OpenLLM-France/wikimedia huggingface dataset:
# Greatest Hits Live (Hall & Oates album)

Greatest Hits Live is a live album by Hall & Oates, released in 2001.

## Reception

Recorded during their 1982 tour to promote the album Private Eyes, Stephen Thomas Erlewine of AllMusic says Greatest Hits Live is "a snapshot of an underrated band on-stage at their peak" and "an entertaining sidenote in their catalog."

## Track listing

* "Did It in a Minute" - 3:55
* "How Does It Feel to Be Back" - 4:40
* "Diddy Doo Wop (I Hear the Voices)" - 3:45
* "Mano a Mano" - 3:52
* "Rich Girl" - 3:10
* "She's Gone" - 5:22
* "Kiss Is on My List" - 4:42
* "I Can't Go for That (No Can Do)" - 6:45
* "Sara Smile" - 6:08
* "Wait for Me" - 5:46
* "Private Eyes" - 3:20
* "You've Lost that Lovin' Feelin'" - 5:33
* "You Make My Dreams" - 4:02
* "United State" - 4:23

## Personnel

* Producers – Daryl Hall and John Oates
* Compilation – Paul Williams and Jeremy Holiday for House of Hist Productions. Ltd
* Mastering – Bill Lacey at Digital Sound & Picture (New York City)
* Digital Transfers – Mike Hartry
* Project Director – Victoria Sarro
* Photography – Sam Emerson
* Art direction and design – JAJ Associates
The Band
* Daryl Hall – vocals, keyboards, guitars
* John Oates – vocals, guitars
* Charles DeChant – keyboards, saxophones, backing vocals
* Larry Fast – keyboards
* G. E. Smith – lead guitars, backing vocals
* Tom "T-Bone" Wolk – bass guitar, backing vocals
* Mickey Curry – drums
# Harcourt's theorem

Harcourt's theorem is a formula in geometry for the area of a triangle, as a function of its side lengths and the perpendicular distances of its vertices from an arbitrary line tangent to its incircle.
The theorem is named after J. Harcourt, an Irish professor.

## Statement

Let a triangle be given with vertices A, B, and C, opposite sides of lengths a, b, and c, area K, and a line that is tangent to the triangle's incircle at any point on that circle. Denote the signed perpendicular distances of the vertices from the line as a ', b ', and c ', with a distance being negative if and only if the vertex is on the opposite side of the line from the incenter. Then
    $aa^{\prime }+bb^{\prime }+cc^{\prime }=2K.$

## Degenerate case

If the tangent line contains one of the sides of the triangle, then two of the distances are zero and the formula collapses to the familiar formula that twice the area of a triangle is a base (the coinciding triangle side) times the altitude from that base.

## Extension

If the line is instead tangent to the excircle opposite, say, vertex A of the triangle, then$^{:Thm.3}$
    $-aa^{\prime }+bb^{\prime }+cc^{\prime }=2K.$

## Dual property

If rather than a', b', c' referring to distances from a vertex to an arbitrary incircle tangent line, they refer instead to distances from a sideline to an arbitrary point, then the equation
    $aa^{\prime }+bb^{\prime }+cc^{\prime }=2K.$
remains true.$^{:p.11}$
# Milhã

Milhã is a municipality in the state of Ceará in the Northeast region of Brazil.
# Arriba Argentinos

Arriba Argentinos (English: Get Up Argentines) is an Argentine news program, anchored by Marcelo Bonelli and broadcast in El Trece, Mondays to Fridays from 7:00 a.m. to 9:30 a.m.
The original format of the program is that people needs to get informed of "all that they need to know before leave home every morning, with constant updates of the weather, traffic reports and the state of the public services. Every half-hour top stories are reviewed.

## History

The program premiered on Monday, April 25, 2005, then anchored by Débora Pérez Volpin and Juan Micelli, the last stepped down in anchoring at late-2005 and was replaced by Marcelo Bonelli. Since its inception Arriba Argentinos has used as opening theme the song "Un paso más allá" by Narcotango.

## Awards and nominations

* Martín Fierro Award 2007 – Nominated

## Staff

* Anchors: Débora Pérez Volpin (2005-2017) and Marcelo Bonelli (2005–present)
* Sports news: Pablo Gravellone
* Weather: Nazarena Di Serio
* Show biz: Jimena Grandinetti
* Traffic news: Alejandro Ramos
# Gmina Strzyżów

Gmina Strzyżów is an urban-rural gmina (administrative district) in Strzyżów County, Subcarpathian Voivodeship, in south-eastern Poland. Its seat is the town of Strzyżów, which lies approximately 24 kilometres (15 mi) south-west of the regional capital Rzeszów.
The gmina covers an area of 140.23 square kilometres (54.1 sq mi), and as of 2006 its total population is 20,645 (out of which the population of Strzyżów amounts to 8,703, and the population of the rural part of the gmina is 11,942).
The gmina contains part of the protected area called Czarnorzeki-Strzyżów Landscape Park.

## Villages

Apart from the town of Strzyżów, Gmina Strzyżów contains the villages and settlements of Bonarówka, Brzeżanka, Dobrzechów, Gbiska, Glinik Charzewski, Glinik Zaborowski, Godowa, Grodzisko, Łętownia, Tropie, Wysoka Strzyżowska, Żarnowa, Zawadka and Żyznów.

## Neighbouring gminas

Gmina Strzyżów is bordered by the gminas of Czudec, Korczyna, Niebylec, Wielopole Skrzyńskie, Wiśniowa and Wojaszówka.
# 533 Sara

533 Sara is a minor planet orbiting the Sun.
# Greatest Hits Live (Ramones album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Entertainment Weekly | B |
| The Rolling Stone Album Guide | |
Greatest Hits Live is the third live album by the punk rock band the Ramones. It was released in 1996 on Radioactive Records.

## Background

The album was recorded at The Academy in New York City on February 29, 1996.
Its final two songs are bonus studio tracks that are covers, neither of which appeared on a Ramones album previously. "R.A.M.O.N.E.S." is originally by Motörhead, from the group's album 1916; the song was written as a tribute to the Ramones. The other is "Anyway You Want It", originally by The Dave Clark Five. Some editions do not feature the studio tracks. Two versions of the "R.A.M.O.N.E.S." cover song were recorded; one version that features Joey Ramone singing, and another version that features C.J. Ramone singing, which had previously been released as a bonus track on some editions of ¡Adios Amigos!.
The album's packaging features still shots from the video of the band's cover of the Spider-Man theme song. More still shots are featured in the booklet.

## Track listing

All tracks are written by Ramones, except where indicated
Omitted tracks from show:
    "Teenage Lobotomy"
    "Psycho Therapy"
    "I Believe in Miracles"
    "Gimme Gimme Shock Treatment"
    "Rock 'n' Roll High School"
    "The KKK Took My Baby Away"
    "Commando"
    "Somebody Put Something in My Drink"
    "California Sun"
    "Wart Hog"
    "Cretin Hop"
    "R.A.M.O.N.E.S."
    "Today Your Love, Tomorrow the World"
    "Pinhead"
    "I Just Want to Have Something to Do"
    "Anyway You Want It"
    "Love Kills"
    "Chinese Rock"
    "Havana Affair"

## Personnel

Ramones
* Joey Ramone – lead vocals
* Johnny Ramone – guitar
* C. J. Ramone – bass guitar, lead vocals on "Strength to Endure", "Cretin Family" and "The Crusher", co-lead vocals on "53rd & 3rd"
* Marky Ramone – drums

## Charts

| Chart (1996) | Peak position |
| Canada Top Albums/CDs (RPM) | 57 |
# Aloinopsis setifera

Aloinopsis setifera is a species of succulent plant, native to Southern Africa.
# Micky Noon

Michael Noon (16 August 1875–1939) was an English footballer who played in the Football League for Aston Villa and Burton Swifts.
# Angolalla Terana Asagirt

Angolalla Terana Asagirt was one of the 105 woredas in the Amhara Region of Ethiopia. It is named in part after one of the capitals of the former principality of Shewa, Angolalla. Located at the eastern edge of the Ethiopian highlands in the Semien Shewa Zone, Angolalla Terana Asagirt was bordered on the southwest by Hagere Mariamna Kesem, on the west by the Oromia Region, on the north by Basona Werana, on the northeast by Ankober, and on the southeast by Berehet. Angolalla Terana Asagirt was divided for Angolalla Tera and Asagirt woredas.
The administrative center of this woreda was Chacha; other towns in Angolalla Terana Asagirt included Choki and Gina Ager. Elevations in this woreda range from 1000 to 2100 meters above sea level. The highest point in Angolalla Terana Asagirt is Mount Megezez.

## Demographics

Based on figures published by the Central Statistical Agency in 2005, this woreda has an estimated total population of 120,283, of whom 60,288 are men and 59,995 are women; 7,308 or 6.08% of its population are urban dwellers, which is less than the Zone average of 11.8%. With an estimated area of 992.35 square kilometers, Angolalla Terana Asagirt has an estimated population density of 121.2 people per square kilometer, which is less than the Zone average of 134.37.
The 1994 national census reported a total population for this woreda of 88,117 in 17,091 households, of whom 44,375 were men and 43,744 were women; 4,220 or 4.79% of its population were urban dwellers. The two largest ethnic groups reported in Angolalla Terana Asagirt were the Amhara (80.61%), and the Oromo (18.33%); all other ethnic groups made up 1.06% of the population. Amharic was spoken as a first language by 80.92%, and Oromiffa was spoken by 19.02%; the remaining 0.08% spoke all other primary languages reported. The majority of the inhabitants practiced Ethiopian Orthodox Christianity, with 98.43% reporting that as their religion, while 1.5% were Muslim.
# Gmina Stubno

Gmina Stubno is a rural gmina (administrative district) in Przemyśl County, Subcarpathian Voivodeship, in south-eastern Poland, on the border with Ukraine. Its seat is the village of Stubno, which lies approximately 20 kilometres (12 mi) north-east of Przemyśl and 71 km (44 mi) east of the regional capital Rzeszów.
The gmina covers an area of 89.12 square kilometres (34.4 sq mi), and as of 2006 its total population is 3,959 (4,020 in 2013).

## Villages

Gmina Stubno contains the villages and settlements of Barycz, Chałupki Dusowskie, Gaje, Hruszowice, Kalników, Kolonia Stubno, Kowaliki, Nakło, Pogorzelec, Starzawa, Stubienko, Stubno and Zagroble.

## Neighbouring gminas

Gmina Stubno is bordered by the gminas of Medyka, Orły, Radymno and Żurawica. It also borders Ukraine.
# Atrusca

Atrusca is a genus of gall wasps in the family Cynipidae. It consists of approximately 50 species, and is found in North and Central America.
Species:
* Atrusca bella
* Atrusca brevipennata
* Atrusca capronae
* Atrusca clavuloides
* Atrusca trimaculosa
# Gilbert Gilkes & Gordon

Gilbert Gilkes & Gordon, known as Gilkes, is an English hydropower engineering company based in Kendal, Cumbria, founded in 1853.
The company makes hydropower turbines and engine cooling pumps. One of the company's notable products is the Turgo turbine, invented in 1919 by Eric Crewdson whose grandson Charles Crewdson OBE is, as of 2021 the company chairman.

## History

In 1853 two brothers named Williamson established a company at Canal Head, Kendal. The first turbine they built in 1856 was installed at Holmescales Farm at Old Hutton and powered farm machinery there for more than a century. This, the "Williamson Bros Vortex Turbine No. 1", survives and is in the collection of Lakeland Arts; it was part of the Museum of Lakeland Life & Industry in Kendal, as of January 2021 closed during redevelopment of Abbot Hall.
In 1881 Gilbert Gilkes (1845-1924) bought Williamson Brothers, and remained the company chairman until 1920, when he was succeeded by his nephew, Norman Forster Wilson (born 1869).
In 1932 the company acquired James Gordon & Co, and became Gilbert Gilkes & Gordon.
Gilkes Energy was formed as a subsidiary in 2010 and works in hydropower project development.

## Recognition

The company holds a Royal warrant as "Water Turbine Engineers" to Elizabeth II. In 2010 the company was awarded The Queen's Award for Enterprise: International Trade (Export).
# Antonio Robinson

Antonio Robinson (born November 11, 1985) is a former American football wide receiver. He was signed by the Chicago Bears as an undrafted free agent in 2010. He later won Super Bowl XLV as a member of the Green Bay Packers, defeating the Pittsburgh Steelers. He played college football for Nicholls State University.

## Professional career
### Green Bay Packers

For the 2010 and 2011 seasons, Robinson was a member of the Green Bay Packers in the NFL.

### Seattle Seahawks

Robinson was signed to the Seattle Seahawks' practice squad on November 9, 2010, and was released on November 23.

### Omaha Nighthawks

In 2012, Robinson played for the Omaha Nighthawks in the United Football League.

### New Orleans VooDoo

Robinson was assigned to the New Orleans VooDoo of the Arena Football League on June 5, 2013.
# Aloinopsis rosulata

Aloinopsis rosulata is a species of succulent plant, native to Southern Africa. It is a wintergrower, and produces a thick tuber. The flowers are pale pink with red stripes.
* This Aizoaceae article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Mexican Federal Highway 135D

Federal Highway 135D is a toll highway connecting Cuacnopalan, Puebla to Oaxaca City and bypassing Tehuacán, Puebla. The road is operated by Caminos y Puentes Federales, which charges a toll of 200 pesos per car to travel Highway 135D.

## Route description

Highway 135D begins at an interchange with Highway 150D at Cuacnopalan, proceeding southward as the primary bypass of Tehuacán. Travelers can enter the city via interchanges with Highways 150 and 125. Past Tehuacán, there are few towns on the road, with the primary highlights being access to Asunción Nochixtlán, Oaxaca, and the toll road's end northwest of Oaxaca City.
# Multiple orthogonal polynomials

In mathematics, the multiple orthogonal polynomials (MOPs) are orthogonal polynomials in one variable that are orthogonal with respect to a finite family of measures. The polynomials are divided into two classes named type 1 and type 2.
In the literature, MOPs are also called $d$-orthogonal polynomials, Hermite-Padé polynomials or polyorthogonal polynomials. MOPs should not be confused with multivariate orthogonal polynomials.

## Multiple orthogonal polynomials

Consider a multiindex ${\vec {n}}=(n_{1},\dots ,n_{r})\in \mathbb {N} ^{r}$ and $r$ positive measures $\mu _{1},\dots ,\mu _{r}$ over the reals. As usual $|{\vec {n}}|:=n_{1}+n_{2}+\cdots +n_{r}$.

### MOP of type 1

Polynomials $A_{{\vec {n}},j}$ for $j=1,2,\dots ,r$ are of type 1 if the $j$-th polynomial $A_{{\vec {n}},j}$ has at most degree $n_{j}-1$ such that
    $\sum \limits _{j=1}^{r}\int _{\mathbb {R} }x^{k}A_{{\vec {n}},j}d\mu _{j}(x)=0,\qquad k=0,1,2,\dots ,|{\vec {n}}|-2,$
and
    $\sum \limits _{j=1}^{r}\int _{\mathbb {R} }x^{|{\vec {n}}|-1}A_{{\vec {n}},j}d\mu _{j}(x)=1.$

#### Explanation

This defines a system of $|{\vec {n}}|$ equations for the $|{\vec {n}}|$ coefficients of the polynomials $A_{{\vec {n}},1},A_{{\vec {n}},2},\dots ,A_{{\vec {n}},r}$.

### MOP of type 2

A monic polynomial $P_{\vec {n}}(x)$ is of type 2 if it has degree $|{\vec {n}}|$ such that
    $\int _{\mathbb {R} }P_{\vec {n}}(x)x^{k}d\mu _{j}(x)=0,\qquad k=0,1,2,\dots ,n_{j}-1,\qquad j=1,\dots ,r.$

#### Explanation

If we write $j=1,\dots ,r$ out, we get the following definition
    $\int _{\mathbb {R} }P_{\vec {n}}(x)x^{k}d\mu _{1}(x)=0,\qquad k=0,1,2,\dots ,n_{1}-1$
    $\int _{\mathbb {R} }P_{\vec {n}}(x)x^{k}d\mu _{2}(x)=0,\qquad k=0,1,2,\dots ,n_{2}-1$
    $\vdots$
    $\int _{\mathbb {R} }P_{\vec {n}}(x)x^{k}d\mu _{r}(x)=0,\qquad k=0,1,2,\dots ,n_{r}-1$

## Literature

* Ismail, Mourad E. H. (2005). Classical and Quantum Orthogonal Polynomials in One Variable. Cambridge University Press. pp. 607–647. ISBN 9781107325982.
* López-Lagomasino, G. (2021). An Introduction to Multiple Orthogonal Polynomials and Hermite-Padé Approximation. In: Marcellán, F., Huertas, E.J. (eds) Orthogonal Polynomials: Current Trends and Applications. SEMA SIMAI Springer Series, vol 22. Springer, Cham. https://doi.org/10.1007/978-3-030-56190-1_9
# Arvid Hallén

Arvid Hallén (born 3 July 1950) is a Norwegian sociologist and the Director-General of the Research Council of Norway (since 2004).
He holds a mag.art. (PhD) degree in sociology from the University of Oslo. He served as Director of the Norwegian Institute for Urban and Regional Research from 1986 to 1995, and was employed at the institute as a researcher since 1978. He became Director for Humanities and Social Sciences in the Research Council of Norway in 1995, and Director-General in 2004.
He is a member the Norwegian Academy of Technological Sciences.
# Gmina Studzienice

Gmina Studzienice is a rural gmina (administrative district) in Bytów County, Pomeranian Voivodeship, in northern Poland. Its seat is the village of Studzienice, which lies approximately 7 kilometres (4 mi) south-east of Bytów and 76 km (47 mi) south-west of the regional capital Gdańsk. The gmina covers an area of 175.96 square kilometres (67.9 sq mi), and as of 2006 its total population is 3,408.

## Villages

Gmina Studzienice contains the villages and settlements of Bielawy, Błotowo, Bukówki, Cechyny, Chabzewo, Czarna Dąbrowa, Dzierżążnik, Fiszewo, Imieni, Jabłończ Wielka, Kamionka, Kłączno, Kostki, Koźlice, Łąkie, Lipuszki, Łubieniec, Małe, Ociaskowo, Okuny, Osława Dąbrowa, Osowo Małe, Półczenko, Półczno, Prądzonka, Przewóz, Rabacino, Róg, Róg Osada, Rynszt, Skwierawy, Sominki, Sominy, Studzienice, Ugoszcz and Widno.

## Neighbouring gminas

Gmina Studzienice is bordered by the gminas of Brusy, Bytów, Dziemiany, Lipnica, Lipusz and Parchowo.
# Atruvia

Atruvia AG is the IT service provider of the German Cooperative Financial Group. The company based in Karlsruhe and Münster with further offices in Munich, Frankfurt and Berlin employs currently more than 4,600 staff (more than 6,700 including subsidiaries), generating an annual turnover of around 1.7 billion Euros.
Among Atruvia's customers are almost all members of the German Cooperative Financial Group, further companies from the Genossenschaftliche FinanzGruppe, as well as numerous private banks and companies from other business segments, such as the German automobile club (ADAC). Atruvia provides IT services for 169,000 banking work stations, administers roughly 82 million banking accounts and ensures comfortable cash supply by providing 34,000 ATMs and self-service terminals all across Germany. In its four high-security data processing centres.

## History

After talks concerning a possible merger of Fiducia IT AG (IT service provider for cooperative financial network in southern Germany, based in Karlsruhe) and GAD eG (the equivalent in northern Germany, based in Münster) had failed in previous years, negotiations were again picked up in late 2013. This time, both companies came to an agreement, resulting in the respective supervisory boards giving their assent in October 2014, followed by the owners of both companies in November and December 2014 respectively. The merger was finalized on 1 July 2015.

## Services offered

Atruvia currently operates two core banking applications "agree21" and "bank21". The banks associated with the former GAD eG currently employ the core banking application “bank21”, whereas the application used by those banks associated with the former Fiducia IT AG was called “agree”. By 2019 all German Volksbanks and Raiffeisenbanks are to be migrated to the new joint banking application “agree21”, which is primarily based on agree.
Atruvia AG also provides data centre services, a range of IT solutions including outsourcing, support and training, IT infrastructure services and hardware products.
# Maytree Travel

Maytree Travel was a bus operator based in Bolton in Greater Manchester.

## History

The company was formed in 2008 by owner Gary Hawthorne, who took over the Bolton operations of Tyrer Bus, who first started operating in Bolton in 2007. The company had over 35 routes and ran in the Bolton and Wigan areas. Several of its services were run on behalf of Transport for Greater Manchester, including Bolton's Metroshuttle service, which Maytree ran from January 2010 until December 2012.
On 1 March 2013, Manchester Community Transport acquired Maytree for an undisclosed figure, with Maytree becoming a trading subsidy of MCT.
Despite the takeover, Maytree Travel services were suspended on 4 April 2013 with replacements for tendered services obtained by Transport for Greater Manchester.
# Aloinopsis luckhoffii

Aloinopsis luckhoffii is a species of succulent plant in the genus Aloinopsis native to South Africa. Like other Aloinopsis it grows in a rosette of leaves close to the ground. It has angular leaves that are covered by small, white tooth-like protrusions.
# Mike Thomas (baseball)

Mike Thomas (born September 2, 1969) is a former Major League Baseball pitcher.

## College

Thomas played baseball at the collegiate level at Labette Community College.

## Baseball career

Thomas was drafted in the twenty-third round of the 1989 Major League Baseball Draft by the New York Mets. In 1991, he was traded along with Ron Darling to the Montreal Expos for Tim Burke. Later that year, he was selected in the rule 5 draft by the Cleveland Indians. He was returned to the Expos by the Indians the following year. In 1993, he signed as a free agent with the Milwaukee Brewers organization. He was a member of the team at the Major League level in 1995.
# Henry Woods (MP)

Henry Woods (1822 – 16 May 1882) was an English cotton manufacturer and colliery owner and a Liberal Party politician who sat in the House of Commons from 1857 to 1874.
Woods was the son of William Woods of Wigan and his wife Elizabeth Marsden, daughter of Jonathan Marsden. He was a cotton manufacturer at Wigan, and a colliery owner. He was Deputy Lieutenant and J.P. for Lancashire.
At the 1857 general election Woods was elected as a Member of Parliament (MP) for Wigan. He held the seat until 1874.
Woods died at the age of 59.
Woods married firstly in 1854 Hannah Hindley daughter of Charles Hindley MP of Portland House, Ashton-under-Lyne. She died in 1857 and he married secondly in 1864, Henrietta Emma Gilbert, daughter of Ashurst Gilbert, Bishop of Chichester.
# Michelle Senlis

Michelle Senlis (20 July 1933 – 21 July 2020) was a French lyricist and songwriter. She notably wrote songs for Jean Ferrat, Juliette Gréco, Fabienne Thibeault, and Hugues Aufray.

## Biography

Édith Piaf was the first singer to perform a song written by Senlis. She wrote Les Amants d'un jour in 1956 and Comme moi 1958 for Marguertie Monnot. She co-wrote numerous songs with her partner, Claude Delécluse, including La Belle Amour for Léo Ferré in 1959.
In 1963, among others, Senlis wrote C'est un jour à Naples for Dalida, Rachel for Juliette Gréco, and Quatre cents Enfants noirs Christine Sèvres. In 1967, with Fracis Lai, she wrote a song, titled Venise sous la neige and sung by Jacqueline Dulac. However, it was with Jean Ferrat that her career was most fruitful. She wrote thirty songs for Ferrant. Other performers she wrote for included Noëlle Cordier, Georgette Lemaire, Mireille Mathieu, Régine Zylberberg, and Jacques Hustin.
For the last twenty years of her life, Senlis left the songwriting industry and took up painting. However, she made a return one last time in 2016, writing the song Elle a refermé le piano for Isabelle Aubret. In 2016, she published a collection of poems, titled Du cœur à l'aubier and dedicated to her longtime companion, Claude Delécluse.
Michelle Senlis died in Paris on 21 July 2020 at the age of 87.