the Ottoman conquest of this part of Serbia by 1392, after the earlier Ottoman conquest of the southern provinces of Macedonia (1371), the Ottomans having begun their European conquest at Gallipoli (1354).
The Venetian traders, who were the most frequent users of the road, used it for export of wheat, animals, silver and grape from Serbia and Bulgaria to Italy. It was among the most important communication links of Ragusa and its hinterland. The other road connecting hinterland Serbia with the Adriatic was that from Niš, through the mining province of Kopaonik, to Via Drine. Two other [smaller] roads went through Bosnia to the northeast: one was Via Narenta, traversing the canyons of the Neretva, and the other was Via Argentaria, that connected Split with the silver mines of Ilidža and Srebrenica and in turn Sremska Mitrovica in the north.
It had an important cultural role as in connecting the hinterlands with the Adriatic cities which also had a Latin population, and Venice.
# Gornji Božinci

Gornji Božinci (Serbian: Горњи Божинци) is a village in the municipality of Derventa, Bosnia and Herzegovina.
# Cheshmeh Pahn, Markazi

Cheshmeh Pahn (Persian: چشمه پهن) is a village in Shamsabad Rural District, in the Central District of Arak County, Markazi Province, Iran. At the 2006 census, its population was 767, in 209 families.