OpenLLM-France/wikimedia huggingface dataset:
# Hollis

Hollis may refer to:

## People

* Hollis (name), a list of people with either the surname or given name
* Hollis (singer), American singer-songwriter Hollis Wong-Wear (fl. 2013–present)

## Places
### United States

* Hollis, Alaska, a census-designated place
* Hollis, Arkansas, an unincorporated community
* Hollis, Kansas, an unincorporated community
* Hollis, Maine, a town
* Hollis, Mississippi, an unincorporated community
* Hollis, Missouri, an unincorporated community
* Hollis, New Hampshire, a town
* Hollis, Oklahoma, a city and county seat
* Hollis, Queens, a New York City neighborhood
** Hollis station, a Long Island Railroad station
* Hollis Garden, a public botanical garden in Lakeland, Florida
* Hollis Speedway, a racetrack in Heflin, Alabama

### Elsewhere

* Hollis Reservoir, Trinidad

## Other uses

* USS Hollis, a US Navy destroyer escort
* Hollis Chair of Mathematicks and Natural Philosophy, an endowed professorship at Harvard University
* Hollis Professor of Divinity, an endowed chair at Harvard University
* HOLLIS, acronym for Harvard Library's online catalog
# HD 3240

HD 3240 is a single star in the northern constellation of Cassiopeia, positioned near Zeta Cassiopeiae. This object has a blue-white hue and is dimly visible to the naked eye with an apparent visual magnitude of 5.08. The distance to HD 3240 is approximately 480 light years based on parallax. At that range, the visual magnitude of the star is diminished by an extinction of 0.22 due to interstellar dust.
This star has a stellar classification of B7 III, matching an aging giant star that has exhausted the supply of hydrogen at its core. It is around 201 million years old and is spinning with a projected rotational velocity of 59 km/s, well below its critical velocity of 335 km/s. The star has 3.9 times the mass of the Sun and is radiating 405 times the Sun's luminosity from its photosphere at an effective temperature of 11,885 K.
# Heliconia lutheri

Heliconia lutheri is a species of plant in the family Heliconiaceae. It is endemic to Ecuador. Its natural habitat is subtropical or tropical moist montane forest.
# Robertus de Lacu

Robert Vande Poele, Latinized Robertus de Lacu (died 1483), a native of Ghent, was a professor at the Old University of Leuven and the founder of Saint Ivo's College there.

## Career

Vande Poele was appointed ordinary professor of canon law on 20 June 1463. He also served three terms as rector, in 1463, 1471 and 1476. In 1464 he represented the university in the States of Brabant.
He held canonries at Senlis Cathedral, St. Gummarus Church, Lier, St. Mary's Church, Utrecht (1476), and St Donatian's in Bruges.
Vande Poele died in Leuven on 26 June 1483 and was buried in the church of the Augustinian canons of St Martin. By his last will and testament he founded St Ivo's College, for poor students in the faculty of law.

## Works

* Illustrationes institutionum juris (printed by Dirk Martens)
# GD Power Development

GD Power Development Company, or Guodian Power Development Company, the subsidiary of China Guodian Corporation, engages in the generation and supply of electric power and heat. It was founded in 1992 and was listed on the Shanghai Stock Exchange in 1997. It is headquartered in Beijing, China. On August 28, 2017, SASAC announced that China Guodian Corporation and Shenhua Group will be jointly restructured. Shenhua Group will become China Energy Investment Corporation and will absorb China Guodian Corporation.
# Life Triumphs

Life Triumphs may refer to:
* Nahapet or Life Triumphs, a 1977 Armenian drama film
* Life Triumphs (1951 film), a 1951 Romanian drama film
# Merle

Merle may refer to:

## People and fictional characters

* Merle (given name), a list of men, women and fictional characters
* Merle (surname), a list of people

## Others

* Merle (dog coat), a pattern in dogs’ coats
* Merle (grape), another name for the wine grape Merlot
* Akaflieg München Mü17 Merle, a German glider originally built in 1938 for the 1940 Olympics gliding competition
* MS Phocine, a ferry formerly named MS Merle
* A Crusader fort near Tantura on the coast of Israel
* The French name for the common blackbird
# Luc Triangle

Luc Triangle (born 3 October 1961) is a Belgian trade unionist.
Born in Leuven, Triangle joined the youth section of the Confederation of Christian Trade Unions in 1982. He worked for the federation from 1984, holding posts including director of its training centre, and leader of its international work. In 2011, he moved to become general secretary of the European Trade Union Federation for Textiles, Clothing and Leather. This became part of IndustriALL – European Trade Union in 2012, with Triangle appointed as a deputy general secretary. In 2016, he won election as general secretary of the federation.
In April 2023, Triangle was appointed as acting general secretary of the International Trade Union Confederation, following the dismissal of Luca Visentini. His priorities were enacting governance and financial reforms, defending workers' rights, and campaigning for a new social contract. At the ITUC's 6th Extraordinary World Congress, he was elected unopposed as General Secretary on 12 October 2023.
# Paul Sugarbaker

Paul Hendrick Sugarbaker (born November 28, 1941, in Baltimore) is an American surgeon at the Washington Cancer Institute. He is known for developments in surgical oncology of the abdomen, including cytoreductive surgery followed by hyperthermic intraperitoneal chemotherapy, or HIPEC, a treatment alternately referred to as the Sugarbaker Procedure.
Sugarbaker is the elder brother of the surgeon David Sugarbaker. Sugarbaker attended high school in Jefferson City, Missouri and received a bachelor's degree from Wheaton College in Illinois in 1963. In 1967 he graduated from the medical college at Cornell University. He interned and did his residency at Peter Bent Brigham Hospital in Boston, serving as chief resident from 1973 to 1976. From 1976 to 1986, he spent ten years at the National Cancer Institute–Surgery Branch of the National Institutes of Health in Bethesda, Maryland, as Senior Investigator. He was also head of surgical oncology at Emory University Medical School, and the medical director of surgical oncology at the Washington Cancer Institute at the MedStar Washington Hospital Center.

## Ovarian cancer

Among patients with stage III epithelial ovarian cancer, the addition of HIPEC to interval cytoreductive surgery resulted in longer recurrence-free survival and overall survival than surgery alone and did not result in higher rates of side effects.
# Liberty Crack

The Liberty Crack is a technical rock climbing route on Liberty Bell Mountain near Washington Pass and is featured in Fifty Classic Climbs of North America.
# Liebenau (Graz)

Liebenau (German:) is the 7th District of the Austrian city of Graz. The district is located in the southeastern part of the city. It is bordered to the north by the 6th District, Jakomini, and on the east by the 8th district, St. Peter. In Liebenau, farms still exist alongside the shopping centres and largescale industrial holdings, including the Magna Steyr car plant.

## Geography
### Area

    7.99 km²

### Population

    15.896 (01.01. 2023)

### Postal Code

    8041 8042 8074
# Lieben

Lieben may refer to:
* Libeň, Prague, Czech Republich
* Adolf Lieben (1836–1914), Austrian Jewish chemist
* Robert von Lieben, Austrian Jewish physicist
* Palais Lieben-Auspitz, a ring road in Vienna, Austria
# Radial function

In mathematics, a radial function is a real-valued function defined on a Euclidean space ⁠$\mathbb {R} ^{n}$⁠ whose value at each point depends only on the distance between that point and the origin. The distance is usually the Euclidean distance. For example, a radial function Φ in two dimensions has the form $\Phi (x,y)=\varphi (r),\quad r={\sqrt {x^{2}+y^{2}}}$ where φ is a function of a single non-negative real variable. Radial functions are contrasted with spherical functions, and any descent function (e.g., continuous and rapidly decreasing) on Euclidean space can be decomposed into a series consisting of radial and spherical parts: the solid spherical harmonic expansion.
A function is radial if and only if it is invariant under all rotations leaving the origin fixed. That is, f is radial if and only if $f\circ \rho =f\,$ for all ρ ∈ SO(n), the special orthogonal group in n dimensions. This characterization of radial functions makes it possible also to define radial distributions. These are distributions S on ⁠$\mathbb {R} ^{n}$⁠ such that $S[\varphi ]=S[\varphi \circ \rho ]$ for every test function φ and rotation ρ.
Given any (locally integrable) function f, its radial part is given by averaging over spheres centered at the origin. To wit, $\phi (x)={\frac {1}{\omega _{n-1}}}\int _{S^{n-1}}f(rx')\,dx'$ where ω$_{n−1}$ is the surface area of the (n−1)-sphere S$^{n−1}$, and r = |x|, x′ = x/r. It follows essentially by Fubini's theorem that a locally integrable function has a well-defined radial part at almost every r.
The Fourier transform of a radial function is also radial, and so radial functions play a vital role in Fourier analysis. Furthermore, the Fourier transform of a radial function typically has stronger decay behavior at infinity than non-radial functions: for radial functions bounded in a neighborhood of the origin, the Fourier transform decays faster than R$^{−(n−1)/2}$. The Bessel functions are a special class of radial function that arise naturally in Fourier analysis as the radial eigenfunctions of the Laplacian; as such they appear naturally as the radial portion of the Fourier transform.
# Racial Vilification Act 1996

Racial Vilification Act 1996 is the short title of the Act to prohibit certain conduct involving vilification of people on the ground of race. It is a part of the legislation in South Australia, assented to 12 December 1996. The act amends the Wrongs Act 1936.
A person must not, by a public act, incite hatred towards, serious contempt for, or severe ridicule of, a person or group of persons on the ground of their race by threatening or inciting other to threaten physical harm to the person, or members of the group, or to property of the person or members of the group.
For the purpose of the law, "race" means the nationality, country of origin, colour or ethnic origin of the person.
# Lietava (Neris)

Lietava, Lietauka or Letauka, is a rivulet in Lithuania that is believed to have given Lithuania its name. It is 11 km in length and flows into Neris 30 km away from Kernavė, a possible first capital of the Grand Duchy of Lithuania. It flows through a swampy region and no important archaeological findings have been discovered on its banks. As the river flows in the lowlands and easily spills over its banks, most linguists agree that Lithuania's name (Lietuva) is related, and perhaps derived from Lithuanian verb lieti (to spill), of the root derived from the Proto-Indo-European *leyǝ-.
Since many names in Indo-European languages are derived from hydronyms, scientists had been looking for a body of water matching the name of Lithuania, Lietuva. Kazys Kuzavinis identified Lietauka as a possible candidate and popularized the hypothesis. The original name of Lietauka must have been Lietava. That name was later Slavicised by Old Believers expelled from the Russian Empire and established on the banks of the river, as Litavka, and phonetically reversed to Lithuanian as Lietauka by local Lithuanians.
# Rafael Rodríguez Mohedano

Rafael Rodríguez Mohedano (1725–1787) was a Spanish Franciscan, historian and writer.
* This biographical article about a Spanish religious figure is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
* This article about a Spanish writer is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Liliana Cazac

Liliana Cazac (born 16 June 1976) is a Romanian rower. She competed in the women's coxless pair event teamed with her sister Angela Cazac at the 1996 Summer Olympics.
# 2015 Australian Open – Wheelchair men's singles

Two-time defending champion Shingo Kunieda defeated Stéphane Houdet in the final, 6–2, 6–2, to win the men's singles wheelchair tennis title at the 2015 Australian Open. It was his eighth Australian Open title and 18th major singles title overall.
Houdet was bidding to win his first Australian Open title at his fourth final, having lost to Kunieda on all three previous occasions.

## Seeds

* Shingo Kunieda (champion)
* Stéphane Houdet (final)

## 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
| Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| 1 | Shingo Kunieda | 6 | 6 | | | | | | | | | |
| | Maikel Scheffers | 2 | 3 | | | | | | | | | |
| | Maikel Scheffers | 2 | 3 | 1 | Shingo Kunieda | 6$^5$ | 6 | 6 | | | | |
| | | | | | Gustavo Fernández | 7$^7$ | 1 | 2 | | | | |
| | Gustavo Fernández | 6 | 6 | | Gustavo Fernández | 7$^7$ | 1 | 2 | | | | |
| | Gordon Reid | 2 | 4 | | | | | | | | | |
| | Gordon Reid | 2 | 4 | | | | | | 1 | Shingo Kunieda | 6 | 6 |
| | | | | | | | | | 2 | Stéphane Houdet | 2 | 2 |
| | Nicolas Peifer | 5 | 1 | | | | | | | | | | 2 | Stéphane Houdet | 2 | 2 |
| | Joachim Gérard | 7 | 6 | | | | | | | | | |
| | Joachim Gérard | 7 | 6 | | Joachim Gérard | 6 | 2 | 3 | | | | |
| | | | | 2 | Stéphane Houdet | 3 | 6 | 6 | | | | |
| WC | Adam Kellerman | 2 | 2 | 2 | Stéphane Houdet | 3 | 6 | 6 | | | | |
| 2 | Stéphane Houdet | 6 | 6 | | | | | | | | | |
# Limnonectes lauhachindai

Limnonectes lauhachindai, also known as Lauhachinda's fanged frog, is a species of frog in the family Dicroglossidae. As currently known, it is endemic to Ubon Ratchathani Province, Thailand, where it has been recorded from Na Chaluai and Sirindhorn Districts. However, its true range is expected to be wider, also extending into adjacent Laos and Cambodia. It is the sister taxon of Limnonectes dabanus and Limnonectes gyldenstolpei. It is one of the five caruncle-bearing Limnonectes species.

## Etymology

The specific name lauhachindai honours Virayuth Lauhachinda from the Kasetsart University, "in recognition of his contributions to herpetology in Thailand".

## Description

Adult males measure 31–42 mm (1.2–1.7 in) and adult females 33–38 mm (1.3–1.5 in) in snout–vent length. The overall appearance is moderately stocky. The head is broad (more so in males than in females) and depressed. The snout is obtusely pointed in dorsal view and round in lateral profile, projecting well beyond the lower jaw. The tympanum is round and not very distinct. The fingers are moderately slender and have tips with weakly expanded discs; webbing is not present. The toes are partially webbed, slender, and bear small discs. Males have a U-shaped caruncle with a free posterior edge between the eyes; this is absent in females. The dorsum is brown with irregular black spots, becoming brassy on the dorsal surfaces of limbs and upper flanks. A continuous black streak runs under the canthus and supratympanic fold, extending from the nostril to upper half of the tympanum. The lips are brown with broad black bars. The iris is bronze. Some specimens (about 28%, including the holotype) have a broad, cream-yellow vertebral stripe that runs from the anterior margin of the upper jaw to the vent. The upper surfaces of the hindlimbs have broad black bands. The lower flanks are beige and gray.
Males have two types of advertisement calls, one consisting of about five (range: 1–10) one-pulsed notes with a dominant frequency of 1.12–2.33 kHz, and the other consisting of a single, multi-pulsed note with a dominant frequency of 2.15–2.24 kHz.

## Habitat and conservation

Limnonectes lauhachindai occurs near streams and on the ground in lowland tropical dry dipterocarp and semi-evergreen forests at elevations of 131–360 m (430–1,181 ft) above sea level. The tadpoles probably live in streams or ponds, as in its close relatives.
This species is likely to be threatened by hydroelectric dams and deforestation caused by agricultural expansion. Some related species are exploited for consumption or trade, and this might also occur for this species. However, these threats are ameliorated in protected areas; Limnonectes lauhachindai is present in the Phu Chong–Na Yoi National Park and likely to be present several other protected areas.
# Radio3 Scienza

Radio3 Scienza is a cultural programme dealing with science and the links between science and society, produced by the Italian radio channel Rai Radio 3. Broadcast every Monday to Friday morning between 10.50 and 11.30, it forms part of the station's programming strand known as Il Terzo Anello ("The Third Ring").
The programme both reports science news and investigates issues of public concern, through discussion with scientific researchers and book and press reviews. Radio3 Scienza broadcasts special editions in connection with the Festival della Scienza in Genoa, the Festival della Matematica and the Festival delle Scienze in Rome, the International Book Fair and the Salone del Gusto in Turin, and the Trieste International Science Media Fair (FEST), as well as from the Teatro Palladium in Rome.
Radio3 Scienza originated from an idea by Rossella Panarese, who continued as the programme editor and leading speaker. The first edition of the programme was broadcast on 6 January 2003 with Claudia Di Giorgio at the microphone and Cristiana Castellotti, Giovanni Spataro, Mariangela Spitella, and Francesca Tuzi forming the editorial staff. Since then the programme has gone out every weekday, including all public holiday except New Year's Day. Over the years, Radio3 Scienza has frequently changed its voice and format. The presenters who spoke in the past are Rossella Castelnuovo, Pietro Greco, Fabio Pagan, and Elisabetta Tola. A fifth and very popular presenter, Franco Carlini, died in August 2007.
The current editorial staff consists of Paolo Conte, Matteo De Giuli, Roberta Fulci and Marco Motta. The programme producer is Costanza Confessore. Former members of staff include Silvia Bencivelli, Andrea Gentile, Antonella Alba, Luca Tancredi Barone, Matteo Bartocci, Cettina Flaccavento (producer), Chiara Fanelli, Piero Pugliese (producer) and Chiara Valerio.
An on-line archive of Radio3 Scienza editions is available at the programme's official website.
# Limnodrilus

Limnodrilus is a genus of Naididae.
The genus was described in 1862 by René-Édouard Claparède.
It has cosmopolitan distribution.
Species:
* Limnodrilus amblysetus (Brinkhurst, Qi & Liang, 1990)
* Limnodrilus bogdanowii (Grimm, 1876)
* Limnodrilus bulbiphallus (Block & Goodnight, 1972)
* Limnodrilus cervix (Brinkhurst, 1963)
* Limnodrilus claparedianus (Ratzel, 1868)
* Limnodrilus dybowskii (Grube, 1873)
* Limnodrilus grandisetosus (Nomura, 1932)
* Limnodrilus hoffmeisteri (Claparède, 1862)
* Limnodrilus maumeensis (Brinkhurst & Cook, 1966)
* Limnodrilus neotropicus (Černosvitov, 1939)
* Limnodrilus nitens (Semernoy, 1982)
* Limnodrilus paramblysetus (Wang & Liang, 2001)
* Limnodrilus profundicola (Verrill, 1871)
* Limnodrilus rubripenis (Loden, 1977)
* Limnodrilus silvani (Eisen, 1879)
* Limnodrilus simplex (He, Cui & Wang, 2010)
* Limnodrilus sulphurensis (Fend, Liu & Erséus, 2016)
* Limnodrilus tendens (Semernoy, 1982)
* Limnodrilus tortilipenis (Wetzel, 1987)
* Limnodrilus udekemianus (Claparède, 1862)
# Lilford Park

Lilford Park may refer to:
* Lilford Park (Northamptonshire) associated with Lilford Hall, near Oundle
* Lilford Park (Lancashire) associated with Atherton Hall, Leigh
# Robert Hatcher

Robert Hatcher may refer to:
* Robert D. Hatcher (born 1940), American structural geologist
* Robert A. Hatcher (1819–1886), American politician from Missouri
# Arthur Howland Young

Arthur Howland Young (December 19, 1882 - March 4, 1964) was an American engineer, vice president of U.S. Steel, lecturer at the Harvard Graduate School of Business Administration and the California Institute of Technology, pioneer of management-labor relations, and recipient of the Henry Laurence Gantt Medal in 1933.

## Biography

Young was born in Joliet, Illinois to Edward Howland Young and Carrie E. Chidsey Young. Young had received some regular education, and started his career at young age as laborer.
Young worked his way up, and started in the steel industry at the south Chicago plants of the Illinois Steel Company. Later he joined the International Harvester Company, where he became manager of industrial relations. In World War I he served as chief safety experts of arsenal and navy. From 1918 to 1937 he spend the rest of his career at United States Steel, where he had been vice president of the corporation.
In 1955 Young was one of the most prominent opponents of the National Labor Relations Act. In a famous 1935 comment he had stated he would "rather go to jail or be convicted as a felon... [than accept] any formula for the conduct of human relationships in industry imposed on us by demogogues."
Young furthermore was president of the National Safety Council, and lecturer in industrial relations at the Harvard Graduate School of Business Administration from 1929 to 1934 and at Stanford University on the Caltech faculty from 1939 to 1952. During World War II he was special consultant to the Secretary of War and took part in the President's Council of Personnel Administration and the Federal Advisory Council of United States Employment Service.
In 1933 Young was awarded the Henry Laurence Gantt Medal by the American Management Association and the ASME for his pioneering work in safety and industrial relations for United States Steel Corporation. In 1944 the US Navy awarded him the Meritorious Civilian Service Emblem.

## Selected publications

* George F. Johnson, Arthur H. Young, Wm. E. Mackenzie, W. S. Rogers, M. R. Lott, F. N. Macpherson, The Management and the worker, Chicago, A.W. Shaw company, 1920.
* Arthur Howland Young, Evaluating personnel work in industry, 1924

### Articles, a selection

* Arthur H. Young. "Caltech's new industrial relations section," Caltech Campus Pubs, June 1949
# Platylomalus oceanitis

Platylomalus oceanitis, is a species of clown beetle found in many Oriental countries including India, Sri Lanka, Indonesia, Philippines and Australia.
# Rohr, Middle Franconia

Rohr is a municipality in the district of Roth, in Bavaria, Germany.
# Polyrhaphis batesi

Polyrhaphis batesi is a species of beetle in the family Cerambycidae. It was described by Hovore and McCarty in 1998. It is known from El Salvador, Honduras, Guatemala, Costa Rica, Nicaragua, Mexico, and Panama.
# Paul Sultan

Paul Sultan was a labour economist, born in 1924 in Vancouver, Canada, died in 2019 Edwardsville, Illinois

## Education

After serving as an aircraft pilot during World War II for the Royal Canadian Air Force, he pursued an academic career at Cornell University, the University at Buffalo, Claremont Graduate School in California, UCLA, Simon Fraser University and the University of Southern Illinois.

## Writings

His early text, Labour Economics, pioneered the relationship between the inflation rate and the unemployment rate, now known as the Phillips curve, which Sultan was the first to represent as a graph. Sultan has written five books and hundreds of articles, monographs and position papers. In recognition of his work in labour-management relations he was honoured in 1997 through being admitted to the Southwestern Illinois Labour Management Hall of Fame.