OpenLLM-France/wikimedia huggingface dataset:
# Bremer Island

Bremer Island, or Dhambaliya in the local language is an island in the Arafura Sea, in the northwest of the Gulf of Carpentaria, 3.4 km off the northeast corner of Arnhem Land (Cape Wirawawoi), Northern Territory, Australia.

## History

The island was named Melville Island by Matthew Flinders during his circumnavigation voyage in 1803. The island was renamed Bremer Island in 1934 to avoid confusion with the larger Melville Island, part of the Tiwi Island Group just north of Darwin. A European settlement named Fort Dundas had been established on the larger Melville Island in 1824 by Sir James J. Gordon Bremer, but the settlement was unsuccessful and was abandoned in 1828.

## Geography

It is 7.7 km long north–south, and up to 3.0 km wide, and has an area of about 16 km$^2$. The town of Nhulunbuy lies five kilometers away on the mainland of Arnhem Land. The island is inhabited by about 25 Rirratjingu, a clan of the Yolngu tribe. The only small settlement, a family outstation in the north of the island near the airfield is called Gutjangan (formerly Bremer Island North).
Alcohol consumption is illegal on Bremer Island. Only tourists are allowed to consume small quantities. Only up to eight tourists are allowed to stay on the island at any given time. The only tourist facility is the small Banubanu Beach Retreat at the northern tip of the island.
The island is surrounded by a beach, on which sea turtles dig their eggs into the sand. Bremer Island is also home to many birds. 4.5 km east of the island are the East Bremer Islets, a group of small rocky islets, including Higginson Island, which form the Higginson Important Bird Area.
# Parabolic geometry (differential geometry)

In differential geometry and the study of Lie groups, a parabolic geometry is a homogeneous space G/P which is the quotient of a semisimple Lie group G by a parabolic subgroup P. More generally, the curved analogs of a parabolic geometry in this sense is also called a parabolic geometry: any geometry that is modeled on such a space by means of a Cartan connection.

## Examples

The projective space P$^n$ is an example. It is the homogeneous space PGL(n+1)/H where H is the isotropy group of a line. In this geometrical space, the notion of a straight line is meaningful, but there is no preferred ("affine") parameter along the lines. The curved analog of projective space is a manifold in which the notion of a geodesic makes sense, but for which there are no preferred parametrizations on those geodesics. A projective connection is the relevant Cartan connection that gives a means for describing a projective geometry by gluing copies of the projective space to the tangent spaces of the base manifold. Broadly speaking, projective geometry refers to the study of manifolds with this kind of connection.
Another example is the conformal sphere. Topologically, it is the n-sphere, but there is no notion of length defined on it, just of angle between curves. Equivalently, this geometry is described as an equivalence class of Riemannian metrics on the sphere (called a conformal class). The group of transformations that preserve angles on the sphere is the Lorentz group O(n+1,1), and so S$^n$ = O(n+1,1)/P. Conformal geometry is, more broadly, the study of manifolds with a conformal equivalence class of Riemannian metrics, i.e., manifolds modeled on the conformal sphere. Here the associated Cartan connection is the conformal connection.
Other examples include:
* CR geometry, the study of manifolds modeled on a real hyperquadric $Q^{2(p+q)-1}=SU(p,q)/P\subseteq \mathbb {C} ^{p+q}$, where $P$ is the stabilizer of an isotropic line (see CR manifold)
* contact projective geometry, the study of manifolds modeled on $SP(n)/P$ where $P$ is that subgroup of the symplectic group stabilizing the line generated by the first standard basis vector in $\mathbb {R} ^{2n}$
# Denmark at the 2013 World Championships in Athletics

Denmark competed at the 2013 World Championships in Athletics in Moscow, Russia, from 10–18 August 2013. A team of 2 athletes was announced to represent the country in the event.

## Results

(Q - qualified, q – qualified by lucky losers, NM – no mark, SB – season best)

### Men
#### Track and road events

| Athlete | Event | Preliminaries | Preliminaries | Heats | Heats | Semifinals | Semifinals | Final | Final |
| Athlete | Event | Time | Rank | Time | Rank | Time | Rank | Time | Rank |
| Nick Ekelund-Arenander | 400 metres | | | 45.45 Q | 18 | 45.89 | 18 | - | - |

#### Field events

| Athlete | Event | Preliminaries | Preliminaries | Final | Final |
| Athlete | Event | Width Height | Rank | Width Height | Rank |
| Rasmus Wejnold Jorgensen | Pole vault | 5.25 | 31 | - | - |
# Lévi Doré

Lévi Doré (born 2000) is a Canadian actor from Quebec. He is most noted for his performance in the film The Fall of Sparta (La chute de sparte), for which he received a Prix Iris nomination for Revelation of the Year at the 21st Quebec Cinema Awards.
He has also appeared in the films Pauvre Georges! and Sam, and in the television series Au secours de Béatrice and Alerte amber.
# Burgee (surname)

Burgee is a surname. Notable people with the surname include:
* John Burgee (born 1933), American architect
* Louis Burgee (1890–1966), American baseball player
# USS Wasp

USS Wasp may refer to the following ships of the Continental and United States navies:
* USS Wasp (1775) was a merchant schooner purchased by the Continental Navy in late 1775 and destroyed in 1777
* USS Wasp (1807) was a sloop constructed in 1806 and captured during the War of 1812
* USS Wasp (1810) was a schooner built in 1810 and sold after 1814
* USS Wasp (1813) was a sloop chartered in 1813 and returned to her owners in 1814
* USS Wasp (1814) was a sloop-of-war constructed in 1813 and lost in a storm at sea in 1814.
* USS Wasp (1865), originally the captured Confederate Emma Henry, renamed Wasp in June 1865 and found unfit for further service in 1876
* USS Wasp (1893), was the first steam yacht Columbia launched 1893 by William Cramp, acquired and commissioned in 1898 by the Navy and used as a training ship until sold in 1919
* USS Wasp (SP-1159), a steel-hulled motorboat, was leased by the U.S. Navy and performed patrol duties in 1917
* USS Wasp (CV-7), laid down in 1936, was an aircraft carrier that saw action in World War II until sunk by Japanese submarine I-19 in September 1942
* USS Wasp (CV-18) an aircraft carrier launched in 1943 and served until 1972
* USS Wasp (LHD-1) is lead ship of the Wasp-class amphibious assault ships and was launched in 1989 and in active service
# Henicops maculatus

Henicops maculatus is a species of centipede in the Henicopidae family. It was first described in 1845 by British entomologist George Newport.

## Distribution

The species occurs in south-eastern Australia and New Zealand. The type locality is Tasmania.

## Behaviour

The centipedes are solitary terrestrial predators, that inhabit plant litter and soil.
# Bernard Drachman

Rabbi Dr. Bernard Drachman (June 27, 1861, in New York City – March 12, 1945 in New York City) was a leader of Orthodox Judaism in the United States at the beginning of the twentieth century.

## Biography

Drachman was born to parents who were immigrants from Galicia and Bavaria. After studying in a Hebrew preparatory school, Drachman earned a B.A. from Columbia College. He earned a scholarship at the Jewish Theological Seminary of Breslau where he received his rabbinic ordination. He also earned a PhD from the University of Heidelberg.
In 1890, Drachman began serving as rabbi in the Park East Synagogue, where he led for the next fifty-five years. Drachman was president of the Orthodox Union and professor at the Jewish Theological Seminary.
He translated Samson Raphael Hirsch's The Nineteen Letters of Ben Uziel into English.
This was ironic as the works of Zecharias Frankel of Breslau, a man Drachman considered an important Orthodox leader had been condemned by Hirsch as heretical. Historically, Frankel is considered the founder or at least a forerunner of Conservative Judaism.
# Core Storage

Core Storage is a logical volume management system on macOS that was introduced by Apple to Mac OS X Lion. Core Storage is a layer between the disk partition and the file system.
Core Storage is the basis for Apple's Fusion Drive technology, which presents several partitions on multiple drives as a single logical volume. It does this by using tiered storage, whereby it keeps the most frequently used blocks on the fastest storage device in the pool, which is, by default, an SSD.

## Description

Apple CoreStorage defines four types of objects, instances of which are uniquely represented by a UUID:
* Physical Volume (PV)
       This is the actual physical storage device such as an internal hard drive or solid state drive. A PV is normally real media but it can be a disk image or even an AppleRAID Set. A disk offered to be a PV must be a partition and the encompassing scheme must be GPT.
* Logical Volume Group (LVG)
       This is the equivalent of volume groups in Linux LVM. The Logical Volume Group (LVG) is the top or "pool" level; zero or more may exist during any OS boot time session. An LVG exports zero or more Logical Volume Families (LVFs).
* Logical Volume Family (LVF)
       An LVF contains properties which govern and bind together all of its descendant Logical Volumes (LVs). These properties mainly provide settings for full disk encryption (such as whether the LVG is encrypted, which users have access, etc). An LVF exports one or more LVs.
* Logical Volume (LV)
       A logical volume exports a dev node, upon which a file system (such as Journaled HFS+) resides.
# Breast growth

Breast growth may refer to:
* The growth of the breast, see breast development
* Mammoplasia, the enlargement of the breast
* A growth inside the breast, see breast lump
# Burgemeester Damen Sportpark

Burgemeester Damen Sportpark is a park located in Geleen, Netherlands. It was the location of the Pinkpop Festival from 1970 to 1986.
# Untitled Gift

Untitled Gift is an album by violinist Billy Bang. It was recorded on February 7, 1982, at OAO Studio in Brooklyn, New York, and was released on vinyl later that year by Anima Productions. On the album, Bang is joined by trumpeter Don Cherry, double bassist Wilber Morris, and drummer Dennis Charles. The recording features three Bang originals plus one composition by Cherry and two by Ornette Coleman. In 2004, the 8th Harmonic Breakdown label reissued the album on CD along with Bang's 1979 release Sweet Space on the compilation Sweet Space/Untitled Gift.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| All About Jazz (reissue) | |
| The Penguin Guide to Jazz (reissue) | |
| Tom Hull – on the Web (reissue) | A− |
| The Virgin Encyclopedia of Jazz | |
In a review for All About Jazz, Rex Butters wrote: "Charles spins a strong web of invisible rhythms as Morris drops chewy subharmonic power. Cherry bristles with brilliance in a quartet apparently electrified by their interplay." Regarding the 2004 reissue, AAJ's Terrell Kent Holmes stated that it "will enhance Bang's stature as one of the most vital and original voices on the scene today."
Critic Tom Hull awarded the reissue a grade of "A−", calling it "exhilarating," and commenting: "Bang squares off with Don Cherry on an Ornette-centered song list, one of the most exciting encounters of either's career."
One Final Note's Derek Taylor described the music as "affirming and accomplished," and remarked: "Cherry's voice-like inflection on pocket trumpet proves an ideal match for the sliding speech-like glisses of Bang's bow... The concord shared by Morris and Charles makes the meeting all that sweeter and the drummer in particular shines through a permeable lattice of muscular tom-driven rhythms."

## Track listing

* "Echovamp 1678" (Billy Bang) – 12:15
* "Night Sequence" (Ornette Coleman) – 5:50
* "The Kora Song" (Don Cherry) – 5:48
* "Maat" (Billy Bang) – 11:40
* "Levitation for Santana" (Billy Bang) – 4:10
* "Focus on Sanity" (Ornette Coleman) – 4:20

## Personnel

* Billy Bang – violin, flute, bells, congas
* Don Cherry – pocket trumpet, flute, bells
* Wilber Morris – double bass
* Dennis Charles – drums
# Henicops howensis

Henicops howensis is a species of centipede in the Henicopidae family. It is endemic to Australia. It was first described in 2004 by Gregory Edgecombe.

## Distribution

The species occurs only on New South Wales’ Lord Howe Island in the Tasman Sea.
# Jarząbkowice

Jarząbkowice may refer to the following places in Poland:
* Jarząbkowice, Lower Silesian Voivodeship (south-west Poland)
* Jarząbkowice, Silesian Voivodeship (south Poland)
# Oxycanus hildae

Oxycanus hildae is a moth of the family Hepialidae found in New South Wales and Victoria.
# Mesogramma

Mesogramma may refer to:
* Mesogramma (plant), a genus of plants in the family Asteraceae
* Mesogramma, a genus of flies in the family Syrphidae, synonym of Mesograpta
* Mesogramma, a genus of butterflies in the family Geometridae, synonym of Mesotype
* Mesogramma, a fossil genus of insects in the family Hebeigrammidae, synonym of Hebeigramma
# Trichopsocus

Trichopsocus is a genus of lash-faced psocids in the family Trichopsocidae. There are about nine described species in Trichopsocus.

## Species

These nine species belong to the genus Trichopsocus:
* Trichopsocus brincki Badonnel, 1963$^{cg}$
* Trichopsocus chilensis New & Thornton, 1981$^{cg}$
* Trichopsocus clarus (Banks, 1908)$^{icgb}$
* Trichopsocus coloratus Lienhard, 1983$^{cg}$
* Trichopsocus dalii (McLachlan, 1867)$^{icgb}$
* Trichopsocus difficilis Lienhard, 1996$^{cg}$
* Trichopsocus fastuosus (Navás, 1915)$^{cg}$
* Trichopsocus maculosus Mockford, 1969$^{cg}$
* Trichopsocus marmoratus (Hagen, 1865)$^{cg}$
Data sources: i = ITIS, c = Catalogue of Life, g = GBIF, b = Bugguide.net
# Paralympics Ireland

Paralympics Ireland (formerly known as the Paralympic Council of Ireland) is the National Paralympic Committee in Ireland for the Paralympic Games movement. It is a non-profit organisation that selects teams, and raises funds to send Irish competitors to Paralympic events organised by the International Paralympic Committee (IPC).

## History

The organisation was established the Paralympic Council of Ireland in 1987, as a Coordination Committee for the 1988 Summer Paralympics. They rebranded with a new logo in 2005. The organisation rebranded again in 2011 with a new logo and a name change to Paralympics Ireland. They launched a new tagline, Inspiring Beyond Belief.
Paralympics Ireland coordinates Ireland at the Paralympics and Ireland at the World Championships.
# Biokovina

Biokovina (Serbian Cyrillic: Биоковина) is a village in the municipality of Jajce, Bosnia and Herzegovina.

## Demographics

According to the 2013 census, its population was 225.
Ethnicity in 2013 :
| Ethnicity | Number | Percentage |
| Bosniaks | 223 | 99.1% |
| other/undeclared | 2 | 0.9% |
| Total | 225 | 100% |
# Dearborn County Courthouse

Dearborn County Courthouse is a historic courthouse located at Lawrenceburg, Dearborn County, Indiana. It was built in 1870–71, and is a three-story, five-bay, Greek Revival style building constructed of limestone. It features a three-bay pedimented portico with four fluted columns with Corinthian order capitals.$^{:2}$
It was added to the National Register of Historic Places in 1981. It is located in the Downtown Lawrenceburg Historic District.
# Uetz

Uetz is a village and a former municipality in the district of Stendal, in the state Saxony-Anhalt, Germany. Since 31 May 2010, it is part of the town of Tangerhütte.

## History

First recogninized it was in the Landbuch der Mark Brandenburg in the year 1375 where was stated: Usas has been desolate for thirty years. From the available writings it follows that the village of Uetz is very likely of Wendish origin, and the meaning accordingly:
"Meadow between the waters"
This explanation would be very appropriate for the village of Uetz, because in the past the Elbe stream flowed into two broad arms, the Burger Arm and the Tangier Arm, to the right and left of the valley sand area on whose southwestern edge the village lies.
# Henicops washpoolensis

Henicops washpoolensis is a species of centipede in the Henicopidae family. It is endemic to Australia. It was first described in 2005 by Gregory Edgecombe and Lauren Hollington.

## Distribution

The species occurs in New South Wales and Queensland. The type locality is the Washpool State Forest in north-eastern New South Wales.
# Jarząbki, Świętokrzyskie Voivodeship

Jarząbki is a village in the administrative district of Gmina Gnojno, within Busko County, Świętokrzyskie Voivodeship, in south-central Poland. It lies approximately 6 kilometres (4 mi) east of Gnojno, 20 km (12 mi) north-east of Busko-Zdrój, and 40 km (25 mi) south-east of the regional capital Kielce.
# Oxycanus kochi

Oxycanus kochi is a moth of the family Hepialidae. It is found in all of Australia.
# Kamalpur, Gujarat

Kamalpur is a village in Surendranagar district in the Indian state of Gujarat.
# Trichopsetta

Trichopsetta is a genus of small lefteye flounders native to the western Atlantic Ocean.

## Species

There are currently four recognized species in this genus:
* Trichopsetta caribbaea W. W. Anderson & Gutherz, 1967 (Caribbean flounder)
* Trichopsetta melasma W. W. Anderson & Gutherz, 1967
* Trichopsetta orbisulcus W. W. Anderson & Gutherz, 1967
* Trichopsetta ventralis (Goode & T. H. Bean, 1885) (Sash flounder)
# Paralympic record progression track cycling – Women's flying 200 m time trial

This is an overview of the progression of the Paralympic track cycling record of the women's flying 200 m time trial as recognised by the Union Cycliste Internationale (UCI) and IPC.

## B Progression

| Time | Cyclists | Class | Location | Track | Date | Competition |
| 11"940 | Cara Dunne (USA) Scott Evans (USA) | M/WB | Atlanta (USA) | Indoor track | 18 August 1996 | 1996 Paralympics |
| 11"505 | Pamela Fernandes (USA) Alphonso Whaley (USA) | M/WB | Sydney (AUS) | Indoor track | 22 October 2000 | 2000 Paralympics |
| 11"675 | Cara Dunne (USA) Scott Evans (USA) | B | Athens (GRE) | Indoor track | 19 September 2004 | 2004 Paralympics |
# Ignace Tiegerman

Ignacy Tiegerman (24 February 1893 – 31 May 1968), usually seen as Ignace, but also Ignaz, was a Polish pianist and teacher.
He was an exceptional interpreter of the Romantic school (Field, Chopin, Brahms, et al.). He studied with Theodor Leschetizky but his lessons with Leschetizky's assistant Ignaz Friedman were more significant. Tiegerman considered Friedman his mentor, and Friedman deemed him "the greatest talent I ever worked with."
His recordings are highly regarded, despite their not being of studio sound quality in most cases. He was said to be the only rival Vladimir Horowitz ever feared. For health reasons, he spent most of his life teaching in Cairo.
His finest pupil was Henri Barda, and he also taught Edward Said, Mario Feninger, Nicolas Constantinidis, and Prince Hassan Aziz Hassan. Hassan called him "a wonder of human realization" and Said later recalled many wonderful late-night conversations with him
# Biokovo (disambiguation)

Biokovo is a mountain range in Croatia.
Biokovo may also refer to:
* Biokovo, Foča, village in Bosnia and Herzegovina
* Biokovo Nature Park
* MV Biokovo (built 2009), a ferry
# Iavnana

Iavnana (Georgian: იავნანა) is a genre of Georgian folk song, traditionally intended as a lullaby, but historically sung also as healing songs for the sick children. Some of the Iavnana lyrics are, however, of didactical or heroic character.
The name of the genre comes from its refrain iavnana (or iavnaninao, nana naninao, etc.), which contains the vocable nana (ნანა), purportedly derived from the name of a pagan mother goddess. Some of its variants, e.g., iavnana vardo nana, combine the names of the two flowers violet (ia) and rose (vardi) which frequently feature in Georgian folklore and classical literature, and are commonly associated with feminine and masculine symbols, respectively.
Over sixty versions of "Iavnanas" have been recorded. Most of these lullabies are sung directly to the child, and are largely preserved in modern-day Georgia. Many of the Iavnana variants, however, were "healing songs" performed specifically in the presence of the sick child, but addressed to the "lords" (batonebi) or "angels" (angelozebi), the spirits who were popularly believed to have taken possession of the patient suffering from smallpox, measles, scarlet fever or other infectious diseases.
The Iavnana motifs have been exploited in their poetry by several Georgian poets such as Ilia Chavchavadze, Akaki Tsereteli, and Galaktion Tabidze.
# Udine (Milan Metro)

Udine is a station on Line 2 of the Milan Metro. It is located at Piazzale Udine, near Parco Lambro, a large urban park, and Quartiere Feltre, a major residential district of Milan. The station was opened on 27 September 1969 as part of the inaugural section of Line 2, between Cascina Gobba and Caiazzo.
# Lomonosovsky District

Lomonosovsky District is the name of several administrative and municipal districts in Russia. The districts are generally named for Mikhail Lomonosov, a Russian polymath.

## Districts of the federal subjects

* Lomonosovsky District, Leningrad Oblast, an administrative and municipal district of Leningrad Oblast
* Lomonosovsky District, Moscow, a district in South-Western Administrative Okrug of Moscow

## City divisions

* Lomonosovsky Territorial Okrug, a territorial okrug of the city of Arkhangelsk, the administrative center of Arkhangelsk Oblast

## Historical districts

* Lomonosovsky District, a former district of the federal city of St. Petersburg; since 2003—a part of Petrodvortsovy District
# Oxbow Lakes

"Oxbow Lakes" is a single by the English electronic music group the Orb. It featured remixes from artists such as Carl Craig, Sabres of Paradise and A Guy Called Gerald. It also includes an acoustic version performed by the string sextet Instrumental which was produced and mixed by Darren Allison. It reached number thirty-eight on the UK Singles Chart.
# Canton of Aniche

The canton of Aniche is an administrative division of the Nord department, northern France. It was created at the French canton reorganisation which came into effect in March 2015. Its seat is in Aniche.
It consists of the following communes:
* Aniche
* Arleux
* Auberchicourt
* Aubigny-au-Bac
* Brunémont
* Bugnicourt
* Cantin
* Dechy
* Écaillon
* Erchin
* Estrées
* Féchain
* Férin
* Fressain
* Gœulzin
* Guesnain
* Hamel
* Lécluse
* Lewarde
* Loffre
* Marcq-en-Ostrevent
* Masny
* Monchecourt
* Montigny-en-Ostrevent
* Roucourt
* Villers-au-Tertre
# Brant Weidner

Brant Clifford Weidner (born October 28, 1960) is an American former professional basketball player from the National Basketball Association. He played one season in the league, appearing in just eight regular-season games.
Weidner played basketball at Parkland High School in South Whitehall Township, Pennsylvania and then at William & Mary in Williamsburg, Virginia.
In 1983, he was selected by the San Antonio Spurs with the 20th pick of the 4th round (90th overall) in the 1983 NBA draft.