OpenLLM-France/wikimedia huggingface dataset:
# Qibao station (Shanghai Metro)

Qibao (simplified Chinese: 七宝; traditional Chinese: 七寶; pinyin: Qībǎo) is the name of an underground station on Line 9 of the Shanghai Metro. It is located in Qibao, Minhang District, near a popular tourist attraction to the south, Qibao Old Town (from Exit 2).
The station, situated at the crossing point of Caobao Road, a part of Shanghai Highway S124, and Qixin Road, significantly facilitates traveling in the area.
It has become a focal point for the buses that shuttle among nearby residence blocks, since both Qibao Route 2 and Minhang Route 33 (Former Qibao Route 1), two shuttle bus lines in Qibao town, stop at this station.
# Qiao Yunping

Qiao Yunping (Chinese: 乔云萍; born 13 September 1968) is a Chinese international table tennis player.

## Table tennis career

She won a silver medal in 1996 Atlanta Olympics Games in women's doubles.
Her six World Championship medals included two gold medals; one in the doubles with Liu Wei at the 1993 World Table Tennis Championships and one in the team event at the 1995 World Table Tennis Championships.
# Quebec Mercury

The Quebec Mercury was an English language weekly newspaper published in Quebec City from 1805 to 1863.
The Mercury was founded by publisher Thomas Cary in respect and veneration of Canada's link to the United Kingdom. From 1828 to 1848 the Mercury was owned jointly by Thomas Cary Jr. and Pierre-Édouard Desbarats. The newspaper generally represented the economic and political interests of the English merchants, while its rival Le Canadien (1806–1893) represented the economic and political interests of the French language moneyed groups. The Quebec Mercury was deeply conservative, advocated for the assimilation of French Canadians, and sought to Anglicise the colony. Cary perceived the rise of a French middle class and the French majority in the Assembly as a threat to the growth of Anglo-Canadian commercial interests. The newspaper survived until the 1950s.
Together, Le Canadien and the Mercury were the first truly political newspapers printed in Canada.
# Sangavi

Sangavi is a village in India, situated in the Baramati taluka on the river of nira of Pune district in the state of Maharashtra. It encompasses an area of 400.03 ha (988 acres).

## Administration

The village is administrated by a sarpanch, an elected representative who leads a gram panchayat. At the time of the 2011 Census of India, the gram panchayat governed three villages and was based at Sate.

## Demographics

At the 2011 census, the village comprised 112 households. The population of 625 was split between 330 males and 295 females.
# Päide

Päide is a village in Rakvere Parish, Lääne-Viru County, in northeastern Estonia.
# Santa Rita District, Río Cuarto

Santa Rita is a district of the Río Cuarto canton, in the Alajuela province of Costa Rica.

## History

Santa Rita was created on 11 October 2018 by Acuerdo Ejecutivo N°044-2018-MGP.

## Geography

Santa Rita has an area of km$^2$ and an elevation of 236 metres.

## Settlements

The eponymous Santa Rita village is its head village, and it also encompasses the villages of Ángeles Norte, Flor, La Trinidad, Montelirio, Naranjales, Peoresnada, San Gerardo (partially) and Tabla.

## Demographics

For the 2011 census, Santa Rita had not been created, its inhabitants were part of Río Cuarto canton when it was a district of Grecia canton.

## Transportation
### Road transportation

The district is covered by the following road routes:
* National Route 4
* National Route 744
* National Route 745
# Santonica

Santonica may refer to:
* Santonica, the common name for a plant (Artemisia cina)
* Santonin, a drug formerly used to expel intestinal worms
# Santonio Beard

Santonio Beard (February 14, 1980 – February 5, 2022) was an American college football player who was a running back for the University of Alabama. He left just after his junior season in 2002. Beard's most productive season came in 2002 after the exit of Ahmaad Galloway due to injury. Beard rushed for close to 900 yards his junior season, despite splitting carries with former Crimson Tide running back Shaud Williams. He currently shares a University of Alabama record for the most touchdowns in a single game with five. He is tied with NFL running back Shaun Alexander and wide receiver DeVonta Smith. This feat was achieved in 2002 against the University of Mississippi.
Beard's most notable game came against the Auburn Tigers in 2001, in which he and Ahmaad Galloway rushed for close to 300 yards combined. This led to the Crimson Tide's second victory against Auburn University at Jordan–Hare Stadium.

## Professional career

After coach Dennis Franchione's departure, Beard decided to forgo his senior year. However, he was undrafted and signed with the B.C. Lions of the Canadian Football League. He played for the Denver Broncos but was cut after the first season.

## Life after football

After his football career ended, Beard encountered numerous legal problems, often involving illegal drugs. Beard was shot dead in Lithonia, Georgia, on February 5, 2022, at the age of 41.
# Sankarpur, Kanchanpur

Sankarpur is a village development committee in Kanchanpur District in Sudurpashchim Province of south-western Nepal. At the time of the 1991 Nepal census it had a population of 6538.
# Quasi-exact solvability

A linear differential operator L is called quasi-exactly-solvable (QES) if it has a finite-dimensional invariant subspace of functions $\{{\mathcal {V}}\}_{n}$ such that $L:\{{\mathcal {V}}\}_{n}\rightarrow \{{\mathcal {V}}\}_{n},$ where n is a dimension of $\{{\mathcal {V}}\}_{n}$. There are two important cases:
* $\{{\mathcal {V}}\}_{n}$ is the space of multivariate polynomials of degree not higher than some integer number; and
* $\{{\mathcal {V}}\}_{n}$ is a subspace of a Hilbert space. Sometimes, the functional space $\{{\mathcal {V}}\}_{n}$ is isomorphic to the finite-dimensional representation space of a Lie algebra g of first-order differential operators. In this case, the operator L is called a g-Lie-algebraic Quasi-Exactly-Solvable operator. Usually, one can indicate basis where L has block-triangular form. If the operator L is of the second order and has the form of the Schrödinger operator, it is called a Quasi-Exactly-Solvable Schrödinger operator.
The most studied cases are one-dimensional $sl(2)$-Lie-algebraic quasi-exactly-solvable (Schrödinger) operators. The best known example is the sextic QES anharmonic oscillator with the Hamiltonian
$\{{\mathcal {H}}\}=-{\frac {d^{2}}{dx^{2}}}+a^{2}x^{6}+2abx^{4}+[b^{2}-(4n+3+2p)a]x^{2},\ a\geq 0\ ,\ n\in \mathbb {N} \ ,\ p=\{0,1\},$
where (n+1) eigenstates of positive (negative) parity can be found algebraically. Their eigenfunctions are of the form
$\Psi (x)\ =\ x^{p}P_{n}(x^{2})e^{-{\frac {ax^{4}}{4}}-{\frac {bx^{2}}{2}}}\ ,$
where $P_{n}(x^{2})$ is a polynomial of degree n and (energies) eigenvalues are roots of an algebraic equation of degree (n+1). In general, twelve families of one-dimensional QES problems are known, two of them characterized by elliptic potentials.
# Santuri, Purulia

Santuri is a village, with a police station, in the Santuri CD block in the Raghunathpur subdivision of the Purulia district in West Bengal, India.

## Geography
### Location

Santuri is located at 23°31′44″N 86°51′50″E﻿ / ﻿23.52889°N 86.86389°E﻿ / 23.52889; 86.86389.

### Area overview

Purulia district forms the lowest step of the Chota Nagpur Plateau. The general scenario is undulating land with scattered hills. Raghunathpur subdivision occupies the northern part of the district. 83.80% of the population of the subdivision lives in rural areas. However, there are pockets of urbanization and 16.20% of the population lives in urban areas. There are 14 census towns in the subdivision. It is presented in the map given alongside. There is a coal mining area around Parbelia and two thermal power plants are there – the 500 MW Santaldih Thermal Power Station and the 1200 MW Raghunathpur Thermal Power Station. The subdivision has a rich heritage of old temples, some of them belonging to the 11th century or earlier. The Banda Deul is a monument of national importance. The comparatively more recent in historical terms, Panchkot Raj has interesting and intriguing remains in the area.

## Demographics

As per 2011 Census of India Santuri had a total population of 2,700 of which 1,390 (51%) were males and 1,310 (49%) were females. Population below 6 years was 322. The total number of literates in Santuri was 1,576 (66.27% of the population over 6 years).

## Police station

Santuri police station has jurisdiction over Santuri CD Block. The area covered is 179.69 km$^2$ and the population covered is 78,461.

## Transport

State Highway 8 (West Bengal) running from Santaldih (in Purulia district) to Majhdia (in Nadia district) passes through Santuri.

## Healthcare

Santuri Primary Health Centre functions with 10 beds.
# Sant Fost de Campsentelles

Sant Fost de Campsentelles (Catalan pronunciation:) is a village in the province of Barcelona and autonomous community of Catalonia, Spain. The municipality covers an area of 13.2 square kilometres (5.1 sq mi) and the population in 2014 was 8,666.
# Queenstown Central

Queenstown Central is the central business district of Queenstown in the South Island of New Zealand. It also contains residential areas. The area contains Queenstown Primary and St Joseph's schools, and contained Wakatipu High School until it moved to Frankton at the beginning of 2018.
Skyline Queenstown operates a gondola and luge to and from Ben Lomond, with the gondola operating since 1967 and the luge since 1998.

## Demographics

Queenstown Central covers 1.75 km$^2$ (0.68 sq mi) and had an estimated population of 2,940 as of June 2023, with a population density of 1,680 people per km$^2$.
Queenstown Central had a population of 2,502 at the 2018 New Zealand census, an increase of 318 people (14.6%) since the 2013 census, and an increase of 297 people (13.5%) since the 2006 census. There were 651 households, comprising 1,281 males and 1,215 females, giving a sex ratio of 1.05 males per female, with 156 people (6.2%) aged under 15 years, 1,203 (48.1%) aged 15 to 29, 1,053 (42.1%) aged 30 to 64, and 90 (3.6%) aged 65 or older.
Ethnicities were 60.2% European/Pākehā, 3.0% Māori, 0.7% Pasifika, 23.1% Asian, and 15.9% other ethnicities. People may identify with more than one ethnicity.
The percentage of people born overseas was 76.9, compared with 27.1% nationally.
Although some people chose not to answer the census's question about religious affiliation, 59.8% had no religion, 28.7% were Christian, 0.1% had Māori religious beliefs, 2.2% were Hindu, 2.0% were Buddhist and 3.8% had other religions.
Of those at least 15 years old, 549 (23.4%) people had a bachelor's or higher degree, and 120 (5.1%) people had no formal qualifications. 162 people (6.9%) earned over $70,000 compared to 17.2% nationally. The employment status of those at least 15 was that 1,974 (84.1%) people were employed full-time, 159 (6.8%) were part-time, and 21 (0.9%) were unemployed.
Individual statistical areas :
| Name | Area (km$^2$) | Population | Density (per km$^2$) | Households | Median age | Median income |
| Queenstown Central | 0.81 | 1,017 | 1,256 | 261 | 30.0 years | $34,300 |
| Warren Park | 0.94 | 1,485 | 1,580 | 390 | 28.7 years | $34,200 |
| New Zealand | | | | | 37.4 years | $31,800 |
# Questel Fort

Questel Fort (Fort du Questel) is a redoubt in Brest. It is a fortified structure of the Vauban type. It forms a closed square, with the main entry point placed on the least exposed side. This large quadrangle, 100 meters wide, is located between Fort Keranroux (1.5 km south) and Fort Penfeld (1 km to the North-east), and is also part of the same fortifications as Fort Montbarey.
The Fort du Questel monitors the valleys of the Moulin du Buis to prevent any enemies from becoming established and bombarding the city and harbor. Surrounded by deep moats and accessed by a drawbridge, it consists of a masonry wall (scarp), topped by a chemin de ronde, or covered path for musketeers. This path is itself dominated by an earthen rampart, angled to support artillery (26 guns total).
The garrison of about 200 men had access to various galleries, including two large ones underground that connect the central courtyard to the parapets. Note also the presence of toilet facilities, which at the time of Vauban were still a privilege. Built on a six-hectare site, the Fort du Questel dominates the valley of Allégoet, a tributary of the Penfeld. This site is now part of a set of refurbished natural spaces that lead to the banks of the Penfeld by a track passing in front of the Cavale Blanche hospital.
Onsite, the fortress offers walks through its sheltered green moat and its underground galleries, staircases, scarps and counterscarps, esplanade and fresh greenery nearby.

## Gallery

* Front gate
* East side of fort (1783)
# Quingestanol

Quingestanol (INNTooltip International Nonproprietary Name, BANTooltip British Approved Name), also known as norethisterone 3-cyclopentyl enol ether, is a progestin of the 19-nortestosterone group which was never marketed. It is a prodrug of norethisterone. An acylated derivative, quingestanol acetate, is used as a pharmaceutical drug.
# Quetelet rings

Quetelet rings are an optical interference pattern that appears on an illuminated reflective surface covered by fine particles, such as dust on a mirror. The phenomenon is named after the astronomer Adolphe Quetelet, who observed and explained it. A slight variation of this setup is sometimes called Newton's dusty mirror experiment, as Isaac Newton had also discovered the rings by the late 17th century, though he did not fully interpret or explain them.
Quetelet rings form due to wave interference between light that is first scattered by a particle and then reflected off the surface, and light that is first reflected by the surface and then scattered by the particle. The interference between these two light paths depends on the wavelength and the angles of light incidence and scattering. Constructive interference results in bright bands, while destructive interference leads to dark bands. When illuminated by white light, the patterns for different wavelengths become slightly misaligned, producing colored rings. These rings are most visible around the reflection of the light source, and their size depends on the proximity of the light source and observer to the surface, as well as the distance between the particles and the reflective surface.

## Gallery

Photographs of Quetelet rings on a mirror covered with talcum powder. The camera and light source are positioned five meters from the mirror, with the distance between the camera and the light source increasing up to 50 cm. The camera is focused at infinity.
* Light source positioned directly next to the camera lens.
* Light source positioned 10 cm away from the camera lens.
* Light source positioned 25 cm away from the camera lens.
* Light source 50 cm from the camera lens.
A video demonstrating Quetelet rings on a mirror covered in flour, with the flashlight moving around the observer.
* Quetelet rings in motion
# Sarah Hunter (tennis)

Sarah Hunter is a retired Canadian Paralympian in wheelchair tennis. At the Paralympics, she competed in the 2004 Summer Paralympics and 2008 Summer Paralympics but did not medal. Outside of the Paralympics, Hunter won the quads division at the 2003 and 2004 Wheelchair Tennis Masters alongside Peter Norfolk.

## Early life

Hunter was born on March 16, 1965, in White Rock, British Columbia.

## Career

Hunter began her sports career as a member of the Canada women's national lacrosse team. She became paralyzed from the waist down after an accident while playing hockey in 1997. A few years later, Hunter started playing wheelchair tennis in 2000. In Canada, she won the Birmingham National Wheelchair Tennis Championships eleven times in singles competitions and seven times in doubles. In international competitions, Hunter won the 2003 and 2004 Wheelchair Tennis Masters in quads with Peter Norfolk.
Hunter participated at the 2004 Summer Paralympics and 2008 Summer Paralympics in wheelchair tennis but did not medal. After becoming a Paralympic torchbearer at the 2010 Winter Paralympics, Hunter sustained a dislocated shoulder while competing with her teammate Adrian Dielman in 2011. Her injuries forced her to withdraw from competition for the majority of the 2012 season. When she returned to competition in 2013, Hunter continued to compete until her retirement in 2017. Upon retiring, Hunter started training to become a tennis coach.

## Awards and honours

During her career, Hunter was named female athlete of the year three times by the Canadian Wheelchair Sports Association.

## Personal life

Hunter has a daughter.
# Rubén Oarbeascoa

Rubén Oarbeascoa Ispizua (born 21 November 1975 in Gernika) is a former Spanish professional cyclist.

## Palmares
### 1999

1st Bizkaiko Bira
# John Mendenhall

John Mendenhall may refer to:
* John Mendenhall (American football) (1948–2021), American football defensive tackle
* John Mendenhall (colonel) (1829–1892), Union Army officer during the American Civil War
* John C. Mendenhall (1904–1976), American politician from Iowa
# Punkara

Professional ratings :
| Review scores ||
| Source | Rating |
| World of Music | |
| AllMusic | |
Punkara is the sixth studio album by the collective Asian Dub Foundation. It was recorded with The Go! Team producer, Gareth Parton at The Fortress Studios, London. It is the first album released with new singer Al Rumjen formerly of King Prawn. There was an advanced release in Japan on 26 March 2008, and it was subsequently leaked worldwide. Punkara was released in the UK on the 13 October 2008 with a different track listing to the Japanese release which featured an exclusive bonus track. A video has been released for Burning Fence, the song appears in the video game Need for Speed: Undercover

## Critical reception

AllMusic was generally positive about the album but noted it broke little new ground.
# Kyoto Photo Society

Kyoto Photo Society （キヨウト・ホト・ソサエテ）(1925-1960s) was an amateur group of photographers active in the Kyoto area. The ARS Camera Annual states that the organization was established in the 1925 by Motohiko Goto. Other members included Noboru Ueki and Yushi Kobayashi among others. Photography Historian Ryuichi Kaneko notes that there were various photography clubs emerging in the Kansai Area such as the Nihon Kōga Geijutsu Kyōkai (Japan Photographic Art Association, 日本光画芸術協会), Naniwa Photography Club, and the Tampei Photography Club, but these focused around the Osaka-Kobe region. Although there were photographers from the Kyoto area who were members of these groups, the Kyoto Photo Society was the first amateur group of photographers from the Kyoto area. They are introduced together as the Kyoto Photo Society in the October 1939 issue of the Photo Times.
After World War II, avant-garde photography was released from the restrictions of wartime censorship. Kaneko notes that while Japanese photography was more focused on documentary-style photorealism. Groups such as the Kyoto Photo Society made headways in the field of avant-garde photography. The group held exhibitions with other notable photography clubs and organizations such as the Association of Avant-Garde Photography, Nagoya Photo Avant-Garde, Hyogo Photographers Group, and Modern Photography Society.
The group naturally dissipates and key members of this group such as Noboru Ueki and Yushi Kobayashi become core members of the Kyoto Photo Artists Association.
# A Singular Life

A Singular Life is a novel published in 1895 by Elizabeth Stuart Phelps Ward. It was first published in serial form in The Atlantic Monthly from January through October 1895, and published in novel form in late 1895. It was the fourth highest best-selling book in the United States in 1896.

## Analysis

The book was published in a period when Americans were exploring how the teachings of Jesus Christ could be applied to daily life. Several books considering the question were published in 1890s. A Singular Life, in this vein, features a protagonist named Emanuel Bayard who pursues Jesus-inspired humanitarianism by forsaking ties to his orthodox church. Among Bayard's projects is positively influencing a prostitute named Magdalena (or "Lena") to become more respectable and use her talent for singing for a better purpose. When he suggests she pursue a new career, specifically household service, she balks and refuses the stereotypical domestic role and instead works for a gunpowder factory.
Ward's books, including A Singular Life and her previous books like The Story of Avis, depicted attempts at social utopias as she demonstrated a focus on women's needs and a hope that men and women could live together equitably.
One of Ward's favorite novels among her many, the story follows a young minister who promotes temperance in a small fishing town. The town of Gloucester, Massachusetts was believed to be the model for the setting, and prompted a local attorney to pen a pamphlet titled Gloucester Vindicated.
# Semambu

Semambu is a state constituency in Pahang, Malaysia, that has been represented in the Pahang State Legislative Assembly since 2004.
The state constituency was created in the 2003 redistribution and is mandated to return a single member to the Pahang State Legislative Assembly under the first past the post voting system.

## Demographics

Ethnic breakdown of Semambu's electorate as of 2022

## History

2004–2016: The constituency contains the polling districts of RTP Bukit Goh, Kampung Padang, Bukit Istana, Semambu, Bukit Sekilau, Indera Mahkota 1, Bukit Ubi, Bukit Setongkol, Taman LKNP, Chenderawasih, Indera Mahkota 2.
2016–present: The constituency contains the polling districts of Kampung Padang, RTP Bukit Goh, Bukit Istana, Semambu, Bukit Sekilau, Indera Mahkota 1, Bukit Ubi, Bukit Setongkol, Taman LKNP, Chenderawasih, Indera Mahkota 2.

### Polling districts

According to the federal gazette issued on 31 October 2022, the Semambu constituency is divided into 11 polling districts.
| State constituency | Polling districts | Code | Location |
| Semambu (N13) | Kampung Padang | 082/13/01 | SK Kampong Padang |
| Semambu (N13) | Rtp Bukit Goh | 082/13/02 | SK Rtp Bukit Goh |
| Semambu (N13) | Bukit Istana | 082/13/03 | SK Sungai Talam |
| Semambu (N13) | Semambu | 082/13/04 | SK Semambu |
| Semambu (N13) | Bukit Sekilau | 082/13/05 | SK Bukit Sekilau Kolej Universiti Yayasan Pahang Tabika KEMAS kAMPUNG Bukit Sekilau |
| Semambu (N13) | Indera Mahkota 1 | 082/13/06 | SMK Cenderawasih |
| Semambu (N13) | Bukit Ubi | 082/13/07 | Dewan Kelab Sukan Komuniti DUN Semambu |
| Semambu (N13) | Bukit Setongkol | 082/13/08 | SK Bukit Setongkol |
| Semambu (N13) | Taman LKNP | 082/13/09 | SJK (C) Chung Ching 2 |
| Semambu (N13) | Chenderawasih | 082/13/10 | SK Cenderawasih SA Rakyat (KAFA) Baitul Huda Cenderawasih |
| Semambu (N13) | Indera Mahkota 2 | 082/13/11 | SMK Tengku Panglima Tengku Muhamad SK Indera Mahkota |

### Representation history

Members of the Legislative Assembly for Semambu :
| Assembly | Years | Member | Party |
| Constituency created from Indera Mahkota ||||
| 11th | 2004–2008 | Pang Tsu Ming | BN (MCA) |
| 12th | 2008–2013 | Pang Tsu Ming | BN (MCA) |
| 13th | 2013–2018 | Lee Chean Chung | PR (PKR) |
| 14th | 2018–2022 | Lee Chean Chung | PH (PKR) |
| 15th | 2022–present | Chan Chun Kuang | PH (PKR) |
# Seiyu (disambiguation)

Seiyū (声優) is the Japanese word for voice actor.
Seiyu may also refer to:
* Seiyu Group, a Japanese group of supermarkets, shopping centers and department stores.
* Rikken Seiyūkai, known simply as Seiyūkai, a Japanese political party during the pre-war Empire of Japan.
* Seiyūhontō (True Seiyū Party), a Japanese political party during the pre-war Empire of Japan that broke away from the Rikken Seiyūkai.