OpenLLM-France/wikimedia huggingface dataset:
# Shine (Five Star song)

"Shine" is a 1991 single by the British pop group Five Star.
Shine was their third consecutive single with Epic Record, UK No.88, UK Dance (Music Week) No.53, the group performed the track on Sky TV and did some promotional work for the single and album in the UK .
Five Star were then dropped by the company and would not release another single for the next four years.

## Track listings

7" Single and cassette single:
1. Shine
2. Feelings
12" Single:
1. Shine (New Jack Mix) 4:32
2. Shine (New Jack Mix featuring Def Jef) 4:31
3. Shine (Slick-Hop/Boom Mix) 4:30
4. Shine (Glamour Mix featuring Def Jef) 6:07
CD Single:
1. Shine 4:45 (album version)
2. Feelings 4:28
3. Shine (New Jack Mix) 4:31
4. Shine (The Glamour Mix) 5:31
UK Catalogue Number: Epic EPC657480
US promo CD Single: ESK 4335
1. Shine (LP edit) 4:00
2. Shine (New Jack Mix Edit) 4:00
# Shine (Daniel Peixoto EP)

Shine is the first EP released by Brazilian singer Daniel Peixoto and was released in June 2011, by French label AbatJour Records. Peixoto was chosen "Artist of the Week" in voting of MTV IGGY from New York City.
The single "Eu Só Paro Se Cair" peaked at number ten on the German Airplay Chart. "Shine" became single on February 16, 2013 with a videoclip shot in the tropical beaches of Fortaleza.
# Dim Mak (disambiguation)

Dim Mak may refer to:
* Dim Mak, the "Touch of Death" pressure-points attacks in Wuxia martial arts
* Dim Mak (band), an American death-metal band
* Dim Mak Records, an American recording label
# Dischistodus pseudochrysopoecilus

Dischistodus pseudochrysopoecilus, commonly known as the monarch damsel, is a species of fish found in the western-central Pacific Ocean.
This species reaches a length of 18.0 cm (7.1 in).
# Dishu

Dishu may refer to:
* Dishu, Afghanistan, village in Dishu District, Helmand Province, Afghanistan
* Dishu District, district in Helmand Province, Afghanistan
* Dishu system, legal and moral system involving marriage and inheritance in ancient East Asia
* Ground calligraphy (地書, dishu), a recreational practice of calligraphy, involving writing with a large water brush on the ground, in Chinese culture
# Stallingsia

Stallingsia is a genus of butterflies in the skipper family, Hesperiidae.

## Selected species

* Stallingsia jacki
* Stallingsia maculosus
* Stallingsia smithi
# Stallings–Zeeman theorem

In mathematics, the Stallings–Zeeman theorem is a result in algebraic topology, used in the proof of the Poincaré conjecture for dimension greater than or equal to five. It is named after the mathematicians John R. Stallings and Christopher Zeeman.

## Statement of the theorem

Let M be a finite simplicial complex of dimension dim(M) = m ≥ 5. Suppose that M has the homotopy type of the m-dimensional sphere S$^m$ and that M is locally piecewise linearly homeomorphic to m-dimensional Euclidean space R$^m$. Then M is homeomorphic to S$^m$ under a map that is piecewise linear except possibly at a single point x. That is, M \ {x} is piecewise linearly homeomorphic to R$^m$.
# Sherman K. Stein

Sherman Kopald Stein (born August 11, 1926) is an American mathematician and an author of mathematics textbooks. He is a professor emeritus at the University of California, Davis. His writings have won the Lester R. Ford Award and the Beckenbach Book Prize.

## Life

Stein was born on August 11, 1926, in Minneapolis; his father was a bookbinder. He graduated from the California Institute of Technology in 1946. He completed his doctorate at Columbia University in 1952. His dissertation, The Homology of the Two-Fold Symmetric Product, was supervised by Paul Althaus Smith.
Stein worked as a mathematics instructor at Princeton University for a year, and then joined the mathematics faculty at the University of California, Davis in 1953. He retired in 1993.

## Books

Stein is the author of:
* Mathematics: The Man-Made Universe: An Introduction to the Spirit of Mathematics (W. H. Freeman, 1963; 3rd ed., Dover, 1998)
* Calculus in the First Three Dimensions (McGraw-Hill, 1967)
* Calculus for the Natural and Social Sciences (McGraw-Hill, 1968)
* Calculus and Analytic Geometry (McGraw-Hill, 1968; 5th ed., 1992)
* Elementary Algebra: A Guided Inquiry (with Calvin D. Crabill, Houghton Mifflin, 1972)
* Geometry: A Guided Inquiry (with G. D. Chakerian and Calvin D. Crabill, Houghton Mifflin, 1972)
* Algebra II/Trigonometry (with Calvin D. Crabill, W. H. Freeman, 1976)
* An Introduction to Differential Equations (with Anthony Barcellos, McGraw-Hill, 1994)
* Algebra and Tiling: Homomorphisms in the Service of Geometry (with Sándor Szabó, Mathematical Association of America, 1994)
* Strength in Numbers: Discovering the Joy and Power of Mathematics in Everyday Life (Wiley, 1996)
* Archimedes: What Did He Do besides Cry Eureka? (Mathematical Association of America, 1999)
* How the Other Half Thinks: Adventures in Mathematical Reasoning (McGraw-Hill, 2001; reprinted as Adventures in Mathematical Reasoning, Dover, 2016)
* Survival Guide for Outsiders: How to Protect Yourself from Politicians, Experts and Other Insiders (BookSurge, 2010).
The book Algebra and Tiling: Homomorphisms in the Service of Geometry, written by Stein and Szabó, won the 1998 Beckenbach Book Prize of the Mathematical Association of America.

## Other contributions

Stein's doctoral research was in topology, but his research interests later shifted to abstract algebra and combinatorics. In combinatorics, he is known for formulating the tripod packing problem. The tripods of this problem are infinite polycubes, the unions of the lattice cubes along three axis-parallel rays, and they have also been called "Stein corners" in honor of his contributions to this problem. Stein is also known as one of the independent discoverers of Fáry's theorem, and for his contributions to equidissection, the partition of polygons into triangles of equal area.
Stein won the Lester R. Ford Award of the Mathematical Association of America in 1975 for a paper on the connections between group theory and tessellations.
# Dimethylmagnesium

Dimethylmagnesium is an organomagnesium compound. It is a white pyrophoric solid. Dimethylmagnesium is used in the synthesis of organometallic compounds.

## Preparation

Like other dialkylmagnesium compounds, dimethylmagnesium is prepared by adding dioxane to a solution of methylmagnesium halide:
    2 CH$_3$MgX + 2 dioxane ⇌ (CH$_3$)$_2$Mg + MgX$_2$(μ-dioxane)$_2$↓
In such procedures, the dimethylmagnesium exists as the ether adduct, not the polymer.
Addition of 1,4-dioxane causes precipitation of solid MgX$_2$(μ-dioxane)$_2$, a coordination polymer. This precipitation drives the Schlenk equilibrium toward (CH$_3$)$_2$Mg. Related methods have been applied to other dialkylmagnesium compounds.
Dimethylmagnesium can also be prepared by combining dimethylmercury and magnesium.

## Properties

The structure of this compound has been determined by X-ray crystallography. The material is a polymer with the same connectivity as silicon disulfide, featuring tetrahedral magnesium centres, each surrounded by bridging methyl groups. The Mg-C distances are 224 pm.

## Related compounds

The linear chain structure seen for dimethylmagnesium is also observed for diethylmagnesium and dimethylberyllium. Di(tert-butyl)magnesium is however a dimer.
# Dimethylmalate dehydrogenase

In enzymology, a dimethylmalate dehydrogenase (EC 1.1.1.84) is an enzyme that catalyzes the chemical reaction
    (R)-3,3-dimethylmalate + NAD$^+$ $\rightleftharpoons$ 3-methyl-2-oxobutanoate + CO$_2$ + NADH
Thus, the two substrates of this enzyme are (R)-3,3-dimethylmalate and NAD$^+$, whereas its 3 products are 3-methyl-2-oxobutanoate, CO$_2$, and NADH.
This enzyme belongs to the family of oxidoreductases, specifically those acting on the CH-OH group of donor with NAD$^+$ or NADP$^+$ as acceptor. The systematic name of this enzyme class is (R)-3,3-dimethylmalate:NAD$^+$ oxidoreductase (decarboxylating). This enzyme is also called beta,beta-dimethylmalate dehydrogenase. This enzyme participates in pantothenate and coa biosynthesis. It has 5 cofactors: ammonia, manganese, cobalt, potassium, and NH$_4$$^+$.
# Dimethylnaphthalene

Dimethylnaphthalene may refer to:
* 1,4-Dimethylnaphthalene (1,4-DMN)
* 2,6-Dimethylnaphthalene (2,6-DMN)
# Stagecoach to Denver

Stagecoach to Denver is a 1946 American Western film and one of the Republic Pictures Red Ryder film series directed by R. G. Springsteen.

## Plot

Red is working as a stagecoach driver with one of his passengers being Dickie, a recently orphaned young child travelling on his own. Red puts him on the inaugural stagecoach from Elkhorn to Denver, Colorado where he will meet his only surviving relative, an Aunt that he has never met. Dickie is riding with the Land Commissioner on his way to Denver to report the dishonest dealings of the town's boss Big Bill Lambert. Lambert owns the new Denver stagecoach line so he can control communications as the telegraph line to Denver has not been opened, and wants to ensure that the Land Commissioner does not make it to Denver.
One of Big Bill's henchmen stops the stage on the excuse that the driver forgot a bag of US Mail. Once the driver places the bag of mail with the other mail sacks the henchman sabotages the horse harness that leads to the stagecoach going off a cliff killing the driver and commissioner but leaving Dickie paralysed. The town Doctor's diagnosis is that Dickie's only chance to walk again would be a risky operation that can only be approved by Dickie's next of kin, the aunt in Denver. Red has the idea to use the telegraph at a mine that has a connection with a mine near Denver where the news requiring Dickie's Aunt and a new Land Commissioner to come to Elkhorn can be relayed. Worried about the Commissioner's message, Big Bill sends some henchmen to stop Red from sending his message but fail miserably.
In Denver, Big Bill's associates have the idea to waylay the stagecoach carrying the real replacement Land Commissioner and Aunt and replace them with an impersonator to masquerade as a Land Commissioner and to establish his veracity, sends a tough woman in the gang to impersonate the Aunt. Once in town the phony Commissioner follows Big Bill's orders to resurvey the lands of the area for Big Bill's benefit, but the woman impersonating the Aunt is touched and reformed by Dickie and endangers herself when she won't go along with Big Bill's schemes and stands up to him.

## Cast

* Allan Lane as Red Ryder
* Robert Blake as Little Beaver
* Martha Wentworth as The Duchess (Red's Aunt)
* Roy Barcroft as Big Bill Lambert
* Peggy Stewart as "Beautiful" (the fake May Barnes)
* Emmett Lynn as Coonskin
* Ted Adams as Sheriff
* Edmund Cobb as Henchman Duke
* Tom Chatterton as "Doc" Kimball
* Robert Hyatt as Dickie
* George Chesebro as Henchman Blackie Grubb
* Ed Cassidy as Land Commissioner Felton
* Wheaton Chambers as Jasper Braydon
* Forrest Taylor as Matt Disher (Rancher)
# Shinozuka

Shinozuka (written: 篠塚 lit. "bamboo grass mound") is a Japanese surname. Notable people with the surname include:
* Hiromu Shinozuka (篠塚 ひろむ, born 1979), Japanese manga artist
* Ippei Shinozuka (篠塚 一平, born 1995), Japanese-Russian footballer
* Kazunori Shinozuka (篠塚 和典, born 1957), Japanese baseball player and coach
* Kenjiro Shinozuka (篠塚 建次郎, 1948-2024), Japanese rally driver
* Masanobu Shinozuka (篠塚正信, 1930–2018), Japanese engineer
* Yoshio Shinozuka (篠塚 良雄, 1923–2014), member of Unit 731
# Sherman Quarters

Sherman Quarters, also known as Sherman Rose House is a historic adobe stone building located at 510 Calle Principal in Monterey, California. It was built by Thomas O. Larkin in 1834. It was the quarters for Lieutenant William Tecumseh Sherman in 1847. This building played a role in the U.S. military occupation of California after its seizure from Mexico during the Mexican–American War.

## History

The Sherman Quarters was built in 1834 by diplomat and businessman Thomas O. Larkin. Larkin made his home available as a service to U.S. troops during the U.S. occupation of California. This small adobe building served as headquarters for Lieutenant William Tecumseh Sherman and military secretary of state Henry W. Halleck from 1847 to 1849 while they served under Colonel Richard Barnes Mason, military governor of California before it became a state. Sherman later became famous as a Union general during the American Civil War. The spiked cannon in front of the house was used as a hitching post. A legend about the house said that Sherman fell in love with Señorita Maria Ygnacia Bonifacio, who lived in the house before his assignment to Monterey in 1847. He gave Maria a rose-tree or "Sherman Rose," with the promise that he would return.
The building was originally part of a large piece of property at Calle Principal between Jefferson and Madison Streets, in Monterey, California. It shares a parcel of land with the Larkin House. In Sherman's memoirs, he talks about the house as the adobe back of Larkin's. The entrance is located in the gardens of the Larkin House. In the 1920s, Larkin's granddaughter, Alice, used it as a tea room.
The one-story building is clad with fieldstone with painted earthen plaster that is now peeling showing the adobe brick beneath. It has an entrance porch, wood steps, wood rail and door. Windows are single, double hung, wood, multipane with shutters. The roof is a front gable, shake roof with open eaves. It has an exterior brick chimney. The small one-room adobe is between the House of the Four Winds and shares a garden with the Larkin House, built in 1834 by Thomas O. Larkin. The Larkin garden has redwoods, palm, and fig trees.
The artist Percy Gray, a California Impressionist, and his wife Leone Phelps, purchased the house in 1923 and renovated it. In 1939, he sold the adobe and moved to San Francisco. The watercolor, Sherman's Quarters, is an example of his work that he did on the Sherman Quarters.

## Historic preservation

The Sherman Quarters was designated as a significant building in the city's Monterey Downtown Area Context Statement and Survey, and was recorded by the Architectural Resources Group, with the Department of Parks and Recreation in June 2011. The building is closed but can be seen when visiting the Larkin House garden.
A historical marker was placed on the wall of the building at 510 Calle Principal. The inscription reads:
   Quarters of General William Tecumseh Sherman Lieutenant Quartermaster and Adjutant General 1847 • 1849
# Dissolve (2019 film)

Dissolve (Korean: 딘, Russian: Растворяться) is a 2019 feature-length drama film by the South Korean art-house director Kim Ki-Duk. It was shot in Kazakhstan with local actors and premiered at the Cannes Film Market under the temporary title 3000.
It was screened at the Almaty Film Festival in Kazakhstan on 19 September 2019, where it was compared to Kim's earlier film Samaritan Girl.
This was Kim's final film before his death the following year.

## Plot

In Almaty, a sheltered and chaste woman named Din sees her life intertwined with the experiences of a prostitute who looks like her.

## Cast

* Dinara Zhumagaliyeva as Din
* Sanjar Madi as Nurlan
# Sheshnarayan Temple

The Sheshnarayan Temple is an ancient Hindu temple complex in Sheshnarayan Village Development Committee (VDC). The site is near the ancient town of Pharping, which lies approximately 20 kilometers south-west of Kathmandu, Nepal.

## Mythological Origins

The temple is one of the four Narayana temples of the Kathmandu Valley, a World Heritage Site. The other three are Icchangu Narayan, Bishanku Narayan and Changu Narayan. These temples, which stand in the four cardinal directions, are believed to be built during the reign of the Licchavi king Vishnugupta. Their locations in the cardinal directions and on hilltops was to guard the Kathmandu Valley.
* Sheshnarayan Temple
# Sheshrao Deshmukh

Sheshrao Apparao Deshmukh was a member of 6th Lok Sabha of India from Parbhani parliamentary constituency of Maharashtra. He was also first member of legislative assembly of Maharashtra from Parbhani Vidhan Sabha Constituency from 1962 to 1967.
Deshmukh was known for his clean image. He is known as "Architect of Parbhani City" because of his various developmental work done during his term as corporator in Parbhani Municipal Council and also as MLA and MP. Deshmukh also was a member of the legislative assembly of Maharashtra from Jintur Vidhan Sabha constituency, serving from 1972 to 1977. Deshmukh was considered a strong leader of the Peasants and Workers Party of India from Marathwada Region.
# Shire of Pioneer

The Shire of Pioneer was a local government area surrounding the city of Mackay and including all but its innermost suburbs. The shire, administered from Mackay itself, covered an area of 2,820.1 square kilometres (1,088.8 sq mi), and existed as a local government entity from 1879 until 1994, when it was dissolved and amalgamated with City of Mackay.

## History

The Borough of Mackay was proclaimed on 22 September 1869 under the Municipal Institutions Act 1864. Pioneer Division was one of the 74 divisional boards established on 11 November 1879 under the Divisional Boards Act 1879 with a population of 2884 and covered the region surrounding but not including the Borough of Mackay.
With the passage of the Local Authorities Act 1902, Pioneer Division became the Shire of Pioneer on 31 March 1903. The Pioneer Shire Council Chambers at 1 Wood Street, Mackay, were constructed in 1935 and are now listed on the Queensland Heritage Register.
The Shire of Sarina was established from the southern part of the Shire of Pioneer on 1 January 1912 under the Local Authorities Act 1902.
The Shire of Mirani was established from part of the Shire of Pioneer on 4 September 1913 under the Local Authorities Act 1902.
On 21 November 1991, the Electoral and Administrative Review Commission, created two years earlier, produced its second report, and recommended that local government boundaries in the Mackay area be rationalised. The Local Government (Mackay and Pioneer) Regulation 1993 was gazetted on 17 December 1993, and on 30 March 1994, the Shire ceased to exist and was merged with the City of Mackay. Gordon White, who had served as chairman of Pioneer since 1983, won the resulting mayoral elections and was then mayor of the City of Mackay until 1994.

## Chairmen

* 1885-1890:Walter Paget
* 1901: Walter Paget
* 1927: William Henry Kirkup
* 1934-1947: Ernie Evans
* 1955-1957: Ernie Evans
* 1983-1994: Gordon White, who continued as mayor of City of Mackay after the amgalmation until 1999.

## Population

| Year | Population |
| 1933 | 9,926 |
| 1947 | 11,606 |
| 1954 | 14,316 |
| 1961 | 15,741 |
| 1966 | 19,900 |
| 1971 | 22,561 |
| 1976 | 26,938 |
| 1981 | 33,732 |
| 1986 | 36,084 |
| 1991 | 40,614 |
# Alibánfa

Alibánfa is a village in Zala county, Hungary.

## Location

It is located 11 kilometers northeast of Zalaegerszeg, along the Zala River. The settlement is surrounded by vineyards in the east and west. The Zalaszentiván Train Station is not far from the village. It has a bus connection to the county seat in Zalaegerszeg.

## History

Its first written mention was made in 1414, called "Possessio Olywanchfalwa". In the 16th century, the Turks repeatedly destroyed the village. By the end of the century, it had become uninhabited. On November 6, 1699, Hungarian King Leopold I donated an estate to Tóródy Mihály and his wife, Mihály Farkas, Ságodi Éva Péter. At the beginning of the 18th century Holy Roman Emperor Charles VI donated a landholding to the Boldogfai Farkas family in 1716 and gradually re-established the village.
In 1871 it was united with the originally independent port of Lukafa. From the 1950s, a significant portion of Alibaanfa's population was working in Zalaegerszeg, but Zalaszentiván holds most of the administrative and educational institutions.
# Edward Stanton (British Army officer)

General Sir Edward Stanton KCB KCMG (19 February 1827 – 24 June 1907) was a British Army officer and diplomat.

## Early life

Edward Stanton was born in Painswick, Gloucestershire, the son of William Henry Stanton, of Stroud, Gloucestershire, and his wife, Jane. He was educated at Woolwich Academy.

## Career

Stanton was commissioned as second lieutenant in the Royal Engineers on 19 December 1844. He served in the Crimean War. From 1856 to 1857, he served on the boundary commission that determined the Russo-Turkish borders.
He was appointed Consul-General in Warsaw, Poland on 7 December 1860, Agent and Consul-General in Egypt on 15 May 1865, and Chargé d'Affaires to the King of Bavaria on 10 May 1876. During his visit to Egypt, English author and poet Edward Lear described Sir Edward Stanton as "very good-natured". Sir Edward Stanton retired as a general in 1881.

## Family

In 1862, Edward Stanton married Margarette Constance Starkey. He was a relative on her mother's side of the family. His son Colonel Edward Alexander Stanton (1867–1947) served in Egypt at Omdurman, was Governor of Khartoum from 1900 to 1908, and military governor of Haifa (the Phoenicia Division of Palestine) from 1918 to 1920.

## Honours

Stanton was appointed a Companion of the Order of the Bath (CB) in 1857 and upgraded to a Knight Commander of the order (KCB) in 1905. He was knighted as a Knight Commander of the Order of St Michael and St George (KCMG) in 1882.
In addition to his British honours, Sir Edward Stanton was a Knight of the French Legion of Honour.
# T. N. Srinivasan

T. N. Srinivasan, in full Thirukodikaval Nilakanta Srinivasan (27 March 1933 – 11 November 2018), was an Indian economist who had taught and worked in the United States. He was the Emeritus Samuel C. Park Jr. Professor of Economics at Yale University. He was formerly chairman of the department of economics. He was a special adviser to the Development Research Center at the World Bank from 1977 to 1980, and taught at numerous academic institutions for over four decades, including MIT, Stanford University, and the Indian Statistical Institute. In 2007, he received a Padma Bhushan decoration from the President of India for his contributions to Literature and Education.
He earned his Ph.D. in economics (1962) from Yale University, M.A. in mathematics (1954) from University of Madras, India and B.A. (Honors) Mathematics 1953 from University of Madras, India. He did his Professional Training in Statistics (1953-1955) at Indian Statistical Institute, Calcutta. He has made important contributions in the fields of economic growth and development economics, and international trade. He had been very active in policy debates concerning India. He was also the founding co-editor of the Journal of Development Economics.
He was visiting fellow at the Center for Research on Economic Development and Policy Reform, Stanford University; fellow of the Econometric Society, American Academy of Arts and Sciences, and American Philosophical Society; and a foreign associate of the National Academy of Sciences of the US. He has authored a prolific collection of books and articles on econometrics, world trade, and developing country economics.

## Selected bibliography
### Books

* Srinivasan, T.N.; Chenery, Hollis (1988). Handbook of development economics. Vol. 1. Amsterdam New York New York, N.Y., U.S.A: North-Holland Sole distributors for the U.S.A. and Canada, Elsevier Science Pub. Co. ISBN 9780444703378.
* Srinivasan, T.N.; Chenery, Hollis (1988). Handbook of development economics. Vol. 2. Amsterdam New York New York, N.Y., U.S.A: North-Holland Sole distributors for the U.S.A. and Canada, Elsevier Science Pub. Co. ISBN 9780444703385.
* Srinivasan, T.N.; Chenery, Hollis (1988). Handbook of development economics. Vol. 3A. Amsterdam New York New York, N.Y., U.S.A: North-Holland Sole distributors for the U.S.A. and Canada, Elsevier Science Pub. Co. ISBN 9780444823014.
* Srinivasan, T.N.; Behrman, Jere (1988). Handbook of development economics. Vol. 3B. Amsterdam New York New York, N.Y., U.S.A: North-Holland Sole distributors for the U.S.A. and Canada, Elsevier Science Pub. Co. ISBN 9780444823021.