OpenLLM-France/wikimedia huggingface dataset:
# S. T. Nettey

Samuel Tettey Nettey (1909–2007) was a Ghanaian politician and Civil Servant. He served as Ghana's Commissioner (Minister) for Labour and Social Welfare from 1966 to 1969.

## Early life and education

Nettey was born in Accra on 25 July 1909, to captain Christopher B. Nettey (a founding member of the Accra Hearts of Oak S. C.), and madam Jane K. Tettey-Ashong. He had his early education at the Government Boys' School in Accra from 1916 to 1923. He also held an Intermediate Certificate in Accountancy, after passing the Corporation of Registered Accountants (Glasgow) entrance examination in 1931. In 1949, he was sent to London to attend a Ministry of Labour course, after which he became an associate member of the Institute of Personnel Management.

## Career and politics

In 1937, Nettey took up a job at the Public Works Department. Two years later, he was transferred to the Labour Department which had been established a year earlier. In 1950 he was appointed Labour Officer. He later rose through the ranks to become the Commissioner of Labour (Chief Labour Officer) in 1959. From 1960 to 1963, he was made the representative of the government of Ghana on the International Labour Organisation's governing body. Prior to his appointment as Commissioner for Labour and Social Welfare, he served in various administrative capacities in various firms. Some of which include Shell Ghana Limited, where he served as Personnel Manager. Nettey served as Commissioner (Minister) for Labour and Social Welfare from 1966 to 1969. Tettey was a member of the Ghana Association for the Advancement of Management.

## Personal life

Nettey loved to read, sing, and take pictures at his leisure time. His favourite sports were lawn tennis and football. He was a patron of the Accra Hearts of Oak football team. He died on Wednesday 21 November 2007 at the age of 98.
# Taufa Vakatale

Mereia Taufa Vakatale, O.F. (1 February 1938 – 24 June 2023) was a Fijian politician and educator. She served in the Cabinet of Fiji under the Soqosoqo ni Vakavulewa ni Taukei (SVT) during 1993–1995 and 1997–1999. In 1997, she became Fiji's first female Deputy Prime Minister.

## Biography

Taufa Vakatale was born on 1 February 1938 on Batiki in the Lomaiviti Islands. Her parents were Alanieta Naucukidi and Mosese Vakatale, a Methodist minister. She attended primary school on Gau Island before enrolling in the first cohort of students at Adi Cakobau School, a government boarding school for girls on Fiji's main island, Viti Levu, in 1948. She received the New Zealand School Certificate in 1954. Three years later, she became the first indigenous Fijian girl to pass the New Zealand University Entrance examination and upon graduating from the University of Auckland in 1963, the first Fijian woman to receive a Bachelor of Arts degree.
Vakatale returned to her boarding school, Adi Cakobau, as a teacher. She was the school principal from 1973 from 1979, making her the first indigenous Fijian woman to serve as a secondary school principal. She left the school to become a diplomat in 1980 and became the first indigenous Fijian woman appointed a deputy high commissioner. She held various positions in the civil service, particularly in the field of education, and became Chief Education Officer in 1983.
Vakatale left the civil service in 1990. She ran for election in 1992 under the Soqosoqo ni Vakavulewa ni Taukei (SVT) party ticket; she was elected and won a bid for re-election in 1994. Her win in 1992 made her the first Fijian woman elected as a cabinet minister. She was Minister of Education, Science and Technology from 1993 to 1995, but she was dismissed from her cabinet post in 1995 because, in contrast to the SVT's policies, she opposed French nuclear weapons testing in Moruroa Atoll in French Polynesia. In 1997, she was appointed Deputy Prime Minister and Minister of Education and Technology, and in 1999 she became the first female president of the SVT. Vakatale resigned from the SVT in 2000 in opposition to the coup d'état by i-Taukei nationalists which had removed then-Prime Minister Mahendra Chaudhry from power.
After retiring from politics, Vakatale worked in the private education sector. She was made an Officer of the Order of Fiji in 1996 and was awarded an honorary Doctor of Letters degree by the University of St Andrews in 2009. In 2012, she was selected as a member of the Constitutional Commission headed by Yash Ghai.
Vakatale died on 24 June 2023, at the age of 85.
# Henry Harwood

Admiral Sir Henry Harwood Harwood, KCB, OBE (19 January 1888 – 9 June 1950) was a Royal Navy officer who won fame in the Battle of the River Plate during the Second World War.

## Early life

Following education at Stubbington House School, Harwood entered the Royal Navy in 1904 and specialised in torpedoes. He served in the First World War. In 1919, he served on the battleship HMS Royal Sovereign), 1st Battle Squadron. By 1929 he had been promoted to captain and become the commanding officer of the destroyer HMS Warwick and Senior Officer of the 9th Destroyer Division.
In 1931 and 1932, Harwood attended the Imperial Defence College. Upon completion of the course in March 1932, he became flag captain of the heavy cruiser HMS London whilst at the same time serving as Chief Staff Officer to the Rear-Admiral Commanding the 1st Cruiser Squadron. From July 1934 until 1936, Harwood served on the staff of the Royal Naval War College at Greenwich (HMS President).
In September 1936, Harwood was appointed commodore and given command of the South American Division of the America and West Indies Station, whilst at the same time serving as commanding officer of the cruiser HMS Exeter. At the outbreak of the Second World War, command of HMS Exeter passed to Captain F. S. Bell. Commodore Harwood remained in Exeter until he transferred his pennant to HMS Ajax on 27 August.

## Second World War

Harwood commanded a squadron consisting of the heavy cruisers HMS Cumberland and HMS Exeter, and the light cruisers HMS Achilles and HMS Ajax. He flew his broad pennant in Ajax as his flagship. The squadron was deployed to the South Atlantic against the German pocket battleship Admiral Graf Spee, which was attacking Allied shipping there.
Harwood suspected that Graf Spee would try to strike next at the merchant shipping off the River Plate estuary. With Cumberland being absent for repairs, Harwood deployed his other three cruisers off the estuary on 12 December. In the ensuing Battle of the River Plate on 13 December, Harwood's cruisers were damaged, but so was Graf Spee, which fled to Montevideo in neutral Uruguay. She was scuttled there a few days later. For this action, Harwood was promoted to rear admiral and knighted.
From December 1940 to April 1942, Rear-Admiral Harwood served as a Lord Commissioner of the Admiralty and Assistant Chief of Naval Staff. In April 1942, Harwood was promoted to vice-admiral and Commander-in-Chief, Mediterranean Fleet, and flew his flag at HMS Nile. The command was later split, and he became Commander-in-Chief, Levant, in February 1943, with responsibility for flank support and seaborne supply of the British Eighth Army.
In April 1944, Harwood became Admiral Commanding, Orkneys and Shetlands (HMS Proserpine). He retired on 15 August 1945 with the rank of admiral, having been declared medically unfit for further duty.

## Post-war

Sir Henry Harwood died in Goring-on-Thames in 1950. Harwood Avenue, the main thoroughfare in the town of Ajax, Ontario, was named after him. In the 1956 film, The Battle of the River Plate, Harwood was played by Anthony Quayle.
# Murer

Murer is the surname of:
* Eugène Murer (1841–1906), French pastry chef, author, self-taught painter and collector of impressionist paintings, born Hyacinthe-Eugène Meunier
* Fabiana Murer (born 1981), Brazilian retired pole vaulter
* Franz Murer (1912–1994), Austrian World War II SS non-commissioned officer in charge of the Vilno Ghetto
* Fredi M. Murer (born 1940), Swiss filmmaker
* Henny Mürer (1925–1997), Norwegian choreographer and dancer
* Jos Murer (1530–1580), Zürich poet, topographer, stained glass maker and mathematician
# Three Men in a Boat (disambiguation)

Three Men in a Boat is an 1889 novel by Jerome K. Jerome.
Three Men in a Boat may also refer to:
* Three Men in a Boat (1920 film), a British silent film based on the 1889 novel
* Three Men in a Boat (1933 film), a British film based on the 1889 novel
* Three Men in a Boat (1956 film), a British film based on the 1889 novel
* Three Men in a Boat (1961 film), a German film based on the 1889 novel
* Three Men in a Boat (1975 film), a British television film based on the 1889 novel
* Three Men in a Boat (1979 film), a Soviet two-part musical-comedy miniseries
* Three Men in a Boat (TV series), based on the 1889 novel
# Humber Gardens

The Humber Gardens was a former ice arena in Corner Brook, Newfoundland and Labrador located at 137 O'Connell Drive. It was the first rink in Corner Brook with an artificial ice surface.

## Construction

A new arena for Corner Brook was discussed as early 1944 but the real planning started soon after the opening of the new Grand Falls Stadium and with the planned Memorial Stadium in St. John's. A number of fundraisers were organized by the Humber Gardens Committee and the people of Corner Brook including selling shares in the new rink to the public. The committee lobbied the provincial government for assistance and as a result were given a $100,000 interest-free loan in the fall of 1954. The cornerstone was paid on December 12, 1954, by H. Montgomery Lewin, then general manager of Bowater's operations in Corner Brook and was completed at the end of March 1955. When complete, the new arena could hold over 3,000 spectators.
Jack Marshall was the first president of Humber Gardens in 1955.

## Opening

The first hockey game played in the new arena was an exhibition game between the Grand Falls senior Bees and the Bell Island senior B all-star team. Humber Gardens was officially opened on September 22, 1955.

## Corner Brook Royals

Humber Gardens was the home of the provincial senior hockey's Corner Brook Royals until 1997 when it was replaced by the Pepsi Centre.

## Closure

The former arena was purchased by the Coleman Group of Companies. It is currently occupied by a Coleman's grocery store and an NLC Liquor Store.
# Lemyra boghaika

Lemyra boghaika is a moth of the family Erebidae. It was described by Yuri A. Tshistjakov and Yasunori Kishida in 1994. It is found in the Russian Far East (Khabarovsk and Primorye Provinces) and Korea. It is probably also present in China (where it is expected to occur in Heilongjiang, Jilin and Liaonin).
The length of the forewings is 15–17 mm for males and 20–22 mm for females.
# Taufahema

Taufahema is a surname. Notable people with the surname include:
* Lokoua Taufahema (born 1973), Tongan footballer
* Taunaholo Taufahema (born 1969), Tongan rugby union player
# Henry Behnes

Henry Behnes (c. 1800 – August 1837), later known as Henry B. Burlow, was a British sculptor.

## Life

Born in London, Behnes was the son of a Hanoverian pianoforte-maker and his English wife. He was the younger brother of William Behnes, also a sculptor. Both brothers were influenced in their choice of a profession by the same circumstance. Henry, being a much inferior artist, was honourably anxious to prevent confusion in the public mind, and took the name of Burlowe. The irregularities of William Behnes are considered to have added a strong incentive to this act of repudiation. Henry exhibited at the Academy in 1831–33. He afterwards went to Rome, and was much employed as a bust modeller. He died of cholera in that city in August 1837. According to an account in The Art Journal he was a person 'of sterling character and generous impulses, who sacrificed his life in devotion to those of his friends who had been seized with cholera.' Though 'every way superior to his brother as a man,' he was, says the same writer, 'his inferior as an artist' ... 'the difference in the instant apprehension of form and manipulative power in the two brothers was very remarkable. The composition of the one was hard, piecemeal, and disjointed, while the modelling of the other was rapid, certain, soft, and accurate.' Against this critique may be set the remark of Richard Redgrave: 'He was original in his art and of much promise.'
He died of cholera on 11 September 1837 during an epidemic in Italy while he was on a visit to Rome. He was buried in the Campo Cestio Cemetery at Monte Testaccio in Rome.

## Known works

* Grave of Thomas Houstoun in Carshalton (1828)
* Bust of George Clint RA (1831)
* Bust of John Pye (1831) now in the National Portrait Gallery, London
* Bust of Henry Graves (1831)
* Bust of Richard Hart Davies (1831)
* Tomb of Katherine Noel in Kirkby Mallory (1832)
* Bust of Sir James Mackintosh (1832)
* Bust of Samuel Carter Hall (1833) in Bethnal Green Museum
* Bust of Dr Lushington (1833)
* Bust of Sir Peter Hesketh-Fleetwood (1837)
# Murena

Murena may refer to:

## Comic

* Murena (comic book), Belgian comic book

## Persons

* Carlo Murena, (1713–1764) was an Italian architect of the late-Baroque period active in Rome, Foligno, Perugia, and other towns in central Italy.
* Lucius Licinius Murena (praetor 88 BC), Roman senator
* Lucius Licinius Murena (consul), Roman senator
* Aulus Terentius Varro Murena, Roman senator
* Tony Muréna, (1917 – 1970) was an Italian-born Musette accordionist and jazz composer who lived and worked in France.

## Hardware and software

* Matra Murena, a mid-engined, rear wheel drive sports car that was produced from 1980 through 1983 by the French engineering group Matra
* /e/ (operating system), Murena branded phone
# Nénette

Nénette is a 2010 French documentary film about a 40-year-old female orangutan living in the menagerie of the Jardin des Plantes, (the zoo in Paris, France). The film, directed by Nicolas Philibert presents an intimate portrait of the ape, originally from Borneo, who has spent most of her life in captivity. In accord with the Cinéma vérité style of Philibert's earlier works, the camera rests on Nénette and her son Tübo in their glass-fronted enclosure. We hear the conversations and see the reflections of the zoo visitors in the glass as they regard Nénette, a mother of four who has survived three mates.

## Reception

Nenette has received positive reviews from critics, scoring 83% positive on Rotten Tomatoes, with an average score of 7.6/10. Some positive reviews have praised how the film is shot centred on Nenette and raises questions about her life and captivity. Total Film magazine awarded Nenette 4 stars with reviewer Tom Dawson saying "If the tea-drinking Nénette remains an enigmatic figure, Philibert makes fascinatingly clear how we humans project our own feelings and thoughts onto her". Other good reviews have come from Empire magazine and Sight & Sound.
# How to Make Trouble and Influence People

How to Make Trouble and Influence People (ISBN 0958554927) is a self-published book from 1996 chronicling the history of political pranks and acts of creative subversion in Australia. The book consists of a series of short paragraphs describing incidents, as well as facsimiles of flyers, posters and graffiti. It also includes an interview with Greg Wadley, author of the zine Loser.
The incidents detailed in How to Make Trouble date from the early colonial days to recent times, and include both explicitly political and non-political pranks. They include industrial disputes in the 1920s, recent environmental and anti-war protests, as well as acts of inspired vandalism and detournement. As such, this book can be said to be a testament to the larrikin tradition of Australia, and its numerous manifestations throughout history.
Two sequels were released, How to Stop Whining and Start Living and Revenge of the Troublemaker. Each of these is attributed to the "Question Mark Collective". It is believed that one of the compilers was Iain McIntyre.
Iain McIntyre wrote and edited How to Make Trouble and Influence People: Pranks, Hoaxes, Graffiti, and Mischief-Making around Australia the most widely received installment in the series as well as maybe having edited Revenge of the Troublemaker: How to Make Trouble and Influence People Part 3 this has also led to him being the most, or even only, interviewed person related to these books. This puts him in a unique position to articulate the motive and ethos behind the books’ publications. Iain McIntyre is a writer and radio broadcaster from Melbourne, he has been involved in activism from the 1980s and still takes part in actions today. He has written and edited many books and pamphlets about Australia's history and subversive cultures. McIntyre has also played several bands.
Copies of these books may possibly be found in anarchist and countercultural bookshops in Australia.
The book influenced the production of the ABC Radio Background Briefing program on Culture Jamming: How to Make Trouble and Influence People, broadcast in 1998 and also featured in Head Space No 4, the Australian Broadcasting Corporation's monthly Arts and Culture Magazine.
A collected and expanded version of all three of the original publications, How to Make Trouble and Influence People: Pranks, Hoaxes, Graffiti and Mischief-making from Across Australia (ISBN 9780980415117) was collated by Iain McIntyre and Breakdown Press for release in October 2009. The 276-page book includes expanded historical listings, over 300 photographs and 14 interviews with Australian trouble makers.
# Lennon Greggains

Lennon Greggains (born 20 January 1999) is a Welsh rugby union player who plays for the Dragons as a flanker.
Greggains made his debut for the Dragons in 2017 having previously played for the Dragons academy, Cross Keys RFC and Newport RFC.
# May O'Donnell

May O'Donnell (May 1, 1906 – February 1, 2004) was an American modern dancer and choreographer.
Born in Sacramento, California, May O'Donnell studied dance in San Francisco with Estelle Reed and performed in Reed's company before moving to New York City to study with Martha Graham. O'Donnell was a member of the Martha Graham Dance Company from 1932 until 1938.
In 1939, she returned to California and, with her husband, the composer Ray Green, and another former Graham dancer, Gertrude Shurr, founded the San Francisco Dance Theater. In 1941, O'Donnell joined creative forces with Jose Limon in a dance duo until 1942. She worked with the Graham Company again from 1944 to 1952 as a guest artist, at which time she created several roles notably the Pioneering Woman in "Appalachian Spring", Attendant in "Herodiade" (1944), She of the Earth in "Dark Meadow" (1946), and Chorus in "Cave of the Heart" (1946). In the mid-1940s she established the O'Donnell-Shurr Modern Dance Studio with Gertrude Shurr and continued the development of her own dance repertory.
Throughout her career O'Donnell created 50 documented dances, from 1937 to 1988. Notably, in 1943 O'Donnell choreographed a modern-dance classic, "Suspension", a thirteen-minute composition. The dance was inspired by her memory of seeing a plane below the hilltop on which she was standing in wartime California. That work was best explained, she felt, by T. S. Eliot's observation in Four Quartets that "At the still point of the turning world . . . . there the dance is." She often included T. S. Eliot's words in the program notes. In the piece, dancers moved slowly amid large boxes under a turning mobile.
O'Donnell retired from performing in 1961, but continued to choreograph through 1988.
O'Donnell was also an important teacher who counted Robert Joffrey, Ben Vereen, Cora Cahan, and Gerald Arpino among her students. She is known for an original dance technique that has influenced generations of modern dancers. In 1974 the May O'Donnell Concert Dance Company was formed and located at the May O'Donnell Modern Dance Center at 429 Lafayette Street in New York City. There, O'Donnell and her staff taught the May O'Donnell Dance Technique until the studio was sold in the 1980s.
O'Donnell died in Manhattan at the age 97 in 2004.
In 2005, her biography, May O'Donnell: Modern Dance Pioneer, was published by Marian Horosko.
# SACOM

* Japanese corporation System Sacom
* Students & Scholars Against Corporate Misbehaviour
# Tasu

Tasu or Tassoo, also Old Tasu or Old Tasu Townsite, was an iron and copper (w/ precious metal sweeteners) open pit and underground mining operation and townsite located on the south shore of Tasu Sound in west-central Moresby Island in the Haida Gwaii of the North Coast of British Columbia, Canada. It ran from 1918 until the early 1980s, with the townsite growing full size in the early 1960s. The early iron mine was owned and worked by Japanese miners, with the mine finishing operation as Wesfrob Mine, owned by Falconbridge Nickel Mines.
The Phyllis Cormack, a seiner, pulled into Tasu on its 1969 Greenpeace run to the Amchitka nuclear test.
# Summability kernel

In mathematics, a summability kernel is a family or sequence of periodic integrable functions satisfying a certain set of properties, listed below. Certain kernels, such as the Fejér kernel, are particularly useful in Fourier analysis. Summability kernels are related to approximation of the identity; definitions of an approximation of identity vary, but sometimes the definition of an approximation of the identity is taken to be the same as for a summability kernel.

## Definition

Let $\mathbb {T} :=\mathbb {R} /\mathbb {Z}$. A summability kernel is a sequence $(k_{n})$ in $L^{1}(\mathbb {T} )$ that satisfies
* $\int _{\mathbb {T} }k_{n}(t)\,dt=1$
* $\int _{\mathbb {T} }|k_{n}(t)|\,dt\leq M$ (uniformly bounded)
* $\int _{\delta \leq |t|\leq {\frac {1}{2}}}|k_{n}(t)|\,dt\to 0$ as $n\to \infty$, for every $\delta >0$.
Note that if $k_{n}\geq 0$ for all $n$, i.e. $(k_{n})$ is a positive summability kernel, then the second requirement follows automatically from the first.
With the more usual convention $\mathbb {T} =\mathbb {R} /2\pi \mathbb {Z}$, the first equation becomes ${\frac {1}{2\pi }}\int _{\mathbb {T} }k_{n}(t)\,dt=1$, and the upper limit of integration on the third equation should be extended to $\pi$, so that the condition 3 above should be
$\int _{\delta \leq |t|\leq \pi }|k_{n}(t)|\,dt\to 0$ as $n\to \infty$, for every $\delta >0$.
This expresses the fact that the mass concentrates around the origin as $n$ increases.
One can also consider $\mathbb {R}$ rather than $\mathbb {T}$; then (1) and (2) are integrated over $\mathbb {R}$, and (3) over $|t|>\delta$.

## Examples

* The Fejér kernel
* The Poisson kernel (continuous index)
* The Landau kernel
* The Dirichlet kernel is not a summability kernel, since it fails the second requirement.

## Convolutions

Let $(k_{n})$ be a summability kernel, and $*$ denote the convolution operation.
* If $(k_{n}),f\in {\mathcal {C}}(\mathbb {T} )$ (continuous functions on $\mathbb {T}$), then $k_{n}*f\to f$ in ${\mathcal {C}}(\mathbb {T} )$, i.e. uniformly, as $n\to \infty$. In the case of the Fejer kernel this is known as Fejér's theorem.
* If $(k_{n}),f\in L^{1}(\mathbb {T} )$, then $k_{n}*f\to f$ in $L^{1}(\mathbb {T} )$, as $n\to \infty$.
* If $(k_{n})$ is radially decreasing symmetric and $f\in L^{1}(\mathbb {T} )$, then $k_{n}*f\to f$ pointwise a.e., as $n\to \infty$. This uses the Hardy–Littlewood maximal function. If $(k_{n})$ is not radially decreasing symmetric, but the decreasing symmetrization ${\widetilde {k}}_{n}(x):=\sup _{|y|\geq |x|}k_{n}(y)$ satisfies $\sup _{n\in \mathbb {N} }\|{\widetilde {k}}_{n}\|_{1}<\infty$, then a.e. convergence still holds, using a similar argument.
# TLN-Europa

TLN-Europa, Ltd., is a Croatian independent record label and a film and video production company based in Zagreb. It's founded by Davor Sučić, better known as Sejo Sexon, a Bosnian rock and roll musician and a bandleader of Zabranjeno pušenje.

## Released albums
### Zabranjeno pušenje

* Nikad robom, vazda taxijem (1996)
* Srce, ruke i lopata (1998)
* Agent tajne sile (1999)
* Male priče o velikoj ljubavi (1999, original release in 1989)
* Bog vozi Mercedes (2001)

### Elvis J. Kurtović

* Sve najbolje od... - Hitovi '83-'88 (1996)