OpenLLM-France/wikimedia huggingface dataset:
# Xapian

Xapian is a free and open-source probabilistic information retrieval library, released under the GNU General Public License (GPL). It is a full-text search engine library for programmers.
It is written in C++, with bindings to allow use from Perl, Python (2 and 3), PHP (5 and 7), Java, Tcl, C#, Ruby, Lua, Erlang, Node.js and R. Xapian is highly portable and runs on Linux, OS X, FreeBSD, NetBSD, OpenBSD, Solaris, HP-UX, AIX, Windows, OS/2 and Hurd, as well as Tru64. Xapian grew out of the Muscat search engine, written by Dr. Martin F. Porter at the University of Cambridge. The first official release of Xapian was version 0.5.0 on September 20, 2002.
Xapian allows developers to add advanced indexing and search facilities to their own applications. Organisations and projects using Xapian include the Library of the University of Cologne, Debian, Die Zeit, MoinMoin, and One Laptop per Child.

## Features

* Supports Unicode 9.0 (including codepoints beyond the BMP) and stores indexed text in UTF-8.
* Transactions: if database update fails in the middle of a transaction, the database is guaranteed to remain in a consistent state.
* Simultaneous search and update, with new documents being immediately visible.
* Support for large databases: Xapian has been proven to scale to hundreds of millions of documents.
* Accurate probabilistic ranking: more relevant documents are listed first.
* Phrase and proximity searching.
* Relevance feedback, which improves ranking and can expand a query, find related documents, categorise documents etc.
* Structured Boolean queries, e.g. "race AND condition NOT horse"
* Wildcard search, e.g. "wiki*"
* Spelling correction
* Synonyms
* Omega, a packaged solution for adding a search engine to a web site or intranet. Omega can easily be extended and adapted to fit changing requirements.

## GUI front-ends

* Recoll written using Qt
# Hemimyzon yaotanensis

Hemimyzon yaotanensis is a species of ray-finned fish in the genus Hemimyzon.

## Information

The Hemimyzon yaotanensis is known to be found in a freshwater environment within a demersal range. They are native to a temperate climate. The average length of a Hemimyzon yaotanensis as an unsexed male is about 8.4 centimeters or about 3.3 inches. This species can be found in the areas of Asia, Jinsha-jiang basin in Sichuan, and China.
# Ralph Verney, 1st Earl Verney

Ralph Verney, 1st Earl Verney (18 March 1683 – 4 October 1752), of Middle Claydon, near Buckingham, Buckinghamshire, known as The Viscount Fermanagh until 1742, was initially a Tory and later a Whig politician who sat in the House of Commons in two phases between 1717 and 1752.

## Early life

Verney was born at Little Chelsea, the only surviving son of John Verney, 1st Viscount Fermanagh and his first wife Elizabeth Palmer, the eldest daughter of Ralph Palmer, and was baptised in Kensington. He was educated at Mrs Morland's school at Hackney from around 1695 to 1700 and matriculated at Merton College, Oxford in 1700. He married Catherine Paschall, eldest daughter of Henry Paschall of Baddow, Essex at St Giles in the Fields on 24 February 1708.

## Career

Verney succeeded his father as viscount and took his seat in the Irish House of Lords on 23 June 1717. The latter title was in the Peerage of Ireland and thus didn't prevent him from entering the British House of Commons. He was returned unopposed as Tory Member of Parliament for Amersham at a by-election on 10 July 1717. In 1719, he voted against the repeal of the Occasional Conformity and Schism Acts and the Peerage Bill. At the 1722 British general election, he was returned again unopposed as MP for Amersham. He did not stand at the 1727 British general election, by which time he was described as ‘being unconcerned for any party’.
Verney did not sit in parliament for several years, but began to develop an electoral interest at Wendover. At the 1741 British general election he was elected MP for Wendover as a Whig. He voted consistently with the Administration and was created Earl Verney, in the Province of Leinster in 1743. He was returned unopposed for Wendover at the 1747 British general election.

## Family

Verney's wife died in 1748 and Verney survived her by four years, dying at Little Chelsea on 4 October 1752. They were both buried in Middle Claydon. The couple had two sons and two daughters. The older son John predeceased him in 1737 and he was succeeded in his titles by his second son Ralph. John's daughter Mary was raised to the Peerage in her own right in 1792.
# How I Braved Anu Aunty and Co-Founded a Million Dollar Company

How I Braved Anu Aunty and Co-Founded A Million Dollar Company is a novel written by Varun Agarwal, an alumnus of the Bishop Cotton Boys' School, a first-generation entrepreneur and the co-founder of Alma Mater. This is his début novel and was published in 2012.

## Synopsis

The book is a true story, set in Bangalore, about entrepreneurship and the importance of pursuing your dreams. Varun, the 20-something protagonist has entrepreneurial dreams but finds that not many people are very receptive of the idea. He is instead asked to follow the well-trodden Engineering-plus-MBA route that most people his age seem to have taken. This route is not something that Varun is very keen on following. Perhaps the biggest threat to Varun's entrepreneurial dreams is Anu Aunty, the lead character who thwarts his every move. But Varun is not one to be easily cowed. After a number of alcohol-induced conversations with his friend from school and later co-founder of Alma Mater, Rohn Malhotra, Varun decides to follow his heart and do something that he wants to do.
The book chronicles how the two of them decided to start a merchandising company called Alma Mater that creates customised clothing and accessories for the alumni of schools and colleges across India.
Anu Aunty is Varun's mother's best friend and plays the role of a middle-aged Indian mother to what she believes to be an over-achieving son. Much to Varun's mother's dismay, Anu Aunty repeatedly belittles Varun and mocks him for his apparently unambitious nature. Every step Varun and his friends take seems to be thwarted by Anu Aunty.

## Reception

The Times of India wrote a favourable review where they stated "The book is as light hearted as they come, written in a boyish (almost bordering on childish) style that could appeal to some or prove to be a turn off for others. But the writer, young though he is, manages to hold the interest of his reader right through." The Tribune also praised the work and wrote "The book is a two hundred and forty nine- page pep talk for all wannabe entrepreneurs; offering useful advice. A message of hope, proving by personal example that it's possible to do what you want even without experience."

## Adaptation

The 2023 Hindi language film Tumse Na Ho Payega is based on the novel.
# Jacobi operator

A Jacobi operator, also known as Jacobi matrix, is a symmetric linear operator acting on sequences which is given by an infinite tridiagonal matrix. It is commonly used to specify systems of orthonormal polynomials over a finite, positive Borel measure. This operator is named after Carl Gustav Jacob Jacobi.
The name derives from a theorem from Jacobi, dating to 1848, stating that every symmetric matrix over a principal ideal domain is congruent to a tridiagonal matrix.

## Self-adjoint Jacobi operators

The most important case is the one of self-adjoint Jacobi operators acting on the Hilbert space of square summable sequences over the positive integers $\ell ^{2}(\mathbb {N} )$. In this case it is given by
    $Jf_{0}=a_{0}f_{1}+b_{0}f_{0},\quad Jf_{n}=a_{n}f_{n+1}+b_{n}f_{n}+a_{n-1}f_{n-1},\quad n>0,$
where the coefficients are assumed to satisfy
    $a_{n}>0,\quad b_{n}\in \mathbb {R} .$
The operator will be bounded if and only if the coefficients are bounded.
There are close connections with the theory of orthogonal polynomials. In fact, the solution $p_{n}(x)$ of the recurrence relation
    $J\,p_{n}(x)=x\,p_{n}(x),\qquad p_{0}(x)=1{\text{ and }}p_{-1}(x)=0,$
is a polynomial of degree n and these polynomials are orthonormal with respect to the spectral measure corresponding to the first basis vector $\delta _{1,n}$.
This recurrence relation is also commonly written as
    $xp_{n}(x)=a_{n+1}p_{n+1}(x)+b_{n}p_{n}(x)+a_{n}p_{n-1}(x)$

## Applications

It arises in many areas of mathematics and physics. The case a(n) = 1 is known as the discrete one-dimensional Schrödinger operator. It also arises in:
* The Lax pair of the Toda lattice.
* The three-term recurrence relationship of orthogonal polynomials, orthogonal over a positive and finite Borel measure.
* Algorithms devised to calculate Gaussian quadrature rules, derived from systems of orthogonal polynomials.

## Generalizations

When one considers Bergman space, namely the space of square-integrable holomorphic functions over some domain, then, under general circumstances, one can give that space a basis of orthogonal polynomials, the Bergman polynomials. In this case, the analog of the tridiagonal Jacobi operator is a Hessenberg operator – an infinite-dimensional Hessenberg matrix. The system of orthogonal polynomials is given by
    $zp_{n}(z)=\sum _{k=0}^{n+1}D_{kn}p_{k}(z)$
and $p_{0}(z)=1$. Here, D is the Hessenberg operator that generalizes the tridiagonal Jacobi operator J for this situation. Note that D is the right-shift operator on the Bergman space: that is, it is given by
    $[Df](z)=zf(z)$
The zeros of the Bergman polynomial $p_{n}(z)$ correspond to the eigenvalues of the principal $n\times n$ submatrix of D. That is, The Bergman polynomials are the characteristic polynomials for the principal submatrices of the shift operator.
# Chris Sadrinna

Chris Sadrinna (born 26 February 1975) is an Australian actor, known for Home and Away, Underbelly: A Tale of Two Cities and Garage Days.

## Early life

Sadrinna attended classes with a friend at the Australian Theatre for Young People (ATYP). After auditioning for plays and landing a role, he secured an agent, leading to progressively larger roles.

## Career
### Television

Sadrinna had a recurring role as Brad Armstrong in Home and Away, during 2006 and 2007. In 2009 he appeared alongside former Home and Away co-star Kate Ritchie, playing the five of her character Sally Fletcher. The same, year, he playing a drug dealer named Greg Ollard in the second Underbelly season – Underbelly: A Tale of Two Cities.
Other television guest roles have included Blue Heelers, Heartbreak High, Water Rats and All Saints.

### Film

Sadrinna had a small role alongside Martin Henderson and Paul Mercurio in the 1999 drama film Kick. In 2002, he played Lucy in the film Garage Days (alongside Kick Gurry), and Sean in Ivan Sen's debut feature film Beneath Clouds. Both movies also featured Holly Brisley, his fellow cast member in Home and Away.
In 2009, Sadrinna played Van Mier in American superhero film X-Men Origins: Wolverine, alongside fellow Australian, Hugh Jackman. That same year, he starred as the villain in Australian independent thriller film Bad Bush.

## Personal life

Sadrinna and his wife, screenwriter Mahalia Rimmer have two children, son Asher and daughter Mila.

## Filmography
### Film

| Year | Title | Role | Type |
| 1998 | Thump | Peter | Short film |
| 1998 | Ivan | Ivan | Short film |
| 1999 | Kick | Smithy | Feature film |
| 1999 | First Daughter | Eric Nelson | TV movie |
| 1999 | Monster! | Larry | TV movie |
| 2002 | Beneath Clouds | Sean | Feature film |
| 2002 | Garage Days | Lucy | Feature film |
| 2009 | X-Men Origins: Wolverine | Van Mier | Feature film |
| 2009 | Bad Bush | Weaver | Feature film |
| 2017 | Hitler Lives! | Dorff | Feature film |
| 2022 | Beat | Dealer, Rick | Feature film |

### Television

| Year | Title | Role | Type |
| 1966 | Blue Heelers | Scott Osbourne | TV series, season 3, episode 23: "The Principle of the Thing" |
| 1996; 1997 | Heartbreak High | Andre / Nerd | TV series, 2 episodes |
| 1999; 2000 | BeastMaster | Jem / Paj | TV series, 2 episodes |
| 2000 | Water Rats | Derek Van Hargaan | TV series, season 5, episode 18: "One Good Turn" |
| 2000 | All Saints | David | TV series, season 3, episode 29: "One for the Road" |
| 2006–2007 | Home and Away | Brad Armstrong | TV series, 198 episodes |
| 2009 | Underbelly | Greg Ollard | TV series, 3 episodes |
# Andrew Vallance-Owen

Andrew John Vallance-Owen MBE (born 1951) is a British physician.
Andrew Vallance-Owen received his early education at Epsom College. Vallance-Owen graduated with the degree of MBChB in Medicine from Birmingham University in 1976 where he was President of the Guild of Students 1974-5
Vallance-Owen was Medical Director and Chief Medical Officer of the Bupa Group from 1995 to 2012. He was deputy chairman of the Bupa Foundation from 1998 to 2012. He was chairman of the Department of Health's Patient Reported Outcomes Stakeholder Group from 2009 to 2013.
Andrew Vallance-Owen was Chairman of the Council and Chairman of the Governors of the Royal Medical Foundation of Epsom College from 2009 to 2016. He is Deputy Chairman of Governors of Epsom College in Malaysia
Andrew Vallance-Owen is Chair of the Private Healthcare Information Network and Chief Medical Officer of the Medicover Group and TestCard Limited. He is also a voluntary Senior Advisor to NHS England's Behaviour Change Unit. Recent roles include: Senior Independent Director Royal Brompton and Harefield NHS Foundation Trust, Specialist Medical Advisor to Healthcare UK, UK Trade and Investment and Medical Advisor to 'iamYiam'
Vallance-Owen was awarded the honorary degree of Doctor of the University (DUniv) by Birmingham University in 2012. He was appointed a Member of the Order of the British Empire (MBE) in the 2014 Birthday Honours, for services to healthcare.
# Green seniors

Green seniors refers to elderly or retired people who have an active interest in environmental issues.
The term is believed to have first been publicly used by the European Green Party in the 2005 Declaration of Brussels, and has been subsequently discussed by various Green Parties in Europe without wider uptake as a generic term.
A website called Green Seniors was launched in 2006 to attempt to give the term wider currency and provide a portal specifically for older people to access information and find environmental organisation and campaigns.
# Wiedemannia glaciola

Wiedemannia glaciola is a species of dance flies, in the fly family Empididae.
# Atlanta Empire

The Atlanta Empire are a women's American football team in the Extreme Football League (X League) based in Duluth, Georgia, a suburb of Atlanta. The team is coached and co-owned by Dane Robinson.

## History

The Extreme Football League (X League) was announced in December 2019, as a successor to the Legends Football League (LFL). The announcement included the Empire, a successor to the LFL's Atlanta Steam. The X League's 2020 season was postponed, and the league also did not operate during 2021, amid the COVID-19 pandemic.
The Empire first competed during the 2022 X League season, winning both of their regular season games, over the Austin Sound and Denver Rush. The Empire advanced to the postseason, where they again defeated Austin to advance to the X Cup championship match against the Chicago Blitz. On September 10, the Empire lost to the Blitz, 19–12, in the championship match.
# Robert Körner

Robert Körner (21 August 1924 – 22 June 1989) was an Austrian footballer.

## Club career

Körner played for and captained SK Rapid Wien, and later managed SK Rapid Wien (four times), SV Waldhof Mannheim (as coach), and 1. FC Nürnberg (as co-trainer).

## International career

Körner made his debut for Austria in November 1948 against Sweden and was a participant at the 1954 FIFA World Cup where Austria finished third with his younger brother Alfred. He earned 16 caps, scoring one goal.

## Honours
### Player

* Austrian Football Bundesliga: 1946, 1948, 1951, 1952, 1954, 1956, 1957
* Austrian Cup: 1946
* Zentropa Cup: 1951

### Managerial

* Austrian Football Bundesliga: 1960, 1964
* Austrian Cup: 1961, 1972, 1976
# Shümom language

The Shümom language is an artificial language created by Sultan Ibrahim Njoya. It was developed as a secret language for the use of palace officials, employing a random mix of words from French, English, and German. Each word was assigned a new meaning to create a secret code.
Shümom can be written in the Bamum or Shüpamom script.
# Phan Wait Hong

Phan Wait Hong (1914 – 1 September 2016) was a veteran Peking opera performer in Singapore. Known as the grande dame of Peking opera in Singapore, she received the Cultural Medallion for Chinese Opera in 1992.

## Biography

Phan was born in Shanghai, China. Her father's surname was Zhao, but she followed her mother's surname as a child. Phan started learning Peking opera when she was 9 – 10 years old and went to Singapore at the request of a local opera troupe when she was 14. Phan joined a Singapore troupe and grew prolific as an actress. She started playing leading roles in opera houses and tea houses in Singapore in the late 1930s. By the 1940s and 1950s, after the Japanese occupation, she was touring Malaya and Indonesia with a professional troupe.
Known for her laosheng (old man) roles, Phan made her name with leading roles of Emperor Han Xian Di in Emperor Han Xian Di Plans to Curb Cao Cao’s Power (Chinese: 逍遥津), as well as in Thrashing the Dragon Robe (Chinese: 打龙袍). The actress kept a low profile by the late 1950s, but continued to perform and teach students with several amateur Peking opera troupes. In her latter years, Phan took on the role of laodan (old lady) as well.
Phan was a recipient of the 1992 Cultural Medallion for Theatre/Chinese Opera and was inducted to the Singapore Women's Hall of Fame in 2014.
Phan died on 1 September 2016 of a heart attack.
# Victor Cushwa

Victor Cushwa IV (1925 – August 19, 1991) was a Democratic state senator representing Legislative District 2 in Western Maryland. In his 13 years as a member of the state Senate, he served as majority whip and chairman of the Rules Committee. He also served on the Constitutional and Public Law, Economic Affairs, and Finance committees. In 1989, Cushwa joined several other senators in a filibuster to block an abortion-rights bill, which eventually fell one vote shy of passing.
Governor William Donald Schaefer appointed Cushwa to a five-year term on the state's utility-regulating Public Service Commission in July 1990 after Cushwa resigned from his state Senate seat. About a year after his appointment, Victor Cushwa died from lung cancer at Washington County Hospital in Hagerstown at the age of 66; he continued his duties on the commission until shortly before his death.
Born in Hagerstown, Cushwa served in the Navy in the Pacific during World War II. He graduated from Georgetown University in 1948, and later served for 20 years as production manager of the Cushwa Brick Co. in Williamsport. The Victor Cushwa Memorial Bridge at Sideling Hill in Western Maryland is named in his honor.
# Ramesh Menon (writer)

Ramakrishna Ramesh Menon (born 20 September 1951) is an Indian author.
He has written several literary renderings in modern English prose of classical works from the ancient Hindu tradition.
His books include:
* The Ramayana: A Modern Retelling of the Great Indian Epic (Farrar, Straus and Giroux and HarperCollins India)
* The Mahabharata: A Modern Rendering (two volumes)
* Krishna: Life and Song of the Blue God
* Siva: The Siva Purana Retold
* Devi: The Devi Bhagavatam Retold
* The Bhagavata Purana (two volumes)
* a new translation of the Bhagavad Gita
* twelve-volume retelling of The Complete Mahabharata (as writer and series editor)
– all published by Rupa Publications.
All his main books, apart from the latest Complete Mahabharata series (finished in September 2017), have gone into many reprints in India.

## Early life, education and career

Born in New Delhi, Menon studied at St Xavier's High School and St Stephen's College, where he read history honours (1968–69) and then philosophy honours (1969–70), but left college without taking a degree.
Reading the Bhagavad Gita at this time was a life-changing experience for him. It was the seed from which all his later work emerged.
He developed an informal guru-sishya relationship with the Malayalam novelist O. V. Vijayan, and translated two of his master's novels into English: The Infinity of Grace (Penguin) and Madhuram Gayathi (yet to be published by Vijayan's estate after his death in 2005).
In addition to Delhi, Menon has lived and worked in Bangalore, Chennai, Hong Kong, Jakarta, Kodaikanal and Thiruvananthapuram.

## Critical response

In a starred review, Kirkus Reviews described his Ramayana as "A masterpiece made new for a generation of readers who ought to be very grateful indeed to Menon".
British theatre director Peter Brook called the book A beautiful new rendering of an inexhaustible theme.
His two-volume rendering of The Mahabharata is his most read and reviewed book.
# Gun Hill (film)

Gun Hill is a 2014 American television film directed by Reggie Rock Bythewood and starring Larenz Tate. Produced in 2011, the film was delayed for almost three years until BET announced June 6, 2014, that Gun Hill will premiere on its network on July 2, 2014. The film was produced as a pilot for a possible new drama series on BET.

## Synopsis

A pair of twin brothers take different paths in life: one is an undercover D.E.A. agent and the other is a convicted felon. Trane is a federal narcotics agent with a secret joint-task force. Bird is a recently freed convict who plays by a different set of rules. However, when Trane is murdered, Bird assumes his brother's identity, seeking his brother's murderer and a second chance at life while grappling with morality, fatherhood and love.

## Cast

* Larenz Tate as Trane/Bird Stevens
* Emayatzy Corinealdi as Janelle Evans
* Tawny Cypress as Andrea Logan
* Aisha Hinds as Arlene Carter
* Michael Aronov as Danny Raden
* Phyllis Yvonne Stickney as Marva Stevens
* Shanti Ashanti as Semi Faraj
* Hisham Tawfiq as Captain Sanford
* Daniel Stewart Sherman as Mason
* David J. Cork as Timms
# Robert Reininger

Robert Reininger (born 20 January 1958) is a former professional tennis player from Austria.

## Biography

Reininger, a right-handed player from Linz, was the Austrian junior champion in 1975. He followed it up with a national Under 21s title in 1976, then in 1979 was Austria's Indoor and Outdoor Championships in both singles and doubles.
The top ranked player in Austria in 1979 and 1981, Reininger appeared in seven ties for the Austria Davis Cup team. This included a tie against Great Britain in Bristol and a match against Ilie Năstase in Bucharest.
His only title on the Grand Prix tennis circuit was in the doubles at the Sofia Open in 1980. An unseeded pairing, he partnered with Hartmut Kirchhübel to win the tournament. As a singles player his best performances came in his home event, the Grand Prix tournament held in Linz. He made the quarter-finals twice, in 1981 and 1982.
He now runs an insurance company in Linz.

## Grand Prix career finals
### Doubles: 1 (1–0)

| Result | W/L | Date | Tournament | Surface | Partner | Opponents | Score |
| Win | 1–0 | Dec 1980 | Sofia, Bulgaria | Carpet (i) | Hartmut Kirchhübel | Vadim Borisov Thomas Emmrich | 4–6, 6–3, 6–4 |
# Paw Paw, Indiana

Paw Paw was a community in Richland Township, Miami County, in the U.S. state of Indiana.

## History

Paw Paw was platted in 1847. When the Eel River Railroad was built in Miami County, it was not extended to Paw Paw, and the village became a ghost town.
A post office was established at Paw Paw in 1840, and remained in operation until it was discontinued in 1883.