OpenLLM-France/wikimedia huggingface dataset:
# Jimmy Grewer

James Grewer (1865 – 1950) was a Scottish footballer who played in the Football League for Middlesbrough Ironopolis and Stoke.

## Career

Grewer was born in Dundee and started playing football south of the border at Sunderland Albion. He spent a season at Middlesbrough Ironopolis before joining Stoke in 1894. He spent four seasons at the Victoria Ground making 83 appearances scoring once.

## Career statistics

| Club | Season | League | League | League | FA Cup | FA Cup | Test Match | Test Match | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Middlesbrough Ironopolis | 1893–94 | Second Division | 26 | 2 | 2 | 0 | – | – | 28 | 2 |
| Stoke | 1894–95 | First Division | 15 | 0 | 2 | 0 | 1 | 0 | 18 | 0 |
| Stoke | 1895–96 | First Division | 29 | 1 | 4 | 0 | – | – | 33 | 1 |
| Stoke | 1896–97 | First Division | 22 | 0 | 2 | 0 | – | – | 24 | 0 |
| Stoke | 1897–98 | First Division | 9 | 0 | 0 | 0 | 0 | 0 | 9 | 0 |
| Stoke | Total | Total | 75 | 1 | 8 | 0 | 1 | 0 | 84 | 1 |
| Career Total | Career Total | Career Total | 101 | 3 | 10 | 0 | 1 | 0 | 112 | 3 |
# S. M. Abdul Majid

S. M. Abdul Majid Sahib is an Indian politician and former Member of the Legislative Assembly. He was elected to the Tamil Nadu legislative assembly as an Indian National Congress candidate from Sankaranayanarkoil constituency in 1962 election. He also served as minister for local administration in Kamaraj cabinet between 1962 and 1963.
# Sideways Arithmetic from Wayside School

Sideways Arithmetic From Wayside School is a children's novel by Louis Sachar in the Wayside School series. The book contains mathematical and logic puzzles for the reader to solve, presented as what The New Yorker called "absurdist math problems." The problems are interspersed with characteristically quirky stories about the students at Wayside School.

## Plot

Sideways Arithmetic from Wayside School begins with a foreword from Sachar in character as Louis the yard teacher, explaining the "sideways" nature of the problems within. He says that when he showed the students at Wayside School a regular math textbook, they laughed, thinking it was a book of jokes.
The first chapter introduces Sue, a new student in Mrs. Jewls's class. She is bewildered to discover that the arithmetic lessons involve adding words instead of numbers using verbal arithmetic, e.g., "elf + elf = fool." The book presents an explanation for children of how these problems are solved, and then gives them several to do on their own. In chapter 2, Sue protests that math isn't supposed to be done that way, and gives the class a few traditional math problems like "seven + four = eleven." These are also presented as verbal arithmetic puzzles that are, as Mrs. Jewls states, impossible; the reader is tasked with figuring out why. In the next chapter, Mrs. Jewls tells Sue that if she doesn't understand how to do math in her class, she should switch schools. But when Sue inadvertently gets a question correct, Mrs. Jewls lets her stay. Chapter 4 contains more verbal arithmetic problems, this time with multiplication.
Beginning with chapter 5, the book switches to logic and optimization problems. In this chapter, students have to determine what happened at recess through logical elimination. In Chapter 6, Mrs. Jewls is having trouble filling out report cards because she lost the correct answers to a series of quizzes; the reader must logically deduce those answers based on the scores each student got. Chapter 7 presents an algebraic optimization problem: lunch lady Miss Mush's meals become more and more disgusting the more of them she prepares, and the reader must determine, among other things, how many meals she should cook so that the most students are willing to eat. Chapter 8 involves "false logic" puzzles, with statements presented as questions on true-or-false quizzes. In the final chapter, Sue finally makes a new friend, Joy, who has stayed after school trying to solve her impossible true-or-false test involving the liar's paradox). They go home together.

## Critical reception

Charles Ashbacher, writing in the Journal of Recreational Mathematics, called Sideways Arithmetic an "excellent supplementary book for elementary school mathematics", and suggested that the verbal arithmetic problems would be particularly useful in teaching. The Guardian praised the book and its sequel, writing: "Sachar never wastes a moment, a word or a clue."
# Dragan Crnogorac (politician)

Dragan Crnogorac (Serbian Cyrillic: Драган Црногорац; born 4 September 1978) is the former President of the Joint Council of Municipalities, a sui generis body that aligns interests of Serb ethnic community in Osijek-Baranja and Vukovar-Syrmia Counties. From October 2012 to 2015, he was also a member of the Sabor. Until the end of his parliamentary mandate, he was a member of the Independent Democratic Serb Party. At the time, he was involved in Serbia-Croatia Intergovernmental Mixed Committee for Minorities, Assembly of Serb National Council, Croatian Radiotelevision program committee, Secretary of the Municipal Council of the Serbian national minority in Stari Jankovci municipality, president of local branch of Independent Democratic Serb Party in Stari Jankovci, Vice President of City Council of the City of Vukovar and member of County Council of the Serbian national minority of Vukovar-Syrmia County. After internal disagreement Crnogorac left the party and became a prominent critic of the SDSS and independent politician within the Serb community.

## President of the Joint Council of Municipalities

Dragan Crnogorac was elected president in 2005. His election at this point was unexpected since he was only 27 years old and worked as a young professor of technical education and technical drawing. He took the term from former president Jovan Ajduković, becoming the third president since the establishment of the Joint Council of Municipalities in 1997. As one of its main priorities in the first term he set education. In addition, he announced reform and modernization of the Council internal organizational structure.
As the President of the Council, among other activities, he held a formal meetings with the President of Croatia Ivo Josipović, the President of Serbia Boris Tadić, U.S. Ambassador in Croatia James B. Foley.
# Kune Nane Mawal

Kune Nane Mawal is a village in India, situated in Mawal taluka of Pune district in the state of Maharashtra. It encompasses an area of 944 ha (2,333 acres).

## Administration

The village is administrated by a sarpanch, an elected representative who leads a gram panchayat. In 2019, the village was itself the seat of a gram panchayat.

## Demographics

At the 2011 Census of India, the village comprised 430 households. The population of 1954 was split between 1005 males and 949 females.

## Air travel connectivity

The closest airport to the village is Pune Airport.
# Hacıeyüplü, Merkezefendi

Hacıeyüplü is a neighbourhood of the municipality and district of Merkezefendi, Denizli Province, Turkey. Its population is 2,950 (2022).
# Dry Awarua River

The Dry Awarua River is a river of northern Fiordland, New Zealand. It rises in the McKenzie Range and flows south and then westward into the Waiuna Lagoon. The Lagoon then discharges into the Awarua River, which flows into Big Bay, also known as Awarua Bay. The Pyke - Big Bay tramping track crosses the Dry Awarua River.
# The Case of Becky (1915 film)

The Case of Becky is a 1915 American silent drama film directed by Frank Reicher. It was adapted by Margaret Turnbull from the 1912 play of the same name by David Belasco and Edward Locke. The film stars Blanche Sweet, Theodore Roberts, James Neill, Carlyle Blackwell, Jane Wolfe, and Gertrude Kellar. The film was released on September 13, 1915, by Paramount Pictures. The film was later remade in 1921 under the same title.

## Plot

Dorothy, victim of the influence that the hypnotist Balzamo has on her, the man who raised her, develops a second personality with a malevolent character named Becky. When Balzamo tries to win the girl, she runs away. Meanwhile, Dr. Emerson, a specialist in nerve diseases, encourages Dr. John Arnold to use his hypnotic powers to heal the sick and tells him that those powers are dangerous because his wife had been the victim of a hypnotist years earlier, who l 'had kidnapped. After the woman's death, all traces of her little girl had been lost.
Dorothy, after her escape, looks for jobs to live on. But when she finds them, Becky's personality re-emerges and makes her lose them. When Dorothy becomes friends with Dr. Emerson's sister, she transforms into Becky and the doctor diagnoses her with a case of split personality. Arnold, who has fallen in love with Dorothy, is ready to "kill" Becky, but suddenly Balzamo reappears trying to regain control of the young woman. A mental struggle arises between Balzamo and Arnold which has the doctor as its winner: Balzamo is forced to confess that Dorothy is Emerson's daughter. Having lost his powers, Balzamo goes away. Dorothy is now free to love Arnold.

## Cast

* Blanche Sweet as Dorothy / Becky
* Theodore Roberts as Balzamo
* James Neill as Dr. Emerson
* Carlyle Blackwell as Dr. John Arnold
* Jane Wolfe as Carrie, Balzamo's assistant
* Gertrude Kellar as Miss Emerson, Dr. Emerson's sister

## Preservation status

A copy is held at the Library of Congress Packard Campus for Audio-Visual Conservation.
# Jo Lawry

Jo Lawry is an Australian singer and musician. Lawry's debut album, I Want to Be Happy, was released in 2008. Down Beat magazine gave it 4.5 out of 5 and selected it as one of the "Best CDs of the 2000s".

## Music career

Jo Lawry was raised on an almond farm in South Australia. She studied jazz at the University of Adelaide and the New England Conservatory of Music in Boston. In 2004, she reached the semi-finals in the Thelonious Monk International Jazz Competition, and the following year got second in the National Jazz Awards of Australia. In New York City, she met jazz pianist Fred Hersch and became a member of his Pocket Orchestra. She was also a member of James Shipp's Nos Novo, a jazz quartet for which she sang and played fiddle, mandolin, and melodica.
In 2009, Lawry began working with Sting after winning an audition to tour with him. She appeared on his DVD A Winter's Night... Live from Durham Cathedral and toured with him through 2015. She sang on the Live in Berlin album and DVD and on The Last Ship album and DVD. On her first album, I Want to Be Happy (2008), she sang a cover version of his song "Until". They performed a duet on "Impossiblé" from her second album, Taking Pictures. Their collaboration on the song "Practical Arrangement" appeared on Sting's Duets album in 2021.
Lawry is featured in the documentary film 20 Feet from Stardom.
She was announced as the Head of Jazz at The Guildhall School Of Music starting February 2024.
She is married to Will Vinson, a saxophonist from London.

## Discography
### As leader

* I Want to Be Happy (Fleurieu, 2008)
* Taking Pictures (ABC Music, 2015)
* The Bathtub and the Sea (Fleurieu, 2017)
* Acrobats (Whirlwind, 2023)

### As guest

With Sting
* Symphonicities (Deutsche Grammophon, 2010)
* Live in Berlin (Deutsche Grammophon, 2010)
* The Last Ship (A&M/Cherrytree, 2013)
With others
* Quentin Angus, Perception (Aurora Sounds, 2013)
* Laila Biali, Laila Biali (ACT, 2018)
* Jonatha Brooke, Midnight. Hallelujah. (Bad Dog, 2016)
* Guy Klucevsek, The Multiple Personality Reunion Tour (Innova, 2012)
* Kate McGarry, If Less Is More... (Palmetto 2008)
* Karen Oberlin, Michael Winther, Waiting for the Angel: Songs with Words by David Hajdu (Miranda 2015)
* Jeremy Siskind, Simple Songs for When the World Seems Strange (Bju, 2010)
* Lonnie Smith, Rise Up! (Palmetto 2008)
* Becca Stevens, Regina (GroundUP, 2017)
# Poole Town

Poole Town may refer to:
* Poole Town Ward, an electoral ward within the Borough of Poole
* Poole Town F.C., a seventh-tier English football team
* Poole Town Centre
* Poole Town Hall
# French ship D'Entrecasteaux

Six ships of the French Navy have borne the name D'Entrecasteaux in honour of Antoine Bruni d'Entrecasteaux:

## Ships

* D'Entrecasteaux (1858), a second-class aviso.
* D'Entrecasteaux (1899), a first-class protected cruiser.
* D'Entrecasteaux (1931) (1933), a Bougainville-class aviso.
* D'Entrecasteaux (1940), a hired ship of the FNFL.
* D'Entrecasteaux (1971), an oceographic survey ship.
* D'Entrecasteaux (2015), the lead ship of the Bâtiment multi-mission class.
* D'Entrecasteaux (1899).
* Model of D'Entrecasteaux (1931)
* D'Entrecasteaux (2015)

## Citations

* ↑ Roche, vol.1, p.146
* 1 2 3 4 5 Roche, vol.2, p.166
# Sichuan Provincial Women's Prison

Sichuan Provincial Women's Prison (四川省女子监狱 Sìchuān Shěng nǚzǐ jiānyù) is a women's prison in Yangma Town (养马镇), Jianyang, Chengdu, Sichuan, China, 50 kilometres (31 mi) away from the center of Chengdu (Jianyang was previously administered by Ziyang and not Chengdu). It is over 20,000 square metres (0.020 km$^2$) large. It became a women's prison in 1998. The Sichuan Provincial Administration of Prisons operates this facility.
It has a prison clinic/hospital with 44 employees.
# Dragan D. Mihailovic

Dragan D. Mihailovic is a Slovenian physicist, working as a research scientist at the Jožef Stefan Institute, leading a research group on non-equilibrium studies of quantum materials. The group's research includes temporal studies of electronic phase transitions, mainly superconductivity and electronic crystals. He is currently acting director of the CENN Nanocenter, Professor of physics at the University of Ljubljana and the Jožef Stefan International Postgraduate School and Head of Department of Complex Matter at the Jožef Stefan Institute in Ljubljana, Slovenia.

## Career

At the "Jožef Stefan" Institute, he set up new laboratories for short-time spectroscopy, nanoelectronics and time-resolved multiprobe tunneling microscopy and an advanced quantum devices laboratory jointly with the CENN Nanocenter. Since 1985, he has been employed at the "Jožef Stefan" Institute, as scientific advisor. In 2002, he founded the Department for Complex Matter, which he still heads. He is the director of the Center of Excellence for Nanosciences and Nanotechnologies (CENN), which he founded in 2004. In the years 2010–2020, he was the president of the scientific council of the "Jožef Stefan" Institute, and in 2016–2020, the president of the Society of Mathematicians, Physicists and Astronomers of Slovenia (DMFA). He has been a member of the Slovenian academy of engineers since 1995 and In 2021, he was elected as an extraordinary member of Slovenian Academy of Sciences and Arts.
His current interest is the study of mesoscopic metastable quantum states created through non-equilibrium processes using time-resolved methods in combination with scanning tunnelling microscopy and charge configuration topological memory devices.

## Awards and honors

In 2002, he won the Zois Prize for outstanding scientific achievements, in 1989 he won the Fulbright scholarship, in 1988 he was elected as a "Honorary members of the High Table", Christ Church, University of Oxford, England. In 1986, he won the award of the Boris Kidrič Foundation. In 2012, he was the first in Slovenia to receive a subsidy from the European Research Council (ERC Advanced grant) in the field of phase transitions in time using femtosecond spectroscopy.
# Dervishiya

Dervishiya is a genus of moths in the family Cossidae.

## Species

* Dervishiya cadambae (Moore, 1865)
* Dervishiya vartianae Yakovlev, 2011
# HMS Gipsy (1804)

HMS Gipsy was purchased at Jamaica in December 1804. She was probably the Dutch schooner Antilope, and the government of Barbados had previously hired her. She was sold in 1808.
In December 1807 Admiral Dacres, commanding the Jamaica Station ordered the schooners HMS Gracieuse and Gipsy to escort to Cape Antonio (the extreme south-west of Cuba), a merchant vessel sailing from Port Royal to Vera Cruz. On their way back, on 27 December, the two schooners fell in with a Spanish privateer schooner that they captured after a running fight. The privateer Juliana was armed with one long brass 18-pounder amid-ships, and four 12-pounder carronades; she carried 83 men, and had been out from Trinidad in Cuba for three months but had made no captures. In the action the Spaniards had eight men killed and six wounded; the British had only one man wounded. Boyd sent Juliana into port under escort by Gypsy, whose rigging had suffered the most during the chase.
# Oštrobradić

Oštrobradić is a village located on the Croatian island of Krk. Located to the south of Malinska, it is part of the municipality of Malinska-Dubašnica. As of 2021, it had 96 inhabitants.
# The Case of Colonel Marchand

The Case of Colonel Marchand is a 1933 detective novel by E.C.R. Lorac, the pen name of the British writer Edith Caroline Rivett. It is the fourth book featuring Chief Inspector MacDonald of Scotland Yard who appeared in a lengthy series of novels during the Golden Age of Detective Fiction.

## Synopsis

Colonel Marchand is found dead, apparently from cyanide poisoning, after hosting an attractive young woman for tea. There are numerous potential suspects including his various servants, secretary and his spendthrift heir.
# Naklo, Črnomelj

Naklo (pronounced) is a settlement northwest of the town of Črnomelj in the White Carniola area of southeastern Slovenia. The area is part of the traditional region of Lower Carniola and is now included in the Southeast Slovenia Statistical Region.

## Name

The name Naklo appears elsewhere in Slovenia and in other Slavic countries—for example, Nakło (Poland) and Náklo (Czech Republic). The name is derived from *nakъlo, a fused form that has lost inflection from the prepositional phrase *na kъlě 'on a (sandy) spit in a river', also commonly referring to a swampy or damp area, thus referring to the location of the settlement.

## Church

The local church is dedicated to Saint James and belongs to the Parish of Črnomelj. It is a single-naved medieval building with a Gothic sanctuary covered in wall paintings dating to 1470 depicting scenes from the Passion of Christ.
# SWCC

SWCC may refer to:
* Special warfare combatant-craft crewmen
* Second World Climate Conference
* Southwestern Christian College
* Saline Water Conversion Corporation
* Socialism with Chinese characteristics
* Star Wars Celebration Chicago
# Sido, Chad

Sido is a sub-prefecture of Moyen-Chari Region in Chad.
# Lunga, Treshnish Isles

The island of Lunga is the largest of the Treshnish Isles in Argyll and Bute, Scotland. The Isles are part of the Loch Na Keal National Scenic Area.

## History

Lunga, which is of volcanic origin, has been described as 'a green jewel in a peacock sea'. It was inhabited until the 19th century, and still bears the remains of blackhouses. The remains of the ruined village, abandoned in 1857, lie in the northeastern part of the island.

## Wildlife

As one of the Treshnish Isles, Lunga is a designated Site of Special Scientific Interest, Special Protection Area and Special Area of Conservation. These designations reflect the importance of the island for its marine life, including the grey seals that inhabit the waters around it, and for its breeding colonies of seabirds, including storm-petrels, kittiwakes, Manx shearwaters, guillemot, puffin, European shag and razorbills. (The birds also breed on the Harp Rock, a sea stack separated from Lunga by a narrow gut.) In addition, barnacle geese winter on the island.
Many rare and endangered plants are also native to Lunga, including primrose, birdsfoot trefoil, orchids, sea campion, sea thrift, sea pinks, yellow flags, tormentil and oyster plant.
In summer, tourist boats visit Lunga from Ulva Ferry, Tiree, Tobermory, Iona and Ardnamurchan. The island's thousands of breeding puffins, who allow visitors to approach to within a few feet of them, are the island's main attraction.

## Footnotes

* ↑ Area and population ranks: there are c. 300 islands over 20 ha in extent and 93 permanently inhabited islands were listed in the 2011 census.
* ↑ 2001 UK Census per List of islands of Scotland
* 1 2 3 4 Haswell-Smith, Hamish (2004). The Scottish Islands. Edinburgh: Canongate. ISBN 978-1-84195-454-7.
* ↑ Ordnance Survey
* ↑ Iain Mac an Tàilleir. "Placenames" (PDF). Pàrlamaid na h-Alba. Archived from the original (PDF) on 26 September 2011. Retrieved 28 July 2007.
* ↑ "Regions of Scotland and Gaelic Names" (PDF). Archived from the original on 14 June 2006. Retrieved 1 August 2007.{{cite web}}: CS1 maint: unfit URL (link)
* ↑ "Overview of Lunga". Gazetteer for Scotland. Retrieved 28 July 2007.
* ↑ "Treshnish Isles". Wild About Lochaber. Retrieved 22 May 2020.
# Parroquia de San Nicolás de Bari (Buenos Aires)

Parroquia de San Nicolás de Bari is a Catholic church located on Santa Fe Avenue, Retiro neighborhood, Buenos Aires, Argentina.

## History

The Parish of San Nicolás de Bari was established in 1733 by Domingo de Acassuso, founder of San Isidro. It was rebuilt in 1767. Its first priest was Joaquín Sotelo, who was the head of the parish for several years. Some of the priests came from ancient patrician families of Buenos Aires such as Manuel Alberti, member of the Primera Junta, and Eduardo O'Gorman, belonging to the families O'Gorman and Périchon de Vandeuil.
The parish has undergone reconstruction several times, among them the reconstruction by architect Arturo Prins in 1901, work that was demolished in 1931 due to the construction of the 9 de Julio Avenue. The current façade was completed in 1935 by the architect Carlos Messa. It was consecrated in 1935 and named a minor Basilica in 1937.
# Hader Clinic

Hader Clinic is a private residential addiction and mental health treatment center based in Melbourne, Australia. Its primary residential programs are located in Geelong, Victoria, Bacchus Marsh, Victoria and Araluen, Queensland. The Hader Clinic treatment model is a modified therapeutic community with additional therapeutic features intended to treat all aspects of addiction and the individual, including their physical, psychological, emotional, social and spiritual well-being. The clinic also seeks to address the issues underlying the addiction.
In 2016, Hader Clinic was the subject of the ABC TV Four Corners episode Rehab Inc. - The high price parents pay to get their kids off ice.
# PASS Sample Size Software

PASS is a computer program for estimating sample size or determining the power of a statistical test or confidence interval. NCSS LLC is the company that produces PASS. NCSS LLC also produces NCSS (for statistical analysis).
PASS includes over 920 documented sample size and power procedures.

## Major statistical topics in PASS

* Means - 1 or 2 Groups
* Means - Correlated or Paired
* Means - Cross-Over Designs
* Means - Many (ANOVA)
* Survival Analysis
* Variances
* ROC Curves
* Equivalence
* Normality Tests
* Confidence Intervals
* Conditional Power
* Proportions - 1 or 2 Groups
* Proportions - Correlated or Paired
* Proportion - Many Groups
* Mixed Models
* Regression/Correlation
* Non-Inferiority
* Group Sequential Tests
* Design of Experiments
# The Black Death (video game)

The Black Death is a video game published by Krell Software.

## Gameplay

The Black Death is a game in which a deadly epidemic is simulated.

## Reception

J. Robert Beck reviewed the game for Computer Gaming World, and stated that "The Black Death would be of interest to high school and college students studying epidemiology, as part of a general or population biology course. As a game it's a good example of a cooperative strategy problem.."