OpenLLM-France/wikimedia huggingface dataset:
# Stein Arve Ytterdahl

Stein Arve Ytterdahl (born 4 October 1951) is a Norwegian politician and public servant. He served as the County Governor of Agder county from 2016 until 2022.
Ytterdahl was born in Namsos in 1951 and he received a degree in civil engineering in 1975 from the Norwegian University of Science and Technology in Trondheim. During his career, he worked in various management positions at Norsk Hydro in Porsgrunn and then Karmøy, at Elkem at the Lista Smeltverk and then as the CEO of Sauda Smelteverk. He also worked for Statoil, Bredero Price Norway, and Boliden AB in Odda. He also spent two years as the director of higher education at the BI Norwegian Business School.
He was a member of the Norwegian Labour Party. From 2007 until 2011, he served as the mayor of Farsund Municipality. From 2012 until 2015, he was a councilor for Trondheim Municipality. In 2016, he was named to the newly created post of County Governor of Aust- og Vest-Agder. The new post combined the old offices of County Governor of Aust-Agder and County Governor of Vest-Agder into one joint office in preparation for the planned merger of the two counties into Agder county in 2020. In 2020, his title changed to County Governor of Agder.
# Julo Levin

Julo Levin, originally Julius (5 September 1901, Stettin - 1943, KZ Auschwitz) was a German Expressionist painter of Jewish ancestry. Most of his surviving works are watercolors and sketches, however his family have some of his paintings. He was murdered in the Holocaust.

## Biography

He showed an early aptitude for art and, from 1919, was already associated with artistic circles in the Rhineland. He studied at the Essen campus of the Folkwang University of the Arts with the Dutch artist, Johan Thorn Prikker; following him when he went to teach at the Royal Kunstgewerbeschule, Munich, in 1921. He transferred to the Kunstakademie Düsseldorf in 1923, where he was a Master Student of Heinrich Campendonk and Heinrich Nauen.
Upon completing his studies in 1926, he received his first major commission: a mural for the GeSoLei. His earnings enabled him to make a study trip to Paris. In 1931, he would return to France; spending a summer in Marseille which was especially productive. From 1925 t0 1932, he was a member of the "Rheinischen Sezession" and "Young Rhineland". He held numerous exhibitions in Düsseldorf, Berlin and Nurnberg.
From 1930 to 1939, he shared a studio in Düsseldorf-Stadtmitte with Karl Schwesig [de] and other lesser-known artists. Soon after establishing himself there he, Schwesig, Peter Ludwigs, Hanns Kralik [de], Carl Lauterbach [de] and the actor/director Wolfgang Langhoff created the Düsseldorf branch of the Association of Revolutionary Visual Artists (known as "Asso"), a Communist- oriented organization.
As a result, in June 1933, he was arrested on political charges, related to his close ties with members of the KPD. Because of this, and his being Jewish, he was denied membership in the Reich Chamber of Culture, and was served with a "Malverbot" (painting forbidden) which put an end to his career. He was, however, able to work as a drawing teacher at Jewish schools in Düsseldorf and Berlin. He collected their drawings and passed them along to Mieke Monjau, wife of the painter Franz Monjau, who preserved them through the war. The collection is now in the Stadtmuseum Düsseldorf [de].
After 1939, he lived in Berlin, where he continued to teach drawing until 1942, when the Jewish community became a source of conscripted labor for the SS. While working at the railroad freight station, he was charged with cleaning the box cars returning from the concentration camps. In May, 1943, Levin himself was taken to Auschwitz, where he was murdered later that year.
In 1962, on the south side of the Golzheimer Friedhof [de], a memorial stone was erected in honor of Levin, Franz Monjau and Peter Ludwigs. Since 2003, the "Julo-Levin-Ufer" in Düsseldorf-Hafen has been dedicated to the artist. A memorial stele, created under the auspices of the Stiftung Monjau-Levin, was unveiled in 2014. The building includes a hall for events and pedagogical projects. In 2015 the artist, Gunter Demnig, placed a stolperstein at Levin's birthplace in Stettin (Szczecin). In 2017, another stolperstein was placed in front of his residence in Berlin.
# Swimming at the 2004 Summer Paralympics – Men's 100 metre breaststroke SB12

The Men's 100 metre breaststroke SB12 swimming event at the 2004 Summer Paralympics was competed on 20 September. It was won by Dmytro Aleksyeyev, representing Ukraine.

## 1st round

* Qualified for next round

### Heat 1

20 Sept. 2004, morning session
| Rank | Athlete | Time |
| 1 | Robert Musiorski (POL) | 1:14.23 |
| 2 | Yury Rudzenok (BLR) | 1:15.03 |
| 3 | Sergiy Klippert (UKR) | 1:15.46 |
| 4 | Koshiro Sugita (JPN) | 1:20.14 |
| 5 | Christophe Deteix (FRA) | 1:23.80 |

### Heat 2

20 Sept. 2004, morning session
| Rank | Athlete | Time |
| 1 | Dmytro Aleksyeyev (UKR) | 1:11.49 |
| 2 | Darren Leach (GBR) | 1:17.76 |
| 3 | Raman Makarau (BLR) | 1:19.62 |
| 4 | Emmanuel Provost (FRA) | 1:19.97 |
| 5 | Juan Diego Gil (ESP) | 1:22.08 |
| 6 | Alessandro Serpico (ITA) | 1:24.15 |

### Heat 3

20 Sept. 2004, morning session
| Rank | Athlete | Time |
| 1 | Sergei Punko (BLR) | 1:12.54 |
| 2 | Dmytro Kuzmin (UKR) | 1:15.13 |
| 3 | Enrique Floriano (ESP) | 1:16.28 |
| 4 | Daniel Llambrich (ESP) | 1:16.93 |
| 5 | Kitipong Sribunrueng (THA) | 1:16.95 |
| 6 | Jeremy McClure (AUS) | 1:22.69 |

## Final round

20 Sept. 2004, evening session
| Rank | Athlete | Time |
| | Dmytro Aleksyeyev (UKR) | 1:10.99 |
| | Sergei Punko (BLR) | 1:11.27 |
| | Dmytro Kuzmin (UKR) | 1:13.69 |
| 4 | Sergiy Klippert (UKR) | 1:14.03 |
| 5 | Robert Musiorski (POL) | 1:14.08 |
| 6 | Yury Rudzenok (BLR) | 1:14.29 |
| 7 | Enrique Floriano (ESP) | 1:16.96 |
| 8 | Daniel Llambrich (ESP) | 1:17.15 |
# Petra Cabot

Petra Cabot (February 21, 1907 – October 13, 2006) was an American designer and artist, perhaps best known for styling of the Skotch Kooler for the Hamilton Metal Products Company. According to The New York Times, the Skotch Kooler could keep ice cream firm for three hours without ice and was handy for fishing trips, keeping "groceries cold on the way to the lake and fish cold on the way back." The container had a volume of four gallons. The structure was composed of "three layers of insulation: one of fiberglass, one of inert air and a heat-reflecting outer surface." These coolers have become popular as collectibles.
Cabot was born in Philadelphia, Pennsylvania, on February 21, 1907. She trained as an artist and worked as a designer, mural painter and in the theatre. She designed dinnerware for Russel Wright from 1938 to 1950. Cabot was married twice - to Laurence Jordan, a poet, which ended in divorce in 1931 and to writer/publisher Blake Cabot, who died in 1974. She died in her home in Woodstock, New York, on October 13, 2006.
# Marre, Meuse

Marre (French pronunciation:) is a commune in the Meuse department in Grand Est in north-eastern France.
# Roy Kühne

Roy Kühne (born 27 September 1967) is a German physiotherapist and politician of the Christian Democratic Union (CDU) who served as a member of the Bundestag from the state of Lower Saxony from 2013 to 2021.

## Political career

Born in Magdeburg, Saxony-Anhalt, Kühne became a member of the Bundestag in the 2013 German federal election, representing the Goslar – Northeim – Osterode district. He was a member of the Health Committee, where he served as his parliamentary group’s rapporteur on healthcare professionals. In addition to his committee assignments, he co-chaired the German-Chinese Parliamentary Friendship Group.

## Life after politics

After leaving politics, Kühne became the head of government relations at Bauerfeind in 2022.

## Political positions

In June 2017, Kühne voted against his parliamentary group’s majority and in favor of Germany’s introduction of same-sex marriage.
# Schuddebeurs en Simonshaven

Schuddebeurs en Simonshaven is a former municipality in the Dutch province of South Holland. It was located about 4 km southwest of the town of Spijkenisse, and covered the two polders Schuddebeurs and Simonshaven, including the (still existing) village of Simonshaven.
The municipality existed between 1817 and 1855, when it became part of Geervliet.
# Maiuca

During the Roman Empire Maiuca was a Roman town, of the Roman province of Mauretania Caesariensis, now lost to history, but that flourished in late antiquity but did not last long after the Muslim conquest of the Maghreb. The town was the seat of an ancient bishopric, but we have lost all records of that institution, though it survives today as a titular see of the Roman Catholic Church. The current Bishop is Jan Stefan Gałecki.
# Tim Lang (nutritionist)

Timothy Mark Lang (born January 1948) is Emeritus professor of food policy at City University London's Centre for Food Policy since 2002. He founded the Centre in 1994 and also founded the Cambridge Forum for Sustainability and the Environment.

## Selected publications

* Atlas of Food (with E Millstone, Earthscan 2003/2008)
* Food Policy (with D Barling and M Caraher, Oxford University Press, 2009)
* Ecological Public Health (with Geof Rayner, Routledge Earthscan, 2012)
* Food Wars (with Michael Heasman, Routledge, 2015)
* Unmanageable Consumer (with Yiannis Gabriel, Sage, 2015)
* A Food Brexit: Time to get real (2017) (With Erik Millstone & Terry Marsden)
* "Coronavirus: rationing based on health, equity and decency now needed – food system expert", The Conversation, 2020.
* Feeding Britain, Our Food Problems and How to Fix Them. Penguin, 2020.
# Petra Cicvarić

Petra Cicvarić (born 29 March 1986) is a Croatian actress.

## Filmography
### Television roles

Film :
| Year | Title | Role | Notes |
| 2009–2011 | Najbolje godine | Korana Lotar | Role in Croatian telenovela |
| 2011–2013 | Ruža vjetrova | Sara Matošić | Role in Croatian telenovela |
# Marrecas River

There are three rivers named Marrecas River, all in Paraná, Brazil:
* Marrecas River (Belo River)
* Marrecas River (Santana River)
* Das Marrecas River
# Nonlinear realization

In mathematical physics, nonlinear realization of a Lie group G possessing a Cartan subgroup H is a particular induced representation of G. In fact, it is a representation of a Lie algebra ${\mathfrak {g}}$ of G in a neighborhood of its origin. A nonlinear realization, when restricted to the subgroup H reduces to a linear representation.
A nonlinear realization technique is part and parcel of many field theories with spontaneous symmetry breaking, e.g., chiral models, chiral symmetry breaking, Goldstone boson theory, classical Higgs field theory, gauge gravitation theory and supergravity.
Let G be a Lie group and H its Cartan subgroup which admits a linear representation in a vector space V. A Lie algebra ${\mathfrak {g}}$ of G splits into the sum ${\mathfrak {g}}={\mathfrak {h}}\oplus {\mathfrak {f}}$ of the Cartan subalgebra ${\mathfrak {h}}$ of H and its supplement ${\mathfrak {f}}$, such that
    $[{\mathfrak {f}},{\mathfrak {f}}]\subset {\mathfrak {h}},\qquad [{\mathfrak {f}},{\mathfrak {h}}]\subset {\mathfrak {f}}.$
(In physics, for instance, ${\mathfrak {h}}$ amount to vector generators and ${\mathfrak {f}}$ to axial ones.)
There exists an open neighborhood U of the unit of G such that any element $g\in U$ is uniquely brought into the form
    $g=\exp(F)\exp(I),\qquad F\in {\mathfrak {f}},\qquad I\in {\mathfrak {h}}.$
Let $U_{G}$ be an open neighborhood of the unit of G such that $U_{G}^{2}\subset U$, and let $U_{0}$ be an open neighborhood of the H-invariant center $\sigma _{0}$ of the quotient G/H which consists of elements
    $\sigma =g\sigma _{0}=\exp(F)\sigma _{0},\qquad g\in U_{G}.$
Then there is a local section $s(g\sigma _{0})=\exp(F)$ of $G\to G/H$ over $U_{0}$.
With this local section, one can define the induced representation, called the nonlinear realization, of elements $g\in U_{G}\subset G$ on $U_{0}\times V$ given by the expressions
    $g\exp(F)=\exp(F')\exp(I'),\qquad g:(\exp(F)\sigma _{0},v)\to (\exp(F')\sigma _{0},\exp(I')v).$
The corresponding nonlinear realization of a Lie algebra ${\mathfrak {g}}$ of G takes the following form.
Let $\{F_{\alpha }\}$, $\{I_{a}\}$ be the bases for ${\mathfrak {f}}$ and ${\mathfrak {h}}$, respectively, together with the commutation relations
    $[I_{a},I_{b}]=c_{ab}^{d}I_{d},\qquad [F_{\alpha },F_{\beta }]=c_{\alpha \beta }^{d}I_{d},\qquad [F_{\alpha },I_{b}]=c_{\alpha b}^{\beta }F_{\beta }.$
Then a desired nonlinear realization of ${\mathfrak {g}}$ in ${\mathfrak {f}}\times V$ reads
    $F_{\alpha }:(\sigma ^{\gamma }F_{\gamma },v)\to (F_{\alpha }(\sigma ^{\gamma })F_{\gamma },F_{\alpha }(v)),\qquad I_{a}:(\sigma ^{\gamma }F_{\gamma },v)\to (I_{a}(\sigma ^{\gamma })F_{\gamma },I_{a}v),$,
    $F_{\alpha }(\sigma ^{\gamma })=\delta _{\alpha }^{\gamma }+{\frac {1}{12}}(c_{\alpha \mu }^{\beta }c_{\beta \nu }^{\gamma }-3c_{\alpha \mu }^{b}c_{\nu b}^{\gamma })\sigma ^{\mu }\sigma ^{\nu },\qquad I_{a}(\sigma ^{\gamma })=c_{a\nu }^{\gamma }\sigma ^{\nu },$
up to the second order in $\sigma ^{\alpha }$.
In physical models, the coefficients $\sigma ^{\alpha }$ are treated as Goldstone fields. Similarly, nonlinear realizations of Lie superalgebras are considered.
# Mahíde

Mahíde de Aliste (Mahíde) is a municipality located in the province of Zamora, Castile and León, Spain. According to the 2007 census (INE), the municipality has a population of 446 inhabitants.

## Town hall

Mahíde is home to the town hall of 4 villages:
* Mahíde (100 inhabitants, INE 2020).
* Pobladura de Aliste (91 inhabitants, INE 2020).
* Las Torres de Aliste (59 inhabitants, INE 2020).
* Boya (53 inhabitants, INE 2020).
* San Pedro de las Herrerías (13 inhabitants, INE 2020).
# Steed (FTP client)

Steed was a shareware FTP client for Windows developed by French Fry.

## Features

Steed allows users to transfer files using FTP and SFTP protocols and access their bucket and containers on S3 and Azure for storing data in the cloud. User bookmarks are kept in sync across multiple devices by using OneDrive or Dropbox. Steed's UI provides a native Windows experience, and provide features specific to the operating system, like Jumplist, tabbed thumbnails, and high DPI support. Steed has a tabbed interface in order to manage multiple connections. After a ten day trial period, the product must be purchased.
# Trovo Live

Trovo (formerly Madcat) is a video game live streaming service owned by Tencent. Similarly to Twitch, Trovo features tiered paid subscription options for each channel which gives subscribers customizable rewards. Additionally, it offers the Ace subscription, a site-wide package that includes extra emojis and other advanced features.
# Oratory of the Compagnia di Santa Caterina della Notte

The Oratory of the Compagnia di Santa Caterina della Notte is a highly decorated prayer hall present in the top floor of the medieval Hospital of Santa Maria della Scala (also referred to as the Hospital, Ospedale, and Spedale) in Siena, region of Tuscany, Italy. 43°19′6.14″N 11°19′42.57″E﻿ / ﻿43.3183722°N 11.3284917°E﻿ / 43.3183722; 11.3284917

## History

The oratory was sponsored by the 14th-century lay confraternity of Santa Caterina della Note, originally Confraternity of San Michele Arcangelo, which was dedicated to the care of the sick and dying. The site of the oratory traditionally was where St Catherine of Siena herself would sleep while at work in the hospital. The actual spot is traditionally the wall where under a canopy is a wooden statue of the sleeping saint.
The single nave oratory with rounded arches, and wooden choir stalls, was last refurbished in the 17th century with stucco decoration. It housed oil canvases by Rutilio Manetti and Francesco Rustici. They depict scenes from the Life of Saint Catherine:
* Jesus appears to Catherine as a Poor Beggar
* Catherine drinks the blood of Redemption from the wounded chest of Jesus
* Catherine before the Pope in Avignon
* Decapitation of Niccolò di Tuldo
The oratory also has canvases depicting events of the Gospels, including the Birth of the Virgin, Nativity, Adoration of the Magi, and Death of the Virgin. The main altar has a 14th-century marble statue of the Madonna and Child. The main altars statues of Saints Dominic and Catherine, along with the angels were attributed to Giovanni Antonio Mazzuoli. The sacristy has a gilded gothic-style triptych (1400) depicting the Enthroned Virgin and Child' flanked by a St John the Baptist and St Andrew Apostle, painted by Taddeo di Bartolo. Other paintings in the sacristy depict St Catherine receives the Stigmata, White Hooded Members of the Fraternity show Devotion to Catherine their Protector, Deposition and Resurrection are attributed to Giacomo Pacchiarotti.
# Swingin' on the Moon

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| DownBeat | |
| The Penguin Guide to Jazz Recordings | |
Swingin' on the Moon is a 1960 album by Mel Tormé. The Moon is the connecting theme, and every track, but one, contains the word "Moon" in the title.

## Track listing

* "Swingin' on the Moon" (Mel Tormé) – 3:32
* "Moonlight Cocktail" (Kim Gannon, Luckey Roberts) – 3:04
* "I Wished on the Moon" (Dorothy Parker, Ralph Rainger) – 3:56
* "Moon Song" (Sam Coslow, Arthur Johnston) – 3:16
* "How High the Moon" (Nancy Hamilton, Morgan Lewis) – 3:13
* "Don't Let That Moon Get Away" (Johnny Burke, James V. Monaco) – 2:39
* "Blue Moon" (Lorenz Hart, Richard Rodgers) – 3:46
* "A Velvet Affair" (Fred Reynolds, Sid Ramin) – 3:00
* "No Moon at All" (Redd Evans, Dave Mann) – 2:39
* "Moonlight in Vermont" (John Blackburn, Karl Suessdorf) – 3:05
* "Oh, You Crazy Moon" (Burke, Van Heusen) – 3:16
* "The Moon Was Yellow" (Fred E. Ahlert, Edgar Leslie) – 2:46

## Personnel

* Mel Tormé - vocals
* Russell Garcia - arranger, conductor
# Saki, Estonia

Saki is a village in Rõuge Parish, Võru County in Estonia.
# Petrophile wonganensis

Petrophile wonganensis is a species of flowering plant in the family Proteaceae and is endemic to the south-west of Western Australia. It is a dense shrub with blunt, needle-shaped leaves, and more or less spherical heads of hairy, yellow flowers.

## Description

Petrophile wonganensis is a dense shrub that typically grows to a height of 0.5–1.5 m (1 ft 8 in – 4 ft 11 in) and has hairy young branchlets and leaves that become glabrous as they age. The leaves are blunt, needle-shaped, 5–9 mm (0.20–0.35 in) long. The flowers are arranged at the ends of branchlets in sessile, more or less spherical heads up to about 15 mm (0.59 in) in diameter, with egg-shaped or elliptic involucral bracts at the base. The flowers are about 14–15 mm (0.55–0.59 in) long, yellow and hairy. Flowering occurs from August to January and the fruit is a nut, fused with others in a more or less spherical head 15–20 mm (0.59–0.79 in) in diameter.

## Taxonomy

Petrophile wonganensis was first formally described in 1995 by Donald Bruce Foreman in Flora of Australia from material collected by James Henderson Ross near Wongan Hills in 1984. The specific epithet (wonganensis) refers to the type location.

## Distribution and habitat

This petrophile mainly occurs near Wongan Hills and towards Cowcowing, in the Avon Wheatbelt biogeographic region. It grows in heath and shrubland in sand or sandy loam.

## Conservation status

This petrophile is classified as "not threatened" by the Western Australian Government Department of Parks and Wildlife.
# Marshall Dodge

Marshall Dodge (1935–1982) was a Maine humorist.

## Early life

Dodge was born in New York City, attended high school in New Hampshire, and graduated from Yale University with a degree in philosophy.

## Career

Dodge and his associate, Robert Bryan (1931 – 2018), put out several defining albums of Maine humor, starting with Bert & I, released in 1958. In 1964, he and Noel Parmentel published (with accompanying LP record) a parody of popular folk songs titled Folk Songs for Conservatives.
During the early 1970s, Dodge performed at various clubs around New England, including in Mystic, Connecticut. In 1976, he founded the Maine Festival of the Arts at Bowdoin College. In a 1979 interview, Dodge claimed that his real love was philosophy, and that he was writing a book on the subject.

## Death

Dodge died in a hit-and-run accident in 1982 in Waimea, Hawaii.
# Royal Brompton and Harefield NHS Foundation Trust

The Royal Brompton and Harefield NHS Foundation Trust was an NHS foundation trust which ran the Royal Brompton Hospital in Kensington and Harefield Hospital in Hillingdon, London, England.
The Trust has been centrally involved in a long running row over attempts to reduce the number of children's heart surgery units in England following the enquiry into deaths of children at Bristol Royal Infirmary. It was agreed in July 2012 to end children's surgery at the Brompton, Leeds and Leicester. after an unsuccessful judicial review action by the Trust. However, in June 2013 Jeremy Hunt suspended this plan and asked NHS England to reconsider and to produce a new report at the end of July, a report which has (in November 2013) yet to appear.
It was named by the Health Service Journal as one of the top hundred NHS trusts to work for in 2015. At that time it had 3125 full-time equivalent staff and a sickness absence rate of 2.49%. 92% of staff recommend it as a place for treatment and 81% recommended it as a place to work.
The trust plans a merger with Guy's and St Thomas' NHS Foundation Trust which could take place by April 2021. All the services would move from Chelsea to Guy’s Westminster Bridge site and the Royal Brompton site could potentially be sold for a billion pounds. The Harefield Hospital services would remain in Uxbridge.

## Private patients

About 12% of the trust's income came from private patients in 2014. The Brompton Private Patient Unit has opened an outpatients clinic in Harley Street.
# Makorongo

Makorongo is an administrative ward in the Chemba District of the Dodoma Region of Tanzania. According to the 2002 census, the ward has a total population of 12,835.
# Steniodes costipunctalis

Steniodes costipunctalis is a moth in the family Crambidae. It was described by Snellen in 1899. It is found in Indonesia (Java).
# True Grit (song)

"True Grit" is a song written by Don Black and Elmer Bernstein, and recorded by American country music artist Glen Campbell. It was released in July 1969 as the first single from his album True Grit. The song peaked at number 9 on the Billboard Hot Country Singles chart. It also reached number 1 on the RPM Country Tracks chart in Canada.

## Chart performance

| Chart (1969) | Peak position |
| US Hot Country Songs (Billboard) | 9 |
| US Billboard Hot 100 | 35 |
| U.S. Billboard Easy Listening | 7 |
| Canadian RPM Country Tracks | 1 |
| Canadian RPM Top Singles | 23 |
| Canadian RPM Adult Contemporary | 4 |
# Oregon Passage

Oregon Passage is a 1957 American CinemaScope Western film directed by Paul Landres. The movie stars John Ericson, Lola Albright, Toni Gerry and Edward Platt. Its plot follows a clash between an army lieutenant and Shoshoni natives, in the Cascade Mountains region of Oregon, in 1871. It is based on the novel by Gordon D. Shirreffs.

## Plot

A cavalry lieutenant becomes the enemy of a Shoshone chief, when he rescues an Indian maiden from the ceremonial camp.

## Cast

* John Ericson as Lt. Niles Ord
* Lola Albright as Sylvia Dane
* Toni Gerry as Little Deer
* Edward Platt as Maj. Roland Dane
* Rachel Ames as Marion Erschick (as Judith Ames)
* H.M. Wynant as Black Eagle
* Jon Shepodd as Lt. Baird Dolby
* Walt Barnes as Sgt. Jed Erschick
* Paul Fierro as Nato
* Harvey Stephens as Capt. Boyson

## Production

Oregon Passage was shot on location in Bend, Oregon.