OpenLLM-France/wikimedia huggingface dataset:
# Hall & Woodhouse

Hall and Woodhouse is a British regional brewery founded in 1777 by Charles Hall in Blandford Forum, Dorset, England. The company operates over 180 public houses in the south of England, and brews under the name Badger Beers.

## History

The brewery traces its roots to 1777, when Charles Hall founded the Ansty Brewery in Ansty, Dorset. The Hall & Woodhouse partnership dates from 1847, when Charles' son and successor went into business with George Woodhouse, who had earlier been employed as head brewer.
In 1875, the firm's logo of a badger was first introduced, and in 1900, when a new brewery was built to replace the original, it was named after the logo. The logo has evolved over the years. The firm remains a family business.
In 2000 the King and Barnes brewery business in Horsham was acquired. Hall & Woodhouse retained the King and Barnes chain of pubs and the rights to the brand names of the King and Barnes beers, but the brewery premises were sold.
The company operates over 180 public houses in the south of England.

## Beers

Blandford Fly (formerly Blandford Flyer) is a 5.2% dark bottled ale flavoured with ginger and spices.
Chocolate and Orange Stout, a 5% stout that is brewed on behalf of Sainsbury's supermarket as one of their "Taste the Difference", premium own-brand line of products.
Cranborne Poacher (formerly Poacher's Choice) is a 5.7% bottled ruby ale with strong flavours of damsons and liquorice.
Fursty Ferret is an amber ale, 4.1% as a cask ale, and 4.4% as a filtered beer in bottles and cans. It was originally brewed at the Gribble Inn, which was bought by Hall & Woodhouse in 1991. The pub was sold back to the landlord in 2005, with Hall & Woodhouse retaining the rights to the brand name Fursty Ferret.
Golden Champion is a 4.5% pale ale with an aroma of elderflower.
Hopping Hare is a 4.4% abv light coloured pale ale made from a mix of American Amarillo, Cascade hops and English Flagon barley.
Tanglefoot is a golden ale, 4.7% as a cask ale, and 5% as a filtered beer in bottles and cans. It is made from a mix of English Flagon barley, Goldings and Challenger hops, with a pear drop taste. According to a story presently written on the bottle, it was given its name when the Head Brewer drank "several tankards" and "fell on" a name for the beer. The cask version is widely available in the south of England, and a pasteurised version is available in bottles and cans in supermarkets nationally.
Wicked Wyvern is a 5.5% pale ale with an aroma of grapefruit.

## Soft drinks

The company also markets soft drinks known as Rio. In 1957 Hall and Woodhouse started manufacturing soft drinks, from 1974 under the Panda Pops brand, but closed the plant and sold the brand to Nichols plc in 2005, citing its key competitors as having the strategic advantage of lower production costs through greater scale, lower wage costs, better geographical location and more efficient and up-to-date plant.
In October 2023, it was announced Rio had been acquired from Hall and Woodhouse by British soft drink manufacturer, A.G. Barr for £12.3 million.
# Alice Lorraine

Alice Lorraine: a tale of the South Downs is a novel by R. D. Blackmore, published in 1875. Set in Sussex and Spain during the Napoleonic Wars, the novel recounts the divergent tales of the eponymous heroine and her brother in their efforts to save the noble Lorraine family from ruin.

## Plot summary

The story is set in the early years of the 19th century. The hero and heroine, brother and sister, are children of Sir Roland Lorraine, representative of a very ancient family. Hilary, while studying for the bar in London, falls in love with the daughter of a Kentish farmer, the sister of his fellow-pupil. He confesses his folly to his father, who at once buys for him a commission in a regiment of foot on service in Spain. The young man distinguishes himself at Badajos, and is on the high road to fame, when he falls under the spell of a Spanish countess, and forgets for a time his promise to the Kentish girl. Through the countess's treachery he loses £50,000, military funds, with which he is entrusted, and leaves the army. Meantime his sister has been fighting a severe battle at home—defending herself against a plot to make her the wife of a drunken fellow named Chapman. Hilary comes home; Mabel, the Kentish girl, is sent for, and matters are serene with all but Alice on the day appointed for her wedding. When the hour for the ceremony approaches, she walks out and throws herself into the river, is carried a mile, rescued and resuscitated.

## Publication

Alice Lorraine was first serialised in Blackwood's Magazine from March 1874 to April 1875, and then published as three volumes in 1875. A review in the Graphic described it as “a graceful and pretty idyll of which we should not care to lose a line.”
# Tabea Dalliard

Tabea Dalliard (born 18 July 1994) is a Swiss volleyball player. She is a member of the Women's National Team. She participated at the 2013 Women's European Volleyball Championship, and 2017 Montreux Volley Masters. She played for Point Park University. She plays for Viteos NUC.

## Clubs

* Viteos Neuchatel Université 2016-2019
* Viteos NUC (2017–)
# Nosegawa, Nara

Nosegawa (野迫川村, Nosegawa-mura) is a village located in Yoshino District, Nara Prefecture, Japan. As of 1 April 2024, the village had an estimated population of 424 in 199 households, and a population density of 2.7 persons per km$^2$. The total area of the village is 154.90 km$^2$ (59.81 sq mi). As of October 1, 2016, was the smallest village by population located on the four main islands of Japan.

## Geography

Located in southwestern portion of Nara Prefecture, it is surrounded by the Kii Mountain Range. Mount Natsumushi (1349 m) and Mount Arakami (1260 m) are two major mountains in Nosegawa. Many rivers, such as the Iketsu River, run through the village and are eventually united by the Totsukawa River which flows to the Pacific Ocean.

### Surrounding municipalities

Nara Prefecture
* Gojō
* Totsukawa
Wakayama Prefecture
* Aridagawa
* Katsuragi
* Kōya
* Tanabe

### Climate

Nosegawa has a humid subtropical climate (Köppen Cfa) characterized by warm summers and cool winters with light to no snowfall. The average annual temperature in Nosegawa is 11.3 °C. The average annual rainfall is 2119 mm with September as the wettest month. The temperatures are highest on average in August, at around 22.7 °C, and lowest in January, at around -0.4 °C.

### Demographics

Per Japanese census data, the population of Nosegawa is as shown below

## History

The area of Nosegawa was part of ancient Yamato Province. The village of Nosegawa was established on April 1, 1889 with the creation of the modern municipalities system.

## Government

Nosegawa has a mayor-council form of government with a directly elected mayor and a unicameral village council of seven members. Nosegawa, collectively with the other municipalities of Yoshino District, contributes two members to the Nara Prefectural Assembly. In terms of national politics, the village is part of the Nara 3rd district of the lower house of the Diet of Japan.

## Economy

The local economy is based on agriculture and forestry. The proportion of habitable land in the village is 2.1%, the lowest among all municipalities in the country.

## Education

Nosegawa has one public combined elementary/junior high school operated by the village government. The village does not have a high school.

## Transportation
### Railways

Nosegawa does not have any passenger railway service. . The nearest train station is Kōyasan Station on the Nankai Electric Railway Cable Line.

### Highways

* National Route 371

## Sister city relations

* Vysoké Tatry, Slovakia
# Giorgio Panariello

Giorgio Panariello (born 30 September 1960 in Florence) is an Italian comedian, film and stage actor, director and television presenter.

## Biography

Born in Florence to a father of Campanian origin, he raised in Cinquale, a seaside town in the province of Massa-Carrara. During his high school years in Marina di Massa he became close friend with Carlo Conti, disc jockey and local TV presenter, with whom he started his early career as comedian in Versilia. His very first sketches included a parody of singer Renato Zero, a role which gave him popularity and made him debut in RAI television with his friend Conti in the early 1990s.
In 1996 he debuted as film actor in Albergo Roma, directed by Ugo Chiti. In 1999 he directed his first feature, Bagnomaria, a sketch comedy film centered on the characters of his popular stage shows. The film was panned by critics, but was a commercial success and its increasing popularity gained it a cult movie status. His second film At the Right Moment (2000) was instead panned both by critics and audience and failed at the box-office.
He appeared since then in a number of Italian comedy films such as Leonardo Pieraccioni's I Love You in Every Language in the World (2005), Fausto Brizzi's Notte prima degli esami – Oggi (2007) and Vincenzo Salemme's SMS - Sotto mentite spoglie (2007) and No problem (2008).
In 2006 he hosted the 56th Sanremo Music Festival.

## His characters

* Mario the lifeguard
* Simone the kid
* Merigo the drunk
* PR of Kitikaka Disco of Orbetello
* Lello Splendor
* Signora Italia
* Naomo

## Filmography
### Director

* Bagnomaria (1999)
* At the Right Moment (2000)

### Actor

* Cannibali (1995)
* Albergo Roma (1996)
* Finalmente soli (1997)
* Bagnomaria (1999)
* At the Right Moment (2000)
* Chi? (2001)
* I Love You in Every Language in the World (2005)
* Notte prima degli esami – Oggi (2007)
* SMS - Sotto mentite spoglie (2007)
* No problem (2008)
* I mostri oggi (2009)
* Sharm el Sheikh - Un'estate indimenticabile (2010)
* Natale in Sudafrica (2010)
* Amici miei – Come tutto ebbe inizio (2011)
* Un fantastico via vai (2013)
* ... E fuori nevica! (2014)
* Uno per tutti (2015)
# Testnet

In blockchain technology, a testnet is an instance of a blockchain powered by the same or a newer version of the underlying software, to be used for testing and experimentation without risk to real funds or the main chain. Testnet coins are separate and distinct from the official mainnet coins, don't have value, and can be obtained freely from faucets.
Testnets allow for the development of blockchain applications without the risk of losing funds.
A bug was discovered in the Bitcoin Core software that gave miners the ability to take down essential parts of the Bitcoin infrastructure (nodes) by sending a 'bad' block to the blockchain.
# Turner-Dodge House

The Dodge Mansion, also known as Turner-Dodge House, is a historic house in Lansing, Michigan that was built in 1855. It was listed on the National Register of Historic Places (NRHP) in 1972 as Dodge Mansion.
The Turner-Dodge House is now a museum and historical center dedicated to Lansing's early pioneers. The house sits in the Classical Revival-styled Turner-Dodge Mansion, built in 1858 for James and Marion Turner, and later expanded by their daughter Abigail Turner-Dodge and her husband Frank Dodge at the turn of the century.

## History

In 1847, the state legislature established a new capitol at the then substantially unsettled Lansing location. Merchant James Turner moved from Mason to the new settlement, selecting a home site at this location. In the 1850s, Turner built a large mansion on his property. He lived there until his death in 1869, after which his widow remained in the house. Ownership of the house passed to his son James Munroe Turner, who lived there until his death. After this, James M's sister, Abbey, and her husband Frank Dodge purchased the house. Abbey and Frank lived there with their children, including Franklin Dodge Jr., a Bureau of Investigation agent who became embroiled in controversy in the 1920s after his affair with George Remus's wife Imogene.
In 1900, the Dodges hired Lansing architect Darius B. Moon to modernize and renovate the house. The project was completed in 1903, resulting in a house with a completely changed appearance, almost entirely obliterating the design of the original house. Frank Dodge died in 1929, after which his daughter Josephine (Dodge) MacLean lived in the house. The Great Lakes Bible College acquired the house in 1958, and occupied it until 1972 when it moved to another campus. The city of Lansing purchased the property in 1974. In the 1990s and 2000s, substantial renovation was done to the house. The house is open as a historical site, heritage center, and hosts special events.

## Description

The Turner-Dodge House is a large Georgian Revival brick house. It has a three-story central section flanked by 2+1⁄2-story wings. The house has a large two-story front porch with Ionic columns, sitting on a stone foundation. The house is encircled by a massive wooden cornice. A large porte cochere is located in the rear.
On the interior, the house has large classical doorways, multiple fireplaces, and beveled and leaded glass windows.
# Quebec Pioneers

The Quebec Pioneers were a Canadian professional basketball team based in Quebec City, Quebec.
Founded in 2023, the team was scheduled to compete in the Basketball Super League (BSL), but never played a game..

## Background

Prior to 2023, the most recent professional basketball team in Quebec City was in 2011 when the National Basketball League of Canada (NBLC) added the Quebec Kebs. The team did not play in the 2012–13 NBL Canada season after failing to secure a new ownership group. Quebec was without a professional basketball team for 10 years.
On June 6, 2023, it was announced that a new professional basketball league team, the Quebec Pioneers led by CEO Cyrille Poitevineau-Millin, would join the Basketball Super League for the upcoming 2023 season.
# Reshma Bhandari

Reshma Bhandari (born 3 January 1994) is a National Volleyball player of Nepal. She plays from Armed Police Force Nepal's APF Club of 2013 (2070 in Nepali calendar).

## Early life

She was born on 3 January 1994 and is from Kathmandu, Nepal. She studied at Intensive International College
# Standardized moment

In probability theory and statistics, a standardized moment of a probability distribution is a moment (often a higher degree central moment) that is normalized, typically by a power of the standard deviation, rendering the moment scale invariant. The shape of different probability distributions can be compared using standardized moments.

## Standard normalization

Let X be a random variable with a probability distribution P and mean value μ=E⁡[X]{\textstyle \mu =\operatorname {E} [X]} (i.e. the first raw moment or moment about zero), the operator E denoting the expected value of X. Then the standardized moment of degree k is $\mu _{k}/\sigma ^{k}$, that is, the ratio of the k-th moment about the mean
$\mu _{k}=\operatorname {E} \left[(X-\mu )^{k}\right]=\int _{-\infty }^{\infty }{\left(x-\mu \right)}^{k}f(x)\,dx,$
to the k-th power of the standard deviation,
$\sigma ^{k}=\mu _{2}^{k/2}=\operatorname {E} \!{\left[{\left(X-\mu \right)}^{2}\right]}^{k/2}.$
The power of k is because moments scale as $x^{k}$, meaning that $\mu _{k}(\lambda X)=\lambda ^{k}\mu _{k}(X):$ they are homogeneous functions of degree k, thus the standardized moment is scale invariant. This can also be understood as being because moments have dimension; in the above ratio defining standardized moments, the dimensions cancel, so they are dimensionless numbers.
The first four standardized moments can be written as:
| Degree k | | Comment |
| 1 | ${\tilde {\mu }}_{1}={\frac {\mu _{1}}{\sigma ^{1}}}={\frac {\operatorname {E} \left[(X-\mu )^{1}\right]}{\left(\operatorname {E} \left[(X-\mu )^{2}\right]\right)^{1/2}}}={\frac {\mu -\mu }{\sqrt {\operatorname {E} \left[(X-\mu )^{2}\right]}}}=0$ | The first standardized moment is zero, because the first moment about the mean is always zero. |
| 2 | ${\tilde {\mu }}_{2}={\frac {\mu _{2}}{\sigma ^{2}}}={\frac {\operatorname {E} \left[(X-\mu )^{2}\right]}{\left(\operatorname {E} \left[(X-\mu )^{2}\right]\right)^{2/2}}}=1$ | The second standardized moment is one, because the second moment about the mean is equal to the variance σ$^2$. |
| 3 | ${\tilde {\mu }}_{3}={\frac {\mu _{3}}{\sigma ^{3}}}={\frac {\operatorname {E} \left[(X-\mu )^{3}\right]}{\left(\operatorname {E} \left[(X-\mu )^{2}\right]\right)^{3/2}}}$ | The third standardized moment is a measure of skewness. |
| 4 | ${\tilde {\mu }}_{4}={\frac {\mu _{4}}{\sigma ^{4}}}={\frac {\operatorname {E} \left[(X-\mu )^{4}\right]}{\left(\operatorname {E} \left[(X-\mu )^{2}\right]\right)^{4/2}}}$ | The fourth standardized moment refers to the kurtosis. |
For skewness and kurtosis, alternative definitions exist, which are based on the third and fourth cumulant respectively.

## Other normalizations

Another scale invariant, dimensionless measure for characteristics of a distribution is the coefficient of variation, $\sigma /\mu$. However, this is not a standardized moment, firstly because it is a reciprocal, and secondly because $\mu$ is the first moment about zero (the mean), not the first moment about the mean (which is zero).
See Normalization (statistics) for further normalizing ratios.
# Saint Elizabeth's Church (Tecumseh, Michigan)

Saint Elizabeth's Church, also known as the Old Stone Church, is a historic church located at 302 East Chicago Boulevard (M-50) in downtown Tecumseh in Lenawee County, Michigan, USA. It was designated as a Michigan Historic Site on May 8, 1986, and later added to the National Register of Historic Places on August 13, 1986.
The building was purchased by the City of Tecumseh in 1982 and formally dedicated as the Tecumseh Area Historical Museum in 1986. It continues to serve that purpose.

## History

Saint Elizabeth's Church housed the first Catholic church built in the Protestant-dominated Tecumseh. Amid controversy, the Catholic church was built in 1913 with stone hauled from nearby fields by parishioners. When church membership outgrew the original structure, the congregation moved to a new facility in 1952. The Church of Christ purchased the building in 1954 but itself vacated by 1972 to a larger facility. From 1976 to 1982, the building had a commercial function as a stained glass studio. In 1982, the city of Tecumseh purchased and restored it for the Historical Society of Tecumseh.

## Description

Saint Elizabeth's Church is a small Gothic Revival church located one block east of the Tecumseh Downtown Historic District and across East Chicago Boulevard from the Dr. Samuel Catlin House. It is constructed with a wood frame, over which is a veneer of locally gathered fieldstone. The church has a symmetrical facade with a gable roof and a partly projecting central square tower with crenellated parapet. Two large stained glass windows flank the tower. Five more stained glass windows line each side, separated by simple buttresses. The roof is covered with red clay tile. The interior still contains much of its original craftsman, oak detailing.
# Commercial Cable Company Building

The Commercial Cable Company Building was an early skyscraper at 22–24 Broad Street Extension in Manhattan, New York City. Built for the Commercial Cable Company, it started construction in 1896 and was completed in 1897. It was designed by Harding & Gooch. Its height was 92.7 m (304 ft) and it was 22 stories tall. The building, like many of its contemporaries, was built in a historicist style, richly decorated. Two domes were designed on top.
It stood for half a century and was demolished in 1954. A 27-story modern office building was built in its place.
# Wang Fan (beach volleyball)

Wang Fan (born 27 January 1994) is a Chinese beach volleyball player. She competed alongside Yue Yuan in the women's beach volleyball tournament at the 2016 Summer Olympics.
# Nasim Nuñez

Nasim Emmanuel Nuñez (born August 18, 2000) is an American professional baseball infielder for the Washington Nationals of Major League Baseball (MLB). He made his MLB debut in 2024.

## Career
### Miami Marlins

Nuñez attended Collins Hill High School in Suwanee, Georgia. He was drafted in the second round with the 46th overall selection in the 2019 Major League Baseball draft by the Miami Marlins. He signed, forgoing his commitment to play college baseball at Clemson University.
After signing, Nuñez was assigned to the rookie–level Gulf Coast League Marlins where he compiled a .211/.354/.251 slash line and 28 stolen bases over 48 games. He did not play in a game in 2020 due to the cancellation of the minor league season because of the COVID-19 pandemic. Nuñez began the 2021 season with the Single–A Jupiter Hammerheads, batting .243 with 10 RBI and 33 stolen bases over 52 games. He missed time at the end of the season with a leg injury.
Nuñez split the 2022 season between the High–A Beloit Snappers and Double–A Pensacola Blue Wahoos, accumulating a .251/.384/.317 batting line with two home runs, 41 RBI, and 70 stolen bases across 123 games. He returned to Pensacola in 2023, playing in 125 games and hitting .225/.341/.286 with five home runs, 43 RBI, and 52 stolen bases.

### Washington Nationals

On December 6, 2023, the Washington Nationals selected Núñez from the Marlins in the Rule 5 draft. Núñez made the team's Opening Day roster.
# 1994–95 Blackpool F.C. season

The 1994–95 season was Blackpool F.C.'s 89th season (86th consecutive) in the Football League. They competed in the 24-team Division Two, then the third tier of English league football, finishing twelfth.
Sam Allardyce replaced Billy Ayre as manager prior to the start of the season.
Blackpool exited both domestic cup competitions at the first-round stage.
Tony Ellis was the club's top league scorer, with seventeen goals.
Mike Davies retired at the end of the season after eleven years of service for Blackpool, his only professional club. He subsequently moved into a coaching role at the club.
Blackpool signed veteran goalkeeper Les Sealey from Manchester United before the season began, but he transferred back to the Premier League with a move to West Ham on 28 November.

## Table

| Pos | Teamvte | Pld | W | D | L | GF | GA | GD | Pts | Promotion or relegation |
| 10 | Swansea City | 46 | 19 | 14 | 13 | 57 | 45 | +12 | 71 | |
| 11 | Stockport County | 46 | 19 | 8 | 19 | 63 | 60 | +3 | 65 | |
| 12 | Blackpool | 46 | 18 | 10 | 18 | 64 | 70 | −6 | 64 | |
| 13 | Wrexham | 46 | 16 | 15 | 15 | 65 | 64 | +1 | 63 | Qualification for the Cup Winners' Cup qualifying round |
| 14 | Bradford City | 46 | 16 | 12 | 18 | 57 | 64 | −7 | 60 | |
# Hermann Bosch

Hermann Bosch (10 March 1891 – 15 November 1916) was a German international footballer who played as a midfielder and competed in the 1912 Summer Olympics. He was born in Öhningen am Bodensee. He was a member of the German Olympic squad and played one match in the main tournament as well as one match in the consolation tournament. He was killed during World War I.