OpenLLM-France/wikimedia huggingface dataset:
# Simplicity (Tim Curry album)

Simplicity is the third album recorded by the English actor/singer Tim Curry, released in 1981.
Whereas his previous album Fearless had been almost entirely original songs, Simplicity is a half-originals, half-covers album and contains a wider variety of source material than the covers on his first album Read My Lips (1978). Covers include a version of the Zombies' "She's Not There" and Martha and the Vandellas' "Dancing in the Streets", both of which were hits in 1964. Curry also performs a version of "Take Me, I'm Yours", originally a 1978 hit by Squeeze. "Out of Pawn" was originally by Davis Lasley's band Rosie, produced by Michael Kamen.
The track "Working on My Tan" was released as a single in certain countries (backed with "On a Roll") but was not commercially successful. Curry did not make any promo videos for the album.

## Track listing

* "Working on My Tan" (Tim Curry, Michael Kamen, Bob Babbitt, Charles Collins, Bob Kulick, Michael Tschudin) - 4:05
* "She's Not There" (Rod Argent) - 2:22
* "Simplicity" (Tim Curry, Bob Babbitt, Charles Collins)- 4:13
* "On a Roll" (Tim Curry, Michael Kamen, Joel Newman) - 2:49
* "Take Me, I'm Yours" (Chris Difford, Glenn Tilbrook) - 3:50
* "Dancing in the Streets" (Marvin Gaye, Ivy Hunter, William "Mickey" Stevenson) 3:59
* "Betty Jean" (Tim Curry, Michael Kamen) - 3:20
* "Out of Pawn" (David Lasley, Lana Marrano) - 3:43
* "Summer in the City" (John Sebastian) - 3:05
* "I Put a Spell on You" (Screamin' Jay Hawkins) - 3:32

## Personnel

* Tim Curry – vocals
* Earl Slick – guitar
* Hank Crawford – saxophone
* Howard Johnson – saxophone
* David "Fathead" Newman – saxophone
* David Sanborn – saxophone
* Charlie Miller – trumpet
* Art Baron – trombone
* Michael Kamen – keyboards
* Joel Newman – guitar
* Bryant Montiro – guitar
* John Siegler – bass
* Noel Alphonso – drums
* Jimmy Maelen – percussion
* Laurel Massé, Gui Andresano, Ula Andrisano, Ula Hedwig, Seth, Dian Sorel, Sasha – background vocals

## Chart positions
### Album

Billboard (US)
| Year | Chart | Position |
| 1981 | Pop Albums | 112 |
RPM (Canada)
| Year | Chart | Position |
| 1981 | Top Albums | 45 |
# Čestín

Čestín is a municipality and village in Kutná Hora District in the Central Bohemian Region of the Czech Republic. It has about 500 inhabitants.

## Administrative division

Čestín consists of nine municipal parts (in brackets population according to the 2021 census):
* Čestín (144)
* Čenovice (50)
* Čentice (14)
* Kamenná Lhota (26)
* Kasanice (53)
* Kněž (28)
* Milotice (31)
* Morány (1)
* Polipsy (78)

## Geography

Čestín is located about 19 kilometres (12 mi) southwest of Kutná Hora and 49 km (30 mi) southeast of Prague. It lies mostly in the Upper Sázava Hills, only the southwestern part of the municipal territory extends into the Vlašim Uplands. The highest point is the hill Kopaniny at 552 m (1,811 ft) above sea level. The stream Čestínský potok originates here and flows across the municipality. The Sázava River briefly forms the southwestern municipal border.

## History

The first written mention of Čestín is from around 1265, when it was named Čestín Kostel. In 1389, a fortress was built here. In 1579, Čestín was promoted to a town by Emperor Rudolf II. It ceased to be a town after World War II.

## Demographics

| Year | Pop. | ±% |
| 1869 | 2,337 | — |
| 1880 | 2,264 | −3.1% |
| 1890 | 2,156 | −4.8% |
| 1900 | 1,914 | −11.2% |
| 1910 | 1,793 | −6.3% |
| Year | Pop. | ±% |
| 1921 | 1,761 | −1.8% |
| 1930 | 1,563 | −11.2% |
| 1950 | 1,177 | −24.7% |
| 1961 | 1,163 | −1.2% |
| 1970 | 946 | −18.7% |
| Year | Pop. | ±% |
| 1980 | 713 | −24.6% |
| 1991 | 592 | −17.0% |
| 2001 | 455 | −23.1% |
| 2011 | 412 | −9.5% |
| 2021 | 425 | +3.2% |
Source: Censuses :

## Transport

The railway line Ledeč nad Sázavou–Čerčany runs along the western municipal border. In this section is located the Kácov station, which primarily serves the neighbouring market town of Kácov.

## Sights

Čestlín has two main landmarks, Čestín Castle and Church of Saints Peter and Paul. In 1575–1582, the original fortress was rebuilt to a large Renaissance castle by Adam Slavata of Chlum. The castle was partly demolished in the 19th century.
The Church of Saints Peter and Paul was built in the Neo-Romanesque style in 1859–1861. It replaced an old Romanesque church from the 13th century. The bells in the bell tower date from 1562.

## Notable people

* Vilém Slavata of Chlum (1572–1652), nobleman
# Bonita Unified School District

Bonita Unified School District serves the communities of San Dimas and La Verne, and part of Glendora, in Los Angeles County.
The Bonita Unified School District has over 10,000 students in 14 schools. The district's headquarters are in San Dimas. The Board of Education members are elected at-large to a four-year term. The elections are held on a Tuesday after the first Monday in November of even-numbered years, starting with the 2018 election.

## Schools
### Elementary schools (K-5)

* Allen Avenue Elementary School
* Arma J. Shull Elementary School
* Fred Ekstrand Elementary School
* Gladstone Elementary School
* Grace Miller Elementary School
* J. Marion Roynon Elementary School
* La Verne Heights Elementary School
* Oak Mesa Elementary School

### Middle schools (6-8)

* Lone Hill Middle School
* Ramona Middle School

### High school (9-12)

* Bonita High School
* San Dimas High School
* Chaparral High School (continuation high school)

### Alternative school (K-12)

* Vista School
# Doctor Syntax

Doctor Syntax may refer to:
* Dr. Syntax, a comic character created by William Combe and the cartoonist Thomas Rowlandson.
* Doctor Syntax (horse) (1811–1838), British Thoroughbred racehorse and sire
* Doctor Syntax (album), a 2002 album by a Scottish musician Edwyn Collins
* Dr. Syntax (play), 1894 play
* Dr Syntax, British hip hop artist with memorable songs such as “Hire Me” and “You must be cool”
# Maher Hathout

Maher Hathout (January 1, 1936 – January 3, 2015) was a leading American-Muslim community leader of Egyptian origin. Hathout helped found the Muslim Public Affairs Council and spoke extensively against Islamic radicalism.
Born in Cairo, Egypt in 1936, Hathout eventually moved to Buffalo, New York, and then to Los Angeles. He immersed himself in volunteering at the Islamic Center of Southern California (ICSC) as Chairman and Spokesperson. The Islamic Center became a vehicle for a vision of Islam in America that is rooted in what Hathout called the definition of home: "Home is not where my grandparents are buried, but where my grandchildren will be raised."
Hathout stressed throughout his life that being a faithful Muslim was entirely compatible with being a proud American, and that Islam is a religion of coexistence, reason and moderation. While he criticized Salman Rushdie’s book The Satanic Verses, finding it "insulting", he also condemned Ayatollah Khomeini's fatwa against him and defended his right to free speech. (He faced death threats from Muslims because of his stance.)
He was also among the pioneers of interfaith engagement within the American Muslim community, helping found the Religious Coalition Against War in the Middle East with Rev. George Regas and Rabbi Leonard Beerman in 1991. Hathout was a charter member of the Pacific Council on International Policy, the western partner of the Council on Foreign Relations, and served on the board of directors of the Interfaith Alliance and Claremont Lincoln University.
Over the years, Hathout was invited repeatedly to Capitol Hill and the State Department to address a variety of topics, such as "Islam and U.S. Policy," "Islamic Democracy," "Emerging Trends in Islamic Movements," and "The Future of the Middle East." He was also the first Muslim invited to give the invocation prayer at the Democratic National Convention in 2000, as well as a benediction at the Republican National Convention that same year.
Hathout was the recipient of many awards, including the George Regas Courageous Peacemaker Award, the Islamic Shura Council of Southern California's Lifetime Service Award, the South Coast Interfaith Council Award for his lifelong commitment to interfaith work and the Los Angeles County John Allen Buggs Award for excellence in human relations. He died of cancer in Duarte, California on January 3, 2015.
# Islam Chesnokov

Islam Khusiyevich Chesnokov (Russian: Ислам Хусиевич Чесноков; born 21 November 1999) is a Kazakhstani professional footballer who plays as a forward for Kazakhstan Premier League club Tobol and the Kazakhstan national team.

## Club career

On 4 February 2023, Chesnokov joined Tobol in his home country on a permanent transfer from Belshina Bobruisk. On November 2023, Chesnokov scored the only goal in the Kazakhstan Cup final for Tobol against Ordabasy.

## International career

Chesnokov scored his first and second international goals for Kazakhstan during a 3-1 win against San Marino on 17 November 2023 during UEFA Euro 2024 qualifying.

## Career statistics
### Club

    As of match played 10 November 2024
| Club | Season | League | League | League | National cup | National cup | Europe | Europe | Other | Other | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Altai | 2020 | Kazakhstan Premier League | 11 | 1 | 0 | 0 | – | – | – | – | 11 | 1 |
| Belshina Bobruisk | 2021 | Belarusian First League | 28 | 7 | 2 | 0 | – | – | – | – | 30 | 7 |
| Belshina Bobruisk | 2022 | Belarusian Premier League | 27 | 3 | 2 | 0 | – | – | – | – | 29 | 3 |
| Belshina Bobruisk | Total | Total | 55 | 10 | 4 | 0 | – | – | – | – | 59 | 10 |
| FC Tobol | 2023 | Kazakhstan Premier League | 22 | 5 | 6 | 2 | 6 | 1 | – | – | 34 | 8 |
| FC Tobol | 2024 | Kazakhstan Premier League | 21 | 10 | 3 | 1 | 4 | 0 | 1 | 0 | 29 | 11 |
| FC Tobol | Total | Total | 43 | 15 | 9 | 3 | 10 | 1 | 1 | 0 | 63 | 19 |
| Career total | Career total | Career total | 109 | 26 | 13 | 3 | 10 | 1 | 1 | 0 | 133 | 30 |
* ↑ Includes Belarusian Cup, Kazakhstan Cup
* ↑ Appearances in UEFA Conference League
* ↑ Two appearances in UEFA Europa League, two appearances in UEFA Conference League
* ↑ Appearance in Kazakhstan Super Cup

### International

| No. | Date | Venue | Opponent | Score | Result | Competition |
| 1. | 17 November 2023 | Astana Arena, Astana, Kazakhstan | San Marino | 1–0 | 3–1 | UEFA Euro 2024 qualifying |
| 2. | 17 November 2023 | Astana Arena, Astana, Kazakhstan | San Marino | 2–0 | 3–1 | UEFA Euro 2024 qualifying |

## Honours

FC Tobol
* Kazakhstan Cup: 2023
Individual
* Kazakhstan Premier League Top Scorer: 2024
# Thryptomene parviflora

Thryptomene parviflora is a species of flowering plant in the family Myrtaceae and is endemic to Queensland. It is a slender, erect shrub with decussate, linear to egg-shaped leaves with the narrower end towards the base, and flowers with five petals and five stamens arranged singly in leaf axils.

## Description

Thryptomene parviflora is a shrub that typically grows to a height of 0.3–2.1 m (1 ft 0 in – 6 ft 11 in). Its leaves are decussate, more or less overlapping, linear to egg-shaped with the narrower end towards the base, 1.5–7 mm (0.059–0.276 in) long and about 1 mm (0.039 in) wide. The flowers are arranged singly in leaf axils, forming a raceme near the ends of branchlets on a peduncle about 0.4 mm (0.016 in) long. The sepals and petals are similar to each other, about 0.7 mm (0.028 in) long and 1.3 mm (0.051 in) wide. There are usually five stamens and the style is about 0.8 mm (0.031 in) long and about level with the anthers that curve towards it.

## Taxonomy

This thryptomene was first formally described in 1867 by George Bentham who gave it the name Thryptomene oligandra var. parviflora in Flora Australiensis from an unpublished description by Ferdinand von Mueller. The type specimens were collected by Mueller from near the Gilbert River. In 1928, Karel Domin raised the variety to species status as Thryptomene parviflora. The specific epithet (parviflora) means "small-flowered".

## Distribution and habitat

This thryptomene grows in a variety of soils in woodland and forest in arid areas of inland south-eastern Queensland.

## Conservation status

Thryptomene oligandra is classified as of "least concern" under the Queensland Government Nature Conservation Act 1992.
# George Turner (British politician)

George Turner (born 9 August 1940) is a Labour Party politician in the United Kingdom.

## Early life

Turner attended Laxton Grammar School (now part of Oundle School) on North Street in Oundle. At Imperial College London he gained a BSc in Physics, then obtained a PhD in Physics from Gonville and Caius College, Cambridge. He then became Head of the Electrical Engineering Department at the University of East Anglia.

## Parliamentary career

Turner contested North West Norfolk on behalf of Labour in 1992, but failed to be elected. He was returned as the member of parliament (MP) for the constituency in 1997, but lost his seat back to Henry Bellingham of the Conservative Party – whom he had first defeated – in 2001.
In defeating Bellingham in 1997 Turner benefitted from a somewhat curious echo of a famous historical episode, as noted by the Conservative peer and historian Lord Lexden during a debate in the House of Lords in 2012. Referring to Spencer Perceval, the only Prime Minister to have been assassinated, Lexden remarked in that debate: "My Lords, would my noble friend think of reminding Mr Henry Bellingham that he has already experienced the Perceval family's taste for revenge, having been deprived of his Commons seat at the 1997 election by a direct descendant of the assassinated Prime Minister?" Perceval's descendant was a third candidate in the constituency, Roger Percival of the Referendum Party, who in Lexden's view had deprived Bellingham (in turn a kinsman of Spencer Perceval's assassin, John Bellingham, and thus a suitable target for "revenge") of a critical number of votes in the election, thereby delivering victory to George Turner.

## Personal life

He married Lesley Duggan. He has two daughters a stepson & stepdaughter.
# Athletics at the 2010 Commonwealth Games – Women's triple jump

The Women's triple jump at the 2010 Commonwealth Games as part of the athletics programme was held at the Jawaharlal Nehru Stadium on Friday 8 October 2010.

## Records

| World Record | 15.50 | Inessa Kravets | UKR | Gothenburg, Sweden | 10 August 1995 |
| Games Record | 14.86 m | Ashia Hansen | ENG | Manchester, England | 31 July 2002 |

## Results

| Rank | Athlete | 1 | 2 | 3 | 4 | 5 | 6 | Result | Notes |
| | Trecia Smith (JAM) | x | 14.19 | x | x | - | x | 14.19 | SB |
| | Ayanna Alexander (TRI) | 13.68 | 13.91 | 13.68 | 13.81 | 13.82 | 13.87 | 13.91 | SB |
| | Tabia Charles (CAN) | 13.29 | 12.68 | 13.24 | 13.18 | 13.84 | x | 13.84 | |
| 4 | Prajusha Maliakkal (IND) | 13.34 | 11.51 | 13.53 | 13.72 | 13.27 | 13.37 | 13.72 | NR |
| 5 | Sarah Nambawa (UGA) | 13.34 | 13.55 | 13.55 | x | x | 13.71 | 13.71 | |
| 6 | Nadia Williams (ENG) | x | 13.51 | 13.66 | 13.58 | x | x | 13.66 | |
| 7 | Mayookha Johny (IND) | 13.43 | 13.58 | 13.32 | 13.49 | x | 13.45 | 13.58 | |
| 8 | Yasmine Regis (ENG) | 12.27 | 13.55 | x | 13.44 | 13.27 | x | 13.55 | SB |
| 9 | Iworima Otonye (NGR) | 12.42 | 13.21 | 13.18 | | | | 13.21 | |
| 10 | Gayathri Govindaraj (IND) | 12.96 | x | x | | | | 12.96 | |
| 11 | Kay-De Vaughn (BIZ) | x | x | x | | | | NM | |
# Chinese rasbora

The Chinese rasbora (Rasbora steineri) is a species of ray-finned fish in the genus Rasbora found in southern China, Laos, and central and northern Vietnam.
# Chiasognathus grantii

Chiasognathus grantii is a species of stag beetle found in Argentina and Chile. It is known as Darwin's beetle, Grant's stag beetle, or the Chilean stag beetle.

## Behavior

The male's oversized jaws are crucial in its objective to secure a mate. It climbs trees, often climbing many meters, searching for a female. As it climbs and searches for females, it also seeks out other males in the vicinity. When two males meet, they fight. Males use their jaws in combat: they hook them under the opposite beetle's wings, pull up and throw their opponent to the ground (from 20 meters above, as they are in great trees most of the time). Charles Darwin collected the species in Chile during the second voyage of HMS Beagle, and, despite the enlarged mandibles of the males, he noted that the jaws were "not so strong as to produce pain to finger".

## Taxonomy and nomenclature

Chiasognathus grantii is one of the seven species belonging to the genus Chiasognathus. It belongs to the subfamily Lucaninae, the largest subfamily in the stag beetle family Lucanidae. C. grantii is also known locally as ciervo volante, cantaria, and cacho de cabra in Spanish and llico-llico in the Mapuche language.

### Synonyms

Synonyms of this species include:
* Tetropthalma chiloensis Lesson, 1833
* Chiasognathus affinis Philippi in Philippi, 1859
* Chiasognathus pygmaeus Dallas, 1933
* Chiasognathus brevidens Germain, 1911 (nomen nudum)
* Chiasognathus granti Ruby red, 2023（Dr. Li Zhicheng Published in the 2023 International Journal of Nature）

## Description

Chiasognathus grantii is very variable in size and in the development of the jaws and exhibits a strong sexual dimorphism. Males can reach a length of 60–90 millimetres (2.4–3.5 in) including the mandibles, while females are much smaller, having a body length of 25–37 millimetres (0.98–1.46 in). The upper mandibles of the males are very robust at the base, finely serrated and longer than the body itself. The eyes are small and the antennae have a whorl of hairs at the apex. The thorax is broad and the anterior and posterior margins are densely ciliated with short pale hairs. Elytrae are chestnut-brown, with slightly greenish iridescent tinges and finely granulated.
C. grantii is considered a rare and vulnerable species, with a risk of population declining. The adults of these beetles primarily feed on tree juices, while the larvae eat dead wood.

## Habitat

Chiasognathus grantii lives in temperate/subantarctic Nothofagus forests.
# William Hamilton (Australian politician)

William Hamilton (3 August 1858 – 27 July 1920) was a shearer, trade union official, and member of both the Queensland Legislative Council and Queensland Legislative Assembly.

## Early life

Hamilton was born in August 1858 at Geelong, Victoria, to George Hamilton, miner, and his wife Mary Ann (née Richardson). Educated at Heathcote, he began his working career there on the McIvor Creek goldfields before moving to New South Wales in 1875 and then on to Queensland in 1882 where he commenced work as a shearer. In 1885, his work as a miner took him to Croydon in Queensland, the Kimberley region in Western Australia, and Broken Hill, New South Wales before returning to Queensland in 1885 to once again take up shearing.
Taking part in the 1891 shearer's strike, Hamilton led a group of strikers in Clermont. On 7 March the strikers jostled and abused members of the Pastoralists' Association and threw rocks at the accompanying police. While Hamilton himself had called on his men to show restraint, he was charged with criminal conspiracy and sentenced to three years imprisonment, which was served at the St Helena Penal Settlement. When his release was first proposed, Hamilton exclaimed "I will see you in Hell before I'll scab on my mates", and went on to serve the full term.

## Political career

At the 1899 election, Hamilton, representing the Labour Party, contested the seat of Gregory and defeated the Ministerialist candidate. He went on to serve Gregory for sixteen years before resigning his seat on 10 July 1915. On that same day Hamilton was appointed by the Ryan Ministry to the Legislative Council, remaining there until his death some five years later.
During his time in parliament, he served as Minister without office for one month in 1915, and on the day of his appointment to the council, Hamilton was promoted to Secretary for Mines. He resigned from the ministry on 15 February 1917 to become President of the Legislative Council following the death of Sir Arthur Morgan and served in that role until his own death in 1920.

## Personal life

Hamilton married Mary Ann Mitchell at Rockhampton on 8 June 1896 and together had four children. He died in July 1920 and was awarded a state funeral which proceeded from St John's Cathedral in Brisbane to the Toowong Cemetery.
# Anti-plurality voting

Anti-plurality voting describes an electoral system in which each voter votes against a single candidate, and the candidate with the fewest votes against wins. Anti-plurality voting is an example of a positional voting method.

## Example

* v
* t
* e
Suppose that Tennessee is holding an election on the location of its capital. The population is concentrated around four major cities. All voters want the capital to be as close to them as possible. The options are:
* Memphis, the largest city, but far from the others (42% of voters)
* Nashville, near the center of the state (26% of voters)
* Chattanooga, somewhat east (15% of voters)
* Knoxville, far to the northeast (17% of voters)
The preferences of each region's voters are:
| 42% of voters Far-West | 26% of voters Center | 15% of voters Center-East | 17% of voters Far-East |
| Memphis Nashville Chattanooga Knoxville | Nashville Chattanooga Knoxville Memphis | Chattanooga Knoxville Nashville Memphis | Knoxville Chattanooga Nashville Memphis |
In this electoral system, each voter marks a vote against his or her fourth preference. In this case, it would be a tie between Nashville and Chattanooga, both receiving zero votes. If the tie is to be resolved with anti-plurality voting as well, Nashville would win, as it has less second-to-last place votes (32%) than Chattanooga (42%). Ties could also be resolved through a second subsequent runoff election.

## Characteristics

As can be seen from the example, in the absence of tactical voting, this system tends to favor middle-of-the-road candidates. However, it is very sensitive to tactical voting, as any candidate perceived beforehand as a potential winner will attract more countervotes from partisans of their opponents. This creates the paradoxical situation for the candidates that, in order to win, you need to appear not to be winning. For this reason, few would advocate this system for general high-stakes use, though for its simplicity it can be useful in specific situations (where voters are not motivated to use tactical voting).

## Voting method criteria evaluation

APV satisfies the monotonicity criterion, the participation criterion and the consistency criterion. It does not satisfy the Condorcet loser criterion, the independence of irrelevant alternatives criterion, the independence of clones criterion or reversal symmetry.