OpenLLM-France/wikimedia huggingface dataset:
# Kadugundanahalli metro station

Kadugundanahalli is an upcoming underground metro station on the North-South corridor of the Pink Line of Namma Metro in Bengaluru, India. This metro station will consist of the main Arabic College followed by other prime neighbouring suburban areas like Venkateshpuram, Nagavara, Hennur and Rashad Nagar.
As per the latest updates, this metro station, under the second phase, covering the total distance of 13.8km stretch (Dairy Circle - Nagawara) is expected to be operational around December 2026.

## History

In June 2017, Bangalore Metro Rail Corporation Limited (BMRCL) sought bids for constructing the Kadugundanahalli metro station along the 4.59 km Shadi Mahal Ramp - North Ramp stretch of the 21.25 km Pink Line of Namma Metro. In November 2019, ITD Cementation India emerged as the lowest bidder for this stretch which aligned closely with the original estimate, thus leading to successful award for this company. They commenced the construction of this metro station as per the agreements.

## Station Layout

Station Layout - To Be Confirmed
Kadugundanahalli track layout (TBC) :
Legend :
Station with two tracks and one Island platform ** Under Construction :
| G | Street level | Exit/ Entrance |
| L1 | Mezzanine | Fare control, station agent, Ticket/token, shops |
| L2 | Platform # Southbound | Towards → Kalena Agrahara Next Station: Venkateshpura |
| Island platform | Doors will open on the right | |
| L2 | Platform # Northbound | Towards ← Nagawara Change at the next station for Blue Line |
| L2 | | |
# Massimo Rosa

Massimo Rosa (born 9 December 1995 in Alba) is an Italian cyclist who currently rides for mountain bike racing team Giant–Liv Polimedical. He is the younger brother of fellow professional cyclist Diego Rosa.

## Major results
### 2017

    1st Mountains classification Giro della Valle d'Aosta
    3rd G.P. Palio del Recioto
# Luigi Malabrocca

Luigi Malabrocca (22 June 1920 – 1 October 2006) was an Italian road cyclist.
He formed a rivalry with Sante Carollo for the Maglia nera at the Giro d'Italia. He 'won' the rivalry, earning the jersey twice to Carollo's once.
While noted for his rivalry, he was also an accomplished cyclist. He won the Italian National Cyclo-cross Championships in 1951 and 1953, as well as winning the 1947 Paris-Nantes, the 1948 Coppa Ugo Agostoni and the 1949 Tour of Yugoslavia.

## Major results
### 1943

    6th Giro di Romagna

### 1946

    9th Giro dell'Appennino

### 1947

    1st Paris–Nantes
    3rd Trofeo Baracchi

### 1948

    1st Coppa Agostoni

### 1949

    1st Overall Tour of Yugoslavia

### 1950

    3rd National Cyclo-cross Championships
    3rd Overall Tour of Yugoslavia

### 1951

    1st National Cyclo-cross Championships
    1st Gran Premio dell'Epifania

### 1953

    1st National Cyclo-cross Championships
    1st Gran Premio dell'Epifania
    8th Tre Valli Varesine

### 1954

    3rd National Cyclo-cross Championships
# Pietro Fossati

Pietro Fossati (29 June 1905 – 13 March 1945) was an Italian racing cyclist. He won the 1929 edition of the Giro di Lombardia.
# Giorgio Zancanaro (cyclist)

Giorgio Zancanaro (born 15 April 1940 in San Michele, Alessandria) is an Italian former cyclist.

## Major results
### 1961

    1st Stage 6 Tour de l'Avenir
    2nd Giro dell'Emilia

### 1963

    3rd Overall Giro d'Italia
       1st Stage 9

### 1964

    1st Giro di Toscana
    1st Stage 13 Giro d'Italia

### 1967

    1st Stage 1 Giro d'Italia
    2nd Tre Valli Varesine
# Kilometer 31

Kilometer 31 (Kilómetro 31 or km 31) is a 2006 Mexican supernatural horror film, written and directed by Rigoberto Castañeda. The film is inspired by the Crying Woman legend (La Llorona) and legends about highway ghosts.

## Plot

Following a horrible car accident on a rural wooded road near Mexico City, Agata goes into a coma, and her identical twin sister Catalina begins to experience the pain and terror that her comatose sister is going through. Catalina must try to solve the mystery of her sister's accident next to the Km. 31 marker and discovers a local legend that tells of malignant spirits that prowl the road and who are said to prey on travellers. Following a series of terrifying events, Catalina realizes that their link is growing stronger and that her sister is screaming for help from her unconscious state. With the help of her Spanish boyfriend Nuño, Agata's boyfriend Omar, and local detective Martin Ugalde, she discovers that Agata is trapped between life and death, between reality and a terrible netherworld of evil spirits and ancient legend.

## Reception

The film was released on February 2 and was on top in the Mexican box office that weekend.
The film was released in select cinemas in the United Kingdom, with English subtitles, on December 7, 2007 after its premiere at the Empire Cinema in Leicester Square on 6 November 2007.
A sequel was released in 2016.
# Juwangsan

Juwangsan is a mountain of Gyeongsangbuk-do, eastern South Korea. It has an elevation of 721 metres.
# 1991 Yobe State gubernatorial election

The 1991 Yobe State gubernatorial election occurred on December 14, 1991. SDP candidate Bukar Ibrahim won the election, defeating NRC Sadiq Maina.

## Conduct

The gubernatorial election was conducted using an open ballot system. Primaries for the two parties to select their flag bearers were conducted on October 19, 1991.
The election occurred on December 14, 1991. SDP candidate Bukar Ibrahim won the election, defeating NRC Sadiq Maina. Bukar Ibrahim polled 127,935 votes, while Sadiq Maina polled 104,542 votes.
# Dave Hewitt (rugby league)

Dave Hewitt (born 4 November 1995) is an English professional rugby league footballer who plays as a scrum-half, stand-off for Midlands Hurricanes. He moved from Rochdale Hornets in the RFL League 1.

## Background

Hewitt was born in St Helens, Merseyside, England.

## Career

Hewitt is an England Schoolboys and England Academy international.
He was in the Saints Academy system and played his junior rugby league with the Bold Miners club. He has previously played on loan from St. Helens at Oldham in 2015.
In 2016 Hewitt joined the Sheffield Eagles on a full-time deal. In July 2016 he joined Oldham on loan from the Eagles.
In October 2016 he joined the Roughyeds on a permanent deal.
# Francine Dauven

Francine Dauven (born 7 January 1949) is a Belgian former backstroke swimmer. She competed in two events at the 1968 Summer Olympics.
# Polycyclic group

In mathematics, a polycyclic group is a solvable group that satisfies the maximal condition on subgroups (that is, every subgroup is finitely generated). Polycyclic groups are finitely presented, which makes them interesting from a computational point of view.

## Terminology

Equivalently, a group G is polycyclic if and only if it admits a subnormal series with cyclic factors, that is a finite set of subgroups, let's say G$_0$, ..., G$_n$ such that
* G$_n$ coincides with G
* G$_0$ is the trivial subgroup
* G$_i$ is a normal subgroup of G$_{i+1}$ (for every i between 0 and n - 1)
* and the quotient group G$_{i+1}$ / G$_i$ is a cyclic group (for every i between 0 and n - 1)
A metacyclic group is a polycyclic group with n ≤ 2, or in other words an extension of a cyclic group by a cyclic group.

## Examples

Examples of polycyclic groups include finitely generated abelian groups, finitely generated nilpotent groups, and finite solvable groups. Anatoly Maltsev proved that solvable subgroups of the integer general linear group are polycyclic; and later Louis Auslander (1967) and Swan proved the converse, that any polycyclic group is up to isomorphism a group of integer matrices. The holomorph of a polycyclic group is also such a group of integer matrices.

## Strongly polycyclic groups

A polycyclic group G is said to be strongly polycyclic if each quotient G$_{i+1}$ / G$_i$ is infinite. Any subgroup of a strongly polycyclic group is strongly polycyclic.

## Polycyclic-by-finite groups

A virtually polycyclic group is a group that has a polycyclic subgroup of finite index, an example of a virtual property. Such a group necessarily has a normal polycyclic subgroup of finite index, and therefore such groups are also called polycyclic-by-finite groups. Although polycyclic-by-finite groups need not be solvable, they still have many of the finiteness properties of polycyclic groups; for example, they satisfy the maximal condition, and they are finitely presented and residually finite.
In the textbook (Scott 1964, Ch 7.1) and some papers, an M-group refers to what is now called a polycyclic-by-finite group, which by Hirsch's theorem can also be expressed as a group which has a finite length subnormal series with each factor a finite group or an infinite cyclic group.
These groups are particularly interesting because they are the only known examples of Noetherian group rings (Ivanov 1989), or group rings of finite injective dimension.

## Hirsch length

The Hirsch length or Hirsch number of a polycyclic group G is the number of infinite factors in its subnormal series.
If G is a polycyclic-by-finite group, then the Hirsch length of G is the Hirsch length of a polycyclic normal subgroup H of G, where H has finite index in G. This is independent of choice of subgroup, as all such subgroups will have the same Hirsch length.
# Leprocaulaceae

Leprocaulaceae is a family of mostly lichen-forming fungi. It is the single family in the monotypic order Leprocaulales. Leprocaulaceae contains three genera and about 33 species.

## Taxonomy

Both the family and the order were circumscribed by American lichenologists James Lendemer and Brendan Hodkinson in 2013. They studied sterile, crustose lichens previously classified in the genus Lepraria using molecular phylogenetic techniques. They redefined the genus Leprocaulon to include several crustose lichens that were previously placed in Lepraria, and defined the new family and order to contain this genetically distinct grouping of species, including the genus Halecania. Speerschneidera was included based on the results of a study published a year later. The authors suggested that Leprocaulales is sister to the Caliciales, although in a later phylogenetic study using a temporal approach, it appeared to be more closely related to the Teloschistales.

## Description

Collectively, Leprocaulaceae is a morphologically diverse family. Most taxa in the family are sterile lichens that reproduce asexually, and produce the secondary compounds argopsin, pannarin, and usnic acid. Those taxa that are fertile have lecanorine apothecia and hyaline ascospores. Genus Halecania contains one lichenicolous fungus, and five lichenicolous lichens.

## Genera

* Halecania M.Mayrhofer (1987) – 22 spp.
* Leprocaulon Nyl. (1879) – ca. 10 spp.
* Speerschneidera Trevis. (1861) – 1 sp.
# Nils Åkerlindh

Nils Åkerlindh (31 March 1913 – 23 April 1992) was a Swedish wrestler. He competed in the men's freestyle heavyweight at the 1936 Summer Olympics.
# Ferrard

Ferrard (Irish: Fir Arda) is a barony in County Louth, Ireland.

## Etymology

Ferrard derives its name from Fera Arda Ciannachta, "men of the high Ciannachta", referring to the uplands around Mount Oriel.

## Location

Ferrard is found in south County Louth, between the White River, River Boyne and Mattock River.
Ferrard barony is bordered to the north by Ardee; to the west by Lower Slane, Upper Slane, County Meath and to the south by Drogheda and Lower Duleek, County Meath.

## History

Ferrard derives its name from Fera Arda, or Fatharta, the ancient home of the Fir Arda Ciannachta.

## List of settlements

Below is a list of settlements in the historical Ferrard barony:
* Baltray
* Clogherhead
* Collon
* Dunleer
* Termonfeckin
* Tullyallen
# Saori Yoshikawa

Saori Yoshikawa (吉川 沙織, Yoshikawa Saori, born 9 October 1976) is a Japanese politician of the Constitutional Democratic Party and a member of the House of Councillors in the Diet (national legislature).

## Early life

Yoshikawa is a native of Tokushima Prefecture, she graduated from Doshisha University in 1999. She joined NTT upon graduation. She also studied at the graduate school of Doshisha University from 2001 until 2003 while still in the company.

## Political career

Leaving the company in July 2006, Yoshikawa was elected to the House of Councillors for the first time in 2007. She has been reelected twice, most recently in 2019, and is still serving in the House of Councillors as of early 2025.
# Sure We Can

Sure We Can is a nonprofit redemption center and community hub based in Brooklyn, New York. Sure We Can provides container-deposit redemption services to the Brooklyn, New York area. Additionally, the organization serves as a community hub for the canner community that redeems there and for local environmental causes that promote the organizations dedication to sustainability.

## History

The organization was founded in 2007 by cofounders Ana Martinez de Luco and Eugene Gadsden. The facility is designed with canners, the people who collect cans and bottles from the streets, in mind, aiming to provide a welcoming place they can redeem their cans and bottles. In 2019, the center annually processes 10 million cans and bottles for redemption, and serves a community of over 400 canners. Sure We Can estimates that they distribute $700,000 per year to canners. The average canner who visits Sure We Can earns $1000 per year.
Starting in 2020, Sure We Can faces eviction by their landlord, who is interested in selling the lot they have rented for 10 years. As of 2021, the organization is seeking funding from either the city or private donor to buy the land.
Sometime in 2022, Sure We Can was able to secure a $580,000 grant from the New York State Empire State Development (ESD) and the Regional Economic Development Corporation (REDC) and together in conjunction with a small business loan, enabled the organization to purchase the site and continue the service it prides itself on. The organization also was able to raise over $50,000 through donors from all around the world. The fundraiser was a huge success and the funds were used to pay the closing costs and other fees associated with the sale.
# Artisans Asylum

Artisans Asylum is a non-profit community workshop in Allston, Massachusetts. Artisans Asylum was founded in 2010 by an engineer, an artist, and friends. Artisans was the first makerspace to incorporate in the U.S. in 2012. Today, it holds 52,000 square feet of fabrication space between two buildings.
Artisans Asylum hosts approximately 600 monthly active members, 160 studios, and 15 workshops. Shops include woodworking, welding, bicycle maintenance and repair, machining, electronics and robotics, jewelry, digital fabrication, a digital photo studio, fiber arts, casting, laser cutting, CNC machines, prop shop, and design lab. The Asylum hosts 30-40 public classes each month, providing hands-on tool training and skill-building courses. As of 2013, the Asylum housed 40 or 50 small manufacturing companies, and raised the number of manufacturing firms in nearby Somerville by 50%. The Asylum is credited with attracting the incubator Greentown Labs to Somerville and contributing to the city's creative economy.
In 2023, it generated $1.4 million dollars in revenue and $2.25 million in expenses.

## Location in Allston

In January of 2023, Artisans relocated from 10 Tyler St. in Somerville to two buildings in Allston, a neighborhood of Boston. This move resulted in a 10,000 square foot expansion of the space.

### 96 Holton St.

96 Holton St, referred to as "Holton", is the primary address for Artisans Asylum. It contains the front desk and mail center. All public-facing events, including classes, occur at or require check-in at this address. This building houses several communal workshops, including those dedicated fiber arts, electronics and robotics, jewelry-making, digital fabrication, screen printing, and metal casting.

### 55 Antwerp St.

Referred to as "Antwerp", this building contains a metal shop, machine shop, and wood shop. SCUL, a bicycle-based "chopper gang", is based in this building as well.

## Organizational Structure

Members at Artisans Asylum have 24/7 access to the space via key fobs distributed at new member orientations. The space is largely member-run, and it relies on volunteers to clean and maintain shops and common areas. The front desk is run by a fleet of volunteers termed "Deskies". Tool testers, who ensure that new users can safely operate machinery, are also volunteers.
Artisans Asylum has three full-time staff who manage development, facilities, and educational programs.
# Jacques Leloup

Jacques Leloup (born 28 April 1952) is a Belgian former butterfly swimmer. He competed in two events at the 1972 Summer Olympics.
# Compaq ProLinea

The ProLinea was a line of budget desktop computers released by Compaq from 1992 to 1996. All the machines in the line were x86-based IBM PC–compatible systems, ranging from the i386SX to Pentiums. The ProLinea was succeeded by the Presario line in 1993, although the two sold concurrently for a while.

## Release and price war

The ProLinea was notorious for touching off a fierce price war in the personal computer market from its launch in June 1992. Under a directive from Compaq's recent CEO Eckhard Pfeiffer, the company originally sold lower-end models in the range for under US$900—a price that was virtually unheard of for brand-new desktops from a major computer vendor. Compaq's largest competitors—including IBM, Apple, DEC, and Dell—immediately followed suit with budget, no-frills desktops of their own; IBM for example released the PS/ValuePoint for under $1,000. Smaller manufacturers meanwhile struggled to compete against the major players in this price war, leading to dozens leaving the market or going bankrupt and dissolving.
Despite numerous parts shortages, Compaq sold nearly 400,000 units from the ProLinea line through to the end of 1992, helping the company come off its financial turmoil since the ouster of Compaq's original CEO, Rod Canion, in 1991.
# Granger High School (Granger, Washington)

Granger High School is a public high school located in Granger, Washington. It serves 432 students in grades 9 through 12. Ninety percent of the students are Hispanic, while 5% are American Indian, 4% are White, and 1% are two or more races.
Mike Carlson has served as Granger High School Principal since 2018.
The main school classrooms were completed in 1965. An addition of four classrooms and a gymnasium was started in 2015 and opened to the public in the spring of 2017.
The Granger High School mascot is the Spartan.
# John A. Panitz

John A. Panitz is Emeritus Professor of Physics at the University of New Mexico in Albuquerque. During his tenure at UNM he was Professor of Physics, Professor of High Technology Materials and Professor of Cell Biology and Physiology (in the School of Medicine). Professor Panitz developed the first laboratory courseware that encouraged both critical thinking and role playing in the structured environment of a cooperative learning group. Before joining UNM Professor Panitz was in the Surface Science Division at Sandia National Laboratory in Albuquerque where he patented the Field Desorption Spectrometer and the LiFE Detector. He is the founder and CEO of High Field Consultants and the owner and curator of Gallerie Imaginarium.
Professor Panitz developed the original atom probe with Erwin W. Muller and S. Brooks McLane and Gerry Fowler. He was a co-discoverer of the field-adsorption phenomenon. He introduced the 10-cm Atom-Probe, the Imaging Atom-Probe, and several other techniques. The 10-cm Atom Probe has been called the progenitor of later atom probe instruments including the commercial instruments available today.
# Nanhai Sports Center

The Nanhai Sports Center is a sports complex located in Nanhai District, Foshan, Guangdong, China, which includes a multi-purpose stadium that has been the home to Foshan Nanshi since 2023. It is the only new comprehensive sports venue in Foshan and includes a stadium, swimming pool, gymnasium, national fitness complex, amateur sports school, and supporting commercial facilities. The construction of the Nanhai Sports Center began in 2019. In 2021, the gymnasium of the first phase was completed. The gymnasium of the second phase was completed in 2024.
The stadium had been the temporary home for Shenzhen in 2022 briefly. After Dongguan United played home matches in the stadium for most of the 2023 China League One season, it became the club's permanent home in the 2024 season, after the club moved to Foshan while underwent a name change to Foshan Nanshi.
# I'm the One That I Want

I'm The One That I Want is a concert movie released in 2000. The film captures a live performance of a one-woman show of stand-up comedy, featuring actress and comedian Margaret Cho.

## Premise

The film combines elements of storytelling and stand-up. It showcases Cho's unique style of sexually blunt monologue performance. The primary focus of the material is on Cho's ascension into stardom and her struggles with weight, drug addiction and sexual promiscuity. Cho also addresses her failed sitcom All-American Girl, racism, homophobia and other challenges.

## Production notes

The performance was filmed at the Warfield Theater in San Francisco on November 13, 1999. The movie was almost universally praised by critics, and it garnered favorable comparisons to the work of comedians like Richard Pryor and Lenny Bruce.

## Critical reception

The New York Times wrote "How funny is "I'm the One That I Want?" Several times while watching the movie, which opens today at the Quad Cinema, I laughed until the tears were running down my face."

## Book, CD, DVD and VHS

A book of the same name was also released, as well as a compact disc. The CD is a live audio recording of the same performance at the Warfield Theater. There is also a CD version of the book available, and it is read by Cho. The concert film was released on DVD and VHS on October 9, 2001, by Winstar Home Video.