OpenLLM-France/wikimedia huggingface dataset:
# Parallelodontidae

Parallelodontidae is a family of saltwater clams, marine bivalve molluscs that are related to the ark clams. This family contains at least four genera.

## Species

Species within the family Parallelodontidae includes:
* Grammatodon
* Parallelodon
** Parallelodon rugosus
* Pleurogrammatodon
* Porterius
** Porterius dalli
# Government High School, Saheed Nagar

Government High School, Saheed Nagar(established : 1968) is a government high school located in Bhubaneswar . It is co-ed school . The medium of teaching is Odia . It is located at a central place of Bhubaneswar called Saheed Nagar. Mrs Puspa Rani Praharaj is currently working as the Head Mistress of the School.

## History

School was established in the year 1968 as a private school . Govt of Odisha taken over the school in 1971. The first Head Master was Mr. Shyam Sundar Patnaik.

## Facilities

The school has 20 teachers and 2 non-teaching staffs apart from the Head Master . School gives equal emphasis to both studies and extra curricular activities. It has got a play ground inside the campus . Scout, NCC, Red Cross wings are available in the school . The other clubs running in the school are Eco Club, Science Club and Culture Club. The school publishes a magazine named as "Saheed" . Students of this school has participated in many state and national competitions and won prizes .
# Healey Dell Viaduct

Healey Dell Viaduct is a viaduct situated in Healey Dell Nature Reserve in the Spodden Valley, on the outskirts of Rochdale in Greater Manchester, England. It is 2.5 mi (4.0 km) from Whitworth, Lancashire. It was built in 1867 and carried the Rochdale to Bacup Railway Line, opening to passengers on 1 November 1870. It operated until 1949, and carried coal trains until into the 1960s.
The viaduct was built from locally quarried gritstone and only a single track wide. It is 105 ft (32 m) high above the river, with eight arches, each with a 30 ft (9.1 m) span.
In November 1984, the viaduct was Grade II listed.
Today it carries the National Cycle Network, Regional Network Route 92 which joins National Route 66.
Healey Dell is on the Rochdale Way and the Pennine Bridleway passes the northern end.

## Gallery

* Healey Dell Viaduct trackbed
# Joseph Gabriel de Poulpiquet de Coatlès

Joseph Gabriel de Poulpiquet de Coatlès (1744 — 1789) was a French Navy officer. He served in the War of American Independence.

## Biography

Poulpiquet de Coatlès served on the 74-gun Hercule, under La Clocheterie. He took part in the Battle of the Saintes on 12 April 1782, and took over command of Hercule when La Clocheterie was killed.
In the subsequent inquiry into the events of the battle, Poulpiquet de Coatlès was both praised and admonished for his defence of Hercule and failure to come to the rescue of Ville de Paris.

## Sources and references

Notes
References
* ↑ "Document d'archives : Coatlès (Gabriel Joseph de Poulpiquet, chevalier de), né en 1744, mort en 1789, capitaine de vaisseau. ..." France Archives. Retrieved 1 June 2020.
* ↑ Dumarcet (1998).
* ↑ Troude (1867), p. 159.
* ↑ Guérin (1843), p. 651.
Bibliography
* Dumarcet, Lionel (1998). François Athanase Charette de la Contrie : une histoire véritable. Paris : Le Grand livre du mois. ISBN 9782702818497. OCLC 468220116.
* Guérin, Léon (1843). Histoire maritime de France depuis la guerre de Nimègue jusqu'à nos jours (in French). Vol. 2. Abel Ledoux.
* Troude, Onésime-Joachim (1867). Batailles navales de la France (in French). Vol. 2. Challamel ainé. OCLC 836362484.
# Georgia Piedmont Technical College

Georgia Piedmont Technical College (GPTC) is a public community college based in Clarkston, Georgia. It is part of the Technical College System of Georgia (TCSG) and provides education for a three-county service area, mostly in the metro Atlanta area. The school's service area includes Dekalb, Rockdale, and Newton counties. GPTC is accredited by the Commission on Colleges of the Southern Association of Colleges and Schools (SACS) to award associate degrees, diplomas, and technical certificates of credit. Many of the school's individual technical programs are also accredited by their respective accreditation organizations. The College also offers free Adult Education courses for GED and HiSet test preparation and English as Second Language programming. Its Economic Development and Continuing Education division provides customized business and industry training to strengthen the workforce pipeline in Metro Atlanta.

## History

GPTC was first established in 1961 as DeKalb Area Vocational School. The college was initially organized in cooperation with the Vocational Division of the State Department of Education and operated by the DeKalb County Board of Education. DeKalb Technical College operated as a division and campus of Georgia Perimeter College (known then as Dekalb College) from 1972 to 1986, and as the post secondary unit of DeKalb County School System until June 30, 1996. On July 1, 1996, DeKalb Tech began operating as a unit of the Technical College System of Georgia. In 2000, DeKalb Technical Institute's name was officially changed to DeKalb Technical College.
The college enrolled its first class of 18 students in Electronics Technology in 1961. At that time, the college was in temporary quarters while the DeKalb Campus facility was under construction. The facility on North Indian Creek Drive in Clarkston opened in October 1963 and consists of five buildings, totaling 275,000 square feet of floor space.
In 2018, the U.S. Department of Education placed the college on heightened cash monitoring status, a status that places additional financial demands on the college as related to federal financial aid. Shortly thereafter, the college's began investigating finances at the college. As a result, the college's president, Jabari Simama, was fired and four other administrators were placed on leave.

## Locations and programs

GPTC's primary campus is located in Clarkston, though the college also has a campus in Covington and nine centers of learning in DeKalb, Newton, and Rockdale counties. The school currently has more than 6,000 students enrolled in credit programs and more than 7,000 in adult education and continuing education classes. Academic and technical programs at GPTC cover more than 120 different occupations. There are more than 260 full-time members of the faculty and staff, and part-time faculty and staff number approximately 660.
* Georgia (U.S. state) portal
# Emmerich, Wisconsin

Emmerich is an unincorporated community located in the town of Berlin, Marathon County, Wisconsin, United States. Emmerich is located on County Highway F 13.3 miles (21.4 km) northwest of Wausau.
# Gouindougouba

Gouindougouba is a town in the Soubakaniédougou Department of Comoé Province in south-western Burkina Faso. The town has a population of 1,626.
# Loch Dochard

Loch Dochard is an upland freshwater loch lying approximately 6 km (3.7 mi) west of Bridge of Orchy in Argyll and Bute, Scottish Highlands. The loch has an irregular shape with a perimeter of 3 km (1.9 mi). It is approximately 1.06 km (0.66 mi) long, has an average depth of 3.7 m (12 ft) and is 13 m (42 ft) at its deepest. The loch was surveyed on 18 May 1903 by Sir John Murray and later charted as part of his Bathymetrical Survey of Fresh-Water Lochs of Scotland 1897-1909.
# Gostin

Gostin may refer to:
* 3640 Gostin, a main-belt asteroid, named after Victor Gostin
* Larry Gostin, an American law professor
* Victor Gostin (born 1940), an Australian geologist
* the former German name of the Silesian town Gostyń, now in Silesian Voivodeship, Poland
# Pok To Yan

Pok To Yan (Chinese: 薄刀屻, literally "Thin Razor's Edge"), is a mountain on Lantau Island, Hong Kong, with a height of 529 metres (1,736 ft) above sea level.

## Geology

Pok To Yan is formed by Volcanic rocks, much like many of the tallest mountains on Lantau Island, such as Lantau Peak.

## Flora

Pok To Yan and neighbouring Por Kai Shan were designated together a "Site of Special Scientific Interest" in 1994. According to the local government, Pok To Yan has "over 200 species of native plants." and "a number of rare and protected indigenous plants".

## Geography

To the northwest is Tung Chung, while to the south is Sunset Peak.
# Séris

Séris is a commune in the Loir-et-Cher department in central France.
# Frederick Wayne

Frederick Wayne (1834–1901) was a 19th-century Member of Parliament in Otago, New Zealand.
He represented the Hampden electorate from 1863 to 1866, when he retired.
Wayne married in 1864 and had four sons.
# Frenz

Frenz is a surname. Notable people with the surname include:
* Horst Frenz (1912–1990), German-American literary scholar and professor
* Richardt Frenz (born 1992), South African cricketer
* Ron Frenz (born 1960), American comic book artist
* Uwe Frenz (born 1969), German judoka
# Engine (Jinn album)

Engine (エンジン, Enjinn) is the second mini studio album by the rock band Jinn. It was released on July 14, 2010.

## Track listing

* "Hyakumankai Sukida to Itte" (100万回好きだと言って) [3:52]
* "Gamma" (ガンマ, Ganma) [3:18]
* "Dokusō Ka" (独走歌) [3:50]
* "Parallel World" (パラレルワールド, Parareru waarudo) [5:02]
* "Dry Flower" (ドライフラワー, Dorai furawaa) [4:17]
* "Optimist" [3:31]
# Gouines rouges

The Gouines Rouges ("Red Dykes") are a French radical feminist lesbian movement.
The Gouines Rouges were founded in April 1971, out of a wish to assert themselves within both the feminist movement and the homosexual movement, and the fear that lesbians were in danger of disappearing.

## History

In April 1971, the Mouvement de libération des femmes (MLF, "Women's Liberation Movement") had existed for two and a half years. Three hundred women who were coming regularly to its general meetings at the École nationale supérieure des Beaux-Arts then launched a campaign for free abortion and birth control.
The Front homosexuel d'action révolutionnaire (FHAR, "Homosexual Front for Revolutionary Action"), a radical movement rejecting reforms in favor of homosexuality that they deemed inadequate or timid, had been created a month earlier on the initiative of MLF activists and some members of the homophile organization Arcadie.
The "alliance between the MLF girls and the FHAR gays" seemed so obvious that no one questioned the FHAR's gender-mixing. Members of both movements felt victimized by "phallocracy" and wanted "the free disposition of [their] body. " Anne-Marie Fauret, in issue #12 of the leftist newspaper Tout, sums up this position: "Our place is at the intersection of movements that will free women and homosexuals. The power that we claim is our self-realization."
But the appearance of Tout #12, in which gays and lesbians publicly spoke out in a far-left newspaper for the first time, tipped the balance between the sexes over to the male side. With men flocking to the FHAR, the lesbians felt marginalized, their number remaining substantially the same. Feminist activists felt dispossessed by the FHAR.
Finally, the militant lesbians held a meeting against the FHAR's "misogyny" in the Beaux-Arts auditorium. Some fifty activists, aged between twenty and thirty-five, founded the Gouines rouges. The name was taken from the invective of a hostile passerby during a demonstration.
The movement became known through leafleting at the entrances to women's clubs in the Quartier Pigalle and Chez Moune. In June 1971, a party at Les Halles was organized "to celebrate with joy the beginning of our rebellion, to come out of our ghettos, to finally live our love in broad daylight."
Shortly afterward, the group split off from the FHAR to rejoin the MLF, meeting as an informal discussion group. Concepts such as "becoming lesbian by political choice" were introduced or discussed there. The Gouines rouges asserted themselves within the MLF with "happenings" in the general meetings, with themes like "Are lesbians women?" or "Our problem is yours too," or during the "Days of denunciation of crimes against women," held at the Maison de la Mutualité on 14–15 May 1972. Meetings of the Gouines rouges then became more infrequent, despite the encouragement of Monique Wittig.

## Membership

The group included Monique Wittig, Christine Delphy, Marie-Jo Bonnet, Dominique Poggi, Catherine Deudon, Évelyne Rochedereux, Cathy Bernheim and Josiane Gamblain.
# Pretty Polly

Pretty Polly may refer to:
* "Pretty Polly" (ballad)
* Pretty Polly (film)
* Pretty Polly (opera)
* Pretty Polly (horse)
* Pretty Polly (hosiery)
* "Polly" (The Kinks song), sometimes mislabeled "Pretty Polly"
# Gostimë

Gostimë is a village and a former municipality in the Elbasan County, central Albania. At the 2015 local government reform it became a subdivision of the municipality Cërrik. The population at the 2011 census was 8,116. The municipal unit consists of the villages Gostimë, Gjyral, Shtepanj, Shushicë, Shtermen, Malasej and Çartallos.
# Hill differential equation

In mathematics, the Hill equation or Hill differential equation is the second-order linear ordinary differential equation
    ${\frac {d^{2}y}{dt^{2}}}+f(t)y=0,$
where $f(t)$ is a periodic function with minimal period $\pi$ and average zero. By these we mean that for all $t$
    $f(t+\pi )=f(t),$
and
    $\int _{0}^{\pi }f(t)\,dt=0,$
and if $p$ is a number with $0<p<\pi$, the equation $f(t+p)=f(t)$ must fail for some $t$. It is named after George William Hill, who introduced it in 1886.
Because $f(t)$ has period $\pi$, the Hill equation can be rewritten using the Fourier series of $f(t)$:
    ${\frac {d^{2}y}{dt^{2}}}+\left(\theta _{0}+2\sum _{n=1}^{\infty }\theta _{n}\cos(2nt)+\sum _{m=1}^{\infty }\phi _{m}\sin(2mt)\right)y=0.$
Important special cases of Hill's equation include the Mathieu equation (in which only the terms corresponding to n = 0, 1 are included) and the Meissner equation.
Hill's equation is an important example in the understanding of periodic differential equations. Depending on the exact shape of $f(t)$, solutions may stay bounded for all time, or the amplitude of the oscillations in solutions may grow exponentially. The precise form of the solutions to Hill's equation is described by Floquet theory. Solutions can also be written in terms of Hill determinants.
Aside from its original application to lunar stability, the Hill equation appears in many settings including in modeling of a quadrupole mass spectrometer, as the one-dimensional Schrödinger equation of an electron in a crystal, quantum optics of two-level systems, accelerator physics and electromagnetic structures that are periodic in space and/or in time.
# Szada

Szada is a village in the Gödöllő District of Pest county, Budapest metropolitan area, Hungary.

## Location

The village is located in the Gödöllő Hills area. Its main road is part of the Gödöllő-Vác road (Route 2104). Szada's bordering villages/towns: Gödöllő, Veresegyház, Mogyoród
# Josko Arena

The Josko Arena, formerly Fill Metallbau Stadion, is a football stadium in Ried im Innkreis, Austria. It is the home ground of SV Ried. The stadium holds 7,680 spectators and was built in 2003. The stadium was renamed in "Josko Arena", after the sponsor "Josko".
# London 2 North

London 2 North is a Tier 6 English Rugby Union League. It is one of two London-area leagues at this level (the other being London 2 South).
# Mary Theisen-Lappen

Mary Anne Theisen-Lappen (born November 3, 1990) is an American weightlifter.
She won the silver medal in the women's +87 kg event at the 2023 World Weightlifting Championships held in Riyadh, Saudi Arabia, and the gold medal in the women's +81 kg event at the 2023 Pan American Games held in Santiago, Chile.

## Career

In 2021, she won the gold medal in the women's +87 kg event at the Pan American Weightlifting Championships held in Guayaquil, Ecuador. She also won the gold medal in her event at the 2023 Pan American Weightlifting Championships held in Bariloche, Argentina.
In September 2023, Theisen-Lappen won the silver medal in the women's +87 kg event at the World Weightlifting Championships held in Riyadh, Saudi Arabia.
In October 2023, she won the gold medal in the women's +81 kg event at the Pan American Games held in Santiago, Chile. She made six successful lifts with her best lifts being 120 kg in the Snatch and 157 kg in the Clean & Jerk.
In December 2023, Theisen-Lappen won the gold medal in the women's +87 kg at the 2023 IWF Grand Prix II in Doha, Qatar, with a total of 283kg.
In August 2024, she finished in 5th place in the women's +81 kg event at the 2024 Summer Olympics held in Paris, France.

## Personal life

She is married to bowler Casey Lappen.

## Achievements

| Year | Venue | Weight | Snatch (kg) | Snatch (kg) | Snatch (kg) | Snatch (kg) | Clean & Jerk (kg) | Clean & Jerk (kg) | Clean & Jerk (kg) | Clean & Jerk (kg) | Total | Rank |
| Year | Venue | Weight | 1 | 2 | 3 | Rank | 1 | 2 | 3 | Rank | Total | Rank |
| Summer Olympics |||||||||||||
| 2024 | Paris, France | +81 kg | 115 | 118 | 119 | — | 155 | 162 | 165 | — | 274 | 5 |
| World Championships |||||||||||||
| 2023 | Riyadh, Saudi Arabia | +87 kg | 117 | 117 | 121 | 6 | 156 | 160 | 166 | | 277 | |
| IWF World Cup |||||||||||||
| 2024 | Phuket, Thailand | +87 kg | 118 | 118 | 122 | 8 | 151 | 156 | 162 | 5 | 274 | 5 |
| Pan American Games |||||||||||||
| 2023 | Santiago, Chile | +81 kg | 112 | 116 | 120 | — | 150 | 155 | 157 | — | 277 | |
| Pan American Championships |||||||||||||
| 2021 | Guayaquil, Ecuador | +87 kg | 109 | 114 | 117 | | 140 | 148 | 153 | | 270 | |
| 2023 | Bariloche, Argentina | +87 kg | 110 | 114 | 114 | | 145 | 152 | 158 | | 272 | |
# Gouina Hydroelectric Plant

The Gouina Hydroelectric Plant (French: Centrale hydroélectrique de Gouina) is a run-of-the-river-type hydroelectric installation on Gouina Falls along the Senegal River in Mali. It is located about 18 km (11 mi) southeast of Diamou in the Kayes Region. It is the fourth project of the Senegal River Basin Development Authority and its ground-breaking ceremony on 17 December 2013 was attended by the heads of state of each member country. Mauritanian President Mohamed Ould Abdel Aziz laid the foundation stone. Preliminary construction had been suspended due to the 2012 Malian coup d'état and subsequent Northern Mali conflict.
The plant was inaugurated by the Malian Prime Minister Abdoulaye Maïga in December 2022. It cost US$329 million and the 280 km (170 mi) of transmission lines cost US$65 million. The project received 85 percent of its funding from the Exim Bank of China along with US$1 million from the EU-Africa Infrastructure Trust Fund and US$1.4 million from the International Development Association and European Investment Bank.
It has an installed capacity of 140 megawatts (190,000 hp) and will use the outflows of the Manantali Dam upstream to regulation water flow into the plant. A 1,230 m (4,040 ft) long weir just above the water fall directs water into a channel which will feed the power house just downstream of the falls. The power house contains three 46.6 MW Kaplan turbine-generators. The difference in elevation the water fall and weir provides a hydraulic head (water drop) of 22.5 m (74 ft).
# Hopefield

Hopefield can refer to:
* Hopefield, New South Wales in Australia
* Hopefield, Western Cape, in South Africa
* Hopefield, Bonnyrigg, in Scotland
* Hopefield, Caithness, in Scotland
* Hopefield, Arkansas, a former town in West Memphis, USA
* Hopefield (Warrenton, Virginia), listed on the NRHP in Fauquier County, Virginia
* Hope Field Aerodrome, near Ottawa, Canada
# Loida Maritza Pérez

Loida Maritza Pérez (born 1963) is a Dominican American author. She is most known for her 1999 novel Geographies of Home.

## Biography

Loida Maritza Pérez was born in the Dominican Republic in 1963. Rafael Trujillo's reign over the island had ended two years prior and the nation's political status was uncertain, leading many families to emigrate. Loida Maritza Pérez's family left for the United States when she was three years old, where they settled in the Bronx in New York City. She grew up in the Bronx and the location features heavily in her writings.

## Career

Loida Maritza Pérez began her writing career as an undergraduate at Cornell. During an autobiographical class then taught by Henry Louise Gates, she produced the short story that became her novel Geographies of Home (1999). She has also taught writing workshops and contributed to the publications Bomb, Latina, and Callaloo. Her writing has drawn comparisons to other Dominican American writers of her generation such as Angie Cruz, Nelly Rosario, and Junot Díaz, a group that is often seen as following in the footsteps of writer Julia Álvarez. Loida Maritza Pérez's works deal with the themes of intergenerational trauma, diaspora, displacement, and more. She has received awards for her work from the New York Foundation for the Arts, Pauline and Henry Louis Gates fellowship, El Diario, and Ucross Foundation.
# Gostinari

Gostinari is a commune located in Giurgiu County, Muntenia, Romania. It is composed of two villages, Gostinari and Mironești.
# Sphenomorphus cameronicus

The Cameron Highlands forest skink (Sphenomorphus cameronicus) is a species of skink found in Malaysia.
# 2013 Moselle Open – Doubles

Nicolas Mahut and Édouard Roger-Vasselin were the defending champions, but chose not to participate together. Roger-Vasselin teamed up with Rohan Bopanna, but lost in the semifinals to Johan Brunström and Raven Klaasen. Mahut played alongside Jo-Wilfried Tsonga, but lost in the final to Brunström and Klaasen, 4–6, 6–7$^{(5–7)}$.

## Seeds

* Rohan Bopanna / Édouard Roger-Vasselin (semifinals)
* Julian Knowle / Marcelo Melo (quarterfinals)
* Jamie Murray / John Peers (first round)
* Andre Begemann / Martin Emmrich (quarterfinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final |
| 1 | R Bopanna É Roger-Vasselin | 6 | 7$^7$ | | | | | | | | | | | | | |
| | E Butorac S Querrey | 1 | 6$^4$ | | 1 | R Bopanna É Roger-Vasselin | 6 | 6 | | | | | | | | |
| | N Monroe S Stadler | 2 | 6 | [10] | | N Monroe S Stadler | 3 | 2 | | | | | | | | |
| | C Kas A Seppi | 6 | 2 | [5] | | | | | 1 | R Bopanna É Roger-Vasselin | 4 | 7$^{10}$ | [6] | | | |
| 3 | J Murray J Peers | 4 | 6$^2$ | | | | | | | J Brunström R Klaasen | 6 | 6$^8$ | [10] | | | |
| | J Brunström R Klaasen | 6 | 7$^7$ | | | J Brunström R Klaasen | 6 | 6 | | | | | | | | |
| PR | J Erlich A Ram | 4 | 6 | [10] | PR | J Erlich A Ram | 4 | 4 | | | | | | | | |
| WC | P-H Herbert A Olivetti | 6 | 4 | [4] | | | | | | | | | | J Brunström R Klaasen | 6 | 7$^7$ |
| | N Mahut J-W Tsonga | 6 | 6 | | | | | | | | | | | N Mahut J-W Tsonga | 4 | 6$^5$ |
| | C Berlocq I Sijsling | 4 | 1 | | | N Mahut J-W Tsonga | 7$^{13}$ | 7 | | | | | | | | |
| | T Bednarek O Marach | 6$^3$ | 4 | | 4 | A Begemann M Emmrich | 6$^{11}$ | 5 | | | | | | | | |
| 4 | A Begemann M Emmrich | 7$^7$ | 6 | | | | | | | N Mahut J-W Tsonga | 6 | 6$^2$ | [10] | | | |
| | F Delbonis M Demoliner | 3 | 4 | | | | | | | P Hanley A Sá | 2 | 7$^7$ | [4] | | | |
| | P Hanley A Sá | 6 | 6 | | | P Hanley A Sá | 6 | 6 | | | | | | | | |
| WC | J Chardy M Gicquel | 4 | 3 | | 2 | J Knowle M Melo | 3 | 2 | | | | | | | | |
| 2 | J Knowle M Melo | 6 | 6 | | | | | | | | | | | | | |