OpenLLM-France/wikimedia huggingface dataset:
# West Virginia's congressional districts

The U.S. state of West Virginia currently has two congressional districts, each represented by a member of the United States House of Representatives.

## Current districts and representatives

List of members of the United States House delegation from West Virginia, district boundaries, and the district political ratings according to the CPVI. The delegation has a total of two members, both of whom are Republicans.
Current U.S. representatives from West Virginia :
| District | Member (Residence) | Party | Incumbent since | CPVI (2022) | District map |
| 1st | Carol Miller (Huntington) | Republican | January 3, 2019 | R+23 | |
| 2nd | Riley Moore (Harpers Ferry) | Republican | January 3, 2025 | R+22 | |

## Historical Results

* 1982
* 1984
* 1986
* 1988
* 1990
* 1992
* 1994
* 1996
* 1998
* 2000
* 2002
* 2004
* 2006
* 2008
* 2010
* 2012
* 2014
* 2016
* 2018
* 2020
* 2022

## Historical and present district boundaries

Table of United States congressional district boundary maps in the State of West Virginia, presented chronologically. All redistricting events that took place in West Virginia between 1973 and 2013 are shown.
* Year
* 1973–1982
* 1983–1992
* 1993–2002
* 2003–2013
* 2013–2023

## Obsolete districts
### Third district

The 3rd district was eliminated by the 2020 United States census.

### Fourth district

The 4th district was eliminated by the 1990 United States census.

### Fifth district

The 5th district was eliminated by the 1970 United States census.

### Sixth district

The 6th district was eliminated by the 1960 United States census.

### At-large district

West Virginia's at-large congressional district existed between 1913 and 1917, during a period when the state failed to enact a redistricting plan that allowed for a new sixth district. Such a plan was adopted for the 1916 elections, making the at-large seat obsolete.
# Judith and Holofernes (1929 film)

Judith and Holofernes (Italian:Giuditta e Oloferne) is a 1929 Italian silent historical film directed by Baldassarre Negroni and starring Bartolomeo Pagano, Jia Ruskaja and Franz Sala. It was the final film of Pagano, who had been famous during the silent era for his portrayals of Maciste.
The film is based on the story of Judith beheading Holofernes. A 1959 film, Judith and Holofernes, was also inspired by the tale.

## Cast

* Bartolomeo Pagano
* Jia Ruskaja
* Franz Sala
* Carlo Tedeschi
* Giuseppe Brignone
* Augusto Bandini
* Felice Minotti
* Lore Lay
* Giorgio Curti
* Anna Mari
* Andrea Bani
* Nino Altieri
# Stratonice of Pontus

Stratonice of Pontus (Greek: Στρατoνίκη; fl. 1st century BC) was a Greek woman from the Kingdom of Pontus who was one of the mistresses and the fourth wife of King Mithridates VI of Pontus.
Stratonice was a citizen of the Pontian city of Kabeira. She was originally a woman of mean birth and was the daughter of a harpist.
Stratonice was a harpist in the court of Mithridates VI. She became one of the mistresses to the King and eventually Mithridates VI married her as one of his wives after 86 BC. Stratonice bore Mithridates a son called Xiphares. Stratonice became one of the favorite wives of the King and had obtained much influence over him. When Mithridates VI was compelled to undertake his perilous retreat to the Black Sea, Mithridates VI left Stratonice in charge of a strong fortress at Coenum in which he had deposited a large amount of treasure.
Stratonice was induced to hand over both the fortress and the fortress’ treasures to the Roman General Pompey, on the condition that Pompey would spare the life of her son. However Mithridates VI punished her for her treason by putting their son to death before her eyes. She died by 63 BC when the Kingdom of Pontus was annexed by the Roman General Pompey.
# Pooja Surve

Pooja Surve is an Indian former rhythmic gymnast. She represented India at international competitions and competed at two World championships, the 2009 World Rhythmic Gymnastics Championships in Japan and the 2010 World Rhythmic Gymnastics Championships in Moscow. In 2010, she was the only rhythmic gymnast from India to qualify for the individual final at the 2010 Commonwealth Games. She is also a recipient of the Shree Shiv Chhatrapati Award from the government of Maharashtra.
After her competitive career, she became a gymnastics coach and judge. In 2016 she was selected as the technical head by Star-sports for the Rio Olympics and did the commentary for all artistic, rhythmic and trampoline gymnastics.
Besides being a gymnast, Surve is a classical Kathak and ballet dancer. She has also been on reality shows; she appeared on the third season of India's Got Talent.

## Early life and education

Surve was born in Mumbai on 8 June 1990. She has a sister, Mansi Surve, who is the head coach at her gymnastics academy and is also an international judge.
In 1996, at the age of six, she began learning artistic gymnastics; she later switched to rhythmic gymnastics. Her parents originally enrolled her in gymnastics to strengthen her body after childhood illness.
Later, her mother also enrolled her in classical dance classes. She learnt Kathak under the guidance of Shrimati Radhika Phanse.
Surve enrolled in the D. G. Ruparel College of Arts, Science and Commerce and graduated with a degree in computer science.

## Gymnastics career

In 2007, Surve was injured at the National Games; she tore a ligament while performing a pivot element. She required surgery and missed half a year of training.
In 2009, Surve competed at her first World Championships in Mie, Japan as part of the first team of Indian gymnasts to compete at a Rhythmic Gymnastics World Championships. Due to the poor funding of the sport in India, the team's equipment did not meet international standards, and Surve and her teammates bought a set of equipment at the venue to share. Surve placed the highest among her teammates.
In 2010, Surve and several teammates spent a month at a training camp in Moscow ahead of the 2010 World Championships, where she again represented India. The next month, she competed at the 2010 Commonwealth Games in Delhi, India, where she placed 16th in the all-around final.

## Coaching career

Surve became a coach in 2012. She is the director of a gymnastics academy in Thane and has spoken about the difficulties of obtaining funding and improving training conditions for gymnasts.
In 2020, she worked with the Sports Authority of India as the director of an online coaching program for rhythmic gymnastics.
# Puck (name)

Puck is a Dutch and English given name and nickname for other names. It is derived from the Old English puca, referring to a mischievous household spirit or nature sprite. It is a popular name for girls in the Netherlands. Puck is a character in William Shakespeare’s A Midsummer Night’s Dream. As a surname, it has multiple possible origins.
Notable people named Puck include:

## Given name
### Women

* Puck de Leeuw (1953–2002), Dutch director
* Puck Moonen (born 1996), Dutch cyclist riding for Lotto–Soudal Ladies
* Puck Pieterse (born 2002), Dutch cyclist specializing in cyclo-cross and mountain biking riding for team Alpecin–Deceuninck.

## Surname

* Eva Puck (1892–1979), American vaudeville star and Broadway and film actress
* Theodore Puck (1916–2005), American geneticist
* Wolfgang Puck (born 1949), Austrian celebrity chef and restaurateur

## Nickname

* Bertha "Puck" Brouwer (1930–2006), Dutch sprinter
* Maria Petronella "Puck" Oversloot (1914–2009), Dutch swimmer
* Gerardus Henricus "Puck" van Heel (1904–1984), Dutch footballer
* David Edward "Puck" Rainey (born 1968), American reality TV personality

## Stage name

* Puck Dupp (born 1967), ring name for American wrestler Marty Garner
# We (illbient group)

We™ was an illbient production and DJ collective that was formed in Williamsburg, Brooklyn in 1991 by DJ Olive aka Gregor Asch, Lloop aka Rich Panciera and Once 11 aka Nacho aka Ignacio Platas. They have released music on Asphodel Records alongside DJ Spooky, Byzar and Sub Dub. They are now associated with the Agriculture Records label. We™ have remixed tracks for Arto Lindsay, Free Kitten, and Medeski, Martin, and Wood among others.

## As Is (1997)

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |

## The Square Root of Negative One (1999)

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |

## Decentertainment (2000)

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
# Children's Palace station

Children's Palace station (Chinese: 少年宫站) is a station on Line 3 and Line 4 of the Shenzhen Metro. It opened on 28 December 2004. The Line 3 platforms opened on 28 June 2011. It is located under the south of Lotus Hill (Chinese: 莲花山) in Futian District, Shenzhen, China. It is adjacent to Shenzhen Children's Palace (Chinese: 深圳少年宫).
Formerly known in English by its pinyin transliteration Shaoniangong, Children's Palace was the northern terminus of Line 4, before its extension to Qinghu (Chinese: 清湖站) in the north of Shenzhen was completed in 2010.

## Station structure

Children's Palace is an underground station with three levels. The two side platforms are located on the lower level, while the upper level being the station concourse.

## Station layout

| G | - | Exits A-F |
| B1F Concourse | Lobby | Ticket machines, customer service, shops, vending machines, transfer passage between Line 3 and Line 4 |
| B2F 4 Platforms | Side platform, doors will open on the right | Side platform, doors will open on the right |
| B2F 4 Platforms | Platform | 4 towards Futian Checkpoint (Civic Center) |
| B2F 4 Platforms | Platform | 4 towards Niuhu (Lianhua North) |
| Side platform, doors will open on the right ||
| B3F 3 Platforms | Platform | 3 towards Futian Bonded Area (Futian) |
| Island platform, doors will open on the left ||
| B3F 3 Platforms | Platform | 3 towards Pingdi Liulian (Lianhuacun) |

## Exits

| Exit | Exit | Destination |
| Exit A1 | Exit A1 | Fuzhong 1st Road (E), Shenzhen Children's Palace, Jintian Road, Metro Building, Shenye Garden |
| Exit B2 | Exit B2 | Hongli Road (E), Tianjian Century Garden |
| Exit C | Exit C | Hongli Road (W), Shenzhen CBD Book Mall (E) |
| Exit D | Exit D | Fuzhong 1st Road (E), Jiangsu Building, New World Center |
| Exit E | Exit E | Hongli Road (S), Jiangsu Building, Yitian Road, Pengcheng 3rd Road, Fuzhong 1st Road, Shenzhen Children's Hospital, Shenzhen Concert Hall, Shenzhen CBD Book Mall |
| Exit F | F1 | Hongli Road (N), Lianhuashan Park |
| Exit F | F2 | Hongli Road (N), Guan Shanye Art Museum |
# Locally compact field

In algebra, a locally compact field is a topological field whose topology forms a locally compact Hausdorff space. These kinds of fields were originally introduced in p-adic analysis since the fields $\mathbb {Q} _{p}$ of p-adic numbers are locally compact topological spaces constructed from the norm $|\cdot |_{p}$ on $\mathbb {Q}$. The topology (and metric space structure) is essential because it allows one to construct analogues of algebraic number fields in the p-adic context.

## Structure
### Finite dimensional vector spaces

One of the useful structure theorems for vector spaces over locally compact fields is that the finite dimensional vector spaces have only an equivalence class of norm: the sup norm. $^{pg.58-59}$

### Finite field extensions

Given a finite field extension $K/F$ over a locally compact field $F$, there is at most one unique field norm $|\cdot |_{K}$ on $K$ extending the field norm $|\cdot |_{F}$; that is,
   $|f|_{K}=|f|_{F}$
for all $f\in K$ which is in the image of $F\hookrightarrow K$. Note this follows from the previous theorem and the following trick: if $\|\cdot \|_{1},\|\cdot \|_{2}$ are two equivalent norms, and
   $\|x\|_{1}<\|x\|_{2}$
then for a fixed constant $c_{1}$ there exists an $N_{0}\in \mathbb {N}$ such that
   $\left({\frac {\|x\|_{1}}{\|x\|_{2}}}\right)^{N}<{\frac {1}{c_{1}}}$
for all $N\geq N_{0}$ since the sequence generated from the powers of $N$ converge to $0$.

#### Finite Galois extensions

If the extension is of degree $n=[K:F]$ and $K/F$ is a Galois extension, (so all solutions to the minimal polynomial, or conjugate elements, of any $a\in K$ are also contained in $K$) then the unique field norm $|\cdot |_{K}$ can be constructed using the field norm $^{pg.61}$. This is defined as
   $|a|_{K}=|N_{K/F}(a)|^{1/n}$
Note the n-th root is required in order to have a well-defined field norm extending the one over $F$ since given any $f\in K$ in the image of $F\hookrightarrow K$ its norm is
   $N_{K/F}(f)=\det m_{f}=f^{n}$
since it acts as scalar multiplication on the $F$-vector space $K$.

## Examples
### Finite fields

All finite fields are locally compact since they can be equipped with the discrete topology. In particular, any field with the discrete topology is locally compact since every point is the neighborhood of itself, and also the closure of the neighborhood, hence is compact.

### Local fields

The main examples of locally compact fields are the p-adic rationals $\mathbb {Q} _{p}$ and finite extensions $K/\mathbb {Q} _{p}$. Each of these are examples of local fields. Note the algebraic closure ${\overline {\mathbb {Q} }}_{p}$ and its completion $\mathbb {C} _{p}$ are not locally compact fields $^{pg.72}$ with their standard topology.

#### Field extensions of Q$_p$

Field extensions $K/\mathbb {Q} _{p}$ can be found by using Hensel's lemma. For example, $f(x)=x^{2}-7=x^{2}-(2+1\cdot 5)$ has no solutions in $\mathbb {Q} _{5}$ since
   ${\frac {d}{dx}}(x^{2}-5)=2x$
only equals zero mod $p$ if $x\equiv 0{\text{ }}(p)$, but $x^{2}-7$ has no solutions mod $5$. Hence $\mathbb {Q} _{5}({\sqrt {7}})/\mathbb {Q} _{5}$ is a quadratic field extension.
# Paige St. John

Paige St. John is an American journalist with the Los Angeles Times. Before joining the Times, St. John was at the Sarasota Herald-Tribune, where she earned the 2011 Pulitzer Prize for Investigative Reporting. The Pulitzer was the Herald Tribune's first, "for her examination of weaknesses in the murky property-insurance system vital to Florida homeowners, providing handy data to assess insurer reliability and stirring regulatory action."

## Life

St. John graduated from Southern Illinois University Edwardsville in the early 1980s.
She joined the LA Times Sacramento bureau in July, 2012. She began her career at The Detroit News. Later, she worked for the Associated Press in Traverse City, Michigan and Charleston, West Virginia. St. John went to Florida to become Gannett's state house bureau chief, and then joined the Herald-Tribune in 2008.
The Pulitzer Prize was awarded to St. John for her series "Florida's Insurance Nightmare," which discussed the Florida property insurance industry. St. John spent two years investigating the state's insurance system, and her series had already been recognized with the Scripps Howard Award, National Headliner Award, and Investigative Reporters and Editors Award. The 2011 Pulitzer jury said St. John, who was involved in the development of Internet applications for insurance analysis, offered "handy data to assess insurer reliability" and prompted legislative reforms. St. John was chosen by the 2011 Pulitzer jury over three other finalists: Walt Bogdanich, Sam Roe, and Jared S. Hopkins.
In June 2019, St. John began hosting the Man in the Window podcast, which is produced by the Los Angeles Times and Wondery. The series covers the case of the Golden State Killer, a serial rapist and murderer tied to hundreds of crimes from 1974 to 1986 across California.
St. John received the 2023 Gerald Loeb Award for local reporting for her contribution to the series "Legal Weed, Broken Promises".

## Family

She is married and has a daughter; her husband, John Wark, was a Pulitzer Prize finalist while working for the Orlando Sentinel.
# Talemzane crater

Talemzane or madena (tamazight:ⵜⴰⵍⴻⵎⵣⴰⵏ Arabic:تالمزان/مادنة) is an impact crater in Algeria, 40 km south-east of Hassi Delaa (a small city).
One of four such craters in the country, Talemzane is classified as a simple crater. It has been designated by the 43rd Lunar and Planetary Science Conference to be a two-million- year-old, "true meteorite crater."
The crater was explored for the first time in 1928 and studied in 1950 and 1988 by researchers from the universities of Oran (Algeria) and Nice (France). It is 1.75 km in diameter and the age is estimated to be less than three million years and is probably Pliocene.
The name Maadna come from Arabic for "depression of ore."
# Pu Yanzhu

Pu Yanzhu (born 18 April 2005) is a Chinese rhythmic gymnast. She won gold with 5 hoops at Worlds in 2023.

## Personal life

She began the sport in 2019 because her father had received professional training in sport and wanted her to become a professional athlete. Her dream is to compete at the 2024 Olympic Games in Paris. She's studying at the Chengdu Sport University.

## Career

She was incorporated into the national team in 2022, debuting with a bronze in the All-Around and silver with 5 hoops at the World Cup in Pesaro. In September she was selected along Guo Qiqi, Hao Ting, Huang Zhangjiayang, Wang Lanjing and individuals Yue Zhao and Zhao Yating for the World Championships in Sofia, ending 12th in teams, 7th in the All-Around and with 5 hoops and 4th with 3 ribbons & 2 balls.
At the 2023 World Cup in Tashkent the group won gold in the All-Around and both even finals. Weeks later she won gold in the All-Around and silver in the two event finals in Baku. From May 31 to June 3 the group competed at the Asian Championships in Manila, winning bronze in teams along individuals Wang Zilu, Zhao Yating and Zhao Yue, gold in the All-Around, with 5 hoops and with 3 ribbons & 2 balls. In July she travelled to Milan for the last World Cup of the season, getting bronze in the All-Around and with 3 ribbons & 2 balls. in late August Yanzhu was selected for the World Championships in Valencia, winning silver in the All-Aroud and with 3 ribbons & 2 balls as well an historical gold medal with 5 hoops.
# Skin Deep (Solé album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| The Source | |
Skin Deep is the debut studio album by American rapper Solé. It was released on September 28, 1999, through DreamWorks Records. Production was handled by Focus..., Big Trev, Chuckey Charles, Colin Wolfe, Kevin Davis, Rashad Smith, and Christopher "Tricky" Stewart, who also served as executive producer together with Timmy Regisford. It features guest appearances from JT Money, Big Gipp, Bobbi Bosselina, J-Weav, Kandi Burruss, L.O., Ms. Toi, Mr. Raja, Tamar Braxton and Tech N9NE.
The album debuted at No. 127 on the Billboard 200, peaked at No. 27 on the Top R&B/Hip-Hop Albums and No. 1 on the Heatseekers Albums in the United States.
The album was supported with three singles: "Who Dat", "4, 5, 6" and "It Wasn't Me". "Who Dat", which peaked at No. 5 on the Billboard Hot 100 and number 2 on the Hot R&B/Hip-Hop Songs, previously appeared on JT Money's album Pimpin' on Wax. "4, 5, 6" made it to number 21 on the Billboard Hot 100 and number 9 on the Hot R&B/Hip-Hop Songs, while "It Wasn't Me" reached only 44th spot on the Hot R&B/Hip-Hop Songs. As of 2011, the album has sold over 479,000 copies according to Billboard.biz and is currently no longer in print.

## Charts

| Chart (1999) | Peak position |
| US Billboard 200 | 127 |
| US Top R&B/Hip-Hop Albums (Billboard) | 27 |
| US Heatseekers Albums (Billboard) | 1 |
# The Bohemian Dancer (1926 film)

The Bohemian Dancer (German: Die Försterchristl) is a 1926 German silent drama film directed by Frederic Zelnik and starring Lya Mara, Harry Liedtke, and William Dieterle. It premiered in Berlin on 5 March 1926. It is based on the operetta 1907 Die Försterchristl composed by Georg Jarno with a libretto by Bernhard Buchbinder. It was shot at the Staaken Studios in Berlin. The film's art direction was by Gustav A. Knauer and Andrej Andrejew who designed the sets. The film is set in Vienna and Hungary during the 18th century.

## Cast

* Lya Mara as Försterchristl
* Harry Liedtke as Kaiser Joseph II
* William Dieterle as Korporal Földessy
* Heinrich Peer as Fürst Kaunitz
* Eduard von Winterstein as Förster Lange
* Margarete Kupfer as Gräfin Degenfeld
* Berta Scheven as Kaiserin Maria Theresia
* Karl Harbacher as Hoffriseur Walperl
* Carl Geppert as Graf Dietrichstein
* Hermann Böttcher as Graf Leoben
* Irene Eisinger
* Oskar Karlweis
* Paul Richter
# Majic Dyke

Majic Dyke is gender-bending, Black Queer African drag king, activist and podcaster from Kenya.

## Early and personal life

Majic was born and raised in Nairobi, Kenya but emigrated to Washington D.C., United States at a young age. Majic's curiosity about gender and a strong creative streak led them to pursue a life full of self-expression despite growing up in a strict household ruled by traditional African values.
Majic identifies as non-binary, and their pronouns are (they/them). They are married to the singer and The Spread podcast creator, Karen “Kaz” Lucas.

## Drag performance

Majic joined the Washington D.C. based drag king troupe, Pretty Boi Drag in 2017. Their drag name Majic Dyke comes from the male stripper movie Magic Mike and is a play on the eponymous character's name. Majic Dyke uses the drag persona to embody the parts of their identity that they had to conceal their entire life. They have co-curated spaces that center Black joy, like Unforgivable Blackness, an all-Black variety show, and performing with Strapped in Canada and the Cocoa Butter Club AfterDark Special XXX in London. They use drag to build communities of creatives, activists, and free thinkers around the world. In 2020, Majic was crowned Washington D.C.’s Best Drag King. They describe drag as a ‘vehicle for expression helping them to live a life full of love and positivity.’

## Activism

Majic is an advocate for LGBTQ+ rights in Kenya and has collaborated with grassroots organizations to raise funds, provide shelter, and program build. They have facilitated workshops on gender equity and sexuality, as well as offered mentorship and coaching for upcoming drag artists through the Kings of Kenya & Drag Academy.
To further their activism, they launched the Life with Majic podcast in 2020. The podcast dissects a range of topics including grief, pleasure, spirituality, activism and white privilege.
# Lipscomb Academy

Lipscomb Academy is a private, college preparatory, Christian school serving students from pre-kindergarten through twelfth grade, located in Nashville, Tennessee, United States.

## History

The Nashville Bible School was founded in 1891 by David Lipscomb and James A. Harding. By 1896 the school had three divisions: collegiate, intermediate, and primary. Most of the primary students were children of faculty members. Although a section of the school equivalent to high school has always existed, there has not always been an easy curriculum and graduation requirements as seen today. In the very early years of the school, high school students took the courses of their own selection and, when they felt ready, went on to college-level courses. High school students lived in dormitories with college students until the 1800s.
In June 2012, the school changed its name from David Lipscomb Campus School to Lipscomb Academy.

## Athletics

Lipscomb Academy has a strong athletic program that competes in the Tennessee Secondary School Athletic Association (TSSAA). With over 20 sports available for middle and high school students—including football, basketball, baseball, soccer, volleyball, and track and field.

## Notable alumni

* Hank Brown, American college football player for the Auburn Tigers
* Ernest Keith Smith, country music singer
# Kapalmerella

Kapalmerella is an extinct genus of prehistoric sea snails, marine gastropod mollusks in the family Turritellidae.