OpenLLM-France/wikimedia huggingface dataset:
# Malachi Martin (politician)

Malachi Martin (born c. 1822) was the prison warden at Florida's first state penitentiary in Chattahoochee, Florida and a state legislator. He was renowned for barbarity and corruption including the use of prison labor for his personal benefit. Another account blames changing politics for the most horrific accounts. He served as speaker of the Florida House of Representatives. Martin, a Republican, was friends with Samuel Fleischman who consulted with him before being murdered by the Ku Klux Klan.
Malachi was put in charge of Florida's first state prison in 1871. He used prisoners to build houses for his profit and to tend his vineyards. The book The American Siberia; or, Fourteen years' experience in a southern convict camp (1891) by J. C. Powell described the abuse he carried out. After the prisoners were relocated in 1876 to a prison at Raiford, Florida, the prison was renovated for use as Florida State Hospital, where mental patients were incarcerated.
# Donsker classes

A class of functions is considered a Donsker class if it satisfies Donsker's theorem, a functional generalization of the central limit theorem.

## Definition

Let ${\mathcal {F}}$ be a collection of square integrable functions on a probability space $({\mathcal {X}},{\mathcal {A}},P)$. The empirical process $\mathbb {G} _{n}$ is the stochastic process on the set ${\mathcal {F}}$ defined by $\mathbb {G} _{n}(f)={\sqrt {n}}(\mathbb {P} _{n}-P)(f)$ where $\mathbb {P} _{n}$ is the empirical measure based on an iid sample $X_{1},\dots ,X_{n}$ from $P$.
The class of measurable functions ${\mathcal {F}}$ is called a Donsker class if the empirical process $(\mathbb {G} _{n})_{n=1}^{\infty }$ converges in distribution to a tight Borel measurable element in the space $\ell ^{\infty }({\mathcal {F}})$.
By the central limit theorem, for every finite set of functions $f_{1},f_{2},\dots ,f_{k}\in {\mathcal {F}}$, the random vector $(\mathbb {G} _{n}(f_{1}),\mathbb {G} _{n}(f_{2}),\dots ,\mathbb {G} _{n}(f_{k}))$ converges in distribution to a multivariate normal vector as $n\rightarrow \infty$. Thus the class ${\mathcal {F}}$ is Donsker if and only if the sequence $(\mathbb {G} _{n})_{n=1}^{\infty }$ is asymptotically tight in $\ell ^{\infty }({\mathcal {F}})$

## Examples and Sufficient Conditions

Classes of functions which have finite Dudley's entropy integral are Donsker classes. This includes empirical distribution functions formed from the class of functions defined by $\mathbb {I} _{(-\infty ,t]}$ as well as parametric classes over bounded parameter spaces. More generally any VC class is also Donsker class.

## Properties

Classes of functions formed by taking infima or suprema of functions in a Donsker class also form a Donsker class.

## Donsker's Theorem

Donsker's theorem states that the empirical distribution function, when properly normalized, converges weakly to a Brownian bridge—a continuous Gaussian process. This is significant as it assures that results analogous to the central limit theorem hold for empirical processes, thereby enabling asymptotic inference for a wide range of statistical applications.
The concept of the Donsker class is influential in the field of asymptotic statistics. Knowing whether a function class is a Donsker class helps in understanding the limiting distribution of empirical processes, which in turn facilitates the construction of confidence bands for function estimators and hypothesis testing.
# Ioby

Ioby (stylized as ioby, an acronym for "in our backyards") was a US-based civic crowdfunding platform operated by a non-profit 501(c)(3) organization; it was incorporated in 2007 and launched in beta in April 2009.
ioby announced its closure in 2024.
# John Lafayette Camp

John Lafayette Camp (February 20, 1828 – July 16, 1891) was an American lawyer and planter from Texas who served in the Texas state Senate and as a district court judge.
John was born in Jefferson County, Alabama, the son of John and Elizabeth Camp. After graduating from the University of Tennessee in 1848 he moved to Gilmer in Upshur County, Texas. He started a plantation and was admitted to the bar. In 1851 he married Mary Ann Ward, the daughter of a local doctor. The couple would have five children, including John Lafayette, Jr.

## Civil war

Camp entered to Civil War by joining the Confederate States Army. He joined the 14th Texas Cavalry Regiment and was elected Captain of his company. By the end of the war, he was Colonel of the 10th Texas Cavalry, and attached to the Army of Tennessee. He was in actions at Cumberland Gap, Murfreesboro, and Chickamauga. John was wounded and captured twice.

## Political career

In 1866, the first district in Texas elected Camp to the U.S. Congress. However, in the struggle over seating of delegations connected with the Reconstruction, he was not allowed to take his seat. He remained active in Democratic Party politics.
Camp was elected to the Texas State Senate in 1874, and served from 1875 to 1878, when Governor Hubbard appointed him a judge in State district court. He resigned as a judge in 1878 due to poor health.

## Later life

Camp moved to Arizona in 1884, working as a registrar in the land office. But, when the drier climate failed to improve his health, he came back to Texas two years later. He settled in San Antonio, living in his later years with his son, John Lafayette Camp, Jr. He died there in 1891.
Camp County, Texas was named for him after he introduced the Bill in the state Senate that created the county.
# Means Wilkinson

Norman Means Wilkinson (October 26, 1908 – November 11, 1991) was an American politician. He was a member of the Arkansas House of Representatives, serving from 1933 to 1942. He was a member of the Democratic Party.
# João Delgado

João Francisco Ferreira Delgado (born 15 September 1994) is a Portuguese footballer who plays as a midfielder for Nona FC.

## Career
### Early career

Delgado played as part of the academy at União Leiria, before going on to spend time with various clubs in the third-tier of Portuguese football between 2013 and 2016.

### College & Amateur

In 2016, Delgado moved to the United States to play college soccer at Bluefield College in Virginia. In two seasons with the Rams, Delgado made 37 appearances, scoring 21 goals and tallying 5 assists. He was also named Soccer Coaches First Team All-American, finished third in the Appalachian Athletic Conference in goals, and ranked second in the nation in game-winning goals during his junior year of collegiate play.
Delgado also played one season at Lynn University in Florida in 2019. Here he made 19 appearances and finished with 2 assists, as well as Second Team All-SSC honors.
During his time in the United States, Delgado also played in the USL League Two for Myrtle Beach Mutiny and Reading United AC.

### FC Tucson

On 17 February 2021, Delgado signed with USL League One side FC Tucson. He made his debut for Tucson on 8 May 2021, appearing as an 86th-minute substitute during a 1–1 draw with Forward Madison. He score his first goal for the club on 16 May 2021, the club's only goal during a 5–1 loss to Fort Lauderdale CF.
# CITYCOT University

CITYCOT University is in Bosaso, Puntland state of Somalia. It is a non-profit higher education institution.
# Hendrik Lindepuu

Hendrik Lindepuu (born 11 November 1958 in Mõisaküla) is an Estonian translator, poet, and playwright. He has translated mainly from the Polish language.
Lindepuu graduated from high school and began teaching himself Polish from a textbook in 1984. After three years of study, he began publishing translations from Polish into Estonian.
He established his own publishing house, Hendrik Lindepuu Kirjastus, in 2002, due to a lack of interest in translated Polish literature among larger Estonian publishing companies. Since 2003, the publishing house has published over 50 books, including works by Czesław Miłosz, Olga Tokarczuk, and Adam Zagajewski.

## Awards

* 2005: Cross of Merit (Poland)
* 2009 and 2014: Estonian State Cultural Prize
* 2009: Order of Merit of the Republic of Poland
* 2019: Transatlantyk Award

## Selected works

* "Ei haise ega lõhna" (2002; poetry collection)
* "Haisevad ja lõhnavad. Memmed ja taadid. Slavoween" (2002, plays)

## Translations

* Małgorzata Semil, Elżbieta Wysińska, "Tänapäeva teatri leksikon" (with addings by translator). SE & JS, Tallinn 1996, 422 pp
* Stanisław Ignacy Witkiewicz, "Näidendid". Eesti Draamateater 1997, 288 pp
# Henry Overstreet

Henry Clay Overstreet was a member of the Florida House of Representatives from 1862 to 1864 and from 1865 to 1867.
He was born in Emanuel County, Georgia, the son of Daniel Overstreet, and Martha Alberson. He moved to Orlando, Florida in 1856 and to Kissimmee, Florida in 1860.

## Barber–Mizell feud

He was among the belligerents of the Barber–Mizell feud among the Mizells, Barbers, Yateses and Overstreets.
# List of Arizona State University fraternities and sororities

This is a list of Arizona State University fraternities and sororities, organized by their national umbrella organizations. In 2023, the university recognizes more than seventy Greek letter organizations. Six percent of the university's undergraduates, more than 5,300 students, belonged to a fraternity or sorority during the 2020–21 academic year. In the fall of 2022, 8% of the male undergraduate students belonged to a fraternity and 10% of the undergraduate females belonged to a sorority.

## Interfraternity Council

The Interfraternity Council has the following fraternities on campus.
* Acacia
* Alpha Epsilon Pi
* Alpha Kappa Lambda
* Alpha Sigma Phi
* Delta Sigma Phi
* Delta Tau Delta
* Kappa Alpha Order
* Kappa Delta Rho
* Lambda Chi Alpha
* Omega Delta Phi
* Phi Delta Theta
* Phi Gamma Delta
* Phi Kappa Tau
* Phi Kappa Theta
* Pi Kappa Alpha
* Pi Kappa Phi
* Sigma Alpha Epsilon
* Sigma Alpha Mu
* Sigma Nu
* Sigma Pi
* Sigma Tau Gamma
* Theta Chi
* Theta Delta Chi
* Theta Xi
* Zeta Beta Tau

## Multicultural Greek Council

The Multicultural Greek Council has the following members on campus.
* Alpha Phi Gamma (sorority)
* Alpha Pi Omega (sorority)
* Beta Chi Theta (fraternity)
* Delta Chi Lambda (sorority)
* Delta Kappa Delta (sorority)
* Gamma Rho Lambda (sorority) - Founding chapter
* Lambda Sigma Gamma (sorority)
* Phi Sigma Nu (fraternity)
* Sigma Lambda Beta (fraternity)
* Pi Lambda Chi (sorority)
* Sigma Lambda Gamma (sorority)
* Tau Psi Omega (fraternity)

## National Association of Latino Fraternal Organizations

The National Association of Latino Fraternal Organizations has the following members on campus.
* Gamma Alpha Omega (sorority) - Founding chapter
* Gamma Zeta Alpha (fraternity)
* Kappa Delta Chi (sorority)
* Lambda Theta Phi (fraternity)
* Lambda Theta Nu (sorority)

## National Pan-Hellenic Council

The National Pan-Hellenic Council has the following members on campus.
* Alpha Kappa Alpha (sorority)
* Alpha Phi Alpha (fraternity)
* Delta Sigma Theta (sorority)
* Kappa Alpha Psi (fraternity)
* Omega Psi Phi (fraternity)
* Phi Beta Sigma (fraternity)
* Sigma Gamma Rho (sorority)
* Zeta Phi Beta (sorority)

## Panhellenic Council

The Panhellenic Council has the following sororities on campus.
* Alpha Chi Omega
* Alpha Delta Pi
* Alpha Epsilon Phi
* Alpha Omicron Pi
* Alpha Phi
* Chi Omega
* Delta Gamma
* Delta Zeta
* Kappa Alpha Theta
* Kappa Delta
* Kappa Kappa Gamma
* Mu Epsilon Theta
* Phi Sigma Rho
* Pi Beta Phi
* Sigma Kappa
# Günthardt

Günthardt is a Swiss surname. Notable people with the surname include:
* Hansruedi Günthardt (1931–2005), Swiss footballer
* Heinz Günthardt (born 1959), Swiss tennis player
* Markus Günthardt (born 1957), Swiss tennis player
* Rudolf Günthardt (born 1936), Swiss equestrian
# An Antane-Kapesh

An Antane-Kapesh (1926–2004), who also went by the French name Anne(-Marie) André, was an Innu writer and activist from Schefferville, Quebec. She was a chief at Schefferville (Matimekosh) from 1965–1967.
In 1976, she published the autobiographical book Je suis une maudite sauvagesse/Eukuan nin matshimanitu innu-iskueu ("I am a damned savage woman") in a bilingual French-Innu edition. This book, which deals with topics such as loss of hunting territory, the residential school system and police brutality, may have been the first French-language book published by a First Nations woman in Quebec. The publication of books such as this, containing Innu text, has also been cited as an important factor in the cultural revival of the language; an Innu-language press (Éditions Innu) was soon founded and existed until 1993.
Kapesh followed this book with another, Tanite nene etutamin nitassi? / Qu'as-tu fait de mon pays? ("What have you done with my country?") in 1979, discusses colonization of Turtle Island from the perspective of a fictionalized child. In 1981, it was then adapted for stage production by Kapesh and Jose Maillot (who translated her first novel into French). Although her writings would be an inspiration to subsequent Innu writers, they were not well received at the time of publication. According to the publisher, Bernard Assiniwi, Je suis une maudite sauvagesse brought on a negative reaction from the reading public. In addition, subsequent planned volumes in the series were canceled.
# Hiroko Hayashi (singer)

Hiroko Hayashi (林 寛子, Hayashi Hiroko, born 16 October 1959) is a Japanese actress, singer and tarento.

## Biography

Hiroko Hayashi made her TV-drama debut in Tabiji in 1965. She debuted as a singer in 1974.
In 1979, she married Hisao Kurosawa, a film producer whose father was Akira Kurosawa, but later they divorced. They have three children. She also has three grandchildren by her eldest daughter Yu Kurosawa (1982). Her height is 5′ 1″ (1.55 m).

## Filmography
### Television

* Tabiji (1965)
* Akogare (1966)
* Kamen Rider (1971)
* Henshin Ninja Arashi (1972), Kasumi
* Kunitori Monogatari (1973), Akechi Tama
* Ultraman Mebius (2006), Keiko Kuze

### Film

* Tora-san's Dream of Spring (1979), Megumi Takai

## Discography
### Singles

| # | Title | Release Date/Chart Position |
| 1 | Hohoemi (ほほえみ) Debut single | 1974-03-25 (#33) |
| 2 | Hirusagari No Yume (昼下がりの夢) | 1974-06-25 (#71) |
| 3 | Kebyou No Jouzu Na Otokonoko (仮病の上手な男の子) | 1974-09-25 (#70) |
| 4 | Shiroi Madobe (白い窓辺) | 1975-01-10 (#-) |
| 5 | Higure Doki (日暮れどき) | 1975-05-10 (#-) |
| 6 | Sutekina Lovely Boy (素敵なラブリーボーイ) | 1975-09-10 (#31) |
| 7 | Come on Baby (カモン・ベイビー) | 1976-01-10 (#51) |
| 8 | Kiken Gaippai (危険がいっぱい) | 1976-03-25 (#61) |
| 9 | Kini Naruaitsu! (気になるあいつ!) | 1976-08-10 (#88) |
| 10 | Watashi Ga Blue Nisomarutoki (私がブルーにそまるとき) | 1977-01-25 (#67) |
| 11 | Koha O Togibanashi Janaikara (恋はお伽話じゃないから) | 1977-04-25 (#-) |
| 12 | Marionette (マリオネット) | 1977-08-25 (#-) |
| 13 | Fifty-Fifty (フィフティ・フィフティ) | 1978-08-21 (#-) |
| 14 | Hare Nochi Kumori Soshite Aki (晴れのち曇りそして秋) | 2003-11-21 (#-) |
# Lord Charles Somerset

Lord Charles Henry Somerset PC (12 December 1767 – 18 February 1831), born in Badminton, England, was a British soldier, politician and colonial administrator. He was governor of the Cape Colony, South Africa, from 1814 to 1826.

## Early life

Somerset was the second son of Henry Somerset, 5th Duke of Beaufort, and Elizabeth, daughter of Admiral the Hon. Edward Boscawen. He was the brother of Henry Somerset, 6th Duke of Beaufort, General Lord Robert Somerset, Lord Arthur Somerset and Field Marshal FitzRoy Somerset, 1st Baron Raglan.

## Career

Somerset sat as member of parliament for Scarborough between 1796 and 1802 and for Monmouth Boroughs between 1802 and 1813. He served as Comptroller of the Household between 1797 and 1804 and as Joint Paymaster of the Forces between 1804 and 1806 and 1807 and 1813 and was sworn of the Privy Council on 26 April 1797. In 1814 he was appointed Governor of the Cape Colony, a post he held until 1826. The towns of Somerset West and Somerset East in South Africa are named after him.

## Personal life

Somerset married firstly Lady Elizabeth Courtenay (1766–1815), on 7 June 1788, following their elopement. She was the daughter of the 8th Earl of Devon. They had six children:
* Elizabeth Somerset (1790–1872), who married Gen. Hon. Sir Henry Wyndham in 1812.
* Mary Georgiana Somerset (1793–1856), who married Lt-Col. Stirling Freeman Glover in 1833.
* Sir Henry Somerset (1794–1862), a Lieutenant-General.
* Charlotte Augusta Somerset (1799–1864), who married Herbert Cornewall in 1822.
* Charles Henry Somerset (1800–1835), a Lieutenant-Colonel.
* Villiers Somerset (1803–1855), a Reverend who married Frances Dorothy Ley in 1844 and had issue.
After the death of Lady Elizabeth, he married secondly Lady Mary Poulett, daughter of John Poulett, 4th Earl Poulett, on 9 August 1821. They had three children:
* Poulett George Henry Somerset (1822–1875), a Colonel who married Barbara Augusta Norah Mytton, daughter of John Mytton, in 1847. After her death in 1870, he married Emily Moore.
* Mary Sophia Somerset (1823–1869)
* Augusta Anne Somerset (1824–1881), who married Sir Henry Barron, 1st Baronet in 1863.
Somerset died in February 1831, aged 63. His second wife died in June 1860, aged 72.

## Ancestry

Ancestors of Lord Charles Somerset :
# Rama Nand Yadav

Dr. Ramanand Yadav is an Indian politician. He was elected to the Bihar Legislative Assembly six times from Patna East, Danapur and Fatuha (Vidhan Sabha constituency) as the 2020 Member of Bihar Legislative Assembly as a member of the Rashtriya Janata Dal. He is currently Minister of Mines and Geology in Bihar Government.
# Antona suapurensis

Antona suapurensis is a moth of the subfamily Arctiinae. It is found in Venezuela.
# -ol

The suffix –ol is used in organic chemistry principally to form names of organic compounds containing the hydroxyl (–OH) group, mainly alcohols. The suffix was extracted from the word alcohol.
The suffix also appears in some trivial names with reference to oils (from Latin oleum, oil). Examples of this sense of the suffix include phenol, eugenol, urushiol, and menthol.

## Nomenclature

The IUPAC name of alcohols can derive from the following rules:
* Identify the longest carbon chain, and number each carbon. Name the base alkane according to the organic nomenclature rules.
* Identify the hydroxyl group and which carbon it is on. To be alcohol, the -OH must be bonded to a carbon.
* Use the suffix -ol to denote which carbon the alcohol group is on. A three-carbon chain with the -OH on the second carbon would be propan-2-ol. Note that in some instances, common names are better.
* If the -OH is on the end of the chain, or the carbon chain is only 1 or 2, use no number.
* Use standard Greek prefixes to name molecules with two or more -OH groups (di- for 2, and so on).

## Examples

* Methanol
* Ethanol
* Isopropanol
* Phenol
* Erythritol
* Glycol
* t-Butyl alcohol
# David Dryer

David Dryer is an American visual effects artist. He was nominated for an Academy Award in the category Best Visual Effects for the film Blade Runner.

## Selected filmography

* Blade Runner (1982; co-nominated with Douglas Trumbull and Richard Yuricich)
# Mustafa Burak Bozan

Mustafa Burak Bozan (born 23 August 2000) is a Turkish professional footballer who plays as a goalkeeper for Turkish club Gaziantep.

## Career

Bozan is a youth product of Gaziantep, and signed his first professional contract with the club in February 2018. He made his first senior debut with Gaziantep in a 3–0 Turkish Cup win over Turgutluspor on 31 October 2019. He made his professional debut with Gaziantep in a 1–0 Süper Lig win over Hatayspor on 15 May 2021.

## International career

Bozan represented the Turkey U18s once in a friendly 2–1 loss to the Russia U18 in 23 February 2018.
# Khaleda Bahar Beauty

Khaleda Bahar Beauty (born 1 January 1963) is a Bangladesh Awami League politician from Bhola and a former Jatiya Sangsad member from a women's reserved seat.
# Qilan

Qilan (Persian: قيلان) is a village in Vizhenan Rural District of the Central District of Gilan-e Gharb County, Kermanshah province, Iran.

## Demographics
### Population

At the time of the 2006 National Census, the village's population was 415 in 83 households. The following census in 2011 counted 394 people in 92 households. The 2016 census measured the population of the village as 339 people in 93 households. It was the most populous village in its rural district.
# C. C. Coppedge

Charles Clark Coppedge (February 2, 1830 – June 11, 1898) was a Texas ordnance infantry officer and a member of the Texas Legislature.
Coppedge was born in Dickson County, Tennessee. In the 1850s he moved to East Texas along with other members of the Coppedge family, including his brother, William Lindsey Coppedge. He started the first store in the community of Smyrna (Harrison County) in 1855.
In 1862, he enlisted in the 19th Texas Infantry and was elected junior second lieutenant of Company F, serving as such in charge of ordnance for the infantry. Following the war, he was elected to the Texas State Senate in 1865 and served in the Eleventh Texas Legislature.
He was married three times and was the father of 20 children. Many of his descendants still live in the area of East Texas where he lived and served. He died in Ore City, Texas.
# Semporna District

The Semporna District (Malay: Daerah Semporna) is an administrative district in the Malaysian state of Sabah, part of the Tawau Division which includes the districts of Kunak, Lahad Datu, Semporna and Tawau. The capital of the district is in Semporna Town.

## Demographics

According to the last census in 2010, the population of Semporna district is estimated to be around 133,164 inhabitants. As in other districts of Sabah, there are a significant number of illegal immigrants from the nearby southern Philippines, mainly from the Sulu Archipelago and Mindanao.

## Climate

Climate data for Semporna :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Mean daily maximum °C (°F) | 29.6 (85.3) | 29.7 (85.5) | 30.2 (86.4) | 30.9 (87.6) | 31.4 (88.5) | 31.3 (88.3) | 31.3 (88.3) | 31.5 (88.7) | 31.3 (88.3) | 31.2 (88.2) | 30.7 (87.3) | 30.1 (86.2) | 30.8 (87.4) |
| Daily mean °C (°F) | 26.2 (79.2) | 26.3 (79.3) | 26.6 (79.9) | 27.0 (80.6) | 27.3 (81.1) | 27.2 (81.0) | 27.0 (80.6) | 27.1 (80.8) | 27.0 (80.6) | 27.0 (80.6) | 26.8 (80.2) | 26.5 (79.7) | 26.8 (80.3) |
| Mean daily minimum °C (°F) | 22.9 (73.2) | 23.0 (73.4) | 23.1 (73.6) | 23.2 (73.8) | 23.3 (73.9) | 23.1 (73.6) | 22.8 (73.0) | 22.8 (73.0) | 22.8 (73.0) | 22.9 (73.2) | 23.0 (73.4) | 23.0 (73.4) | 23.0 (73.4) |
| Average rainfall mm (inches) | 201 (7.9) | 136 (5.4) | 135 (5.3) | 149 (5.9) | 210 (8.3) | 183 (7.2) | 160 (6.3) | 163 (6.4) | 124 (4.9) | 180 (7.1) | 194 (7.6) | 190 (7.5) | 2,025 (79.8) |
| Source: Climate-Data.org ||||||||||||||

## Gallery

* Semporna Town Mosque.
* Sam Shen Temple.
* Pegagau Bridge.
* Balimbang Asal.
* Gading River.