OpenLLM-France/wikimedia huggingface dataset:
# Bora Aydınlık

Bora Aydınlık (born 9 May 2005) is a footballer who plays as a forward for Beyoğlu Yeni Çarşı on loan from Fenerbahçe. Born in the United States, he is a youth international for Turkey.

## Club career

Born in Miami Beach, Florida, Aydınlık moved to Turkey at a young age, joining Fenerbahçe in 2015. Starting out as a left-back, he moved further up the pitch and mostly operates as a left-winger or striker. During his time with Fenerbahçe, he was seen as a future star player for the club, and was compared to former teammate Arda Güler in this regard. His first taste of senior action came when he was named on the bench for a UEFA Europa Conference League game against Slavia Prague in February 2022.
On 2 September 2023, Aydınlık joined English Championship side Hull City on a season-long loan deal.

## International career

Aydınlık is eligible to represent both the United States and Turkey at international level. In March 2022, he was called up to the United States men's national soccer team.
He has since gone on to represent Turkey at under-19 level.

## Career statistics
### Club

    As of 18 January 2025
Appearances and goals by club, season and competition :
| Club | Season | League | League | League | National Cup | National Cup | League Cup | League Cup | Continental | Continental | Other | Other | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Fenerbahçe | 2021–22 | Süper Lig | 0 | 0 | 0 | 0 | — | — | 0 | 0 | 14 | 3 | 14 | 3 |
| Fenerbahçe | 2022–23 | Süper Lig | 3 | 0 | 0 | 0 | – | – | 0 | 0 | 23 | 7 | 26 | 7 |
| Fenerbahçe | Total | Total | 3 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 37 | 10 | 40 | 10 |
| Hull City (loan) | 2023–24 | Championship | 0 | 0 | 0 | 0 | 0 | 0 | – | – | 0 | 0 | 0 | 0 |
| Beyoğlu Yeni Çarşı (loan) | 2024–25 | TFF 3. Lig | 18 | 1 | 2 | 2 | – | – | – | – | 0 | 0 | 20 | 3 |
| Career total | Career total | Career total | 21 | 1 | 2 | 2 | 0 | 0 | 0 | 0 | 37 | 10 | 70 | 13 |

#### Notes

* 1 2 Appearance(s) in Turkish U19 League
* ↑ Appearance(s) in Rezerv Lig
# Till Death...

Till Death... is a British sitcom of six episodes that was produced by ATV and aired on ITV from 22 May to 3 July 1981. It is a continuation of the BBC sitcom Till Death Us Do Part that aired from 1965 to 1975. The title was changed to Till Death... because the title Till Death Us Do Part was controlled by the BBC.

## Series

The show saw the return of East End bigot Alf Garnett (Warren Mitchell). He and his wife Else (Dandy Nichols) have now retired to Eastbourne. They are sharing a bungalow with Min (Patricia Hayes) following the death of her husband Bert. Mike and Rita, characters from Till Death Us Do Part, were no longer main characters. Una Stubbs returned for three episodes as Rita together with her son Michael, but although her layabout husband Mike was talked about, he was never seen.
Michael (born in Till Death Us Do Part in September 1972) had seemingly become a victim of soap opera rapid aging syndrome as he had reached the age of 16 and become a punk rocker, much to Alf's dismay.
The show was not as successful as its predecessor, mainly because of the huge differences from Till Death Us Do Part. When ATV's successor, Central Television, began transmission in 1982, they came to the decision to discontinue the series.

## Main cast

* Warren Mitchell – Alf Garnett
* Dandy Nichols – Elsie "Else" Garnett
* Patricia Hayes – Min Reed
* Una Stubbs – Rita Rawlins
* John Fowler – Michael Rawlins Jr

## Crew

* Johnny Speight – writer
* William G. Stewart – director / producer

## DVD release

Till Death...: The Complete Series was released on DVD on 28 January 2019.
# Ron Wright (baseball)

Ronald Wade Wright (born January 21, 1976) is an American former professional baseball player whose career spanned 11 seasons, from 1994 until 2004. During his career, spent entirely in the minor leagues with the exception of one major league game, he was used almost exclusively as a first baseman. Wright played one game in Major League Baseball (MLB), for the Seattle Mariners.
Wright's one major league game was on April 14, 2002, which he started as the designated hitter for Seattle against the Texas Rangers. In three plate appearances, Wright achieved the distinction of striking out (second inning), hitting into a triple play (fourth inning), and hitting into a double play (sixth inning). He was replaced by Mark McLemore in the seventh inning; Seattle went on to win the game, 9–7. As of 2022, Wright is the only player to serve as a designated hitter in his only MLB game.
After retiring from professional baseball, Wright earned a degree in pharmacy at Idaho State University and returned to Utah to work as a pharmacist. He married Annica in 1997, with whom he has four children.
# ErSO

ErSO is an experimental anticancer drug which induces the unfolded protein response. In tests on mice it was effective at eliminating xenografts of human breast cancer cell lines. While it is at an early developmental stage and this particular molecule may not be developed for medical use, it represents an important proof of concept for inducers of unfolded protein response as a novel class of anti-cancer drugs.
# Leszczyniec

Leszczyniec is a village in the administrative district of Gmina Kamienna Góra, within Kamienna Góra County, Lower Silesian Voivodeship, in south-western Poland. It lies approximately 12 km (7 mi) south-west of Kamienna Góra, and 89 km (55 mi) south-west of the regional capital Wrocław.

## Gallery

* Street
* House
* Fire station
# Oru Yugasandhya

Oru Yugasandhya is a 1986 Indian Malayalam-language film, directed by Madhu and produced by P. K. R. Pillai. The film stars Madhu, Shankar Panicker, Innocent and Srividya. The film has musical score by A. T. Ummer.

## Plot

Kottappuram Kuruppu is an ill-tempered head of the aristocratic Nair family. His family consists of his wife Kathamma, 3 daughters and a son. Two of his daughters are married and his sons-in-law are Sreedharan Nair and Gopalan Nair . His son Babu, a mechanic is in love with their caretaker Kuttayi's daughter Ammu. The younger daughter, Sumathi, a school teacher, is in love with her colleague Balachandran.
The family is in financial ruins and Kuruppu owes money to the local money lender, Chettiyar. The rest of the story is about the family's internal struggles when both Sumathi and Babu take different approaches to marry their lovers.

## Cast

* Madhu as Kottappuram Kuruppu
* Srividya as Karthyayani Amma a.k.a. Kathamma Thambratti
* Shankar as Babu
* Soorya as Ammu
* Devan as Balachandran
* Nalini as Sumathi
* Innocent as Sreedharan Nair
* Kuyili (actress) as Dakshayani
* Nedumudi Venu as Gopalan
* Sreerekha as Rajamma
* Thilakan as Shanmukham Chettiyar
* Bahadoor as Pappu Pillai
* Vettoor Purushan as Pushkaran
* Sreenath as Karunan
* Sankaradi as Kuttayi
* Mala Aravindan
* Paravoor Bharathan

## Soundtrack

All lyrics are written by P. Bhaskaran; all music is composed by A. T. Ummer
# Osama Saad

Osama Maarouf Saad (or Oussama Saad, Arabic: أسامة معروف سعد; born June 6, 1954, in Saida) is a Lebanese politician, MP, and the leader of the Popular Nasserist Organization (PNO) movement allied with the Syrian government and Hezbollah, founded by his father Maarouf Saad, a leftist politician and mayor of Sidon whose violent assassination in 1975 helped spark the Lebanese Civil War.
Osama’s family is a prominent Sunni Muslim family in Sidon, but he aligns himself with the Shiite Hezbollah and the Iran-led “axis of resistance”. He was subject to Hezbollah's online threats in 2021 after his PNO condemned the assassination of the anti-Hezbollah Lokman Slim.

## Biography

The son of former MP Maarouf Saad, assassinated on February 26, 1975, and a doctor of medicine from the University of Cairo, he became in 1985 the right arm of his brother, Mustafa Saad, head of the pro-Syrian Popular Nasserist Organization and historical rival of the family of Rafiq Hariri in Saïda as well as his sister, Bahia Hariri.
A member of the Saïda municipal council in 1998, he became a deputy at the Sunni headquarters of Saïda in the summer of 2002, following the death of his brother Moustapha, who was a deputy at the time. He was elected automatically for lack of competitors.
In 2004, he allied himself with the former Hariri partner, Abderrahman Bizri, and their list won the municipal elections in Saida, which was a serious setback for Rafiq Hariri for losing control over the elections of his hometown.
Osama Saad was re-elected as a deputy in the 2005 elections.
Pro-Syrian affirmed, supporter of Hezbollah and of General Michel Aoun, and supporter of the Palestinian arms Lebanon, he is also a member of the National Rally, led by Omar Karamé, the former Prime Minister, and of the Bloc of the Resistance and Development.
He made his return to the Lebanese parliament as a deputy for Saïda following his victory in the 2018 elections.
# Pacific American School

Pacific American School (PAS; Chinese: 亞太美國學校; pinyin: Yǎtài Měiguó Xuéxiào) is a private international school with an American-based curriculum located in Zhubei, Hsinchu County, Taiwan. It was founded in 2007, and is recognized by The Western Association of Schools and Colleges. The school follows an American curriculum with instruction in English for students from grades K to 12.
Most graduates of PAS go on to attend colleges and universities in United States, although some choose to attend schools in other countries. According to Taiwanese law, students should hold non-Taiwanese passports in order to be admitted into American schools, though Pacific American School can allow exceptions.

## Campus

PAS has a three-story campus in Zhubei with a wifi network that covers the school's internal sections. Indoor amenities include three scientific laboratories, computer lab, library, dance studio, auditorium, two art rooms, music room, clinic, cafeteria, and different classrooms.
The school provides dormitory accommodations for students, and any student may chose to reside in the hostel during the academic day. The school building is intended to be environmentally friendly. There are no lockers available.

## Student life
### College admissions

PAS graduates attend US universities. The administration of Pacific American School prohibits its students to hire private college counselors or attend SAT cram classes. However, many students still sought outside help in order to get acceptances from top colleges.

### Clubs

Pacific American Schools offers club activities for elementary and middle school students. High school students may to organize their own clubs according to their interests and needs until school year 2021-2022. Club activities have converted to the school-wide Sustainabability Club driven by the Green initiative at PAS. Some of the current/previous high school clubs include:
* Chess
* Musical production
* Stage arts
* Rock band
* Basketball
* AUDS
* Photography
* Yearbook
* Typhoon Claw VEX Robotic

### Model United Nations

PAS offers a Model United Nations program for high school students and middle school students. Ranging from local to international conferences, students participate as delegates, ambassadors, judges, and chairpersons in conferences such as but not limited to:
* The Hague International Model United Nations (THIMUN)
* THIMUN Singapore
* Pacific American School Model United Nations (PASMUN)
* Hsinchu Model United Nations (HSINMUN)
* Southern Taiwan Model United Nations (STMUN)
* Taiwan Model United Nations (TAIMUN)

### Student government

PAS has a student government, named STUCO, where elections are held every year. Voting results are based on 50% interview and 50% direct electoral vote.

### Sports teams

* Track & Field Team
* Soccer Team
* Badminton Team
* Boys' Basketball Team
* Girls' Basketball Team
* Swimming Team
* Co-ed Cheerleading Squad
* Table Tennis Team
# Ebadur Rahman

Ebadur Rahman is a Bengali novelist and award-winning filmmaker.

## Biography

Ebadur Rahman curated Bangladeshi artists including Ronni Ahmmed at the 14th and 15th edition of the Open International Exhibition of Sculpture and Installations in Venice, Lido and in the San Servolo Island.
Ebadur Rahman's directorial debut Atrocity Exhibition premiered in the Short Film Corner of the Festival de Cannes, 2013.

## Alpha

Ebadur Rahman co-wrote the screenplay for the feature-length film Alpha, which Bangladesh has selected as its submission for the international feature film category at the 2020 Oscars.

## Atrocity Exhibition

Ebadur Rahman's directorial debut Atrocity Exhibition premiered in the Short Film Corner of the Festival de Cannes, 2013.

## Guerilla

The film Guerrilla received ten Jatio Chalachitra Purushkar or National Awards, two of which were for the screenplay and dialog written by Rahman and his co-writer Nasiruddin Yusuf. Because of a disagreement with the director Rahman left Guerrilla during the production.

## Meherjaan

Rahman wrote the initial screenplay for the feature-length film, Meherjaan, but he left the project because of creative differences.
# Petro Pereverza

Petro Pereverza (Ukrainian: Петро Іванович Переверза; born 10 July 1994 in Bahate, Izmail Raion, Odesa Oblast, Ukraine) is a professional Ukrainian football striker.

## Career

Pereverza is a product of the youth team systems of UFK Kharkiv. He played in the amateur level until February 2014, when he signed a contract with FC Chornomorets. He made his debut for FC Chornomorets in a game against FC Metalurh Donetsk on 25 April 2015 in the Ukrainian Premier League.
# Sarma cave

Sarma Cave (Georgian: სარმის მღვიმე), located in the Gagra District of Abkhazia, a breakaway region of Georgia, is the third-deepest recorded cave in the world. Its depth (1830 m) was measured in 2012 by a team led by Pavel Rudko.
The cave was discovered in 1990 by caver Sergey Shipitsin during a research expedition of the Arabika caving club from Irkutsk, led by Alexander Osintsev.

## Fauna

Two species of stygobiont amphipods have been found: Zenkevitchia sandroruffoi, living at depths of no more than -350 m and found in other caves of eastern Arabika Massif, in Troika Cave (at -30 m) and in Eagle's Nest Cave (-75 m); and Adaugammarus pilosus, inhabiting aquatic biotopes in the deep part of the cave (elevations -1270 m and -1700 m).
# Saqqavaz

Saqqavaz (Persian: سقاواز) is a village in Sanjabad-e Shomali Rural District of the Central District in Kowsar County, Ardabil province, Iran.

## Demographics
### Population

At the time of the 2006 National Census, the village's population was 462 in 73 households. The following census in 2011 counted 343 people in 69 households. The 2016 census measured the population of the village as 318 people in 83 households.
# Gromoll–Meyer sphere

In mathematics, especially differential topology, the Gromoll–Meyer sphere is a special seven-dimensional exotic sphere with several unique properties. It is named after Detlef Gromoll and Wolfgang Meyer, who first described it in detail in 1974, although it was already found by John Milnor in 1956.

## Definition
### Brieskorn sphere

In $\mathbb {C} ^{5}$ consider the complex variety:
    $a^{2}+b^{2}+c^{2}+d^{3}+e^{5}=0.$
A description of the Gromoll–Meyer sphere is the intersection of the above variety with a small sphere around the origin.

### Lie group biquotient

The first symplectic group $\operatorname {Sp} (1)$ (isomorphic to $\operatorname {SU} (2)$) acts on the second symplectic group $\operatorname {Sp} (2)$ (isomorphic to $\operatorname {Spin} (5)$) with the embedding $\operatorname {Sp} (1)\hookrightarrow \operatorname {Sp} (2),q\mapsto \operatorname {diag} (q,q)$ and multiplication from the left as well as the embedding $\operatorname {Sp} (1)\hookrightarrow \operatorname {Sp} (2),q\mapsto \operatorname {diag} (q,1)$ and multiplication from the right. A description of the Gromoll–Meyer sphere is the biquotient space:
    $\operatorname {Sp} (1)\backslash \operatorname {Sp} (2)/\operatorname {Sp} (1).$

## Properties

* It is the only seven-dimensional exotic sphere, which can be expressed as a biquotient of a compact Lie group.
* It can be expressed as a $S^{3}$-fiber bundle over $S^{4}$ and hence is a Milnor sphere. Such bundles also include the quaternionic Hopf fibration, whose total space is the ordinary $S^{7}$.
* It generates the seventh Kervaire–Milnor group $\Theta _{7}\cong \mathbb {Z} _{28}$.

## Literature

* Gromoll, Detlef; Meyer, Wolfgang (1974). "An Exotic Sphere With Nonnegative Sectional Curvature". Annals of Mathematics. Second Series. 100 (2): 401–406. JSTOR 1971078.
* Kapovitch, Vitali; Ziller, Wolfgang (2002-10-16). "Biquotients with singly generated rational cohomology". arXiv:math/0210231.
* Eschenburg, Jost-Hinrich; Kerin, Martin (2007-11-19). "Almost positive curvature on the Gromoll-Meyer sphere". arXiv:0711.2987.
* Sperança, Llohann D. (2010-10-28). "Pulling back the Gromoll-Meyer construction and models of exotic spheres". arXiv:1010.6039.
* Berman, David S.; Cederwall, Martin; Gherardini, Tancredi Schettini (2024-10-02). "Curvature of an exotic 7-sphere". arXiv:2410.01909.
# Scheinerman's conjecture

In mathematics, Scheinerman's conjecture, now a theorem, states that every planar graph is the intersection graph of a set of line segments in the plane. This conjecture was formulated by E. R. Scheinerman in his Ph.D. thesis (1984), following earlier results that every planar graph could be represented as the intersection graph of a set of simple curves in the plane (Ehrlich, Even & Tarjan 1976). It was proven by Jeremie Chalopin and Daniel Gonçalves (2009).
For instance, the graph G shown in figure 1 may be represented as the intersection graph of the set of segments shown in figure 2. Here, vertices of G are represented by straight line segments and edges of G are represented by intersection points.
* Figure 1
* Figure 2
Scheinerman also conjectured that segments with only three directions would be sufficient to represent 3-colorable graphs, and West (1991) conjectured that analogously every planar graph could be represented using four directions. If a graph is represented with segments having only k directions and no two segments belong to the same line, then the graph can be colored using k colors, one color for each direction. Therefore, if every planar graph can be represented in this way with only four directions, then the four color theorem follows. Gonçalves (2020) proved that some planar graphs cannot be represented in that way.
Hartman, Newman & Ziv (1991) and de Fraysseix, Ossona de Mendez & Pach (1991) proved that every bipartite planar graph can be represented as an intersection graph of horizontal and vertical line segments; for this result see also Czyzowicz, Kranakis & Urrutia (1998). De Castro et al. (2002) proved that every triangle-free planar graph can be represented as an intersection graph of line segments having only three directions; this result implies Grötzsch's theorem (Grötzsch 1959) that triangle-free planar graphs can be colored with three colors. de Fraysseix & Ossona de Mendez (2005) proved that if a planar graph G can be 4-colored in such a way that no separating cycle uses all four colors, then G has a representation as an intersection graph of segments.
Chalopin, Gonçalves & Ochem (2007) proved that planar graphs are in 1-STRING, the class of intersection graphs of simple curves in the plane that intersect each other in at most one crossing point per pair. This class is intermediate between the intersection graphs of segments appearing in Scheinerman's conjecture and the intersection graphs of unrestricted simple curves from the result of Ehrlich et al. It can also be viewed as a generalization of the circle packing theorem, which shows the same result when curves are allowed to intersect in a tangent. The proof of the conjecture by Chalopin & Gonçalves (2009) was based on an improvement of this result.
# List of educational institutions in Gorakhpur

This is a list of educational institutions in Gorakhpur, Uttar Pradesh, India

## Schools

* G. N. National Public School, Gorakhnath, Gorakhpur
* Air Force School, Gorakhpur
* St. Joseph's School, Gorakhnath, Gorakhpur
* Springer Public School, Industrial Area, Bargadwa, Gorakhpur
* Central Academy Senior Secondary School, Gorakhpur
* Central Hindu School, Jharkhandi
* Hallmark World School, Medical College road, Gorakhpur
* Mahatma Gandhi Inter College, Bank Road, Gorakhpur
* Jawahar Navodaya Vidyalaya, Jungle Agahi Pipiganj
* Jublee Inter College, Bakshipur, Gorakhpur
* D. B. Inter College
* Army public school, Gorakhpur
* Delhi public school, Maniram, Gorakhpur
* GD Goyanka public school,Gorakhpur
* Sainik School(upcoming),Gorakhpur
* Little Flower School, Gita Vatika
* Little Flower School, Chargawan
* Balaji Academy, Gorakhpur

## Colleges

* Baba Raghav Das Medical College
* GOVERNMENT PHARMACY COLLEGE
* Veer Bahadur Singh Sports College, Gorakhpur
* Saheed Raja Hari Prasad Mall Rajkiya Homoeopathic Medical College & Hospital, Barhalganj, Gorakhpur
* State Institute of Hotel Management (Upcoming)
* Mahamaya Polytechnic of Information Technology, Hariharpur, Gorakhpur.

## List of Institutes affiliated with Dr. A.P.J. Abdul Kalam Technical University, Lucknow, Uttar Pradesh running in Gorakhpur city

| S.No | Institute Code | Name of College |
| 1 | 120 | Institute of Technology & Management |
| 2 | 408 | Chandra Mauli Institute of Management Sciences & Technology |
| 3 | 490 | Suyash Institute of Information Technology |
| 4 | 516 | Kailash Institute of Pharmacy & Management |
| 5 | 517 | KIPM College of Management |
| 6 | 525 | Buddha Institute of Technology |
| 7 | 571 | Dr. B.R. Ambedkar Pooja College of Pharmacy |
| 8 | 751 | KIPM College of Engineering & Technology |
| 9 | 766 | Purvanchal Institute of Architecture & Design |
| 10 | 882 | Tahira Institute of Medical Sciences |
| 11 | 907 | SUYASH INSTITUTE OF PHARMACY |
| 12 | 932 | BUDDHA INSTITUTE OF PHARMACY |
| 13 | 1071 | SARDAR PATEL COLLEGE OF PHARMACY |

## Universities

* All India Institute of Medical Sciences, Gorakhpur
* Deen Dayal Upadhyay Gorakhpur University
* Madan Mohan Malaviya University of Technology
* Mahayogi Gorakhnath University
* Maha Yogi Guru Gorakhnath Ayush University
* National Institute of Electronics & Information Technology , (NIELIT Gorakhpur)(Deemed university)

## Other Institutes

* The Brokencap
* Veterinary Science Medical College, Gorakhpur(upcoming)
# Nottage Halt railway station

Nottage Halt railway station was a small halt on the Porthcawl branch line, serving the village of Nottage, near Porthcawl, in Bridgend County Borough, South Wales.

## History

It first opened around 1900 as an unadvertised halt named Porthcawl Golfers Platform (or "Golf Platform"). In 1924, it was made a public halt called Nottage Halt. It had a single platform constructed in brick. Unlike many unstaffed halts in South Wales, the shelter at Nottage was a comparatively smart and substantial structure, with a tiled roof and brick chimney. The station was popular throughout its existence and was often referred to as "Golf Station", as the Royal Porthcawl Golf Club is nearby.
Nottage Halt closed to passengers in 1963, along with the whole of the Porthcawl branch. The closure came despite the fact that passenger receipts remained profitable. The line through the station closed in 1965.
| Preceding station | Disused railways | Following station |
| Pyle Line and station open | Great Western Railway Porthcawl branch | Porthcawl Line and station closed |

## The site today

The remains of the halt are still visible. The trackbed is now little more than a rough pathway.