OpenLLM-France/wikimedia huggingface dataset:
# Moss Vale High School

Moss Vale High School is a government-funded co-educational comprehensive secondary day school, located in Moss Vale, a town in the Southern Highlands region of New South Wales, Australia.
Established in 1963, the school enrolled approximately 650 students in 2018, from Year 7 to Year 12; six percent identified as Indigenous Australians and six percent were from a language background other than English. The school is operated by the NSW Department of Education; the principal is Patrica Holmes, and deputy principals are Mathew Carlyon and Helen Campbell.

## Overview

The school's catchment area is drawn from the towns of Moss Vale, Bundanoon and Robertson; and the villages of Burrawang, Avoca, Wildes Meadow and Fitzroy Falls, Sutton Forest, Exeter, Penrose and Wingello, and surrounding rural areas.

## Notable alumni

* Darren Beadman – horse racing jockey
* Nathan Hindmarsh – rugby league player
# Gomeyn, East Azerbaijan

Gomeyn (Persian: گمين; also known as Kamī, Kemi, Komī, and Kumsin) is a village in Kandovan Rural District, Kandovan District, Meyaneh County, East Azerbaijan Province, Iran. At the 2006 census, its population was 74, in 15 families.
# Chakan Hoseynabad

Chakan Hoseynabad (Persian: چكان حسين اباد, also Romanized as Chaḵān Hoseynābād; also known as Chakan) is a village in Zaz-e Sharqi Rural District, Zaz va Mahru District, Aligudarz County, Lorestan Province, Iran. At the 2006 census, its population was 95, in 14 families.
# Jamal Woods

Jamal Woods (born June 14, 1999) is an American professional football defensive tackle for the Winnipeg Blue Bombers of the Canadian Football League (CFL). He played college football at Illinois. He has also been a member of the Indianapolis Colts and Miami Dolphins of the National Football League (NFL).

## Early life

Woods was born in Hueytown, Alabama and played high school football at Hueytown High School. He totaled 47 tackles, two sacks, and one forced fumble his senior year. He also participated in wrestling in high school.

## College career

Woods played college football for the Illinois Fighting Illini from 2017 to 2022.
He played in 11 games, starting four, his freshman year in 2017, and made 24 tackles while earning BTN.com honorable mention All-Freshman honors. He appeared in four games, all starts, during the 2018 season, recording 13 tackles, one sack, and three pass breakups before suffering a season-ending injury. He was named honorable mention All-Big Ten by the media that season. Woods played in nine games, starting four, in 2019, accumulating 14 tackles, 0.5 sacks, and one forced fumble. He appeared in four games, starting three, during the COVID-19-shortened 2020 season, recording four tackles. He also missed four games due to injury in 2020. Woods played in 10 games, starting one, in 2021, totaling 12 tackles. He appeared in 11 games, starting two, during his sixth season of college football in 2022, and made 11 tackles.
Woods recorded career totals of 78 tackles, 1.5 sacks, one forced fumble, and three pass breakups. In December 2021, he graduated with a bachelor's in community health.

## Professional career

Pre-draft measurables :
| Height | Weight | Arm length | Hand span | 40-yard dash | 10-yard split | 20-yard split | 20-yard shuttle | Three-cone drill | Vertical jump | Broad jump | Bench press |
| 6 ft 0+3⁄5 in (1.84 m) | 294 lb (133 kg) | 32+3⁄8 in (0.82 m) | 10+1⁄8 in (0.26 m) | 4.96 s | 1.62 s | 2.90 s | 4.56 s | 7.48 s | 30 in (0.76 m) | 9 ft 3 in (2.82 m) | 27 reps |
| All values from Pro Day ||||||||||||
After going undrafted in the 2023 NFL draft, Woods signed with the Indianapolis Colts of the National Football League (NFL) on May 8, 2023. He was waived on August 1, 2023.
Woods was signed by the Miami Dolphins of the NFL on August 25, 2023. He was waived three days later on August 28, 2023.
Woods signed a futures contract with the Winnipeg Blue Bombers of the Canadian Football League (CFL) on October 29, 2023. He was moved to the practice roster on June 12, 2024, and promoted to the active roster three days later on June 15. He made his CFL debut, and first start, on June 21 as an injury-replacement for Miles Fox.
# Symmetric product of an algebraic curve

In mathematics, the n-fold symmetric product of an algebraic curve C is the quotient space of the n-fold cartesian product
    C × C × ... × C
or C$^n$ by the group action of the symmetric group S$_n$ on n letters permuting the factors. It exists as a smooth algebraic variety denoted by Σ$^n$C. If C is a compact Riemann surface, Σ$^n$C is therefore a complex manifold. Its interest in relation to the classical geometry of curves is that its points correspond to effective divisors on C of degree n, that is, formal sums of points with non-negative integer coefficients.
For C the projective line (say the Riemann sphere $\mathbb {C}$ ∪ {∞} ≈ S$^2$), its nth symmetric product Σ$^n$C can be identified with complex projective space $\mathbb {CP} ^{n}$ of dimension n.
If G has genus g ≥ 1 then the Σ$^n$C are closely related to the Jacobian variety J of C. More accurately for n taking values up to g they form a sequence of approximations to J from below: their images in J under addition on J (see theta-divisor) have dimension n and fill up J, with some identifications caused by special divisors.
For g = n we have Σ$^g$C actually birationally equivalent to J; the Jacobian is a blowing down of the symmetric product. That means that at the level of function fields it is possible to construct J by taking linearly disjoint copies of the function field of C, and within their compositum taking the fixed subfield of the symmetric group. This is the source of André Weil's technique of constructing J as an abstract variety from 'birational data'. Other ways of constructing J, for example as a Picard variety, are preferred now but this does mean that for any rational function F on C
    F(x$_1$) + ... + F(x$_g$)
makes sense as a rational function on J, for the x$_i$ staying away from the poles of F.
For n > g the mapping from Σ$^n$C to J by addition fibers it over J; when n is large enough (around twice g) this becomes a projective space bundle (the Picard bundle). It has been studied in detail, for example by Kempf and Mukai.

## Betti numbers and the Euler characteristic of the symmetric product

Let C be a smooth projective curve of genus g over the complex numbers C. The Betti numbers b$_i$(Σ$^n$C) of the symmetric products Σ$^n$C for all n = 0, 1, 2, ... are given by the generating function
    $\sum _{n=0}^{\infty }\sum _{i=0}^{2n}b_{i}(\Sigma ^{n}C)y^{n}u^{i-n}={\frac {(1+y)^{2g}}{(1-uy)(1-u^{-1}y)}}$
and their Euler characteristics e(Σ$^n$C) are given by the generating function
    $\sum _{n=0}^{\infty }e(\Sigma ^{n}C)p^{n}=(1-p)^{2g-2}.$
Here we have set u = -1 and y = -p in the previous formula.
# Mai Municipality

Mai (Nepali: माई) is a municipality out of four municipalities of Ilam District of Province No. 1 of Nepal. It was formed in May 2017 with merging some VDC. Mahamai, Danabari and Chisapani VDCs were merged. The municipality is divided into ten wards which is surrounded by Deumai Municipality and Ilam Municipality from north, Suryodaya Municipality from north-east, Jhapa District from south-east and Mangsebung and Chulachuli Rural Municipality from west.
It has an area of 264 square kilometres (102 sq mi). According to 2011 Census of Nepal, it had population of 33,210 people, in which female comprises 17,111.
After winning the local election of 2022, Khamba Singh Limbu was elected as a mayor and Hima Bhandari elected as a deputy mayor in Mai Municipality.
# Khanom chak

Khanom chak (Thai: ขนมจาก, RTGS: khanom chak, pronounced) is a local dessert of Thailand. The main ingredients are sticky rice flour, palm sugar and shredded coconut. It is covered by leaves of a nipa palm and then roasted on a charcoal fire.

## History

Khanom chak can be found in many areas in Thailand close to the coastal area because all of the ingredients are found in these areas. The name of comes from the nipa palm which in Thailand is called chak (Thai: จาก). Nipa palm leaves are used to cover because they make a frangent. It is folk wisdom over many centuries.
Khanom chak is used in the sacred ceremony at Phra Samut Chedi, a pagoda in Amphoe Phra Samut Chedi, Samut Prakan.

## Ingredients

* Sticky rice flour
* Palm sugar
* Shredded coconut
* Water
* Nipa palm leaves
* Little stick
# Geoff Lyon

Geoff Lyon (birth unknown – death unknown) was an English professional rugby league footballer who played as a second-row for Wigan and Leigh, and made one representative appearance for Lancashire. His son, David Lyon was also a professional rugby league footballer.

## Playing career
### Challenge Cup Final appearances

Geoff Lyon was an unused substitute in Wigan's 20-16 victory over Hunslet in the 1965 Challenge Cup Final during the 1964–65 season at Wembley Stadium, London on Saturday 8 May 1965, in front of a crowd of 89,016.

### County Cup Final appearances

Geoff Lyon was a substitute in Wigan's 7-4 victory over St. Helens in the 1968 BBC2 Floodlit Trophy Final during the 1968–69 season at Central Park, Wigan on Tuesday 17 December 1968, played at second-row in Wigan's 16-13 victory over Oldham in the 1966 Lancashire Cup Final during the 1966–67 season at Station Road, Swinton on Saturday 29 October 1966, and played at second-row in Leigh's 2-11 defeat by Swinton in the 1969 Lancashire Cup Final during the 1969–70 season at Central Park, Wigan on Saturday 1 November 1969.

### BBC2 Floodlit Trophy Final appearances

Geoff Lyon played loose forward in Leigh's 11-6 victory over Wigan in the 1969 BBC2 Floodlit Trophy Final during the 1969–70 season at Central Park, Wigan on Tuesday 16 December 1969.
# Hojjatabad, Jebalbarez-e Jonubi

Hojjatabad (Persian: حجت‌آباد, also Romanized as Ḩojjatābād) is a village in Garmsar Rural District, Jebalbarez-e Jonubi District, Anbarabad County, Kerman Province, Iran. At the 2006 census, its population was 12, in 4 families.
# Band Dar

Band Dar (Persian: بنددر) is a village in Negur Rural District, Dashtiari District, Chabahar County, Sistan and Baluchestan Province, Iran. At the 2006 census, its population was 124 citizens, including 32 families.
# Patagopteryx

Patagopteryx is an extinct monotypic genus of euornithean dinosaurs that lived during the Late Cretaceous, around 80 mya, in what is now the Sierra Barrosa in northwestern Patagonia, Argentina. About the size of a chicken, it is the earliest known unequivocal example of secondary flightlessness: its skeleton shows clear indications that the ancestors of Patagopteryx were flying animals, though other studies find earlier diverging theropods to be secondarily flightless.
Located in strata of the Santonian Bajo de la Carpa Formation, the original remains were discovered by Oscar de Ferrariis, Director of the Natural History Museum of the Comahue National University in Neuquén around 1984–5. He passed them onto noted paleontologist José Bonaparte, who described the species Patagopteryx deferrariisi in 1992.

## Characteristics

Patagopteryx had feet with fused bones, much like modern birds. The animal did not have a furcula (wishbone), meaning it could not have had the muscles necessary for flying. The legs had very short femurs, characteristic of a running animal. The second toe had a curved claw, but it does not appear to have been used as a weapon. It was omnivorous, and probably traveled in flocks across the plains of South America.
# Friedrichskoog

Friedrichskoog (Low German: Friechskouch) is a municipality in the district of Dithmarschen, in Schleswig-Holstein, Germany. It is situated near the outflow of the Elbe into the North Sea, approximately 25 km southwest of Heide, and 25 km northeast of Cuxhaven.
The municipality is located in and named after the polder (German: Koog), which was named in honour of King Frederick VII of Denmark.
# Dohneh, Qazvin

Dohneh (Persian: دهنه, also Romanized as Dahaneh, Dohīneh, Duhinah, and Dukhinakh) is a village in Chuqur Rural District, Tarom Sofla District, Qazvin County, Qazvin Province, Iran. At the 2006 census, its population was 94, in 24 families.
# Transtillaspis cholojuxta

Transtillaspis cholojuxta is a species of moth of the family Tortricidae. It is found in Peru.
The wingspan is about 20 mm.

## Etymology

The species name refers to the unequal processes of the juxta and is derived from Greek cholos (meaning lame).
# Dolgo Brdo, Litija

Dolgo Brdo (pronounced; German: Langeneck) is a small settlement in the Municipality of Litija in central Slovenia. The area is part of the traditional region of Lower Carniola. It is now included with the rest of the municipality in the Central Sava Statistical Region; until January 2014 the municipality was part of the Central Slovenia Statistical Region.
# Transtillaspis pichinchana

Transtillaspis pichinchana is a species of moth of the family Tortricidae. It is found in Pichincha Province, Ecuador.
The wingspan is about 19 mm.

## Etymology

The species name refers to the province of Pichincha, the type locality.
# Turn It Down (Sweet song)

"Turn It Down" is a song by the British glam rock band the Sweet, from their 1974 album Desolation Boulevard. The song was removed from the US version of Desolation Boulevard however, along with two other songs. "Turn It Down" was the second single released from the album. In the UK, the single reached number 41 on the charts but fared better in Europe, reaching the top five in Norway and Germany.

## Style

Writing in 2018, Simon Philio proclaimed "Turn It Down" to be "proto-glam metal" in style.

## Controversy

"Turn It Down" was banned by the BBC due to its subject nature, and because it contained the words "for God's sake".

## Personnel

* Brian Connolly – lead vocals
* Steve Priest – bass, backing vocals
* Andy Scott – guitars, backing vocals
* Mick Tucker – drums, percussion, backing vocals

## Charts

| Chart (1974) | Peak position |
| Austria (Ö3 Austria Top 40) | 14 |
| Belgium (Ultratop 50 Wallonia) | 33 |
| Norway (VG-lista) | 4 |
| UK Singles (OCC) | 41 |
| West Germany (GfK) | 4 |
# Hevela

Hevela (Persian: هولا, also Romanized as Hevelā; also known as Hevelā-ye Bālā and Hevelā-ye Pā’īn) is a village in Miandorud-e Kuchak Rural District, in the Central District of Sari County, Mazandaran Province, Iran. At the 2006 census, its population was 2,384, in 597 families.
# René Gründer

René Gründer (born 1975) is a German sociologist.

## Career

René Gründer was born in 1975 in Zittau. He completed his doctorate at the University of Freiburg in 2010. Since 2013 he is professor of social work at the Baden-Württemberg Cooperative State University Heidenheim.
He has written about new religious movements, especially Germanic neopaganism in Germany. His approach has been to focus on the perspectives of the individual practitioners and how they combine their worldview with the modernity they live in.

## Selected publications

* Germanisches (Neu-)Heidentum in Deutschland. Entstehung, Struktur und Symbolsystem eines alternativreligiösen Feldes, Berlin 2008
* Der andere Glaube. Europäische Alternativreligionen zwischen heidnischer Spiritualität und christlicher Leitkultur, editor, with Michael Schetsche and Ina Schmied-Knittel, Würzburg 2009
* Blótgemeinschaften. Eine Religionsethnografie des 'germanischen Neuheidentums', Würzburg 2010
# Abezhdan-e Malmulil

Abezhdan-e Malmulil (Persian: ابژدان ملموليل, also Romanized as Ābezhdān-e Malmūlīl; also known as Ābezhdān-e Malmūlīn) is a village in Abezhdan Rural District, Abezhdan District, Andika County, Khuzestan Province, Iran. At the 2006 census, its population was 177, in 34 families.
# Väike-Lähtru

Väike-Lähtru (German: Klein-Lechtigall) is a village in Lääne-Nigula Parish, Lääne County, in western Estonia.
# Economic Party (Germany)

The Reich Party of the German Middle Class (German: Reichspartei des deutschen Mittelstandes), known from 1920 to 1925 as the Economic Party of the German Middle Classes (German: Wirtschaftspartei des deutschen Mittelstandes), was a conservative German political party during the Weimar Republic. It was commonly known as the Economic Party (German: Wirtschaftspartei, WP).

## Development

Following the establishment of the Weimar Republic, the German National People's Party (DNVP), which emerged as the main conservative party, hoped to include Germany's established bourgeoisie as a natural part of its own support base. This however was not to be the case, as the party quickly became associated with general rural interests as well as those of big business, and as a result the WP was formed in 1920 to be the party of these middle-class views. In order to reflect the views of this group, the WP called for a reduction in government economic involvement, a freer hand for business and lower tax. Close to the Central Association of House and Property Owners, it was particularly opposed to revaluation, which it considered an attack on the rights of property owners. The WP did not dominate as the middle class vote, as some went with either the DNVP or one of the two liberal parties, whilst others preferred more radical right alternatives, but generally the WP emerged as the main group to specifically target the middle classes for its support.
Its first representation was in the Landtag of Prussia in 1921, and it appeared in the Reichstag in 1924. Its best performance in a national election came in 1930 when it won 23 seats. This total reduced to two only two years later by which time it had lost most of its support to the Nazi Party.

## Saxony

The party enjoyed its strongest following in Saxony during the 1920s and when it first contested the Landtag of Saxony elections in 1924 it received 7.9% of the vote in Chemnitz-Zwickau, the only district in which it stood.
In 1926 the party co-operated with the German People's Party, DNVP and the Reich Party for Civil Rights and Deflation in a pact against "red parties" in Saxony, arguing that the left was using that state to launch its assault on the Weimar Republic in order to establish communism in Germany. The pact was not a success however as a Social Democratic Party of Germany government took office in the state and before the WP was squabbling with their Reich Party allies over the issue of property revaluation (which WP opposed and the Reich Party supported).
Nonetheless, their support in Saxony was reflected in the 1928 Reichstag election, where the party's 8.5% vote share was by some distance their highest in the country. This fell to 7.3% in 1930 and to as low as 1% in July 1932 by which the WP, which had flirted with anti-parliamentary rhetoric and corporatism, saw its support transfer to the Nazi Party in Saxony as was the case elsewhere.
# 2024 in South America

The following lists events that happened during 2024 in South America.
The combined population of South America is estimated at 439.71 million (2023).

## Events
### Elections

* 28 July – 2024 Venezuelan presidential election
* 6 October – 2024 São Paulo mayoral election
* 27 October – 2024 Uruguayan general election
# Daar kom die Alibama

"Daar kom die Alibama" (in English: "There comes the Alibama") is a traditional Afrikaans song and Cape jazz song. According to some sources, the song's history dates back to about 1863, and it originally referred to the warship, the CSS Alabama. The English name, Alabama, was respelt in the Cape Dutch vernacular to Alibama.

## Origin
### CSS Alabama

In the American Civil War, the CSS Alabama sailed under the Confederate States of America flag and raided U.S. commercial shipping, successfully gaining international infamy. During a South African expeditionary raid in 1863, the ship docked at Cape Town to take on supplies and sell cargo and ships looted during its mission. Alabama revisited Cape Town in 1864. The song may have originated during these visits.

### River boat

The South African journalist and author Lawrence G. Green states that the lyrics' reference to a "reed bed" possibly points to the song having a more humble origin. Green states that in the 1800s, there was a riverboat based on the Berg River, also named Alabama (Alibama), that once a year used to deliver reeds to the harbor of Cape Town. Weavers used the reeds to braid bridal beds for Cape Malay brides; at Cape Town harbor, they sang: "There comes the Alibama . . . the Alibama that comes across the sea ..."

## Lyrics

The lyrics in Afrikaans are:
   Daar kom die Alibama, die Alibama kom oor die see
   Daar kom die Alibama, die Alibama kom oor die see
   Nooi, nooi, die rietkooi, nooi, die rietkooi is gemaak Die rietkooi is vir jou gemaak om daarop te slaap Nooi, nooi, die rietkooi, nooi, die rietkooi is gemaak, Die rietkooi is vir jou gemaak om daarop te slaap
   Die Alibama, die Alibama, die Alibama kom oor die see Die Alibama, die Alibama, die Alibama kom oor die see
   Daar kom die Alibama, die Alibama die kom oor die see Daar kom die Alibama, die Alibama die kom oor die see
   Die Alibama, die Alibama, die Alibama kom oor die see
   Die Alibama, die Alibama, die Alibama kom oor die see
Translated into English, the lyrics are:
   Here comes the Alibama, the Alibama comes across the sea
   Here comes the Alibama, the Alibama comes across the sea
   Girl, girl, the reed bed, girl, the reed bed is made, the reed bed is made-up for you to sleep on Girl, girl, the reed bed, girl, the reed bed is made, the reed bed is made-up for you to sleep on
   The Alibama, the Alibama, the Alibama comes across the sea The Alibama, the Alibama, the Alibama comes across the sea
   Here comes the Alibama, the Alibama that comes across the sea Here comes the Alibama, the Alibama that comes across the sea
   The Alibama, the Alibama, the Alibama comes across the sea
   The Alibama, the Alibama, the Alibama comes across the sea