OpenLLM-France/wikimedia huggingface dataset:
# Mount Nebo Cemetery

Mount Nebo Cemetery, also known as Mount Nebo Baptist Church Cemetery, is a historic cemetery located near Carlton, in rural Clarke County, Alabama, United States. The cemetery contains the Isaac Nettles Gravestones, a series of unusually designed gravestones with "death masks" on them, which are listed on the National Register of Historic Places since 2000. It is considered a haunted site by some people.

## History

The Mount Nebo Cemetery east of the white church building for Mount Nebo Baptist Church, and are located at the fork where the Alabama and Tombigbee Rivers merge. It is located down a dirt road in the woods. Many of the burials throughout the cemetery are marked by concrete markers and slabs. There are a variety of styles of grave markers, although most are simple and date from the 1950s and forward. There are two gravestones in the cemetery that feature a clock face.
It is unknown if Isaac "Ike" Nettles (1885–1957), the maker of the notable Isaac Nettles Gravestones, is buried in Mount Nebo Cemetery in an unmarked grave or if he was buried in Detroit. In 2006, a person living in the town of Rockford found a concrete bust of a Black man buried on his land, which he donated it to the Clarke County Museum; it is thought to be another work by Nettles.
# Mount Tell, West Virginia

Mount Tell is an unincorporated community in Jackson County, West Virginia, United States.
# Jouko Innanen

Jouko Innanen (29 October 1952 – 1 October 2019) was a Finnish cartoonist, caricaturist and comics artist. Innanen's cartoons were published in the magazines Iltalehti, Turun Sanomat, Länsi-Savo, Itä-Savo and Länsiväylä. He died in Savonlinna.
# James Barkley

James Barkley is an artist, illustrator, and professor from Pleasantville, New York. He has received a wide range of commissions across many areas; including children's books, book covers, classic books, advertising, television, newspapers, and magazines, and he has created portraits of many famous personalities and political figures.

## Career

Barkley is a professor at the Parsons School of Design and the University of Bridgeport. He has lectured at the Pratt Institute, Marymount College, the School of Visual Arts, and the Society of Illustrators, where he has also served as a trustee.

## Works

Barkley has created work for the novels of Pearl S. Buck, Stephen King, James Baldwin, and Alex Haley. Among other commissions, he has created artwork for productions of operas The Merry Widow, Madame Butterfly, and La bohème. He has also painted for National Geographic, the United Nations, the U.S. Department of the Interior, the National Park Service, the U.S. Postal Service, NBC, IBM, General Foods, PepsiCo, Sony, Columbia Pictures, Esquire, and McCall's.
His exhibition credits include the Norman Rockwell Museum and the Smithsonian Institution.
He is credited with illustrating the book covers for A Torrent of Faces, The CTZ Paradigm, Ladis and the Ant, and Sounder, by William H. Armstrong.
Barkley is the cover illustrator of The O'Jays Ship Ahoy album

## Interests

Outside of Barkley's work as an artist, he was also the co-founder of the Spartan Football Club, a non-profit organization, in New York.
# Mohawk Valley Astronomical Society

On May 31, 1989, seven amateur astronomers held an organizational meeting in the Solar Classroom at Hamilton College in Clinton, New York, to plan the formation of an astronomy club. By-laws were prepared by Richard Somer, approved by the group, and the Mohawk Valley Astronomical Society was born. The founders were Richard Somer, Arlene Somer, Joe Perry, Sam Falvo, Dan Pavese, John Ossowski, and Phil Marasco.
Over the next several weeks, Dick Somer designed and printed brochures for prospective new members. The group discussed ideas for publicity campaigns to promote the Club, and considered schedules for Club and public observing sessions. Dan Pavese suggested "Telescopic Topics" as the name of the newsletter, and it was adopted.
The first public meeting was held in Hamilton College's Solar Classroom on July 12, and the club was off to a good start. The previous day, an article appeared in the Utica "Observer-Dispatch" inviting the public to attend, and the local community responded heartily. Over 60 people came to the first meeting. The evening's speakers presented slides and photographs of the sky's most noted features, from the Moon to distant galaxies, the Milky Way, Comet Halley as seen from the Mohawk Valley, and a brilliant aurora. Once the meeting adjourned, members and visitors used the telescope in Hamilton College's Observatory to view the Moon and Saturn.
August 1989 marked the first publication of the MVAS newsletter, "Telescopic Topics." The newsletter is published monthly and provides a summary of the minutes of the previous month's meeting, reminders of upcoming observing sessions, and astronomy conferences as well as the latest news from the scientific community such as updates on NASA missions and the discovery of new celestial objects.

## Membership

Membership in MVAS is open to anyone with an interest in astronomy, from beginners to the more experienced.

## Meetings

Meetings are held the second Wednesday of each month (except March and July) at 7:30 PM at the Kirkland Senior Center, 2 Mill St., Clark Mills, NY (directions and map) unless otherwise noted. The April meeting is held on a Saturday evening in conjunction with a social event at a local restaurant. The July Star-B-Que is held on a weekend. All meetings are open to the public. Guests are encouraged to attend. Refreshments are provided by MVAS members.

## Public outreach

Stargazing events and talks are held throughout the area.

## Publications

The club publishes a monthly newsletter called "Telescopic Topics."
# March Route of Rochambeau's Army: Manship Road-Barstow Road

March Route of Rochambeau's Army: Manship Road-Barstow Road is a historic site in Canterbury, Connecticut that was listed on the National Register of Historic Places in 2003, for its evocation of the march route French commander Rochambeau's troops in 1781 and in 1782.
It is significant as a preserved section of the march route which, in this area, is followed by what is now Connecticut Route 14. This section, however, is a bypassed loop of road, cut off by a road realignment in the 1930s, and therefore without traffic and not modernized. The section is approximately 1,400 feet of bypassed loop of road, on the north side of the main road, along Manship Road and Barstow Road, starting from a junction of the loop with Manship Road and running to Westminster Road. It is paved road about 20 feet wide, plus a margin to stone walls lining the road. The designated area is about 50 to 55 feet wide, extending to the walls. The National Register nomination of 2001 includes six photos of narrow roadway, stone walls, and the one house along this section. The house is itself historical, dating from about the 1840s, and adds rather than detracts from the historical feel.
Rochambeau's troops marched through here in June, 1781, and found the road along this general area to be the most difficult along their whole journey. Although the road has been paved, the visual appearance is still evocative of passage of troops.
Other preserved sections of the route nearby include March Route of Rochambeau's Army: Old Canterbury Road (about 2 miles (3.2 km) to the east, along Route 14 through Canterbury then straight on 14A, Canterbury Road) and March Route of Rochambeau's Army: Palmer Road (an approximately 2,000-foot (610 m) stretch about 3 miles (4.8 km) to the west along Route 14).
Multiple other properties whose association with Rochambeau's route is known were also considered for listing on the National Register in a 2001 study.
# Brighton and Chichester Railway

The Brighton and Chichester Railway was an early railway in southern England running between the towns of Shoreham and Chichester in Sussex. It operated between 1845 and 1846.

## History

Following the completion of the London and Brighton Railway (LBR) in 1841, with its branch line running to Shoreham, a natural extension appeared to be westwards towards Chichester and ultimately Portsmouth. A new company was therefore created in 1844 to build the first stage of such a line, which would then be operated by the LBR. The new company achieved parliamentary approval in July of that year construction began.

## Construction

The new line involved constructing a viaduct at Shoreham and an opening bridge over the River Arun at Ford, West Sussex. The new line was opened in stages between November 1845 and June 1846.
* Shoreham – Worthing, November 1845
* Worthing – Littlehampton, March 1846
* Littlehampton – Chichester, June 1846

## Extensions

In August 1845 the company received parliamentary approval to continue their line to towards Havant and Fareham. Shortly afterwards the company was purchased by the LBR, but remained separate.

## Formation of LB&SCR

Construction of the extension to Havant was just commencing when the company ceased to exist when it was formally merged with others to form the London, Brighton and South Coast Railway (LB&SCR) by Act on 27 July 1846.
# Malta at the 2015 World Aquatics Championships

Malta competed at the 2015 World Aquatics Championships in Kazan, Russia from 24 July to 9 August 2015.

## Swimming

Maltese swimmers have achieved qualifying standards in the following events (up to a maximum of 2 swimmers in each event at the A-standard entry time, and 1 at the B-standard):

### Men

| Athlete | Event | Heat | Heat | Semifinal | Semifinal | Final | Final |
| Athlete | Event | Time | Rank | Time | Rank | Time | Rank |
| Andrew Chetcuti | 50 m freestyle | 23.43 | 46 | did not advance | did not advance | did not advance | did not advance |
| Andrew Chetcuti | 100 m freestyle | 51.35 | 63 | did not advance | did not advance | did not advance | did not advance |
| Julian Harding | 50 m breaststroke | 29.93 | 53 | did not advance | did not advance | did not advance | did not advance |
| Julian Harding | 100 m breaststroke | 1:07.28 | 64 | did not advance | did not advance | did not advance | did not advance |

### Women

| Athlete | Event | Heat | Heat | Semifinal | Semifinal | Final | Final |
| Athlete | Event | Time | Rank | Time | Rank | Time | Rank |
| Nicola Muscat | 50 m freestyle | 27.10 | 59 | did not advance | did not advance | did not advance | did not advance |
| Nicola Muscat | 100 m freestyle | 1:00.07 | 69 | did not advance | did not advance | did not advance | did not advance |
| Amy Micallef | 50 m breaststroke | 34.78 | 52 | did not advance | did not advance | did not advance | did not advance |
| Amy Micallef | 100 m breaststroke | 1:16.02 | 53 | did not advance | did not advance | did not advance | did not advance |
# Jouko Jokisalo

Jouko Jokisalo is a Finnish communist who worked for the Stasi between 1978 and 1987. The Federal Ministry of the Interior in Germany has studied papers which reveal Jokisalo's history. His reports were sometimes delivered to the KGB.
# Kaćevo

Kaćevo is a village in the municipality of Prijepolje, Serbia. According to the 2002 census, the village has a population of 55 people.
# Diocese of Taungngu

Diocese of Taungngu or of Toungoo may refer to:
* the Anglican Diocese of Toungoo (Church of the Province of Myanmar)
* the Roman Catholic Diocese of Taungngu
# Kaye A. de Ruiz

Kaye A. de Ruiz is a mathematician and educator who has spent the majority of her career teaching calculus and statistics at the United States Air Force Academy.

## Education

De Ruiz received her Bachelor of Science degree from Southern Oregon College and a Master of Science degree from Oregon State University. While working at the Air Force Academy faculty as an instructor, she completed a Ph.D. in applied statistics at the University of California, Riverside in 1990; her dissertation, A Mathematical Model for a Paired Comparison Experiment on a Continuum of Response, was jointly supervised by Robert J. Beaver and Barry Arnold.

## Teaching career

De Ruiz held her first teaching position at Roseburg High School in Roseburg, Oregon, where she focused on connecting mathematical concepts to their practical uses by inviting local professionals into her classroom. She also taught adult classes at the Misawa Air Force Base in Japan and, beginning in 1982, began teaching at the United States Air Force Academy, serving as the course director for the differential calculus course at the Academy. She also taught several courses in statistics while at the Academy, maintaining her emphasis on how students can apply the mathematics to solve problems encountered outside of the classroom. De Ruiz spent some time as the chief of the statistics division at the Academy as well.

## Louise Hay Award

De Ruiz was the 1994 recipient of the Louise Hay Award by the Association for Women in Mathematics for her contributions to mathematics education.
# Cununcus

Cununcus is a genus of moths belonging to the family Tortricidae.

## Species

* Cununcus phylarchus Razowski & Becker, 2000
# Cunucunuma River

Cunucunuma River is a river of Venezuela. It is part of the Orinoco River basin.
# Cunupia

Cunupia is a town in central Trinidad. It is part of the Borough of Chaguanas. Cunupia is just northeast of Chaguanas proper. Like Chaguanas itself, Cunupia has experienced rapid growth in recent years, especially in terms of residential developments.
# Nepal Basketball League

The Nepal Basketball League (नेपाल बास्केटबल लिग), also known as Kwiks Basketball League for sponsorship reasons, is a basketball league in Nepal, comprising 10 men's teams and 4 women's teams.
The league was founded in 2018 and held its first season in the same year. The league also introduced the Women's Nepal Basketball League from its second season in 2019.

## Teams
### Current Nepal Basketball League teams

| Team | Court | First season | City |
| Budhanilkantha Municipality Basketball Club | Golfutar Basketball Court | 2018 | Budanilkantha |
| Golden Gate International Club | Golden Gate International College | 2018 | Kathmandu |
| Kirtipur Basketball Club | Naya Bazaar Club | 2018 | Kirtipur |
| Nepal Police Club | National Police Academy | 2019 | Kathmandu |
| Royal Basketball Club | Royal Basketball Academy | 2019 | Lalitpur |
| South Siders Basketball Club | St Xavier's College | 2018 | Kathmandu |
| The Times International Club | The Times International College | 2019 | Kathmandu |
| Tribhuwan Army Club | Army Officer's Club | 2018 | Kathmandu |
| Hounds Academy | Surya Futsal | 2023 | Kathmandu |
| Rasagya Nets | Bhangal Basketball Court | 2023 | Budhanilkantha |

### Current Women's Nepal Basketball League teams

| Team | First season |
| Iso Kite | 2019 |
| Nepal Police Club | 2019 |
| Saipal Academy | 2019 |
| Samriddhi Gorillas | 2019 |

### Former teams

| Team | Court | Duration | City |
| Bishal Milan Kendra | Bishal Milan Kendra | 2018 | Kathmandu |
| Himalayan Hounds | Shankar Dev Campus | 2018 | Kathmandu |
| Xavier International College | Xavier International College | 2018 | Kathmandu |

## Summary

| Season | Nepal Basketball League | Nepal Basketball League | Nepal Basketball League | Women's Nepal Basketball League | Women's Nepal Basketball League | Women's Nepal Basketball League |
| Season | Champion | Score | Runner-up | Champion | Score | Runner-up |
| 2018 | Golden Gate International College | 97–96 | Nepal Army Club | — | — | — |
| 2019 | The Times International Club | 88–71 | Nepal Army Club | Nepal Police Club | 65–52 | Samriddhi Gorillas |

## Titles by club
### Nepal Basketball League

| Club | Champions | Runners-up | Third Place |
| Golden Gate International Club | 1 (2018) | — | — |
| The Times International Club | 1 (2019) | — | — |
| Nepal Army Club | — | 2 (2018, 2019) | — |
| Bishal Milan Kendra | — | — | 1 (2018) |
| Nepal Police Club | — | — | 1 (2019) |

### Women's Nepal Basketball League

| Club | Champions | Runners-up |
| Nepal Police Club | 1 (2019) | — |
| Samriddhi Gorillas | — | 1 (2019) |
# Nellie Lamport

Nellie Lamport (c. 1889/1890 – 22 June 1969) was a British-Australian actress and singer, known for the long-running ABC radio serial Blue Hills and its predecessor The Lawsons. as Hilda the Cook and Martin's Corner as Granny Martin

## Biography

She was born and grew up in Southampton, Hampshire, England and joined the chorus of a travelling company. She married mining engineer Godfrey Stevenson and in 1911 they emigrated to Queensland. They later moved to Northwood, New South Wales, where she became an avid gardener.
She was a leading member of the Studio Theatre Club.
Lamport played in the radio serial Martin's Corner as Granny for its 12 years to late 1952. In the ABC radio serials The Lawsons and Blue Hills she took the part of Hilda.
Her husband died on 20 November 1941 and Lamport sold up and moved into a house in Regent Street, Sydney.
She died on 2 June 1969, after four years' care in a private hospital in Sydney, aged. 79. Her funeral was held at the Wayside Chapel. Actor Gordon Chater described her as "a splendid actress".
# Crvena Jabuka (Ub)

Crvena Jabuka is a village in the municipality of Ub, Serbia. According to the 2011 census, the village has a population of 558 people.
# Nehalennia pallidula

Nehalennia pallidula, the Everglades sprite, is a species of damselfly in the family Coenagrionidae. It is endemic to the United States, where it has been found only in Florida and Texas. Its natural habitats are swamps and freshwater marshes. It is threatened by habitat loss from water diversion, peat fires, and invasive species. It has a low level of detection due to its preference for dense vegetation and its small size.
# Culture of Gilgit-Baltistan

Gilgit-Baltistan is inherited by people from different sects and they have a diversity of their culture, customs and traditions. The cultural heritage of Gilgit-Baltistan, Pakistan manifests itself in local traditions, music and local dress.
Polo is the most popular sport in Gilgit-Baltistan.

## Dress

The dress plays a central role in the identity of a person. Traditional clothing of the region is influenced by local culture, geography and weather.

### Men's dress

Male members of Gilgit Baltistan wear different stuff of woollen caps they consider it as an honour for them.
Men usually wear:
* Woollen hat
* Shalwar kameez
* Woollen robe with long or short sleeve

### Women's dress

The most elegant part of women's dress is the traditional cap. Various types of caps are used. The most popular cap is the beautiful embroidered Iraghi cap with the traditional piece of the jewel called silsila. Many other types of caps are used in various regions. The customs of wearing caps is also common in Gilgit Baltistan, especially during events like bridal makeup. Women usually wear:
* Iraghi cap
* Loose shalwar kameez
* Colorful frock

## Cap

The traditional cap of Gilgit Baltistan has played a major role in defining the identity of people of Gilgit Baltistan. The cap has different names in major local languages. In Shina and Khowar languages the cap is called Khoi; in Burushaski, Phartsun or Pharsen; and in Wakhi, Sekeed. The cap's design is slightly different in Baltistan and is called Nating in Balti. The traditional hat of Gilgit-Baltistan is a soft, round-topped, men's hat, typically made of wool and found in a variety of earthy colours: brown, black, grey, or ivory. Before it is fitted and worn, the traditional hat resembles a bag with a round, flat bottom. The wearer rolls up the sides nearly to the top, forming a thick band, which then rests on the head like a beret or cap.

### Design of Cap

The traditional cap is a soft round topped woollen hat. Made by local artisans, it is available in various colours. Whitecaps are most popular in the region and considered a part of the formal local dress. In many areas, people especially of the older generation, still wear the traditional cap all the time with pride. They consider it a sign of honour. The most striking feature of the cap is the duck plume and the feather is stuck in front or side of the cap. It gives a very elegant look to the cap. It is considered a part of the formal dress cap and is used in groom's dress.
# Dirac cone

In physics, Dirac cones are features that occur in some electronic band structures that describe unusual electron transport properties of materials like graphene and topological insulators. In these materials, at energies near the Fermi level, the valence band and conduction band take the shape of the upper and lower halves of a conical surface, meeting at what are called Dirac points.
Typical examples include graphene, topological insulators, bismuth antimony thin films and some other novel nanomaterials, in which the electronic energy and momentum have a linear dispersion relation such that the electronic band structure near the Fermi level takes the shape of an upper conical surface for the electrons and a lower conical surface for the holes. The two conical surfaces touch each other and form a zero-band gap semimetal.
The name of Dirac cone comes from the Dirac equation that can describe relativistic particles in quantum mechanics, proposed by Paul Dirac. Isotropic Dirac cones in graphene were first predicted by P. R. Wallace in 1947 and experimentally observed by the Nobel Prize laureates Andre Geim and Konstantin Novoselov in 2005.

## Description

In quantum mechanics, Dirac cones are a kind of crossing-point which electrons avoid, where the energy of the valence and conduction bands are not equal anywhere in two dimensional lattice k-space, except at the zero dimensional Dirac points. As a result of the cones, electrical conduction can be described by the movement of charge carriers which are massless fermions, a situation which is handled theoretically by the relativistic Dirac equation. The massless fermions lead to various quantum Hall effects, magnetoelectric effects in topological materials, and ultra high carrier mobility. Dirac cones were observed in 2008-2009, using angle-resolved photoemission spectroscopy (ARPES) on the potassium-graphite intercalation compound KC$_8$ and on several bismuth-based alloys.
As an object with three dimensions, Dirac cones are a feature of two-dimensional materials or surface states, based on a linear dispersion relation between energy and the two components of the crystal momentum k$_x$ and k$_y$. However, this concept can be extended to three dimensions, where Dirac semimetals are defined by a linear dispersion relation between energy and k$_x$, k$_y$, and k$_z$. In k-space, this shows up as a hypercone, which have doubly degenerate bands which also meet at Dirac points. Dirac semimetals contain both time reversal and spatial inversion symmetry; when one of these is broken, the Dirac points are split into two constituent Weyl points, and the material becomes a Weyl semimetal. In 2014, direct observation of the Dirac semimetal band structure using ARPES was conducted on the Dirac semimetal cadmium arsenide.

## Analog systems

Dirac points have been realized in many physical areas such as plasmonics, phononics, or nanophotonics (microcavities, photonic crystals).
# Kazushige

Kazushige (written: 一茂, 一成, 和茂 or 和繁) is a masculine Japanese given name. Notable people with the name include:
* Kazushige Abe (阿部 和重, born 1968), Japanese writer
* Kazushige Goto (後藤 和茂), software engineer
* Kazushige Kirihata (桐畑 和繁, born 1987), Japanese footballer
* Kazushige Kuboki (窪木 一茂, born 1989), Japanese cyclist
* Kazushige Nagashima (長嶋 一茂, born 1966), Japanese baseball player and television personality
* Kazushige Nojima (野島 一成, born 1964), Japanese video game writer
* Kazushige Nosawa (野沢 一茂, born 1976), Japanese professional wrestler
* Kazushige Oguri (小栗 和成, born 1965), Japanese weightlifter
* Kazushige Ugaki (宇垣 一成, 1868–1956), Japanese general and politician
* Kazushige Ura (浦 和重, born 1975), Japanese rower