OpenLLM-France/wikimedia huggingface dataset:
# Killi Gudha

Killi Gudha is a village in the Firozpur district of Punjab, India. It is located in the Zira tehsil.

## Demographics

According to the 2011 census of India, Killi Gudha has 107 households. The effective literacy rate (i.e. the literacy rate of population excluding children aged 6 and below) is 58.9%.
Demographics (2011 Census) :
| | Total | Male | Female |
| Population | 572 | 297 | 275 |
| Children aged below 6 years | 61 | 33 | 28 |
| Scheduled caste | 0 | 0 | 0 |
| Scheduled tribe | 0 | 0 | 0 |
| Literates | 301 | 162 | 139 |
| Workers (all) | 193 | 185 | 8 |
| Main workers (total) | 191 | 183 | 8 |
| Main workers: Cultivators | 131 | 126 | 5 |
| Main workers: Agricultural labourers | 54 | 52 | 2 |
| Main workers: Household industry workers | 2 | 2 | 0 |
| Main workers: Other | 4 | 3 | 1 |
| Marginal workers (total) | 2 | 2 | 0 |
| Marginal workers: Cultivators | 2 | 2 | 0 |
| Marginal workers: Agricultural labourers | 0 | 0 | 0 |
| Marginal workers: Household industry workers | 0 | 0 | 0 |
| Marginal workers: Others | 0 | 0 | 0 |
| Non-workers | 379 | 112 | 267 |
# Kim Un-ju (disambiguation)

Kim Un-ju may also refer to:
* Kim Un-ju (footballer, born 1992)
* Kim Un-ju (footballer, born 1993)
* Go Joon-hee (born Kim Eun-ju, 1985), South Korean actress
# Kiss FM (Portugal)

Kiss FM is a Portuguese commercial radio station established by Paul Buick in 1992 and is currently owned by Global Difusion, a company sustained by Edir Macedo.

## Description

The station is licensed within Portugal to broadcast in the English language (as the only such station to broadcast in the language) and its target audience is the immigrant community in the Algarve area of Portugal. The station broadcasts from studios Albufeira. Kiss FM is the home of the Kiss FM Breakfast Show. The flagship show on the station is currently hosted by Si Frater since 2012 and celebrated 12 years on air on January 2, 2024. The motto of the Breakfast Show is "Getting you where you`re going with a smile on your face". Due to the passing of Spike Hammond on the weekend of 18th Dec 2023 Kiss ruan 4 hours of non stop hits which after this Mark SEBBO Sebastian who is a veteran of radio with over 45 years experience under his belt takes over from 4 till 8pm.
Over the weekend Kiss FM has some specialist show for you including GHR ( Ghetto House radio ) from the US with Hozer on a Saturday night from 10 till midnight. Sundays have Owen Gee and the Solid Gold Sunday Show 9 till 1pm and then to finish the live shows on the weekend it is back to Si Frater for the Sunday Drive from 6 till 7pm.
Global Difusion acquired the station from its founder in 2010, the acquisition was concluded in January 2011.
The station resumed its broadcasts in Lisbon from 1 November 2013 replacing Global Diffusion's secondary outlet in the city, 95FM, the relay ended in May 2017 and was replaced by Rádio Positiva, which until then was the UCKG's Portuguese web radio station.

## Gallery

* The studio in Albufeira
* Outside broadcast in 2015
# Aix-Marseille University Faculty of Sciences

Aix-Marseille University Faculty of Sciences is one of the faculties of Aix-Marseille University. The faculty is divided into seven departments across six campuses. With 8000 students and 1600 staff and faculty it is one of the largest science faculties in France.
The notable faculty include Carlo Rovelli.

## Departments

* Biology
* Chemistry
* Engineering
* Information systems
* Mathematics
* Physics
* SATIS : Sciences, Arts and Audiovisual

## Campuses

The campuses are administratively divided into three sites, Etoile, St Charles and Luminy. Etoile encompasses the campuses of Saint Jérôme, Château Gombert, and Montperrin, the only site in Aix-en-Provence. St Charles encompasses the campuses of St Charles and Aubagne.
# Aix-en-Diois

Aix-en-Diois (French pronunciation:; Vivaro-Alpine: Ais de Diés) is a former commune in the Drôme department in southeastern France. On 1 January 2016, it was merged into the new commune Solaure-en-Diois.

## History

Aix-en-Diois belonged to the counts and later to the bishops of Die (twelfth century). Later, it belonged to the Princes of Orange, and finally to the La Tour du Pin family (seventeenth century). The commune contains the remains of Roman baths and the ruins of a 13th-century medieval castle with a polygonal enclosure and corner towers, rebuilt in the 16th century. The castle hall dates from the 17th century and is the former summer residence of the Bishop of Die. The main church is the Church of the Immaculate Conception.
# Cambridge, Jamaica

Cambridge is a town in Jamaica. It is the main township of the parish of St James, nestled in mountains, fifteen (15) miles south east of the City of Montego Bay and its hub is historic Wilmot Max Ramsay Square(Jamaica Gleaner, Thursday, 23 October 1986). Cambridge is located in the County of Cornwall. The chief "fruit-basket" of the parish, Cambridge is also the capital of the upper St James region.
Cambridge students go to traditional high schools—Cornwall College (boys), Mt Alvernia (girls) and Montego Bay High School for Girls—all sited in the City of Montego Bay, the St James Parish Capital. There are a Basic, an Infant, a Primary and a Secondary High Schools in Cambridge with "the proposed Marco Brown Public Library."
Cantabrigians worship at, primarily, but not limited to: the St Stephen's Anglican Church (State), St Mary's Catholic Church, Jehovah's Witnesses Kingdom Hall, Seventh Day Adventist Church, New Testament Church of God, Christian Fellowship Church, the Gospel Chapel, the Mt Reece Methodist Church and the Shortwood Baptist Church.
# Don Fabian

Don Fabian (real name: Fabiano, Domingo) was a Pianist, leader and composer. Born: 11 March 1915 Died: 2001)
Place of birth: Córdoba Argentina
Born in Cordoba, Argentina to Isabel Monferrato, daughter to an Italian musician, he learned music on his mother's piano. At a very early age he started playing live music for silent films in cinemas. Later he joined the "Los Diablos Rojos" orchestra conducted by Vicente Saturnini. Don Fabian used to perform at the old Eden Hotel in La Falda (a town located in the Cordoba mountains). At the age of 24 he left Cordoba and relocated to Buenos Aires where he began composing music for Jazz, Tango and Pop music ballads.
He then formed his first orchestra "Don Fabian y su Trio Vocal" which gained great success in the late 1940s and early 1950s. He also conducted the "Radio El Mundo" resident orchestra from 1946 to 1955. He wrote some of the most popular Bolero songs and ballads including "Corazón de Dios", "Cobardia", "Cumbia que vas de ronda" and "Dos almas".
# Alan Webb

Alan Webb may refer to:
* Alan Webb (actor) (1906–1982), English actor
* Alan Webb (runner) (born 1983), American track athlete
* Alan Webb (footballer) (born 1963), retired English association football player
# Akhiyaan Toh Door Jayen Naa

Akhiyaan To Door Jayeen Na is an Indian Punjabi language TV series broadcast on ETC Punjabi (Zee Punjabi in the United States). The show premiered on 6 September 2010 and lasted for a six-month period, concluding on 30 March 2011. Gurbir Singh Grewal was responsible for writing, producing and directing the episodes. This show was celebrated television actress Surbhi Jyoti's (who is currently the lead of Qubool Hai acting debut after doing over three years of theatre.

## Plot

The main story revolves around the lead couple Ravjot, known by her nickname Jot (played by Vandana Singh (actress)), and Sukhjit, better known as Sukhi (played by Vikram Sidhu), who love each other but are not allowed to do so by their families and the plotting of Karnail (Navdeep Kaler), who wants to marry Jot.
Because of a fallout between them, Karnail has sworn to ruin Jot's life by marrying her; while Jot is aware of his intentions and does not want to. But Jot's family do not approve of her lover Sukhi's family status and want to marry her off to Karnail. Sukhi's family does approve of this relationship, but Sukhi is advised to forget Jot because her parents shall not marry her to him.
Karnail's actions fail a plan by Jot's friends Sona (Surbhi Jyoti) and Vijay to help them elope and marry, which later on caused Jot's father to have a heart attack. He also has Sukhi beaten up by goons. On the other hand, his girlfriend of two years, Aman is pregnant, and he wishes to have her aborted. She refuses and her father tries to talk with Karnail's father Wasaka Singh, who also refuses to have his son married to Aman. He instead has her aborted and then later killed when she threatened to reveal everything to Jot's family.
Karnail and Jot now get engaged and meanwhile Sukhi, trying to follow Jot's advice to forget her, also gets engaged to his partner in his new music career, Deep. But Deep also is aware that Sukhi still loves Jot and shall only marry her. Meanwhile, Jot's family keep getting random calls and suggestions from unrelated people not to marry their daughter to Karnail, whose father brushes it off saying that they are jealous.

## Cast

* Vandana Singh (actress)-Ravjot (Jot)
* Vikram Sidhu-Sukhjit Sidhu (Sukhi)
* Navdeep Kaler-Karnail
* Surbhi Jyoti-Sona (Jot's Best Friend)
* Nancy Mittal (Jot's Friend)
* Kavya Singh-Deep
* Gurpreet Singh-Vijay (Sukhi's Best Friend)
* Sanjeev Mohammed-Jagtar
* Surinder Singh Bath-Makhan Doabia
* Kavita Sharma-Paalo
* Anita Shabdeesh-Raj Kaur (Jot's Mother)
* Malkeet Rauni-Sajjan Singh (Jot's father)
* Parminder Gill Barnala-(Sukhi's Tayi)
* Tarsinder Singh Soni-Wasaka Singh (Karnail's father)
* Anita Meet-Satnam Kaur (Karnail's mother)
* Ikktar Singh-Bhaiyya from UP (Wasakha's Employee)
* Rajesh Sharma-Bapu Ji (Karnail's Grandfather)
* Charan Saini-Charan (dead, Sukhi's cousin)
* Ajay Kumar-Sandhu
* Vikas Dhawan - lawyer
* Roopi Maan- doctor
# Kjell Kosberg

Kjell Kosberg (born 8 April 1953) is a Norwegian architect. He established Kosbergs Arkitektkontor in Molde in 1986. He established an office in Oslo in 1994, which was later merged with the Molde office. He has designed a large number of buildings in Molde, including Plassen, Aker Stadion (1998), Rica Seilet Hotel (2002), Bjørnsonhuset (2002), as well as Sør Arena, Briskeby Arena and Quality Oslo Airport Hotel, among others.

## Projects
### Scandic Seilet Hotel

62°44′15″N 7°09′33″E﻿ / ﻿62.7375°N 7.1591°E﻿ / 62.7375; 7.1591 Scandic Seilet (formerly Rica Seilet Hotel) is a high-rise hotel located in the town of Molde in Molde Municipality, Møre og Romsdal county, Norway.
The hotel was opened on 11 September 2002. After acquisition by Scandic Hotels, the hotel name was changed to Scandic Seilet. It is designed by Kosberg. At 16 floors and 82 metres (269 ft), it is the tallest building in the town of Molde.
The tower of the hotel has become a popular local attraction. The hotel contains 224 rooms, 10 meeting rooms, a lobby bar and a 24/7 shop. Next to the hotel and sharing the same entrance with the hotel, lies Bjørnsonhuset, a combined cultural and convention center. Bjørnsonsplassen is situated in front of the hotel with a parking lot built in stones, surrounded by a rose garden. The hotel overlooks Moldefjord.
# Cume

In the practice of measuring the size of US commercial broadcasting and newspaper audiences, cume, short for "cumulative audience", is a measure of the total number of unique consumers over a specified period.
The technical definition of cume is restricted by Arbitron, which is now referred to as Nielsen Audio, as requiring a listener to tune in for at least five minutes.
# Lemna valdiviana

Lemna valdiviana is a species of duckweed known by the common name Valdivia duckweed. It is native to much of the Americas. It is a minute flowering plant which grows in mats on the surface of calm bodies of freshwater. The individual plant is a flat, translucent, pale green oval body 2 to 4 millimeters long. There is a longitudinal vein visible under magnification and microscopy. The body produces a root which may exceed a centimeter in length, and a tiny, ephemeral flower which is often encapsulated in a membrane. The plant often grows in clusters of two to seven individuals.
# Convex volume approximation

In the analysis of algorithms, several authors have studied the computation of the volume of high-dimensional convex bodies, a problem that can also be used to model many other problems in combinatorial enumeration. Often these works use a black box model of computation in which the input is given by a subroutine for testing whether a point is inside or outside of the convex body, rather than by an explicit listing of the vertices or faces of a convex polytope. It is known that, in this model, no deterministic algorithm can achieve an accurate approximation, and even for an explicit listing of faces or vertices the problem is #P-hard. However, a joint work by Martin Dyer, Alan M. Frieze and Ravindran Kannan provided a randomized polynomial time approximation scheme for the problem, providing a sharp contrast between the capabilities of randomized and deterministic algorithms.
The main result of the paper is a randomized algorithm for finding an $\varepsilon$ approximation to the volume of a convex body $K$ in $n$-dimensional Euclidean space by assuming the existence of a membership oracle. The algorithm takes time bounded by a polynomial in $n$, the dimension of $K$ and $1/\varepsilon$. The algorithm combines two ideas:
* By using a Markov chain Monte Carlo (MCMC) method, it is possible to generate points that are nearly uniformly randomly distributed within a given convex body. The basic scheme of the algorithm is a nearly uniform sampling from within $K$ by placing a grid consisting of $n$-dimensional cubes and doing a random walk over these cubes. By using the theory of rapidly mixing Markov chains, they show that it takes a polynomial time for the random walk to settle down to being a nearly uniform distribution.
* By using rejection sampling, it is possible to compare the volumes of two convex bodies, one nested within another, when their volumes are within a small factor of each other. The basic idea is to generate random points within the outer of the two bodies, and to count how often those points are also within the inner body.
The given convex body can be approximated by a sequence of nested bodies, eventually reaching one of known volume (a hypersphere), with this approach used to estimate the factor by which the volume changes at each step of this sequence. Multiplying these factors gives the approximate volume of the original body.
This work earned its authors the 1991 Fulkerson Prize.

## Improvements

Although the time for this algorithm is polynomial, it has a high exponent. Subsequent authors improved the running time of this method by providing more quickly mixing Markov chains for the same problem.

## Generalizations

The polynomial-time approximability result has been generalized to more complex structures such as the union and intersection of objects. This relates to Klee's measure problem.
# Celestial Skies

Celestial Skies is the third studio album from the band This World. It was released in 2013. It is the first This World album to feature Kate Kohler on background vocals.

## Composition and recording

The album is constructed in such a way that the first two tracks are standalone, and then tracks 3-9 make up the Celestial Skies Suite. The Suite plays through continuously, typical of progressive rock concept albums. The lyrics of the suite reflect on a variety of themes, such as the passage of time ("Dali's Music Box," "Reprise"), the role of God in our lives ("Aurora Borealis," "Solar Sea"), and the nature of the universe ("Transmission"). The lyrics for the non-Suite songs reflect on love ("Be Love Today"), racism and intolerance ("Brave Heart"), and endurance in the face of emotional struggle ("Don't Look Away"). Every song on the album has music and lyrics by Lee Kohler, with the exception of "Transmission" with a rap performed Lee's son Matthew John Kohler, and the instrumental finale, "When We Were Young," composed by Rob Kohler. However, as with all of This World's work, many of the songs were created in collaboration between band members.
The album was recorded in Destin, Florida, New Orleans, Louisiana, and Los Angeles, California over a period of several years. After veteran This World drummer Clay Green was unavailable to perform on this album, Lee and Rob travelled to Denver, Colorado to record with their childhood friend, Mark Raynes.

## Personnel
### This World

* Lee Kohler – Multi-Keyboards, Rhythm Guitar, Lead Vocals
* Rob Kohler – Basses, Lead Guitar
* Mark Raynes – Drums Percussion
* Kate Kohler – Background Vocals

### Special Guests

* Matthew Kohler – Vocal on "Transmission"
* Anna Kohler – Vocal on "Be Love Today"
* Sam Kohler – Cello on "Aurora Borealis"

## Release

The album was released on December 29, 2013. Excerpts can be heard on the band's SoundCloud page.
# Delille

Delille or DeLille is a surname. Notable people with the surname include:
* Daniel Armand-Delille (1906–1957), French bobsledder who competed in the early 1930s
* Henriette DeLille (1813–1862), founded the Catholic order of the Sisters of the Holy Family in New Orleans
* Jacques Delille (1738–1813), French poet and translator
* Paul Felix Armand-Delille (1874‑1963), physician, bacteriologist, professor, and member of the French Academy of Medicine
De Lille or de Lille is a surname. Notable people with the surname include:
# Thorpe's Opera House

Thorpe's Opera House is a historic three-story building in David City, Nebraska. It was built in 1889 for William Thorpe. The facade includes arches and scallops. Inside, there is an auditorium and a balcony. Besides being used for the performing arts, the facility also hosted events with the Woman's Christian Temperance Union, fraternal organizations, political events, and high school reunions. It has been listed on the National Register of Historic Places since September 28, 1988.
# Engelhardia spicata

Engelhardia spicata is a species of plant in the Juglandaceae family. It is recognized to include the variety E. spicata var. integra (Kurz) W.E. Manning ex Steen.

## Distribution and habitat

Pakistan, India, Nepal, Bhutan, China, Myanmar, Thailand, Laos, Vietnam, Malaysia, Indonesia, Philippines, New Guinea. From near sea level to 2100 m, in forests on mountain slopes and in valleys.
In Java it is found in primary evergreen forests and seems to prefer the mountains up to 2500 m, especially frequent in the Casuarina forests on the volcanoes in Central and East Java. It is known to locally form pure stands on the western side of Mount Jang in East Java. Similar local dominance has been observed on Mount Rindjani in Lombok, it has also been observed pioneering in mountain savannas composed of Pittosporum, Homalanthus gigantheus, Vernonia arborea, Dodonaea and Wendlandia, It is often deciduous for a short time and then flowering, not in definite periods.

## Fossil record

Pollen fossils of Engelhardia spicata have been recovered from strata of Messinian stage of the Miocene epoch in Western Georgia in the Caucasus region.

## Gallery

* Engelhardia spicata in Ramnagar Forest, Uttarakhand, India
* Seeds
* Artwork by Ernst Philipp Sixtus of Engelhardia spicata flowers
# Employment Tribunals Act 1996

The Employment Tribunals Act 1996 (c. 17), formerly called the Industrial Tribunals Act 1996, is an act of the Parliament of the United Kingdom, relating to UK labour law, that establishes the Employment Tribunals and Employment Appeal Tribunal, and sets their jurisdiction.

## Contents

Part I concerns Employment Tribunals. Section 1 allows the Secretary of State to make provisions for Employment Tribunals. Sections 2 to 3 concern the Tribunal's jurisdiction. Sections 2 to 3 concern Membership of the tribunals, pay and training. Sections 6 to 15 elaborate on procedure through hearings, practice directions, mediation, pre-hearing reviews, confidential information, publicity and costs and enforcement. Sections 16 and 17 concern recoupment of social security benefits. Sections 18 to 19A deal with conciliation procedures.
Part II concerns the Employment Appeal Tribunal. Sections 20 to 37 concern the EAT's jurisdiction, membership, procedure, decisions and further appeals.
Part III contains supplementary provisions, in sections 38 to 42, while final provisions are in sections 43 to 48.
# Leidart

The Leidart was an automobile manufactured by Leidart Cars Ltd in Pontefact, Yorkshire between 1936 and 1938. The name was a combination of the cars creators, Leith and Huddart, and was typical of the Anglo-American hybrids that were being manufactured in the United Kingdom at this time. The Leidart used a Ford V8 engine in an English chassis, with a combination of 2-seater and 4-seater open bodies.
Production was minimal, and may have only been the prototype, which featured extensively in press announcements of the time.
# Choerades fimbriata

Choerades fimbriata is a fly in the family Asilidae.

## Features

The flies reach a body length of 11 to 17 millimetres. Their first antennae link is about twice as long as the following one. The tergites of the abdomen are black in colour and have yellow hairs on the sides at the back. On the first tergite the hairs are white and long. The proboscis is compressed at the sides. The area between the antennae and the beard at the front of the head is hairless.

## Range

The species is distributed from western Europe to the Caucasus and Siberia.
# Endymion (crater)

Endymion is a lunar impact crater that lies near the northeast limb of the Moon. It is located to the east of Mare Frigoris and north of Lacus Temporis. To the southwest is the somewhat smaller crater Atlas. Because of its location, Endymion has an oval appearance from foreshortening. Beyond the crater along the lunar limb is the Mare Humboldtianum.
The floor of Endymion has been covered in low-albedo lava that gives it a dark appearance and makes it relatively easy to locate. The floor is relatively smooth, with only a few craterlets located within the rim. A string of three lies near the northwestern inner wall. There is a wrinkle ridge crossing the crater floor, and near the center is a low, eroded hill that may be the summit of a central peak that is now almost completely submerged by lava. Faint streaks of ray material from Thales to the north-northwest cross the dark floor. The outer rampart is low, wide, and worn from impact erosion.
Endymion is one of the largest craters of Nectarian age.
The name Endymion was formally recognized by the IAU in 1935.

## Satellite craters

By convention, these features are identified on lunar maps by placing the letter on the side of the crater midpoint that is closest to Endymion.
| Endymion | Latitude | Longitude | Diameter |
| A | 54.7° N | 62.8° E | 30 km |
| B | 59.8° N | 67.2° E | 59 km |
| C | 58.4° N | 60.8° E | 32 km |
| D | 52.4° N | 62.4° E | 20 km |
| E | 53.6° N | 66.2° E | 18 km |
| F | 56.9° N | 65.1° E | 12 km |
| G | 56.4° N | 55.6° E | 15 km |
| H | 51.1° N | 56.3° E | 14 km |
| J | 53.5° N | 50.7° E | 67 km |
| K | 51.3° N | 52.3° E | 7 km |
| L | 55.4° N | 71.0° E | 9 km |
| M | 52.7° N | 70.9° E | 9 km |
| N | 52.4° N | 69.6° E | 9 km |
| W | 52.7° N | 69.2° E | 10 km |
| X | 52.9° N | 50.1° E | 6 km |
| Y | 55.8° N | 58.0° E | 8 km |
* Oblique view of Endymion B from Lunar Orbiter 4
# Ann Villella

Ann Villella is an American voice actress, best known for portraying Condoleezza Rice on the first season of the television show Lil' Bush. Villella has also done commercial voice overs.
# Choussy

Choussy (French pronunciation:) is a commune in the Loir-et-Cher department of central France.
# Leitneria granulatus

Leitneria granulata is a species of mite in the family Halolaelapidae.