OpenLLM-France/wikimedia huggingface dataset:
# HD 73526 c

HD 73526 c is an extrasolar planet orbiting about 97 million miles (1.05 AU) away from its parent star. Based on its mass, this planet is likely to be a gas giant. At the distance this planet orbits from its star, which is more luminous than the Sun, HD 73526 c would receive insolation 84% that of Venus.
HD 73526 c is in a 2:1 orbital resonance with HD 73526 b. Every time planet b goes around its sun twice, planet c goes around once, a similar configuration to planets b and c of the Gliese 876 system.
# HD 5319 b

HD 5319 b is a gas giant exoplanet discovered in 2007 in the constellation of Cetus. This planet has a minimum mass nearly two times that of Jupiter. The planet has an almost circular orbit, with an eccentricity of only 0.02 and a period of 641 days. An additional planet in the system was discovered in 2015 and may be in a 4:3 mean motion resonance with planet b.
# Anaktorio

Anaktorio (Greek: Ανακτόριο) is a former municipality in Aetolia-Acarnania, West Greece, Greece. Since the 2011 local government reform it is part of the municipality Aktio-Vonitsa, of which it is a municipal unit. The municipal unit has an area of 214.112 km$^2$. The municipal unit is mainly flat and has a total population of 7,534 residents according to the 2021 census, more than half of which are found in the town of Vonitsa.

## Subdivisions

The municipal unit Anaktorio is subdivided into the following communities (constituent villages in brackets):
* Vonitsa (Vonitsa, Aktio, Nea Kamarina)
* Agios Nikolaos Vonitsis
* Drymos (Drymos, Petra)
* Thyrio (Thyrio, Gourgouvli)
* Monastiraki (Monastiraki, Korpi)
* Paliampela
# Ampelocalamus

Ampelocalamus is a genus of Asian bamboo in the grass family). It is found mostly in Southern China, with some species in the eastern Himalayas and northern Indochina.

## Species

* Ampelocalamus actinotrichus
* Ampelocalamus breviligulatus
* Ampelocalamus calcareus
* Ampelocalamus hirsutissimus
* Ampelocalamus luodianensis
* Ampelocalamus melicoideus
* Ampelocalamus mianningensis
* Ampelocalamus microphyllus
* Ampelocalamus naibunensis
* Ampelocalamus patellaris
* Ampelocalamus saxatilis
* Ampelocalamus scandens
* Ampelocalamus yongshanensis
# Ampelocera

Ampelocera is a genus of low- to mid-elevation rainforest trees of the family Ulmaceae that occur from Mexico to Brazil.
Species include:
* Ampelocera albertiae Todzia
* Ampelocera crenulata Urb.
* Ampelocera cubensis Griseb.
* Ampelocera edentula Kuhlm.
* Ampelocera glabra Kuhlm.
* Ampelocera hondurensis Donn.
* Ampelocera hottlei (Standl.) Standl.
* Ampelocera latifolia Ducke
* Ampelocera longissima Todzia
* Ampelocera macphersonii Todzia
* Ampelocera macrocarpa Forero & A.H. Gentry
* Ampelocera pubescens C.V. Morton
* Ampelocera ruizii Klotzsch
* Ampelocera verrucosa Kuhlm.
# Amna Nurhusein

Amna Nurhusein is the minister of health in Eritrea. She was elevated to this position in 2009. She served as the minister of tourism between 2001 and 2009.
# 2013 Fiji National Football League

The 2013 Fiji National Football League was the 37th season of the Fiji National Football League organized by the Fiji Football Association since its establishment in 1977.

## Standings

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts | Qualification or relegation |
| 1 | Ba FC (C) | 18 | 13 | 2 | 3 | 58 | 14 | +44 | 41 | 2013–14 OFC Champions League |
| 2 | Nadi FC | 18 | 12 | 1 | 5 | 32 | 16 | +16 | 37 | 2013–14 OFC Champions League |
| 3 | Suva FC | 18 | 11 | 2 | 5 | 59 | 19 | +40 | 35 | |
| 4 | Lautoka FC | 18 | 8 | 7 | 3 | 38 | 23 | +15 | 31 | |
| 5 | Labasa FC | 18 | 9 | 3 | 6 | 29 | 20 | +9 | 30 | |
| 6 | Rewa FC | 18 | 9 | 3 | 6 | 29 | 21 | +8 | 30 | |
| 7 | Navua FC | 18 | 8 | 3 | 7 | 32 | 22 | +10 | 27 | |
| 8 | Nadroga FC | 18 | 5 | 3 | 10 | 21 | 27 | −6 | 18 | |
| 9 | Tavua FC (R) | 18 | 1 | 1 | 16 | 15 | 85 | −70 | 4 | Relegation to the 2014 Fiji Senior League |
| 10 | Savusavu FC (R) | 18 | 0 | 3 | 15 | 11 | 77 | −66 | 3 | Relegation to the 2014 Fiji Senior League |
# 2012 South Florida Bulls football team

The 2012 South Florida Bulls football team represented the University of South Florida (USF) in the 2012 NCAA Division I FBS football season. The Bulls played their home games at Raymond James Stadium in Tampa, Florida. The 2012 season was the 16th season overall for the Bulls and their 8th season as a member of the Big East Conference. This was Holtz's third and final year at USF; USF fired Holtz at the conclusion of the season. They finished the season 3–9, 1–6 in Big East play to finish in last place. This season saw the Bulls win their fewest games in program history (3).

## Schedule

| Date | Time | Opponent | Site | TV | Result | Attendance |
| September 1 | 7:00 p.m. | Chattanooga* | Raymond James StadiumTampa, FL | ESPN3 | W 34–13 | 41,285 |
| September 8 | 3:30 p.m. | at Nevada* | Mackay StadiumReno, NV | CBSSN | W 32–31 | 22,804 |
| September 13 | 7:30 p.m. | Rutgers | Raymond James StadiumTampa, FL | ESPN | L 13–23 | 44,219 |
| September 22 | 4:30 p.m. | at Ball State* | Scheumann StadiumMuncie, IN | ESPN3 | L 27–31 | 16,397 |
| September 29 | 6:00 p.m. | No. 4 Florida State* | Raymond James StadiumTampa, FL | ESPN | L 17–30 | 69,383 |
| October 6 | 12:00 p.m. | at Temple | Lincoln Financial FieldPhiladelphia, PA | Big East Network | L 28–37 | 25,796 |
| October 20 | 3:30 p.m. | at No. 14 Louisville | Papa John's Cardinal StadiumLouisville, KY | ABC | L 25–27 | 50,167 |
| October 27 | 7:00 p.m. | Syracuse | Raymond James StadiumTampa, FL | ESPN3 | L 36–37 | 38,562 |
| November 3 | 7:00 p.m. | Connecticut | Raymond James StadiumTampa, FL | ESPNU | W 13–6 | 36,180 |
| November 17 | 3:00 p.m. | at Miami (FL)* | Sun Life StadiumMiami Gardens, FL | FSF | L 9–40 | 38,869 |
| November 23 | 7:00 p.m. | at Cincinnati | Nippert StadiumCincinnati, OH | ESPN | L 10–27 | 21,171 |
| December 1 | 7:00 p.m. | Pittsburgh | Raymond James StadiumTampa, FL | ESPN2 | L 3–27 | 35,141 |
| *Non-conference gameHomecomingRankings from Coaches' Poll released prior to the gameAll times are in Eastern time |||||||
# Amy Morrison (disambiguation)

Amy Morrison is an actress.
Amy Morrison may also refer to:
* Amy Morrison, character in Alex in Wonderland
* Amy Morrison (soccer), player for Butler Bulldogs women's soccer
# Dordrecht Reformed Church

The Dordrecht Reformed Church is the 70th oldest congregation in the Dutch Reformed Church and the 16th oldest congregation in the Synod of Eastern Cape, although it is the 71st and 17th, respectively, to have been founded, because it moved up a place due to the merger of the NG congregation Middelburg with the Middelburg-Uitsig Reformed Church in 2010. The center of the congregation is the town of Dordrecht, Eastern Cape.

## Ministers

* Carel Trappes Scholtz, August 1861–1863
* E.Z.J. de Beer, September 1864–1878
* D.J.J. van Velden, August 1878–1888
* W.A. Alheit, 22 September 1888 – 7 January 1894
* D.S. Botha, September 1894 – January 1898
* Johannes Francois Marais, 23 March 1899–1921 (emeritus)
* John Foster van Wyk, 1920–1938
* Ruben Daniel Rens, 20 February 1925–1926
* Constantin Andreas Beyers, 1928 – 25 July 1946 (died in office)
* Daniel Jacobus Retief, 1944–1945
* Johan Gregorius Bezuidenhoud, 1947–1950
* Jan Theunis Schutte, 5 May 1951–1960
* Hendrik Schalk Theron, 1961–1967
* Hugo Olivier Pienaar, 6 April 1968 – 19 November 1971
* Frans Engelbrecht van der Merwe, 1972–1976
* Johannes Matthys Burger, 1977–1983
* Evert (Hansie) Gerhard Johannes de Graaff Schutte, 25 February 1983 – 23 September 1990
* Christoffel (Christoff) Koch, 18 January 1991 – 2002
* Dirk Cornelius Klynsmith, 2002–2006
* Johan Stephanus Marais, 2007–2009
* Pieter Johannes Retief, 2009 – present
# Desmond O'Donnell

Desmond Hillary O'Donnell (7 October 1921 – 18 January 1992) was a New Zealand rugby union player. A prop, O'Donnell represented Wellington at a provincial level from 1945 to 1951. He played for the New Zealand national side, the All Blacks, in one match, the second test against the touring Australian team in 1949.
# Honganoor

Honganoor is a village in the southern state of Karnataka, India. It is located in the Chamarajanagar taluk of Chamarajanagar district in Karnataka.

## Demographics

As of 2001 India census, Honganoor had a population of 6757 with 3426 males and 3331 females.
# Central African Republic at the 2017 World Aquatics Championships

The Central African Republic competed at the 2017 World Aquatics Championships in Budapest, Hungary from 14 July to 30 July.

## Swimming

Central African Republic has received a Universality invitation from FINA to send a female swimmer to the World Championships.
| Athlete | Event | Heat | Heat | Semifinal | Semifinal | Final | Final |
| Athlete | Event | Time | Rank | Time | Rank | Time | Rank |
| Chloe Sauvourel | Women's 50 m freestyle | 35.04 | 83 | did not advance | did not advance | did not advance | did not advance |
# Dahivali, Ratnagiri

Dahivali is a small village in Ratnagiri district, Maharashtra state in Western India. The 2011 Census of India recorded a total of 465 residents in the village. Dahivali's geographical area is approximately 726 hectares (1,790 acres).
# Marian Noel Sherman

Marian Noel Sherman (nee Bostock, 25 December 1891 – 18 August 1975), was an English-born Canadian physician and humanist.

## Early life

Marian Noel Bostock was born in Christmas Day 1891 in Epsom, the eldest daughter of Hewitt Bostock and Lizzie Jean McCombie Cowie Bostock. Her father was a publisher and politician, who served in both houses of the Canadian legislature. She spent her childhood on Vancouver Island, and at the Bostock family ranch in Kamloops. She returned to England at age 15 to complete her education at Prior's Field. She gained her medical qualifications at the London School of Medicine in 1917, and became a fellow of the Royal College of Surgeons in 1921.

## Career

Marian Bostock served as an acting house physician at the Queens Hospital for Children in Hackney, and as house surgeon at St. George's Hospital in London, during World War I. She went to India as a medical missionary after the war, and worked as a doctor in India from 1922 to 1934, including a stint as surgeon and medical officer at the Duchess of Teck Hospital in Patna. The experience brought her, in time, from her Anglican upbringing to atheism: "I found it hard – finally impossible – to believe in a God of love when I saw the sufferings of the women of India", she explained later.
After retiring to Canada, she was active in various causes, including mental health, women's rights, and peace. She was a public atheist, frequently consulted for positions and quotations by the Canadian press. She helped to found the Victorian Humanist Fellowship in 1956, and as president organized lectures and participated in presentations. In 1968 she was one of the founders of the Humanist Association of Canada. She was named Canadian Humanist of the Year in 1975.

## Personal life

In 1928, Marian Noel Bostock married Victor Sherman, a Canadian bank manager she met in India. She became stepmother to Sherman's daughter, Ruth, from a previous marriage. The couple retired to Victoria, British Columbia in 1936. Sherman was widowed in 1960, and died in 1975, aged 83 years, in British Columbia. Her papers are in the British Columbia Archives.
# Nebularia eremitarum

Nebularia eremitarum (common name: adusta mitre) is a species of sea snail, a marine gastropod mollusk in the family Mitridae, the miters or miter snails.

## Description

The shell size varies between 38 mm and 86 mm

## Distribution

This species is distributed in the Red Sea and in the Pacific Ocean along Fiji, Papua New Guinea and the Philippines.
# Fashion Monster

Professional ratings :
| Review scores ||
| Source | Rating |
| Rolling Stone Japan | |
"Fashion Monster" (ファッションモンスター, Fasshon Monsutā) is the third physical single by Japanese pop singer Kyary Pamyu Pamyu. The single is Halloween themed, and was released October 17, 2012. The song was used in commercials for G.u. Kyary re-released the single through Sire Records in the United States on April 30, 2013.

## Track listing

All tracks are written by Yasutaka Nakata

## Charts

| Chart (2012) | Peak position |
| Japan Oricon Daily | 3 |
| Japan Oricon Weekly | 5 |
| Japan Billboard Hot 100 | 2 |
| Japan Billboard Hot Singles Sales | 5 |
| Japan Billboard Hot Top Airplay | 1 |
| Japan Billboard Adult Contemporary Airplay | 1 |
| U.S. Billboard Top World Albums | 8 |

## Personnel

Credits adapted from liner notes.
* Yasutaka Nakata – written, arranged, produced, recorded, mixed, mastered
* Steve Nakamura – art director, designer
* Shinji Konishi – hair, make-up
* Takeshi Hanzawa – photographer
* Kumiko Iijima – stylist
* Chihiko Kameyama – prop decorator
# Bob Shillinglaw

Robert Shillinglaw (born 1953) is an American lacrosse coach, noteworthy for having been the head coach of the University of Delaware Mens Lacrosse team since 1978. His record in 40 years of coaching at the college level is 305-273. Shillinglaw, former Army and Cortland State coach Jack Emmer, as well as former Penn State coach Glenn Thiel are the only coaches in NCAA lacrosse history to coach 500 games.
Born in Annapolis, Maryland, Shillinglaw was a star athlete at Severna Park High School and earned a spot at University of North Carolina playing lacrosse.
He is the coach with the most wins in Delaware's 60-year lacrosse history. He coached his 1984, 1999, 2005, 2007, 2010 and 2011 teams to NCAA Tournament appearances, including the 2007 Final Four appearance, and led his 1979 squad to a 13-2 mark and was named USILA Coach of the Year.
In 2007, Shillinglaw led the University of Delaware Mens Lacrosse team to its finest season with a 13-6 overall record capturing the Colonial Athletic Association Tournament title and making its first ever NCAA Final Four appearance. On May 26, 2007 the Delaware team lost in the semi-final round to Johns Hopkins University by a score of 8-3 at M&T Bank Stadium in Baltimore, Maryland, the lowest scoring semi-final game in NCAA history, before 52,004 fans.
Currently he resides in Elkton, Maryland, and is an assistant professor at the University of Delaware.
As of February 4, 2012, Shillinglaw became one of three active coaches to have won at least 300 games in their coaching careers after a win against the University of Detroit Mercy.
He was inducted into the Delaware Sports Hall of Fame in 2022.
# Feliciano River (Brazil)

The Feliciano River is a river of Santa Catarina state in southeastern Brazil. It is a tributary of the Saudades River, part of the Uruguay River basin.
# Fauvel

Fauvel is a surname and may refer to:
* 11849 Fauvel, a minor planet
* Louis-François-Sébastien Fauvel (1758–1753), French painter, diplomat and archaeologist.
* Albert-Auguste Fauvel (1851–1909), French naturalist
* Charles Adolphe Albert Fauvel (1840–1921), French entomologist
* Charles Fauvel (1904–1979), French aircraft designer
** Fauvel AV.22
** Fauvel AV.36
** Fauvel AV.44
** Fauvel AV.45
** Fauvel AV.48
** Fauvel AV.50
** Fauvel AV.61
* John Fauvel (1946–2001), British historian of mathematics
* Pascal Fauvel (1882–1942), French archer
* Pierre Fauvel (1866–1958), professor of zoology at the Catholic University of the West
* Pierre Fauvel (physician) [fr] (1830–1895)
* William LeBoutillier Fauvel (1850–1897), merchant and political figure in Quebec
# Fencibles United

Fencibles United AFC is an amateur association football club who have gained promotion after winning the league they currently compete in the NRFL Championship. The club is based in Howick/Pakuranga, Auckland. The club's roots go back to Pakuranga Town AFC and Howick AFC.

## History

In 1995, two East Auckland clubs, Pakuranga Town AFC and Howick AFC, amalgamated to form Fencibles United AFC.
The adoption of 'Fencibles United AFC' as the name for the club, has recognised the Fencibles as the historic link between the two clubs and identifies with the locality. The Fencibles were the first European settlers in the region. The name 'Fencibles' refers to the Royal New Zealand Fencible Corps. 'Fencible' is derived from the word 'Defencible', meaning capable of defence.
The club 'playing strip' of red, blue with white trim also reflects the uniforms of the Royal New Zealand Fencibles Corps. In late 2016, Fencibles FC introduced a new kit by Nike. The new homekit consisted of two red stripes, and one blue stripe running down the centre. It featured a Nike tick, and the Fencibles FC Crest.
The club's best run in the Chatham Cup, New Zealand's national knock-out cup competition, was in 2003. They made the last sixteen before losing to Central United in the fifth round.

## Senior Men

The senior men's team competes in the Lotto Sport Italia NRFL Division 1.

## Senior Women

Fencibles United competes in the NRFL Women's Premier League.

## Notable players

* Nik Viljoen
* Abby Erceg
# Feralia jocosa

Feralia jocosa, the jocose sallow or the joker moth, is a moth of the family Noctuidae. The species was first described by Achille Guenée in 1852. It is found from the northeastern parts of the United States south to Maryland and Ohio, north to Newfoundland and west across the boreal forest to coastal British Columbia. In the lower mainland and Vancouver Island the species is replaced by Feralia deceptiva.
The wingspan is 30–32 mm. The moth flies from April to June depending on the location.
The larvae feed on Pinus species.
# Blue enigma

Blue enigma can refer to:
# Blue dwarf

The term blue dwarf refers to various types of stars having a peak emission in blue or ultraviolet. Those can be:

## Astronomical objects

* A blue compact dwarf galaxy
* An early-type main-sequence star
** B-type main-sequence star
** O-type main sequence star
** OB star
* Blue dwarf (red-dwarf stage), a hypothetical stage in red dwarf interstellar evolution
* O-type subdwarf
* B-type subdwarf
# Fermi point

The term Fermi point has two applications but refers to the same phenomena (special relativity):
* Fermi point (quantum field theory)
* Fermi point (nanotechnology)
For both applications count that the symmetry between particles and anti-particles in weak interactions is violated: At this point the particle energy E = cp is zero. In nanotechnology this concept can be applied to electron behavior. An electron as a single particle is a fermion obeying the Pauli exclusion principle.

## Fermi point (quantum field theory)

Fermionic systems that have a Fermi surface (FS) belong to a universality class in quantum field theory. Any collection of fermions with weak repulsive interactions belongs to this class. At the Fermi point, the break of symmetry can be explained by assuming a vortex or singularity will appear as a result of the spin of a fermi particle (quasiparticle, fermion) in one dimension of the three-dimensional momentum space.

## Fermi point (nanoscience)

The Fermi point is one particular electron state. The Fermi point refers to an event chirality of electrons is involved and the diameter of a carbon nanotube for which the nanotube becomes metallic. As the structure of a carbon nanotube determines the energy levels that the carbon's electrons may occupy, the structure affects macroscopic properties of the nanotube structure, most notably electrical and thermal conductivity.
Flat graphite is a conductor except when rolled up into small cylinders. This circular structure inhibits the internal flow of electrons and the graphite becomes a semiconductor; a transition point forms between the valence band and conduction band. This point is called the Fermi point. If the diameter of the carbon nanotube is sufficiently great, the necessary transition phase disappears and the nanotube may be considered a conductor.
# Fermi resonance

A Fermi resonance is the shifting of the energies and intensities of absorption bands in an infrared or Raman spectrum. It is a consequence of quantum-mechanical wavefunction mixing. The phenomenon was first explained by the Italian physicist Enrico Fermi.

## Selection rules and occurrence

Two conditions must be satisfied for the occurrence of Fermi resonance:
* The two vibrational modes of a molecule transform according to the same irreducible representation in their molecular point group. In other words, the two vibrations must have the same symmetries (Mulliken symbols).
* The transitions coincidentally have very similar energies.
Fermi resonance most often occurs between fundamental and overtone excitations, if they are nearly coincident in energy.
Fermi resonance leads to two effects. First, the high-energy mode shifts to higher energy, and the low-energy mode shifts to still lower energy. Second, the weaker mode gains intensity (becomes more allowed), and the more intense band decreases in intensity. The two transitions are describable as a linear combination of the parent modes. Fermi resonance does not lead to additional bands in the spectrum, but rather shifts in bands that would otherwise exist.

## Examples
### Ketones

High-resolution IR spectra of most ketones reveal that the "carbonyl band" is split into a doublet. The peak separation is usually only a few cm$^{−1}$. This splitting arises from the mixing of ν$_{CO}$ and the overtone of HCH bending modes.

### CO$_2$

In CO$_2$, the bending vibration ν$_2$ (667 cm$^{−1}$) has symmetry Π$_u$. The first excited state of ν$_2$ is denoted 01$^1$0 (no excitation in the ν$_1$ mode (symmetric stretch), one quantum of excitation in the ν$_2$ bending mode with angular momentum about the molecular axis equal to ±1, no excitation in the ν$_3$ mode (asymmetric stretch)) and clearly transforms according to the irreducible representation Π$_u$. Putting two quanta into the ν$_2$ mode leads to a state with components of symmetry (Π$_u$ × Π$_u$)+ = Σ$^+$$_g$ + Δ $_g$. These are called 02$^0$0 and 02$^2$0 respectively. 02$^0$0 has the same symmetry (Σ$^+$$_g$) and a very similar energy to the first excited state of v$_1$ denoted 100 (one quantum of excitation in the ν$_1$ symmetric stretch mode, no excitation in the ν$_2$ mode, no excitation in the ν$_3$ mode). The calculated unperturbed frequency of 100 is 1337 cm$^{−1}$, and, ignoring anharmonicity, the frequency of 02$^0$0 is 1334 cm$^{−1}$, twice the 667 cm$^{−1}$ of 01$^1$0. The states 02$^0$0 and 100 can therefore mix, producing a splitting and also a significant increase in the intensity of the 02$^0$0 transition, so that both the 02$^0$0 and 100 transitions have similar intensities.
# Australian Shipbuilding Board

The Australian Shipbuilding Board was an Australian government authority formed in March 1941.
The board was tasked with the control of building all merchant ships built in Australian shipyards.
In January 1957 the Australian Coastal Shipping Commission replaced the Australian Shipbuilding Board.
# Faya

Faya can refer to:
* Faya (duo), a female R&B duo from West London
* Faya!, 2005 album by the reggae musician O-Shen
* Faya-Largeau, a city in Chad
* Myrica faya, a plant species
* "Fayaah Fayaah", a song by Guru Randhawa from Man of the Moon, 2022

## People

* Zhu Faya or Faya, Chinese Buddhist monk of the Jin dynasty
* Vybrant Faya, Ghanaian musician
* Alberto Faya, Cuban singer and musician