OpenLLM-France/wikimedia huggingface dataset:
# Nainwa

Nainwan is a tehsil of Bundi district and a municipality in the Hadoti region of the state of Rajasthan in India.

## Tourism

Tourism attraction in the area include the Talwas Lake.The main source of water in Nainwa is the Paibalapura dam. There is a stadium for various sport opened in 2023 with the request from the MLA and khel mantri of Hindoli constituency Area , Ashok chandna. It is situated in the back of senior high secondary school of nainwan.

## Geography

Nainwan is located at 25°46′N 75°51′E﻿ / ﻿25.77°N 75.85°E﻿ / 25.77; 75.85. It has an average elevation of 291 metres (954 feet).The town is situated at a distance of 95 km from Kota, 165 km from Jaipur, and 65 km from Bundi. There is no rail network in the town. The nearest railway station is in Indergarh, at a distance of 25 km from Nainwa.

## Demographics

As of 2001 census, Nainwa had a population of around 35,172. Males constitute 52% of the population and females 48%. Nainwan has an average literacy rate of 61%, higher than the national average of 59.5%: male literacy is 72%, and female literacy is 48%. In Nainwan, 16% of the population is under 6 years of age.

## History

The town was named by prince Kunwar Nain Singh.
The town contains many stepwell reservoirs known as baoris. Gadpol, Todapol, Deipol and Khanpol are the four large entrance gates. The town also houses numerous temples, including 10 Jain temples .A large temple in the town is Mansha Puran Ganesh Ji.
The town is the resting place of the king of Bundi.

## Education

Bhagvan Adinath Jairaj Marwara College, situated on Nainwan-Kota road, 2 km from main city and affiliated with Kota University. There is a senior secondary school and a secondary school for girls. There are around 50 private schools, out of which more than 5 are of 10+2 level. There is an educational institute EduPoint Classes Nainwa Which provides education for RBSE, CBSE (PCM, PCB, Agriculture, English Compulsory & Literature) and competitive exams. EduPoint Nainwa also provides free education on YouTube channel "EduPoint Nainwa". EduPoint has batches from class 5 to 12.

## Festivals and fair

People of Nainwa celebrate many Indian festivals including Bundi Utsav, Teej and Muharram. A fair named Dahelwal Ji takes place in the town. Jajawar jhetal mata mandir is famous for its fair (7 days ). People of Saini caste worship Mataji & mansha purna ganesh ji temple is situated on the bank of the pond. There is a unique festival that only happens in nainwa called haduda that happens on the evening of dhulandi. It includes sexual activities from male youngsters.

## Transportation

There is a bus stop in the town, through which many private and more than 50 government buses go. A state highway and a national highway connect the town to the cities of Rajasthan. Nearest large railway stations are in Kota and Sawai Madahopur. Nearest Airport is Sanganer Airport in Jaipur.

## Food

Nainva is known for its unique sweet named "Nainwa ka Petha", made with pure ghee. It resembles the Indian sweet Gulab jamun.
# No. 10 Local Air Supply Unit RAAF

No. 10 Local Air Supply Unit was a Royal Australian Air Force air transport unit of World War II. No. 84 (Army Cooperation) Wing was formed on 11 September 1944 in Cairns, Queensland. Commanded by Group Captain Bill Hely, it comprised No. 5 (Tactical Reconnaissance) Squadron, No. 17 Air Observation Post (AOP) Flight, No. 10 Communication Unit, and No. 39 Operational Base Unit. The wing arrived at Torokina in October to begin supporting Australian troops during the Bougainville Campaign. 10 Communications Unit flew Avro Ansons and Bristol Beauforts on courier, reconnaissance, supply, and anti-malarial spraying missions; it was renamed No. 10 Local Air Supply Unit RAAF in March 1945. The Unit was also formed at Aitape, New Guinea on 18 April 1945 to undertake the local air supply of Australian Army units in New Guinea. The Unit here was equipped with a mix of Avro Anson, Bristol Beaufort and Tiger Moth aircraft and conducted supply and casualty evacuation flights until the end of the war. When the Pacific War ended in August 1945, No. 10 Local Air Supply Unit was tasked with dropping leaflets announcing the news over Japanese positions. Following the war No. 10 Local Air Supply Unit conducted courier flights to various locations in New Guinea until it was disbanded on 6 March 1946. 17 AOP Flight was disbanded on Bougainville in December, followed a month later by the Bougainville flight of No. 10 Local Air Supply Unit.
# On the Town

On the Town may refer to:
* On the Town (musical), a 1944 musical with lyrics and book by Betty Comden and Adolph Green and music by Leonard Bernstein
* On the Town (film), a 1949 film based on the musical and starring Gene Kelly and Frank Sinatra
* On the Town with the Oscar Peterson Trio, a 1958 live album by Oscar Peterson
* On the Town (cast album), a 1993 live album
# Analamazaotra National Park

Analamazaotra National Park is a national park of Madagascar. The park is in the eastern portion of Madagascar's Central Highlands. The neighbouring Analamazaotra Forest Station is a local reforestation effort. It adjoins Andasibe-Mantadia National Park to the north.
The reserve is situated in the region Alaotra-Mangoro, close to Moramanga and Andasibe.
Analamazaotra National Park is located 27 kilometres (17 mi) from Moramanga and is bordered on the south by National road 2, a secondary road to Andasibe and a railway line between Antananarivo and Toamasina.

## Conservation

Analamazaotra Special Reserve, also known as Périnet-Analamazaotra, was established in 1970. On 21 April 2015, the special reserve was combined with the adjacent Analamazaotra Forest Station to create Analamazaotra National Park via Decree No. 2015-732.
# 2019 UNAF U-21 Women's Tournament

The 2019 UNAF U-21 Women's Tournament is the 1st edition of the UNAF U-21 Women's Tournament. The tournament was held in Algeria, from 20 to 27 December 2019. Algeria won the tournament, Morocco finished second and Tanzania third.

## Participants

* Algeria (hosts)
* Egypt
* Morocco
* Burkina Faso (invited)
* Tanzania (invited)
* Libya (withdrew)
* Tunisia (withdrew)

## Venues

| Cities | Venues | Capacity |
| Dar El Beïda, Algiers | Dar El Beïda Stadium | 11,000 |

## Tournament
### Standings

| Team | Pld | W | D | L | GF | GA | GD | Pts |
| Algeria | 3 | 2 | 1 | 0 | 6 | 0 | +6 | 7 |
| Morocco | 2 | 1 | 1 | 0 | 1 | 0 | +1 | 4 |
| Tanzania | 2 | 0 | 1 | 1 | 1 | 4 | −3 | 1 |
| Egypt | 2 | 0 | 1 | 1 | 1 | 4 | −3 | 1 |
| Burkina Faso | 1 | 0 | 0 | 1 | 0 | 1 | −1 | 0 |
# Amy Buller

Amy Buller (born 9 November 1891, London; died 1974, London) was a British educator and author, known for her book, Darkness over Germany (1943). She wrote about how Nazi policies ideologically manipulated young Germans.

## Early life

Amy Buller grew up in a Baptist family in South Africa. In 1911, she returned to England but visited Germany several times before the outbreak of the First World War. She studied German at Birkbeck College, receiving her degree in 1917.
She converted to Anglo-Catholicism and, after graduating, from 1921 worked as an employee for the Student Christian Movement of Great Britain (SCM), first in Manchester and from 1922 in London. Between 1929 and 1931 she was a member of the SCM executive committee.

## Darkness over Germany (1943)

She visited Germany regularly and organised visits by English clergy and teachers even after the rise of the National Socialist party. She saw the enthusiasm for National Socialism as being a sort of replacement religion. Her groups travelled widely around Germany in the pre-war years, visiting, for example, a labour camp. The London Ambassador Joachim von Ribbentrop had hoped to harness the British groups of visitors for propaganda purposes but in 1937 found this was not possible and obstructed further visits.
In the introduction to her book Darkness over Germany, Buller wrote: "I record these stories to emphasize the need for youth and those who plan the training of youth to consider carefully the full significance of the tragedy of a whole generation of German youth who, having no faith, made Nazism their religion."
A new edition of the book, featuring a foreword by Kurt Barling was published in 2017.

## After the war

Buller planned to found a college that taught from a Christian perspective. She planned to set this up in the Catherine Foundation buildings in Regent's Park but this fell through. Eventually she was given the use of Cumberland Lodge in Windsor Park. In 1947, the foundation called "The Foundation of St. Catherine" was created. She held the office of Warden until 1966.
# Ancient Future

Ancient Future may refer to:
* Ancient Future (group), a musical ensemble popular in the world music genre
* Ancient Future (album), an album by American band Warrior
* A series of books by Robert E. Webber
* Ancient Future Churches, otherwise known as the Paleo-orthodoxy of Protestant Christianity
# Marion Boyars

Marion Ursula Boyars, née Asmus (26 October 1927 – 1 February 1999), was a British book publisher who in 1975 founded her own imprint, Marion Boyars Publishers.

## Biography

She was born Marion Asmus in New York, daughter of German publisher Johannes Asmus. She attended school in New York and Switzerland, living with her mother and sister, before going on to Keele University to read for a degree in politics, philosophy and economics. After graduating, she married George Lobbenberg and had two daughters. The marriage ended in divorce, and in the 1960s she married poet and translator Arthur Boyars.
In 1960, she answered an advertisement in The Bookseller that led her to buy a 50 per cent stake in the small independent publishing company run by John Calder in London. The resultant publishing house, Calder and Boyars, published books by authors including Samuel Beckett, Marguerite Duras, Henry Miller, Eugene Ionesco, Peter Weiss and William S. Burroughs, until the firm split in 1975.
She then formed Marion Boyars Publishers, and working with her husband Arthur (described as her "literary guide and cheerleader") built up an eclectic list of translated fiction (including by such authors as Julio Cortázar, Latife Tekin, Vasily Shukshin and Witold Gombrowicz), as well as books on music and cinema.
She died of pancreatic cancer at her home in London in 1999, aged 71. On her death, her younger daughter Catheryn Kilgarriff took over the running of Marion Boyars Publishers.
# Amphimallon sainzi

Amphimallon sainzi is a species of beetle in the Melolonthinae subfamily that is endemic to Spain.
# Alfred Ernest Ice Shelf

The Alfred Ernest Ice Shelf is an ice shelf on the north-west part of Ellesmere Island, Canada. This ice mass is one of four remaining ice shelves on the island.
This ice shelf lies between Alert Point and Cape Woods on the Wootton Peninsula. The Alfred Ernest Ice Shelf is regarded as a composite ice shelf that is composed of an inner unit of glacial origin and a trunk glacier originating from sea ice.
Some time around 1955, a section of the ice shelf broke off. It is now called the ARLIS-II ice island.
# Anita Cantaline

Anita Cantaline (born c. 1927) is a former American professional bowler from Detroit and later Warren, Michigan. A graduate of Cass Tech High School, she won her first women's championship in 1948. In December 1955, she won the U.S. Women's Open. She was inducted into the Women's International Bowling Congress (WIBC) Hall of Fame in 1979. She also won the Bowling Proprietors Association of America (BPAA) All-Star tournament in 1956, the WIBC all-events title in 1957, and WIBC team championships in 1957 and 1959. She was also named the BPAA National Individual Match Game champion in 1956. She was the first woman to win both the singles and doubles championships in the same year and was named 1956 Bowling Writers Association of America Bowler of the Year. As of 2008, she had made 62 tournament appearances.
# Jumbo (magazine)

Jumbo was a weekly comic magazine published in Milan, Italy, from 1932 to 1938. The subtitle of the magazine which was an eight-page publication was settimanale illustrato per ragazzi (illustrated weekly for boys in English).

## History and profile

Jumbo was founded by Lotario Vecchi in 1932. The first issue appeared on 17 December that year. The magazine was based in Milan, and its publisher was Società Anonima Editrice Vecchi. The magazine had a large commercial success, with an average circulation of about 300,000 copies per week.
It mainly consisted of American and British comics, starting from the title character Tiger Tim (renamed as Jumbo), a comic strip series created by Julius Stafford Baker and taken over by Herbert Sydney Foxwell. A key role in the success of the magazine was also played by Rob the Rover, an adventure comic series by Walter Henry Booth which was translated as Lucio L'avanguardista (i.e. "The young avantgarde Lucio") and whose main character was adapted as a fascist airman. It also introduced to the Italian audience several notable American comics including Rex Maxon's Tarzan and Ace Drummond. It closed after the banning of the foreign comics ordered by Fascist MinCulPop in 1938.
# 2008 China League One

The 2008 China League One title was won by Jiangsu Sainty.

## Promotion and Relegation

Teams promoted from Yi League 2007
* Shanghai East Asia
* Sichuan F.C.
* Anhui Jiufang
Teams promoted to Super League 2009
* Jiangsu Sainty
* Chongqing Lifan
Team relegated to Yi League 2009
* Yantai Yiteng

## Final league table

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts | Promotion or relegation |
| 1 | Jiangsu Sainty (C, P) | 24 | 19 | 2 | 3 | 56 | 24 | +32 | 59 | Promotion to Chinese Super League |
| 2 | Chongqing Lifan (P) | 24 | 12 | 7 | 5 | 34 | 19 | +15 | 43 | Promotion to Chinese Super League |
| 3 | Nanchang Bayi Hengyuan | 24 | 11 | 9 | 4 | 37 | 24 | +13 | 42 | |
| 4 | Anhui Jiufang | 24 | 7 | 9 | 8 | 33 | 37 | −4 | 30 | |
| 5 | Sichuan F.C. | 24 | 7 | 8 | 9 | 27 | 36 | −9 | 29 | |
| 6 | Shanghai East Asia | 24 | 7 | 7 | 10 | 26 | 30 | −4 | 28 | |
| 7 | Beijing BIT | 24 | 7 | 7 | 10 | 27 | 39 | −12 | 28 | |
| 8 | Qingdao Hailifeng | 24 | 7 | 7 | 10 | 33 | 38 | −5 | 28 | |
| 9 | Yanbian F.C. | 24 | 8 | 4 | 12 | 32 | 39 | −7 | 28 | |
| 10 | Nanjing Yoyo | 24 | 6 | 9 | 9 | 35 | 38 | −3 | 27 | |
| 11 | Wuxi Zobon | 24 | 7 | 6 | 11 | 24 | 33 | −9 | 27 | |
| 12 | Beijing Hongdeng | 24 | 5 | 11 | 8 | 24 | 24 | 0 | 26 | |
| 13 | Yantai Yiteng (R) | 24 | 5 | 10 | 9 | 28 | 35 | −7 | 25 | Relegation to China League Two |
* 1 2 3 4 Shanghai 10 pts; Beijing A. 9 pts; Qingdao 8 pts; Yanbian 6 pts
* 1 2 Wuxi 1−0 Nanjing; Nanjing 1−0 Wuxi

## Top scorers

| Rank | Player | Club | Goals |
| 1 | Sabin Ilie | Qingdao Hailifeng | 18 |
| 2 | Magno Ferreira | Jiangsu Sainty | 15 |
| 3 | Márcio Barros | Jiangsu Sainty | 13 |
| 4 | Cílio Souza | Nanjing Yoyo | 12 |
| 5 | Renan Augustinho | Sichuan F.C. | 11 |
| 6 | Tan Si | Jiangsu Sainty | 10 |
| 6 | Wang Kai | Chongqing Lifan | 10 |
| 6 | Li Weiliang | Nanjing Yoyo | 10 |
| 6 | Alex Maranhão | Nanchang Bayi Hengyuan | 10 |
| 10 | Lu Bin | Beijing BIT | 9 |
# Meneptila

Meneptila is a genus of moth in the family Cosmopterigidae. It contains only one species, Meneptila praedonia, which is found in India.
# Valeriev

Valeriev is a Bulgarian surname. Notable people with the surname include:
* Svetoslav Valeriev (born 1988), Bulgarian footballer
* Tsvetomir Valeriev (born 1983), Bulgarian footballer
# Valerii (name)

Valerii redirects to Valeria (gens), a patrician family at Rome, prominent from the very beginning of the Republic to the latest period of the Empire.
It may refer to:

## Given name

* Valerii Kichin (born 1992), Kyrgyzstani footballer
* Valerii Zaluzhnyi, chief of Ukraine's armed forces
# Colored matroid

In mathematics, a colored matroid is a matroid whose elements are labeled from a set of colors, which can be any set that suits the purpose, for instance the set of the first n positive integers, or the sign set {+, −}.
The interest in colored matroids is through their invariants, especially the colored Tutte polynomial, which generalizes the Tutte polynomial of a signed graph of Kauffman (1989).
There has also been study of optimization problems on matroids where the objective function of the optimization depends on the set of colors chosen as part of a matroid basis.
# Marijke Wuthrich-van der Vlist

Marijke Wuthrich-van der Vlist (24 May 1929 – 4 February 2007) was a Dutch politician. From 1978 to 1981, she served as a member of the House of Representatives for the Labour Party.
# Tomomi Komori

Tomomi Komori (小森 皆実, born February 18, 1983 in Nikkō, Tochigi) is a female field hockey player from Japan. She twice represented her native country at the Summer Olympics (2004 and 2008). During the 2004 summer Olympics, the Japan women's field hockey team finished in 8th place, and in the 2008 Summer Olympics in 10th place.
Komori became top scorer at the 2006 Women's Hockey World Cup Qualifier in Rome, Italy, alongside Kaori Chiba (Japan), Rhona Simpson (Scotland) and Maryna Vynohradova (Ukraine), scoring six goals.
# Anita Carleton

Anita D. Carleton is an American computer scientist and software engineer whose research concerns software measurement, the Capability Maturity Model, statistical process control, and their applications in managing and improving the software development process. She works in the Software Engineering Institute, associated with Carnegie Mellon University, as director of the Software Solutions Division.

## Education and career

Carleton majored in applied mathematics at Carnegie Mellon University; she has an MBA from the MIT Sloan School of Management. She worked on missile weapon systems software at GTE and on tire modeling and simulation at the Goodyear Tire and Rubber Company, before her move to the Software Engineering Institute in the late 1980s.

## Book

Carleton is the coauthor, with William A. Floranc, of the book Measuring the Software Process: Statistical Process Control for Software Process Improvement (Addison-Wesley, 1999).

## Recognition

Carleton was elected as an IEEE Fellow in 2022, "for leadership in the advancement of software measurement and practices".
# Unilever Australasia

Unilever Australasia is the Australian and New Zealand subsidiary company of British FMCG company Unilever. The 3 divisions of the company are Home & Personal Care, Foods (excluding Ice Cream) and Ice Cream. The company is headquartered in Epping, Sydney, Australia, and has factories located in North Rocks (Sydney, NSW, Australia), Minto (Sydney, NSW, Australia), Tatura (Melbourne, VIC, Australia) and Petone (Wellington, WGN, New Zealand). Most of the HPC and foods products sold are similar to those sold by Unilever in other Western countries, whilst the ice cream subsidiary company is Streets, which is the largest ice cream company in Australia.
# Margan Top

Margan Top or Margan Pass is a mountain pass, connecting Warwan Valley in Kishtwar District with the main Kashmir Valley. It is located south of Anantnag district in the Indian state of Jammu and Kashmir.
# Luang Prabang Stadium

The Luang Prabang Stadium or Luang Prabang regional stadium is a multi-purpose stadium in Luang Prabang, Laos. It is used mostly for football matches, Lao League 1 but also for athletics, ceremonies and concerts. It is also the stadium that is used for the Luang Prabang Games. The Luang Prabang stadium holds 20,000 people. It has pink, yellow and blue tribunes, a small roof above the main tribune and a running track around the field.
* This article about a Laotian sports venue is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Accessibility relation

An accessibility relation is a relation which plays a key role in assigning truth values to sentences in the relational semantics for modal logic. In relational semantics, a modal formula's truth value at a possible world $w$ can depend on what's true at another possible world $v$, but only if the accessibility relation $R$ relates $w$ to $v$. For instance, if $P$ holds at some world $v$ such that $wRv$, the formula $\Diamond P$ will be true at $w$. The fact $wRv$ is crucial. If $R$ did not relate $w$ to $v$, then $\Diamond P$ would be false at $w$ unless $P$ also held at some other world $u$ such that $wRu$.
Accessibility relations are motivated conceptually by the fact that natural language modal statements depend on some, but not all alternative scenarios. For instance, the sentence "It might be raining" is not generally judged true simply because one can imagine a scenario where it was raining. Rather, its truth depends on whether such a scenario is ruled out by available information. This fact can be formalized in modal logic by choosing an accessibility relation such that $wRv$ iff $v$ is compatible with the information that's available to the speaker in $w$.
This idea can be extended to different applications of modal logic. In epistemology, one can use an epistemic notion of accessibility where $wRv$ for an individual $I$ iff $I$ does not know something which would rule out the hypothesis that $w'=v$. In deontic modal logic, one can say that $wRv$ iff $v$ is a morally ideal world given the moral standards of $w$. In application of modal logic to computer science, the so-called possible worlds can be understood as representing possible states and the accessibility relation can be understood as a program. Then $wRv$ iff running the program can transition the computer from state $w$ to state $v$.
Different applications of modal logic can suggest different restrictions on admissible accessibility relations, which can in turn lead to different validities. The mathematical study of how validities are tied to conditions on accessibility relations is known as modal correspondence theory.
# 2016 Santiago Challenger – Doubles

Guillermo Durán and Máximo González were the defending champions but only González chose to defend his title, partnering Sergio Galdós. González lost in the final to Julio Peralta and Horacio Zeballos.
Peralta and Zeballos won the title after defeating Galdós and González 6–3, 6–4 in the final.

## Seeds

* Julio Peralta / Horacio Zeballos (champions)
* Sergio Galdós / Máximo González (final)
* Nicolás Jarry / Fabrício Neis (semifinals)
* Ariel Behar / Fabiano de Paula (first round)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking
| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| 1 | J Peralta H Zeballos | w/o | | | | | | | | | | | | | | | | |
| | D Dutra da Silva R Dutra Silva | | | | 1 | J Peralta H Zeballos | 6 | 6 | | | | | | | | | | |
| | M Linzer T Lipovšek Puches | 6 | 6$^6$ | [10] | | M Linzer T Lipovšek Puches | 3 | 3 | | | | | | | | | | |
| WC | Carlos Cuevas JP Paz | 3 | 7$^8$ | [4] | | | | | | 1 | J Peralta H Zeballos | 4 | 7 | [10] | | | | |
| 3 | N Jarry F Neis | w/o | | | | | | | | 3 | N Jarry F Neis | 6 | 5 | [7] | | | | |
| | T Monteiro P Sakamoto | | | | 3 | N Jarry F Neis | 6 | 6 | | | | | | | | | | |
| WC | C Saavedra R Urzúa Rivera | 4 | 4 | | | J Hernández P Sousa | 0 | 2 | | | | | | | | | | |
| | J Hernández P Sousa | 6 | 6 | | | | | | | | | | | | 1 | J Peralta H Zeballos | 6 | 6 |
| | Bastián Malla C Ruud | 6$^5$ | 5 | | | | | | | | | | | | 2 | S Galdós M González | 3 | 4 |
| WC | MT Barrios Vera Jorge Montero | 7$^7$ | 7 | | WC | MT Barrios Vera J Montero | 6$^5$ | 7 | [7] | | | | | | | | | |
| | C Garín J Munar | 6 | 1 | [10] | | C Garín J Munar | 7$^7$ | 5 | [10] | | | | | | | | | |
| 4 | A Behar F de Paula | 3 | 6 | [6] | | | | | | | C Garín J Munar | 6$^5$ | 4 | | | | | |
| | A Ghem E Russi Assumpção | 6 | 6 | | | | | | | 2 | S Galdós M González | 7$^7$ | 6 | | | | | |
| | Maximiliano Estévez JI Londero | 2 | 4 | | | A Ghem E Russi Assumpção | 4 | 3 | | | | | | | | | | |
| | P Bernardi A Velotti | 3 | 1 | | 2 | S Galdós M González | 6 | 6 | | | | | | | | | | |
| 2 | S Galdós M González | 6 | 6 | | | | | | | | | | | | | | | |