OpenLLM-France/wikimedia huggingface dataset:
# Lukács

Lukács (Hungarian:) is a Hungarian surname, derived from the given name Lukács, which is the Hungarian equivalent of Lucas. Alternative spellings and derivative forms in neighboring languages include Lukacs, Lukáč, Lukač, Lukach, Lucaci and Lukačić. Slovakised variant of this surname, Lukáč is the 10th most common surname in Slovakia. The surname may refer to:
* Ádám Lukács (born 1996), Hungarian ice dancer
* Ágnes Lukács (1920–2016), Hungarian-Jewish painter
* Attila Richard Lukacs (born 1962), Canadian artist
* Chuck Lukacs, American artist
* Dániel Lukács (born 1996), Hungarian footballer
* Dénes Lukács (colonel) (1816–1868), Hungarian colonel
* Dénes Lukács (tennis) (born 1987), Hungarian tennis player
* Eugene Lukacs (1906–1987), American statistician
* György Lukács (1885–1971), Hungarian philosopher
* György Lukács (politician) (1865–1950), Hungarian politician
* István Lukács (1912–1960), Hungarian footballer
* Ivan Lukačić (1587–1648), Croatian musician
* John Lukacs (1924–2019), American historian
* John R. Lukacs (born 1947), American anthropologist
* László Lukács (1850–1932), Hungarian politician and prime minister
* László György Lukács (born 1983), Hungarian lawyer and politician
* Margit Lukács (1914–2002), Hungarian actress
* Mária Bajzek Lukács (born 1960), Hungarian writer and university professor
* Mihály Lukács (1954–2012), Hungarian Romani politician
* Milan Lukač (born 1985), Serbian footballer
* Nermina Lukac (born 1990), Swedish actress
* Pál Lukács (1919–1981), Hungarian violist
* Patrik Lukáč (born 1994), Slovak footballer
* Paul Lukas (1891–1971), American actor
* Paul Lukacs (1918–1982), Hungarian-Israeli bridge player
* Péter Lukács (born 1950), Hungarian chess grandmaster
* Raymond Lukács (born 1988), Romanian footballer
* Rudolf Lukáč (born 1969), Slovak weightlifter
* Symeon Lukach (1893–1964), Ukrainian bishop
* Tamás Lukács (born 1950), Hungarian politician
* Tihamér Lukács (born 1980), Hungarian footballer
* Vanda Lukács (born 1992), Hungarian tennis player
* Viktória Lukács (born 1995), Hungarian handballer
* Vincent Lukáč (born 1954), Slovak ice hockey player and coach
* Zoltán Lukács (born 1969), Hungarian politician
# The Signature of All Things

The Signature of All Things is a novel by Elizabeth Gilbert. It was originally published in 2013 and longlisted for the Baileys Women's Prize for Fiction.

## Overview

The story follows Alma Whittaker, daughter of a botanical explorer, as she comes into her own within the world of plants and science. As Alma’s careful studies of moss take her deeper into the mysteries of evolution, she starts a spiritual journey which spans the 19th Century.

## Critical reception

The reception to the book has been positive. Elizabeth Day of The Guardian praised the complex characters, calling "Alma's journey a universal one, despite anchoring her protagonist's life in a different time and sending her to the furthest corners of the unexplored earth." Barbara Kingsolver of The New York Times labelled it "a bracing homage to the many natures of genius and the inevitable progress of ideas, in a world that reveals its best truths to uncommonly patient minds."
# Maria do Nascimento da Graça Amorim

Maria do Nascimento da Graça Amorim is a diplomat and politician from São Tomé and Príncipe. After gaining independence on 12 July 1975 she was appointed as her country's first ambassador to France and Portugal. Then in 1978 she was appointed as Foreign Minister in the government of President Manuel Pinto da Costa. This office she held until 1986 and was succeeded by Fradique de Menezes. She has been described as "fiery and militant".
# Balloc

Balloc (Albanian: Balloc, Serbian Cyrillic: Баловац/Balovac) is a village in Podujevë municipality.
# School of Social Work, Odense – University College, Little Belt

The School of Social Work, Odense is the social work school of UCL University College, which is located at Tolderlundsvej number 5 in Odense. The college is in the Skibhus neighborhood (Danish: Skibhus kvarteret) near the Bazar Fyn and the old taxation house.

## The building at Tolderlundsvej

The current building at Tolderlundsvej was a part of the Thomas B. Thriges factories until 1996. After the building was sold by the Thrige fund to The School of Social Work, it went through a series of renovations. The institution merged into the University College, Little Belt with a varied number of courses.
The decoration of the building was by Danish artist Thomas Bang with support from the Danish State Arts Foundation. The building is open 24 hours. Access requires a valid student card or key card after normal school hours.
# Oregon Route 250

Oregon Route 250 (OR 250) is an Oregon state highway running from Cape Blanco State Park to OR 101 near Sixes. OR 250 is known as the Cape Blanco Highway No. 250 (see Oregon highways and routes). It is 5.41 miles (8.71 km) long and runs east–west, entirely within Curry County.
OR 250 was established in 2002 as part of Oregon's project to assign route numbers to highways that previously were not assigned, and, as of August 2008, was unsigned.

## Route description

OR 250 begins at the west boundary of Cape Blanco State Park and heads east to an intersection with US 101 one mile (1.6 km) south of Sixes, where it ends.

## History

OR 250 was assigned to the Cape Blanco Highway in 2002.

## Major intersections

The entire route is in Curry County.
| Location | mi | km | Destinations | Notes |
| ​ | 0.18 | 0.29 | Cape Blanco State Park | Western terminus |
| Sixes | 5.57 | 8.96 | US 101 | Eastern terminus |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi |||||
# Sabrewing

Sabrewing is the common name given to hummingbirds classified in the genus Campylopterus. The group includes ten species. They are Neotropical birds that inhabit mountainous forests, generally near streams.
Sabrewings are on average 12 to 15 cm long. Although small birds, they are relatively large compared to other hummingbirds. The bill is black, strong and slightly curved. The two outer primary remiges (flight feathers) are thick and curved, giving the wings a generally curved appearance. This characteristic is the origin of the common name "sabrewing" and the generic name Campylopterus, from the Greek kampulos (curved) + pteros (wing).
The plumage of sabrewings is based on brownish-green, cinnamon, gray and combinations. Some species have additional shades of violet, particularly on the head, tail and/or throat.
Sabrewings feed on flower nectar, like most hummingbirds, with a preference for flowers of the genus Heliconia.

## Taxonomy

The genus Campylopterus was erected by the English naturalist William Swainson in 1827. The type species was subsequently designated as the grey-breasted sabrewing. The generic name combines the Ancient Greek kampulos meaning "curved" or "bent" and -pteros meaning "-winged".
The sombre hummingbird and swallow-tailed hummingbird, formerly classified in Campylopterus, have been reclassified by most authorities into their own monotypic genera Aphantochroa and Eupetomena.
The genus contains 10 species:
| Name | Common name | Distribution |
| Campylopterus largipennis | Gray-breasted sabrewing | Amazon rainforest |
| Campylopterus diamantinensis | Diamantina sabrewing | Brazil |
| Campylopterus calcirupicola | Outcrop sabrewing | Brazil |
| Campylopterus hyperythrus | Rufous-breasted sabrewing | Brazil, Guyana, and Venezuela |
| Campylopterus ensipennis | White-tailed sabrewing | northeastern Venezuela and Tobago |
| Campylopterus falcatus | Lazuline sabrewing | Colombia, Ecuador, and Venezuela |
| Campylopterus phainopeplus | Santa Marta sabrewing | Colombia |
| Campylopterus hemileucurus | Violet sabrewing | southern Mexico and Central America as far south as Costa Rica and western Panama |
| Campylopterus duidae | Buff-breasted sabrewing | Brazil and Venezuela |
| Campylopterus villaviscensio | Napo sabrewing | Colombia, Ecuador, and Peru |
# Conín

Conín (also known by his Christian name Hernando [Fernando] de Tapia) was a Native American conquistador of the Otomí people, who helped the Spaniards conquer territories in the central part of Mexico during the 16th century. In the Otomí language his name means "Thunder."

## Early life

Conín was born in Nopala in the Xilotepec province (modern state of Hidalgo), most likely in the late 15th century. Before the conquest he traded blankets, salt, hides, and other goods among the Chichimecas, Otomís, Tlaxcalans, and Mexica. After the conquest of Tenochtitlan by the Spanish in 1521, Conín left Xilotepec with his family and lived with the Chichimeca tribes in Andamaxei (Otomi for "Place of the Ball Game") in the Bajío (present day Querétaro).

## Conversion

Around 1528 or 1529 the conquistador Hernán Pérez de Bocanegra (along with a contingent of warriors from the newly conquered Tarascan Empire) arrived in the region seeking to make an alliance with Conín. Conín had seen the power of the Spanish first hand and worked with Bocanegra to bring the region under Spanish control peacefully. Accepting Spanish control also meant accepting Roman Catholicism and Conín was the first to be baptized, taking the Christian name Hernando (Fernando) de Tapia. He took the name Hernando from Hernán Pérez de Bocanera and Tapia from the conquistador Andrés de Tapia.

## Foundation of Querétaro

When Hernán Pérez de Bocanegra initially arrived at Andamaxei, his Tarascan allies called it Queréndaro which means "Place of Pines" in the Purépecha language. This became the origin for the name of the town that would be founded by Conín and Juan Sánchez de Alanís, a servant of Bocanegra who was fluent in the Otomí language. Between 1531 and 1540 the growth of the Spanish population in the settlement was slow. During the 1540s the real work of foundation began with the construction of irrigation ditches and an influx of Spanish, Otomí, Nahua, and other indigenous tribes attracted by the fertile land and relative peace.

## History

In 1521, the Spanish arrived in Mexico, and soon conquered indigenous populations all over the country. Cristobal de Olid entered the Querétaro region the following year. Although the arrival of Spaniards was generally met with resistance by the indigenous cultures, the Otomí people aligned themselves with the Spaniards and fought beside them to defeat the Aztecs living in the Querétaro region. As a demonstration of loyalty, the Otomi leader Conin converted to Roman Catholicism between the years 1522 and 1526 and changed his name to Fernando de Tapia. In 1531 the city of Santiago de Querétaro was planned by Juan Sánchez de Alaniz and Conin.

## Legends and Tradition

According to tradition, the conquest of Querétaro was accomplished without resorting to arms after seeing a vision of the Cross and Saint James the Great ("Santiago"), after whom the city was named.
# Yu Jinglian

Yu Jinglian (Chinese: 于景连; 5 March 1953 – ) was a coach and former Chinese footballer. He played for China PR in the 1976 Asian Cup.

## Playing career

Yu Jinglian was born in Weihai. He started his career playing for the Liaoning football team in 1970. In 1976, Yu was called up to the Chinese national team and played in the 1976 Asian Cup. He joined air force football team in 1978 and moved to Beijing football team in 1980. Yu retired from football in 1984.

## Coaching career

Yu Jinglin joined Shaanxi Guoli to work as an assistant coach in 2000. On 24 December 2000, he left Shaanxi Guoli and joined Chengdu Wuniu as assistant coach. Yu Jinglian left Chengdu Wuniu in 2001 but returned and worked as assistant coach the second time on 6 August until 2003.
In 2004, Yu joined Chongqing Lifan to work as assistant coach. From 2008 to 2009, Yu Jinglian went to Wenzhou Tomorrow to work as assistant coach and coach.

## Honours

Beijing
* Chinese Jia-A League: 1982, 1984
* President's Gold Cup: 1982
# Ernesto Quiñonez

Ernesto Quiñonez (born 1965) is an Ecuadorian-Puerto Rican novelist. His work received the Barnes & Noble Discover Great New Writers designation, the Borders Bookstore Original New Voice selection, and was declared a "Notable Book of the Year" by The New York Times and the Los Angeles Times. Quiñonez is an associate professor at Cornell University.

## Work

Quiñonez's first novel, Bodega Dreams, was published in 2000. The New York Times declared it "a New Immigrant Classic" and "a stark evocation of life in the projects of El Barrio ... the story he tells has energy and nerve." Time announced that "Quiñonez knows this 'hood--readers may have to remind themselves that this is a work of fiction and not a memoir. His prose, detailed and passionate, brings the tale to life."
In Quiñonez's second novel, Chango's Fire (2004), the protagonist, Julio Santana, is an intelligent high-school dropout who moonlights as an arsonist. The Washington Post declared that Chango's Fire "succeeds in its rich characterizations of the people of the barrio, led by Julio, whose complexity and sensitivity carry the story." The El Paso Times praised Quiñonez's "extraordinary ability to detail, and nurture, and then unveil complex emotions in his characters. For any reader who wants to believe in a difficult protagonist, and appreciate the reality of El Barrio beyond facile stereotypes, this book is essential." Kirkus Reviews criticized the characters and situations in Chango's Fire for lack of believably but hailed "Quiñonez's ingeniously detailed revelations of how people cheat and improvise, to survive in an impoverished and dangerous racist environment. This is an author who knows his material." Booklist heralded it as a "searing portrait of a community at the tipping point ... Quiñonez ably illuminates the sordid politics of gentrification and the unexpected places new immigrants turn to for social and spiritual support."
The Wall Street Journal declared that Quiñonez's third novel, Taina (2019), "Though... far more modest in scope... has the same complicated intimacy with the neighborhood and its history as Bodega Dreams."
Quiñonez is a Story Teller for The Moth and a Sundance Writers Lab fellow and last appeared in the "Blackout" episode of PBS's American Experience.
# Fig Leaves

Fig Leaves is a 1926 American silent comedy film directed by Howard Hawks, released by Fox Film Corporation, and starring George O'Brien and Olive Borden. The film had a sequence, a fashion show, that was filmed in 2-strip Technicolor.

## Plot

A married couple is juxtaposed in the Garden of Eden and in modern New York City. The Garden of Eden humorously depicts Adam (played by George O'Brien) and Eve (played by Olive Borden) awoken by a Flintstones-like coconut alarm clock and Adam reading the morning news on giant stone tablets. In the modern day, the biblical serpent is replaced by Eve's gossiping neighbor and Eve becomes a sexy flapper and fashion model when Adam is at work.

## Cast

* George O'Brien as Adam Smith
* Olive Borden as Eve Smith
* Phyllis Haver as Alice Atkins
* George Beranger as Josef André (as André de Beranger)
* William Austin as André's assistant
* Heinie Conklin as Eddie McSwiggen
* Eulalie Jensen as Madame Griswald

## Preservation

A print of Fig Leaves survives in the film archive of the Museum of Modern Art.
# Julius Thompson

Julius Thompson is an American novelist best known for a novel trilogy which includes A Brownstone in Brooklyn, Philly Style and Philly Profile, and The Ghost of Atlanta. He was a teacher at Redan High School and an adjunct professor at Emory University.

## Background

Thompson was born in Statham, Georgia. He later moved to Bedford-Stuyvesant section of Brooklyn, New York. He attended Bushwick High School. After high school, Thompson attended City College of New York and received his Bachelor of Arts degree. After graduating from CCNY, Thompson became a full-time sportswriter with The Philadelphia Bulletin. He worked for the newspaper from 1971 to 1982. After leaving the Philadelphia Bulletin, Thompson moved to Metro Atlanta where he currently resides. He thought British Literature, American Literature, and Creative Writing courses at Redan High School as well as more Writing courses at Emory University during the evening.

## The trilogy

Thompson published the first book of his trilogy, A Brownstone in Brooklyn, in 2001. Philly Style and Philly Profile was published in 2007, and The Ghost of Atlanta was published in 2009. The trilogy portrays the journey of Andy Michael Pilgrim through the sixties in Brooklyn, the seventies in Philadelphia, and the eighties in Atlanta. During his thirty year journey Andy discovers challenges that were faced by African Americans in the twentieth century.

## Accomplishments

In 1977 Thompson won the Associated Press Sports Editors Award, a national sports writing award given for the third-best sports story written during the year. Thompson is also on a panel of authors at the Auburn Avenue Research Library in Atlanta, Georgia and the Gwinnett County Library System.
Thompson signed copies of A Brownstone In Brooklyn and Philly Style & Philly Style at the prestigious New York Is Book Country Festival in New York City, the National Black Arts Festival in Atlanta, Georgia, the AJC-Decatur Book Festival in Decatur, Georgia, the Gwinnett Reading Festival in Lawrenceville, Georgia and at the Miami Book Fair International in Miami, Florida. He has had book signings in the following book stores: Barnes & Noble, Borders, Chapter 11, Books-A-Million and many others. Thompson was one of the speakers at the Bedford-Stuyvesant Creative Arts Fair in Brooklyn.
Thompson's third novel, Ghost of Atlanta, won the 2011 National Gold Medal for General Fiction presented by Reader's Favorite.
Mr. Thompson has written his fourth novel, Phantoms of Rockwood, which is a story about four players on a high school basketball team being taken over and assisted by four phantoms (four deceased star players for that team). It has been published under Amazon Create Space label.
# Infinite dihedral group

| p1m1, (*∞∞) | p2, (22∞) | p2mg, (2*∞) |
| In 2-dimensions three frieze groups p1m1, p2, and p2mg are isomorphic to the Dih$_∞$ group. They all have 2 generators. The first has two parallel reflection lines, the second two 2-fold gyrations, and the last has one mirror and one 2-fold gyration. |||
In mathematics, the infinite dihedral group Dih$_∞$ is an infinite group with properties analogous to those of the finite dihedral groups.
In two-dimensional geometry, the infinite dihedral group represents the frieze group symmetry, p1m1, seen as an infinite set of parallel reflections along an axis.

## Definition

Every dihedral group is generated by a rotation r and a reflection; if the rotation is a rational multiple of a full rotation, then there is some integer n such that r$^n$ is the identity, and we have a finite dihedral group of order 2n. If the rotation is not a rational multiple of a full rotation, then there is no such n and the resulting group has infinitely many elements and is called Dih$_∞$. It has presentations
    $\langle r,s\mid s^{2}=1,srs=r^{-1}\rangle \,\!$
    $\langle x,y\mid x^{2}=y^{2}=1\rangle \,\!$
and is isomorphic to a semidirect product of Z and Z/2, and to the free product Z/2 * Z/2. It is the automorphism group of the graph consisting of a path infinite to both sides. Correspondingly, it is the isometry group of Z (see also symmetry groups in one dimension), the group of permutations α: Z → Z satisfying |i − j| = |α(i) − α(j)|, for all i, j in Z.
The infinite dihedral group can also be defined as the holomorph of the infinite cyclic group.

## Aliasing

An example of infinite dihedral symmetry is in aliasing of real-valued signals.
When sampling a function at frequency f$_s$ (intervals 1/f$_s$), the following functions yield identical sets of samples: {sin(2π( f + Nf$_s$) t + φ), N = 0, ±1, ±2, ±3, . . . }. Thus, the detected value of frequency f is periodic, which gives the translation element r = f$_s$. The functions and their frequencies are said to be aliases of each other. Noting the trigonometric identity:
    $\sin(2\pi (f+Nf_{s})t+\varphi )={\begin{cases}+\sin(2\pi (f+Nf_{s})t+\varphi ),&f+Nf_{s}\geq 0,\\[4pt]-\sin(2\pi |f+Nf_{s}|t-\varphi ),&f+Nf_{s}<0,\end{cases}}$
we can write all the alias frequencies as positive values: |f+Nf$_s$|{\textstyle |f+Nf_{s}|}. This gives the reflection (f) element, namely f ↦ −f. For example, with f = 0.6f$_s$ and N = −1, f + Nf$_s$ = −0.4f$_s$ reflects to 0.4f$_s$, resulting in the two left-most black dots in the figure. The other two dots correspond to N = −2 and N = 1. As the figure depicts, there are reflection symmetries, at 0.5f$_s$, f$_s$, 1.5f$_s$, etc. Formally, the quotient under aliasing is the orbifold [0, 0.5f$_s$], with a Z/2 action at the endpoints (the orbifold points), corresponding to reflection.
# Aka/Darbari/Java: Magic Realism

Aka/Darbari/Java: Magic Realism is a 1983 album by American trumpet player and composer Jon Hassell, released on the label Editions EG. It was co-produced by Daniel Lanois and features Abdou M'Boup on drums.

## Background

The album features Hassell manipulating and looping fragments of sampled sound. In the liner notes, Hassell describes the album as "a proposal for a 'coffee-colored' classical music of the future."
The cover painting is by Mati Klarwein.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| The Village Voice | A− |
AllMusic's Brian Olewnick described the album as "an insinuating blend of early-'80s high tech with ancient Southeast Asia," calling it "an early high-water mark at the juncture between world and ambient musics." For The Village Voice, Robert Christgau called it "dandy background music--more fluid and organic than Dream Theory in Malaya if also more amorphous than his first Eno collaboration."
In his 1995 book Ocean of Sound, David Toop writes that on Aka/Darbari/Java "the perfume of ethnopoetics was supplemented by parallels with literature and the advanced technology of hyperreality."

## Tracklist

All tracks composed by Jon Hassell unless otherwise noted.
* "Empire I" - 2:00
* "Empire II" (Hassell, Daniel Lanois) - 4:53
* "Empire III" - 7:09
* "Empire IV" - 5:13
* "Empire V" - 3:40
* "Darbari Extension I" - 13:52
* "Darbari Extension II" - 7:23

## Personnel

* Jon Hassell - trumpet, keyed voices and instruments, treatments, producer
* Daniel Lanois - recording engineer, mixing and treatments, co-producer
* Abdou M'Boup - drums
* Bob Lanois, Michael Brook, John Forbes - assistance (Toronto)
* Bruno Planet - drum recording engineer (Paris)
* Greg Calbi - mastering
* Jean-Michel Reusser - project coordinator
* Mati Klarwein - artwork
* Paula Greif - design
* Wynn Dan - design assistant
# Sculpin

A sculpin is a type of fish that belongs to the superfamily Cottoidea in the order Perciformes. As of 2006, this superfamily contains 7 families, 94 genera, and 387 species.
Sculpins occur in many types of habitat, including ocean and freshwater zones. They live in rivers, submarine canyons, kelp forests, and shallow littoral habitat types, such as tidepools.

## Families and subfamilies

Families include:
* Jordaniidae Starks, 1895
* Rhamphocottidae Jordan & Gilbert, 1883
* Scorpaenichthyidae Jordan & Evermann, 1898
* Agonidae Swainson, 1839
** Hemilepidontinae Jordan & Evermann, 1898
** Hemitripterinae Gill, 1856
** Bothragoninae Lindberg, 1971
** Hypsagoninae Gill, 1861
** Anoplagoninae Gill, 1861
** Brachyopsinae Jordan & Evermann, 1898
** Agoninae Swainson, 1839
** Bathyagoninae Lindberg, 1971
* Cottidae Bonaparte, 1831
** Cottinae Bonaparte, 1831
** Comephorinae Bonaparte 1850
** Abyssocottinae Berg, 1907
* Psychrolutidae Günther, 1861
** Cottunculinae Regan, 1913
** Psychrolutinae Günther, 1861
* Bathylutichthyidae Balushkin & Voskoboinikova, 1990

## Gallery

* Cottus caeruleomentum
* Pseudoblennius zonostigma
* Nautichthys oculofasciatus
* Ambophthalmos angustus