OpenLLM-France/wikimedia huggingface dataset:
# Prix de Flore

The Prix de Flore is a French literary prize founded in 1994 by Frédéric Beigbeder. The aim of the prize is to reward youthful authors and it is judged by a panel of journalists. It is awarded yearly in November, at the Café de Flore in Paris. The prize only applies to French-language literature, even though the author does not have to be French. Bruce Benderson was the first non-French author to receive the prize, in 2004, for the novel Autobiographie érotique (released in English as The Romanian: Story of an Obsession). The laureate of the Prix de Flore wins about 6,000 Euros and is entitled to drink a glass of Pouilly-Fumé, a white wine from the Loire region of France, at the Café de Flore every day for a year. The laureate's name is engraved on the glass.

## Laureates

* 1994: Cantique de la racaille by Vincent Ravalec
* 1995: Le Pas du loup by Jacques A. Bertrand
* 1996: Le Sens du combat by Michel Houellebecq
* 1997: Le Chameau sauvage by Philippe Jaenada
* 1998: Les Jolies Choses by Virginie Despentes
* 1999: Nicolas Pages by Guillaume Dustan
* 2000: Mémoire courte by Nicolas Rey
* 2001: L'Empire de la morale by Christophe Donner
* 2002: Rapport sur moi by Grégoire Bouillier
* 2003: Mammifères by Pierre Mérot
* 2004: Autobiographie érotique by Bruce Benderson
* 2005: Boys boys boys by Joy Sorman
* 2006: Rendez-vous by Christine Angot
* 2007: Ni d'Ève ni d'Adam by Amélie Nothomb
* 2008: La meilleure part des hommes by Tristan Garcia
* 2009: L'hyper Justine by Simon Liberati
* 2010: Le jour du roi by Abdellah Taïa
* 2011: Du temps qu'on existait by Marien Defalvard
* 2012: Zénith-Hôtel by Oscar Coop-Phane
* 2013: Tout cela n'a rien à voir avec moi by Monica Sabolo
* 2014: L'Aménagement du territoire by Aurélien Bellanger
* 2015: La Fleur du Capital by Jean-Noël Orengo
* 2016: Double Nationalité by Nina Yargekov, Éditions P.O.L [fr]
* 2017: (ex-æquo), L'invention des corps [fr] by Pierre Ducrozet Actes Sud
* 2018: (ex-æquo), Paname Underground by Johann Zarca [fr], Éditions Goutte d'Or [fr]
* 2018: Anatomie de l'amant de ma femme [fr] by Raphaël Rupert Éditions L'Arbre vengeur [fr]
* 2019: Rhapsodie des oubliés [fr] by Sofia Aouine Éditions de la Martinière [fr]
* 2020 : La Grâce by Thibault de Montaigu, Éditions Plon
* 2021: Le Voyant d’Etampes by Abel Quentin, Éditions de l'Observatoire [fr]
* 2022: Chienne et louve, by Joffrine Donnadieu, Gallimard
* 2023: Western, by Maria Pourchet, Stock
# Ubay (name)

Obai (Arabic: أبي) is an Arabic given name, most commonly transliterated as "Ubai". also It is also sometimes transliterated as "Obai", "Ubay", "Ubai", "Oubai", "Oubay", "Obay", "Ubayy", & "Obayy" The word is derived from the tri-consonant Arabic word for "refuse" and could possibly mean The one who is refusing the humiliation
The most well-known historical figure to be named Ubai was Ubay ibn Ka'b a companion of the Islamic prophet Muhammad and a person of high esteem in the early Muslim community

## People with the name

* Ubayy ibn Ka'b, Arabic companion of the Islamic prophet Muhammad
* Ubay Luzardo, Spanish footballer
# Draculoides karenbassettae

Draculoides karenbassettae is a species of schizomid arachnids (commonly known as sprickets or short-tailed whip-scorpions) in the Hubbardiidae family. It is endemic to Australia. It was described in 2020 by Australian arachnologists Kym Abrams and Mark Harvey.

## Distribution and habitat

The species occurs in the arid Pilbara region of North West Western Australia. The type locality is about 19 km west of the iron-ore mining town of Pannawonica and some 1,400 km north of Perth.
# Benjamin Van Cleve

Benjamin Van Cleve (February 24, 1773 – November 29, 1821) was a pioneer settler of Dayton, Ohio in the United States. He held several offices in the town.
Benjamin Van Cleve was the oldest child of John and Catherine Benham Van Cleve of Monmouth County, New Jersey. Three siblings were born at Monmouth County in the 1770s. Two other siblings were born when the family lived in Washington County, Pennsylvania in the 1780s. The family moved west and arrived at Cincinnati, Northwest Territory on January 3, 1790.
In Cincinnati, John Van Cleve was a blacksmith and farmed, until 1791, when he was killed outside Cincinnati by Native Indians. Mrs. Van Cleve married again, and had two more children before moving to Dayton. Benjamin Van Cleve was employed by his uncle Capt. Robert Benham between 1791 and 1794 during the Northwest Indian War. As part of his duties, he escorted pack horses to Arthur St. Clair's army, and witnessed his defeat.
Van Cleve was present when Colonel Ludlow surveyed Dayton, and was one of the first settlers in Dayton on April 1, 1796. He assisted Ludlow and William G. Schenck that year as they surveyed the United States Military District in east-central Ohio. Van Cleve was married August 28, 1800, to Mary Whitten, in the first marriage in the settlement. He was the first postmaster, first school teacher, and first clerk of the court in Dayton, serving as clerk until his death in Dayton in 1821. He was one of the incorporators of the Dayton Library in 1805, and was appointed by the Ohio Legislature as a member of the first board of trustees of Miami University in 1809.
Van Cleve's wife birthed five children between 1801 and 1809, and died December 28, 1810. Van Cleve married Mary Tamplin March 10, 1812. He was Presbyterian by faith. His son, John W. Van Cleve, was mayor of Dayton in the 1830s.
Benjamin Van Cleve's Mother, Catherine Benham Van Cleve, was likely the sister of Northwest Territory politician Captain Robert Benham.

## Publications

* Memoirs of Benjamin Van Cleve. Nabu Press. 2010. ISBN 978-1-176-82405-8.
# Before the Hurricane

Before the Hurricane (translit. Qarishkhlis tsin, Burevestnik in Russian) is a 1924 Georgian black-and-white silent film directed by Kote Marjanishvili based on a script by Shalva Dadiani.

## Plot

The film is set in 1905 in a textile factory in Tiflis where two friends are working, Lado and Tade. Lado falls in love with Tade's sister, Tasya. Prince Rostam orders his servants to bring her to him. The friends manage to free the girl and after this they become part of the revolutionary underground ...

## Cast

* L. Kavsadze as Gijua
* L. Gogoberidze as Tasya
* I. Djordjadze as Maro
* L. Qartvelishvili as Tade
* L. Sokolovi as Revolutionist
* N. Gotsiridze as Old man
* M. Arnazi as Krilova
* Aleqsandre Imedashvili as Petua
* A. Alshibaya as Count Gigo
* Soso Jividze as Saqua
* Ushangi Chkheidze as Niko
* D. Mjavya as Police-officer
* Q. Andronikashvili as Katine
* G. Pronispireli as Kinto
* D. Chkheidze as Priest
# Corumbá (mine)

Corumbá is an iron ore mine located in the western Brazilian state of Mato Grosso do Sul, near the border with Bolivia. The mine is located east of highway 262 about 15 km south of the city of Corumbá. The mine is of open pit construction, producing approximately 2 million tonnes per year of iron ore which is partially processed on site before being moved by barge along the Paraguay and Paraná Rivers to shipping ports along the Atlantic coast. The mine currently employs approximately 650 persons. The mine is currently owned by Vale S.A., who acquired it from multinational mining giant Rio Tinto Group in 2009 for US$814M.
# Ash Lake (Vancouver Island)

Ash Lake is a lake located north of Great Central Lake and south of Elsie Lake. Ash Lake is named after Dr. Ash one of the sponsors of Robert Brown's Vancouver Island Exploring Expedition of 1864.
# Mystified (EP)

Mystified is the debut EP by Joe Scarborough (credited as "Scarborough"), released on June 23, 2017. With five tracks, the EP is in the alternative and indie genre.

## Track listing

* "Mystified" – 4:52
* "Superbad" – 3:37
* "Time Rolls On" – 3:34
* "Girl Like That" – 4:23
* "Let's Fall in Love" – 4:40
# Rikizo Takata

Rikizo Takata (18 October 1900 – 31 October 1992) was a Japanese painter. His work was part of the painting event in the art competition at the 1936 Summer Olympics.
# 2019 Copa del Rey Juvenil

The 2019 Copa del Rey Juvenil is the 69th staging of the Copa del Rey Juvenil de Fútbol. The competition started on 18 May 2019.

## First round

The top two teams from each group of the 2018–19 División de Honor Juvenil de Fútbol and the two best third-placed teams were drawn into a two-game best aggregate score series. The first leg was played on May 18 and 19 and the second on May 25 and 26.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Levante | 10–3 | Sevilla | 7–1 | 3–2 |
| Granada | 2–5 | Barcelona | 2–2 | 0–3 |
| Tenerife | 2–6 | Real Madrid | 1–2 | 1–4 |
| Sporting Gijón | 0–2 | Espanyol | 0–0 | 0–2 |
| Racing Santander | 4–6 | Real Sociedad | 2–3 | 2–3 |
| Villarreal | 3–2 | Zaragoza | 2–1 | 1–1 |
| Celta Vigo | 2–4 | Numancia | 1–0 | 1–4 |
| Las Palmas | 1–6 | Atlético Madrid | 1–3 | 0–3 |

## Quarterfinals

The eight winners from the first round advanced to quarterfinals, that were played in a two-game series. The first leg were played on June 1 and 2 and the second on June 8 and 9.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Villarreal | 5–1 | Real Sociedad | 4–1 | 1–1 |
| Numancia | 1–4 | Levante | 1–1 | 0–3 |
| Barcelona | 1–3 | Real Madrid | 0–2 | 1–1 |
| Atlético Madrid | 4–2 | Espanyol | 3–2 | 1–0 |

## Semifinals

The four winners from the quarterfinals advanced to semifinals, that are played in a two-game series. The first leg was played on June 16 and the second leg will be played on June 23.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Levante | 4–5 | Atlético Madrid | 1–2 | 3–3 |
| Villarreal | 3–2 | Real Madrid | 1–0 | 2–2 |

## Final

| Team 1 | Score | Team 2 |
| Atlético Madrid | 0–3 | Villarreal |
# Rhaphidophora pusilla

Rhaphidophora pusilla is a species of plant in the family Araceae. It is found in Cameroon and Gabon. Its natural habitat is subtropical or tropical moist montane forests. It is threatened by habitat loss.
Rhaphidophora pusilla was considered synonymous with Rhaphidophora africana but was accepted as own species by R. Govaerts and D. G. Frodin in 2002. More recent studies tend to synonymize the species again with R. africana.
# Grove Bush

Grove Bush is a village in the Southland region of New Zealand's South Island. It is located on the banks of the Makarewa River on the Southland Plains near the foothills of the Hokonui Hills.
The village's main feature is its community hall. It is situated in a rural area of fertile farmland; the nearest city, Invercargill, is approximately 20 km southwest. Other small townships are nearby: Mabel Bush is just to the east, while Springhills and Hedgehope are to the north and Rakahouka is to the south.

## Demographics

Grove Bush statistical area covers 145.56 km$^2$ (56.20 sq mi) and had an estimated population of 1,250 as of June 2023, with a population density of 8.6 people per km$^2$.
Grove Bush had a population of 1,158 at the 2018 New Zealand census, an increase of 93 people (8.7%) since the 2013 census, and an increase of 183 people (18.8%) since the 2006 census. There were 402 households, comprising 582 males and 576 females, giving a sex ratio of 1.01 males per female. The median age was 38.9 years (compared with 37.4 years nationally), with 267 people (23.1%) aged under 15 years, 183 (15.8%) aged 15 to 29, 567 (49.0%) aged 30 to 64, and 135 (11.7%) aged 65 or older.
Ethnicities were 90.9% European/Pākehā, 6.0% Māori, 0.5% Pasifika, 4.7% Asian, and 2.1% other ethnicities. People may identify with more than one ethnicity.
The percentage of people born overseas was 9.3, compared with 27.1% nationally.
Although some people chose not to answer the census's question about religious affiliation, 50.3% had no religion, 39.4% were Christian, 0.3% had Māori religious beliefs, 0.3% were Hindu, 0.3% were Buddhist and 1.0% had other religions.
Of those at least 15 years old, 144 (16.2%) people had a bachelor's or higher degree, and 198 (22.2%) people had no formal qualifications. The median income was $41,500, compared with $31,800 nationally. 198 people (22.2%) earned over $70,000 compared to 17.2% nationally. The employment status of those at least 15 was that 534 (59.9%) people were employed full-time, 156 (17.5%) were part-time, and 15 (1.7%) were unemployed.
# Dracoderidae

Dracoderidae is a family of worms belonging to the class Cyclorhagida.
Genera:
# Deep & Meaningless

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Deep & Meaningless is the second album by English folk singer-songwriter duo John Otway and Wild Willy Barrett. It was released in 1978. The album included the song "Beware Of The Flowers ('Cos I'm Sure They're Going To Get You Yeah)", which was voted Britain's seventh most popular song lyric in a 1999 BBC online poll. The song's strong showing—ahead of The Moody Blues' "Nights in White Satin" and Hoagy Carmichael's "Stardust"—was the result of what Otway's website described as a "well orchestrated campaign" by fans.
AllMusic rates the album as a "triumph" and gives it 4 1/2 out of 5 stars.

## Track listing

All songs written by John Otway except where noted

### Side one

* "Place Farm Way" - 3:31
* "To Anne" - 3:27
* "Beware of the Flowers ('Cos I'm Sure They're Going to Get You Yeah)" - 2:30
* "The Alamo" (Jane Bowers) - 3:16
* "Oh My Body is Making Me" - 4:09

### Side two

    1. "Josephine" (Otway, Warren Harry) - 7:02
    2. "Schnot" - 2:44
    3. (a) "Riders in the Sky" (Stan Jones)
       (b) "Running From the Law"
       (c) "Riders in the Sky" - 3:03
    4. "I Wouldn't Wish It On You" - 3:11
    5. "Can't Complain" - 2:32

## Personnel

* John Otway - lead vocals, guitar,
* Wild Willy Barrett - guitar, violin
* Nigel Pegrum - drums
* Maggie Ryder - backing vocals
* Mark Freeman - drums
* Dave Holmes - drums
* Yvonne Grech - backing vocals
* Simon Hanson

### Technical

* Adam Francis - engineer
* Jill Mumford - sleeve design
* Paddy Eckersley - photography
# ŽKK Art Basket

Ženski košarkaški klub Art Basket (Serbian Cyrillic: Женски кошаркашки клуб Арт Баскет), commonly referred to as ŽKK Art Basket, is a women's professional basketball club based in Belgrade, Serbia.

## History

The club was founded in 2009 in Belgrade at the Vladislav Ribnikar Elementary School by Ana Mrkić, a basketball coach and former player from Šabac. She started Art Basket as a youth system academy with the desire to be a farm team for Crvena zvezda. After years of working with girls, the club formed a senior basketball team in 2017. At that point a cooperation with men's club Mega Basket was established.
In March 2021, the club won its first title, the National Cup.

## Head coaches

* Milan Vidosavljević (2019–present)

## Trophies and awards
### Trophies
#### First League of Serbia

** Runners-up (1) : 2020–21

#### Serbian Cup

** Winner (2): 2021, 2024
** Runners-up (1) : 2022, 2023

## Season by season

| Season | Tier | Division | Pos. | Postseason | W–L | National Cup |
| 2018–19 | 3 | First Regional League, North 2 | 1 | — | 10–0 | DNQ |
| 2019–20 | 2 | WLS Second League | 1 | — | 16–0 | DNQ |
| 2020–21 | 1 | WLS First League | 4 | Runners-up | 20–8 | Winners |
| 2021–22 | 1 | WLS First League | 2 | Semifinal | 19–3 | Runners-up |
| 2022–23 | 1 | WLS First League | 3 | Semifinal | 17–5 | Runners-up |
Source: Srbijasport
# Xenochaetina

Xenochaetina is a genus of flies in the family Lauxaniidae. There are about 11 described species in Xenochaetina.

## Species

* Xenochaetina aeneoides Hendel, 1932
* Xenochaetina crassimana Malloch, 1926
* Xenochaetina ferruginosa Hendel, 1926
* Xenochaetina flavipennis (Fabricius, 1805)
* Xenochaetina leucostoma Hendel, 1936
* Xenochaetina opaca Hendel, 1936
* Xenochaetina pallida Malloch, 1923
* Xenochaetina polita Malloch, 1925
* Xenochaetina porcaria (Fabricius, 1805)
* Xenochaetina setitibia Malloch, 1925
# Computer-aided call handling

Computer aided call handling is a methodology for managing calls to service providers, such as emergency services, through the use of computer based algorithms in order to make consistent and objective decisions on action to be taken. The computer software can provide scripting, prompts or interactive questioning to assist the call handler in gathering information.
The algorithms in the software will depend on the requirements of the service provider, the resources they have available, and the information that may be useful to resources dispatched or assigned to the call. The output is likely to be a prioritised list of tasks for action, where the action could be passing to another remote service (such as a telephony centre), dispatching a physical resource (such as an ambulance, police car or recovery truck) or closing the call without action. The advantage in using a computer based system is objectivity in decisions made, meaning a consistent service delivery.
Call handling software can be linked to computer aided dispatch in order that this process is fully integrated, and information from the call handling software is passed directly to dispatch software where appropriate. This could also mean dispatching services which are not part of the organisation using the call handling software, such as an ambulance control centre automatically dispatching police to a violent incident, without the requirement to involve a further operator.
# Mythimna hamifera

Mythimna hamifera is a moth of the family Noctuidae first described by Achille Guenée in 1852. It is found in Sri Lanka, Japan and Borneo.
Its larval host plant is Saccharum.
# Ripe (Ben Lee album)

Professional ratings :
| Aggregate scores ||
| Source | Rating |
| Metacritic | 62/100 |
| Review scores ||
| Source | Rating |
| AllMusic | |
| Time Off | |
Ripe is the sixth album by Australian musician Ben Lee, released on 18 September 2007. Produced by John Alagia, the album features guest appearances from Mandy Moore, Benji Madden, Benmont Tench, Rachael Yamagata, Rooney, Sara Watkins and Charlotte Martin.
It entered the ARIA Albums Chart at No. 11 on 24 September.

## Track listing

* "Love Me Like the World Is Ending" (featuring Rachael Yamagata) – 3:46
* "American Television" (featuring Rooney) – 3:40
* "Birds and Bees" (featuring Mandy Moore) – 3:09
* "Is This How Love's Supposed to Feel?" (featuring Charlotte Martin) – 4:17
* "Blush" – 3:55
* "Numb" – 2:57
* "What Would Jay-Z Do?" – 2:54
* "Sex Without Love" (featuring Benji Madden) – 3:31
* "Home" – 2:39
* "So Hungry" – 3:34
* "Just Say Yes" – 5:24
* "Ripe" – 3:05

## Personnel

* John Alagia – guitar, acoustic guitar, electric guitar, tack piano, organ, shaker, tambourine, background vocals
* Matt Chamberlain – drums, tambourine, percussion
* Mark Goldenberg – electric guitar, slide guitar
* Nick Johns – piano, Fender Rhodes piano, harmonium, Wurlitzer organ, Mellotron, ARP synthesizer, Moog synthesizer, vibraphone
* Charlotte Martin – piano, background vocals
* Mandy Moore – vocals, background vocals
* Todd M. Simon – trumpet
* Sara Watkins – background vocals
* Ben Lee – vocals, acoustic guitar, electric guitar

## Charts

| Chart (2007) | Peak position |
| Australian Albums (ARIA) | 11 |
| US Heatseekers Albums (Billboard) | 8 |
| US Independent Albums (Billboard) | 35 |

## Certifications

| Region | Certification | Certified units/sales |
| Australia (ARIA) | Gold | 35,000$^^$ |
| $^^$ Shipments figures based on certification alone. |||
# Projection body

In convex geometry, the projection body $\Pi K$ of a convex body $K$ in n-dimensional Euclidean space is the convex body such that for any vector $u\in S^{n-1}$, the support function of $\Pi K$ in the direction u is the (n – 1)-dimensional volume of the projection of K onto the hyperplane orthogonal to u.
Hermann Minkowski showed that the projection body of a convex body is convex. Petty (1967) and Schneider (1967) used projection bodies in their solution to Shephard's problem.
For $K$ a convex body, let $\Pi ^{\circ }K$ denote the polar body of its projection body. There are two remarkable affine isoperimetric inequality for this body. Petty (1971) proved that for all convex bodies $K$,
    $V_{n}(K)^{n-1}V_{n}(\Pi ^{\circ }K)\leq V_{n}(B^{n})^{n-1}V_{n}(\Pi ^{\circ }B^{n}),$
where $B^{n}$ denotes the n-dimensional unit ball and $V_{n}$ is n-dimensional volume, and there is equality precisely for ellipsoids. Zhang (1991) proved that for all convex bodies $K$,
    $V_{n}(K)^{n-1}V_{n}(\Pi ^{\circ }K)\geq V_{n}(T^{n})^{n-1}V_{n}(\Pi ^{\circ }T^{n}),$
where $T^{n}$ denotes any $n$-dimensional simplex, and there is equality precisely for such simplices.
The intersection body IK of K is defined similarly, as the star body such that for any vector u the radial function of IK from the origin in direction u is the (n – 1)-dimensional volume of the intersection of K with the hyperplane u$^⊥$. Equivalently, the radial function of the intersection body IK is the Funk transform of the radial function of K. Intersection bodies were introduced by Lutwak (1988).
Koldobsky (1998a) showed that a centrally symmetric star-shaped body is an intersection body if and only if the function 1/||x|| is a positive definite distribution, where ||x|| is the homogeneous function of degree 1 that is 1 on the boundary of the body, and Koldobsky (1998b) used this to show that the unit balls l$^p$ $_n$, 2 < p ≤ ∞ in n-dimensional space with the l$^p$ norm are intersection bodies for n=4 but are not intersection bodies for n ≥ 5.
# Pälkänevesi

Pälkänevesi is a lake in Finland. The lake is located in the municipality of Pälkäne in the Pirkanmaa region.
The lake is part of Kokemäenjoki basin and a chain of lakes that consists of Längelmävesi, Vesijärvi, Roine, Pälkänevesi and Mallasvesi. This chain of lakes drains into Vanajavesi in Valkeakoski and from southeast another chain of lakes, consisting of the lakes Lummene, Kuohijärvi, Kukkia, Iso-Roine, Hauhonselkä and Ilmoilanselkä joins into it. In Finnish the former chain of lakes is called Längelmäveden reitti and the latter Hauhon reitti as it runs through the former municipality of Hauho.
# Bothrops itapetiningae

Bothrops itapetiningae, or the São Paulo lancehead, is a species of venomous snake in the family Viperidae. It is endemic to the Cerrado region, savannas of central Brazil.

## Geographic range

It is found in the Brazilian states of Goiás, Minas Gerais, Mato Grosso and São Paulo. The type locality is Itapetininga, a municipality in the State of São Paulo [Brazil].
# De Schaum

The De Schaum was an American automobile manufactured in Buffalo, New York from 1908 to 1909. The company offered a 7 hp High wheeler called the De Shaum and Seven Little Buffaloes.

## History

William A. De Shaum was William A Shaum with a new name. After building the Shaum automobile in Baltimore, he arrived in Buffalo in 1906 and built a high wheeler for C. Rossler Manufacturing Company.
In 1908 he formed the De Shaum Motor Syndicate Company and began building a high-wheeler under his own name. High-wheeler sales were on the decline and for 1909 he renamed the De Shaum as the Seven Little Buffaloes.
De Shaum was out of business before the end of the year and began a new venture in Hornell, New York in 1910. No cars were ever produced in Hornell and he left for Michigan where he formed a new De Shaum Motor Car Company and the Suburban Motor Car Company.
# Mythimna guanyuana

Mythimna guanyuana is a moth in the family Noctuidae. It is found in Taiwan.