OpenLLM-France/wikimedia huggingface dataset:
# RMIT School of Mathematical and Geospatial Sciences

The RMIT School of Mathematical and Geospatial Science was an Australian tertiary education school located within the College of Science Engineering and Health of RMIT University. Since September 2016 the former school has become part of the new RMIT School of Science. Both Mathematical Sciences and Geospatial Science have transitioned into two of the seven distinct disciplines that make up the RMIT School of Science. The last Head of School was Professor John Hearne.

## Centre for Risk and Community Safety

The School includes the centre for and Community Safety which is a collaboration between the Geospatial Science school, Emergency Management Australia and the Australian National University. It is an internationally recognised research department which aims to identify the research needs of emergency management in Australia and publicize the needs as well as undertake research to satisfy them. This centre is also affiliated with the Australian Bushfire Cooperative Research Centre (Bushfire CRC). The Bushfire CRC at RMIT is working on Methodology Development for Economic Assessment of Bushfire Costs' and 'Evaluation of Current "Stay or Go" Policy and its Implementation in Bushfire Response'. These both are elements of the Bushfire CRC "Program C" that is focusing on Community Self Sufficiency for fire safety.

## Access Grid Room

The Mathematics section of the School includes an "Access Grid Room" this is a room equipped with two way interactive telecommunications including Smart Boards, data projectors and large multimedia displays. It was built in collaboration with the International Centre for Education in Mathematics (ICE-EM) and the room is connected to the worldwide Access Grid.

## International Collaboration

Students and Lecturers from the School regularly collaborate with International Organizations and Universities as part of the courses. Recent Collaborations have included the University of the South Pacific and RMIT Vietnam as well as Canada, China, The Netherlands and South Africa

## History
### Geospatial Science

Mr. Carl S. Honman founded Geospatial Sciences at RMIT and ran Land Surveying Courses in the 1930s as part of Civil Engineering Courses. After his secondment to the Australian Government due to the First World War various lecturers took over the courses until Mr. Love was appointed in September 1949. It was Mr. Love who set up a surveying course that met the requirements of the Victorian Board of Surveying requirements. Over time the size and scope of the school has expanded and in 1978 RMIT University was able to award degrees and the school had degrees in surveying, Cartography and Town Planning. The Department of Surveying became the Department of Land Information in 1987 and was renamed again in the 1990s to the Department of Geospatial Science and in the 2000s was merged with the Department of Mathematics to form the Department of Mathematical and Geospatial Sciences seen today.
# Gordon Wright (footballer)

Edward Gordon Dundas Wright (3 October 1884 – 5 June 1947) was an English amateur footballer who competed in the 1912 Summer Olympics, being part of the English team, who won the gold medal in the football tournament. He played one match in this team. He was the captain of Hull City team for seven seasons in a row.

## Club career

After attending St Lawrence College in Ramsgate, Wright went up to Queen's College in Cambridge, where he soon earned a place in the University XI for three years (1904–06), where he stood out for his excellent ball control and tactical knowledge as an outside left. On leaving Cambridge, he accepted a post at Hymer's College in Hull, teaching Natural History and Science, and in the same year, he was elected captain of Hull City for whom he played 152 league games. After obtaining his degree at Cambridge, Wright later graduated from the Royal School of Mines and in 1913 he went to South Africa as a mining engineer where, apart from a brief spell in America, he spent the rest of his life.

## International career

Wright was the first Hull City player to be capped for the England national team, receiving his only cap in a 1–0 win over Wales on 19 March 1906.
Between 1909 and 1912, he won 20 amateur caps for the England amateur team, netting 4 goals and being a member of the English amateur team that represented Great Britain at the football tournament of the 1908 Summer Olympics.

### International goals

    England Amateurs score listed first, score column indicates score after each Wright goal.
List of international goals scored by Gordon Wright :
| No. | Date | Venue | Opponent | Score | Result | Competition |
| 1 | 22 May 1909 | Stade de FGSPF, Gentilly, France | France | ? | 11–0 | Friendly |
| 2 | 14 April 1911 | Viktoria field, Berlin-Mariendorf, Germany | Germany | 2–2 | 2–2 | Friendly |
| 3 | 16 March 1912 | Anlaby Road, Hull, England | Netherlands | 4–0 | 4–0 | Friendly |
| 4 | 9 November 1912 | County Ground, Swindon, England | Belgium | 3–0 | 4–0 | Friendly |
# Cesare Syjuco

Cesar Augusto "Cesare" Limcaco Syjuco (born 20 August 1953) is a multi-media artist, painter, poet and art critic from Manila, Philippines.
From 2004 to 2005, he made his first Manila appearance in 12 years by unveiling his solo exhibition entitled Flashes of Genius at the Main Gallery of the Philippines' Cultural Center. Showcasing his Literary Hybrids, a fusion of poetry and the visual arts, the exhibition was described as "a stunning comeback... a brilliant achievement for Philippine Art as a whole."
A flurry of smaller exhibitions won him the Araw Ng Maynila "Patnubay Ng Sining At Kalinangan" Award in 2007 from the 436-year-old City of Manila, and the 2007 La Sallian Achievement Award for the Arts from his alma mater, De La Salle University.
He recently released a 15-track CD Album and Book Set titled “A Sudden Rush of Genius”, featuring his avant-garde poetry and music.
He is currently building the New Art Lab, a non-profit developmental art facility (founded with his wife, Jean Marie Syjuco), which served as the haven of experimental art in the 1990s.

## Awards and distinctions

* T.O.Y.M. (Ten Outstanding Young Men of the Philippines) Award for Art & Culture Advancement
* Gerry Roxas Foundation Presidential Award for Outstanding Achievement in the Arts
* Gawad CCP Sa Sining Biswal from the Cultural Center of the Philippines
* A.A.P. Grand Prize and Gold Medal for Painting from the Art Association of the Philippines
* Don Carlos Palanca Memorial Award for Literature in English Poetry
* UNESCO Paris Gold Medals for Photography and Design
* CMMA Outstanding Filipino Communicator citation from the Catholic Mass Media Awards
* Purita Kalaw-Ledesma Award for Art Criticism
* Araw Ng Maynila "Patnubay Ng Sining at Kalinangan" Para Sa "Makabagong Pamamaraan" (for "New Art Forms")
* La Sallian Achievement Award for Outstanding Contribution to Philippine Art & Culture
# Nick Begich

Nick Begich may refer to:
* Nick Begich Sr. (1932–1972), US Representative serving 1971–72
* Nick Begich III, US Representative serving 2025–, grandson of the above
# Metropolitan Cup

Metropolitan Cup may refer to:
* Ron Massey Cup, semi-professional rugby league competition in Australia
* Metropolitan Cup (Leinster Rugby), a rugby union competition in Ireland
* Metropolitan Cup, a former greyhound racing competition held Clapton Stadium in England
# Jerome Jenkins

Jerome Martin Jenkins (born July 2, 1967) is a former head men's basketball coach at California State University, Sacramento. His contract was not renewed following the 2007–2008 season. Jenkins played collegiately for Lonnie Porter at Regis University.

## Head coaching record
### College

Statistics overview :
| Season | Team | Overall | Conference | Standing |
| Sacramento State Hornets (Big Sky Conference) (2000–2008) ||||||
| 2000–01 | Sacramento State | 5–22 | 2–14 | 7th |
| 2001–02 | Sacramento State | 9–19 | 3–11 | T-6th |
| 2002–03 | Sacramento State | 12–17 | 5–9 | T-6th |
| 2003–04 | Sacramento State | 13–15 | 7–7 | T-2nd |
| 2004–05 | Sacramento State | 12–16 | 8–6 | 3rd |
| 2005–06 | Sacramento State | 15–15 | 5–9 | 5th |
| 2006–07 | Sacramento State | 10–19 | 5–11 | 6th |
| 2007–08 | Sacramento State | 4–24 | 2–14 | 9th |
| Sacramento State: | Sacramento State: | 80–147 | 37–81 | |
| Total: | Total: | 80–147 | | |
| National champion   Postseason invitational champion   Conference regular season champion   Conference regular season and conference tournament champion  Division regular season champion  Division regular season and conference tournament champion  Conference tournament champion ||||||

### Junior college

Statistics overview :
| Season | Team | Overall | Conference | Standing | Postseason |
| Santa Monica Corsairs (Western State Conference) (2008–present) ||||||
| 2008–09 | Santa Monica | 9–20 | 1–11 | 7th (South) | |
| 2009–10 | Santa Monica | 12–15 | 4–8 | 6th (South) | |
| 2010–11 | Santa Monica | 20–8 | 10–2 | 1st (South) | CCCAA SoCal Regionals Second Round |
| 2011–12 | Santa Monica | 15–13 | 6–6 | 3rd (South) | |
| 2012–13 | Santa Monica | 15–9 | 6–4 | T-2nd (South) | |
| 2013–14 | Santa Monica | 14–12 | 3–9 | 6th (South) | |
| 2014–15 | Santa Monica | 10–16 | 5–9 | 6th (South) | |
| Santa Monica: | Santa Monica: | 95–93 | 35–49 | | |
| Total: | Total: | 95–93 | | | |
| National champion   Postseason invitational champion   Conference regular season champion   Conference regular season and conference tournament champion  Division regular season champion  Division regular season and conference tournament champion  Conference tournament champion ||||||
# Denise O'Connor

Denise O'Connor (born May 18, 1935) is an American former fencer. She competed for the United States in the women's team foil events at the 1964 and 1976 Summer Olympics.
She also fenced in five World Championships (1965, '66, '69, '70, '75), and the 1975 Pan American Games in which she won a bronze medal. She was coach of the Brooklyn College women's fencing team for over a decade, ultimately becoming the college's Assistant Director of Athletics. In 1975 and 1976, she was National Intercollegiate Women's Fencing Association College Coach of the Year.
O'Connor has been a resident of Bayonne, New Jersey.
# Harold Rayner

Harold Marvin Rayner (July 27, 1888 – December 8, 1954) was an American fencer and modern pentathlete. He won a bronze medal in the team foil event at the 1920 Summer Olympics.
# Sati Sadhani

Sati Sadhani was a 16th-century legendary queen of the Chutia dynasty. In the Ahom Buranjis, the lead queen of the Chutias in 1524 was called Nang Lung or Bor Konwari. Sati Sadhani as a character might be based upon Nang Lung.
According to the spurious Chutiyar Rajar Vamsavali, first published in Orunodoi in 1850 and reprinted in Deodhai Asam Buranji, she was the daughter of King Dharmadhwajpal, also known as Dhirnarayan. Born in Sadiya, she married Nityapal, alias Nitai. In 1524, the Ahoms took advantage of Nityapal's weak leadership and attacked the kingdom, conquering Sadiya and killing Nityapal. When Sadhani, who played a prominent role in the fight against the Ahoms, was asked to marry Sadiyakhowa Gohain, the Ahom governor of Sadiya, she preferred death to dishonour and sacrificed her life by jumping from the top of Chandragiri hills near Sadiya in 1524.
Historically, Sati Sadhani might have been a Chutia princess whose character was indianised to transform her into a symbol of a virtuous faithful Hindu women.

## Divas

Every year in Assam, 21 April is celebrated as Sati Sadhani divas to honor the sacrifices made by the Sutiya Queen. The Government of Assam marked this day a state holiday.

## Award

The Sati Sadhani award was established by the Sutiya Jati Unnayan Parishad. The award is given to someone with outstanding contributions to the field of art, culture and literature. The honoree is selected by a committee formed by the Parishad.

## Film and theatre

Her life is depicted by the 20th-century Assamese writer Padmanath Gohain Baruah in the drama Sadhani.
# Lucius Frederick Hubbard

Lucius Frederick Hubbard (January 26, 1836 – February 5, 1913) was an American politician. The Republican served as the ninth Governor of Minnesota from January 10, 1882, to January 5, 1887. He also served as an officer in the Union Army during the American Civil War.

## Early life

Born in 1836 in Troy, New York, and orphaned at ten, Hubbard first worked as a tinsmith in the east and then in Chicago. At age 21 he moved to Red Wing, Minnesota with an old hand-operated printing press and some type; within two months, he was publisher and editor of the Red Wing Republican, in which he promoted his strong political views.

## Career

During the American Civil War, Hubbard joined the Union Army in 1861 as a private in the 5th Minnesota Volunteer Infantry. He took part in the siege of Corinth, the siege of Vicksburg, the battle of Nashville and the battle of Fort Blakeley. He became colonel of his regiment and, for his services at Nashville, was made a brevet brigadier general on December 16, 1864. After the war's end Hubbard returned to Red Wing, where he simultaneously engaged in milling and railroading. He won election to the Minnesota State Senate, completing his second term in 1875. A partner in the Midland Railroad, he also presided over operations of the Cannon Valley Railway until his gubernatorial election in 1881.
Hubbard forcefully urged government intervention in public health, corrections, charities, railroads, agriculture, and commerce, and the legislature complied by increasing the state's regulatory and licensing powers. His second term lasted three years, in accordance with a state constitutional amendment to have state, county, and federal biennial elections all coincide.
He was a member of the Military Order of Foreign Wars, Military Order of the Loyal Legion of the United States and the Sons of the American Revolution.
In 1887 Hubbard took over operations of yet another railroad. When America declared war against Spain in 1898, President William McKinley appointed the 62-year-old as a brigadier general of volunteers and asked him to oversee a military post in Florida. Two years later, Hubbard moved to St. Paul and then to Minneapolis, where he died at 77.
Hubbard County, Minnesota is named after him.
# Sir Arthur Wheeler, 1st Baronet

Sir Arthur Wheeler, 1st Baronet (18 September 1860 – 20 May 1943) was an English stockbroker and financier.
Wheeler was born in Nottingham. He was educated at Nottingham High School and joined Simon, Meyer & Co, a lace exporter, as a clerk. He rose to be chief clerk and in 1899 launched his own stockbroking firm in Leicester, concentrating on serving Midlands firms which were too small to launch themselves in the City of London.
During the First World War, Wheeler dedicated his energies to selling war bonds, and for this he was created a baronet in the 1920 New Year Honours. He was also sometime Justice of the Peace and Deputy-Lieutenant of Leicestershire.
He was ruined by the Depression, was declared bankrupt, and in 1931 was jailed for twelve months for fraud. After his release he retired from business.

## Footnotes

* ↑ "No. 31712". The London Gazette (Supplement). 30 December 1919. p. 2.
* ↑ "Sir Arthur Wheeler, 1st Bt". National Portrait Gallery, London.
# Reticule (handbag)

A reticule, also known as a ridicule or indispensable, was a type of small handbag or purse, similar to a modern evening bag, used mainly from 1795 to 1820.
The reticule became popular with the advent of Regency fashions in the late 18th century. Previously, women had carried personal belongings in pockets tied around the waist, but the columnar skirts and thin fabrics that had come into style made pockets essentially unusable. When the reticule first appeared, it was made of netting. As time went by, they were made from various fabrics, including velvet, silk, and satin.
A reticule usually had a drawstring closure at the top and was carried over the arm on a cord or chain. Reticules were made in a variety of styles and shapes and sometimes trimmed with embroidery or beading. Women often made their own reticules.
* Reticules in museums
* French, late 18th century
* European, c. 1810
* French, early 19th century
* Early 19th century
* European, c. 1830
* English, 19th century
* American, c. 1860

## Etymology

According to the American Heritage Dictionary, the name "reticule" came from the French réticule, which in turn came from the Latin reticulum, a diminutive of rete, or "net".
# Still Life With Boobs

"Still Life With Boobs" is a magic realism/fantasy short story by Anne Harris. It was first published in Talebones.

## Synopsis

In the aftermath of her relationship ending, Gwen Bramble's breasts spontaneously detach from her body and take on a life of their own — one which appears to be more enjoyable than Gwen's.

## Reception

"Still Life with Boobs" was a finalist for the Nebula Award for Best Short Story of 2005.
Strange Horizons found it "very funny", and noted that "there is no need for the reader to know" how or why Gwen's breasts are able to do this, as "[t]he result, not the mechanics, is the point." At Tangent Online, Lois Tilton praised the story as "too much fun to be much marred by the occasional slips into pathos" and felt that readers should be able to "pretend suspension of disbelief". Mike Resnick praised it as "delightful", while Tor.com called it "oddly kinky".

## Origin

Harris stated that she was inspired to write the story when a friend declined to wear a particular low-cut blouse in public, saying that it would make her feel like her breasts were having conversations with other people without her knowledge.
# Jiří Chamrád

Jiří Chamrád (born 19 June 1954) is a Czech athlete. He competed in the men's hammer throw at the 1980 Summer Olympics.
# Terry Owens

Terry Owens may refer to:
* Terry Owens (American football) (1944–2012), American football offensive lineman
* Terry Winter Owens (1941–2007), American composer and music educator
# Chuck Purgason

Chuck Purgason (born May 19, 1960) was an American politician from the state of Missouri. A Republican, Purgason was an unsuccessful candidate for the United States Senate in 2010 losing the Republican primary to then-U.S. Congressman Roy Blunt.
Purgason was born in West Plains, Missouri, and graduated from West Plains High School in 1978. He is married to Janet Purgason and they have three children: Robert, Tracey, and Cory. He is the founder and owner of Ozark Awards, Ozark Wings Hatchery and Hunting Preserve, and is a resident of Caulfield, Missouri.
He was a member of the Missouri House of Representatives from 1996 through 2004, serving as his party's Majority Whip. He was first elected to the Missouri State Senate in 2004.
# Jorge Chevalier

Jorge Alberto Chevalier (born 4 January 1947) is a retired Argentine general who held the Chief of the Joint Chiefs of Staff from 2003 to until 2013. He is the only longest serving chief of the Argentine armed forces holding the position for 10 years.

## Appointment as

Chevalier was appointed by the then President Néstor Kirchner with just 8 weeks of assuming the office of President of Argentine, Alberto Chevalier occupied the office from 20 May 2003 to 26 June 2013.
# Rails of Sheffield

Rails of Sheffield is a British retailer and manufacturer of model railway paraphernalia founded in Sheffield, England, in 1970 by Hedley Francis Barber (1929–2015).
The shop, which is located on Chesterfield Road, which has seen numerous expansions over the decades, has become the largest stockist of model railway products in the United Kingdom. A number of notable customers have visited the store whilst visiting the city including Jools Holland and Rod Stewart.
The shop carries various brands including Hornby, Corgi, Airfix amongst others.
On 4 February 2024 Hattons Model Railways ceased operations and many of its toolings were sold to Rails of Sheffield.
# IA5STRING

A IA5String is a restricted character string type in the ASN.1 notation. It is used to represent ISO 646 (IA5) characters.
According to the ITU-T Rec. X.680 (ASN.1 Specification of basic notation) the entire character set contains precisely 128 characters. Those characters are generally equivalent to the first 128 characters of the ASCII alphabet.
# Finite measure

In measure theory, a branch of mathematics, a finite measure or totally finite measure is a special measure that always takes on finite values. Among finite measures are probability measures. The finite measures are often easier to handle than more general measures and show a variety of different properties depending on the sets they are defined on.

## Definition

A measure $\mu$ on measurable space $(X,{\mathcal {A}})$ is called a finite measure if it satisfies
    $\mu (X)<\infty .$
By the monotonicity of measures, this implies
    $\mu (A)<\infty {\text{ for all }}A\in {\mathcal {A}}.$
If $\mu$ is a finite measure, the measure space $(X,{\mathcal {A}},\mu )$ is called a finite measure space or a totally finite measure space.

## Properties
### General case

For any measurable space, the finite measures form a convex cone in the Banach space of signed measures with the total variation norm. Important subsets of the finite measures are the sub-probability measures, which form a convex subset, and the probability measures, which are the intersection of the unit sphere in the normed space of signed measures and the finite measures.

### Topological spaces

If $X$ is a Hausdorff space and ${\mathcal {A}}$ contains the Borel $\sigma$-algebra then every finite measure is also a locally finite Borel measure.

### Metric spaces

If $X$ is a metric space and the ${\mathcal {A}}$ is again the Borel $\sigma$-algebra, the weak convergence of measures can be defined. The corresponding topology is called weak topology and is the initial topology of all bounded continuous functions on $X$. The weak topology corresponds to the weak* topology in functional analysis. If $X$ is also separable, the weak convergence is metricized by the Lévy–Prokhorov metric.

### Polish spaces

If $X$ is a Polish space and ${\mathcal {A}}$ is the Borel $\sigma$-algebra, then every finite measure is a regular measure and therefore a Radon measure. If $X$ is Polish, then the set of all finite measures with the weak topology is Polish too.