OpenLLM-France/wikimedia huggingface dataset:
# Kepler-277

Kepler-277 is a large yellow star about 961 ± 10 parsecs (3,134 ± 33 ly) away in the constellation of Lyra. It is 1.69 R$_☉$ and 1.12 M$_☉$, with a temperature of 5946 K, a metallicity of -0.315 [Fe/H], and an unknown age. For comparison, the Sun has a temperature of 5778 K, a metallicity of 0.00 [Fe/H], and an age of about 4.5 billion years. The large radius in comparison to its mass and temperature suggest that Kepler-277 could be a subgiant star.

## Planetary system

Kepler-277 hosts two exoplanets, detected in 2014 via the transit method. Named Kepler-277b and Kepler-277c, they are super-Earths, notable for their unusually high densities.
The Kepler-277 planetary system :
| Companion (in order from star) | Mass | Semimajor axis (AU) | Orbital period (days) | Eccentricity | Inclination | Radius |
| b | 87.3+41.7 −39.9 M$_🜨$ | 0.136 | 17.324 | — | — | 2.92+0.73 −0.63 R$_🜨$ |
| c | 64.2+18.1 −15.7 M$_🜨$ | 0.209 | 33.006 | — | — | 3.36+0.83 −0.72 R$_🜨$ |
# Enoggera (wasp)

Enoggera is a genus of wasp in the Pteromalidae family. It is native to Australia and has five known species. It was introduced to South Africa to serve as biological pest-control against the Eucalyptus destroying beetle, Trachymela tincticollis.

## Taxonomy

Enoggera contains the following species:
* Enoggera nassaui
* Enoggera reticulata
# Caraphractus cinctus

Caraphractus cinctus is a species of fairyfly. It is found in the Palearctic as well as Canada and the United States.
# Danylo Falkovskyi

Danylo Serhiiovych Falkovskyi (Ukrainian: Данило Сергійович Фальковський; born 21 May 1999) is a Ukrainian professional footballer who plays as a midfielder for Ukrainian club Metalurh Zaporizhzhia.
He signed with Kremin on 24 August 2022 for a two-year contract.

## Metalurh Zaporizhzhia

Falkovskyi moved to Metalurh Zaporizhzhia on 10 July 2023.
# Jeanne Granier

Jeanne Granier (French pronunciation:; 31 March 1852 – 18 or 19 December 1939) was a French soprano, born and died in Paris, whose career was centred on the French capital.

## Life and career

The daughter of an actress, Marie Jeanne Ernestine Granier was born in Paris on March 31, 1852. She was a pupil of Madame Barthe-Banderali, studying both opéra-comique and Italian music. Her debut was in 1873 at the Théâtre de la Renaissance, replacing at short notice Louise Théo as Rose Michon in the opening run of La jolie parfumeuse. Thus noticed by Offenbach, she went on to create Giroflé-Girofla (Paris premiere), title role in La Marjolaine, the title role in Le petit duc, Janot, Ninella, Mme le Diable, Belle Lurette and Fanfreluche.
She became for a period of 20 years one of the biggest musical stars in Paris, gifted both as an actress and singer whose admirers included Edward VII.
Jeanne Granier is mentioned in Proust's À la recherche du temps perdu.
For the gala re-opening of La Vie de Bohème at the Théâtre de l'Odéon in 1875, Granier appeared in Act I as Musette, singing "La Jeunesse et l'amour" (with words by Meilhac and music by Massenet); likewise a song for Esmeralda "Mon père est oyseau, ma mère est oyselle" was composed by Massenet in 1879 for her appearance as Esmeralda in Notre-Dame de Paris. On 15 October 1876, she appeared in a benefit performance of Berengère et Anatole at the Théâtre de la Renaissance.
The title role in Lecocq's Le petit Duc became something of a signature role for Granier; not only did she appear in the premiere on 25 January 1878 at the Théâtre de la Renaissance, she also sang the part in revivals at that theatre in 1879, 1881 and 1883; then appeared with José Dupuis in productions at the Éden-Théâtre in 1888 and the Théâtre des Variétés in 1890.
At the Théâtre des Variétés Granier appeared in major roles in revivals of La belle Hélène, Barbe-bleue, and La Grande-Duchesse de Gérolstein. Her other premieres at various Paris theatres included Mlle Gavroche (at the Variétés), Jacquette-Jaquet in La Béarnaise (Bouffes), Therèse in La cigale et la fourmi (Gaité) and Les saturnales (Nouveautés).
Chabrier dedicated his 1889 song "Ballade des gros dindons" to Granier.
Later stage appearances included Joujou by Henri Bernstein at the Théâtre du Gymnase in 1902, L'Habit vert by Robert de Flers and Gaston Arman de Caillavet at the Théâtre des Variétés in 1912, Le Ruisseau by Pierre Wolff at the Théâtre de la Porte Saint-Martin in 1913 and Madame by Abel Hermant and Alfred Savoir at the Théâtre de la Porte Saint-Martin in 1914.
# Anil Kumar Chanda

Anil Kumar Chanda (23 May 1906 - 21 April 1976) was elected to the Lok Sabha, the lower house of the Parliament of India as a member of the Indian National Congress. He was the Deputy Minister of External Affairs and later Deputy Minister, Works, Housing and Supply Ministry in Nehru Ministry. He studied at the London School of Economics and Political Science and worked as chief secretary to Rabindranath Tagore in Shantiniketan. He and his wife author Rani Chanda (1912-1997) were the closest associates of Rabindranath Tagore during the last decade of his life. Rani Chanda gifted few beautiful memoirs of that period to the Bengali readers. They had one son, Abhijit Chanda. They eventually settled in Shantiniketan.
# Oleksandr Sukharov

Oleksandr Yuriyovych Sukharov (Ukrainian: Олександр Юрійович Сухаров; born 18 February 1994) is a Ukrainian professional footballer who plays as a right-back for Ukrainian club Kramatorsk.

## Honours
### Individual

* Meistriliiga Goal of the Month: August 2017
# Mashhad ol Kubeh Rural District

Mashhad ol Kubeh Rural District (Persian: دهستان مشهد الکوبه) is in Saruq District of Arak County, Markazi province, Iran. Its capital is the village of Mashhad ol Kubeh.

## History

After the 2006 National Census, Saruq Rural District was separated from the Central District in the formation of Saruq District, and Mashhad ol Kubeh Rural District was created in the district.

## Demographics
### Population

At the time of the 2011 census, the rural district's population was 3,264 in 977 households. The 2016 census measured the population of the rural district as 2,980 in 933 households. The most populous of its 17 villages was Mashhad ol Kubeh, with 1,386 people.
# Al-Tall, Syria

Al-Tall (Arabic: التل, romanized: at-Tall, also spelled al-Tell) is a city in southern Syria, administratively part of the Rif Dimashq Governorate and capital of the al-Tall District. Situated in the middle of the Anti-Lebanon Mountains, having an elevation of roughly 1,000 meters above sea level. Nearby localities include Maaraba to the southwest, Damascus to the south, Dahiyat al-Assad and Douma to the southeast, Maarat Saidnaya to the northeast, Manin to the north, Ashrafiyat al-Wadi and Basimah to the northwest and al-Hamah and Qudsaya to the west. According to the Syria Central Bureau of Statistics (CBS), al-Tall had a population of 44,597 in the 2004 census. Its inhabitants are predominantly Sunni Muslims.
In the early 1960s al-Tall was reported to be a large village of 3,500 inhabitants. It had a large mosque surrounded by several column fragments, hewn stones and burial grottoes.

## Notable people

* Muhammad Mustafa Mero, former Prime Minister of Syria
* Mohamad Afa Al Rifai, Syrian retired footballer
# Romana Jerković

Romana Jerković (born 28 November 1964) is a Croatian politician of the Social Democratic Party currently serving her second term as a Member of the European Parliament for Croatia since February 2020, when Croatia gained one more EP seat due to Brexit. She was re-elected at the 2024 European Parliament election.
Before becoming an MEP she was a member of the Croatian Parliament from 2008 to 2020 and deputy mayor of Rijeka from 2006 to 2009.

## Early life and education

Jerković was born in Split and grew up in the Lovište village on Pelješac. She graduated at the School of Medicine, University of Rijeka in 1994. In 1998, she received her doctorate at the Department of Biomedical Research of the University of Padua in Italy. She came back to Rijeka and started working at the Institute of Anatomy of the School of Medicine.

## Political career
### Career in national politics

Jerković joined the Social Democratic Party in 1999. She became a member of the Croatian Parliament in 2008 as a substitute for Zlatko Komadina.

### Member of the European Parliament, 2020–present

Jerković stood for her party at the 2019 European Parliament election in Croatia failing to win a seat immediately but securing a seat among the British seats that were redistributed after the UK left the European Union. She took her seat in the European Parliament after Brexit.
In parliament, Jerković has since been serving on the Committee on Industry, Research and Energy. She has been the parliament's rapporteur on the European Commission's 2021 proposal for a regulation on electronic identification and trust services for electronic transactions (eIDAS).
In addition to her committee assignments, Jerković is part of the parliament's delegation to the EU-Albania Stabilisation and Association Parliamentary Committee and the European Parliament Intergroup on Cancer.
# Extensionality

In logic, extensionality, or extensional equality, refers to principles that judge objects to be equal if they have the same external properties. It stands in contrast to the concept of intensionality, which is concerned with whether the internal definitions of objects are the same.

## In mathematics

The extensional definition of function equality, discussed above, is commonly used in mathematics. A similar extensional definition is usually employed for relations: two relations are said to be equal if they have the same extensions.
In set theory, the axiom of extensionality states that two sets are equal if and only if they contain the same elements. In mathematics formalized in set theory, it is common to identify relations—and, most importantly, functions—with their extension as stated above, so that it is impossible for two relations or functions with the same extension to be distinguished.
Other mathematical objects are also constructed in such a way that the intuitive notion of "equality" agrees with set-level extensional equality; thus, equal ordered pairs have equal elements, and elements of a set which are related by an equivalence relation belong to the same equivalence class.
Type-theoretical foundations of mathematics are generally not extensional in this sense, and setoids are commonly used to maintain a difference between intensional equality and a more general equivalence relation (which generally has poor constructibility or decidability properties).

## Extensionality principles

There are various extensionality principles in mathematics.
* Propositional extensionality of predicates $P,Q$: if $P\iff Q$ then $P=Q$
* Functional extensionality of functions $f,g$: if $\forall x,fx=gx$ then $f=g$
* Univalence:$^{:2.10}$ if $A\simeq B$ then $A=B$ .
Depending on the chosen foundation, some extensionality principles may imply another. For example it is well known that in univalent foundations, the univalence axiom implies both propositional and functional extensionality. Extensionality principles are usually assumed as axioms, especially in type theories where computational content must be preserved. However, in set theory and other extensional foundations, functional extensionality can be proven to hold by default.

## Example

Consider the two functions f and g mapping from and to natural numbers, defined as follows:
* To find f(n), first add 5 to n, then multiply by 2.
* To find g(n), first multiply n by 2, then add 10.
These functions are extensionally equal; given the same input, both functions always produce the same value. But the definitions of the functions are not equal, and in that intensional sense the functions are not the same.
Similarly, in natural language there are many predicates (relations) that are intensionally different but are extensionally identical. For example, suppose that a village has just one person named Joe, who is also the oldest person in the village. Then, the two predicates "being called Joe", and "being the oldest person" are intensionally distinct, but extensionally equal for the (current) population of this village.
# PSDS Deli Serdang

Persatuan Sepakbola Deli Serdang, or simply knows as PSDS, is an Indonesian football team based in Deli Serdang, North Sumatra. They currently compete in Liga Nusantara and their homebase is Baharuddin Siregar Stadium.

## Players
### Current squad

    As of January 2025
Note: Flags indicate national team as defined under FIFA eligibility rules; some limited exceptions apply. Players may hold more than one non-FIFA nationality.
| No. | Pos. | Nation | Player |
| 1 | GK | IDN | Rifki Sabillah |
| 2 | DF | IDN | Jamaluddin |
| 3 | DF | IDN | Hibul Situmorang |
| 4 | DF | IDN | Baskoro Prasetia |
| 5 | MF | IDN | Nanda Rifky |
| 6 | MF | IDN | Joananda Adiguna |
| 7 | FW | IDN | Adrian |
| 8 | FW | IDN | Arthur Wijaya |
| 9 | MF | IDN | Andre Lubis |
| 10 | FW | IDN | Ardani Akbar |
| 11 | FW | IDN | Ashkarul Haq |
| 12 | MF | IDN | Rizky Ananda |
| 13 | MF | IDN | Dedek Julianto |
| 14 | DF | IDN | Azril Ilham |
| 15 | DF | IDN | Fazar Erlangga |
| No. | Pos. | Nation | Player |
| 16 | DF | IDN | Rizky Abdiansyah |
| 17 | DF | IDN | Muhammad Al Qadri |
| 18 | MF | IDN | Yusrizal Muzzaki |
| 19 | GK | IDN | Adinda Suryatama |
| 20 | DF | IDN | Reno Sandriya |
| 21 | MF | IDN | Raditya Arzun |
| 22 | MF | IDN | Kurniawan |
| 23 | DF | IDN | Jamaluddin Rais |
| 24 | DF | IDN | Dedi Saputra |
| 25 | DF | IDN | Ardiansyah Usman |
| 26 | FW | IDN | Tio Aditya |
| 27 | MF | IDN | Raka Askara (captain) |
| 28 | GK | IDN | Vio Satriya |
| 29 | MF | IDN | Purnomo |
| 30 | GK | IDN | Ammar Manaaf |

## Honours

* Perserikatan First Division
** Champion (1): 1986–87
* Liga Indonesia First Division
** Runner-up (1): 2004
* Liga 3 North Sumatra
** Champions (3): 2017, 2018, 2021
* Soeratin Cup
** Winner (1): 2012
# Trichogramma evanescens

Trichogramma evanescens is a 0.5mm long parasitoid wasp which parasites Lepidoptera eggs.

## Use for biocontrol

In the Philippines this parasitoid has been used to eradicate the Asian Corn Borer, a pest of maize in East Asia. Some companies sell this insect in the pupal stage to be deposited in fields that have Lepidoptera pests.
In 2021 the National Trust in England embarked on a trial of using T. evanescens, which parasitises clothes moth eggs, in conjunction with pheromones to control common clothes moths, which cause serious damage to carpets, furniture, clothing and other wool and silk objects in historic buildings. The trial was abandoned in 2023; while the microwasps performed well at reducing moth populations in combination with pheromones, they were no better than pheromones alone. It was suspected that the high interiors may not have been suitable and the Trust may continue to use the wasps in smaller stores or where they can be sited close to a known infestation source.
# John Warner (college president)

John Christian Warner (May 28, 1897 – April 12, 1989), known best as Jake Warner, was an American chemist who served as the fourth President of Carnegie Mellon University in Pittsburgh, Pennsylvania, United States.

## Early life

Born in Goshen, Indiana to a farming family on May 28, 1897, John C. Warner was a son of a German immigrant. Just eight years old when his father died, he went on to complete his education, earning his Bachelor of Arts degree in 1919, his Master of Arts in 1920, and his Doctor of Philosophy degree in 1923. Having completed each of his three degrees at the Indiana University, he then worked as a research chemist for three Indiana companies. In 1926, he took a teaching position at the Carnegie Institute of Technology (known today as Carnegie Mellon).

## Carnegie Tech years

Warner became department chair in 1938 and dean of graduate studies in 1945. In 1950, he became the university's fourth president. During his tenure, the graduate business school, named the Graduate School of Industrial Administration, was established in 1949. The first computer on campus—an IBM 650 digital type machine—was housed there in 1956. Also Hunt Library, including the Hunt Institute for Botanical Documentation, opened and the Scaife Hall of Engineering was completed. Warner acquired funding to support the development of Tech's Computation Center, the beginnings of Carnegie Mellon's leadership in the field of computer science.
Throughout his administrative career he remained active in his academic field. He authored more than eighty published works on scientific subjects as well as on secondary and higher education. During World War II, he headed government research on plutonium for the Manhattan Project.

## Death and legacy

Warner died at the age of ninety-one at the Friendship Village retirement home in Upper St. Clair Township, Pennsylvania on April 12, 1989. A memorial service was held in his honor at the Skibo ballroom at Carnegie Mellon on June 2, 1989. Warner Hall, the main administrative building at Carnegie Mellon, was named after John Warner.
# Enlightenment (Van Morrison song)

"Enlightenment" is a single written by Northern Irish singer-songwriter Van Morrison and included on his 1990 album Enlightenment. The song was also included on the 1993 compilation album The Best of Van Morrison Volume Two.
Biographer Brian Hinton comments "'Enlightenment' is actually the opposite of what it sounds: it is full of doubt, not affirmation. 'I'm meditating and still I'm suffering.' He seems to be saying everything is a state of mind, you can choose to live in heaven or hell."
In a Rolling Stone review, John Swenson writes that the album Enlightenment is a sequel to Avalon Sunset and enables Morrison to have a new start (musically and spiritually). "Morrison is so pleased with his new start that he can even poke fun at his quest on the title track. 'I'm in the here and now and I'm meditating/And still I'm suffering but that's my problem,' he sings. 'Enlightenment, don't know what it is' – and he doesn't sound disturbed at all."

## Personnel on original release

* Van Morrison – vocals, harmonica
* Bernie Holland – guitar
* Georgie Fame — electric piano
* Alex Gifford – synthesizers
* Brian Odgers — bass guitar
* Dave Early — drums
# Vishwash Chauhan

Vishwash Chauhan (born 13 January 1995) is an actor and stand-up comedian. He belongs to Charkhi Dadri, Haryana. Chauhan was the finalist for The Great Indian Laughter Challenge, 2017. He is also known as Kalu. His tagline is Maa ka Lal, Haryana ka Kalu!.

## Early and personal life

Vishwash was born to Mr Ranjit Singh in Charkhi Dadri, Haryana, India, on 13 January 1995. He attended Kurukshetra University.

## Career

Vishwash took part in various College Youth Festivals and National Level festivals during his college. But he rose to fame after his video in the comedy reality television show The Great Indian Laughter Challenge in 2017, got viral on the internet. Vishwash Chauhan, has also been honored at the National Youth Festival. Vishwash has left his mark on the national level where he has got a national award five time. He has been performing his art in the acting world for seven years. After achieving one success, Vishwash has illuminated the name of the area.
# Royal Dornoch Golf Club

Royal Dornoch Golf Club is a golf club in Dornoch, Sutherland, Scotland. It is generally referred to as Royal Dornoch. The club has two 18-hole courses: the Championship Course and the Struie Course. The older Championship Course is a links course located on the Dornoch Firth.
Royal Dornoch has never hosted any of the modern professional tournaments. The British Amateur Championship was held there in 1985 and the Scottish Amateur in 1993, 2000, 2012, and 2023. The Women's and Men's Senior Amateur championships were held there in 2022.
The Championship Course was ranked No. 2 on the 2024/24 Golf Digest list of Top 100 International (outside U.S.) courses. David Brice, of Golf International, called it the "king of Scottish links courses". It was named No. 1 in the world by the online golf reservation service Golfscape..

## History

Golf was played in Dornoch, over the extensive linksland there, in the early seventeenth century, circa 1616. Expenses covering the cost of a young aristocrat's golf clubs in 1616 have provided the earliest evidence so far of the sport's presence in Dornoch. John, the 13th Earl of Sutherland, was sent to the town in Sutherland to be educated. The reference was uncovered by researcher Wade Cormack, who is a PhD student at the University of the Highlands and Islands. The current golf club was established 148 years ago in 1877, and was awarded its royal status in 1906 by King Edward VII.
The design of the Championship Course is attributed to Old Tom Morris. Several of the original holes were lost to the construction of an airfield during World War II. After the war, George Duncan was commissioned to restore and extend the course over newly acquired land. The work introduced the present 6th through 11th holes on the Championship Course.
Tom Watson is an honorary member of Royal Dornoch, and is quoted as saying of Dornoch: "It's the most fun I've ever had on a golf course" which was the home of the course architect Donald Ross.
Members of the club traveled to the northwest United States in September 2005 for a friendly international competition and cultural exchange with the Coeur d'Alene Tribe at their Circling Raven Golf Club in northern Idaho.
In October 2024, the club completed the purchase of 50 acres (20 ha) of land from an adjacent farm for expansion of the Struie Course. Five or six holes were planned for the land, but no timescale was announced.
# Huckleberry Hound Meets Wee Willie

"Huckleberry Hound Meets Wee Willie" is the first segment of the first episode of the first season of The Huckleberry Hound Show. It premiered on September 29, 1958, and was produced and directed by William Hanna and Joseph Barbera, while the story was crafted by Charles Shows and Dan Gordon.

## Plot

Huckleberry Hound is serving as a police officer and patrolling the streets until he receives a radio call to apprehend a 350-pound (160 kg) gorilla named Wee Willie who has gotten loose throughout the city. After coming across his suspect, the playful ape has no intention of being taken in and quickly runs away into a busy construction site where both he and Huckleberry Hound begin to match wits. The cartoon ends with officer Huckleberry eventually trapping Wee Willie inside a barrel until he later escapes again, taking Huckleberry's entire patrol car with him.