OpenLLM-France/wikimedia huggingface dataset:
# Jahan Bakhsh, Kohgiluyeh and Boyer-Ahmad

Jahan Bakhsh (Persian: جهانبخش, also Romanized as Jahān Bakhsh) is a village in Doshman Ziari Rural District, in the Central District of Kohgiluyeh County, Kohgiluyeh and Boyer-Ahmad Province, Iran. At the 2006 census, its population was 22, in 5 families.
# Sarun Mahalleh

Sarun Mahalleh (Persian: سرون محله, also Romanized as Sarūn Maḩalleh) is a village in Karipey Rural District, Lalehabad District, Babol County, Mazandaran Province, Iran. At the 2006 census, its population was 112, in 32 families.
# First Methodist Church (Clinton, Massachusetts)

The First Methodist Church is a historic Methodist church building at 75 Walnut Street in Clinton, Massachusetts. It is an L-shaped stone and stucco structure, two stories in height, with a steeply pitched slate roof. The ground floor is finished in uncoursed fieldstone. One entrance is set recessed behind a segmented stone arch at the southern end of the main facade, with a second entrance at the projecting gable at the northern end. The church was designed by Woodbury and Stuart of Boston, and construction of the building was begun in 1927 for a congregation established in 1830. The complete plan for the building was never realized due to a lack of funding, and only the community center and rectory were completed. These were used by the congregation, the community center space acting as sanctuary, until the 1980s. The building was rehabilitated in 1988, and how houses two residences and office space.
The church was listed on the National Register of Historic Places in 1990.
# Graeme Shaw

Graeme Shaw (born (1975-06-13)13 June 1975) is a former professional rugby league footballer who played as a second-row forward in the 1990s. He played at representative level for Scotland, and at club level for Bradford Northern and Oldham.

## International honours

Jim Shaw won caps for Scotland while at Oldham 1998 2-caps (sub).
# Allak-dong

Allak-dong (Korean: 안락동) is a dong in Dongnae District, Busan, South Korea. It is divided into two administrative dong, Allak 1-dong and Allak 2-dong. The total area is 2.31 km$^2$, with a population of 18,560. It borders Geumjeong District on the north.
The name "Allak" gained dong status in 1953. It was split into two administrative dong in 1990. Each dong office has ten employees.
# Leônidas (footballer, born 1995)

Leônidas Soares Damasceno (born 17 October 1995), commonly known as Leonidas, is a Brazilian football midfielder who plays for Valadares Gala.

## Career

Leonidas is a product of Fluminense FC and Goiás Esporte Clube youth sportive systems. During 2015–2016 he played in the Hong Kong Premier League, but in January 2017 returned to Brazil and signed contract with Villa Nova Atlético Clube.
In May 2017 he signed a 2 year deal with the Ukrainian Premier League's FC Zorya Luhansk.
On 16 February 2018 Leonidas transferred to Olimpik Donetsk and signed two year deal with Ukrainian Premier League club. on 9 July 2018 he left Olimpik after the contract was terminated in mutual consent.
# Christine Böhm

Christine Böhm (February 19, 1954 – August 5, 1979) was an Austrian actress. She performed in many comedies and appeared on Arsen Lupin, a 1970s television series. She died in an accident at age 25.

## Biography

Böhm was born on February 19, 1954, in Vienna, Austria. Her father was Maxi Böhm, an Austrian performer.
She performed in comedies which were broadcast by the Austrian Television ORF and appeared on the Arsen Lupin show (primarily known as Arsène Lupin in its home French market).
On August 5, 1979, Böhm died in an accident in Cerro di Laveno, Lake Maggiore, Italy.

## Selected filmography

* Bloody Friday (1972)
* Stolen Heaven (1974)
* Bait [de] (1976)
* Death or Freedom [de] (1977)
* Lady Oscar (1979)
# 131st Infantry Division (Wehrmacht)

The 131st Infantry Division (German: 131. Infanterie-Division) was a German Army infantry division in World War II.

## Operational history

The 131st Infantry Division was activated in October 1940, primarily out of other divisions - it included soldiers from the 31st and 269th Infantry Divisions, and cavalry from the 19th.
The division participated in Operation Barbarossa and fought during the entire war on the Eastern Front. In January 1945, the division was driven into the so-called Heiligenbeil Pocket, where it was destroyed in March 1945.

## Order of battle

* 431st Infantry Regiment
* 432nd Infantry Regiment
* 434th Infantry Regiment
* 131st Reconnaissance Battalion
* 131st Tank-destroyer Battalion
* 131st Engineer Battalion
* 131st Signal Battalion
* 131st Divisional-Resupply Troops

## Commanders

* Lieutenant General Heinrich Meyer-Buerdorf (Oct 1940-Jan 1944)
* Lieutenant General Friedrich Weber (Jan-Oct 1944)
* Major General of Reserves Werner Schulze (Oct 1944-Jan 1945)
* Colonel Nobiz (Jan-April 1945)

## Sources

* ↑ Mitcham, Samuel W. (2007). German Order of Battle: 1st-290th Infantry divisions in World War II. Stackpole Books. pp. 182–183.
vteNumbered infantry divisions of the German Army (1935–1945) :
1st – 99th :
100th – 199th :
200th – 299th :
300th – 399th :
400th – 719th :
See also: List of German divisions in World War II, Aufstellungswelle :
# Qaleh, Sari

Qaleh (Persian: قلعه, also Romanized as Qal‘eh) is a village in Chahardangeh Rural District, Chahardangeh District, Sari County, Mazandaran Province, Iran. At the 2006 census, its population was 25, in 12 families.
# Rhynocoris iracundus

Rhynocoris iracundus is an assassin bug belonging to the family Reduviidae, subfamily Harpactorinae. The species was first described by Nikolaus Poda von Neuhaus in 1761.
Rhynocoris iracundus differs in colour from R. erythropus in that the sides of the abdomen in R. erythropus are yellow/orange and black, instead of the red and black seen in R. iracundus. In general, the front lobe of the pronotum of R. iracundus is broadly blackened, while in R. rubricus it is red. Furthermore, R. iracundus has narrower red stripes on its legs and abdomen. The base of scutellum is twice as long as the height.
This species is found in many parts of Europe.
* With prey
# Mir Molk

Mir Molk (Persian: ميرملك, also Romanized as Mīr Molk) is a village in Sajjadrud Rural District, Bandpey-ye Sharqi District, Babol County, Mazandaran Province, Iran. At the 2006 census, its population was 159, in 47 families.
# Lucas Araújo

Lucas Araújo de Oliveira (born 21 May 1999), known as Lucas Araújo, is a Brazilian professional footballer who plays as a midfielder for Guarani.

## Professional career

Lucas Araújo joined the youth academy of Grêmio in 2012. He made his professional debut with Grêmio in a 1-0 Campeonato Gaúcho win over Pelotas on 8 March 2020.
On 7 April 2021, Lucas Araújo signed a contract with fellow Série A side Bahia until December 2023.

## Honours

Grêmio
* Campeonato Gaúcho: 2020
Bahia
* Copa do Nordeste: 2021
Sampaio Corrêa
* Campeonato Maranhense: 2022
# Bjarne Henriksen

Bjarne Henriksen (born 18 January 1959) is a Danish film and television actor.

## Career

Henriksen was born in Såderup, Funen in 1959. He has appeared in theatre productions at the Jomfru Ane Teatret, Aalborg and at the Svalegangen theater, Aarhus, and has played supporting roles in numerous Danish films from the late 1990s through to the present, including De største helte, Festen, Kinamand, and Af banen. He has appeared in two films by Jonas Elmer: Let's Get Lost and Monas verden.
More recently, he has been known for playing the lead role of Theis Birk Larsen, father of the murdered Nanna Birk Larsen in season one of the DR television drama series The Killing, first broadcast in 2007.
In 2011, Henriksen, along with Sofie Gråbøl, Søren Malling, Ann Eleonora Jørgensen, and Lars Mikkelsen were nominated in the Crime Thriller Awards for their work in The Killing.
In 2015, Henriksen played the role of the Danish ferry captain Søren Carlsen in the Icelandic crime drama series Trapped.

## Selected filmography
### Film

List of film appearances, with year, title, and role shown :
| Year | Title | Role |
| 1996 | De største helte | Allan |
| 1997 | Let's Get Lost | Mogens |
| 1998 | Festen | Kim |
| 2001 | Monas verden | Tommy |
| 2002 | Kinamand | Keld |
| 2005 | Af banen | Lennart |
| 2007 | The Art of Crying | Budde |
| 2008 | Fear Me Not | Kenneth |
| 2010 | Hold Me Tight | Mikkel's dad |
| 2012 | The Hunt | Ole |
| 2012 | This Life | Albert Carlo Iversen |
| 2014 | Get Santa | Lars |
| 2018 | Kursk | Russian captain |

### Television

List of television appearances, with year, title, and role shown :
| Year | Title | Role | Notes |
| 1997–98 | Taxa | Sebastian | 4 episodes |
| 1999 | Dybt vand | Bendix | Miniseries |
| 2000–02 | Hotellet | Lasse Vestergaard | 31 episodes |
| 2003–04 | Rejseholdet | Jack | 2 episodes |
| 2007 | The Killing | Theis Birk Larsen | 20 episodes |
| 2010–13 | Borgen | Hans Christian Thorsen | 15 episodes |
| 2013 | Moving On | Kris | 1 episode |
| 2013–18 | Badehotellet | Otto Frigh | 31 episodes |
| 2015 | Trapped | Søren Carlsen, ferry captain | 10 episodes |
| 2024 | King and Conqueror | Earl Siward | TBA |
# Hushom

Hushom (Persian: حوشم, also Romanized as Ḩūshom; also known as Hūshomb and Hūshomb-e Bālā) is a village in Pir Sohrab Rural District, in the Central District of Chabahar County, Sistan and Baluchestan Province, Iran. At the 2006 census, its population was 245, in 41 families.
# Bourg-Bruche

Bourg-Bruche (French pronunciation: ; German: Breuscheburg or Burg-Breusch) is a commune in the Bas-Rhin department in Grand Est in north-eastern France.
# Jean Barrez

Jean Barrez (14 March 1886 – 10 April 1967) was a French painter. His work was part of the painting event in the art competition at the 1928 Summer Olympics under the pseudonym Joe Bridge.
# Central Administrative Okrug

Central Administrative Okrug, or Tsentralny Administrativny Okrug (Russian: Центра́льный администрати́вный о́круг, Tsentralny administrativny okrug), is one of the twelve administrative okrugs of Moscow, Russia. Population: 772,258 (2021 Census); 741,967 (2010 Census); 701,353 (2002 Census); . It is the core of the city that includes its oldest, historical parts: Kremlin and the former Bely Gorod and Zemlyanoy Gorod; with certain churches and fortifications as old as from the 14th to 15th century. It is also the site of Russia's highest government institutions, such as the Government house, the State Duma, the Federation Council, and most ministries. A large part of the territory is occupied by office buildings, especially in the "Moscow-City" business district on the west side of the Okrug.

## Territorial organisation

The okrug, governed by the prefecture, encompasses ten districts. The territory of Kitai-gorod is not a part of any district and is governed by the administrative okrug directly. As other okrugs, it was formally established in 1991. Its OKATO number is 45 286 000 000.
Districts under the jurisdiction of the Central Administrative Okrug :
| Name | Russian name | Population |
| Arbat | Арбат | 25,699 |
| Basmanny | Басманный | 100,899 |
| Khamovniki | Хамовники | 97,110 |
| Krasnoselsky | Красносельский | 45,229 |
| Meshchansky | Мещанский | 56,077 |
| Presnensky | Пресненский | 116,979 |
| Tagansky | Таганский | 109,993 |
| Tverskoy | Тверской | 75,955 |
| Yakimanka | Якиманка | 22,822 |
| Zamoskvorechye | Замоскворечье | 50,590 |
| TOTAL - Central Administrative Okrug | Центральный административный округ, Tsentralny administrativny okrug | 701,353 |

## Coat of arms

The Kremlin Hill, from which the colonization of Moscow began, is depicted under Yury Dolgoruky. The purple background symbolizes the supreme power of Russia, concentrated in Central Administrative Okrug. The gold unicorn was a traditional symbol of the Russian Tsars. Below him an ancient Kremlin white-stone wall is featured.

## Government and infrastructure

The Interstate Aviation Committee (IAC or MAK), the aviation accident technical investigation body of the Commonwealth of Independent States, has its head office in the Yakimanka District in the okrug. The Federal Penitentiary Service has its head office in Yakimanka District.
The Ministry of Education and Science has its head office in the Tverskoy District.

## Economy

Aeroflot has its head office in the Arbat District in the okrug. United Aircraft Corporation has its head office in the Krasnoselsky District in the okrug. Tupolev has its head office in the Basmanny District in the okrug.
The All Nippon Airways Moscow sales office is located in the Presnensky District in the okrug. Korean Air operates its CIS office in the Tverskoy District in the okrug.

## Education

The Lycée Français Alexandre Dumas de Moscou, a French international school, is located in the Krasnoselsky District in the okrug.

## Sister cities

* Daugavpils, Latvia
* Riga, Latvia
* Ingolstadt, Bavaria, Germany
# Serpent Island gecko

The Serpent Island gecko (Nactus serpensinsula) is a species of lizard in the family Gekkonidae. The species is endemic to Serpent Island in Mauritius (an island country in the Indian Ocean).
The Serpent Island gecko is a monotypic species. The Durrell's night gecko, endemic to the Round Island of Mauritius, was previously treated as a subspecies of Serpent Island gecko.
On Mauritius itself, it is only known from fossils.
# Darreh Hendian

Darreh Hendian (Persian: دره هنديان, also Romanized as Darreh Hendīān, Darreh Hendīyān, and Darreh-ye Hendīān) is a village in Chamsangar Rural District, Papi District, Khorramabad County, Lorestan Province, Iran. At the 2006 census, its population was 102, in 21 families.
# Charalampos Christopoulos

Charalampos Christopoulos (Greek: Χαράλαμπος Χριστόπουλος; Andritsaina, possibly 1809 – Athens, 8 April 1871) was a Greek 19th-century politician, MP and six times minister during the 1855–1870 period.

## Sources

* Charalampos Christopoulos biographical information from the Institute of Modern Greek Studies
* Vretos, Marinos (1866). National calendar. Athens: Παρά τω Κ. Δραγούμη εκδότη της Πανδώρας. Archived from the original on 2008-04-14. Retrieved 5 April 2010.
* Λήμμα Χριστόπουλος Χαράλαμπος, Εγκυκλοπαιδικό Λεξικό Ελευθερουδάκη, Athens, 1931
* Kostis Ailianos, Charalampos Chr. Christopoulos, minister of foreign affairs, three days, four months... 1865, 1870–1871, Nea Estia, year 88, volume 176, issue 1863, Sept. 2014, p. 121–144
* Antonis Makrydimitris, The foreign ministers of Greece 1829–2000, Kastaniotis publications, Athens, 2000, p. 57
# K-function

In mathematics, the K-function, typically denoted K(z), is a generalization of the hyperfactorial to complex numbers, similar to the generalization of the factorial to the gamma function.

## Definition

Formally, the K-function is defined as
    $K(z)=(2\pi )^{-{\frac {z-1}{2}}}\exp \left[{\binom {z}{2}}+\int _{0}^{z-1}\ln \Gamma (t+1)\,dt\right].$
It can also be given in closed form as
    $K(z)=\exp {\bigl\zeta '(-1,z)-\zeta '(-1){\bigr ]}$
where ζ′(z) denotes the derivative of the Riemann zeta function, ζ(a,z) denotes the Hurwitz zeta function and
    $\zeta '(a,z)\ {\stackrel {\mathrm {def} }{=}}\ \left.{\frac {\partial \zeta (s,z)}{\partial s}}\right|_{s=a},\ \ \zeta (s,q)=\sum _{k=0}^{\infty }(k+q)^{-s}$
Another expression using the polygamma function is
    $K(z)=\exp \left[\psi ^{(-2)}(z)+{\frac {z^{2}-z}{2}}-{\frac {z}{2}}\ln 2\pi \right]$
Or using the balanced generalization of the polygamma function:
    $K(z)=A\exp \left[\psi (-2,z)+{\frac {z^{2}-z}{2}}\right]$
where A is the Glaisher constant.
Similar to the Bohr-Mollerup Theorem for the gamma function, the log K-function is the unique (up to an additive constant) eventually 2-convex solution to the equation $\Delta f(x)=x\ln(x)$ where $\Delta$ is the forward difference operator.

## Properties

It can be shown that for α > 0:
    $\int _{\alpha }^{\alpha +1}\ln K(x)\,dx-\int _{0}^{1}\ln K(x)\,dx={\tfrac {1}{2}}\alpha ^{2}\left(\ln \alpha -{\tfrac {1}{2}}\right)$
This can be shown by defining a function f such that:
    $f(\alpha )=\int _{\alpha }^{\alpha +1}\ln K(x)\,dx$
Differentiating this identity now with respect to α yields:
    $f'(\alpha )=\ln K(\alpha +1)-\ln K(\alpha )$
Applying the logarithm rule we get
    $f'(\alpha )=\ln {\frac {K(\alpha +1)}{K(\alpha )}}$
By the definition of the K-function we write
    $f'(\alpha )=\alpha \ln \alpha$
And so
    $f(\alpha )={\tfrac {1}{2}}\alpha ^{2}\left(\ln \alpha -{\tfrac {1}{2}}\right)+C$
Setting α = 0 we have
    $\int _{0}^{1}\ln K(x)\,dx=\lim _{t\rightarrow 0}\left[{\tfrac {1}{2}}t^{2}\left(\ln t-{\tfrac {1}{2}}\right)\right]+C\ =C$
Now one can deduce the identity above.
The K-function is closely related to the gamma function and the Barnes G-function; for natural numbers n, we have
    $K(n)={\frac {{\bigl\Gamma (n){\bigr )}^{n-1}}{G(n)}}.$
More prosaically, one may write
    $K(n+1)=1^{1}\cdot 2^{2}\cdot 3^{3}\cdots n^{n}.$
The first values are
    1, 4, 108, 27648, 86400000, 4031078400000, 3319766398771200000, ... (sequence A002109 in the OEIS).
Similar to the multiplication formula for the gamma function:
    $\prod _{j=1}^{n-1}\Gamma \left({\frac {j}{n}}\right)=(2\pi )^{\frac {n-1}{2}}n^{-{\frac {n}{2}}}$
there exists a multiplication formula for the K-Function involving Glaisher's constant:
    $\prod _{j=1}^{n-1}K\left({\frac {j}{n}}\right)=A^{\frac {n^{2}-1}{n}}n^{-{\frac {1}{12n}}}e^{\frac {1-n^{2}}{12n}}$
# Sardarabad, Andika

Sardarabad (Persian: سرداراباد, also Romanized as Sardārābād) is a village in Shalal and Dasht-e Gol Rural District, in the Central District of Andika County, Khuzestan Province, Iran. At the 2006 census, its population was 41, in 7 families.
# Wang Dai Chen

Wang Dai Chen is a paralympic athlete from China competing mainly in category F46 javelin events.
He competed in the javelin at both the 2000 and 2004 Summer Paralympics winning a silver in 2000 and a bronze in 2004. He was also a member of the unsuccessful Chinese T46 relay in the 2000 games.
# Duck Lake, Saskatchewan

Duck Lake is a town in the boreal forest of central Saskatchewan, Canada. Its location is 88 kilometres (55 mi) north of Saskatoon and 44 kilometres (27 mi) south of Prince Albert on Highway 11, in the Rural Municipality of Duck Lake No. 463. Immediately to the north of Duck Lake is the south block of the Nisbet Provincial Forest.
The First Nations people are Cree and the band government of the Beardy's and Okemasis' Cree Nation is located here.
Duck Lake was home to one of the last operating schools in the Canadian Indian residential school system, the St. Michael's Indian Residential School (Duck Lake Indian Residential School), which closed in 1996.

## History

Duck Lake (French: Lac-aux-Canards) was one of the five Southbranch Settlements settled by French-speaking Métis from Manitoba in the 1860s and 1870s. A Roman Catholic Mission was established in Duck Lake in 1874 by Father André O.M.I. and by 1888 the village had a school, a post office (called Stobart), a flour mill (gristmill) and a trading post. From 1882 to 1905 Duck Lake was within the District of Saskatchewan, one of several districts of the Northwest Territories.
In 1885, Duck Lake was the site of the Battle of Duck Lake, a conflict between Métis warriors and the Government of Canada, at the start of the North-West Rebellion. At Duck Lake, the Prince Albert Trail, which ran from Regina to Prince Albert, crossed the Carlton Trail and it marked the halfway point between the Métis headquarters at Batoche and the North-West Mounted Police at Fort Carlton.
Historic Carpenter Gothic style All Saints Anglican Church built in 1896 is a municipal heritage site. Its historic cemetery contains the graves of some of those who fought in the Battle of Duck Lake as well as those of other pioneers of the community.
The 1973 western Alien Thunder was partially filmed here.

## Demographics

In the 2021 Canadian census conducted by Statistics Canada, Duck Lake had a population of 579 living in 202 of its 232 total private dwellings, a change of 1.8 per cent from its 2016 population of 569. With a land area of 2.38 km$^2$ (0.92 sq mi), it had a population density of 243.3/km$^2$ in 2021.

## Notable people

* Gabriel Dumont - Leader of Métis forces in the North-West Rebellion 1885.
# Isaac Cobo Displas

Isaac Cobo Displas (born in 1975) is a Spanish architect and academic at the University of East London.

## Education

In 1996, Displas enrolled in the Industrial Design Engineering program at Elisava Pompeu Fabra University in Barcelona to become a product designer.
In 2003, he started formal architectural studies at the Architectural Association School of Architecture. He relocated to the University of East London in 2005, under the guidance of the architect Peter Salter. Under the mentorship of Mark Hayduk, Displas completed his master’s degree.

## Career

During the early 2000s, Displas contributed to projects at Murray John Architects in London. He played a role in the restoration of the St Pancras Renaissance Hotel in King's Cross, while serving as Creative Director at the Mahattan Loft Corporation (MLC). In 2008, he co-founded Cocoarchitects alongside Daniel Coll, focusing on the blend of ecological consciousness with creativity, often expressed through computer-generated analysis and visualizations.
Displas has been serving as a Senior Lecturer in Architectural Design at the University of East London since 2009. His pedagogical focus centers around fundamental architectural principles, with a focus on environmental consciousness, spatial ambiance, and the significance of lighting and shadow.
# Torre Inxignia JV

The Torre Inxignia JV is a mixed-use skyscraper in Puebla, Mexico. Built between 2017 and 2023, the tower stands at 225 m (738 ft) with 45 floors and is the current 8th tallest building in Mexico and the tallest building in the city of Puebla. It has been serving as the headquarters of the southern filiale of BBVA México since 2024.

## History
### Architecture

The tower is located in the BUAP University Cultural Complex (CCU) division of the Reserva Territorial Atlixcáyotl neighbourhood in Puebla. The building consists of one main bodt which represents the tower itself and a lower-rising seven-level anexe volume with an emergency helipad on top. The first seven levels of the main tower host rentable commercial areas, levels 9 to 30 consist of free rentable office spaces, while levels 31 to 45 deserve to the offices strictly under the BBVA México company jurisditcion. The tower hosts a total of 286 office units.
The main materials used for the construction of the tower are reinforced concrete for the structure and glass and metal for the glazing.
The main concept of the tower arbitrated around its estetic side, as it was designed with a rectangular shape that extends upward through a series of stepped sections offering the impression of an inequal composition of pieces. The reflective glass used for the tower's finish generates a mirror effect for the volumetry against the sky. The tower's structure was designed to withstand strong winds and earthquakes, being equipped with state-of-the-art fire safety systems. It houses one of the fastest elevators in Latin America which can travel from the first to the 50th floor in approximately 38 seconds.