OpenLLM-France/wikimedia huggingface dataset:
# Diving at the 2022 European Aquatics Championships – Women's 3 m springboard

The Women's 3 m springboard competition of the 2022 European Aquatics Championships was held on 19 August 2022.

## Results

The preliminary round was started at 10:00. The final was held at 16:45.
Green denotes finalists
| Rank | Diver | Nationality | Preliminary | Preliminary | Final | Final |
| Rank | Diver | Nationality | Points | Rank | Points | Rank |
| | Chiara Pellacani | Italy | 294.50 | 1 | 318.75 | 1 |
| | Michelle Heimberg | Switzerland | 294.40 | 2 | 301.80 | 2 |
| | Yasmin Harper | Great Britain | 273.25 | 4 | 296.20 | 3 |
| 4 | Tina Punzel | Germany | 260.10 | 7 | 277.65 | 4 |
| 5 | Clare Cryan | Ireland | 261.40 | 6 | 268.35 | 5 |
| 6 | Emilia Nilsson | Sweden | 281.90 | 3 | 266.25 | 6 |
| 7 | Lauren Hallaselkä | Finland | 255.35 | 8 | 265.70 | 7 |
| 8 | Grace Reid | Great Britain | 253.15 | 9 | 259.80 | 8 |
| 9 | Viktoriya Kesar | Ukraine | 251.75 | 10 | 256.55 | 9 |
| 10 | Elisa Pizzini | Italy | 262.80 | 5 | 243.85 | 10 |
| 11 | Helle Tuxen | Denmark | 235.10 | 12 | 243.55 | 11 |
| 12 | Lena Hentschel | Germany | 249.35 | 11 | 233.95 | 12 |
| 13 | Estilla Mosena | Hungary | 232.75 | 13 | did not advance | did not advance |
| 14 | Daphne Wils | Netherlands | 232.10 | 14 | did not advance | did not advance |
| 15 | Anna Arnautova | Ukraine | 230.90 | 15 | did not advance | did not advance |
| 16 | Madeline Coquoz | Switzerland | 229.65 | 16 | did not advance | did not advance |
| 17 | Kaja Skrzek | Poland | 225.60 | 17 | did not advance | did not advance |
| 18 | Emma Gullstrand | Sweden | 210.45 | 18 | did not advance | did not advance |
| 19 | Rocío Velázquez | Spain | 210.15 | 19 | did not advance | did not advance |
| 20 | Valeria Antolino | Spain | 199.05 | 20 | did not advance | did not advance |
| 21 | Laura Valore | Denmark | 191.05 | 21 | did not advance | did not advance |
| 22 | Aleksandra Błażowska | Poland | 186.45 | | did not advance | did not advance |
| 23 | Caroline Kupka | Norway | 185.45 | 23 | did not advance | did not advance |
# Mydaea urbana

Mydaea urbana is a fly from the family Muscidae. It is found in the Palearctic.
# Mydans

Mydans is a surname. Notable people with the surname include:
* Carl Mydans (1907–2004), American photographer
* Shelley Smith Mydans (1915–2002), American novelist, journalist, and prisoner of war, wife of Carl
# Pseudomonas oleovorans

Pseudomonas oleovorans is a Gram-negative, methylotrophic bacterium that is a source of rubredoxin (part of the hydroxylation-epoxidation system). It was first isolated in water-oil emulsions used as lubricants and cooling agents for cutting metals. Based on 16S rRNA analysis, P. oleovorans has been placed in the P. aeruginosa group.
# Pseudomonas orientalis

Pseudomonas orientalis is a Gram-negative, rod-shaped bacterium isolated from spring waters in Lebanon. Based on 16S rRNA analysis, P. orientalis has been placed in the P. fluorescens group.
# Colotis doubledayi

Colotis doubledayi, the Doubleday's tip or Doubleday's orange, is a butterfly of the family Pieridae. It is found in the Afrotropical realm.
The wingspan is 32–40 mm in males and 34–45 mm in females. The adults have two broods from September to October and April to May.
The larvae feed on Maerua schinzii.
# Disguises (Robots in Disguise album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | link |
| PopMatters | (unfavourable) link |
Disguises or Robots in Disguise is the eponymous debut album by English electropunk band Robots in Disguise.

## Track listing

All tracks written by Robots in Disguise.
* "Boys" – 5:06
* "Postcards from..." – 4:06
* "DIY" – 5:55
* "Bed Scenes" – 3:51
* "Argument" – 6:00
* "Hi-Fi" – 3:20
* "Mnemonic" – 3:47
* "Transformer" – 4:10
* "50 Minutes" – 4:21
* "What Junior Band Did Next" – 4:18
* "Outdoors" - 4:59
* "Cycle Song" – 3:51

## Personnel

Robots in Disguise
* Dee Plume - vocals, guitars
* Sue Denim - vocals, guitars
Additional musicians
* David Westlake – drum kit
* Paul Stone – drum kit
Production
* Chris Corner – record producer, mixer, engineering
* Noel Fielding – artwork

## Samples

* 'Transformer' sampled David Sylvian's track: 'Backwaters' (1984)
* 'Cycle Song' sampled Yello Magic Orchestra's track: 'Technopolis' (1979)

## Release history

| Region | Date | Label | Format | Catalogue # |
| France | 2001 | Recall | CD | RECALL014 |
| Europe | 2001 | Recall | CD | RECAL023 |
# Collection (Agnes album)

Collection is a greatest hits album by Swedish recording artist Agnes, and was released on 27 December 2013 in Sweden. It includes most of her singles to date, omitting Stranded, Kick Back Relax, All I Want for Christmas Is You, Sometimes I Forget and Life (Diamonds in the Dark).

## Så mycket bättre covers

The album will include songs which Agnes performed on the Swedish television show Så mycket bättre, that aired during the autumn and winter of 2013 on TV4. The first single released from the album, and also the first cover from the show was "En Sån Karl".
* Day 1: Lill Lindfors' day - "En sån karl"
* Day 2: Bo Sundström's day - "Allt ljus på mig"
* Day 3: Ken Ring's day - "Nu måste vi dra"
* Day 4: Titiyo's day - "Flowers"
* Day 5: Ulf Dageby's day - "Hanna från Arlöv"
* Day 7: Ebbot Lundberg's day - "Instant Repeater"

## Charts

| Chart | Peak position |
| Sweden | 4 |

### Så mycket bättre singles

| Title | Peak chart positions | Peak chart positions | Peak chart positions |
| Title | iTunes Chart (SWE) | Diglistan | Sverigetopplistan |
| En Sån Karl | 1 | 4 | 10 |
| Allt Ljus På Mig | 1 | 7 | 49 |
| Nu Måste Vi Dra | 1 | 10 | 45 |
| Flowers | 1 | 12 | - |
| Hanna Från Arlöv | 1 | 14 | - |
| Instant repeater '99 | 2 | 3 | 46 |

## Release History

| Country | Date | Format | Label |
| Sweden | 27 December 2013 | CD, Digital download | Roxy/Universal |
# Pseudacraea semire

Pseudacraea semire, the green false acraea, is a butterfly in the family Nymphalidae. It is found in Guinea, Sierra Leone, Liberia, Ivory Coast, Ghana, Togo, Nigeria, Cameroon, Gabon, the Republic of the Congo, the Central African Republic, Angola, the Democratic Republic of the Congo, western Uganda, north-western Tanzania and north-western Zambia.

## Description

semire group. Only a single species, which differs from all others in the very small cell of the hindwing. Ps. semire Cr. (46 a). Both wings black-brown above, in the basal part with large black dots and in the middle with green spots, which on the hindwing form a continuous median band, but on the fore wing are smaller and widely separated, in the cell of the forewing also two small green spots; the interneural folds before the distal margin with broad, black, light-bordered streaks and on the hindwing between these and the green median band with a row of brown-red spots. The under surface is lighter than the upper, especially at the base, and the green spots whitish. Sierra Leone to Angola.

## Biology

The habitat consists of lowland to sub-montane forest.
The larvae feed on Ouratea species, as well as Campylospermum laeve and Ochna pulchra.
# Pseudacraea rubrobasalis

Pseudacraea rubrobasalis, the lesser variable false acraea, is a butterfly in the family Nymphalidae. It is found in Nigeria, Cameroon, Gabon, the Republic of the Congo, the Democratic Republic of the Congo and Uganda.

## Description

Very similar to Pseudacraea dolomena q.v. for differentiation.

## Biology

The habitat consists of forests.
The larvae feed on Afrosersalisia species.
# Kouchibouguacis River

The Kouchibouguacis River is a river in Saint-Louis Parish, Kent County, New Brunswick, Canada. It is a tributary of the Northumberland Strait. It is not to be confused with the Kouchibouguac River running parallel to this river, about 6 kilometres (4 mi) to the north.

## River Communities

* Saint-Louis-de-Kent
* Kent Junction
* Saint-Ignace

## River Crossings

* Route 11
* Route 126
* Route 134
# Myristica arfakensis

Myristica arfakensis is a species of plant in the family Myristicaceae. It is endemic to West Papua (Indonesia).
# N. Soundararajan

N. Soundararajan was an Indian politician and former Member of Parliament. He was elected to the Lok Sabha as an Anna Dravida Munnetra Kazhagam candidate from Sivakasi Lok Sabha constituency in 1980 and 1984 elections.
# N. Soundarapandian

N. Soundrapandian was an India politician and two times Member of Legislative Assembly. He was elected to Tamil Nadu legislative assembly from Radhapuram constituency in 1962 and 1967 elections as an Indian National Congress candidate.
# N. Srinivasan (artist)

N. Srinivasan (born 24 January 1972) is an Indian digital artist in the fields of art and architecture. He uses technology and traditional subject matter for most of his artwork.

## Early life

Srinivasan was born on January 24, 1972 in the small village of Thanjavur. In 1996, he completed his Bachelor in Fine Arts at the Government College of Arts and Crafts in Chennai.
He obtained both a Master of Arts and a Master of Philosophy in Public Administration. He completed his Master's Degree in Fine Arts in Painting at the Government College of Fine Arts, studying at Tamil Nadu Music and Fine Arts University, Chennai, in 2016.

## Career

Srinivasan works at the School of Architecture and Planning, Anna University, Chennai. In September 2005, he acted as curator for the tsunami art exhibition by NSS students from 230 engineering colleges at the university.
Srinivasan moved from traditional artistic techniques to digital technology. He studied Saiva Siddhanta for three years at the Thiruvaduthurai Mutt and obtained the title "Siddantha Ratnam," which influences his art.
His drawings, digital prints, installations, videos and three-dimensional sculptures have been displayed publicly, including in Mumba, Chennaii, and Coimbatore.
In 2009, the Tamil Nadu Iyal Isai Nataka Manram awarded the Kalaimamani award to Srinivasan for Outstanding Achievements in digital painting. He is the only person to have received the Kalimamani award in the Field of Painting. In 2016, N. Srinivasan and V. Senguttuvan received the APJ Abdul Kalam Memorial Research Award for fine arts.
In 2005, Srinivasan advocated for a Tamil university for fine arts. In 2013, the Tamil Nadu government announced the start up of the new Tamil Nadu Music and Fine Arts University. Srinivasan has also advocated for the preservation of ancient decorated rocks in the Villupuram district. In 2016, he formed an Integrated Village for Arts to teach youth about art.
Srinivasan is a member of the Indian Society for Technical Education, the South Zone Cultural Center Thanjavur, the Bombay Art Society Mumbai, and the Jehangir Art Gallery of Mumbai.

## Publications

His Tamil novel, Vidambanam, was released by Kaalachuvadu publications in 2017. He published a technical paper on machine learning at the IEEE International Conference in 2015.
He publishes the Tamil little magazine Mei Porul, which focuses on art and aesthetics related issues. In 2016, Srinivasan became an author for Kanaiyazhi, the monthly Tamil literary magazine.
# Pseudo Jacobi polynomials

In mathematics, the term Pseudo Jacobi polynomials was introduced by Lesky for one of three finite sequences of orthogonal polynomials y. Since they form an orthogonal subset of Routh polynomials it seems consistent to refer to them as Romanovski-Routh polynomials, by analogy with the terms Romanovski-Bessel and Romanovski-Jacobi used by Lesky. As shown by Askey for two other sequencesth is finite sequence orthogonal polynomials of can be expressed in terms of Jacobi polynomials of imaginary argument. In following Raposo et al. they are often referred to simply as Romanovski polynomials.
# Pseudo algebraically closed field

In mathematics, a field $K$ is pseudo algebraically closed if it satisfies certain properties which hold for algebraically closed fields. The concept was introduced by James Ax in 1967.

## Formulation

A field K is pseudo algebraically closed (usually abbreviated by PAC) if one of the following equivalent conditions holds:
* Each absolutely irreducible variety $V$ defined over $K$ has a $K$-rational point.
* For each absolutely irreducible polynomial $f\in K[T_{1},T_{2},\cdots ,T_{r},X]$ with ${\frac {\partial f}{\partial X}}\not =0$ and for each nonzero $g\in K[T_{1},T_{2},\cdots ,T_{r}]$ there exists $({\textbf {a}},b)\in K^{r+1}$ such that $f({\textbf {a}},b)=0$ and $g({\textbf {a}})\not =0$.
* Each absolutely irreducible polynomial $f\in K[T,X]$ has infinitely many $K$-rational points.
* If $R$ is a finitely generated integral domain over $K$ with quotient field which is regular over $K$, then there exist a homomorphism $h:R\to K$ such that $h(a)=a$ for each $a\in K$.

## Examples

* Algebraically closed fields and separably closed fields are always PAC.
* Pseudo-finite fields and hyper-finite fields are PAC.
* A non-principal ultraproduct of distinct finite fields is (pseudo-finite and hence) PAC. Ax deduces this from the Riemann hypothesis for curves over finite fields.
* Infinite algebraic extensions of finite fields are PAC.
* The PAC Nullstellensatz. The absolute Galois group $G$ of a field $K$ is profinite, hence compact, and hence equipped with a normalized Haar measure. Let $K$ be a countable Hilbertian field and let $e$ be a positive integer. Then for almost all $e$-tuples $(\sigma _{1},...,\sigma _{e})\in G^{e}$, the fixed field of the subgroup generated by the automorphisms is PAC. Here the phrase "almost all" means "all but a set of measure zero". (This result is a consequence of Hilbert's irreducibility theorem.)
* Let K be the maximal totally real Galois extension of the rational numbers and i the square root of −1. Then K(i) is PAC.

## Properties

* The Brauer group of a PAC field is trivial, as any Severi–Brauer variety has a rational point.
* The absolute Galois group of a PAC field is a projective profinite group; equivalently, it has cohomological dimension at most 1.
* A PAC field of characteristic zero is C1.
# Distorted

Distorted may refer to:
* Anything subject to distortion
* Distorted (band), a progressive deathdoom metal band from Bat-Yam, Israel
* Distorted (EP), an extended play by the band Distorted
* Distorted (film), a 2018 Canadian thriller
* Distorted Music Festival, a 2005 Australian music festival
* Distorted (TV series), a 2017 South Korean television series
* Distorted, a 2001 demo album by Biomechanical
* Beatmania IIDX 13: Distorted, an arcade game
# Distort (disambiguation)

To distort is to alter the original shape of an object, image, sound, waveform or other form of information or representation.
Distort may also refer to:
* Distort (album), a 1998 industrial album by Collide
* Distort Entertainment, a record label
# Do-hun

Do-hun, also spelled Do-hoon, is a Korean masculine given name. The meaning differs based on the hanja used to write each syllable of the name. There are 44 hanja with the reading "do" and 12 hanja with the reading "hun" on the South Korean government's official list of hanja which may be registered for use in given names.
People with this name include:
* Kim Do-hoon (born 1970), South Korean football manager
* Im Do-hun (born 1972), South Korean volleyball player
* Park Do-hun (born 1964), South Korean former handball player
Fictional characters with this name include:
* Ahn Do-hoon, in 2013 South Korean television series Secret Love
* Baek Do-hoon, in 2013 South Korean television series King of Ambition
# Comité International Permanent des Études Mycéniennes

The Permanent International Committee for Mycenaean Studies, always known as the Comité International Permanent des Études Mycéniennes or CIPEM, even in English, acts as a standardising body for Mycenaean studies and related disciplines, including Linear A and Cypriot epigraphy. It is an affiliate of UNESCO. It also oversees the organisation of International Colloquia on Mycenaean Studies, which as of 2011 number thirteen. The thirteenth was held in Paris in 2010, and the fourteenth will be held in Copenhagen.
CIPEM was founded in 1956 to propagate the study of texts in Linear B, and was formerly known in English as the International Standing Committee for Mycenaean Studies. It is run by a committee that is headed by a Secretary-General. Professor Marie-Louise Nosch was Secretary-General of the organization from 2010 to 2015.
# Comité Interprofessionnel du vin de Champagne

Le Comité Interprofessionnel du vin de Champagne (CIVC) is an organisation grouping the actors of the Champagne production and trade - growers, cooperatives and merchants - under the direction of the government. It is charged with organizing and controlling the production, distribution, and promotion of the wines of Champagne as well as conducting research. Until 1990 it set the price of grapes and still intervenes to regulate the size of the harvest and to limit the production of wine in order to maintain market prices.
One of the prominent activities of CIVC is to safeguard the name Champagne, which is a protected designation of origin as well as a very valuable trademark. CIVC is quick to resort to litigation at any non-authorized use of the Champagne name. CIVC also operates activities in other countries to educate consumers and to have national representation for the protection of the Champagne name. An example is the Champagne Bureau (formerly the Office of Champagne) in the United States.

## History

CIVC was established on April 12, 1941, while Germany was occupying Champagne and other parts of France during World War II. Since the occupation meant requisitions and strict control of trade, both by the occupational power and the Vichy regime, Champagne producers saw a need to present a unified front to the Germans. Robert-Jean de Vogüé, who was heading Moët & Chandon, took the initiative and became the person who was appointed by CIVC to negotiate with the Germans.
CIVC has served as a model for the Comité Interprofessionnel organisations created in other French wine regions, and also for the Consorzio of Italy and the Consejo Regulador of Spain.
# Krumen language

Krumen is a dialect continuum spoken by the Krumen people of Liberia and Ivory Coast (Tabou and Grabo subprefectures). It is a branch of the Grebo languages, a subfamily of the Kru languages and ultimately of the Niger–Congo languages. It had 48,300 speakers in 1993. The main varieties are:
* Tepo: Tepo, Bapo, Wlopo / Ropo, Dapo, Honpo, Yrepo / Kapo, Glawlo dialects
* Pye: Trepo, Wluwe-Hawlo, Gbowe-Hran, Wlepo, Dugbo, Yrewe / Giriwe / Jrwe [ɟʀwe] / Jrewe, Yapo, Pie dialects
* Plapo
Plapo has only a hundred speakers and no dialectal variation.
# Commonitory

The Commonitorium or Commonitory is a 5th-century Christian treatise written after the council of Ephesus under the pseudonym "Peregrinus" and attributed to Vincent of Lérins. It is known for Vincent's famous maxim: "Moreover, in the Catholic Church itself, all possible care must be taken, that we hold that faith which has been believed everywhere, always, by all."$^{:132}$
Charles Heurtley introduced the Commonitory, in his translation, as Vincent's personal reference to "distinguish Catholic truth from heresy" based on the authority of Holy Scripture by which "all questions must be tried in the first instance" and "supplemented by an appeal to that sense of Holy Scripture which is supported by universality, antiquity, and consent."
* by universality – of the whole Church
* by antiquity – held from the earliest times
* by consent – acknowledged belief of all, or of almost all, whose office and character gave authority to their decision
Thomas Guarino commented, in Vincent of Lérins and the Development of Christian Doctrine, that Vincent of Lérins' theology "is often reduced to a memorable slogan: 'We hold that faith which has been believed everywhere, always, and by everyone.'"
Bernard Prusak explained in The Church Unfinished, that for Vincent, "the decrees of a universal council were to be preferred to the ignorance of a few" and the deposit of faith "did not exclude development or progress, as long as it was not an alteration" and accordingly, doctrines "could be taught in a new way."
Most of the work contains illustrations and applications of this principle. The work consisted originally of two tomes; but the second was lost or, according to Gennadius of Massilia, stolen while Vincent was still alive, and he wrote only a synopsis of the lost tome's contents but never rewrote it.
# Colombia at the 2020 Winter Youth Olympics

Colombia competed at the 2020 Winter Youth Olympics in Lausanne, Switzerland from 10 to 22 January 2020. They competed with 2 athletes in 2 sports.
Diego Amaya won the silver medal in the boys' mass start speed skating. This was the first time in history that an athlete from a tropical nation and a Latin American won a medal at an Olympic winter event.

## Medalists

Medals awarded to participants of mixed-NOC teams are represented in italics. These medals are not counted towards the individual NOC medal tally.
| Medal | Name | Sport | Event | Date |
| Silver | Diego Amaya | Speed skating | Boys' mass start | 16 January |

## Bobsleigh

| Athlete | Event | Run 1 | Run 1 | Run 2 | Run 2 | Total | Total |
| Athlete | Event | Time | Rank | Time | Rank | Time | Rank |
| Maude Crossland | Girls' | 1:15.89 | 14 | 1:16.26 | 16 | 2:32.15 | 15 |

## Speed skating

Colombia qualified one male speed skater.

### Boys

| Athlete | Event | Time | Rank |
| Diego Amaya | 500 m | 37.05 | 4 |
| Diego Amaya | 1500 m | 1:55.80 | 4 |

### Mass Start

| Athlete | Event | Semifinal | Semifinal | Semifinal | Final | Final | Final |
| Athlete | Event | Points | Time | Rank | Points | Time | Rank |
| Diego Amaya | Boys' mass start | 4 | 5:55.21 | 6 Q | 20 | 6:30.33 | |

### Mixed

| Athlete | Event | Time | Rank |
| Team 13 Karyna Shypulia (BLR) Alina Dauranova (KAZ) Xue Zhiwen (CHN) Diego Amaya (COL) | Mixed team sprint | Disqualified | Disqualified |
# Kowloon station

Kowloon station may refer to:
* Kowloon Station (constituency), a constituency in Yau Tsim Mong District
* Kowloon station (MTR), a station of the MTR rapid transit system in Hong Kong
* Kowloon railway station (KCR), the former southern terminus of the Kowloon–Canton Railway, demolished in 1978
* Hung Hom station, also named KCR Kowloon Terminus, an MTR station with intercity and rapid transit services which replaced the KCR station in 1975
# Puijo (district)

Puijo is a district of Kuopio, Finland. It is located north of the center of Kuopio, along the European route E63. The area includes, among other things, Puijo Hill with its nature reserves, and the Great Cemetery of Kuopio on the south side of the hill between the five roads and the railroad track. There are many exercise and sports venues in the district.
Right at the northern end of Sokos Hotel Puijonsarvi, the Puijo district extends to Lake Kallavesi, on the eastern side of the peninsula it is bordered by the Päiväranta, Kettulanlahti and Rahusenkangas districts. To the east of Puijo are districts Julkula, Rypysuo and Puijonlaakso.
# Puerto Rico men's national beach handball team

The Puerto Rico national beach handball team is the national team of Puerto Rico. It is governed by the Federacion de Balonmano de Puerto Rico and takes part in international beach handball competitions.

## World Championship results

| Year | Position |
| 2004 | Did not qualify |
| 2006 | Did not qualify |
| 2008 | Did not qualify |
| 2010 | Did not qualify |
| 2012 | Did not qualify |
| 2014 | Did not qualify |
| 2016 | Did not qualify |
| 2018 | Did not qualify |
| 2020 | Cancelled |
| 2022 | 16th place |
| 2024 | 16th place |
| Total | 2/10 |
# Psydrax suborbicularis

Psydrax suborbicularis is a species of flowering plant in the family Rubiaceae. It is endemic to Papua New Guinea.