OpenLLM-France/wikimedia huggingface dataset:
# Zawidowice

Zawidowice may refer to the following places in Poland:
* Zawidowice, Lower Silesian Voivodeship (south-west Poland)
* Zawidowice, Greater Poland Voivodeship (west-central Poland)
# Ian Wace

Ian Gerald Patrick Wace (born January 1963) is a British financier who co-founded Marshall Wace Asset Management, a London-based hedge fund with Paul Marshall in 1997. He and Marshall, along with another hedge fund manager Arpad Busson, co-founded a children's non-profit, Absolute Return for Kids (ARK) in 2001.

## Early life

Ian Gerald Patrick Wace was born in January 1963. His brother Charles Wace is CEO of global television production company Twofour Group. He does not have a college degree; Institutional Investor called him "perhaps the only person without a college degree to ever qualify for the Rich List".

## Career

Wace worked for 11 years at S. G. Warburg & Co., where he became its youngest director ever, at age 25. Rising steadily through the ranks, he was appointed head of European equity sales in 1988, head of proprietary trading in 1993, and head of international trading in 1994. In 1995, he joined Deutsche Morgan Grenfell as its head of equity and derivative trading.
In 1997, he and Paul Marshall co-founded the hedge fund Marshall Wace, which they continue to run together; Wace is the CEO and chief risk officer, and Marshall is the chairman and chief investment officer. In September 2015, they announced a long-term strategic partnership with the private equity firm Kohlberg Kravis Roberts (KKR), which acquired a 24.9% stake in Marshall Wace, which they increased to 29.9% in November 2017.
In 2016, Institutional Investor named Marshall Wace the "best-performing hedge fund in 2015", which manages $22 billion in client money.
According to The Sunday Times Rich List in 2020, Wace is worth £630 million.

## Political activity

Wace donated £300,000 to the Conservative Party in the 2019 United Kingdom general election.

## Personal life

In September 1994, Wace watched his family killed in a road crash in Hampshire. His first wife Joanne, 34, and their two children, four-year-old son Guy and 11-month daughter Alicia were killed. He married Fiona Hardy two years later and had two children Claudia and Luke; they split in 2010. In 2012, he married the model Saffron Aldridge.
In June 2017, he purchased Tanera Mòr, the largest of the Summer Isles off the northwest highlands of Scotland, for £1.7 million, far less than the £2.5 million asking price when it was put on the market in 2013. Wace will oversee a four-year development to Tanera Mòr, which could become an "idyllic retreat capable of hosting up to 60 paying guests".
In 2001, he joined with his partner Paul Marshall and Arpad Busson, another hedge fund manager, to try to address the plight of Romanian orphans in 2001. They founded Absolute Return for Kids (ARK), a children's non-profit.
# Zara Stone

Zara Stone (born April 30, 1989) is a San Francisco-based author and journalist. In 2020, her first book, The Future of Science Is Female: The Brilliant Minds Shaping the 21st Century, was published by Mango Publishing. Local News Matters says it "will STEM the tide of male domination in science." KALW described it as "about projects that women in STEM are working on." It was listed in Women's History Month New Nonfiction for Teens March 2021 by the Seattle Public Library.
Stone lives in San Francisco and has contributed stories, essays and cultural commentary to The Atlantic, The Wall Street Journal, Wired Magazine, Cosmopolitan, The Washington Post, CNN, and more. Her reporting encompasses technology, business, and lifestyle, and the intersection of lookism and criminal justice. Stone is quoted by The San Francisco Chronicle, and her journalism is cited in numerous books. She is a board member of the San Francisco Writers Grotto.
Her second book, a narrative nonfiction account of prison reform, through the lens of beauty, racism, economics, and history, Killer Looks: The Forgotten History of Plastic Surgery in Prison, was published in 2021 by Prometheus Books.
New York Times bestselling author Mary Roach, described Killer Looks: The Forgotten History of Plastic Surgery in Prison, as, "a fascinating, often shocking look inside the American prison system. Expertly and rigorously researched, Killer Looks takes the reader through the little-known practice of testing surgeries on prisoners, the rise and fall of the rehabilitation movement, the surprising economics of lookism, and the ingrained racism at the heart of all of it. Stone writes with compassion and authority. I won't soon forget this book."
The work was praised as extraordinarily detailed and vividly compelling, by ABC News, Late Night Live Australia, and called "bonkers," by Kate Lister, a historian, author of "Whores of Yore", and a podcast producer on History Hit. Since publication, Stone has guest lectured at Stanford University.
# Deep River: The Island

Deep River: The Island is a Canadian zombie comedy film released in 2009. The motion picture was written by George Stuckert and directed by Ben Bachelder. The movie was produced by Ben Bachelder, Clayton Moore, Susan Stuckert-Bachelder, and George Stuckert. The music score was written by Cassidy Bisher, Casino, Richard DeHove, Drop Drop, and Lee Fitzsimmons. It stars Kristopher Bowman, Maia Kaufhold and Jo-Ellen Size. The movie was filmed in Deep River, Ontario, Canada.
The movie was filmed between July 28, 2008 - October 2, 2008. It was released July 28, 2010 at the Action On Film International Film Festival and October 2010 at the Eerie Horror Film Festival.

## Summary

Six friends from a small rural Canadian high school, reunite for the summer and must fight for survival against the undead.

## Cast

* Kristopher Bowman as Sean
* Maia Kaufhold as Jen
* Jo-Ellen Size as Emily
* Mark Von Sell as Aaron
* Robin Dwyer as Jerm
* Andrew Nosek as Trevor
* R.J. Frost as Zombie
* Jessica Pettigrew as Bikini Zombie

### Additional Zombies

* J. Barton
* Gordon Bell
* Katie Bell
* Nicholas Brown
* Dylan Cameron
* Katy Celovsky
* William Clifford
* Jackie McCarthy
* Sean Stanley
* Tiffany-Lee Holmes
* Tyler Holmes
* Joseph Mayberry
# Deep River (David Murray album)

Deep River is an album by David Murray released on the Japanese DIW label in 1988. It features seven quartet performances by Murray with Fred Hopkins, Dave Burrell and Ralph Peterson Jr.

## Reception

The Allmusic review by Brian Olewnick awarded the album 3 stars, stating: "Essential? Perhaps not, but of a piece with his generally strong work from the late '80s and a perfectly enjoyable listen."
Tom Hull wrote that "Murray was already famously prolific, but never more so than during the January 1988 quartet sessions he recorded in New York for Japan's DIW label...The first released has a bit of each and two Africa-themed originals that head elsewhere. They're so consistent they should be wrapped up into a magnificent box set. With Dave Burrell, who repays every second of solo time, Fred Hopkins, and Ralph Peterson Jr."
Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
| The Penguin Guide to Jazz Recordings | |
| Tom Hull | A |

## Track listing

* "Jazz (Is Back)" (Morris) - 7:11
* "Home" - 10:03
* "M'Bizo" - 10:52
* "Theme 2A" - 11:14
* "Dakar Dance" - 5:30
* "Mr. P.C." (Coltrane) - 12:44
* "Deep River" (Traditional) - 5:54
    All compositions by David Murray except as indicated

## Personnel

* David Murray - tenor saxophone
* Dave Burrell - piano
* Fred Hopkins - bass
* Ralph Peterson Jr. - drums
# Dehn twist

In geometric topology, a branch of mathematics, a Dehn twist is a certain type of self-homeomorphism of a surface (two-dimensional manifold).

## Definition

Suppose that c is a simple closed curve in a closed, orientable surface S. Let A be a tubular neighborhood of c. Then A is an annulus, homeomorphic to the Cartesian product of a circle and a unit interval I:
    $c\subset A\cong S^{1}\times I.$
Give A coordinates (s, t) where s is a complex number of the form $e^{i\theta }$ with $\theta \in [0,2\pi ],$ and t ∈ [0, 1].
Let f be the map from S to itself which is the identity outside of A and inside A we have
    $f(s,t)=\left(se^{i2\pi t},t\right).$
Then f is a Dehn twist about the curve c.
Dehn twists can also be defined on a non-orientable surface S, provided one starts with a 2-sided simple closed curve c on S.

## Example

Consider the torus represented by a fundamental polygon with edges a and b
    $\mathbb {T} ^{2}\cong \mathbb {R} ^{2}/\mathbb {Z} ^{2}.$
Let a closed curve be the line along the edge a called $\gamma _{a}$.
Given the choice of gluing homeomorphism in the figure, a tubular neighborhood of the curve $\gamma _{a}$ will look like a band linked around a doughnut. This neighborhood is homeomorphic to an annulus, say
    $a(0;0,1)=\{z\in \mathbb {C} :0<|z|<1\}$
in the complex plane.
By extending to the torus the twisting map $\left(e^{i\theta },t\right)\mapsto \left(e^{i\left(\theta +2\pi t\right)},t\right)$ of the annulus, through the homeomorphisms of the annulus to an open cylinder to the neighborhood of $\gamma _{a}$, yields a Dehn twist of the torus by a.
    $T_{a}:\mathbb {T} ^{2}\to \mathbb {T} ^{2}$
This self homeomorphism acts on the closed curve along b. In the tubular neighborhood it takes the curve of b once along the curve of a.
A homeomorphism between topological spaces induces a natural isomorphism between their fundamental groups. Therefore one has an automorphism
    ${T_{a}}_{\ast }:\pi _{1}\left(\mathbb {T} ^{2}\right)\to \pi _{1}\left(\mathbb {T} ^{2}\right):[x]\mapsto \left[T_{a}(x)\right]$
where [x] are the homotopy classes of the closed curve x in the torus. Notice ${T_{a}}_{\ast }([a])=[a]$ and ${T_{a}}_{\ast }([b])=[b*a]$, where $b*a$ is the path travelled around b then a.

## Mapping class group

It is a theorem of Max Dehn that maps of this form generate the mapping class group of isotopy classes of orientation-preserving homeomorphisms of any closed, oriented genus-$g$ surface. W. B. R. Lickorish later rediscovered this result with a simpler proof and in addition showed that Dehn twists along $3g-1$ explicit curves generate the mapping class group (this is called by the punning name "Lickorish twist theorem"); this number was later improved by Stephen P. Humphries to $2g+1$, for $g>1$, which he showed was the minimal number.
Lickorish also obtained an analogous result for non-orientable surfaces, which require not only Dehn twists, but also "Y-homeomorphisms."
# Huron University (disambiguation)

Huron University may refer to:
* Huron University College, London, Ontario, Canada (founded 1863), a component institution of the University of Western Ontario
* Huron University, Huron, South Dakota, US (1883–2005) a defunct university
* Huron University USA in London, London, England, UK (1989–2008) a defunct university, formerly called "Huron University" (2001–2008)
# Baron Fortescue of Credan

Baron Fortescue of Credan, in the County of Waterford, was a title in the Peerage of Ireland. It was created on 15 August 1746 for John Fortescue Aland. The title became extinct on the death of his son, the second Baron, in 1781.

## Barons Fortescue of Credan (1746)

* John Fortescue Aland, 1st Baron Fortescue of Credan (1670–1746)
* Dormer Fortescue-Aland, 2nd Baron Fortescue of Credan (1723–1781)
# Bjarni Lárusson

Bjarnólfur "Bjarni" Lárusson (born 11 March 1976) is an Icelandic former professional footballer who played as a midfielder for Walsall and Scunthorpe United in the English Football League.
He also played for Hibernian in the Scottish Premier League, where he scored once against Kilmarnock.
# Punch (surname)

The surname Punch may refer to:
* Gary Punch (born 1957), Australian politician
* Jerry Punch (born 1953), American auto racing and college football commentator
* John Punch (slave) (fl. 1630s), supposedly the first official slave in the English colonies
* John Punch (theologian), 1603–1661), Irish Franciscan scholastic philosopher and theologian
* Leon Punch (1928–1991), Australian politician
* Lucy Punch (born 1977), English actress
* Sean Punch (born 1967), Canadian writer and game designer
# Philip Gummett

Philip John Gummett CBE is a British academic administrator.
Philip Gummett graduated from Birmingham University with a B.Sc. in Chemistry in 1969. He graduated from Manchester University with the degrees of M.Sc. and Ph.D.
Gummett was Chief Executive of the Higher Education Funding Council for Wales from 2004 to 2012. While Chief Executive, Gummett drew up a new structure for Wales's universities. The resulting plan led to a series of high-profile mergers of higher education institutions in Wales.
Philip Gummett served as Pro Vice-Chancellor and Director of the PREST (Policy Research in Engineering, Science and Technology) institute at the University of Manchester. He was Professor of Government and Technology Policy at Manchester University. Gummett’s best known academic work is the monograph Scientists in Whitehall (Manchester University Press, 1980).
Professor Gummett was appointed a Commander of the Order of the British Empire in the 2013 Birthday Honours for services to Higher Education in Wales.
# Wu Pau-hsien

Wu Pau-hsien (Chinese: 吳保賢; born February 6, 1980, in Taiwan) is a Taiwanese baseball player who currently plays for Brother Elephants of Chinese Professional Baseball League. He played as short relief pitcher for the Elephants. In 2009, he admitted to match-fixing and were expelled from the team.

## Career statistics

| Season | Team | G | W | L | HD | SV | CG | SHO | BB | SO | ER | INN | ERA |
| 2004 | Brother Elephants | 1 | 0 | 0 | 0 | 0 | 0 | 0 | 2 | 1 | 1 | 0.2 | 13.50 |
| 2005 | Brother Elephants | 36 | 8 | 3 | 0 | 11 | 0 | 0 | 22 | 55 | 14 | 57.0 | 2.21 |
| 2006 | Brother Elephants | 20 | 2 | 2 | 1 | 0 | 0 | 0 | 38 | 45 | 31 | 50.0 | 5.58 |
| 2007 | Brother Elephants | 18 | 1 | 2 | 2 | 0 | 0 | 0 | 27 | 25 | 18 | 37.1 | 4.34 |
| 2008 | Brother Elephants | 31 | 2 | 1 | 4 | 0 | 0 | 0 | 25 | 22 | 11 | 32.2 | 3.03 |
| Total | 5 years | 106 | 13 | 8 | 7 | 11 | 0 | 0 | 114 | 148 | 75 | 177.2 | 3.80 |
# Treasury Board (New Brunswick)

The Treasury Board is the name of a cabinet committee and associated government ministry in the Canadian province of New Brunswick. It was established in the 1970s, following best practices that began in the 1960s in the Canadian federal government with the creation of an independent Treasury Board Secretariat in 1966. It was an independent entity in New Brunswick from 1972 to 1991, when it was merged into the Department of Finance. From 1991 to 2001, all of its functions were exercised by the finance department, until its human and information resource oversight functions were spun off to the Office of Human Resources and the Department of Supply and Services.
It was briefly an independent agency again from 2011 to 2012 and has been since 2016. It was named Board of Management from 1982 to 2016.
| Minister | Term | Administration |
| Chairman of the Treasury Board |||
| Jean-Paul LeBlanc | 1972-1974 | Richard Hatfield |
| Stewart Brooks | 1974-1976 | Richard Hatfield |
| Jean-Maurice Simard | 1976-1982 | Richard Hatfield |
| Chairman of the Board of Management |||
| Harold Fanjoy | 1982-1985 | Richard Hatfield |
| Yvon Poitras | 1985-1987 | Richard Hatfield |
| Gerald Clavette | 1987-1991 | Frank McKenna |
| Minister responsible for the Management Board |||
| Blaine Higgs | 2011-2012 | David Alward |
| President of the Treasury Board |||
| Roger Melanson | 2016-present | Brian Gallant |
# Antoine Martin (writer)

Antoine Martin (1955 – 5 April 2021) was a Spanish-born French writer.

## Biography

Martin was born in 1955 in the Province of Alicante. He began his career as a translator and artist. The author of multiple articles, he also translated works from Spanish into French, such as those by Camilo José Cela, Manuel Chaves Nogales, and Juan Miguel Aguilera. He presented texts on theatre and modeling at the Centre international de poésie Marseille [fr]. In 2008, he wrote La Cape de Mandrake, a collection of short stories. His style has led to comparisons to Gaston Chaissac and Frédéric Valabrègue.
Antoine Martin died on 5 April 2021 at the age of 66.

## Awards

* Prix international Hemingway [fr] (2009)

## Works

* Le Sapeur Pompée et la grande échelle Maryse (1992)
* Rue Pergolese (1992)
* Gloria (1994)
* Histoire de l'humanité : fragments (1997)
* El niño (1998)
* Figurines (2000)
* La Sentinelle du fleuve Niger (2006)
* La Cape de Mandrake : et autres nouvelles (2008)
* Le chauffe-eau : épopée (2012)
* Produits carnés : et autres nouvelles (2014)
* Juin de culasse : odyssée (2014)
* Conquistadores : sitcom (2015)
# Book of Secrets (album)

Book of Secrets is the second album by British metal band Balance of Power. It was released in 1998. Book of Secrets is the first album of the band to feature Lance King on vocals.

## Concept

The album is a thematic album, inspired by The Bible Code, written by Michael Drosnin.

## Production and recording

Book of Secrets was produced and engineered by drummer Lionel Hicks. Recording took place at POD Studios in London, England. It was also mixed by new lead vocalist Lance King, as well as Hicks, at Logic Studios in Minneapolis.

## Original track listing

* "Desert of Lost Souls" – 0:53
* "Walking on Top of the World" – 7:03
* "Book of Secrets" – 7:42
* "When Heaven Calls Your Name" – 6:20
* "It's Not Over (Until It's Over)" – 5:01
* "Do You Dream of Angels" – 5:46
* "Seven Days into Nevermore" – 6:49
* "Miracles and Dreams" – 8:01
* "Stranger Days (To Come)" – 5:40

## Personnel
### Band members

* Lance King – lead vocals
* Pete Southern – guitar
* Bill Yates – guitar
* Ivan Gunn – keyboards
* Chris Dale – bass
* Lionel Hicks – drums

### Additional contributions

* Tony Ritchie – vocals
* Tony O'Hara – vocals
* Rob Brown – narrator

### Production and engineering

* Lionel Hicks – producer, engineer, mixer
* Lance King – mixer
* Crusoe – art design
# Antico Pizza

Antico Pizza Napoletana is a pizzeria located in Atlanta, Georgia. In 2015, it is considered the 7th highest rated pizzeria in the United States by TripAdvisor.

## History

Antico's serves Neapolitan pizza and was originally opened in 2009 as a take out only restaurant located Westside halfway between Georgia Institute of Technology and Atlantic Station. Due to popularity the restaurant expanded to include full service. It is popular among Georgia Tech students.
Antico pizza maker, Luca Varuni, opened his own restaurant in Midtown Atlanta called Varuni-Napoli.
In 2014, Di Palma was under investigation for labor conditions in his pizzeria after accusations of sweatshop conditions. Later, Di Palma reached a settlement out of court that would pay 56 independent contractors and employees of Antico a total of $329,445 for damages and back wages. In a statement after the settlement was reached Di Palma said, "...we have been fully compliant and transparent throughout the labor audit and are thankful the government was reasonable in our meetings to hear our comments and arrive at a fair settlement."
After the unfavorable headlines, Antico's focused on making great food and is recognized as one of the best pizza restaurants in Atlanta.
In 2016, Antico Pizza opened a restaurant in Miami Beach, Florida.
In 2017, Sports Illustrated listed Antico Pizza as one of the "tastiest destinations" in Atlanta.
# Bottlebrush

Bottlebrush may refer to:
* A type of brush intended for cleaning bottles
* Any of several plants commonly known as bottlebrush
** Callistemon, a genus of shrubs and trees from Australia
** Beaufortia, a genus of shrubs from Australia
** Elymus hystrix, a species of grass from eastern North America
** Elymus californicus, a species of grass from California
* Bottlebrush (cave formation)
# Anthophrys

Anthophrys is a genus of moths belonging to the subfamily Tortricinae of the family Tortricidae. The genus was erected by Alexey Diakonoff in 1960.

## Species

* Anthophrys spectabilis Diakonoff, 1960
# Anthonie Cornelis Oudemans

Anthonie (Antoon) Cornelis Oudemans Jzn (November 12, 1858 – January 14, 1943) was a Dutch zoologist. Although he was a specialist in acarology, the study of the ticks and mites, he was often best known for his books on sea monsters and the dodo.
Born in Batavia, Dutch East Indies, he was the son of the noted Dutch astronomer Jean Abraham Chrétien Oudemans and the grandson of the Dutch educator, poet and philologist Anthonie Cornelis Oudemans Sr., after whom he was named. He often used the patronymic "Jzn" (for Jeanzoon) in his publications. A cousin was the entomologist J.T. Oudemans. He was educated at Arnhem and went to the University of Utrecht. He wrote his dissertation on ribbon worms, and in 1885 was appointed director of the Royal Zoological Gardens at The Hague. Oudemans worked on the acari and comprehensively reviewed all literature until 1850 in a series of articles titled Kritisch historisch Overzicht der Acarologie. He described numerous species not only of acari and insects but even a primate species, the black crested mangabey.
1892 saw the publication of Oudeman's The Great Sea Serpent, a study of the many sea serpent reports from the world's oceans. Oudemans concluded that such creatures might be a previously unknown large seal, which he dubbed Megophias megophias. Reception of the volume has been described as respectful but "cold". Bernard Heuvelmans later suggested that The Great Sea Serpent was the root of cryptozoology.
In 1917, he published Dodo-studiën: naar aanleiding van de vondst van een gevelsteen met dodo-beeld van 1561 te Vere, an article on extinct dodo research.
In 1895, Oudemans left The Hague to teach biology in the Frisian city of Sneek. He published several scientific articles in later years. He had married Helena Johanna van de Velde in 1887, but became a widower, and remarried to Aletta Amelia Louise Pilgrim in 1919.
In 1942, he donated the Rijksmuseum van Natuurlijke Historie his important collection of mites (Acari). This collection numbers 5981 slides (1316 species). After his death, the accompanying drawings were bequeathed to the museum as well.
Oudemans died in Arnhem in 1943.
# Paracles uniformis

Paracles uniformis is a moth of the subfamily Arctiinae first described by E. Dukinfield Jones in 1912. It is found in Brazil.
# Paracyrtophyllus excelsus

Paracyrtophyllus excelsus, known generally as the chisos katydid or big bend quonker, is a species of true katydid in the family Tettigoniidae. It is found in North America.
# Borceag

Borceag is a village in Cahul District, Moldova.
# Borcak, Söğüt

Borcak is a village in the Söğüt District, Bilecik Province, Turkey. Its population is 84 (2021).
Isa Sofi in Borcak is an early Ottoman tomb.
# Travis Stevens

Travis Stevens (born February 28, 1986) is an American judoka who competed in the 2008, 2012, and 2016 Summer Olympics. He competes in the men's half-middleweight (−81 kg) division. On August 9, 2016, Stevens became the third American male judoka to win a silver medal in the Olympics.
Stevens also holds a black belt in Brazilian jiu-jitsu under John Danaher and Renzo Gracie, which Danaher awarded on November 19, 2013.

## Judo career

At the 2008 Summer Olympics, he lost to eventual gold medalist Ole Bischof in the third round, before losing to Tiago Camilo in the repechage.
At the 2012 Summer Olympics, he again lost to 2008 gold medalist Ole Bischof, this time in the semi-finals by judges' decision. Stevens was then beaten in the bronze medal match by Canada's Antoine Valois-Fortier.
At the 2016 Summer Olympics, he lost to Khasan Khalmaurzaev (Russia) in the finals, earning a silver medal. On 9 August 2016, he was ranked number 12 in the world in the −81 kg weight class by the International Judo Federation.
Stevens primarily teaches out of FUJI Gym in Wakefield, Massachusetts, which he opened on January 12, 2013.