OpenLLM-France/wikimedia huggingface dataset:
# 2021 Gran Canaria Challenger

The 2021 Gran Canaria Challenger was a professional tennis tournament played on clay courts. It was the first edition of the tournament which was part of the 2021 ATP Challenger Tour. It took place in Las Palmas, Spain between 22 and 28 February 2021.

## Singles main-draw entrants
### Seeds

| Country | Player | Rank$^1$ | Seed |
| ITA | Lorenzo Musetti | 122 | 1 |
| ESP | Carlos Taberner | 128 | 2 |
| ITA | Federico Gaio | 140 | 3 |
| SRB | Nikola Milojević | 145 | 4 |
| SRB | Danilo Petrović | 153 | 5 |
| ITA | Lorenzo Giustino | 157 | 6 |
| ITA | Alessandro Giannessi | 160 | 7 |
| SVK | Filip Horanský | 164 | 8 |
* $^1$ Rankings as of 15 February 2021.

### Other entrants

The following players received wildcards into the singles main draw:
* Javier Barranco Cosano
* Mark Owen Endler
* Carlos Gimeno Valero
The following player received entry into the singles main draw as an alternate:
* Nino Serdarušić
The following players received entry from the qualifying draw:
* Manuel Guinard
* Àlex Martí Pujolràs
* Alex Molčan
* Emilio Nava

## Champions
### Singles

* Enzo Couacaud def. Steven Diez 7–6$^{(7–5)}$, 7–6$^{(7–3)}$.

### Doubles

* Lloyd Glasspool / Harri Heliövaara def. Kimmer Coppejans / Sergio Martos Gornés 7–5, 6–1.
# Locally finite measure

In mathematics, a locally finite measure is a measure for which every point of the measure space has a neighbourhood of finite measure.

## Definition

Let $(X,T)$ be a Hausdorff topological space and let $\Sigma$ be a $\sigma$-algebra on $X$ that contains the topology $T$ (so that every open set is a measurable set, and $\Sigma$ is at least as fine as the Borel $\sigma$-algebra on $X$). A measure/signed measure/complex measure $\mu$ defined on $\Sigma$ is called locally finite if, for every point $p$ of the space $X,$ there is an open neighbourhood $N_{p}$ of $p$ such that the $\mu$-measure of $N_{p}$ is finite.
In more condensed notation, $\mu$ is locally finite if and only if ${\text{for all }}p\in X,{\text{ there exists }}N_{p}\in T{\mbox{ such that }}p\in N_{p}{\mbox{ and }}\left|\mu \left(N_{p}\right)\right|<+\infty .$

## Examples

* Any probability measure on $X$ is locally finite, since it assigns unit measure to the whole space. Similarly, any measure that assigns finite measure to the whole space is locally finite.
* Lebesgue measure on Euclidean space is locally finite.
* By definition, any Radon measure is locally finite.
* The counting measure is sometimes locally finite and sometimes not: the counting measure on the integers with their usual discrete topology is locally finite, but the counting measure on the real line with its usual Borel topology is not.
# Landshut Residence

The Landshut Residence (German: Stadtresidenz Landshut) is a palace in Landshut, Lower Bavaria.

## History

In 1536 Louis X, Duke of Bavaria laid the foundation stone for a new residence in the inner city of Landshut. It was begun in German Renaissance style under the architect Bernhard Zwitzel from Augsburg; this palace is today known as the "German building" (in German: Deutscher Bau). During a journey to Italy the duke got the inspiration for an additional palace.
Behind the German building, close to the river Isar, the so-called "Italian building" (in German: Italienischer Bau) was constructed from 1537 to 1543 in Italian Renaissance style with a spacious courtyard and the palace chapel. It was modeled in particular after the Palazzo Te in Mantua, and was the first Italian style palace erected north of the Alps. Both buildings were connected by two wings. The paintings in the rooms were created by the Germans Hermanus Posthumus, Hans Bocksberger the Elder and Ludwig Refinger, while the stucco was done by Italian artists.
When Count William of Birkenfeld-Gelnhausen, who became later the first Duke in Bavaria, resided in the palace from 1780 onwards the facade of the German building was altered in French Neo-classical style by Carl Albert von Lespilliez and the so-called "Birkenfeld Rooms" were constructed. These rooms were decorated again with early wallpaper, when Crown Prince Ludwig lived here in the early 19th century, in the course of his studies in Landshut. These rooms are today a part of the Residence Museum, together with the halls of the Italian building.
# Members of the Tasmanian House of Assembly, 1998–2002

This is a list of members of the Tasmanian House of Assembly, elected at the 1998 state election:
| Name | Party | Electorate | Years in office |
| Hon Jim Bacon | Labor | Denison | 1996–2004 |
| Ken Bacon | Labor | Lyons | 1998–2005 |
| Brenton Best | Labor | Braddon | 1996–2014 |
| Hon Fran Bladel | Labor | Franklin | 1986–2002 |
| Hon Bill Bonde | Liberal | Braddon | 1986–2002 |
| Bob Cheek | Liberal | Denison | 1996–2002 |
| Jim Cox | Labor | Bass | 1989–1992, 1996–2010 |
| David Fry | Liberal | Bass | 2000–2002 |
| Bryan Green | Labor | Braddon | 1998–2017 |
| Hon Ray Groom | Liberal | Denison | 1986–2001 |
| Rene Hidding | Liberal | Lyons | 1996-2019 |
| Hon Michael Hodgman | Liberal | Denison | 1992–1998, 2001–2010 |
| Hon Peter Hodgman | Liberal | Franklin | 1986–2001 |
| Hon Judy Jackson | Labor | Denison | 1986–2006 |
| Hon Gill James | Labor | Bass | 1976–1989, 1992–2002 |
| Steve Kons | Labor | Braddon | 1998–2010 |
| Hon Paul Lennon | Labor | Franklin | 1990–2008 |
| Hon David Llewellyn | Labor | Lyons | 1986–2010, 2014–2018 |
| Hon Frank Madill | Liberal | Bass | 1986–2000 |
| Martin McManus | Liberal | Franklin | 2001–2002 |
| Hon Sue Napier | Liberal | Bass | 1992–2010 |
| Neville Oliver | Labor | Franklin | 2002 |
| Hon Peter Patmore | Labor | Bass | 1984–2002 |
| Hon Michael Polley | Labor | Lyons | 1972–2014 |
| Peg Putt | Greens | Denison | 1993–2008 |
| Hon Tony Rundle | Liberal | Braddon | 1982–2002 |
| Matt Smith | Liberal | Franklin | 1998–2002 |
| Hon Denise Swan | Liberal | Lyons | 1995–2002 |
| Hon Paula Wriedt | Labor | Franklin | 1996–2009 |
    $^1$ Liberal member Frank Madill resigned in early 2000. David Fry was elected as his replacement in February.
    $^2$ Liberal member Ray Groom resigned on 9 August 2001. Michael Hodgman was elected as his replacement on 21 August.
    $^3$ Liberal member Peter Hodgman resigned in 2001. Martin McManus was elected as his replacement on 19 October.
    $^4$ Labor member Fran Bladel resigned in 2002. Neville Oliver was elected as her replacement on 22 April.

## Distribution of seats

* Electorate
* Bass
* Braddon
* Denison
* Franklin
* Lyons
* Australian Labor Party – 14 seats (56%)
* Liberal Party of Australia – 10 seats (40%)
* Tasmanian Greens – 1 seat (4%)
# Kulina

Kulina may refer to:
* Kulina (Aleksinac), village in central Serbia
* Kulina (Derventa), a village in Bosnia and Herzegovina
* Kulina (Kalesija), a village in Bosnia and Herzegovina
* Kulina, Estonia, village in Vinni Parish, Lääne-Viru County, Estonia
* Kulina people, an indigenous people of Brazil and Peru
** Kulina language

## Other

* Culina (disambiguation)
* Kulin (disambiguation)
# List of monuments in Tiznit

This is a list of monuments that are classified by the Moroccan ministry of culture around Tiznit.

## Monuments and sites in Tiznit

| | Name | Location | Coordinates | Identifier |
| Upload Photo | Borj of Tiznit | Tiznit | 29°42'1.886"N, 9°43'36.692"W | pc_architecture/sanae:050002 |
| Upload Photo | Remparts of Tiznit | Tiznit | 29°42'15.653"N, 9°43'41.610"W | pc_architecture/sanae:410016 |
| Upload Photo | Medina of Tiznit | Tiznit | 29°41'58.618"N, 9°43'33.672"W | pc_architecture/sanae:280007 |
| Upload Photo | Aglou Medersa | Tnine Aglou | | pc_architecture/sanae:270028 |
| Upload Photo | Assif El-Kbalt | Tafraout | | pc_architecture/sanae:150149 |
| Upload Photo | Jebel Tafraout | Tafraout | 29°43'29.910"N, 8°58'33.211"W | |
# Spring Offensive (band)

Spring Offensive were an indie rock band based in Oxford and London, UK. The band were active between 2009 and 2014, releasing several EPs and singles, as well as a 2014 studio album, Young Animal Hearts. A compilation album, Separate, was released in 2020 after the band's break up. The band appeared in NME, Clash and Time Out, toured with Stornoway and others, and played festivals such as T in the Park, Maifeld Derby, Liverpool Sound City and the Great Escape Festival. The band was playlisted by BBC Radio 1. They reformed in 2020 for a one-off show in London that was postponed until March 2022 due to the COVID-19 pandemic.
# Locally finite variety

In universal algebra, a variety of algebras means the class of all algebraic structures of a given signature satisfying a given set of identities. One calls a variety locally finite if every finitely generated algebra has finite cardinality, or equivalently, if every finitely generated free algebra has finite cardinality.
The variety of Boolean algebras constitutes a famous example. The free Boolean algebra on n generators has cardinality 2$^{2n}$, consisting of the n-ary operations 2$^n$→2.
The variety of sets constitutes a degenerate example: the free set on n generators has cardinality n, consisting of just the generators themselves.
The variety of pointed sets constitutes a trivial example: the free pointed set on n generators has cardinality n+1, consisting of the generators along with the basepoint.
The variety of graphs defined as follows constitutes a combinatorial example. Define a graph G = (E,s,t) to be a set E of edges and unary operations s, t of source and target satisfying s(s(e)) = t(s(e)) and s(t(e)) = t(t(e)). Vertices are those edges in the (common) image of s and t. The free graph on n generators has cardinality 3n and consists of n edges e each with two endpoints s(e) and t(e). Graphs with nontrivial incidence relations arise as quotients of free graphs, most usefully by identifying vertices.
The variety of sets and the variety of graphs so defined each forms a presheaf category and hence a topos. This is not the case for the variety of Boolean algebras or of pointed sets.
# H.E. Mahinda Rajapaksa Under-23 International Football Trophy

The H.E. Mahinda Rajapaksa Under-23 International Football Trophy was an association football competition of the men's national football teams of Under 23, organised by the Ministry of Sports in Sri Lanka and National Football Federation of Sri Lanka. It was only held in 2012.

## Results

| Year | Host | Winners | Score | Runners-up | Number of teams |
| 2012 Details | Sri Lanka | Maldives | 2–1 | Pakistan | 4 |
# Gornja Crnuća

Gornja Crnuća (Serbian Cyrillic: Горња Црнућа listen) is a village located in Gornji Milanovac municipality of Serbia. In the 2002 census, it had 239 residents. There are several points of significance in the village. It is best known for the house of Miloš Obrenović in which the Second Serbian Uprising started. In fact, the village was the capital of what was then Principality of Serbia, from 1815 until 1818. The house was the official residence of the Sovereign, the Vraćevšnica Monastery which is one of the more significant Serbian monasteries. There also is a well-stocked hunting range and a scenic hiking path. The village was deemed an Ecological Village within the Ecological Municipality of Gornji Milanovac.

## Notable people

* Mija Aleksić, actor
# 2021 Gran Piemonte

The 2021 Gran Piemonte was the 105th edition of the Gran Piemonte road cycling one day race. It was held in the titular region of northwestern Italy on 7 October 2021 as part of the 2021 UCI Europe Tour and the 2021 UCI ProSeries calendars.
After the previous two editions featured hilly routes, the race was expected to favour the sprinters for the first time since 2018. The 168-kilometre (104 mi) race along the southern edge of the Italian Alps started in Rocca Canavese and headed northeast. Among the slightly undulating terrain, there was only one major hill on the course, La Serra, which was 6.5 kilometres (4.0 mi) at an average gradient of 5.2 percent, and crested at 60.5 kilometres (37.6 mi) into the race. The final 68 kilometres (42 mi) featured two long false flat sections. The first false flat section finished at the top of an unmarked hill with around 35 kilometres (22 mi) to go. After a short descent, riders then took on the second false flat section, which led to the finish in Borgosesia.
Matthew Walls (Bora–Hansgrohe) held off Giacomo Nizzolo (Team Qhubeka NextHash) with a bike throw on line to win the race, while Olav Kooij (Team Jumbo–Visma), who had crashed just inside the final 20 kilometres (12 mi), rebounded to finish third. This was the first of two victories within an hour of each other for Bora–Hansgrohe, as Jordi Meeus won his own sprint at Paris–Bourges shortly thereafter.

## Teams

13 of the 19 UCI WorldTeams and eight UCI ProTeams made up the 21 teams that participated in the race. With six riders each, Arkéa–Samsic, Astana–Premier Tech, Eolo–Kometa, and Israel Start-Up Nation, were the only teams to not enter a full squad of seven riders. Bora–Hansgrohe, Cofidis, and Intermarché–Wanty–Gobert Matériaux were also reduced to six riders after each team had one non-starter. A total of 140 riders started the race, of which 136 finished.
UCI WorldTeams
* Astana–Premier Tech
* Bora–Hansgrohe
* Cofidis
* Ineos Grenadiers
* Intermarché–Wanty–Gobert Matériaux
* Israel Start-Up Nation
* Lotto–Soudal
* Movistar Team
* Team Bahrain Victorious
* Team Jumbo–Visma
* Team Qhubeka NextHash
* Trek–Segafredo
* UAE Team Emirates
UCI ProTeams
* Androni Giocattoli–Sidermec
* Arkéa–Samsic
* Bardiani–CSF–Faizanè
* Eolo–Kometa
* Euskaltel–Euskadi
* Gazprom–RusVelo
* Rally Cycling
* Vini Zabù

## Result

Result :
| Rank | Rider | Team | Time |
| 1 | Matthew Walls (GBR) | Bora–Hansgrohe | 3h 34' 47" |
| 2 | Giacomo Nizzolo (ITA) | Team Qhubeka NextHash | + 0" |
| 3 | Olav Kooij (NED) | Team Jumbo–Visma | + 0" |
| 4 | Matteo Trentin (ITA) | UAE Team Emirates | + 0" |
| 5 | Biniam Girmay (ERI) | Intermarché–Wanty–Gobert Matériaux | + 0" |
| 6 | Jakub Mareczko (ITA) | Vini Zabù | + 0" |
| 7 | Riccardo Minali (ITA) | Intermarché–Wanty–Gobert Matériaux | + 0" |
| 8 | Arvid de Kleijn (NED) | Rally Cycling | + 0" |
| 9 | Amaury Capiot (BEL) | Arkéa–Samsic | + 0" |
| 10 | Stefano Oldani (ITA) | Lotto–Soudal | + 0" |
# Spring Gardens, Manchester

Spring Gardens is an important thoroughfare in Manchester city centre, England. This L-shaped street, formerly the centre of the North West's banking industry, has five Grade II listed buildings and is part of the Upper King Street conservation area.

## Location

Spring Gardens begins at the junction of Charlotte Street and West Mosley Street, crossing Fountain Street and Concert Lane, before continuing north to the eastern end of King Street. A one-way system prevents vehicles from travelling further north on Spring Gardens as it joins York Street (there is a loop via Fountain Street and Marble Street to rejoin), however pedestrians can continue north-northeast on Spring Gardens and a pedestrianised section to join Market Street.

## Notable buildings

Five buildings are listed Grade II.

### Even nos. (west side)

* Tootal House, John Radcliffe and Associates 1982
* Lowry House, with a 58 metres (190 ft) tower, Arthur Smith and Associates 1975–76
* Nos. 60 and 62. A former warehouse, built in 1881–1883 by Alfred Waterhouse, then occupied by Minster Insurance. Grade II

### Odd nos. (east side)

* The Post Office, Cruikshank & Seward (1969). There has been a post office in Spring Gardens since 1623, this building was the largest post office in the north of England when built. The upper interior wall is lined with bold fibreglass panels, in the style of William Mitchell, however the designer remains anonymous.
* Amethyst House by Howitt and Tucker. 1973
* 1 York St, former Parr's Bank. Grade II*. 1902 by Charles Heathcote
* No. 41 Waterhouse's 1888–1890 building for the National Provincial Bank. Grade II
* Nos. 43 and 45. Lancashire & Yorkshire Bank, 1890 by Heathcote & Rawle
* No. 47. The Commercial Union Assurance Society building, built by Charles Heathcote in 1881. Former Barclay's Bank. Grade II
* No. 49. Formerly a warehouse designed by Clegg & Knowles in 1879. Grade II

## Gallery

* 43–49 Spring Gardens
# List of governors of Kunar

This is a list of the governors of the province of Kunar, Afghanistan.

## Governors of Kunar Province

| Governor | Period |
| Said Fazal Akbar | 2001 Dec, 2005 |
| Assadullah Wafa | 2005 2006 |
| ???? | ???? 18 November |
| Fazlullah Wahidi | 18 November 2007 July 2013 |
| Shuja ul-Mulk Jalala | 15 July 2013 ???? |
| Wahidullah Kalimzai | 25-05-2015 -? |
| Haqmal Mamond | ?-? |
| Mohammad Usman Turabi | August 2021 - 20 September 2021 |
| Maulvi Muhammad Qasim Khalid | 21 September 2021 - Present |
# Marion Bartlett Thurber

Marion Bartlett Thurber (February 22, 1885 - November 2, 1973) was an American political spouse who managed her husband's legacy after his early death.
Thurber was born in 1885 to Henry Thomas Thurber and Elizabeth Brady Croul, the oldest of five children. She was named after Marion, Massachusetts, the same as Grover Cleveland's daughter. Her father was the personal secretary to Grover Cleveland beginning in 1893 and she spent some of her childhood in the Shenandoah Valley in Virginia. Newspapers said she "got her first schooling in the White House kindergarten."
She married Edwin Denby on March 18, 1911, after which they had a six-month honeymoon. They had two children, Edwin J. (1912) and Marion (1915). They had a solid partnership. Denby referred to her as his "good scout" and "spunky comrade." Thurber said of herself that she was "a contented happy wife...absolutely free for a desire for worldly success." Thurber was supportive of Denby when he enlisted in the Marines as a private in 1917. He was discharged in 1919 with the rank of major.
Thurber would often perform ceremonial functions of a political spouse including christening boats and airships when her husband was the United States Secretary of the Navy. This included the naming of the USS Shenandoah, the first rigid airship built by the Navy, which she named after the place she had grown up. She would also host local and visiting dignitaries such as Madame Curie who visited Washington D. C. in 1921 and President Harding in 1922. She was frequently in the society pages, such as when she was one of the main patronesses of the United Daughters of the Confederacy ball in Washington D. C. in 1921.
Denby died in 1929 and Thurber turned to civics and set to memorializing him. She became president of the Women's City Club of Detroit. She helped erect a "Denby Memorial" at Grand Circus Park in 1933 which memorialized when and where Denby had originally enlisted. She donated the bulk of his papers to the University of Michigan and made other bequests to local art museums in Michigan.
She died on November 2, 1973, and is buried in Elmwood Cemetery in Detroit, Michigan.
# Szopy

Szopy may refer to:
* Szopy, Pomeranian Voivodeship, a part of the village of Będargowo, in the Pomeranian Voivodeship, Poland;
* Szopy, Warmian–Masurian Voivodeship, a village in the Warmian–Masurian Voivodeship, Poland;
* Szopy, Warsaw, a neighbourhood in the city of Warsaw, in Masovian Voivodeship, Poland;
* Warszawa Południowa railway station (known between 1937 and 1939 as Warszawa Szopy), a former railway station in Warsaw, Poland.
# Levi Casey

Levi Casey may refer to:
* Levi Casey (politician) (1752–1807), General, United States Representative from South Carolina
* Levi Casey (athlete) (1904–1983), American triple jumper
# 2017 World Taekwondo Grand Slam - Open Qualification Tournament

2017 World Taekwondo Grand Slam - Open Qualification Tournament is an international G-1 taekwondo tournament which allows the first three athletes to compete on the 2017 World Taekwondo Grand Slam as 9th, 10th and 11th seeds on their respective weight category brackets. The tournament was held from 23-24 November in Wuxi, China.

## Medal summary
### Men

| Event | Gold | Silver | Bronze |
| 58 kg | Jang Jun South Korea | Ebrahim Safari Iran | Chen Xiaoyi China |
| 68 kg | Boris Krasnov Russia | Abolfazl Yaghoubi Iran | Mirhashem Hosseini Iran |
| 80 kg | Namgoong Hwan South Korea | Richard Ordemann Norway | Yang Tsung-yeh Chinese Taipei |
| +80 kg | Lee Seung-hwan South Korea | Sun Hongyi China | Vedran Golec Croatia |

### Women

| Event | Gold | Silver | Bronze |
| 49 kg | Ha Min-ah South Korea | Kristina Tomić Croatia | Nahid Kiani Iran |
| 57 kg | Irem Yaman Turkey | Lim Geum-byeol South Korea | Zhou Lijun China |
| 67 kg | Guo Yunfei China | Kim Jan-di South Korea | Zhang Mengyu China |
| +67 kg | Aleksandra Kowalczuk Poland | Zahra Pouresmaeil Iran | Li Chen China |

## Medal table

| Rank | Nation | Gold | Silver | Bronze | Total |
| 1 | South Korea (KOR) | 4 | 2 | 0 | 6 |
| 2 | China (CHN) | 1 | 1 | 4 | 6 |
| 3 | Poland (POL) | 1 | 0 | 0 | 1 |
| 3 | Russia (RUS) | 1 | 0 | 0 | 1 |
| 3 | Turkey (TUR) | 1 | 0 | 0 | 1 |
| 6 | Iran (IRI) | 0 | 3 | 2 | 5 |
| 7 | Croatia (CRO) | 0 | 1 | 1 | 2 |
| 8 | Norway (NOR) | 0 | 1 | 0 | 1 |
| 9 | Chinese Taipei (TPE) | 0 | 0 | 1 | 1 |
| Totals (9 entries) | Totals (9 entries) | 8 | 8 | 8 | 24 |
# T2 Corporation Income Tax Return

The T2 Corporation Income Tax Return or T2 is the form used in Canada by corporations to file their income tax return. All corporations other than registered charities must file a T2 return for every taxation year, regardless of whether tax is payable. The form has to be filed within six months of the end of each corporation's fiscal year.
    This article is not intended to provide tax advice.
# Hans Dieter Aigner

Hans Dieter Aigner (born 1958 in Linz) is an Austrian artist and writer.

## Biography

Hans Dieter Aigner studied at the Academy of Pedagogy. Since 1985, he is working as an artist and participates at exhibitions. In 1991 he started writing. In 1993, he was awarded the literature prize Linzer-City-Ring in Austria. In the same year and in 2000 he received a subsidy for literature from the province of Upper Austria, and in 2002 he received a subsidy for residence in Český Krumlov in the Czech Republic. Aigner writes narrative fiction and poetry.

## Works

* Gegenüber, Arovell Verlag, Gosau 2004
* Sekuloff reist, Edition Pro Mente, Linz 2002
* ... von einem, der auszog ..., stories, Edition Pro Mente, Linz 1999