hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
All Indian Cine Workers Association
All Indian Cine Workers Association (AICWA) is a non-profit organization registered at Mumbai. Founded by Suresh Shyamlal Gupta. AICWA works for security and safety of cine workers and artists of Indian film industry. It was formed for the betterment of workers and artists in the Indian film industry & giving them a platform for resolution of their grievances. It is affiliated with Government of Maharashtra.

Film industry
The film industry or motion picture industry comprises the technological and commercial institutions of filmmaking, i.e., film production companies, film studios, cinematography, animation, film production, screenwriting, pre-production, post-production, film festivals, distribution, and actors. Though the expense involved in making film almost immediately led film production to concentrate under the auspices of standing production companies, advances in affordable filmmaking equipment, as well as an expansion of opportunities to acquire investment capital from outside the film industry itself, have allowed independent film production to evolve.

In 2019, the global box office was worth $42.2 billion. When including box office and home entertainment revenue, the global film industry was worth $136 billion in 2018. Hollywood is the world's oldest national film industry, and largest in terms of box-office gross revenue.
Yu-Gi-Oh! Go Rush!! season 1
Yu-Gi-Oh! Go Rush!! is the seventh spin-off anime series in the Yu-Gi-Oh! franchise and the eleventh anime series overall. It is produced by Bridge and broadcast on TV Tokyo. The series is directed by Nobuhiro Kondo. Toshimitsu Takeuchi is in charge of series' scripts, and Kazuko Tadano and Hiromi Matsushita are designing the characters. This season follows Yudias, Yuhi and Yuamu as they face off against Zuwijo Zwil Velgear, Yudias' commander, who is seeking to use Rush Duels to forcibly end the war in their homeworld.

An edited English-language dub premiered in the United States on Disney XD on January 11, 2025.

This season uses two theme songs. From episodes 1 to 51, the opening theme is "Shinkirō" (蜃気楼) (Mirage) by Frederic while the ending theme is "One Way" by Yūsuke Saeki.

Kazuko Tadano
Kazuko Tadano (Japanese: 只野 和子, Hepburn: Tadano Kazuko; born March 14, 1959) is a Japanese animator, character designer, illustrator and animation director. She's mostly known for her character design work for the first two seasons of the 1990s Sailor Moon anime series.
Régua Dam
Régua Dam (Portuguese: Barragem da Régua) is a concrete gravity dam on the Douro, where the river forms the border line between the districts of Vila Real and Viseu. It is located in the municipality Peso da Régua, in Vila Real District, Portugal.

Construction of the dam began in 1965. The dam was completed in 1973. It is owned by Companhia Portuguesa de Produção de Electricidade (CPPE).

Vila Real District
The District of Vila Real (Portuguese: Distrito de Vila Real [ˈvilɐ ʁiˈal] ⓘ) is a district of northern Portugal.  With an area of 4,239 km2 (1,637 sq mi), the district is located east of the port city of Porto and north of the Douro River.  Vila Real has always belonged to the historical province of Trás-os-Montes.  It is bordered by Spain (Galicia) in the north and east, Braga District and Porto District in the west, Viseu District in the south and Bragança District in the east.

Approximate population in the 2001 census was 230,000.  The population has shown negative rates in recent years due to emigration and aging.  Many of the villages have lost population and have become deserted, while the namesake district capital has gained in population.
Abramo Canka
Abramo Canka (born Abramo Penè; 18 March 2002) is an Italian basketball player for Virtus Bologna of the Lega Basket Serie A (LBA) and the EuroLeague. He played three seasons of college basketball between 2022 and 2025, the first with the UCLA Bruins, the second with the Wake Forest Demon Deacons, and the third with the Stetson Hatters.

Stella Azzurra Roma
Associazione Sportiva Stella Azzurra Roma is an Italian amateur basketball club based in Rome. It plays in the third division Serie B as of the 2015–16 season. The club is mainly known for its excellent youth teams, which participate in European competitions such as the Next Generation Tournament.
Robin Fraser-Paye
Robin Fraser-Paye is a British costume designer, noted for his designs of historical garb in television, films and plays from the late 1960s to 2010s.

Fraser-Paye is probably best known for his designs for the Sharpe series in the 1990s.

Much of Fraser-Paye's period costume work for British TV was distributed in American through 'Masterpiece Theatre'. In 1983, The Good Soldier was screened on WNET and the New York Times praised the programme's "gorgeous" costumes, concluding that "this Granada Television production is indeed very special".

Fraser-Paye was nominated for an Emmy award for The Woman He Loved (1988).

The Good Soldier (1981 film)
The Good Soldier is a 1981 British television drama film directed by Kevin Billington, starring Robin Ellis, Vickery Turner, Jeremy Brett and Susan Fleetwood. It tells the story of two couples that fall apart due to lies and infidelity. The film is based on the 1915 novel of the same name by Ford Madox Ford. It was produced by Granada Television.
Uvariopsis dicaprio
Uvariopsis dicaprio is a species of tropical evergreen tree in the genus Uvariopsis. It is endemic to the Ebo Forest, in the Littoral Region of Cameroon.: 10  It was the first new plant species described in 2022, and was named after American actor Leonardo DiCaprio by botanists Martin Cheek and George Gosline, from the Royal Botanic Gardens, Kew.: 12  U. dicaprio is classified as Critically Endangered in the IUCN Red List.

Martin Cheek
Martin Roy Cheek (born 1960) is a botanist and taxonomist at the Royal Botanic Gardens, Kew.

Cheek attended the University of Reading, graduating with a B.Sc. in 1981 and a M.Sc. in 1983. He earned his DPhil at the University of Oxford in 1989.
Mississippi Highway 305
Mississippi Highway 305 (MS 305) is a north–south highway in Lafayette, DeSoto, and Tate counties. An unsigned segment runs from the north shore of Sardis Lake in Teckville to MS 310. The main segment runs from MS 4, just east of the community of Looxahoma, north through eastern DeSoto and Tate counties to its northern terminus at the Mississippi/Tennessee state line.

Sardis Lake (Mississippi)
Sardis Lake is a 98,520-acre (398.7 km2) reservoir on the Tallahatchie River in Lafayette, Panola, and Marshall counties, Mississippi. Sardis Lake is impounded by Sardis Dam, located nine miles (14 km) southeast of the town of Sardis. It is approximately an hour drive from Memphis, Tennessee. The dam is 15,300 feet (4,700 m) long, has an average height of 97 feet (30 m), and a maximum height of 117 feet (36 m).
2026 Jalna Municipal Corporation election
The 2026 Jalna Municipal Corporation election took place on 15 January 2026 to elect members to the Jalna Municipal Corporation of Jalna City, the second largest city in Marathwada. Voting lasted one day and the results were declared on 16th January. The Bharatiya Janata Party handily won the majority securing 41 of the 64 seats.

Jalna, Maharashtra
Jalna pronunciationⓘ is a city in Jalna district, in the Aurangabad Division, or Marathwada region, of the Indian state of Maharashtra. It was part of Hyderabad State as a tehsil of Aurangabad district, before Jalna district was formed effective 1 May 1981. Jalna became Maharashtra's 29th Municipal Corporation.
Mr. Hercules Against Karate
Mr. Hercules Against Karate/Ming, ragazzi! is a 1973 Italian comedy Kung fu film directed by Antonio Margheriti that was filmed in Hong Kong, Singapore, Sydney and Bangkok. Produced by Carlo Ponti, the film features Bud Spencer and Terence Hill impersonators Alberto Terracina and Fernando Bilbao in a satire of the Kung-fu craze.

Antonio Margheriti
Antonio Margheriti (19 September 1930 – 4 November 2002), also known under the pseudonyms Anthony M. Dawson and Antony Daisies ("daisies" is "margherite" in Italian), was an Italian filmmaker. Margheriti worked in many different genres in the Italian film industry, and was known for his sometimes derivative but often stylish and entertaining science fiction, sword and sandal, horror/giallo, Eurospy, Spaghetti Western, Vietnam War and action movies that were released to a wide international audience. He died in 2002.
Area code 276
Area code 276 is a telephone area code in the North American Numbering Plan (NANP) for the western part of the U.S. state of Virginia. It was established by a split of area code 540 on September 1, 2001.

Prior to October 2021, area code 276 had telephone numbers assigned for the central office code 988. In 2020, 988 was designated nationwide as a dialing code for the National Suicide Prevention Lifeline, which created a conflict for exchanges that permit seven-digit dialing. This area code was therefore scheduled to transition to ten-digit dialing by October 24, 2021.

Suicide and Crisis Lifeline
988 (Suicide and Crisis Lifeline in the United States, or Suicide Crisis Helpline in Canada, and formerly known as the National Suicide Prevention Lifeline), sometimes written 9-8-8, is a suicide prevention and crisis help line to a network of a large number of crisis centers in the United States and Canada that provide 24/7 service to trained crisis counselors, via a toll-free hotline and with the three-digit short code telephone number 9-8-8.

In the United States, the 988 short code was implemented in July 2022 as an addition to its predecessor, a 1-800 number that existed since 2005.  Calls to the hotline are routed to the nearest crisis center that provides immediate counseling and a referral to a local mental health service. The service supports people who call for their own crisis or for someone they care about.

A similar operation in Canada was launched on November 30, 2023.
Oosporein
Oosporein is a toxic, bronze colored dibenzoquinone with the molecular formula C14H10O8. Oosporein was first extracted from various molds and has antibiotic, antiviral, cytotoxic, antifungal, and Insecticide properties.

Benzoquinone
Benzoquinone (C6H4O2) is a quinone with a single benzene ring. There are 2 (out of 3 hypothetical) benzoquinones:

1,4-Benzoquinone, the more common isomer, right image (also para-benzoquinone, p-benzoquinone, para-quinone, or just quinone)

1,2-Benzoquinone, the less-common isomer, left image (also ortho-benzoquinone, o-benzoquinone, ortho-quinone)

1,3-benzoquinone itself does not exist though derivatives are known and have various potential applications.
Pellaea paradoxa
Pellaea paradoxa is a small hardy fern found north of Sydney in eastern Australia and Lord Howe Island. Often growing in or near rainforests in rocky crevices. But it may occasionally be seen in drier areas. Fronds are usually curved, 4 to 9 cm long, and 1 to 4 cm wide. Leathery to touch and a dull green. Juvenile fronds may be heart shaped. The stalks are around 1 to 5 mm long. Sori appear in a band, usually 2 to 3 mm wide, at the edge of the underside of the fronds.

This plant first appeared in the scientific literature in 1810 as Adiantum paradoxum, in the Prodromus Florae Novae Hollandiae, authored by the prolific Scottish botanist, Robert Brown.  The genus Pellaea was placed in the subfamily Cheilanthoideae of Pteridaceae by Christenhusz et al., 2011.

Cheilanthoideae
Cheilanthoideae is one of the five subfamilies of the fern family Pteridaceae. The subfamily is understood to be monophyletic, but some of the genera as currently defined are not. Most species are xeric-adapted, and the subfamily is most diverse in dry areas.
Rukla (village)
Rukla  is a village in Jonava district municipality, in Kaunas County, in central Lithuania. According to the 2011 census, the village had a population of 118 people. It is located on a bank of Neris, near town Rukla. Connected to road KK143 (Jonava - Elektrėnai).

Rukla
Rukla   is a small town in Kaunas County in central Lithuania. In 2011 it had a population of 2,098. Administrative centre of Rukla Eldership.

The national Refugee Reception Centre hosts all refugees coming to the country.
Kannagi (1942 film)
Kannagi is a 1942 Indian Tamil-language epic film directed by R.S Mani based on one of The Five Great Epics of Tamil Literature, Cilappatikaram. This is the first Tamil film based on the epic. The second film, Poompuhar, was released later in 1964.

Madhavi (Silappatikaram)
Madhavi is a central character in the Silapathikaram, one of the epics in Tamil literature. Silapathikaram is the first Kappiyam (epic) among the five in Tamil literature. Madhavi was born in a lineage of courtesans, and was an accomplished classical bharatha natya dancer.
Madhavi is one of the three main characters in Silappatikaram, along with Kannagi and Kovalan.
April Fairfield
April Fairfield is an American politician from the state of North Dakota. She is a member of the Democratic Party.

Fairfield served in the North Dakota House of Representatives from 1996 to 2002, and the North Dakota State Senate from 2002 to 2006. She currently works as the executive director of the Head Injury Association of North Dakota, a nonprofit group.

Fairfield ran for Secretary of State of North Dakota in the 2014 election.

Fairfield and her husband, Steve DeLap, have a daughter, Kennedy, who was born in March 2001.

North Dakota Secretary of State
The North Dakota secretary of state is an elected office in the U.S. state of North Dakota. The incumbent as of 2023 was Michael Howe. Duties of the secretary of state include being the custodian of the state's Great Seal and other official state documents, recording the official acts of the governor, distributing copies of legislative resolutions, and recording original bills and resolutions from each biennial Legislative Assembly. Other duties of the office include those pertaining to statewide elections, licensing within the state, and recording trademarks. The secretary of state is second (behind the lieutenant governor) in the line of succession to the office of Governor of North Dakota.
1999 WNBA Championship
The 1999 WNBA Championship was the championship series of the 1999 WNBA season, and the conclusion of the season's playoffs. The Houston Comets, top-seeded champions of the Western Conference, defeated the New York Liberty, top-seeded champions of the Eastern Conference, two games to one in a best-of-three series. This was Houston's third title.

The Comets made their third appearance in the Finals in franchise history. The Liberty made their second Finals appearance.

Going into the series, no other team except the Houston Comets had ever won a WNBA championship (1997 and 1998).

The Comets had a 26–6 record (.813), good enough to receive home-court advantage over the Liberty (18–14).

1999 WNBA season
The 1999 WNBA season was the Women's National Basketball Association's third season. The 1999 season saw two expansion teams join the league, the Minnesota Lynx and Orlando Miracle. The 1999 WNBA expansion draft took place on April 6, 1999. The schedule was increased from 30 to 32 games per team. The season ended with the Houston Comets winning their third WNBA championship.
Émile Puech
Émile Puech (born 9 May 1941, at Cazelles de Sébrazac, Estaing, Aveyron, France) is a French Catholic priest, epigrapher and editor in chief of Manuscrits de la mer Morte. He is a government employed director of research at Paris' Centre national de la recherche scientifique. He has amended suggested readings and translations of some of the Dead Sea Scrolls, for example 4Q521. He is a member of the editorial board of the scholarly journal Antiguo Oriente and a frequent contributor of the academic journal Revue Biblique.

Revue Biblique
Revue Biblique is an academic journal published by the École Biblique, an institute of a French community of Dominicans based in Jerusalem. The journal was established in 1892 by Pierre Batiffol and Marie-Joseph Lagrange.
D.O.M. (restaurant)
D.O.M. (Latin abbreviation of Deo optimo maximo) is a Brazilian cuisine restaurant in São Paulo run by Brazilian chef Alex Atala. Known for the use of native Brazilian ingredients, D.O.M. has been considered the best restaurant in South America since 2006 by Restaurant magazine, and since 2006 included in the S.Pellegrino World's 50 Best Restaurants list. In May 2012 the restaurant reached 4th place in the prestigious list. In 2014 Atala and D.O.M. won the Chefs Choice award. It was featured in volume two of Chef's Table.

Atala researches the ingredients used in his restaurant and supervises production in various parts of Brazil. Some of these ingredients include tucupi juice, pirarucu and piraíba fishes, jambu and the tapioca from manioc flour.

Chef's Table
Chef's Table is an American documentary series created by David Gelb, which premiered on video streaming service Netflix on April 26, 2015. The series shows the lives and kitchens of acclaimed and successful international chefs, with each episode focusing on a single chef. The series has been nominated for and awarded awards, including eight Emmy nominations. Season 7 was released on November 27, 2024 and a fifth spin-off entitled "Legends" was released on April 28, 2025, coinciding with the 10th anniversary of the show.
Syntactic movement
Syntactic movement is the means by which some theories of syntax address discontinuities. Movement was first postulated by structuralist linguists who expressed it in terms of discontinuous constituents or  displacement. Some constituents appear to have been displaced from the position in which they receive important features of interpretation. The concept of movement is controversial and is associated with so-called transformational or derivational theories of syntax (such as transformational grammar, government and binding theory, minimalist program). Representational theories (such as head-driven phrase structure grammar, lexical functional grammar, construction grammar, and most dependency grammars), in contrast, reject the notion of movement and often instead address discontinuities with other mechanisms including graph reentrancies, feature passing, and type shifters.

Lexical functional grammar
Lexical functional grammar (LFG) is a constraint-based grammar framework in theoretical linguistics. It posits several parallel levels of syntactic structure, including a phrase structure grammar representation of word order and constituency, and a representation of grammatical functions such as subject and object, similar to dependency grammar. The development of the theory was initiated by Joan Bresnan and Ronald Kaplan in the 1970s, in reaction to the theory of transformational grammar which was current in the late 1970s. It mainly focuses on syntax, including its relation with morphology and semantics. There has been little LFG work on phonology (although ideas from optimality theory have recently been popular in LFG research). Some recent work combines LFG with  Distributed Morphology in Lexical-Realizational Functional Grammar.
The Book of Healing
The Book of Healing (Arabic: کتاب الشفاء, romanized: Kitāb al-Shifāʾ; Latin: Sufficientia; also known as The Cure or Assepha)is a scientific and philosophical encyclopedia written by Abu Ali ibn Sīna (also known as Avicenna). He most likely began to compose the book in 1014, completed it around 1020, and published it in 1027.

This work is Ibn Sina's major work on science and philosophy, and is intended to "cure" or "heal" ignorance of the soul. Thus, despite its title, it is not concerned with medicine, in contrast to Avicenna's earlier The Canon of Medicine (5 vols.) which is, in fact, medical.

The book is divided into four parts: logic, natural sciences, mathematics (a quadrivium of arithmetic, geometry, astronomy), and metaphysics. It was influenced by ancient Greek philosophers such as Aristotle; Hellenistic thinkers such as Ptolemy; and earlier Persian/Muslim scientists and philosophers, such as Al-Kindi (Alkindus), Al-Farabi (Alfarabi), and Al-Bīrūnī.

Essence
Essence (Latin: essentia) has various meanings and uses for different thinkers and in different contexts. It is used in philosophy and theology as a designation for the property or set of properties or attributes that make an entity the entity it is or, expressed negatively, without which it would lose its identity. Essence is contrasted with accident, which is a property or attribute the entity has accidentally or contingently, but upon which its identity does not depend.
18th South African Parliament
The 18th South African Parliament was the eighteenth Parliament of South Africa to convene since the unification of South Africa in 1910 and the sixth to convene since the adoption of the republican constitution in 1961. It was elected in the 1981 South African general election and consisted of the unicameral House of Assembly. The House of Assembly contained 165 members.

Three parties were represented in this parliament: the National Party (NP), the Progressive Federal Party (PFP), and the New Republic Party (NRP). The National Party retained a diminished majority: it won 131 of the 165 seats, a decrease from the 134 seats it held in the 17th Parliament.

House of Assembly (South Africa)
The House of Assembly (known in Afrikaans as the Volksraad, or "People's Council") was the lower house of the Parliament of South Africa from 1910 to 1981, the sole parliamentary chamber between 1981 and 1984, and latterly the white representative house of the Tricameral Parliament from 1984 to 1994, when it was replaced by the current National Assembly. Throughout its history, it was composed exclusively of white members who were elected to office predominantly by white citizens, though until 1960 and 1970, respectively, some Black Africans and Coloureds in the Cape Province voted under a restricted form of suffrage.

The old House of Assembly chamber was severely damaged in a fire in January 2022.
Boundary conditions in computational fluid dynamics
Almost every computational fluid dynamics problem is defined under the limits of initial and boundary conditions. When constructing a staggered grid, it is common to implement boundary conditions by adding an extra node across the physical boundary. The nodes just outside the inlet of the system are used to assign the inlet conditions and the physical boundaries can coincide with the scalar control volume boundaries. This makes it possible to introduce the boundary conditions and achieve discrete equations for nodes near the boundaries with small modifications.

The most common boundary conditions used in computational fluid dynamics are

Intake conditions

Symmetry conditions

Physical boundary conditions

Cyclic conditions

Pressure conditions

Exit conditions

Scalar control
Scalar control of an AC electrical motor is a way to achieve the variable speed operation by manipulating the supply voltage or current ("magnitude") and the supply frequency while ignoring the magnetic field orientation inside the motor. Scalar control is based on  equations valid for a steady-state operation and is frequently open-loop (no sensing except for the current limiter). The scalar control has been to a large degree replaced in high-performance motors by vector control that enables better handling of the transient processes. Low cost and simplicity keeps the scalar control in the majority of low-performance motors, despite inferiority of its dynamic performance; vector control is expected to become universal in the future.