OpenLLM-France/wikimedia huggingface dataset:
# 4 Tunna Brix

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4 Tunna Brix is an EP by the alternative rock group Sonic Youth, released in 1990. It comprises four songs recorded by the BBC in 1988 for John Peel's radio program – three covers of the Fall ("My New House", "Rowche Rumble" and "Psycho Mafia") and one ("Victoria") of the Kinks (the latter had also been covered by the Fall). The title referenced former Fall guitarist Brix Smith.

## Track listing

* "My New House" (Mark E. Smith)
* "Rowche Rumble" (Craig Scanlon, Steve Hanley, Mark E. Smith)
* "Psycho Mafia" (Mark E. Smith, Tony Friel)
* "Victoria" (Ray Davies)
# HTATIP2

Oxidoreductase HTATIP2 is an enzyme that in humans is encoded by the HTATIP2 gene. It may be a metastasis suppressor.
# Alexander Laloo Hek

Alexander Laloo Hek, also known as A.L. Hek, is an Indian politician from Meghalaya and the current Minister of the Indian state of Meghalaya serving in the NPP-UDP-PDF-HSPDP-BJP administration. He is the BJP MLA from Pynthorumkhrah assembly Constituency.
# CH Las Palmas

CH Las Palmas was an ice hockey team in Las Palmas de Gran Canaria, Spain. They participated in the Superliga Espanola de Hockey Hielo from 1976–1979.

## History

The club was founded in 1975, but fielded only a junior team in their inaugural season. For the 1976-77 season, the club entered the Superliga, in which they finished fifth. Las Palmas finished eighth in the Superliga in the 1977-78 season. Due to financial reasons, and poor results, the club folded in 1979.
# Madhiyadoh

Madhiyadoh or Madiyado is a village in Hatta tehsil, Damoh district, Madhya Pradesh, India. It belongs to Sagar division.

## History

Madhiyadoh was one of the 52 forts of Sangram Singh. That was part of Garha Kingdom The fort and temple are situated on the banks of Sunar River in Madiyadoh.

## Geography

It is located 58 km north of the District headquarters Damoh, and 298 km from the state capital of Bhopal.
Madhiyadoh's pin code is 470775, and its postal head office is Hatta (Damoh).
Madhiyadoh is surrounded by Patera Tehsil towards the south, Batiyagarh and Buxwaha to the west, and Bijawar to the north. Its nearest cities are Damoh, Panna, Chhatarpur, and Murwara.

## Demographics

Madhiyadoh had a population of 7,923, of which 4,159 are males while 3764 are females as per the Population Census 2011.
# Human Switchboard Live

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Human Switchboard Live was the first album by Human Switchboard.
According to an insert, the album was a very limited fanclub edition recording of 1000 units and was taken from a May '80 Kent Performance & an August '79 performance.

## Track listing

All songs written by Bob Pfeifer, except where noted.

### Side one

* I Can Walk Alone (Bob Pfeifer / Myrna Marcarian)
* (I Used To) Believe in You
* City
* Sharpest Girl
* No Heart
* I Gotta Know
* Book On Looks

### Side two

* Time, Time, Time
* Who's Landing in My Hangar?
* Frowntown* (Tony Hatch)
* New Song

## Personnel

* Robert “Bob” Pfeifer – vocals, guitar
* Myrna Marcarian – Farfisa organ, vocals
* Ron Metz – drums
* Dave Schramm – bass*
# Polygamy in Sri Lanka

Both Polygyny and polyandry were practiced in Sri Lanka till the end of colonial period.
# Polygamy in South Africa

Polygamy is legal under certain circumstances in South Africa. All polygamous marriages entered into in accordance with the provisions of the Recognition of Customary Marriages Act are legal. The husband in an existing customary marriage wishing to marry a second wife must apply to a competent court for such a marriage to be legal. Hence former President Jacob Zuma currently has four legally-recognised wives. The court considers the interests of all parties to the marriage and may add whatever conditions the court deems just for the polygamous marriage to be valid under customary law. Polygamous marriages are not allowed under the Marriage Act and the Civil Unions Act.
A person married under the Civil Union Act which allows same-sex couples to marry, may not enter into marriage with a second partner until the existing marriage is dissolved. Therefore only men are allowed to marry more than one spouse of the opposite sex at the same time.
South African traditionalists have been well known to practice polygamy and the topic has been a serious political issue in the past several years, especially in the 2009 elections. Many of the indigenous Bantu peoples, both Christians and Indigenous, are polygamous. Islamic South Africans such as are found among the Cape Malays, Cape Coloureds, and Indian South Africans also allow for polygamy.
Uthando Nes’thembu is a South African reality TV series on Mzansi Magic that follows polygamist Zulu businessman Musa Mseleku and his four wives, MaCele, MaYeni, MaKhumalo, and MaNgwabe.
# Poly-Bernoulli number

In mathematics, poly-Bernoulli numbers, denoted as $B_{n}^{(k)}$, were defined by M. Kaneko as
    ${Li_{k}(1-e^{-x}) \over 1-e^{-x}}=\sum _{n=0}^{\infty }B_{n}^{(k)}{x^{n} \over n!}$
where Li is the polylogarithm. The $B_{n}^{(1)}$ are the usual Bernoulli numbers.
Moreover, the Generalization of Poly-Bernoulli numbers with a,b,c parameters defined as follows
    ${Li_{k}(1-(ab)^{-x}) \over b^{x}-a^{-x}}c^{xt}=\sum _{n=0}^{\infty }B_{n}^{(k)}(t;a,b,c){x^{n} \over n!}$
where Li is the polylogarithm.
Kaneko also gave two combinatorial formulas:
    $B_{n}^{(-k)}=\sum _{m=0}^{n}(-1)^{m+n}m!S(n,m)(m+1)^{k},$
    $B_{n}^{(-k)}=\sum _{j=0}^{\min(n,k)}(j!)^{2}S(n+1,j+1)S(k+1,j+1),$
where $S(n,k)$ is the number of ways to partition a size $n$ set into $k$ non-empty subsets (the Stirling number of the second kind).
A combinatorial interpretation is that the poly-Bernoulli numbers of negative index enumerate the set of $n$ by $k$ (0,1)-matrices uniquely reconstructible from their row and column sums. Also it is the number of open tours by a biased rook on a board $\underbrace {1\cdots 1} _{n}\underbrace {0\cdots 0} _{k}$ (see A329718 for definition).
The Poly-Bernoulli number $B_{k}^{(-k)}$ satisfies the following asymptotic:
$B_{k}^{(-k)}\sim (k!)^{2}{\sqrt {\frac {1}{k\pi (1-\log 2)}}}\left({\frac {1}{\log 2}}\right)^{2k+1},\quad {\text{as }}k\rightarrow \infty .$
For a positive integer n and a prime number p, the poly-Bernoulli numbers satisfy
    $B_{n}^{(-p)}\equiv 2^{n}{\pmod {p}},$
which can be seen as an analog of Fermat's little theorem. Further, the equation
    $B_{x}^{(-n)}+B_{y}^{(-n)}=B_{z}^{(-n)}$
has no solution for integers x, y, z, n > 2; an analog of Fermat's Last Theorem. Moreover, there is an analogue of Poly-Bernoulli numbers (like Bernoulli numbers and Euler numbers) which is known as Poly-Euler numbers.
# Hyporthodus nigritus

Hyporthodus nigritus, the Warsaw grouper, is a species of marine ray-finned fish, a grouper from the subfamily Epinephelinae which is part of the family Serranidae, which also includes the anthias and sea basses. It is found in the Western Atlantic from Massachusetts to the Gulf of Mexico, Cuba, Trinidad, and south to Brazil (Rio de Janeiro). Its natural habitats are open seas, shallow seas, subtidal aquatic beds, and coral reefs. It is threatened by habitat loss.
The Warsaw grouper is a US National Marine Fisheries Service species of concern. Species of concern are those species about which the National Oceanic and Atmospheric Administration and National Marine Fisheries Service have some concerns regarding status and threats, but for which insufficient information is available to indicate a need to list the species under the Endangered Species Act.

## Description

Hyporthodus nigritus is classified as a deep-water grouper, since they inhabit reefs on the continental shelf break in waters 180 to 1700 ft (55 to 525 m) deep; juveniles are occasionally seen on jetties and shallow-water reefs. They are the only grouper with 10 dorsal spines. They are dark reddish-brown or brownish-grey to almost black in color dorsally, and dull reddish-grey ventrally. They can very well exceed 8 ft in length. A 350 pounds (160 kg) specimen was aged at over 50 years by biologists with Florida's Fish and Wildlife Research Institute. The specimen was caught on December 29, 2019.

## Conservation

Hyporthodus nigritus is threatened by fishing or by catch release mortality (due to pressure change). Fishing is primarily by hook and line and bottom longlines, though the species is caught incidentally in the deepwater snapper/grouper commercial fishery. Almost all of the catch is in the Gulf of Mexico. The IUCN rates it Near Threatened and the American Fisheries Society lists it as Endangered.
# Polygala monspeliaca

Polygala monspeliaca is a species of annual herb in the family Polygalaceae. They have a self-supporting growth form and simple leaves. Individuals can grow to 5 cm.

## Sources

This article incorporates text from a free content work. Licensed under CC0 (license statement/permission). Text taken from Polygala monspeliaca​. Encyclopedia of Life.
# Polygala japonica

Polygala japonica is a species of flowering plant in the milkwort family (Polygalaceae). It is native to Northeast, East and Southeastern Asia, as well as eastern Australia. It is a wiry and decumbent dwarf shrub with a height between 10 and 25 centimetres (3.9 and 9.8 in). Its stems have tiny curled hairs. Its leaves are 5 to 20 millimetres (0.20 to 0.79 in) long and 3 to 10 millimetres (0.12 to 0.39 in) wide. Its flowers are purple to mauve and 5 to 6 millimetres (0.20 to 0.24 in) long. It flowers between October and December.
# Polhemus

Polhemus may refer to:
* Gianni Polhemus, American road bike racer
* Gretchen Polhemus (born 1965), former Miss USA and second runner-up to Miss Universe 1989
* John T. Polhemus (1929–2013), American entomologist
* Mark Polhemus (1860–1923), Major League Baseball player
* Ted Polhemus (born 1947), American anthropologist, writer, and photographer who lives and works on England's south coast
# Hyposmocoma iodes

Hyposmocoma iodes is a species of moth of the family Cosmopterigidae. It was first described by Lord Walsingham in 1907. It is endemic to the Hawaiian island of Molokai.
# Hyllisia quinquelineata

Hyllisia quinquelineata is a species of beetle in the family Cerambycidae. It was described by Breuning in 1948.
# Hyllisia picta

Hyllisia picta is a species of beetle in the family Cerambycidae. It was described by Breuning in 1940.
# Polyphylla pottsorum

Polyphylla pottsorum is a species of scarab beetle in the family Scarabaeidae. It is found in North America.
# Polynomial mapping

In algebra, a polynomial map or polynomial mapping $P:V\to W$ between vector spaces over an infinite field k is a polynomial in linear functionals with coefficients in k; i.e., it can be written as
    $P(v)=\sum _{i_{1},\dots ,i_{n}}\lambda _{i_{1}}(v)\cdots \lambda _{i_{n}}(v)w_{i_{1},\dots ,i_{n}}$
where the $\lambda _{i_{j}}:V\to k$ are linear functionals and the $w_{i_{1},\dots ,i_{n}}$ are vectors in W. For example, if $W=k^{m}$, then a polynomial mapping can be expressed as $P(v)=(P_{1}(v),\dots ,P_{m}(v))$ where the $P_{i}$ are (scalar-valued) polynomial functions on V. (The abstract definition has an advantage that the map is manifestly free of a choice of basis.)
When V, W are finite-dimensional vector spaces and are viewed as algebraic varieties, then a polynomial mapping is precisely a morphism of algebraic varieties.
One fundamental outstanding question regarding polynomial mappings is the Jacobian conjecture, which concerns the sufficiency of a polynomial mapping to be invertible.
# Polybiocyptera

Polybiocyptera is a genus of flies in the family Tachinidae.

## Species

* Polybiocyptera plaumanni Guimarães, 1979

## Distribution

Brazil.
# Hymn of Busan

Hymn of Busan (부산찬가) is a song performed by South Korean singer Yoon Sinae. This song is a symbol of Busan. This song is Lotte Giants, Busan I'Park FC's cheer song. This song can be heard portion of Busan Subway Line 1's city hall Station. The song was released on 1984.
# Ponto Belo

18°07′26″S 40°32′27″W﻿ / ﻿18.12389°S 40.54083°W﻿ / -18.12389; -40.54083 Ponto Belo is a municipality located in the Brazilian state of Espírito Santo. Its population was 7,940 (2020) and its area is 360 km$^2$.
# Hélène Laporte

Hélène Laporte (French pronunciation:; born 29 December 1978) is a French politician who was elected as a National Rally (part of the Identity and Democracy) group Member of the European Parliament (MEP) in the 2019 European parliamentary election. She was vice president of the National Assembly from 2022 to 2024.

## Early life and local political career

Hélène Laporte was born on 29 December 1978 in Villeneuve-sur-Lot, France. Her mother Isabelle Laporte was elected as a National Front councillor on the Villeneuve municipal council in 2014. Her maternal grandfather Jacques Laporte was a candidate for the National Front in the 1997 French legislative election. She is a banking analyst for Crédit Agricole.
Laporte joined the National Front in 2014. In the 2015 French regional elections, she was elected as a councillor for the party in Lot-et-Garonne. Laporte contested the 2017 French legislative election in Lot-et-Garonne's 2nd constituency. Alexandre Freschi of the La République En Marche! party won the seat after the second round of voting. National Front changed their name to National Rally in June 2018.

## European and national career

Laporte stood as a candidate for National Rally in the 2019 European parliamentary election. She was second on her party's list, and was elected as one of its 22 MEPs in France. She is part of the Identity and Democracy group. In the European Parliament, Laporte is a member of the Committee on Budgets, and is part of the delegation to the Euro-Latin American Parliamentary Assembly.
She was invited to Russia in 2020 as an "international expert" to observe the constitutional referendum that allowed Vladimir Putin to be candidate to Russian presidential elections until 2036. Despite several allegations of fraud, she called the referendum a "democracy lesson". 10 MEPs from the National Rally were invited to observe this refendum. She also praised the organization of the election in the Russian journal Ria Novosti.
She was elected a 2nd constituency during the 2022 French legislative election and has served as vice president of the National Assembly since 29 June 2022.

## Personal life

Laporte is married, and has two children.
# I'm Just a Lucky So-and-So

"I'm Just a Lucky So-and-So" is a 1945 song composed by Duke Ellington, with lyrics written by Mack David.

## Notable recordings

* Al Hibbler & Duke Ellington – recorded for RCA Victor (catalog No. 20-1799) on November 26, 1945 (Ellington, Hodges, Lawrence brown, soloists)
* Eddie "Lockjaw" Davis & Shirley Scott – The Eddie "Lockjaw" Davis Cookbook Volume 3 (Prestige, 1958).
* Billy Eckstine & Quincy Jones on the album At Basin Street East (EmArcy, 1961) as part of a Duke Ellington medley.
* Annie Ross – included in her album A Gasser! (World Pacific, 1960).
* Louis Armstrong & Duke Ellington – Together for the First Time (Roulette Records, 1961)
* Wes Montgomery on SO Much Guitar! (1964)
* Ella Fitzgerald – she first recorded it for Decca Records (catalog No. 18814) in New York on Feb 21, 1946. She sang it at Carnegie Hall in 1949 and it was included in Jazz at the Philharmonic, The Ella Fitzgerald Set (Verve/Polygram)" (1949). A later recording was included in Ella Fitzgerald Sings the Duke Ellington Songbook (1958).
* Kenny Burrell – Soul Call (1964)
* Sarah Vaughan – The Duke Ellington Songbook, Vol. 1 (1979)
* Mose Allison – Middle Class White Boy (1982).
* Tony Bennett – recorded the song on three occasions, first in 1957 for his album Tony. He included it in his Carnegie Hall concert in 1962 and finally in the album A Tribute to Duke (1977)
* Harry "Sweets" Edison & Eddie "Lockjaw" Davis – Jazz at the Philharmonic (1983).
* Diana Krall – for her album Stepping Out (1993).
* Stacey Kent – included in the album Only Trust Your Heart (2000).
# I'll Be Here Awhile

"I'll Be Here Awhile" is a single by alternative rock band 311. It is the 12th and closing track on their album From Chaos. Lead singer Nick Hexum originally wrote it when he was twenty, hence the line in the refrain "Twenty years of age, " though Hexum was thirty when he recorded it. He comments on the interview included on the disc of From Chaos that he was living a wild and crazy life at that young age.
The lyrics "And if a person, place, or thing can deliver/ I will quiver with delight" are taken directly from "The Lust, The Flesh, The Eyes, and the Pride of Life" a song by the Christian alternative rock group The 77s which had appeared on their 1987 self-titled album.
"I'll Be Here Awhile" reached number 15 on the Modern Rock Tracks chart in 2001.

## Track listing

* "I'll Be Here Awhile"
* "I'll Be Here Awhile" (Acoustic)

## Charts

| Chart (2001) | Peak position |
| US Alternative Airplay (Billboard) | 15 |
# Polychlorinated terphenyl

Polychlorinated terphenyls (PCTs) are a group of chlorine derivatives of terphenyls. They are chemically related to polychlorinated biphenyls and have similar chemical properties. They have very low electrical conductivity, high heat stability, and high resistance to alkalies and strong acids. They are non-flammable and insoluble in water.
Typically produced and used as mixtures with varying degrees of chlorination, PCTs were once used as heat transfer agents in electric transformers, as plasticizers, as lubricating oils, and as flame retardants. Their production and use has been largely phased out due to environmental and safety concerns.
International trade in PCTs is regulated by the Rotterdam Convention.
# I'm Never Giving Up

"I'm Never Giving Up", written and composed by Ron Roker, Jan Pulsford, and Phil Wigger, was the United Kingdom's entry at the Eurovision Song Contest 1983, performed by the trio Sweet Dreams.
Sweet Dreams won the right to perform at Munich by winning the UK national final, A Song for Europe, where they were the first act to perform. In Munich, the song was performed third on the night, after Norway's Jahn Teigen with "Do Re Mi", and before Sweden's Carola Häggkvist with "Främling". At the end of judging that evening, "I'm Never Giving Up" took the sixth-place slot with 79 points. Sweden awarded the UK its only 12 points of the night.
The song was sung up-tempo and related to the story of the singers "never giving up" in their quest to win back their lover, and restoring their love "the way it was before". The trio was dressed in exercise gear, with McVay colour-coordinated in blue, and Gray and Kray in red and yellow accessories, respectively. Also unique that year was their use of stools as props, sliding off them at one point to signify a key change in the melody.
After Eurovision, the song was placed at No. 21 on the UK Singles Chart during an eight-week run. It would become Sweet Dreams' only hit before they disbanded at the end of 1983.

## Charts

Chart performance for "I'm Never Giving Up" :
| Chart (1983) | Peak position |
| Ireland (IRMA) | 25 |
| UK Singles (OCC) | 21 |
# Holcopasites calliopsidis

Holcopasites calliopsidis is a species of cuckoo bee in the genus Holcopasites in the family Apidae. It is found from Mexico to Canada.

## Hosts

H. calliopsidis is a known cleptoparasite of Calliopsis andreniformis. Pseudopanurgus sp. may also be hosts of H. calliopsidis.

## Subspecies

* Holcopasites calliopsidis calliopsidis (Linsley, 1943)
* Holcopasites calliopsidis carinatus (Linsley, 1943)
# Daviesia major

Daviesia major is a species of flowering plant in the family Fabaceae and is endemic to the south-west of Western Australia. It is an erect, many-stemmed shrub with scattered, erect, sharply-pointed, cylindrical phyllodes and orange and red flowers.

## Description

Daviesia major is a bushy, many-stemmed shrub, that typically grows up to 70 cm (28 in) high and about 1 m (3 ft 3 in) wide, often with spreading, tangled branchlets. Its phyllodes are scattered, sharply pointed, up to 200 mm (7.9 in) long and 0.8–1.5 mm (0.031–0.059 in) wide and often resemble the branchlets. The flowers are arranged in racemes of up to three in upper leaf axils, the peduncle and rachis often obscured by bracts up to 3 mm (0.12 in) long, each flower on a pedicel 1–3 mm (0.039–0.118 in) long. The sepals are grey, 5–6 mm (0.20–0.24 in) long and joined at the base, the upper two lobes about 1.5 mm (0.059 in) long and the lower three about 2 mm (0.079 in) long. The standard petal is egg-shaped with a notch at the tip and turned back by more than 90°, about 9 mm (0.35 in) long, orange with a red base an intensely yellow centre. The wings are about 8 mm (0.31 in) long and dark red, and the keel about 5 mm (0.20 in) long and deep red. Flowering occurs from August to October and the fruit is a sticky, flattened triangular pod 12–14 mm (0.47–0.55 in) long.

## Taxonomy and naming

This taxon was first formally described in 1864 by George Bentham in Flora Australiensis and given the name Daviesia hakeoides var. major, based on material collected by George Maxwell on "granite hille north from Cape Paisley". In 1995, Michael Crisp raised the variety to species status as Daviesia major. The specific epithet (major) means "larger or taller".

## Distribution and habitat

This daviesia grows in heath with scattered eucalypts in sandy soil in near-coastal areas between Busselton and Israelite Bay in the Esperance Plains, Mallee and Swan Coastal Plain biogeographic regions of south-western Western Australia.

## Conservation status

Daviesia major is listed as "not threatened" by the Government of Western Australia Department of Biodiversity, Conservation and Attractions.
# Inferior vesical artery

The inferior vesical artery (or inferior vesical artery) is an artery of the pelvis which arises from the internal iliac artery and supplies parts of the urinary bladder as well as other structures of the urinary system and structures of the male reproductive system.
Some sources consider this vessel to be present only in males, and cite the vaginal artery as the homologous structure in females; others consider it to be present in both sexes, with the vessel taking the form of a small branch of a vaginal artery in females.

## Structure
### Origin

The inferior vesical artery is a branch of the anterior division of the internal iliac artery. It frequently has a common origin with the middle rectal artery.

### Course

The inferior vesical artery passes medially across the pelvic floor.

### Distribution

The inferior vesical artery is distributed to the trigone and inferior portion of the urinary bladder, the ureter, prostate, vas deferens, and seminal vesicles.vas deferens
The branches to the prostate communicate with the corresponding contralateral vessels.

## Additional Images

* Inferior vesical artery. Deep dissection. Lateral view.
# Compsolechia binotatella

Compsolechia binotatella is a moth of the family Gelechiidae. It was described by Francis Walker in 1864. It is found in Amazonas, Brazil.
Adults are cupreous brown, the forewings with two black points at the base and with a black spot in the disc near the base and a white transverse line at five-sixths of the length, traversed by an interrupted black streak, and forming an acute exterior angle, which emits a streak towards the border. There are a few slight white longitudinal submarginal streaks and a broad black streak along the tip of the costa.
# Macrobrochis grahami

Macrobrochis grahami is a moth of the family Erebidae. It was described by William Schaus in 1924. It is found in Sichuan, China.
# Nagahama (surname)

Nagahama (written: 長濱 or 長浜) is a Japanese surname. Notable people with the surname include:
* Hiroshi Nagahama (長濱 博史) (born 1970), Japanese animator
* Hiroyuki Nagahama (長浜 博行) (born 1958), politician of the Democratic Party of Japan
* Kazutoshi Nagahama (長浜 一年) (born 1969), former Japanese cross-country skier
* Tadao Nagahama (長浜 忠夫) (1936–1980), director of puppet shows and animation
* Neru Nagahama (長濱 ねる) (born 1998), retired Japanese idol