OpenLLM-France/wikimedia huggingface dataset:
# Eleanor Cripps Kennedy

Eleanor Eliza Cripps Kennedy (1825–1913) was a Canadian businesswoman, musician, artist, and author.

## Biographic information

Born in London, England, on 2 November 1825, Kennedy emigrated to the Red River Settlement (now Manitoba) with her husband William Kennedy in 1861 to establish a mission school for the Church of England. Though they tried to return to England in 1862, they were trapped by a Sioux uprising in Minnesota that prevented them from leaving the province by their intended route. After returning to Red River, the couple imported the second piano to appear in the settlement, on which Kennedy performed. They built the first frame house in Manitoba in 1866, which they called "Maple Grove". Kennedy organized a clothing club during the "severe grasshopper plagues of the later 1860s". Known locally as "The Duchess", she was heavily involved in efforts to open a hospital in the settlement.
The Kennedys were next caught up in the Red River Rebellion in 1869 – Eleanor was said to have personally delivered a letter to Louis Riel asking him to stop the fighting. "Distressing" gossip arose that she had petitioned for the life of Riel and demanded the death of Thomas Scott. She appealed to Robert Machray to address the source of the rumours, her parish priest, from whom she refused to take communion; she threatened to leave the church if this was not done, and Machray had the priest apologize.
After the entrance of the province of Manitoba into Canadian Confederation, Kennedy established a millinery business to import clothing and foodstuffs, which provided the family with financial support while William was stricken with rheumatism. While it was initially successful, "William began stocking inferior products, accepting land deeds and scrip in payment", resulting in its eventual failure. William died in January 1890. Kennedy moved to Virden, Manitoba, where she painted nature works, played organ at the local church, and wrote poetry. She died on 4 October 1913 and was buried in St. Andrews, Manitoba.

## Family

In 1859 she married William Kennedy. They had a son, William Theodore Ballentine, and a daughter, Mary Louisa.
# Electoral district of Salisbury (Queensland)

Salisbury was an electoral district of the Legislative Assembly in the Australian state of Queensland from 1960 to 1992.
It was based on the southern Brisbane suburb of Salisbury, and was created in the 1959 redistribution under the Nicklin government, mostly from areas split from the district of Sherwood.
Salisbury was mostly a safe Labor seat, but was gained by Rosemary Kyburz, a prominent moderate Liberal, in Labor's landslide defeat at the 1974 election, and not regained until 1983 by future Premier Wayne Goss.
It was abolished in the 1991 redistribution and its area was absorbed into the new district of Sunnybank and the existing district of Archerfield.

## Members for Salisbury

| Member | Party | Term |
| Doug Sherrington | Labor | 1960–1974 |
| Rosemary Kyburz | Liberal | 1974–1983 |
| Wayne Goss | Labor | 1983–1986 |
| Len Ardill | Labor | 1986–1992 |
# Elimbari Rural LLG

Elimbari Rural LLG is a local-level government (LLG) of Chimbu Province, Papua New Guinea. The Chuave language is spoken in the LLG.

## Wards

* Monono
* Gogo No.1
* Gogo No.2
* Kuraigure
* Kurere 1
* Kurere 2
* Giriu No.1
* Giriu No.2
* Wangoi
* Kororume No.1
* Kururume
* Yorori
* Pimuri No.2
* Pimuri (Oroma)
* Karaweri No.1
* Karaweri No.2

## Provincial Government Members

The Provincial Government Members (PGM) of Elimbari Rural LLG are:
* Chief Teine Agyonga: 1964-1983
* Dama Sipa: 1983-1988
* Bob Gioga: 1988-1994
* Teimai Timothy Komane: 1994-1999
# Elisabeth Käser

Elisabeth Käser (born 9 March 1951) is a former Swiss slalom canoeist who competed in the 1970s.
She won three medals in the K-1 team event at the ICF Canoe Slalom World Championships with two golds (1975, 1977) and a silver (1973).
She also finished 20th in the K-1 event at the 1972 Summer Olympics in Munich.
# Eivind Aarset

Eivind Aarset (born 23 March 1961) is a Norwegian guitarist who has worked with Ray Charles, Dee Dee Bridgewater, Ute Lemper, Ketil Bjørnstad, Andy Sheppard, Mike Mainieri, Arild Andersen, Abraham Laboriel, Dhafer Youssef, Django Bates, and Nils Petter Molvaer. Aarset is married to Norwegian singer Anne-Marie Giørtz.

## Biography

Aarset has worked with Nils Petter Molvær, Bill Laswell, Jon Hassell, Jan Garbarek, David Sylvian, and Marilyn Mazur.
After several albums for Jazzland, he recorded Dream Logic for ECM (2012), collaborating with Jan Bang and Erik Honoré on the production and timbral design of melodies and soundscapes. His style has been associated with nu jazz and electronic music.
At the 2013 Punkt Festival in Kristiansand, Norway, he accompanied Arve Henriksen, Jan Bang, Erik Honoré, and Ingar Zach, celebrating the release of Narrative from the Subtropics by Jan Bang and Places of Worship by Arve Henriksens, in addition to performing a special "Dream Logic" concert with Jan Bang, Audun Erlien, Wetle Holte and Erland Dahlen.
John Kellman at All About Jazz named Eivind Aarset Dream Logic's appearance at Punktfestivalen, Kristiansand, Norway in September 2013 one of the 25 Best Live Shows of 2013.

## Discography

* Phantasmagoria, or A Different Kind of Journey (2021)
* DARK STAR SAFARI Walk Through Lightly (2021)
* Snow Catches on her Eyelashes (2020)
* Dark Star Safari Bang/Honoré/Aarset/Rohrer (2019)
* Lost River Rabbia/Petrella/Aarset (2019)
* Height of the Reeds Henriksen/Aarset/Bang/French (2018)
* Nordub (2018)
* Atmospheres Hamasyan/Henriksen/Aarset/Bang (2016)
* I.E (2015)
* Dream Logic (2012)
* Live Extracts (2010)
# Eline Tolstoy

Eline Tolstoy, born in 1965, is a distinguished Dutch astronomer recognized for her significant contributions to understanding the formation and evolution of dwarf galaxies through the study of their resolved stellar populations. Educated at the University of Edinburgh and the University of Groningen, where she received her doctorate in 1995, Tolstoy has held postdoctoral positions in Germany and at Oxford University.
Since 2001, she has been affiliated with the University of Groningen, becoming a full professor at the Kapteyn Institute in 2011. Tolstoy's work, which she describes as 'Galactic Palaeontology', aims to shed light on the broader cosmological processes involved in galaxy formation and evolution. Her leadership role in the MICADO instrument project for the European Extremely Large Telescope underscores her prominent position in the field. Tolstoy's excellence in research and teaching has been recognized with several awards, including the 2006 Lecturer of the Year at the Faculty of Mathematics and Natural Sciences in Groningen and the 2007 Pastoor Schmeitsprijs.

## Life and education

Tolstoy grew up in Scotland and gained a BSc (Hons) from the University of Edinburgh in 1988. She studied at Leiden University (doctoral, 1990) and then in 1995, she received her doctorate from the University of Groningen, under the supervision of A. Saha, Piet van der Kruit and Harvey Butcher. The title of her thesis was `Modeling the resolved stellar populations of nearby dwarf galaxies'.

## Post-doctorate career

She worked as an ESA Postdoctoral Fellow, at ST-ECF Garching, Germany (1996–1998), followed by an ESO postdoctoral fellowship, Garching, Germany (1998–2000). She spent a year at Oxford University as Gemini Support Scientist.
She has been working at the University of Groningen since 2001. In 2007, she received a Vici grant from the Netherlands Organization for Scientific Research. She has been a full professor at the Kapteyn Institute of the University of Groningen since 2011.
Tolstoy is the Dutch project leader for the MICADO instrument that accompanies the European Extremely Large Telescope.

## Research interests

Her research interests centre mainly on understanding the formation and evolution of small dwarf galaxies by studying their resolved stellar populations. She is interested to discover what these systems can tell us about larger galaxies and their internal processes and also the clues that they may provide to our cosmological understanding of galaxy formation and evolution; right from the earliest phases up to the present day. This is often called ‘Local Group Cosmology’, or ‘Stellar Archaeology. Tolstoy prefers the term ‘Galactic Palaeontology’

## Awards

She was the 2006 Lecturer of the Year of the Faculty of Mathematics and Natural Sciences in Groningen
She won the 2007 Pastoor Schmeitsprijs, simultaneously with Simon Portegies Zwart.
She gave the 2013 Royal Astronomical Society George Darwin Lecture with the title 'Galactic Archaeology.’
# Fenton Barns, East Fenton and West Fenton

The hamlets of Fenton Barns, East Fenton and West Fenton make up a rural community in East Lothian, Scotland, approximately 20 miles (32 km) east of Edinburgh and close to the settlements of North Berwick, Drem, Dirleton and Gullane.
In addition to various long-established farms, a poultry processing factory, commercial mushroom-growing complex and traditional housing, Fenton Barns has more recently grown into a retail, leisure and industrial zone. Golf and archery are now on offer and the Fenton Barns farm shop presents local gourmet produce. Many local artisans have taken up studio space in the units at the former Drem Airfield.
East Fenton and West Fenton comprise farms and small hamlets of cottages. The main barn of the farm at East Fenton was destroyed in an arson attack in 2003.

## West Fenton

The hamlet of West Fenton lies approximately one mile south of Gullane. The small community is made up of a large farmhouse, adjoining converted steading, a number of semi-detached cottages (originally for farm workers), a modern farm buildings complex, and an expansive livery yard. The redevelopment retained the farm's tall chimney stack which vented the boiler fire for the steam-engine. This provided power for a grain thresher and other machinery. Also in the vicinity is a paintball course and dog agility training area.
The farm itself is made up of some 523 acres (2.12 km$^2$).

## Notable residents

* John Bertram
* George Hope Bertram
# Ferrial Sofyan

Ferrial Sofyan (born 18 January 1949) is an Indonesian politician and former military officer. He has served as a member of the Jakarta Regional People's Representative Council since 2009, and served as the council's speaker between 2009 and 2014 as well as its deputy speaker between 2014 and 2019.

## Biography

Sofyan was born on 18 January 1949, and graduated from the Indonesian Military Academy in 1971. He enrolled at the National Resilience Institute in April 1997, previously having served as commander of the Bengkulu Military District. In 2002, with the rank of major general, he was appointed as experts' coordinator for the Chief of Staff of the Indonesian Army. He would retire from the Armed Forces in 2005.
By 2009, Sofyan had entered politics, being elected into the Jakarta Regional People's Representative Council as part of the Democratic Party and he was appointed as the council's speaker. He was initially appointed as temporary speaker on 25 August 2009, before his official appointment on 11 September 2009. In 2012, Sofyan refused a proposal by then-Vice Governor Basuki Tjahaja Purnama to permit media access to council budgetary meetings. He was also chairman of the Democratic Party's Jakarta branch between 2009 and 2014, and was vice president of the Badminton Association of Indonesia between 2004 and 2008.
Following the 2014 legislative election, Sofyan retained his seat in the council, although he lost the speakership to Prasetyo Edi Marsudi and became deputy speaker instead. He was sworn in as deputy speaker on 26 September 2014. On 20 February 2019, Sofyan was replaced as deputy speaker by fellow Democratic Party councillor Santoso by Democratic Party chairman Susilo Bambang Yudhoyono. Sofyan was absent from Santoso's appointment ceremony. He remained as a councillor following the 2019 election.
# Baiba Indriksone

Baiba Indriksone (22 February 1932 – 14 May 2024) was a Latvian film and stage actress, affiliated with the Latvian National Theatre.

## Life and career

Indriksone was born in Riga on 22 February 1932. She graduated from the Latvian State Conservatory, theatre class, in 1952. Her first role was that of Abelīte in the film Rainis (film) [lv] (1949).
Her last role on a grand stage was in Henrik Ibsen's Peer Gynt directed by Viestur Kairish in 2016.
Indriksone was the widow of film director Aleksandrs Leimanis. She died on 14 May 2024, at the age of 92.

## Awards

* 1956: Medal "For Distinguished Labour"
* 2007: Officer of the Order of the Three Stars
* 2011: A. Amtmanis-Briedīša award for her work in performing arts
# Bainbridge Northeastern Railway

The Bainbridge Northeastern Railway was a railway company in southern Georgia that ran 18 miles (29 km) between Swindell Landing and Mount Royal, USA, starting in 1908. It lasted only two years before it was abandoned.

## History

The railroad company was chartered on September 7, 1907, and incorporated on September 14, 1907, in Atlanta with a capital stock of $200,000 to build a 70-mile long (110 km) line from Bainbridge, Georgia, across the Florida panhandle to the Gulf of Mexico. One of the main incorporators, E. Swindell, also owned a logging railroad called the Georgia Eastern Railway, that was intended to be purchased by Bainbridge Northeastern.
The Bainbridge Northeastern entered receivership in May 1908 because the company was, as its receiver put it, "... so intimately connected with the affairs of E. Swindell & Co." although the ownership of the railroad's infrastructure was still unclear. The appointed receiver was J.M. Wilkinson, who was third vice president of the Georgia and Florida Railway.
The line was built out to about 15 miles (24 km) by 1910.
# El Jaili

El Jaili is a power station located at Garri (80 km N of Khartoum), Sudan. The first unit was commissioned in 2003 and the last in 2007.
It is operated by the National Electricity Corporation of Sudan (NEC).
Garri4 is one of the thermal power plants connected to the national grid, with a total installed capacity of 110 MW (6.9 percent) of the country's total thermal electricity production. Sponge Coke, a byproduct of the Khartoum Refinery, is used to power this Power Plant Project.
# Ilaria Spirito

Ilaria Spirito (born 20 February 1994) is an Italian volleyball player who plays for Chieri '76 as libero with jersey number 5.

## Career
### Clubs

Spirito's career began in 2008 in Albisola, in Serie C, while in the following year she played for Lanterna Volley Genova, in Serie B1. In the 2010–11 season she was signed by Busto Arsizio with whom she played in the Serie B2 championship and then, from the 2012–13 season, in Serie B1. In this period of time she still obtained some sporadic call-ups to the team that plays in Serie A1, where she entered permanently from the 2013–14 season.
For the 2014–15 season, Spirito was part of the team of Club Italia, in Serie A2, where she remained for two years. In the 2016–17 season she returned to the club Busto Arsizio, where she remained for two years, during which it was renamed UYBA.
In the 2018–19 season, Spirito moved to Casalmaggiore, still in Serie A1, and then signed with Club Roma for the 2020–21 season, in Serie A2, with whom she was promoted to the top division, where, in the following championship, she participated with Cuneo Granda. In the 2022–23 season she moved to Chieri '76, still in the top division, with whom she won the WEVZA Cup, the Challenge Cup and, in the following season, the CEV Cup.

### National team

With the under 19 national team, Spirito won the bronze medal at the 2012 Women's Junior European Volleyball Championship.
In 2015, Spirito received her first call-ups to the senior national team, with whom she won gold at the Volleyball Nations League in 2024.

## Awards
### National team

* 2024 Nations League – Gold medal
* 2024 Olympic Games – Gold medal

### Clubs

* 2022 WEVZA Cup – Champion, with Chieri '76
* 2022–23 Challenge Cup – Champion, with Chieri '76
* 2023–24 Women's CEV Cup – Champion, with Chieri '76
# Fermi–Dirac

Fermi–Dirac may refer to:
* Fermi–Dirac statistics or Fermi–Dirac distribution
* Fermi–Dirac integral (disambiguation)
** Complete Fermi–Dirac integral
** Incomplete Fermi–Dirac integral
# Fermi–Dirac prime

In number theory, a Fermi–Dirac prime is a prime power whose exponent is a power of two. These numbers are named from an analogy to Fermi–Dirac statistics in physics based on the fact that each integer has a unique representation as a product of Fermi–Dirac primes without repetition. Each element of the sequence of Fermi–Dirac primes is the smallest number that does not divide the product of all previous elements. Srinivasa Ramanujan used the Fermi–Dirac primes to find the smallest number whose number of divisors is a given power of two.

## Definition

The Fermi–Dirac primes are a sequence of numbers obtained by raising a prime number to an exponent that is a power of two. That is, these are the numbers of the form $p^{2^{k}}$ where $p$ is a prime number and $k$ is a non-negative integer. These numbers form the sequence:
They can be obtained from the prime numbers by repeated squaring, and form the smallest set of numbers that includes all of the prime numbers and is closed under squaring.
Another way of defining this sequence is that each element is the smallest positive integer that does not divide the product of all of the previous elements of the sequence.

## Factorization

Analogously to the way that every positive integer has a unique factorization, its representation as a product of prime numbers (with some of these numbers repeated), every positive integer also has a unique factorization as a product of Fermi–Dirac primes, with no repetitions allowed. For example, $2400=2\cdot 3\cdot 16\cdot 25.$
The Fermi–Dirac primes are named from an analogy to particle physics. In physics, bosons are particles that obey Bose–Einstein statistics, in which it is allowed for multiple particles to be in the same state at the same time. Fermions are particles that obey Fermi–Dirac statistics, which only allow a single particle in each state. Similarly, for the usual prime numbers, multiple copies of the same prime number can appear in the same prime factorization, but factorizations into a product of Fermi–Dirac primes only allow each Fermi–Dirac prime to appear once within the product.

## Other properties

The Fermi–Dirac primes can be used to find the smallest number that has exactly $n$ divisors, in the case that $n$ is a power of two, $n=2^{k}$. In this case, as Srinivasa Ramanujan proved, the smallest number with $n=2^{k}$ divisors is the product of the $k$ smallest Fermi–Dirac primes. Its divisors are the numbers obtained by multiplying together any subset of these $k$ Fermi–Dirac primes. For instance, the smallest number with 1024 divisors is obtained by multiplying together the first ten Fermi–Dirac primes: $294053760=2\cdot 3\cdot 4\cdot 5\cdot 7\cdot 9\cdot 11\cdot 13\cdot 16\cdot 17.$
In the theory of infinitary divisors of Cohen, the Fermi–Dirac primes are exactly the numbers whose only infinitary divisors are 1 and the number itself.
# Federation of International Pitch and Putt Associations

The Federation of International Pitch and Putt Associations (FIPPA) is one of the governing bodies for the pitch and putt in the world, along with the International Pitch and Putt Association (IPPA). It was created in March 2006 by the representatives of 17 national governing bodies and is based in Barcelona, Catalonia.
Members include the pitch and putt unions of Ireland, Great Britain, Catalonia, The Netherlands, Norway, Switzerland, Australia, Chile, Andorra, Germany and the United States. Canada and China are associated members.
FIPPA organizes a World Cup since 2004 and a World Strokeplay Championship since 2009.

## FIPPA Members

FIPPA Members :
| | Member | Web site |
| Andorra | Associació Andorrana de Pitch and Putt (AAPP) | |
| Australia | Australian Pitch and Putt Association (APPA) | http://www.australianpitchandputt.com/ |
| Canada | Canadian Pitch and Putt Association (CPPA) | https://web.archive.org/web/20110128213146/http://www.canadappa.ca/ |
| Catalonia | Associació Catalana de Pitch and putt (FCPP) | https://web.archive.org/web/20151011050034/http://pitchandputt.cat/ |
| Chile | Federación Chilena de Pitch and Putt (FCPP) | |
| China | China Pitch and Putt Association | |
| Germany | Deutscher Pitch & Putt Verband (DPPV) | http://www.dppv.de/ |
| Great Britain | British Pitch and Putt Association (BPPA) | http://www.bppa.org.uk/ Archived 2007-04-04 at the Wayback Machine |
| Ireland | Pitch and Putt Union of Ireland (PPUI) | http://www.ppui.ie/ |
| The Netherlands | Nederlandse Pitch&Putt Bond (NPPB) | http://www.nppb.nl |
| Norway | Norges Pitch & Putt Forbund (NPPF) | http://www.pitch-putt.no/ |
| Switzerland | Schweizerischen Pitch and Putt Verband (SPPF) | http://www.sppf.ch/ |
| United States | US Pitch and Putt Association | |
In 2009, France, Italy, San Marino and Denmark left FIPPA, after the creation of another international association, the International Pitch and Putt Association (IPPA).
# Federation of Internet Solution Providers of the Americas

The Federation of Internet Solution Providers of the Americas (FISPA) is an association of Internet service providers.
FISPA was established in 1996 under the name Florida Internet Solution Providers Association. After expanding beyond the bounds of Florida, the organization was renamed the Federation of Internet Solution Providers of the Americas. FISPA is made up of members dedicated to facilitating smoother online and networked operations. It is based in Matthews, North Carolina, U.S.A.
# Federation of International Sports, Aerobics and Fitness

The Federation of International Sports, Aerobics and Fitness (FISAF) is an international non-profit "umbrella organization" active in over 40 countries and was founded in 1990s. It is self-described as "the largest fitness industry organisation in the world" and "the largest instructor certification agency in the world". The FISAF International Training Course grants certificates of accreditation. Every year, over 20,000 fitness enthusiasts attend FISAF accredited courses and endorsed programs.
FISAF offers core courses in which participants can train to be aerobics instructors or personal trainers. They also offer workshops in other athletic and physical fitness-related activities such as on pilates, kick boxing, yoga, and power walking. Courses are offered for both children and adults.
Besides offering training and accreditation, the Federation of International Sports, Aerobics and Fitness hosts a variety of national-and international-level sports aerobics competitions leading up to an annual World Championship.
FISAF has its strongest presence in Europe, Asia and Oceania. Countries with affiliated organizations include Australia (the "Australian Fitness Network"), China (the "Physical Club"), Netherlands (the "Dutch Championships Aerobics Federation"), Switzerland (the "Swiss Academy of Fitness & Sports") and Finland ("Suomen Voimisteluliitto Svoli")

## World Championships

1993-1994: FISAF founded
FISAF European Sports Aerobics & Fitness Championships 2024
FISAF World Sports Aerobics & Fitness Championships 2024
HIP HOP UNITE World Championships (hip-hop championship it was renamed Hip Hop Unite)
Sport Aerobics and Fitness World Championships
European Championships
9th Sport Aerobics and Fitness World Championships 2007 - Serbia
10th Sport Aerobics and Fitness World Championships 2009 - France

## Members

https://www.fisafinternational.com/countries/ (March 2024)
27 Countries:
Asia (6): RUS-TPE-KOR-MAS-SIN-MDV
Pacific (2): AUS-NZL
Africa (3): MAR-RSA-CIV
Americas (4): MEX-BRA-BAR-TTO
Euro (12): DEN-NED-BEL-FRA-SUI-GER-POL-CZE-ITA-SVK-SRB-ROU
Past (1): IRI (2005-2011)