OpenLLM-France/wikimedia huggingface dataset:
# Helcogramma williamsi

Helcogramma williamsi is a species of triplefin blenny in the genus Helcogramma which is widespread in the western Pacific Ocean. It is found in rocky areas with sandy channels at depths of 1 to 3 metres (3.3 to 9.8 ft) It was described in 2012 from a type collected from Taiwan. The specific name honours the ichthyologist Jeffrey T. Williams of the Smithsonian Institution.
# Ellet (surname)

Ellet is a surname. Notable people with the surname include:
* Alfred W. Ellet (1820–1895), American civil engineer and United States Army general
* Charles Ellet Jr. (1810–1862), American civil engineer and United States Army officer
* Charles R. Ellet (1843–1863), American surgeon and Union Army officer
* Elizabeth F. Ellet (1818–1877), American writer, historian and poet
* John A. Ellet (1838–1892), American Union Army officer
# Constant Könz

Constant Könz (born 10 February 1929) is a Swiss painter, architect, and sgraffito artist. He is known for decorating houses in sgraffito all over Graubünden.

## Biography

Könz was born in the village Zuoz in 1929. He is the son of the architect and author Iachen Ulrich Könz and Dora Geer. His father remarried with the author Selina Chönz in 1939 and the family moved to Guarda. His half brother was the artist Steivan Liun Könz [de]. Könz grew up in Zuoz and Guarda.
After secondary education in the Cantonal School of Graubünden (1943–1947) Könz studied architecture in Zurich (1947–1952). He then studied at École Supérieure des Beaux-Arts in Geneva (1952–1956) to become an art teacher. After a visit to Paris in 1957 Könz returned to Switzerland and worked as a teacher 1958–1961 at the Evangelische Mittelschule Schiers in Schiers. Following a car accident he realized the importance of art to him and became a freelance artist.

## Work

Könz's sgraffito work can be found all over Graubünden. For instance, groups of houses in the villages Bever, Pontresina, La Punt Chamues-ch, and Ftan and detached houses in the alpine valley regions Engadin, Münstertal, and Albulatal [de]. Könz's murals and paintings can also be seen in public buildings such as schools, courthouses, and banks. Traditional motives are most common in Könz's murals and paintings, but some works feature religious motives. An example of the latter is the three stained glass windows in the church San Luzi in Zuoz. They are called La Cretta (1987), Lebensbaum und lebendiges Feuer (2009), and Sabbatruhe (2010).
Könz is a member of the Gesellschaft Schweizerischer Maler und Bildhauer und Architekten (GSMBA), present name VISARTE, since 1975.
* San Luzi church in Zuoz. The rightmost window is La Cretta (1987) by Könz.
* Könz has worked on restorations of the facade of the Zschaler house (Obere Gasse 31) in Chur.
* Könz has worked on restorations of the facade of the Tulpenhaus (tulip house) in Sur En.

## Personal life

In 1958 Könz married Sibylle Burckhardt of the Burckhardt family. They have two children.

## Awards

* 1988 Anerkennungspreis des Kantons Graubünden (Recognition award of the Canton of Graubünden)
* 2012 Premi cultural Paradies (Paradies Culture Prize), awarded by Paradies hotel in Ftan
* 2014 Kulturpreis Oberengadin (Culture Prize of Oberengadin)
# Ljøtebotnberget

Ljøtebotnberget is a mountain located in the municipality of Hol in Buskerud, Norway.
# Linear space (geometry)

A linear space is a basic structure in incidence geometry. A linear space consists of a set of elements called points, and a set of elements called lines. Each line is a distinct subset of the points. The points in a line are said to be incident with the line. Each two points are in a line, and any two lines may have no more than one point in common. Intuitively, this rule can be visualized as the property that two straight lines never intersect more than once.
Linear spaces can be seen as a generalization of projective and affine planes, and more broadly, of 2-$(v,k,1)$ block designs, where the requirement that every block contains the same number of points is dropped and the essential structural characteristic is that 2 points are incident with exactly 1 line.
The term linear space was coined by Paul Libois in 1964, though many results about linear spaces are much older.

## Definition

Let L = (P, G, I) be an incidence structure, for which the elements of P are called points and the elements of G are called lines. L is a linear space if the following three axioms hold:
* (L1) two distinct points are incident with exactly one line.
* (L2) every line is incident to at least two distinct points.
* (L3) L contains at least two distinct lines.
Some authors drop (L3) when defining linear spaces. In such a situation the linear spaces complying to (L3) are considered as nontrivial and those that do not are trivial.

## Examples

The regular Euclidean plane with its points and lines constitutes a linear space, moreover all affine and projective spaces are linear spaces as well.
The table below shows all possible nontrivial linear spaces of five points. Because any two points are always incident with one line, the lines being incident with only two points are not drawn, by convention. The trivial case is simply a line through five points.
In the first illustration, the ten lines connecting the ten pairs of points are not drawn. In the second illustration, seven lines connecting seven pairs of points are not drawn.
| 10 lines | 8 lines | 6 lines | 5 lines |
A linear space of n points containing a line being incident with n − 1 points is called a near pencil. (See pencil)
* near pencil with 10 points

## Properties

The De Bruijn–Erdős theorem shows that in any finite linear space $S=({\mathcal {P}},{\mathcal {L}},{\textbf {I}})$ which is not a single point or a single line, we have $|{\mathcal {P}}|\leq |{\mathcal {L}}|$.
# Daulatpur Thikriya

Daulatpur Thikriya is a village in the Bhopal district of Madhya Pradesh, India. It is located in the Huzur tehsil and the Phanda block.

## Demographics

According to the 2011 census of India, Daulatpur Thikriya has 51 households. The effective literacy rate (i.e. the literacy rate of population excluding children aged 6 and below) is 60.33%.
Demographics (2011 Census) :
| | Total | Male | Female |
| Population | 222 | 121 | 101 |
| Children aged below 6 years | 38 | 22 | 16 |
| Scheduled caste | 16 | 7 | 9 |
| Scheduled tribe | 0 | 0 | 0 |
| Literates | 111 | 71 | 40 |
| Workers (all) | 119 | 69 | 50 |
| Main workers (total) | 54 | 49 | 5 |
| Main workers: Cultivators | 16 | 16 | 0 |
| Main workers: Agricultural labourers | 24 | 22 | 2 |
| Main workers: Household industry workers | 2 | 1 | 1 |
| Main workers: Other | 12 | 10 | 2 |
| Marginal workers (total) | 65 | 20 | 45 |
| Marginal workers: Cultivators | 21 | 4 | 17 |
| Marginal workers: Agricultural labourers | 33 | 12 | 21 |
| Marginal workers: Household industry workers | 0 | 0 | 0 |
| Marginal workers: Others | 11 | 4 | 7 |
| Non-workers | 103 | 52 | 51 |
# Eli Baker

Eli Baker (born September 27, 2001) is an American actor, known for playing the role of Henry Fisher in the TV series Growing Up Fisher. He is the son of Jessie and David Baker.

## Filmography

| Year | Title | Role | Notes |
| 2014 | Growing Up Fisher | Henry Fisher | Lead character |
| 2014 | Tiny Actions | Duncan | Short |
# Diversification

Diversification may refer to:

## Biology and agriculture

* Genetic divergence, emergence of subpopulations that have accumulated independent genetic changes
* Agricultural diversification involves the re-allocation of some of a farm's resources to new products or non-agricultural activities

## Economics and finance

* Diversification (finance) involves spreading investments
* Diversification (marketing strategy) is a corporate strategy to increase market penetration
* Diversification of firms through mergers and acquisitions

## Other uses

* Diversified technique, a chiropractic method
# Koen Andries

Koen Andries is a Belgian Janssen Pharmaceutica scientist and professor at the University of Antwerp. In 2005 he and his team published a discovery about a new di-Aryl-Quinoline-based drug (R207910), now called bedaquiline, which promises a shorter and simpler treatment for drug resistant Tuberculosis (TB).

## Career

Andries graduated as a Veterinarian and obtained a PhD at the University of Ghent (Ghent, Belgium) in 1975. He continued his career at the university until 1982, when he started working at Janssen Pharmaceutica in Beerse until 2004. In 2004 he continued his research at Tibotec in Mechelen.

## Recognition

* 2014 winner of the European Inventor Award in the Industry category awarded by the European Patent Office.
# Karat banana

Karat bananas are local cultivars of Fe'i banana found in Pohnpei, Federated States of Micronesia. The name originates from their bright orange flesh, unusually rich in β-carotene.
They are often treated as a single cultivar, i.e. a distinct cultivated variety, with a name written as Musa 'Karat' in accordance with the International Code of Nomenclature for Cultivated Plants. However, in Pohnpei there are at least three types, 'Karat Kole', 'Karat Pwehu' and 'Karat Pako'. The last has a larger fruit, up to 400–500 g in weight.
Traditionally, the Karat banana was used in Micronesia to wean infants onto solid food. It is much less often eaten there now that imported foods have grown in popularity. However, it is believed that because beta-carotenes are important metabolic precursors of vitamin A, essential for the proper functioning of the retina, giving Karat bananas to young children could help ward off certain kinds of blindness. A campaign to increase the consumption of Karat bananas (and of Fe'i bananas in general) has therefore taken place in Pohnpei.
# 2017 Rugby Europe Sevens Grand Prix Series

The 2017 Rugby Europe Sevens Grand Prix served as a European qualifier not only for the 2018 Hong Kong Sevens qualifier tournament, but for two bids among the teams not already qualified for the 2018 Rugby World Cup Sevens.

## Schedule

| Date | Venue | Winner | Runner-up | Third |
| 3–4 June | Moscow | Ireland | Spain | Russia |
| 10–11 June | Łódź | Russia | Spain | Ireland |
| 1–2 July | Clermont-Ferrand | Ireland | Russia | Spain |
| 15–16 July | Exeter | Russia | Wales | Ireland |

## Standings

| Notes | Legend |
| 1, 2, 3 | Top three qualify to 2018 Hong Kong Sevens |
| 1, 2 | Top two qualify to 2018 Rugby World Cup Sevens |
| | Relegated to Trophy for 2018 |
The 2017 Grand Prix Series serves as a qualifying event for two other tournaments:
* The three highest ranked European teams (other than the five teams below marked with a "C" that are not already core teams in the Sevens World Series) will qualify to the 2018 Hong Kong Sevens, with a chance to qualify for the 2018–19 World Rugby Sevens Series.
* The top two teams (other than the three teams marked with a "Q" that already qualified) will qualify for the 2018 Rugby World Cup Sevens.
| Rank | Team | 2018 HK 7s | 2018 RWC 7s | Moscow | Łódź | Clermont-Ferrand | Exeter | Points |
| | Russia | C | 1 | 16 | 20 | 18 | 20 | 74 |
| | Ireland | 1 | 2 | 20 | 16 | 20 | 16 | 72 |
| | Spain | C | - | 18 | 18 | 16 | 6 | 58 |
| 4 | Wales | C | Q | 3 | 14 | 12 | 18 | 47 |
| 5 | Germany | 2 | - | 8 | 12 | 14 | 8 | 42 |
| 6 | France | C | Q | 12 | 8 | 10 | 4 | 34 |
| 7 | Georgia | 3 | - | 6 | 6 | 6 | 12 | 30 |
| 8 | Portugal | - | - | 10 | 2 | 1 | 14 | 27 |
| 9 | England | C | Q | 4 | 10 | 3 | 10 | 27 |
| 10 | Italy | - | - | 14 | 4 | 4 | 3 | 25 |
| 11 | Belgium | - | - | 2 | 3 | 8 | 2 | 15 |
| 12 | Poland* | - | - | 1 | 1 | 2 | 1 | 5 |
* Poland cannot be relegated due to being a host nation.

## Moscow

| Event | Winners | Score | Finalists | Semifinalists |
| Cup | Ireland | 12–0 | Spain | Russia (Third) Italy |
| 5th Place | France | 33–21 | Portugal | Germany (Seventh) Georgia |
| Challenge Trophy | England | 21–17 | Wales | Belgium (Eleventh) Poland |

## Łódź

| Event | Winners | Score | Finalists | Semifinalists |
| Cup | Russia | 24–19 a.e.t. | Spain | Ireland (Third) Wales |
| 5th Place | Germany | 29–26 | England | France (Seventh) Georgia |
| Challenge Trophy | Italy | 21–17 | Belgium | Portugal (Eleventh) Poland |

## Clermont-Ferrand

| Event | Winners | Score | Finalists | Semifinalists |
| Cup | Ireland | 17–14 | Russia | Spain (Third) Germany |
| 5th Place | Wales | 24–15 | France | Belgium (Seventh) Georgia |
| Challenge Trophy | Italy | 26–12 | England | Poland (Eleventh) Portugal |

## Exeter

| Event | Winners | Score | Finalists | Semifinalists |
| Cup | Russia | 17–10 | Wales | Ireland (Third) Portugal |
| 5th Place | Georgia | 17–12 | England | Germany (Seventh) Spain |
| Challenge Trophy | France | 24–21 | Italy | Belgium (Eleventh) Poland |
# Geçit

Geçit can refer to:
* Geçit, Erzincan
* Geçit, Gercüş
# Deepak Kingrani

Deepak Kingrani (born 7 November 1982) is an Indian screenwriter from Bhatapara, Chhattisgarh. He is best known for writing the Hotstar Specials espionage thriller series, Special OPS, and writing the courtroom drama, Sirf Ek Bandaa Kafi Hai.

## Early life

Deepak Kingrani spent his school years in Bhatapara and Raipur and studied engineering from MITS Gwalior. He worked abroad in the IT sector for 6 years before losing interest in his work. Kingrani left his job in 2010 and started to pursue writing. He did not go to a film school but learned scriptwriting by watching movies and going through their scripts. He used to watch a movie and then re-watch it with its script open on his laptop.

## Career

After leaving his job in IT sector, he moved to Mumbai to become a writer. The first film where he worked as a dialogue writer was War Chhod Na Yaar (2013), an anti-war comedy film. The second film for which he wrote the dialogue was an action comedy film, Pagalpanti (2019). The breakthrough in his career came when he started writing Special Ops (2020) along with Neeraj Pandey. It is an action espionage thriller web series for Hotstar Specials. He is also the writer of Sirf Ek Bandaa Kaafi Hai (2023), a legal drama. The same year, another film that he wrote, Mission Raniganj, was released. This was a disaster thriller film.

## Filmography
### Film

| Year | Title | Story | Screenplay | Dialogue |
| 2013 | War Chhod Na Yaar | No | No | Yes |
| 2019 | Pagalpanti | No | No | Yes |
| 2023 | Sirf Ek Bandaa Kaafi Hai | Yes | Yes | Yes |
| 2023 | Mission Raniganj | Yes | No | Yes |
| 2024 | Bhaiyya Ji | No | Yes | Yes |

### Web series

| Year | Title | Season | Story | Screenplay | Dialogue |
| 2020 | Special Ops | 1 | Yes | Yes | Yes |
| 2021 | Special Ops 1.5: The Himmat Story | 1 | Yes | Yes | Yes |
| Date to be confirmed | Special Ops | 2 | Yes | Yes | Yes |

## Awards and nominations

| Year | Film/Web Series | Award | Category | Result |
| 2022 | Special Ops 1.5: The Himmat Story | IWM Digital Awards | Best Story In A Web Series | Won - Shared with Neeraj Pandey and Benazir Ali Fida |
| 2023 | Sirf Ek Bandaa Kaafi Hai | Filmfare OTT Awards | Best Dialogue (Web Original Film) | Won |
| 2023 | Sirf Ek Bandaa Kaafi Hai | Filmfare OTT Awards | Best Story (Web Original Film) | Won |
# Christopher Culpo

Christopher Culpo is an American-French composer and pianist, who has been living in France since 1991. As a performer and composer, Culpo lies at the confluence of contemporary classical music, jazz, and free improvisation. He has written chamber and symphonic music, vocal and opera, for the dance and the theatre, and has composed and improvised music for silent films. He has been commissioned by Radio France.
Culpo has earned degrees in composition from Boston University and The Juilliard School, where he studied amongst others with Milton Babbitt and David del Tredici. He also studied piano and improvisation with Charles Banacos. Following his studies at Juilliard Mr. Culpo was personal assistant to Aaron Copland and an active Teaching Artist for the Lincoln Center Institute. Since receiving a Fulbright scholarship to work with Tristan Murail in Paris in 1991, Mr. Culpo has lived and worked in Europe. His performing career has taken him on stages as diverse as the Cluny Jazz Festival, Jazz at Domergue, Rhino Jazz (France), Blossoms Festival (Belgium), The Old Town House, Athol Fugard Festival in Nieu Bethesda and the Forge (South Africa), Club Borgo, "Sestri Jazz Jazz La Spezia (Italy), the Radar Festival (Mexico), the Adelaide Cabaret Festival and the Sydney Opera House (Australia), or the Festival Christchurch (New Zealand).
As a performer Mr. Culpo has released many albums, most recently Mimesis and Speaking in Tongues with saxophonist Catherine Sikora. He also recorded his composition The Four Freedoms, based on the Norman Rockwell paintings, with a quartet featuring clarinetist Achille Succi, contrabassist Salvatore Maiore and trombonist Massimo Morganti.
In November 2019 Culpo’s composition Mundus Imaginalis for solo piano and strings was awarded second prize in the IV International Uuno Klami Composition Competition and was performed and recorded in Finland by the Kymi Sinfonietta. The South African College of Music’s Bowed Electrons Festival has invited Mr. Culpo several times. In 2019 he premiered The Books of Coincidence, a collaboration with South African artist and poet Anne Graaff. The piece, for solo piano, electronics, video, and recorded poetry was to receive its French premiere at the Festival Entre Temps in Avon before the festival was postponed due to Covid19. For the Bowed Electrons 2020 festival, streamed online, he collaborated again with Ms. Graaff and poet Douglas Reid Skinner to create Constellations for piano, electronics, and recorded poetry. His "After Midnight, Before Dawn" was praised by The Washington Post as "a strikingly vivid work that explores the elusive worlds of sleeping and dreaming, to hallucinogenic effect". In February 2012 Culpo was awarded the Clefworks composition prize and his Of Ground, or Air, or Ought- was premiered by the ETHEL quartet in Montgomery, Alabama. In 2013 Radio France commissioned Culpo to compose Murmurations for the national Orchestra of France.
Culpo's music is published by Les Editions Le Chant du Monde and Editions Musicales Contemporain. His albums are published by El Gallo Rojo Records and on Bandcamp.
# Amalka Supercomputing facility

The Amalka Supercomputing facility is the largest of the three Czech parallel supercomputers. It is used by Department of Space Physics, Institute of Atmospheric Physics, Academy of Sciences of the Czech Republic.
The primary task is computation and visualisation in the area of space research for the European Space Agency or NASA, such as a preparation of Demeter (satellite) launch.
Amalka Supercomputing facility is credited with computing the first kinetic magnetic field model of Mercury in the MESSENGER project. It also helped to understand the results from the Cluster II mission.
At present, the facility is supporting the THEMIS (Time History of Events and Macroscale Interactions during Substorms) project. The results will be useful in planning for creating permanent human bases on Moon that will be protected from solar wind.
The current version runs Linux slackware and delivers 6.38 TFlops. Expansion and optimization of the infrastructure is being implemented by Sprinx Systems.
| Generation | Year | Processing Rate | # of Computers | # of CPUs | # of Cores | Other parameters |
| 1 | 1998 | units of MFlops | 8 | 8 | 8 | |
| 2 | 2000 | tens of GFlops | 16 | 16 | 16 | |
| 3 | 2003 | around 1 TFlop | 96 | 188 | 188 | |
| 4 | 2006 | 2,6 TFlops | 138 | 272 | 360 | 180 GB RAM, 20 TB HDD, 40 kW |
| 5 | 2007 | 4,07 TFlops | | 326 | 572 | |
| 6 | 2009 | 6,38 TFlops | | 356 | 800 | |
# Kalamiaris palm forest

Kalamiaris palm forest or Panayouda palm forest (Kalamiaris is the northern area of Panayouda settlement) is a semi-natural small palm forest on the east coast of Lesbos island.
The original twenty-four Canary Island Date Palms (Phoenix canariensis) were planted by the English diplomat Atkinson who brought them from Egypt in the late 19th century. Later when those palms were starting to produce seeds, new palms born around, so that today we can speak for a small but dense palm forest, which at 80% of its palm population is natural and totally (artificial and natural way vegetation) has about 150-155 phoenix canariensis palm trees. The forest continues to propagate new seed palms yet, but it has not been protected by the local authority. These seed palms are food for some local vegetarian animals or being stolen, so the forest spreads out very slowly.

## Text resources

* A small reference at the Greek net site
* A small reference for the palm forest surrounding protection at the Greek net site
* Translated from the article at Greek Wikipedia.
# Jim Sprott

Jim Sprott may refer to:
* Jim Sprott (scientist), scientist involved in forensic work regarding the murder of Harvey and Jeannette Crewe
* Jim Sprott (ice hockey) (born 1969), Canadian ice hockey defenceman
# Koeltztown, Missouri

Koeltztown (KELTS'-town) is an unincorporated community in southern Osage County, Missouri, United States. It is located approximately seventeen miles southeast of Jefferson City and is one of the oldest settlements in Osage County. Founded in 1858, the community was named after its first postmaster, August Koeltze. While not Catholic, Koeltz donated land for a Catholic parish to encourage enough settlers to the area to establish a town around St. Boniface Catholic Church. A post office called Koeltztown has been in operation since 1862.
During the American Civil War, a few raiders passed through, but there were no major battles in the area. Most European settlers were German immigrants, who arrived in greatest number from the mid- to late-19th century.
# Elvestad (surname)

Elvestad is a Norwegian surname. Notable people with the surname include:
* Martin Elvestad (born 1989), Norwegian footballer
* Sven Elvestad (1884–1934), Norwegian journalist and author
# Doug Rupe

Doug Rupe is an Australian Paralympic athletics silver medalist.
He competed at the 1976 Toronto Games in three athletics events. He won a silver medal in the Men's High Jump A.
# Logisticus bicolor

Logisticus bicolor is a species of beetle in the family Cerambycidae. It was described by Vives in 2004.
# Jan Verveer

Jan Verveer (27 August 1775 – 22 August 1838) was a major general of the Royal Netherlands Army.

## Biography

Jan Verveer was born in Rotterdam to Johannes Verveer and Anna Maria van Alphen.
Verveer joined the army in 1797. In 1803, he was sent to the Dutch West Indies where he remained until 1815. From 1807, Verveer served as Commander of Sint Maarten, until the island was taken by British forces in 1810. He then returned to the Netherlands where he served in the military administration.
In 1826, Verveer was an observer to the Congress of Panama. As a consequence of this mission, he became the principal adviser of King William I of the Netherlands on the Nicaragua Canal.
In the autumn of 1836, Verveer was appointed a Royal Commissioner by King William I of the Netherlands and charged with concluding a treaty with the King of Ashanti Kwaku Dua I Panyin to facilitate the recruitment of soldiers to the Royal Netherlands Indies Army. Verveer arrived in Elmina, the capital of the Dutch Gold Coast, on 1 November 1836, and departed for the Ashanti capital of Kumasi with a retinue of about 900 people, the majority of whom were porters carrying provisions and gifts. After lengthy negotiations, an agreement was reached in Kumasi, resulting in the establishment of a recruiting office in Kumasi headed by Jacob Huydecoper.
After having concluded the treaty, Verveer returned to the Netherlands together with Kwasi Boakye and Kwame Poku, two young Ashanti princes who were to receive education in the Netherlands. A year later, however, Verveer was sent back to the Gold Coast to quell the rebellion of Ahanta. Verveer became ill during this campaign and died on the ship that was to take him home to the Netherlands.

## In the arts

Jan Verveer is portrayed in the 1997 novel The Two Hearts of Kwasi Boachi by Arthur Japin.