OpenLLM-France/wikimedia huggingface dataset:
# Mindnet

MindNet is the name of several automatically acquired databases of lexico-semantic relations developed by members of the Natural Language Processing Group at Microsoft Research during the 1990s. It is considered one of the world's largest lexicons and databases that could make automatic semantic descriptions along with WordNet, FrameNet, HowNet, and Integrated Linguistic Database. It is particularly distinguished from WordNet by the way it was created automatically from a dictionary.
MindNet was designed to be continuously extended. It was first built out of the Longman Dictionary of Contemporary English (LDOCE) and later included American Heritage and the full text of Microsoft Encarta. The system can analyze linguistic representations of arbitrary text. The underlying technology is based on the same parser used in the Microsoft Word grammar checker and was deployed in the natural language query engine in Microsoft's Encarta 99 encyclopedia.
# Volucella zonaria

Volucella zonaria, the hornet mimic hoverfly, is a species of hoverfly. These flies are capable of buzz pollination.

## Distribution

This species is present in most of Europe, in Tunisia, Iran, Russia (to Far East) and in Mongolia.
In Great Britain, it was only known from two specimens prior to 1940, so was regarded as rare. Since then, it has become increasingly widespread in many parts of the South and South East England, often in association with parks and gardens, where adults are usually seen visiting flowers. Elsewhere in England, only a few scattered records exist.

## Habitat

These hoverflies usually inhabit meadows close to forests.

## Description

Volucella zonaria can reach a length of 25 millimetres (0.98 in), with a wingspan of about 40 mm. These very large and wide hoverflies have reddish-brown shining thorax with dark brown marks, and a reddish-brown scutellum. The head shows a waxy yellow face, with yellow forehead and antennae. The large ovoid compound eyes are reddish with dense and short hairs. In the males they are very close to each other, so that the forehead is very narrow. The abdomen is reddish yellow, with two wide black bands. The underside has broad black bars. The first abdominal segment is black. The second tergite is chestnut brown. Wings are amber infused. The legs are basically red-brown, but black at the base.
This species mimics the European hornet (Vespa crabro), by its size, by its appearance and its buzzing flight.

## Biology

Adults can be found from May to September, but they are most common in July / August. Like all Volucella, the adults of these hoverflies are migratory. Volucella zonaria is a Mediterranean migratory species. These hoverflies mainly feed on nectar of flowers of various plants, especially Valeriana, Oregano, Mentha longifolia, Scabiosa, Cornus, Ligustrum, Cirsium, Carduus, Buddleia and various other flowering shrubs. Females lay their eggs in wasp and hornet nests. The larvae live as commensals in nests of bees, hornets and of social wasps of the genus Vespula. The pupae overwinter in the soil and hatch in following spring.
# Chebyshev iteration

In numerical linear algebra, the Chebyshev iteration is an iterative method for determining the solutions of a system of linear equations. The method is named after Russian mathematician Pafnuty Chebyshev.
Chebyshev iteration avoids the computation of inner products as is necessary for the other nonstationary methods. For some distributed-memory architectures these inner products are a bottleneck with respect to efficiency. The price one pays for avoiding inner products is that the method requires enough knowledge about spectrum of the coefficient matrix A, that is an upper estimate for the upper eigenvalue and lower estimate for the lower eigenvalue. There are modifications of the method for nonsymmetric matrices A.

## Example code in MATLAB

Code translated from
and.
# Kitui East Constituency

Kitui East Constituency, formerly Mutito Constituency is an electoral constituency in Kenya. It is one of eight constituencies in Kitui County. The constituency was established for the 1988 elections. The constituency has seven wards, all electing Members of County Assembly for the Kitui County Assembly.

## Members of Parliament

| Elections | MP | Party | Notes |
| 1988 | Ezekiel Mwikya Mweu | KANU | One-party system. |
| 1992 | Ndambuki M. Mutinda | KANU | |
| 1997 | Jimmy Muthusi Kitonga | SDP | |
| 2002 | Kiema Kilonzo | Ford-People | |
| 2007 | Kiema Kilonzo | ODM-Kenya | |
| 2013 | Major (Rtd) Mutua Muluvi | WDM-K | |
| 2017 | Nimrod Mbai | Jubilee | |

## Locations and wards

Locations :
| Location | Population* |
| Endau | 6,687 |
| Kaliku | 6,409 |
| Kyamatu | 6,998 |
| Malalani | 6,109 |
| Mutitu | 10,385 |
| Mwitika | 10,186 |
| Nzambani | 26,921 |
| Nzangathi | 9,193 |
| Voo | 11,532 |
| Zombe | 11,039 |
| Total | x |
| 1999 census. ||
Wards :
| Ward | Registered Voters |
| Kyanika / Maluma | 6,521 |
| Malalani / Endau | 4,509 |
| Mutitu / Kaliku | 6,813 |
| Mwitika / Kyamatu | 5,839 |
| Sombe | 3,789 |
| Thua / Nzangathi / Ithumula | 6,602 |
| Voo | 3,721 |
| Total | 37,794 |
| *September 2005. ||
# Ekaterina Panayotou

Ekaterina Panayotou (fl. 1842 – fl. 1846), was a Greek stage actor. She belonged to the pioneers of the modern Greek theater of the 19th century, and was one of the first professional actresses in Greece.
She was born in Epiros. She moved to Athens, where she worked as a silk worker.
After the independence of Greece, a great interest in theatre flourished in Greece. Initially amateur theatre, a professional theatre developed, and the first modern permanent theatre in Athens, the Boukoura Theatre, was founded in 1840. In professional theatre, women's roles were initially played by men or by foreign (Italian) actresses. The first Greek actress being Maria Angeliki Tzivitza, who performed in the Boukoura Theatre on 24 November 1840, and retired after two performances.
In 1840, Ekaterina Panayotou debuted in Aristodemos by Vincenzo Monti, in an amateur theatre performance staged by Costache Aristia.
In September 1842, N. Skoufos, Dimitrios Levidis, Alexandros Rizos Rangavis and Grigoris Kampouroglou founded the Athenian Theatre Committee or Society of Theatre with the intent to educate professional Greek actors in Athens. Male actors were swiftly hired, but it was difficult to find women because the profession was not considered respectable for women. Ekaterina Panayotou signed her contract for the Society of Theatre in Athens on 8 November 1842 and became the first female actor hired, followed by Athena Filipaki, Marigo Defteridi and Marigo Domestini. She has the distinction of being the first professional Greek actress with formal training.
The company made their inauguration performance in the spring of 1843 with the tragedy Filippos II by Vittorio Alfieri with Ekaterina Panayotou as Isabella. According to the memoirs of Alexandros Rizos Rangavis, the whole of Athens rushed to the theatre to see the sensation of a Greek woman performing on stage. In the following years, she and Athena Filipaki shared the main female roles in Athens and enjoyed great popularity.
In February 1846, the theatre company was dissolved. Ekaterina Panayotou married and retired, and did not belong to the actors when the theatre opened again in 1856.
# Roche roche

Roche roche is a species of spiders in the family Ochyroceratidae. It was first described in 1998 by Michael Saaristo. As of 2021, it is the only species in the genus Roche. It is found in the Seychelles.
# Yombuweltenna

Yombuweltenna is a village in Sri Lanka. It is located within Central Province.
# Prionopodella

Prionopodella is a monotypic genus of centipedes in the family Scutigeridae. It is endemic to Australia, with the type locality being Colosseum in the Gladstone Region of Queensland. It was described by German myriapodologist Karl Wilhelm Verhoeff in 1925. Its sole species is Prionopodella pectinigera Verhoeff, 1925.
# Reorient

Reorient was a Canadian online magazine focusing on contemporary Middle Eastern arts and culture. The magazine was founded in 2012 by Joobin Bekhrad who also edited the magazine. The areas covered primarily included visual art, music, books and literature, and film. The magazine folded in January 2018.

## Profile

Reorient has been mentioned and cited in a number of publications and websites from around the world, including Newsweek, Campaign Magazine, Art Dubai, Canvas, Harper’s Bazaar Art Arabia, Oasis, Art & Antiques, the Cairo Review of Global Affairs, and Ryerson Folio.
# Khiddirpur

Khiddirpur is a village in Gram Panchayat, Bikapur Tehsil, Ayodhya district in the state of Uttar Pradesh, India. Khiddirpur is 43 km south of the district headquarters Ayodhya city, and it had a population of approximately 7,000 in 2011.

## Education

There are many schools and colleges in Chaure Bazar, Ayodhya including:
* Government Primary School, Bharahu Khatta, Chaure Bazar, Ayodhya.
* Triloki Nath Inter College, Chaure Bazar, Ayodhya.
* BGN Inter College, Manchha Sonaura, Chaure Bazar, Ayodhya.
* Kasturba Gandhi School, Chaure Bazar, Ayodhya.

## Demographics

As of the 2011 Census of India, Khiddirpur had a population of approximately 7,000, with males constituting 51% of the population and females 49%. Khiddirpur has an average literacy rate of 53.58%, compared to the national average of 76.32%; 58.14% of males and 49.99% of females are literate. 18% of the population is under 6 years of age.

## Transport
### Rail

The nearest train station is Chaure Bazar Station, which is less than 5 km away.

### Air

Ayodhya International Airport is the nearest airport to Khiddirpur.

### Road

Khiddirpur is situated less than 2 km west of National Highway-330 which runs north-south. Khiddirpur is thus well connected with nearby cities such as Ayodhya and Sultanpur, as well as other small towns in the area.
# Chebyshev rational functions

In mathematics, the Chebyshev rational functions are a sequence of functions which are both rational and orthogonal. They are named after Pafnuty Chebyshev. A rational Chebyshev function of degree n is defined as:
    $R_{n}(x)\ {\stackrel {\mathrm {def} }{=}}\ T_{n}\left({\frac {x-1}{x+1}}\right)$
where T$_n$(x) is a Chebyshev polynomial of the first kind.

## Properties

Many properties can be derived from the properties of the Chebyshev polynomials of the first kind. Other properties are unique to the functions themselves.

### Recursion

    $R_{n+1}(x)=2\left({\frac {x-1}{x+1}}\right)R_{n}(x)-R_{n-1}(x)\quad {\text{for}}\,n\geq 1$

### Differential equations

    $(x+1)^{2}R_{n}(x)={\frac {1}{n+1}}{\frac {\mathrm {d} }{\mathrm {d} x}}R_{n+1}(x)-{\frac {1}{n-1}}{\frac {\mathrm {d} }{\mathrm {d} x}}R_{n-1}(x)\quad {\text{for }}n\geq 2$
    $(x+1)^{2}x{\frac {\mathrm {d} ^{2}}{\mathrm {d} x^{2}}}R_{n}(x)+{\frac {(3x+1)(x+1)}{2}}{\frac {\mathrm {d} }{\mathrm {d} x}}R_{n}(x)+n^{2}R_{n}(x)=0$

### Orthogonality

Defining:
    $\omega (x)\ {\stackrel {\mathrm {def} }{=}}\ {\frac {1}{(x+1){\sqrt {x}}}}$
The orthogonality of the Chebyshev rational functions may be written:
    $\int _{0}^{\infty }R_{m}(x)\,R_{n}(x)\,\omega (x)\,\mathrm {d} x={\frac {\pi c_{n}}{2}}\delta _{nm}$
where c$_n$ = 2 for n = 0 and c$_n$ = 1 for n ≥ 1; δ$_{nm}$ is the Kronecker delta function.

### Expansion of an arbitrary function

For an arbitrary function f(x) ∈ L$^2$ $_ω$ the orthogonality relationship can be used to expand f(x):
    $f(x)=\sum _{n=0}^{\infty }F_{n}R_{n}(x)$
where
    $F_{n}={\frac {2}{c_{n}\pi }}\int _{0}^{\infty }f(x)R_{n}(x)\omega (x)\,\mathrm {d} x.$

## Particular values

    ${\begin{aligned}R_{0}(x)&=1\\R_{1}(x)&={\frac {x-1}{x+1}}\\R_{2}(x)&={\frac {x^{2}-6x+1}{(x+1)^{2}}}\\R_{3}(x)&={\frac {x^{3}-15x^{2}+15x-1}{(x+1)^{3}}}\\R_{4}(x)&={\frac {x^{4}-28x^{3}+70x^{2}-28x+1}{(x+1)^{4}}}\\R_{n}(x)&=(x+1)^{-n}\sum _{m=0}^{n}(-1)^{m}{\binom {2n}{2m}}x^{n-m}\end{aligned}}$

## Partial fraction expansion

    $R_{n}(x)=\sum _{m=0}^{n}{\frac {(m!)^{2}}{(2m)!}}{\binom {n+m-1}{m}}{\binom {n}{m}}{\frac {(-4)^{m}}{(x+1)^{m}}}$
# Elof Hellquist

Gustaf Elof Hellquist (1864–1933) was a Swedish linguist. He was professor of Nordic languages at Lund University between 1914 and 1929 and authored the standard work Swedish Etymological Dictionary.

## Biography

Elof Hellquist was born on 26 June 1864 in Norrköping and took his matriculation examination there in 1883. He became Doctor of Philosophy in Uppsala in 1890 and worked as docent of Nordic languages and adjunct at a grammar school. Between the years 1894 and 1903 he was an editor of Svenska Akademiens ordbok. He became lecturer of Swedish and German at Lund in 1898 until he went over to Gothenburg in 1903 with the same title, in addition to again serving as docent. In 1914 he returned to Lund, now to become Professor of Nordic languages.
Hellquist wrote a great amount of academic literature, in topics such as etymology, historical linguistics, toponymy and grammar. He was also a translator of Ancient Greek literature.
He was member of the Royal Society of Arts and Sciences in Gothenburg and was awarded professorial honours and titular dignity in 1907.
# Kitui West Constituency

Kitui West Constituency is an electoral constituency in Kenya. It is one of eight constituencies in Kitui County, which was established for the 1966 elections.

## Members of Parliament

| Elections | MP | Party | Notes |
| 1966 | Parmenas Nzilu Munyasia | KANU | |
| 1969 | Parmenas Nzilu Munyasia | KANU | One-party system |
| 1974 | Winnie Nyiva Mwendwa | KANU | One-party system |
| 1979 | Parmenas Nzilu Munyasia | KANU | One-party system |
| 1983 | Parmenas Nzilu Munyasia | KANU | One-party system. |
| 1984 | Kitili Maluki Mwendwa | KANU | By-election, One-party system. Mwendwa died in 1985 in traffic accident |
| 1986 | Kyale Mwendwa | KANU | By-election, One-party system. |
| 1988 | Kyale Mwendwa | KANU | One-party system. |
| 1992 | Winnie Nyiva Mwendwa | KANU | |
| 1997 | Francis Nyenze | KANU | |
| 2002 | Winnie Nyiva Mwendwa | NARC | |
| 2007 | Charles Mutisya Nyamai | NARC | |
| 2013 | Francis Nyenze | WDM-K | |
| 2017 | Francis Nyenze | WDM-K | Nyenze died on December 6, 2017, barely three months after being sworn in for another term. He had battled colon cancer for almost a decade. |
| 2018 | Edith Vethi Nyenze | WDM-K | won by a landslide to succeed her Husband as 7th Member of Parliament for Kitui West and the second woman to represent the constituency after Nyiva Mwendwa. |

## Wards

Wards :
| Ward | Registered Voters | Local Authority |
| Kalimani / Matinyani / Mutulu | 8,215 | Kitui municipality |
| Kithumula / Kauma | 5,245 | Kitui municipality |
| Kanyangi / Kiseuni | 6,275 | Kitui county |
| Katutu / Mutanda | 4,395 | Kitui county |
| Kivani / Kauwi | 5,683 | Kitui county |
| Kwa-Vonza | 2,446 | Kitui county |
| Kwa Mutonga / Kathivo | 4,315 | Kitui county |
| Musengo / Usiani | 5,832 | Kitui county |
| Mutonguni / Kakeani | 8,672 | Kitui county |
| Yatta / Nthongoni | 7,240 | Kitui county |
| Total | 58,318 |
| *September 2005. ||
# Cora davibogotana

Cora davibogotana is a species of basidiolichen in the family Hygrophoraceae. Found in Colombia, it was formally described as a new species in 2016 by Robert Lücking, Bibiana Moncada, and Luis Fernando Coca. The specific epithet davibogotana combines the first name of mycologist David Leslie Hawksworth and Bogotá, where the type locality is. Here the lichen grows on shaded rocks or on the ground in wet cloud forests.
# Download (song)

"Download" is a promotional single by American rapper Lil' Kim. It features R&B singers T-Pain and Charlie Wilson and was written by Lil' Kim and T-Pain and produced by Trackmasters. The song samples "Computer Love" by Zapp.
The song charted on the Billboard Bubbling Under Hot 100 for six weeks peaking at number 9, and 21 on the Billboard Hot R&B/Hip-Hop Songs chart.

## Music video

The video (Directed by Dale Resteghini) was shot on March 27, 2009, but T-Pain was unable to attend due to being in a golf cart accident that same day. The video was released on May 3, 2009 via Kim's MySpace and features Charlie Wilson as well as T-Pain, but in an animated form. Also, LisaRaye McCoy, Derek Hough, Khamani Griffin, & Lil B (For The Love Of Ray J) make cameos. The video ranked at #84 on BET's Notarized: Top 100 Videos of 2009 countdown. You can download Lil Kim's download song from our site (It's free to download and safe also).

## Remix

The official remix to the song features T-Pain, Charlie Wilson, The-Dream, & Soulja Boy Tell 'Em, it was leaked on the internet July 30, 2009. There is a leaked version of the remix that featured Soulja Boy with the 3 artists from the original version, that version was leaked on July 17, 2009. The remix's digital download was released on August 25, 2009.

## Formats and track listings

* US Promo CD
(Released: (April 2009)
* "Download" (Radio edit) – 4:29
* "Download" (Main) – 4:30
* "Download" (Instrumental) – 4:32
* "Download" (Acapella) – 3:50
* "Download" (Original) – 4:30
* Digital download
(Released: April 2009)
* "Download" – 4:30

## Release history

| Region | Date | Label | Format |
| United States | April 2009 | Atlantic, Big Gates Records | Official release |
| United States | April 2009 | Atlantic, Big Gates Records | Radio |
| India | April 2009 | Atlantic | Music download |
| United Kingdom | April 2009 | Atlantic | Music download |
| United States | August 2009 | Brookland, Federal Distribution | Music download (Remix) |
# Yitzchok Moully

Yitzchok Moully (born 1979) is an Australian-American Orthodox rabbi and artist associated with the Chabad-Lubavitch Hasidic movement, and is known for his "Chasidic Pop Art" painting style. Moully served as a Chabad emissary (shaliach) in Basking Ridge, New Jersey.
Moully's combination of rabbinic work and art is expressed in a piece "Orange Socks." The piece, according to Moully, contrasts what people think of as a homogeneous Chassidic experience.

## Personal life

Yitzchok Moully was born in Queensland, Australia, but moved to Melbourne, Victoria, at the age of three. At the age of five, Moully and his mother moved to Crown Heights, Brooklyn and joined the Chabad community there. Moully later studied at Chabad yeshivoth, married, and became the assistant rabbi at the Chabad Jewish Center of Basking Ridge, New Jersey.

## Art

Moully has produced works by using the silkscreen process; his art contrasts strong Jewish and Chasidic images with vibrant bold colors creating what he describes as "Chassidic Pop Art." Moully uses color and styles similar to the work of Andy Warhol, using popular images from Jewish Chasidic culture including dreidels, Kiddush cups and praying rabbis. Moully also works in abstract art, and has been heavily influenced by artists such as by the French Canadian artist Jean Pierre Lafrance
In 2006, Moully began exhibiting his art in galleries and community centers in New Jersey, New York, and Pennsylvania. His work has been on exhibit at the gallery ArtisZen Arts in Lambertville, New Jersey. In the summer of 2022, he was the art teacher of ckids gan Israel camp
He also started a podcast called orange socks

## The Creative Soul

Moully founded a network of Orthodox Jewish artists called "The Creative Soul." The group has sought to bring together local Chasidic artists, responding to the community's need for a greater focus on creativity. The Creative Soul has organized an annual exhibition in Crown Heights during the Jewish holiday of Sukkot. The exhibition has included submissions from local Chabad artists including Yitzchok Moully and Michoel Muchnik
# Coillte

Coillte (/ˈkwɪltʃə/; Irish pronunciation:; meaning 'forests'/'woods') is a state-owned commercial forestry business in Ireland based in Newtownmountkennedy. Coillte manage approximately 7% of the country’s land, and operates three businesses - their core forestry business, a 'land solutions' division, and a wood panel manufacturing business called 'Medite Smartply'.

## Operation

The company was incorporated in December 1988 and commenced trading in January 1989 when it took over the forestry activities previously carried out by the Department of Agriculture, Food and the Marine. Shares are held by the Minister for Agriculture, Food and the Marine and Minister for Finance on behalf of the Irish Government. During 2016, the organisation had an average of 862 employees. The Coillte estate is 4,450 square kilometres of which 79% is forest; it manages over 50% of forested land in the country.
In its 27 years of operation between 1989 and 2016, Coillte had:
* Grown its forest and land estate from 396,000 hectares to over 440,000 hectares
* Increased operating profits from a loss of €0.4 million to operating profits of €64.9 million (2016)
* Grown turnover from €38.0 million to €287.7 million (2016)
* Increased log sales from 1.5 million cubic metres to 1.6 million cubic metres (2016)
According to the Coillte website, 20% of its estate is managed with biodiversity as the primary objective. Other entities have however questioned Coillte's commercially focused practices and the amount of land afforded to native species.

## Developments

In 2011, there was speculation that Coillte could be sold by the Government of Ireland as part of cost-cutting measures. As of 2011, Coillte was also seeking to calculate the aggregate economic value of its 445,000ha of forest estate.
In 2018 the organisation was reportedly criticised for payment and communication issues with some landowners.
# Favaro Veneto

Favaro Veneto is an urban part of the comune (city) of Venice, in the Province of Venice, Veneto, northeastern Italy.
It is the centre for the Favaro Veneto Municipality (Municipalità di Favaro Veneto) which covers the towns of Ca' Noghera, Ca' Solaro, Campalto, Dese and Tessera.
The entire Municipality has 23,753 inhabitants as of 2010.
# Khagapati Pradhani

Khagapati Pradhani (15 July 1922 - 3 February 2010) was an Indian politician belonging to the Indian National Congress and he was elected 9 times to the Lower House of the Indian Parliament the Lok Sabha in 1967,1971,1977,1980,1984,1989,1991,1996 and 1998 from Nowrangpur constituency of Odisha.
# Von Habsburg

Von Habsburg is a surname. Notable people with the surname include:
* Francesca von Habsburg (born 1958), Archduchess of Austria
* Gabriela von Habsburg (born 1956), Archduchess of Austria
* Géza von Habsburg (born 1940), Archduke of Austria
* Karl von Habsburg, (born 1961), Austrian politician, current Head of the House of Habsburg-Lorraine and son of Otto von Habsburg
* Otto von Habsburg (1912–2011), Crown Prince of Austria
# Mogens E. Pedersen

Mogens Emil Pedersen, nickname MEP (9 May 1928 – 5 January 2014) was a Danish journalist. He died on 5 January 2014, aged 85, in Gentofte Municipality.

## Career

In 1970, Pedersen became editor-in-chief to Se & Hør until his retirement in 1997.
# Elof Lindström

Karl Elof Lindström (17 December 1897 – 29 November 1988) was a Swedish athlete who competed in the 1920 Summer Olympics. He was born and died in Eksjö and was the younger brother of Gunnar Lindström. In 1920 he finished 13th in the javelin throw event.
# Clear Mobile

Clear Mobile is a mobile telephone network running as a mobile virtual network operator (MVNO) using Vodafone's Irish network. Vodafone owns Clear Mobile. Clear Mobile was launched on 14 January 2021.

## Products and services

Since launch, Clear Mobile has offered one product, which is a sim-only mobile contract. The package is post-paid and includes unlimited calls to Irish mobiles and landlines, unlimited texts to Irish mobiles, unlimited 4G data with a maximum download speed of 5 Mbit/s and 10 GB EU data.

## Customer service

Clear Mobile has no customer service phone lines. All support is via social media and online channels.
# Lepenica, Serbia

Lepenica, Serbia may refer to several places:
* Lepenica (Great Morava), a river in Šumadija district
* Lepenica (region)
* Lepenica (Vladičin Han), a village in the municipality of Vladičin Han, Pčinja District
* Lepenica, Pčinja, a village in Pčinja District
* Lepenica, Mačva, a village in Mačva District
# Rockwood, Virginia

Rockwood is a census-designated place in Chesterfield County, Virginia. The population as of the 2010 Census was 8,431.