OpenLLM-France/wikimedia huggingface dataset:
# List of busiest railway stations in Austria

This is a list of the busiest railway stations in Austria, with all stations being considered as major stations, important junctions or hubs.
Busiest railway stations in Austria Source: ÖBB :
| Rank | Station | Daily passenger movements | Year | Number of Platforms | Locale | State |
| 1 | Wien Hauptbahnhof | 123,500 | 2018/2019 | 12 | Vienna | Vienna |
| 2 | Wien Meidling | 78,226 | 2018/2019 | 8 | Vienna | Vienna |
| 3 | Wien Mitte | 61,872 | 2018/2019 | 3 | Vienna | Vienna |
| 4 | Wien Praterstern | 59,123 | 2018/2019 | 4 | Vienna | Vienna |
| 5 | Wien Floridsorf | 51,957 | 2018/2019 | 5 | Vienna | Vienna |
| 6 | Wien Handelskai | 42,519 | 2018/2019 | 4 | Vienna | Vienna |
| 7 | Linz Hauptbahnhof | 40,861 | 2018/2019 | 14 | Linz | Upper Austria |
| 8 | Innsbruck Hauptbahnhof | 38,516 | 2018/2019 | 14 | Innsbruck | Tyrol |
| 9 | Wiener Neustadt Hauptbahnhof | 35,847 | 2018/2019 | 10 | Wiener Neustadt | Lower Austria |
| 10 | Wien Rennweg | 30,146 | 2018/2019 | 2 | Vienna | Vienna |
| 11 | St. Pölten Hauptbahnhof | 29,094 | 2018/2019 | 9 | St. Polten | Lower Austria |
| 12 | Salzburg Hauptbahnhof | 28,651 | 2018/2019 | 11 | Salzburg | Salzburg |
| 13 | Graz Hauptbahnhof | 25,511 | 2018/2019 | 10 | Graz | Styria |
# Swimming at the 2019 African Games – Women's 400 metre individual medley

The Women's 400 metre medley competition of the 2019 African Games was held on 22 August 2019.

## Records

Prior to the competition, the existing world and championship records were as follows.
| | Name | Nation | Time | Location | Date |
| World record | Katinka Hosszú | Hungary | 4:26.36 | Rio de Janeiro | 6 August 2016 |
| African record | Kirsty Coventry | Zimbabwe | 4:29.89 | Beijing | 9 August 2008 |
| Games record | Kirsty Coventry | Zimbabwe | 4:39.91 | Algiers | 12 July 2007 |

## Results

| Rank | Lane | Name | Nationality | Time |
| | 4 | Samantha Randle | South Africa | 4:55.31 |
| | 5 | Hamida Rania Nefsi | Algeria | 4:58.55 |
| | 3 | Jessica Whelan | South Africa | 5:01.35 |
| 4 | 6 | Rawan Eldamaty | Egypt | 5:09.74 |
| 5 | 2 | Nour Elgendy | Egypt | 5:17.43 |
| 6 | 7 | Lina Khiyara | Morocco | 5:22.69 |
| 7 | 1 | Nada Jalal | Morocco | 5:24.44 |
# Denike (Sri Lanka)

Denike is a village in Sri Lanka. It is located within Central Province.
# Aero Holland

Aero Holland was an airline from the Netherlands. It started operations in 1949 and ceased in 1953. On 20 November 1949, 34 people were killed in the Hurum air disaster when an Aero Holland Douglas DC-3 crashed at Hurum, Norway, with only one survivor.
# Kepler-421

Kepler-421 (KOI-1274 A) is a yellow main sequence star, being of spectral class G7V. Orange star of spectral class K9V (KOI-1274 B), projected on sky plane just 1.085″ away, is not physically associated to it. The distance to star KOI-1274 A is approximately 1150 light-years, and to KOI-1274 B is about 1900 light-years.

## Planetary system

Kepler-421 has an exoplanet (Kepler-421b), which is notable for its position near the snow line.
The Kepler-421 planetary system :
| Companion (in order from star) | Mass | Semimajor axis (AU) | Orbital period (days) | Eccentricity | Inclination | Radius |
| b | — | 1.219$^{+0.089}$ $_{−0.106}$ | 704.20±0.01 | 0.041$^{+0.095}$ $_{−0.034}$ | 89.965$^{+0.024}$ $_{−0.031}$° | 0.411$^{+0.021}$ $_{−0.016}$ R$_J$ |
# James Howell (disambiguation)

James Howell (c. 1594–1666) was an Anglo-Welsh historian and writer.
James Howell may also refer to:
* James Howell (chess player) (born 1967), English chess grandmaster and author
* James Howell (politician) (1829–1897), mayor of Brooklyn, New York
* James B. Howell (1816–1880), American lawyer, newspaper editor, and politician
* James F. Howell (born 1934), American politician in the state of Oklahoma
* James Howell, founder of Cardiff's Howells (department store) in 1856
* James Howell, early leader of Britain's National Association of Discharged Sailors and Soldiers
* J. P. Howell (James Phillip Howell, born 1983), American baseball pitcher
* Jamie Howell (born 1977), English footballer
* Jim Howell, Ambassador of New Zealand to Saudi Arabia, 2003–2007
* Jim Howell (Kansas politician), American politician and former member of the Kansas House of Representatives
* Jim Howell (Michigan politician) (born 1949), former member of the Michigan House of Representatives
* Jim Lee Howell (1914–1995), American football player and coach
# San Pedro, Misiones

San Pedro (Misiones) is a village and municipality in Misiones Province in north-eastern Argentina.
The department contains the 31,619 hectares (78,130 acres) Esmeralda Provincial Park, created in 1997.
# Karen Kijewski

Karen Kijewski (pronounced key-EFF-ski) (born 1943) is an American writer of mystery novels, known for her Kat Colorado series.

## Biography

Kijewski was born in Berkeley, California, the daughter of University of California, Berkeley professor Clarence Glacken, and received B.A. and M.A. degrees from UC-Berkeley. She was a high school English teacher in Massachusetts for almost a decade before dedicating herself to writing. A resident of Sacramento, California, she made a living tending a bar while establishing herself as a novelist.
Kijewski is married and has two daughters.
# Kissos Kissonerga

Kissos Kissonerga is a Cypriot association football club based in Kissonerga, located in the Paphos District. Its colours are green, yellow, and red. It has 1 participations in Cypriot Fourth Division. In 2007, the team merged with AEM Mesogis to form Kissos FC Kissonergas. In 2014, Kissos FC Kissonergas dissolved and Kissos Kissonerga was re-founded.
# Pseudoreflection

In mathematics, a pseudoreflection is an invertible linear transformation of a finite-dimensional vector space such that it is not the identity transformation, has a finite (multiplicative) order, and fixes a hyperplane. The concept of pseudoreflection generalizes the concepts of reflection and complex reflection and is simply called reflection by some mathematicians. It plays an important role in Invariant theory of finite groups, including the Chevalley-Shephard-Todd theorem.

## Formal definition

Suppose that V is vector space over a field K, whose dimension is a finite number n. A pseudoreflection is an invertible linear transformation $g:V\to V$ such that the order of g is finite and the fixed subspace $V^{g}=\{v\in V:\ gv=v\}$ of all vectors in V fixed by g has dimension n-1.

## Eigenvalues

A pseudoreflection g has an eigenvalue 1 of multiplicity n-1 and another eigenvalue r of multiplicity 1. Since g has finite order, the eigenvalue r must be a root of unity in the field K. It is possible that r = 1 (see Transvections).

## Diagonalizable pseudoreflections

Let p be the characteristic of the field K. If the order of g is coprime to p then g is diagonalizable and represented by a diagonal matrix
diag(1, ... , 1, r ) = ${\begin{bmatrix}1&0&0&\cdots &0\\0&1&0&\cdots &0\\\vdots &\vdots &\ddots &\vdots \\0&0&\cdots &1&0\\0&0&0&\cdots &r\\\end{bmatrix}}$
where r is a root of unity not equal to 1. This includes the case when K is a field of characteristic zero, such as the field of real numbers and the field of complex numbers.
A diagonalizable pseudoreflection is sometimes called a semisimple reflection.

## Real reflections

When K is the field of real numbers, a pseudoreflection has matrix form diag(1, ... , 1, -1). A pseudoreflection with such matrix form is called a real reflection. If the space on which this transformation acts admits a symmetric bilinear form so that orthogonality of vectors can be defined, then the transformation is a true reflection.

## Complex reflections

When K is the field of complex numbers, a pseudoreflection is called a complex reflection, which can be represented by a diagonal matrix diag(1, ... , 1, r) where r is a complex root of unity unequal to 1.

## Transvections

If the pseudoreflection g is not diagonalizable then r = 1 and g has Jordan normal form
${\begin{bmatrix}1&0&0&\cdots &0\\0&1&0&\cdots &0\\\vdots &\vdots &\ddots &\vdots &\vdots \\0&0&\cdots &1&1\\0&0&0&\cdots &1\\\end{bmatrix}}$
In such case g is called a transvection. A pseudoreflection g is a transvection if and only if the characteristic p of the field K is positive and the order of g is p. Transvections are useful in the study of finite geometries and the classification of their groups of motions.
# System Security Services Daemon

The System Security Services Daemon (SSSD) is software originally developed for the Linux operating system (OS) that provides a set of daemons to manage access to remote directory services and authentication mechanisms. The beginnings of SSSD lie in the open-source software project FreeIPA (Identity, Policy and Audit). The purpose of SSSD is to simplify system administration of authenticated and authorised user access involving multiple distinct hosts. It is intended to provide single sign-on capabilities to networks based on Unix-like OSs that are similar in effect to the capabilities provided by Microsoft Active Directory Domain Services to Microsoft Windows networks.
# Nanfuka

Nanfuka is a surname. Notable people with the surname include:
* Rehema Nanfuka (born 1986), Ugandan film, theatre and television actress, director, and filmmaker
* Stella Nanfuka (born 1997), Ugandan netball player
# Interstate 685

Interstate 685 may refer to:
* Interstate 685 (Alabama), a planned future designation for a current stretch of I-85 in Montgomery, Alabama
* Interstate 685 (North Carolina), a planned future Interstate Highway following US 421 between I-40 in Greensboro, North Carolina, and I-95 near Fayetteville, North Carolina
* Interstate 685 (South Carolina), a designation for I-85 Business once proposed by civic leaders in Spartanburg, South Carolina
# Oonopsis

Oonopsis, or false goldenweed, is a genus of flowering plants in the family Asteraceae.

## Species

* Oonopsis engelmannii (A.Gray) Greene - Kansas, Colorado
* Oonopsis foliosa Greene - Colorado
* Oonopsis multicaulis (Nutt.) Greene - Wyoming, Montana, Nebraska, South Dakota
* Oonopsis wardii (A.Gray) Greene - Wyoming, Colorado
# Keep Me a Secret

"Keep Me a Secret" is the debut single by Scottish singer-songwriter Ainslie Henderson, who rose to fame on the first series of Fame Academy. The single was released on 24 February 2003 and charted at number 5 in the UK.

## Background and production

Henderson wrote "Keep Me a Secret" with his Fame Academy co-stars Malachi Cush and Sinéad Quinn, the latter who had finished in second place on the show behind David Sneddon, with Henderson placing fourth behind Lemar. Sneddon topped the chart with his debut single "Stop Living the Lie", while Quinn also placed high with her number two peaking entry "I Can't Break Down" in February 2003.

## Critical reception

Drowned in Sound described Henderson as an "all new improved popstar" and that the influence of James in his writing had delivered a "big pop chorus that's actually really, really good". MusicOMH's review for Henderson's independently released 2006 album Growing Flowers by Candlelight describes Henderson as carrying "with his obvious charisma the suggestion of songwriting ability" and described "Keep Me a Secret" as "jaunty". In 2014, the Official Charts Company picked out "Keep Me a Secret" as one of their "pop gems", a selection of "overlooked classics" recorded by talent show contestants. The song was chosen alongside "I Can't Break Down" by Henderson's fellow Fame Academy competitor Sinead Quinn, "Sunshine" from Pop Idol series one runner-up Gareth Gates and Pop Idol winner Will Young's "Jealousy".

## Chart performance

"Keep Me a Secret" entered the top 40 of the UK Singles Chart at its peak position of number five, with Christina Aguilera's chart-topper "Beautiful", DJ Sammy's "The Boys of Summer", tATu's former number-one "All the Things She Said" and Junior Senior's "Move Your Feet" ahead of it on the rankings. It would remain in the top 40 for two more weeks and spent a total of 11 weeks in the top 100.

## Charts

| Chart (2003) | Peak position |
| UK Singles (OCC) | 5 |
# Polyhymno hostilis

Polyhymno hostilis is a moth of the family Gelechiidae. It was described by Edward Meyrick in 1918. It is found in Namibia, Zimbabwe and the South African provinces of Gauteng, Mpumalanga and KwaZulu-Natal.
The wingspan is about 16 mm. The forewings are bronzy brown with a strong shining white median longitudinal streak from the base to near the termen, broadest beyond the middle, where it sends a line to the termen above the tornus, then narrowed to a point. A fine costal line is found almost from the base to the middle, then very obliquely to just above the apex of the median streak and there is a narrow subdorsal white streak from the base of the dorsum to the tornus. An oblique white line is found from four-fifths of the costa, becoming silvery metallic and angulated to form a short mark on the termen beneath the apex. Above the posterior part of this is an ochreous streak running into the apical projection and there is a wedge-shaped white spot before the termen in the middle, and some irregular white marking along the termen. The hindwings are bluish grey.
# Ankumbura (disambiguation)

Ankumbura is a village in Sri Lanka. Ankumbura may also refer to the following villages in Sri Lanka
* Ankumbura Pallegama
* Ankumbura Udagama
# Ptyssoptera

Ptyssoptera is a genus of moths in the family Palaephatidae.

## Species

* Ptyssoptera acrozyga
* Ptyssoptera lativittella
* Ptyssoptera melitocoma
* Ptyssoptera phaeochrysa
* Ptyssoptera teleochra
* Ptyssoptera tetropa
* Ptyssoptera tryphera
# Sukirtharani

Sukirtharani is an Indian feminist poet who is widely acclaimed for her contribution to contemporary Dalit and Tamil literature.
Sukirtharani is also a Tamil teacher at the Government Girls High School in Ranipet District, and has a master's degree in economics and Tamil literature. Her works include six published collection of poems. The works themselves have been described as celebratory towards the female body and a chastisement of the oppressive caste system which encapsulate a dual experience of being born both a female and a dalit. Her works have also been noted to have an eco-feminist approach to them. She has featured alongside the poets Kutti Revathi, Malathi Maithri and Salma in Lakshmi Holmström's translated compilation Wild Girls Wicked Words. Holmström in her anthology describes Sukirtharani as one who seeks "an infant language with all the rough and physical reality of new birth, sticky with blood".

## Awards

She has received a number of awards such as the Thevamagal Kavithoovi Award, the Pengal Munnani Achiever Award and the Puthumaipitthan Memorial Award.

## Selected works
### Collections

* Kaipattri Yen Kanavu Kel
* Iravu Mirugam
* Kaamatthipoo
* Theendapadaatha Muttham
* Avalai Mozhipeyarthal
* Ippadikku Yeval
# Syllepte nigrodentalis

Syllepte nigrodentalis is a moth in the family Crambidae. It was described by Pagenstecher in 1884. It is found in Indonesia (Ambon Island).
# Nancy Kominsky

Nancy Circelli Kominsky (born Emanuella Agneta Circelli, 24 September 1915 – 11 March 2011) was an Italian-American artist and television presenter, who found fame in Britain with her paint-along series in the 1970s.

## Personal life

Kominsky met her second husband, Patrick Wodehouse, nephew of PG Wodehouse, when he became one of her pupils in Rome. They were married in 1983. After leaving Italy the couple settled at Wimbledon, London.
Nancy Kominsky was the author of 12 books on painting and pastels along with the autobiography This Is How I Did It - A Self-portrait of Nancy Kominsky. The book was a 2010 prize winner in the Writer's Digest Annual Competition for memoirs.
Kominsky died in London on March 11, 2011, at the age of 95, predeceased by her husband on January 29, 2011, at the age of 90.

## Paint Along TV series

Kominsky's series Paint Along with Nancy comprised 52 half-hour programmes made by HTV West from 1974 to 1978, and transmitted on ITV network in the United Kingdom.
She also made a follow-up series in the US for PBS for a 26 half hour programmes, which ran on PBS affiliates into the mid-1980s, distributed by Connecticut Public Television.
At a film festival in France, a friend introduced Kominsky to the well-known producer Peter Orton, who liked her idea of a television programme aimed at people who wanted to learn how to paint. She began to "commute" between Rome and Bristol, where she made Paint Along With Nancy. Nancy Kominsky's instruction was accompanied by an amusing, unscripted running commentary. To demystify the mixing of colours, she described the process in the manner of recipe directions: "For the background, mix a teaspoonful of orange, half a teaspoon of vermilion and a quarter of purple … ". Demonstrating as she went, she would slash on the colour with a palette knife, and would always finish with a picture that her viewers could copy. The series extended over four years and was shown extensively in several countries.
Her oil painting lessons were followed with enthusiasm by housewives, shift workers, and schoolchildren, many of whom would race home after school to switch on the television set to watch her demonstrate her unusual system of painting.

## Selection of her work

Paintings by Nancy Kominsky (oil on canvas—various sizes 1974–1986)
| Angelina | Cypress Point | Mother and Child | Pink Carnations | Snow in Hamburg |
# Oontoo, Queensland

Oontoo is a former outback town within the locality of Durham in the Shire of Bullo, Queensland, Australia.

## Geography

Oontoo is in South West Queensland, immediately east of the border with South Australia.

## History

The township of Oontoo once existed in the area along the banks of the Cooper Creek. The Queensland Government offered approximately 70 town lots for sale on 11 April 1886. A border customs post was established at Oontoo in 1886 on a 1 square mile (259 ha) piece of land resumed from Nappa Merrie cattle station. The post was created to collect taxes from drovers who crossed to Queensland border travelling down Strzelecki Creek.
The first customs officer was Mr Ivory who arrived in 1886 and lived in a tent until a house was completed the following year. In 1887 the post was also used as a depot for materials used in the construction of the rabbit proof fence.
A shanty public house followed soon afterward with a more substantial stone hotel built by Thomas Costello in 1888. The hotel had eight rooms, kitchen, stables and a store. Several race meetings were held in the town starting in 1888. The town soon boasted a store, doctor and school.
Severe flooding occurred in 1891 with Cooper Creek breaking its banks after 4.5 inches (114 mm) of rain fell in the area in January.
By 1897 the population had shrunk to 14.
The customs post was closed in 1902.
# Samir Sabry

Samir Sabry Abdou (born 13 January 1976) is an Egyptian former footballer who played at both professional and international levels as a midfielder.

## Career
### Club career

Sabry played club football for ENPPI Club and Asyut Petroleum.

### International career

Sabry earned three caps for between 2005 and 2006, and was a member of the squad for the 2006 African Cup of Nations.
He also represented Egypt at the Futsal World Cup in 2000 and 2004, scoring 2 goals in 9 appearances.
# Wet sub

A wet sub is a type of underwater vehicle, either a submarine or a submersible, that does not provide a dry environment for its occupants. It is also described as an underwater vehicle where occupants are exposed to ambient environment during operations. The watercraft is classified as medium-sized or small vessel. This type of submarine differs from other underwater personal transport devices by the fact that it has a hull around it and it is not a "bare bones" design.
Usually, scuba divers ride outside the device as one would ride a motorcycle or in a semi-enclosed opening like a kayak or bobsled, although it can be designed to fully enclose its occupant(s) to reduce drag. An enclosed vehicle may also provide a dry viewing chamber for the occupant(s). The sub is generally propelled by an electric motor and is battery powered. The depth and endurance is typically limited by the requirements of the divers, particularly water temperature and breathable air.

## Military use

Wet subs have been used to transport and deploy special operations forces in waters too shallow for an ordinary submarine, lay mines (particularly for attaching limpet mines directly to a ship), firing torpedoes, or gathering intelligence in harbors. They have also been used to plant listening and recording devices on undersea cables in Operation Ivy Bells. For military use, the operator will sometimes use a rebreather device so as not to leave a trail of bubbles. Military wet subs are deployed from a larger submarine or from a surface ship. The SEAL Delivery Vehicle (SDV) used by the United States Navy SEALs and British Special Boat Service is an example that is in use today. The SDV is used to insert Navy SEALs in shallow coastal waters or attack surface ships.
The Motorised Submersible Canoe, developed by the British Special Operations Executive during World War II, is another example.

## Hobbyists

A wet sub is attractive to the amateur or small commercial builder since many of the problems associated with a dry sub are avoided as only the propulsion and power systems need to be waterproof and life support is much less of an issue than it is with a sealed occupant chamber. Complete submarines of this type are also available commercially.
Wet sub designs are often used for human-powered submarines because they are smaller and lighter than dry submarines. An example is the pedal-operated wet-sub called "the Scubster", which is powered by a twin propeller connected to the pedal belt.

## Research

Every two years, a human-powered submarine race takes place at the Naval Surface Warfare Center in Bethesda, Maryland.
# Ankum

Ankum is a municipality in the district of Osnabrück, in Lower Saxony, Germany. From the Parish Ankum many people had emigrated to the Netherlands until 1800 and later to the USA.
The parish Ankum includes the municipalities Ankum village (=Dorf), Ahausen-Sitter, Aslage, Basum-Sussum since June 1972 municipal Eggermühlen; Besten with Krevinghausen and Striekel since 1972 municipality Eggermühlen, Brickwedde with Stockum and Westrup since 1972, Bokel since 1972 municipality Bersenbrück, Bockraden and Doethen since 1972 municipality Eggermühlen, Kettenkamp, Nortrup-Loxten, Rüssel, Talge since 1972 municipality Bersenbrück, Tütingen, Westerholte.
Today the unless otherwise stated municipalities constitute the village Ankum.

## People

* Georg Preuße (born 1950), actor
* Heinrich Arminius Rattermann (1832-1923), writer, historian, entrepreneur