OpenLLM-France/wikimedia huggingface dataset:
# Rameshvara Temple, Narasamangala

The Rameshvara Temple (also spelt Rameshwara or Ramesvara) is located in the town of Narasamangala of Chamarajanagar district, Karnataka state, India. The temple was constructed during the 9th century rule of the Western Ganga Dynasty of Talakad.

## Temple plan

The temple plan is simple, yet it has a unique superstructure (tower or shikara) that is made of brick and stucco. The vimana (shrine with tower) is eleven meters tall and stands on a platform of moldings (called adhishthana) that is two meters high. It has a sanctum (garbhagriha), a narrow closed hall (ardhamantapa or just inner mantapa), a large closed hall (mahamantapa). The architecture is fundamentally dravidian in style. Some of the remarkable sculptures in the temple include that of Nataraj (a form of the Hindu god Shiva), saptamatrikas (the seven Hindu goddesses) and the Ganga king seated in state with his queen by his side.
The temple received patronage from the later day Hoysala Empire kings as well. This is attested to by the two Kannada language inscriptions tablets (1291-1343 A.D) on the site that describes grants made by King Veera Ballala III to the local deity Ramanathadeva of Narasamangala.

## Gallery

* Lintel and doorjamb decoration at entrance to mahamantapa
* Old Kannada inscription (1291-1343 A.D.) of Hoysala King Veera Ballala III
* Old Kannada inscription (1291-1343 A.D.) of Hoysala King Veera Ballala III
# Anshelm Sjöstedt-Jussila

Oskar Anshelm Sjöstedt-Jussila (25 August 1869 in Akaa – 6 February 1926; original surname Sjöstedt) was a Finnish farmer and politician. He was a member of the Parliament of Finland, representing the Finnish Party from 1911 to 1918 and the National Coalition Party from 1918 to 1919 and from 1924 to 1925.
# Păunescu

Păunescu is a Romanian surname. Notable people with the surname include:
* Adrian Păunescu (1943–2010), Romanian poet, journalist, and politician
* Gheorghe Păunescu (born 1948), Romanian gymnast
* Marcela Păunescu (born 1955), Romanian gymnast
* Oprea Păunescu (born 1936), Romanian rower
# Angelika Zauber

Angelika Zauber (née Kuhse; born 5 November 1958) is a German former middle-distance runner who competed for East Germany in the 1500 metres and 3000 metres. She was the 3000 m gold medallist at the 1981 IAAF World Cup and the 1981 European Cup. She was a two-time national champion over 1500 m and set a best of 3:59.90 minutes at the competition.

## Career

Her first international title came at the 1975 European Athletics Junior Championships, where she defeated Loa Olafsson and future Olympic champion Gabriella Dorio to win the 1500 m gold medal. She married fellow East German runner Lutz Zauber and began competing under her married name. The couple later had a child in 1987, Falko Zauber, who himself competed in distance running for Germany.
Zauber's career peak was the 1981 track and field season. She began by winning her first national title at the East German Indoor Athletics Championships in the 1500 m. She extended her success outdoors with a win at the East German Athletics Championships where she became the first and only woman ever to run under four minutes for the 1500 m at that competition. This was a lifetime best mark for the athlete and she placed seventh on the global rankings for that year. She also placed second in the 3000 m behind Ulrike Bruns.
She was selected to run the 3000 m for East Germany at the 1981 European Cup and she delivered her first senior international win in a championship record time of 8:49.61 minutes. The East German women won all but four of their events and were the clear winner of the team title. She was chosen to represent her nation again over that distance at the 1981 IAAF World Cup and she topped the podium, nearly a second clear of future Olympic champion Maricica Puică and world record holder Silvana Cruciata.
Zauber did not appear at any major championships after that year and her last result of note came in 1985, at the age of 26, when she was runner-up nationally in the 3000 m for a second time (this time behind Ines Bibernell).

## National titles

* East German Athletics Championships
** 1500 m: 1981
* East German Indoor Athletics Championships
** 1500 m: 1981

## International competitions

| Year | Competition | Venue | Position | Event | Notes |
| 1975 | European Junior Championships | Athens, Greece | 1st | 1500 m | 4:18.6 |
| 1981 | European Cup | Zagreb, Yugoslavia | 1st | 3000 m | 8:49.61 CR |
| 1981 | World Cup | Rome, Italy | 1st | 3000 m | 8:54.89 |
# Adam Anderson

Adam Anderson may refer to:
* Adam Anderson (American football) (born 1999), American football player
* Adam Anderson (economist) (c. 1693–1765), Scottish economist
* Adam Anderson (monster truck driver) (born 1985), American monster truck driver
* Adam Anderson (musician) (born 1984), member of the British synthpop duo Hurts
* Adam Anderson (physicist) (1783–1846), Scottish writer on physics and encyclopedist
* Adam Anderson (politician), member of the Florida House of Representatives
* Adam Anderson (tennis) (born 1969), Australian tennis player
* Adam Anderson, Lord Anderson (c.  1797–1853), Scottish judge
# Prinzessin Nofretete

Prinzessin Nofretete is a 1936 operetta in 2 acts by Nico Dostal to a libretto by Rudolf Köller and the composer. It was premiered at the Cologne Opera.

## Recording

* Milko Milev, Lilli Wünscher, Angela Mehling, Jeffery Krueger, Musikalische Komödie Leipzig, Stefan Klingele. Rondeau 2017
# Landesliga Ost (Tyrol)

The Landesliga Ost is together with the Landesliga West, the second-highest division of Tyrol and the fifth-highest division in Austrian football. The champions advance into the Tiroler Liga. In the 2015/16 season, SK Ebbs was able to secure the championship.

## 2023–24 member clubs

* SV Absam
* SV Angerberg
* FC Bruckhäusl
* SK Jenbach
* SV Kirchdorf
* FC Kramsach/Brandenberg
* FC Kufstein II
* SV Raika Kolsass/Weer
* FC Schwoich
* FC Söll
* SVG Stumm
* SV Thiersee
* SV Walchsee
* SV Westendorf
# Kongsberg M67

The Kongsberg M67 is a bolt-action sharpshooter rifle made by Kongsberg Våpenfabrikk (currently Kongsberg Small Arms) of Norway, based on actions from Mauser M98k left by German armed forces in 1945. The M67 replaced the M59 in 1967 and was produced until the 1990s. The rifle is sometimes unofficially referred to as Mauser M67. However, both M59 and M67 were not licensed products of Mauser, but were produced by Kongsberg and marketed as such.
Before the SIG Sauer 200 STR was approved for Scandinavian target shooting, the M67 and the Krag–Jørgensen were the most popular target rifles in Norway. Due to the Krag's propensity to change its point of impact under wet conditions, many shooters preferred to use the Krag for shooting on covered ranges and the M67 for field shooting.
Most parts of this rifle, like the M59, were made from former Mauser M98 rifles but fitted with a heavy target barrel, a new oversize target stock, Busk target front and rear peep sight with 0.1 mrad adjustments (1 cm at 100 meters), and a rubber recoil pad. From 1975 the rifles had an adjustable trigger (M75), before that they had military M98K triggers. From 1990 the rifles had an adjustable UIT target stock.
The gun weighed 6,400 grams and was available in 7.62×51 (.308 Win), 6.5×55 Mauser/Skan and .22 LR for the recruit-class.
In the .22LR version, the barrel was switched, the magazine follower and spring was removed and the bolt was changed to be able to fire rimfire ammunition. This model had no magazine and was a single-shot rifle.
This rifle does not have a peep rear sight but rather a diopter rear sight.
# Jeleniowska Landscape Park

Jeleniowska Landscape Park (Jeleniowski Park Krajobrazowy) is a protected area (Landscape Park) in south-central Poland, covering an area of 42.95 square kilometres (16.58 sq mi).
The Park lies within Świętokrzyskie Voivodeship: in Kielce County (Gmina Łagów, Gmina Nowa Słupia), Opatów County (Gmina Baćkowice, Gmina Sadowie), Ostrowiec County (Gmina Waśniów) and Starachowice County (Gmina Pawłów).
The park covers the Jeleniowskie range and the river valleys of Dobruchna and Pokrzywianka; its total surface area is 11,350 acres. Mountain forests and mixed mountain forests with predominance of Carpathian beech stands occupy nearly two thirds of the whole park's territory.
# JAM3

Junctional adhesion molecule C is a protein that in humans is encoded by the JAM3 gene.

## Gene

This gene is located on the long arm of chromosome 11 (11q25) on the Watson strand. It is 83,077 bases in length. The encoded protein is 310 amino acids long with a predicted molecular weight of 35.02 kilodaltons.

## Function

Tight junctions represent one mode of cell-to-cell adhesion in epithelial or endothelial cell sheets, forming continuous seals around cells and serving as a physical barrier to prevent solutes and water from passing freely through the paracellular space. The protein encoded by this immunoglobulin superfamily gene member is localized in the tight junctions between high endothelial cells. Unlike other proteins in this family, this protein is unable to adhere to leukocyte cell lines and only forms weak homotypic interactions. The encoded protein is a member of the junctional adhesion molecule protein family and acts as a receptor for another member of this family.

## Interactions

JAM3 has been shown to interact with PARD3.

## Clinical significance

Loss-of-function mutations in this gene cause a rare syndrome - autosomal recessive hemorrhagic destruction of the brain, subependymal calcification and congenital cataracts.
# Diving at the 2014 South American Games – Men's 10 metre platform

The men's 10 metre platform diving competition at the 2014 South American Games in Santiago was held on 16 March at the Aquatic Center National Stadium.

## Schedule

All times are Chile Summer Time (UTC−03:00)
| Date | Time | Event |
| 16 March | 13:00 | Final |

## Results

| Rank | Athlete | Dive | Dive | Dive | Dive | Dive | Dive | Total |
| Rank | Athlete | 1 | 2 | 3 | 4 | 5 | 6 | Total |
| | Hugo Parisi (BRA) | 81.00 | 86.40 | 80.85 | 90.00 | 76.50 | 75.20 | 489.95 |
| | Juan Ríos Lopera (COL) | 75.60 | 85.80 | 75.00 | 73.10 | 57.60 | 69.30 | 436.40 |
| | Víctor Ortega (COL) | 76.50 | 52.80 | 62.40 | 85.80 | 78.20 | 70.40 | 426.10 |
| 4 | Robert Páez (VEN) | 63.55 | 67.20 | 61.50 | 73.60 | 66.30 | 84.15 | 416.30 |
| 5 | Rui Marinho (BRA) | 72.00 | 73.60 | 80.85 | 56.10 | 72.00 | 46.40 | 400.95 |
| 6 | Vladimir Badilla (CHI) | 39.90 | 43.20 | 57.00 | 75.20 | 63.80 | 33.30 | 312.40 |
| 7 | Jonathan Posligua (ECU) | 21.00 | 50.75 | 29.40 | 57.50 | 59.45 | 54.00 | 272.10 |
| 8 | Walter Vera (ECU) | 36.00 | 40.60 | 49.30 | 26.60 | 36.80 | 36.40 | 225.70 |
# Acacia williamsiana

Acacia williamsiana is a tree or shrub belonging to the genus Acacia and the subgenus Juliflorae that is native to eastern Australia.

## Description

The tall shrub or tall tree with a spreading to erect habit and typically grows to a height of 2 to 8 m (6 ft 7 in to 26 ft 3 in) and has angular and glabrous branchlets that can be covered in a fine white powdery coating. Like most species of Acacia it has phyllodes rather than true leaves. On juvenile plants the phyllodes have a broadly elliptic to obovate shape with a length of 1.3 to 7.5 cm (0.51 to 2.95 in) and a width of 13 to 25 mm (0.51 to 0.98 in). As the plant matures the pale-green to grey green phyllodes have a more oblanceolate, narrowly elliptic or linear shape and are 5 to 12 cm (2.0 to 4.7 in) in length and 4 to 11 mm (0.16 to 0.43 in). The generally glabrous phyllodes have many longitudinal nerves that are closely parallel with three to five nerves that are more prominent than the others. It flowers between September and December and produces simple inflorescences form cylindrical flower-spikes with pale yellow flowers. After flowering linear to moniliform seed pods form that are 3.5 to 9 cm (1.4 to 3.5 in) in length and 2 to 4 mm (0.079 to 0.157 in) wide that are wrinkled and curved. The black to dark brown seeds inside are arranged longitudinally and have an ellipsoid shape.

## Taxonomy

The specific epithet honours John Beaumont Williams who was a botanist and teacher who had worked at New England University in Armidale and first noticed the distinctiveness of this species.

## Distribution

It is endemic to south eastern Queensland and north eastern New South Wales and has a disjunct distribution. In New South Wales it is found in a 100 km (62 mi) radius centred around Glen Innes out to around Ashford in the west and to around Torrington in the north and in areas around Ballandean in southern Queensland. It is often situated around granite outcrops as a part of woodland and low shrubland communities.
# Additive polynomial

In mathematics, the additive polynomials are an important topic in classical algebraic number theory.

## Definition

Let k be a field of prime characteristic p. A polynomial P(x) with coefficients in k is called an additive polynomial, or a Frobenius polynomial, if
    $P(a+b)=P(a)+P(b)\,$
as polynomials in a and b. It is equivalent to assume that this equality holds for all a and b in some infinite field containing k, such as its algebraic closure.
Occasionally absolutely additive is used for the condition above, and additive is used for the weaker condition that P(a + b) = P(a) + P(b) for all a and b in the field. For infinite fields the conditions are equivalent, but for finite fields they are not, and the weaker condition is the "wrong" as it does not behave well. For example, over a field of order q any multiple P of x$^q$ − x will satisfy P(a + b) = P(a) + P(b) for all a and b in the field, but will usually not be (absolutely) additive.

## Examples

The polynomial x$^p$ is additive. Indeed, for any a and b in the algebraic closure of k one has by the binomial theorem
    $(a+b)^{p}=\sum _{n=0}^{p}{p \choose n}a^{n}b^{p-n}.$
Since p is prime, for all n = 1, ..., p−1 the binomial coefficient $\scriptstyle {p \choose n}$ is divisible by p, which implies that
    $(a+b)^{p}\equiv a^{p}+b^{p}\mod p$
as polynomials in a and b.
Similarly all the polynomials of the form
    $\tau _{p}^{n}(x)=x^{p^{n}}$
are additive, where n is a non-negative integer.
The definition makes sense even if k is a field of characteristic zero, but in this case the only additive polynomials are those of the form ax for some a in k.

## The ring of additive polynomials

It is quite easy to prove that any linear combination of polynomials $\tau _{p}^{n}(x)$ with coefficients in k is also an additive polynomial. An interesting question is whether there are other additive polynomials except these linear combinations. The answer is that these are the only ones.
One can check that if P(x) and M(x) are additive polynomials, then so are P(x) + M(x) and P(M(x)). These imply that the additive polynomials form a ring under polynomial addition and composition. This ring is denoted
    $k\{\tau _{p}\}.\,$
This ring is not commutative unless k is the field $\mathbb {F} _{p}=\mathbf {Z} /p\mathbf {Z}$ (see modular arithmetic). Indeed, consider the additive polynomials ax and x$^p$ for a coefficient a in k. For them to commute under composition, we must have
    $(ax)^{p}=ax^{p},\,$
and hence a$^p$ − a = 0. This is false for a not a root of this equation, that is, for a outside $\mathbb {F} _{p}.$

## The fundamental theorem of additive polynomials

Let P(x) be a polynomial with coefficients in k, and $\{w_{1},\dots ,w_{m}\}\subset k$ be the set of its roots. Assuming that the roots of P(x) are distinct (that is, P(x) is separable), then P(x) is additive if and only if the set $\{w_{1},\dots ,w_{m}\}$ forms a group with the field addition.
# Prinzhorn Dance School

Prinzhorn Dance School is an English musical duo, which consists of Tobin Prinz and Suzi Horn. The duo were originally based in Brighton and Portsmouth and made their debut in 2007. The group is named for Dr. Hans Prinzhorn, who collected art by mentally ill patients under his care.

## Biography

In 2006 Prinz and Horn signed a recording contract with the New York record label DFA Records. Their debut release for the label was a self-recorded and self-produced 7-inch single featuring the tracks "You Are The Space Invader" and "Eat, Sleep".

## Live performances

They have thus far completed UK and European tour dates. The debut album was toured with a three-piece line-up (with the addition of a drummer). However, in August 2008 they headlined the Experimental Circle Tent at Offset Festival bringing the event to a close as a 2-piece (using a specially modified shared drumkit), the first time they have performed without a separate drummer. They retained this live formation for recent shows in Luxembourg, Istanbul, Bucharest and Lausanne.

## Recycling clause

Negotiations with EMI (who licensed the debut album in the UK) were protracted while the band insisted upon the inclusion of special recycling clauses, ensuring that all their record sleeves, CD sleeves and promotional material be produced using recycled materials. All releases to date have used recycled paperstock.

## In popular media

In 2008 their song "You Are The Space Invader" was used as the soundtrack to the HBO Cinemax trailer.
In 2007 The Sunday Telegraph included Prinzhorn Dance School's debut album in a "best 120 albums of all time" list.
In 2010 a poster of the Prinzhorn Dance School album can be seen in the movie Greenberg. DFA Records boss James Murphy was responsible for the soundtrack.

## Discography
### Albums

* Prinzhorn Dance School (DFA Records, 2007)
* Clay Class (DFA, 2012)
* Home Economics (DFA, 2015)

### Singles

* "You Are The Space Invader"/"Eat, Sleep" (original recording - image on white sleeve) - 7" single (DFA Records · 2006)
* "Up! Up! Up!"/"Hamworthy Sports and Leisure Centre" - 7" single (DFA Records · 2007)
* "Crackerjack Docker" - (DFA Records · 2007)
* "You Are The Space Invader" (album version - image on black sleeve) - 7" / 12" / CD single (DFA Records · 2007)
* "Seed, Crop, Harvest" - (DFA Records · 2010)
* "Split 7" with the Brian James Gang - (DFA records . 2013)
# Konotop (disambiguation)

Konotop is a city in Sumy Oblast, northern Ukraine.
Konotop may also refer to the following places:
* In Ukraine:
** Konotop, Chernihiv Oblast
** Konotop, Khmelnytskyi Oblast
* In Poland:
** Konotop, Lubusz Voivodeship (west Poland)
** Konotop, Choszczno County in West Pomeranian Voivodeship (north-west Poland)
** Konotop, Drawsko County in West Pomeranian Voivodeship (north-west Poland)
Konotop is also a surname:
# Headstrong Games

Headstrong Games was a subsidiary of Kuju Entertainment based in London that developed video games.

## History

The studio was formed in 2000 as Kuju London. In 2008, it was rebranded as Headstrong Games.
In 2013, Headstrong Games was included in the Develop 100 Studio Hot List.
In 2017, Kuju Entertainment shifted focus to contract game development. Consequently, this led to Headstrong games and their resources, along with their sister studio Zoë Mode, to be amalgamated into Kuju.

## Games
### As Kuju London

* Reign of Fire (2002)
* Battalion Wars (2005)
* Terror Strike (2006)
* Battalion Wars 2 (2007)

### As Headstrong Games

* Art Academy (2009)
* The House of the Dead: Overkill (2009)
* Lord of the Rings: Aragorn's Quest (2010)
* The Sorcerer's Apprentice (2010)
* Top Gun: Hard Lock (2012)
* Art Academy: Lessons for Everyone! (2012)
* Rabbids Rumble (2012)
* Art Academy: SketchPad (2013)
* Pokémon Art Academy (2014)
* Art Academy: Home Studio (2015)
* Disney Art Academy (2016)
# JKOY Class Sm5

The Sm5 electric multiple unit (EMU) is a low-floor train used on the Helsinki commuter rail network. Unlike other train types on the network, the Sm5 units are owned by Pääkaupunkiseudun Junakalusto Oy, a subsidiary of the cities of Helsinki, Espoo, Vantaa and Kauniainen. The units are leased to the Helsinki Regional Transport Authority (HSL), and VR operates them.

## History

Junakalusto Oy ordered 32 Stadler FLIRT EMUs from the Swiss manufacturer Stadler Rail in 2006. The first two units were delivered in November 2008 and 2009. The units were put through extensive testing on the Finnish rail network before the first unit entered commercial service in November 2009. As of July 2012, seventeen units have been delivered, all of them being in service. Nine more trainsets were ordered in October 2011 and 34 further units in 2014, raising the total to 75.
The Sm5 units are designed for the Finnish winter conditions. They are fitted with 50–100% thicker thermal insulation compared to previous FLIRT models, and the incoming fresh ventilation air is preheated with the outgoing warm air to recover heat. The entrance areas are fitted with fan heaters in order to preserve the interior climate as passengers enter and leave during cold weather.
The Sm5 unit is mostly low-floor with all entrances level with the station platforms. The interior space is open through the articulations so that passengers can walk through all the four cars from end to end. This allows passengers to easily occupy the cars evenly. The wide Finnish loading gauge allows the cars to be wider than most European railway cars. This allows a 2+3 seating configuration in the commuter trains, but still with comfortable spacing.
The Sm5 series is planned to replace the two oldest electric multiple unit series in the Helsinki commuter traffic, the Sm1 and Sm2. The Sm5 are also used for the airport rail service, the Ring Rail Line connecting the Helsinki-Vantaa airport to the rail network, operated since July 2015. At the same time HSL repainted the trains in a distinctive purple to differentiate the capital region commuter trains from the outer suburban services to places like Riihimäki.
The trains are transported from the Swiss factory by road and ferry, since they cannot run on European standard gauge railways.
# Document Z-3

Document Z-3 (Italian: Documento Z-3) is a 1942 Italian spy film directed by Alfredo Guarini and starring Isa Miranda, Claudio Gora and Luis Hurtado. It was shot at the Fert Studios in Turin and on location at an airfield which later became Turin Airport. The films sets were designed by the art director Boris Bilinsky. It was one of three Miranda films directed by Guarini that helped re-establish her in Italian cinema following her return from a largely unsuccessful spell in Hollywood. Many critics were not impressed with the film, feeling that Miranda had not recovered the spontaneity of her pre-Hollywood films. This is considered the first production on which Federico Fellini worked, uncredited, as a screenwriter.

## Synopsis

In Yugoslavia, Sandra Morini, a young woman of Italian Dalmatian background is drawn into the world of espionage by Paolo a spy in Yugoslav intelligence but in reality a double agent working for Italy. She is to steal a secret document from the Russian commissar Petrov that reveals that Yugoslavia's public pro-Axis stance conceals a secret alliance with Stalin's Soviet Union. She then escapes from Zagreb heading for the safety of Venice.

## Cast

* Isa Miranda as Sandra Morini
* Claudio Gora as Paolo Sullich
* Luis Hurtado as Soviet Commissioner Petrov
* Guglielmo Barnabò as Kavelich
* Tina Lattanzi as La Semenov
* Amedeo Trilli as a Slavic official
* Carlo Tamberlani
* Aroldo Tieri
* Nicola Timofeiev
# Adappankulam

Adappankulam is a small town in Sri Lanka. It is located within Northern Province.
# Acholi

Acholi may refer to:
* Acholi people, a Luo nation of Uganda, in the Northern part of the country.
* Acholi language, a Nilotic language
* Acholi Inn, a building in Gulu, Uganda
* Acholi nationalism, a political ideology of Acholi people
# Probodh Dutt

Probodh Dutt (born 10 June 1917) was an Indian cricketer. He played seven first-class matches for Bengal between 1935 and 1944.