OpenLLM-France/wikimedia huggingface dataset:
# Plagiotremus phenax

Plagiotremus phenax, the Imposter fangblenny, is a species of combtooth blenny found in coral reefs in the Indian Ocean. This species reaches a length of 8 centimetres (3.1 in) TL. This blenny uses bio mimicry to avoid predation, as it has a strong resemblance to the disco blenny (Meiacanthus smithi).
# Pinus montezumae

Pinus montezumae, known as the Montezuma pine, is a species of conifer in the family Pinaceae.
It is native to Mexico and Central America, where it is known as ocote. The tree grows about 35 m high and 80 cm in diameter; occasionally it may reach a height of 40 m and diameter of 1 m. It has a round crown. The bark is dark brown-grayish. It is the only pine species (in the variety rudis) which has seven needles in each fascicle.
It is found from the Mexican states of Nuevo León (25° N. Lat.) and Jalisco (22° n.l.) to the north and to Nicaragua (15° N. Lat.) to the south. It occurs on both mountain ranges of the Sierra Madre Oriental and Sierra Madre Occidental. It grows at altitudes from 2000–3200 m above sea level. It is found in areas receiving between 800–1000 mm rainfall per year. In most of the tree's habitat, rain falls mostly in summer, but in the state of Veracruz, precipitations are spread year round and the climate is very wet. However, specimens from the state of Jalisco grow in semi-arid places. It occurs in warm temperate to cool climates (18 °C to 10 °C). At the highest altitudes of its distribution, it usually receives snow in the winter.
Ocote wood is yellowish-brown white, with the heartwood being light brown, hard, heavy and used for construction. It is appreciated for its resin. The resin is so flammable that a cut branch will burn as a torch emitting black smoke when ignited; for this reason, it is very common in Mexico to use ocote wood as a fire starter for campfires and barbecues. Growth is slow in the first three or six years, after this stage it is a fast-growing tree. The cities of Ocotlán in Jalisco Mexico and Ocotal in Nicaragua derive their names from this tree. It is planted in plantages in South Africa and Queensland, Australia at mid altitudes; in Kenya, Malawi, Botswana, Zimbabwe and Bolivia at high altitudes. Trees planted in New Zealand and New South Wales, Australia near sea level have done very well.
# Lukavec

Lukavec may refer to places:

## Croatia

* Lukavec, Zagreb County, a village near Velika Gorica
* Lukavec, Varaždin County, a village near Ivanec

## Czech Republic

* Lukavec (Litoměřice District), a municipality and village in the Ústí nad Labem Region
* Lukavec (Pelhřimov District), a market town in the Vysočina Region
* Lukavec u Hořic, a municipality and village in the Hradec Králové Region
* Lukavec, a village and part of Fulnek in the Moravian-Silesian Region
# Pitch axis

Pitch axis may refer to:

## In music

* Pitch axis (music), the center about which a melody is inverted
* Pitch axis theory, a musical technique used in constructing chord progressions

## In mathematics and engineering

* Aircraft principal axes, the axes of an airplane in flight
* Yaw, pitch, and roll, a specific kind of Euler angles
# Mausoleum of Maytham al-Tammar

The Mausoleum of Maytham al-Tammar (Arabic: مرقد ميثم التمار) is a Shi'ite religious complex located in Kufa, Iraq. It is dedicated to Maytham ibn Yahya al-Tammar, a companion of Ali ibn Abi Talib who was killed by the Umayyad governor Ubayd Allah ibn Ziyad. The mosque and shrine complex is located to the west of the Great Mosque of Kufa.

## History

Maytham al-Tammar was executed in the year 680 by Ubayd Allah ibn Ziyad. He was buried at this spot. The date of construction of the mausoleum over his grave is not known. However, a structure already existed there in the twentieth century.
In 2011, the mausoleum was rebuilt and expanded. Subsequently, the structure was converted into a Shi'ite mosque. Two minarets were added, and the dome over the shrine was replaced with a larger one which had more decorations on it. Then in 2017, a new zarih was built around the grave of Maytham al-Tammar. It was constructed from Isfahan and then shipped to Kufa, where it was reassembled around the grave.

## Architecture

The present mosque and mausoleum/shrine complex has one dome and two minarets. The dome has a diameter of 9 metres, while the minarets have a length of 28 metres and a diameter of 2.5 metres. The tomb of Maytham al-Tammar is located underneath the dome, and a zarih encloses it. This zarih was built in Isfahan, and its area is 20 square metres. It is made from wood, and inlaid with copper and silver attachments.

## Incidents

In 2006, a suicide bomber detonated a car bomb near the shrine of Maytham al-Tammar in Kufa, Iraq. The bomb was detonated in between two vans carrying Iranian pilgrims to the shrine. Twelve innocent civilians were killed and 37 more were injured as a result of the car bomb. Out of the 12 killed, 8 of them were Iranians, and out of the 37 that were injured, 22 of them were Iranian.
# Maxwell (unit)

The maxwell (symbol: Mx) is the CGS (centimetre–gram–second) unit of magnetic flux (Φ).

## History

The unit name honours James Clerk Maxwell, who presented a unified theory of electromagnetism. The maxwell was recommended as a CGS unit at the International Electrical Congress held in 1900 at Paris. This practical unit was previously called a line, reflecting Faraday's conception of the magnetic field as curved lines of magnetic force, which he designated as line of magnetic induction. Kiloline (10$^3$ line) and megaline (10$^6$ line) were sometimes used because 1 line was very small relative to the phenomena that it was used to measure.
The maxwell was affirmed again unanimously as the unit name for magnetic flux at the Plenary Meeting of the International Electrotechnical Commission (IEC) in July 1930 at Oslo. In 1933, the Electric and Magnetic Magnitudes and Units committee of the IEC recommended to adopt the metre–kilogram–second (MKS) system (Giorgi system), and the name weber was proposed for the practical unit of magnetic flux (Φ), subject to approval of various national committees, which was achieved in 1935. The weber was thus adopted as a practical unit of magnetic flux by the IEC.

## Definition

The maxwell is a non-SI unit.
    1 maxwell = 1 gauss × (centimetre)$^2$
That is, one maxwell is the total flux across a surface of one square centimetre perpendicular to a magnetic field of strength one gauss.
The weber is the related SI unit of magnetic flux, which was defined in 1946.
    1 maxwell ≘ 10$^{−4}$ tesla × (10$^{−2}$ metre)$^2$ = 10$^{−8}$ weber
# Places of interest in Buckinghamshire

Buckinghamshire, England is most notable for its open countryside and natural features, including the Chiltern Hills Area of Outstanding Natural Beauty and the River Thames. The county is also home to many historic houses, some of which are open to the public through the National Trust, such as Waddesdon Manor, West Wycombe Park and Cliveden; and others which still act as private houses such as the Prime Minister's country retreat Chequers.
Buckinghamshire is also the home of various notable people from history in whose honour tourist attractions have been established. The most notable of these is the author Roald Dahl who included many local features and characters in his works.
There are various notable sports facilities in Buckinghamshire such as Adams Park, and the county is also home to the world-famous Pinewood Studios.
This is a list of places of interest in the county. See List of places in Buckinghamshire for a list of settlements.

## Places of interest

| The Abbey, Aston Abbotts Amersham Museum Ascott Ashridge Estate Bekonscot Bernwood Forest Black Park Bletchley Park Blue Lagoon Local Nature Reserve Boarstall Duck Decoy Boarstall Tower Bradenham Village Bradwell Abbey Brill Windmill Buckingham Chantry Chapel Buckinghamshire County Museum Buckinghamshire Railway Centre in Quainton Bulstrode Park Chequers Court Chesham Museum Chicheley Hall Chiltern Open Air Museum Chiltern scarp Chinnor & Princes Risborough Railway Claydon House Cliveden Concrete Cows Coombe Hill The Cowper and Newton Museum Dorney Lake Dorneywood | Emberton Country Park Eythrope Halton House Hampden House Hartwell House Hospital of St John the Baptist Hughenden Manor Ivinghoe Beacon Kederminster Library The King's Head Inn, Aylesbury Linford Manor Little Britain Long Crendon Courthouse Mentmore Towers Milton Keynes Museum Milton Keynes Peace Pagoda Pitstone Windmill Princes Risborough Manor House Roald Dahl Children's Gallery Roald Dahl Museum and Story Centre Shardeloes Snelshall Priory Stowe Park Waddesdon Manor West Wycombe Caves West Wycombe Park West Wycombe Village Whiteleaf Cross Winslow Hall Wycombe Abbey |
# Hvelreki

Professional ratings :
| Review scores ||
| Source | Rating |
| Cutting Edge | |
| De Morgen | |
| HUMO | |
Hvelreki is the sixth studio album of Ozark Henry, released in October 2010. It is the first Ozark Henry album for EMI Music. Hvelreki is an Icelandic phrase that means 'good luck' and literally translates as: 'May a whole whale wash up on your beach.'
The album was preceded by the single "This One's For You", which was released on 10 September 2010. The album also features "Godspeed", a previously released single (which was also on the compilation album A Decade). The version of "Godspeed" on this album is prolonged when compared to the single. A live version of "Godspeed" was also released on the live album Grace.

## Track listing

All songs written by Ozark Henry

## Certifications

| Region | Certification | Certified units/sales |
| Belgium (BEA) | Platinum | 30,000$^*$ |
| $^*$ Sales figures based on certification alone. |||
# Luitpoldkaserne

names :
| founding name | Luftschifferkaserne |
| Bundeswehr name | Fürst-Wrede-Kaserne |
The Luitpoldkaserne, originally Luftschifferkaserne, was a kaserne at Infanteriestraße 19 in Munich, Germany, which was built after 1896 to accommodate the air skippers unit of the Bavarian army, which was disposed in 1890.

## History

The small barracks were built together with other military facilities in the North of the old town near the Oberwiesenfeld artillery training area in the end of the 19th century. In 1931/32 the facility was increased. After World War II the barracks were shortly used to house refugees from Eastern Europe, led by the International Refugee Organization and entrusted to the Russians. Those in charge were Russians who had fled Russia in the 1920s. It was rebuilt by the United States forces, housing refugees from Eastern Europe and were used afterwards by the Bundeswehr from 1955 until 1999. In 1957 the Sanitätstruppenschule des Heeres (Army Medical School, later Bundeswehr Medical School) moved to the barracks. In 1980 the follow-on institution moved to the Ernst-von-Bergmann-Kaserne. Other users were the Bundeswehrfachschule Munich, a professional school and predecessor of the Bundeswehrfachschule-/Zivile Aus- und Weiterbildungsbetreuungsstelle B München (BwFachS-/ZAW-BeSt B MCH), and the recruitment center of the Bundeswehr for the region of southern Germany.
In 1999 the facility was abandoned. While waiting for a decision of further use, most of the buildings were rented to civilian companies. The Bundeswehrfachschule stood in the Luitpold-Kaserne until 2005, when it moved to a rented object at Edmund-Rumpler-Straße 9. In 2004 the city of Munich bought the area, and plans to cover it with residential and commercial buildings at long sight. A plan for a housing area initiated by the Deutscher Werkbund was declined by the city.
# Hyalosagda hollandi

Hyalosagda hollandi is a species of air-breathing land snail, a terrestrial pulmonate gastropod mollusk in the family Sagdidae.

## Distribution

This species is found in Jamaica.
# Hyalosagda

Hyalosagda is a genus of air-breathing land snails, terrestrial pulmonate gastropod mollusks in the subfamily Sagdinae of the family Sagdidae.

## Species

Species in the genus Hyalosagda include:
* Hyalosagda arboreoides
* Hyalosagda hollandi
* Hyalosagda osculans
* Hyalosagda selenina
* Hyalosagda similis - synonym: Helix ambigua
* Hyalosagda simplex - synonym: Helix delaminata
* Hyalosagda subaquila
* Hyalosagda turbiniformis
* Hyalosagda (Aerotrochus) turbonella (Morelet, 1851)
Hyalosagda (Aerotrochus) Pilsbry, 1926: synonym of Aerotrochus Pilsbry, 1926
# Lumpability

In probability theory, lumpability is a method for reducing the size of the state space of some continuous-time Markov chains, first published by Kemeny and Snell.

## Definition

Suppose that the complete state-space of a Markov chain is divided into disjoint subsets of states, where these subsets are denoted by t$_i$. This forms a partition $\scriptstyle {T=\{t_{1},t_{2},\ldots \}}$ of the states. Both the state-space and the collection of subsets may be either finite or countably infinite. A continuous-time Markov chain $\{X_{i}\}$ is lumpable with respect to the partition T if and only if, for any subsets t$_i$ and t$_j$ in the partition, and for any states n,n’ in subset t$_i$,
    $\sum _{m\in t_{j}}q(n,m)=\sum _{m\in t_{j}}q(n',m),$
where q(i,j) is the transition rate from state i to state j.
Similarly, for a stochastic matrix P, P is a lumpable matrix on a partition T if and only if, for any subsets t$_i$ and t$_j$ in the partition, and for any states n,n’ in subset t$_i$,
    $\sum _{m\in t_{j}}p(n,m)=\sum _{m\in t_{j}}p(n',m),$
where p(i,j) is the probability of moving from state i to state j.

## Example

Consider the matrix
    $P={\begin{pmatrix}{\frac {1}{2}}&{\frac {3}{8}}&{\frac {1}{16}}&{\frac {1}{16}}\\{\frac {7}{16}}&{\frac {7}{16}}&0&{\frac {1}{8}}\\{\frac {1}{16}}&0&{\frac {1}{2}}&{\frac {7}{16}}\\0&{\frac {1}{16}}&{\frac {3}{8}}&{\frac {9}{16}}\end{pmatrix}}$
and notice it is lumpable on the partition t = {(1,2),(3,4)} so we write
    $P_{t}={\begin{pmatrix}{\frac {7}{8}}&{\frac {1}{8}}\\{\frac {1}{16}}&{\frac {15}{16}}\end{pmatrix}}$
and call P$_t$ the lumped matrix of P on t.

## Successively lumpable processes

In 2012, Katehakis and Smit discovered the Successively Lumpable processes for which the stationary probabilities can be obtained by successively computing the stationary probabilities of a propitiously constructed sequence of Markov chains. Each of the latter chains has a (typically much) smaller state space and this yields significant computational improvements. These results have many applications reliability and queueing models and problems.

## Quasi–lumpability

Franceschinis and Muntz introduced quasi-lumpability, a property whereby a small change in the rate matrix makes the chain lumpable.
# Hazaribagh jheel

Hazaribagh jheel is a series of artificial lakes with seven parts all on different levels so that water spills over to the other lake through a spill channel. It is an engineering marvel which conserves water and supplies to people living in Hazaribagh. It was constructed by Britishers in 1831 when they were building the central jail in Hazaribagh. They required huge amounts of clay, leaving four big craters which became lakes. 24°00′32″N 85°21′47″E﻿ / ﻿24.009°N 85.363°E﻿ / 24.009; 85.363
# Charles H. Baldwin House

Charles H. Baldwin House is a historic house on Bellevue Avenue in Newport, Rhode Island, United States, that is part of the Bellevue Avenue Historic District, but is individually listed on the National Register of Historic Places (NRHP).

## Description

The house is a 2+1⁄2-story wood-frame structure, finished on the exterior in brick, clapboards, and shingles. It was designed by William Appleton Potter and Robert Anderson and built in 1877–78, and is an excellent example of a transitional style between the Queen Anne and Shingle styles. The building features the asymmetrical and busy massing, with many gables, an extended porch with turned columns, and brick chimneys with decorative tops. The house was built for United States Navy Admiral Charles H. Baldwin as a summer house.
The house was listed on the NRHP December 8, 1971.
# Muda Institute

The Muda Institute is an arts school in the center of Evergem, Belgium.
There are two options : dance and music. Dance contains ballet, modern dance, jazz and more. Music contains solfège, singing, musical, a primary instrument, a secondary instrument and more. One of the two instruments should be piano, organ, harpsichord or accordion.
Normally the school gives up to ten performances in a year: a student concert, a concert on the open door day, an evaluated concert of the 6th year, and some other performances.
# Canton of Octeville-sur-Mer

The canton of Octeville-sur-Mer is an administrative division of the Seine-Maritime department, in northern France. It was created at the French canton reorganisation which came into effect in March 2015. Its seat is in Octeville-sur-Mer.
It consists of the following communes:
* Angerville-l'Orcher
* Anglesqueville-l'Esneval
* Beaurepaire
* Bénouville
* Bordeaux-Saint-Clair
* Cauville-sur-Mer
* Criquetot-l'Esneval
* Cuverville
* Épouville
* Étretat
* Fongueusemare
* Fontaine-la-Mallet
* Fontenay
* Gonneville-la-Mallet
* Hermeville
* Heuqueville
* Manéglise
* Mannevillette
* Notre-Dame-du-Bec
* Octeville-sur-Mer
* Pierrefiques
* La Poterie-Cap-d'Antifer
* Rolleville
* Sainte-Marie-au-Bosc
* Saint-Jouin-Bruneval
* Saint-Martin-du-Bec
* Saint-Martin-du-Manoir
* Le Tilleul
* Turretot
* Vergetot
* Villainville
# New Brunswick Route 144

Route 144 is a 65 km (40 mi) Canadian secondary highway in northwest New Brunswick.
The route's western terminus is Route 2 (Trans-Canada Highway) at Saint-Jacques. From there, it runs in a southeast direction, flanked by Route 2 to the north and the United States border with the state of Maine to the south. Its eastern terminus is at Route 108 in Grand Falls. Route 144 is the original alignment of Route 2.
# Cléron

Cléron (French pronunciation:) is a commune in the Doubs department in the Bourgogne-Franche-Comté region in eastern France.

## Sights

* The Château de Cléron is a 14th-century castle, remodelled over the years. Its privately owned and not open to visitors, though the gardens are opened during the summer. It has been listed since 1988 as a historic site by the French Ministry of Culture.
# Coleman Glacier (Washington)

Coleman Glacier is located on Mount Baker in the North Cascades of the U.S. state of Washington. Between 1850 and 1950, Coleman Glacier retreated 8,200 ft (2,500 m). During a cooler and wetter period from 1950 to 1979, the glacier advanced 2,480 ft (760 m) but between 1980 and 2006 retreated back 1,443 ft (440 m). Situated on the west slopes of Mount Baker, Coleman Glacier is bordered by the Roosevelt Glacier to the north and the Heliotrope Ridge to the south.
Coleman Glacier was named for Edmund Thomas Coleman, who was part of the first mountaineering team to climb Mount Baker in 1868.
# Mihailo Stevanović

Mihailo Stevanović may refer to:
* Mihailo Stevanović (linguist) (1903–2001), Serbian linguist
* Mihailo Stevanović (footballer) (born 2002), Serbian footballer
# Mihailo Uvalin

Mihailo Uvalin (Serbian Cyrillic: Михаило Увалин; born 12 August 1971) is a Serbian professional basketball coach.

## Coaching career

During his career Uvalin has been a head coach for Žito Vardar, Innsbruck, Damme, Oostende, Mega Basket, Polpak Świecie, Politekhnika-Halychyna, Crvena zvezda, Stelmet Zielona Góra, Wilki Morskie Szczecin, Śląsk Wrocław, Yeşilgiresun Belediye, and HydroTruck Radom.

## Career achievements and awards
### As head coach

* Belgian League champion: 1 (with Telenet Oostende: 2005–06)
* Polish League champion: 1 (with Stelmet Zielona Góra: 2012–13)
* Belgian Supercup winner: 1 (with Telenet Oostende: 2006)

### Individual

* PLK Best Coach (2) – 2011–12, 2012–13
# Margaret Lawrence

Margaret Lawrence may refer to:
* Margaret Lawrence (actress) (1889–1929), American actress
* Margaret Lawrence (curler), see 1994 Scott Tournament of Hearts
* Margaret Morgan Lawrence (1914–2019), American pediatric psychiatrist
* Maggie Lawrence, see Candidates of the 1996 Australian federal election
In fiction:
* Margaret Lawrence, character in Rising Shore Roanoke
* Maggie Lawrence, character in Gloria (TV series)
# Margaret Benn, Viscountess Stansgate

Margaret Eadie Benn, Viscountess Stansgate (née Holmes; 7 June 1897 – 21 October 1991) was a British theologian, the President of the Congregational Federation, and an advocate of women's rights.

## Life

Margaret Holmes was the daughter of Scottish politician Daniel Holmes. In her youth, in the 1920s, she was a member of the League of the Church Militant which was the predecessor of the Movement for the Ordination of Women and was rebuked by Randall Thomas Davidson, the Archbishop of Canterbury, for advocating the ordination of women.
Holmes had spent some of her time in Paris and learned French. She started school at the age of seven, when the family was back in Scotland. Margaret started at St Columba's School, Kilmacolm in Renfrewshire but moved to St. Mary's College when it was in Lancaster Gate, London, before moving due to disagreements with the school's high church headmistress.
Over the 20th century, many British congregationalists became convinced of the merits of ecumenical cooperation. The majority of Congregational churches moved to union with the Presbyterian Church of England in 1972, and the re-formed Association of Churches of Christ (in 1981). However, significant minorities did not share this conviction. A significant group left the Congregational Union on the formation of the Congregational Church to form the Evangelical Fellowship of Congregational Churches (EFCC); the major part that did not join the United Reformed Church became the Congregational Federation, a new association to promote and develop common interests. Margaret Benn became the Congregational Federation's first President, helping to shape its principle of 'unity within diversity'.

## Personal life

In 1920, she married the politician William Wedgwood Benn. The couple had four sons; the eldest, Michael, died in 1944 in a wartime accident, the Labour politician Tony Benn (1925–2014), David (1928–2017), a Russia specialist long with the BBC, and Jeremy, their last son, who was stillborn.
Margaret Benn's theology had a profound influence on her son Tony, as she taught him that the stories in the Bible were based around the struggle between the prophets and the kings and that he ought in his life to support the prophets over the kings, who had power, as the prophets taught righteousness.
# Margaret Bennett

Margaret Bennett is the name of:
* Margaret Bennett (figure skater) (1910–1984), American figure skater
* Margaret Bennett (writer) (born 1946), Scottish writer
* Margaret Stephanie Bennett, English film producer
* Peggy Bennett (born 1958), American political candidate

## Fiction

* Margaret Bennett, a character in the television series E Street
* Maggie Bennett, fictional character in a novel series by Anne Stuart
# Brooklyn Arts Council Film and Video Festival

The BAC International Film and Video Festival is an independent film festival held in the borough of Brooklyn in New York City sponsored by the Brooklyn Arts Council.
Established in 1966, the festival is the longest running event of its kind in Brooklyn. The selection groupings accepted and screened in the festival include work by independent, college student and youth (K-12) in both feature and short length. Categories are narrative, experimental, documentary, animation, and films by Brooklyn filmmakers and women of African descent.
The event is held at several venues including Brooklyn Arts Council office, Pratt Institute, and Long Island University.