hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Prom-asaurus
"Prom-asaurus" is the nineteenth episode of the third season of the American musical television series Glee, and the sixty-third overall. Written by Ryan Murphy and directed by Eric Stoltz, the episode aired on Fox in the United States on May 8, 2012, and features McKinley High's senior prom.

Prom-asaurus attracted 6.67 million American viewers during its initial airing and received a 2.7/8 Nielsen rating/share in the 18–49 demographic, up significantly from the 2.5/8 rating/share and 6.01 million viewers of the previous episode, "Choke", which was broadcast on May 1, 2012.

Choke (Glee)
"Choke" is the eighteenth episode of the third season of the American musical television series Glee, and the sixty-second overall. Written by Marti Noxon and directed by Michael Uppendahl, the episode aired on Fox in the United States on May 1, 2012, and features the first appearance of special guest star Whoopi Goldberg as Carmen Tibideaux, Dean of the New York Academy of Dramatic Arts (NYADA), and the introduction of Puck's father (Thomas Calabro).

Upon its initial airing, Choke attracted 6.01 million American viewers and received a 2.5/8 Nielsen rating/share in the 18–49 demographic, down significantly from the 2.7/8 rating/share and 6.90 million viewers of the previous episode, "Dance with Somebody", which was broadcast a week before.
Kanō Naonobu
Kanō Naonobu (狩野 尚信, 25 November 1607 – 7 May 1650) was a Japanese painter of the Kanō school of painting during the early Edo period.  He was the younger brother of Kanō Tan'yū, with whom he completed a number of prominent commissions for the Tokugawa shogunate.  His style differed somewhat from Tan'yū's in his bold use of negative space and his mastery of ink wash painting.  Naonobu also used the art name Jitekisai (自適斎).

Kanō Tan'yū
Kanō Tan'yū (狩野 探幽; Japanese pronunciation: [ka.noː (|) ta(ꜜ)ɰ̃.jɯː], 4 March 1602 – 4 November 1674) was a Japanese painter of the Kanō school. One of the foremost Kanō painters of the Tokugawa period, many of the best known Kanō works today are by Tan'yū.
Hepworth, Suffolk
Hepworth is a village and civil parish in the West Suffolk district of Suffolk, England. It is situated on the Suffolk/Norfolk border and nearby settlements include the villages of Stanton, Barningham and Wattisfield. For transport there is the A143 road nearby. Hepworth has a place of worship. The population at the 2021 Census was 570.

Hepworth has two hamlets to the North and South of the village visible on Joseph Hodskinson's Map 1783, suitably named North Common, Hepworth and Hepworth Common to the South.

Stanton, Suffolk
Stanton is a village and civil parish in the West Suffolk district of Suffolk in eastern England, about nine miles north-east of Bury St Edmunds, on the A143 road to Diss.  Close to the village lies the former WW II airfield RAF Shepherds Grove, where American forces were based. One of the main landmarks in the village is the fine restored windmill at Upthorpe Farm, to the east of the village. The name " Stanton" means 'a homestead on stony ground'.
Rivière aux Pins (Beaurivage River tributary)
The Rivière aux Pins is a tributary of the Beaurivage River which is a tributary of the west bank of the Chaudière River (slope of the south bank of the Saint Lawrence river). It flows in the municipalities of Saint-Agapit and Saint-Gilles in the Lotbinière Regional County Municipality, in the administrative region of Chaudière-Appalaches, in Quebec, in Canada.

Beaurivage River
The Beaurivage River is a tributary of the Chaudière River which in turn flows into the St. Lawrence River.

The Beaurivage river crosses the Quebec municipalities (in Canada) of:

MRC Robert-Cliche Regional County Municipality: municipality of Saint-Séverin;

MRC La Nouvelle-Beauce Regional County Municipality: municipality of Saint-Elzéar;

MRC of Lotbinière Regional County Municipality: municipalities of Saint-Sylvestre, Saint-Patrice-de-Beaurivage and Saint-Gilles;

Lévis, a city.

The Beaurivage River is a river in Quebec that flows from Thetford Mines and empties in the Chaudière River, near Saint-Romuald, Quebec.  It is a body of water mostly known for its annual canoe race beginning at Saint-Patrice-de-Beaurivage, Quebec and finishing at Saint-Gilles, Quebec.
First Ukrainian International Bank
The First Ukrainian International Bank (FUIB, Ukrainian: ПАТ "Перший Український Міжнародний Банк", romanized: PAT 'Pershyi Ukrainskyi Mizhnarodnyi Bank', PUMB) is one of the leading banks in Ukraine, primarily owned by the oligarch Rinat Akhmetov through SCM Holdings. Established in 1991, the bank is headquartered in Kyiv. In early 2024, it was confirmed by the National Bank of Ukraine as one of the country's systemically important banks.

As of January 1, 2018, FUIB served 1.2 million private clients and more than 40,000 corporate clients.

System Capital Management
System Capital Management (Ukrainian: Систем Кепітал Менеджмент) or SCM is a major Ukrainian financial and industrial holding company established in 2000 in Donetsk, Ukraine. It is currently headquartered in Kyiv.

The company is Ukraine’s largest private-sector employer and taxpayer.

SCM’s portfolio includes more than 250 companies, across over 30 countries, employing approximately 150,000 people.

SCM’s portfolio businesses operate in energy, metals and mining, minerals, logistics, infrastructure, agriculture, telecommunications, real estate, finance and others. SCM develops large scale industrial facilities, with active development projects in a number of countries, including Italy, Poland, Croatia, and Romania.
Separation of variables
In mathematics, separation of variables (also known as the Fourier method) is any of several methods for solving ordinary and partial differential equations, in which algebra allows one to rewrite an equation so that each of two variables occurs on a different side of the equation.

Ordinary differential equation
In mathematics, an ordinary differential equation (ODE) is a differential equation (DE) dependent on only a single independent variable. As with any other DE, its unknown(s) consists of one (or more) function(s) and involves the derivatives of those functions. The term "ordinary" is used in contrast with partial differential equations (PDEs) which may be with respect to more than one independent variable, and, less commonly, in contrast with stochastic differential equations (SDEs) where the progression is random.
Antricola guglielmonei
Antricola guglielmonei is a species of soft tick in the family Argasidae, indigenous to the Brazilian rainforest. The species has sympatry with Antricola delacruzi, infesting cave-dwelling bats. Like A. delacruzi, it was described from specimens found in guano, but it is not known whether, like the former, the species feeds on guano as nymphs and adults. A subsequent longitudinal study did not encounter the species in guano, but postulated that Brazilian Antricola, including A. delacruzi, A. guglielmonei and A. inexpectata may share similar behaviour.

Antricola delacruzi
Antricola delacruzi is a species of soft ticks in the family Argasidae, indigenous to the Brazilian rain forest. The species exclusively parasites insectivorous cave-dwelling bats of the Pteronotus genus. The species is only haematophagous as larvae, subsisting on bat guano as nymphs and adults. This behaviour is unique among soft ticks - Alectorobius amblus is found on sea bird guano, but all developmental stages are hematophagous.

The exact component of the guano that is consumed remains unclear, but it is rich in protein, iron and chitin, which the species' sialotranscriptome is compatible with. This unique diet exposes the species to viruses shed in the guano, many of which are previously undescribed Nairoviridae.
Mesangiospermae
Mesangiospermae is a clade that contains the majority of flowering plants (angiosperms). Mesangiosperms are therefore known as the core angiosperms, in contrast to the three orders of earlier-diverging species known as the basal angiosperms: Nymphaeales (including water lilies), Austrobaileyales (including star anise), and Amborellales. Mesangiospermae includes about 350,000 species, while there are about  175 extant species of basal angiosperms.

It is a name created under the rules of the PhyloCode system of phylogenetic nomenclature. While such a clade with a similar circumscription exists in the APG III system, it was not given a name.

Amborella
Amborella is a monotypic genus of understory shrubs or small trees endemic to the main island, Grande Terre, of New Caledonia in the southwest Pacific Ocean. The genus is the only member of the family Amborellaceae and the order Amborellales and contains a single species, Amborella trichopoda. Amborella is of great interest to plant systematists because molecular phylogenetic analyses consistently place it as the sister group to all other flowering plants; as a result, it is critical for understanding angiosperm evolution. It is understood to be the most basal extant flowering plant, and is one of several groups treated as "basal angiosperms".
Piloo Mody
Piloo Mody (14 November 1926 – 29 January 1983) was an Indian architect and politician and one of the founding members of the Swatantra Party. Elected to the 4th and 5th Lok Sabhas, he served in the Rajya Sabha from 1978 until his death.

4th Lok Sabha
The 4th Lok Sabha was in session from 4 March 1967 to 27 December 1970. Its members were elected in February and March 1967. 13 sitting members from the Rajya Sabha were elected to the 4th Lok Sabha in the general election.

Indira Gandhi was again the Prime Minister, as in the 3rd Lok Sabha. Her premiership would continue into the following Lok Sabha, the 5th, which was constituted after the 1971 Indian general election.
Mick Hanly
Michael "Mick" Hanly (born 3 July 1949) is an Irish singer and composer from Limerick. In the 1970s, he formed several folk music duos, first with Mícheál Ó Domhnaill, then with Andy Irvine and, more recently, with Dónal Lunny. From 1982 until 1985, he was a member of Moving Hearts. Hanly is known for composing "Past the Point of Rescue", which was first recorded by Mary Black (1988) and also by American artist Hal Ketchum (1991).

Moving Hearts
Moving Hearts is an Irish Celtic rock band formed in 1981. They followed in the footsteps of Horslips in combining Irish traditional music with rock and roll, and also added elements of jazz to their sound.
Westside, Atlanta
Westside in Atlanta may mean:

West Midtown an arts, design, and residential district on the west side of the city, or

the entire west side of Atlanta (southwest Atlanta,  northwest Atlanta)

Historic Westside Village, a mixed-use development in Vine City, northwest Atlanta

"Westside" can also mean the entire west side of Atlanta. The name West Midtown is used by the neighbors' association in Home Park, the largest constituent neighborhood, and by the West Midtown Business Association.

"Westside" referring to West Midtown only, is used by Not for Tourists and Westside Provisions, a privately run commercial district.

However, "Westside" meaning other areas in the west side of Atlanta, or the entire west side (southwest Atlanta,  northwest Atlanta), is used by the BeltLine and by Invest Atlanta, the City of Atlanta Economic Development Authority.

Both "West Midtown" and "Westside" are used by Creative Loafing and Westside Atlanta Guide & Maps.

Neighborhoods in Atlanta
The city of Atlanta, Georgia is made up of 243 neighborhoods officially defined by the city. These neighborhoods are a mix of traditional neighborhoods, subdivisions, or groups of subdivisions. The neighborhoods are grouped by the city planning department into 25 neighborhood planning units (NPUs). These NPUs are "citizen advisory councils that make recommendations to the Mayor and City Council on zoning, land use, and other planning issues". There are a variety of other widely recognized named areas within the city. Some are officially designated, while others are more informal.
Kay Lahusen
Katherine Lahusen (also known as Kay Tobin; January 5, 1930 – May 26, 2021) was an American photographer, writer and gay rights activist. She was the first openly lesbian American photojournalist. Under Lahusen's art direction, photographs of lesbians appeared on the cover of The Ladder for the first time. It was one of many projects she undertook with partner Barbara Gittings, who was then The Ladder's editor. As an activist, Lahusen was involved with the founding of the Gay Activists Alliance (GAA) in 1970 and the removal of homosexuality from the American Psychiatric Association's Diagnostic and Statistical Manual of Mental Disorders (DSM). She contributed writing and photographs to a New York–based Gay Newsweekly and Come Out!, and co-authored two books: The Gay Crusaders in 1972 with Randy Wicker (under her pen name Kay Tobin) and Love and Resistance: Out of the Closet into the Stonewall Era, collecting their photographs with Diana Davies in 2019.

Diana Davies (photographer)
Diana Davies (born 1938) is an American photographer, playwright, painter, graphic artist, illustrator, and musician who was one of the leading photojournalists documenting the feminist and gay liberation movements of the 1960s and '70s.  Her photographs cover the early days of diverse women's and LGBT social movements, as well as the Civil Rights, Peace, and farmworkers' rights movements.
Material derivative
In continuum mechanics, the material derivative describes the time rate of change of some physical quantity (like heat or momentum) of a material element that is subjected to a space-and-time-dependent macroscopic velocity field. The material derivative can serve as a link between Eulerian and Lagrangian descriptions of continuum deformation.

For example, in fluid dynamics, the velocity field is the flow velocity, and the quantity of interest might be the temperature of the fluid. In this case, the material derivative then describes the temperature change of a certain fluid parcel with time, as it flows along its pathline (trajectory).

Flow velocity
In continuum mechanics the flow velocity in fluid dynamics, also macroscopic velocity in statistical mechanics, or drift velocity in electromagnetism, is a vector field used to mathematically describe the motion of a continuum. The length of the flow velocity vector is scalar, the flow speed.
It is also called velocity field; when evaluated along a line, it is called a velocity profile (as in, e.g., law of the wall).
M12 (Durban)
The M12 is a major metropolitan route in the eThekwini Metropolitan Municipality in South Africa, beginning in uMhlanga Rocks and heading southwards through Durban North and Stamford Hill before ending just north of the Durban CBD.

Metropolitan routes in Durban
Ethekwini (Durban metropolitan area), like most South African metropolitan areas, uses metropolitan or "M" routes for important intra-city routes, a layer below national (N) roads and regional (R) roads. Each city's M roads are independently numbered.
Nearly free electron model
In solid-state physics, the nearly free electron model (or NFE model and quasi-free electron model) is a quantum mechanical model of physical properties of electrons that can move almost freely through the crystal lattice of a solid. The model is closely related to the more conceptual empty lattice approximation. The model enables understanding and calculation of the electronic band structures, especially of metals.

This model is an immediate improvement of the free electron model, in which the metal was considered as a non-interacting electron gas and the ions were neglected completely.

Empty lattice approximation
The empty lattice approximation is a theoretical electronic band structure model in which the potential is periodic and weak (close to constant). One may also consider an empty irregular lattice, in which the potential is not even periodic. The empty lattice approximation describes a number of properties of energy dispersion relations of non-interacting free electrons that move through a crystal lattice. The energy of the electrons in the "empty lattice" is the same as the energy of free electrons. The model is useful because it clearly illustrates a number of the sometimes very complex features of energy dispersion relations in solids which are fundamental to all electronic band structures.
Tarbais bean
The Tarbais bean is a local variety of the bean Phaseolus vulgaris from the south-west of France. It is a product of terroir, whose production area lies mainly within the Hautes-Pyrénées, but also in some municipalities of Gers, Haute-Garonne and Pyrénées-Atlantiques. Recognised by the Label Rouge since 1997 and the PGI since 2000, its characteristics are guaranteed by specific scope statements.

Phaseolus vulgaris
Phaseolus vulgaris, the common bean, is a herbaceous annual plant. Its botanical classification, along with other Phaseolus species, is as a member of the legume family, Fabaceae. It forms a green-leaved vine which produces beans inside of pods.

The common bean has a long history of cultivation. All wild members of the species have a climbing habit, but many cultivars are classified either as bush beans or climbing beans, depending on their style of growth. In 2022, 28 million tonnes of dry common beans were produced worldwide, led by India with 23% of the total.

Raw dry beans contain the toxic compound phytohaemagglutinin, which can be deactivated by boiling the beans for 30 minutes. In addition to the beans, the unripe green pods are used for food. The leaf is occasionally used as a vegetable and the straw as fodder.
Chingkhu Akhuba
Wangol Ningthou Chingkhu Naha Akhuba (ꯋꯥꯡꯒꯣꯜ ꯅꯤꯡꯊꯧ ꯆꯤꯡꯈꯨ ꯅꯍꯥ ꯑꯈꯨꯕ), shortly known as Chingkhu Akhuba (ꯆꯤꯡꯈꯨ ꯑꯈꯨꯕꯥ), or Chingkhu Naha (ꯆꯤꯡꯈꯨ ꯅꯍꯥ), or sometimes in modern literature as Chingkhuba Jubaraj (ꯆꯤꯡꯈꯨꯕ ꯖꯨꯕꯔꯥꯖ), was a crown prince (Wangon Ningthou) and royal brother in the Moirang dynasty of ancient Moirang kingdom. He was the younger brother of King Chingkhu Telheiba, who ruled from 1083 CE to 1138 CE. Both brothers are sometimes called Chingkhuba, which can cause confusion.

He was the father of Thoibi, the Iwanglon (or Ewanglon, meaning a princess of Moirang), who is the protagonist of the classical Meitei epic Khamba Thoibi. Chingkhu Akhuba played an important role in the Moirang Kangleirol tradition, which is part of Meitei mythology and folklore.

Khamba and Thoibi
The ancient legend of Khamba and Thoibi (Meitei: Khamba Thoibi) is a classic, as well as one of the epic cycles of incarnations of Meitei mythology and folklore, that is originated from Ancient Moirang kingdom of Ancient Kangleipak (early Manipur).
It is referred to as the "national romantic legend of Manipur" by Indian scholar Suniti Kumar Chatterjee.

Among the countless retelling editions of the epic story, is Khamba Thoibi Sheireng (Meitei: ꯈꯝꯕ ꯊꯣꯏꯕꯤ ꯁꯩꯔꯦꯡ) an eight-volume, 39,000-line epic poem composed by Hijam Angangha and published in 1940. It was written in Pena Saisak folk ballad style and has been called the national epic of Manipur.

The classic tale of Khamba and Thoibi became an Assamese classic as well, after being translated into Assamese language as Khamba Thoibir Sadhukatha, by Assamese author and anthropologist Rajanikanta Bordoloi (1869-1939).
Sam Hunt (poet)
Samuel Percival Maitland Hunt CNZM QSM (born 4 July 1946, Castor Bay, Auckland) is a New Zealand poet, especially known for his public performances of poetry, not only his own poems, but also the poems of many other poets. He has been referred to as New Zealand's best-known poet.

King's Service Medal
The King's Service Medal (created as the Queen's Service Medal in 1975 and renamed in 2024) is a medal awarded by the government of New Zealand to recognise and reward volunteer service to the community and also public service in elected or appointed public office. It was established in 1975 and is related to the King's Service Order. The QSM replaced the Imperial Service Medal as an award of New Zealand.

On 3 May 2024, the Queen's Service Medal was renamed to the King's Service Medal by Royal Warrant. Recipients of the Queen's Service Medal from 1975 until May 2024 will continue to use the 'QSM' postnominal letters with recipients of the King's Service Medal from June 2024 using the postnominal letters 'KSM'.
Baytown Tunnel
The Baytown Tunnel or Baytown – La Porte Tunnel was a two-lane underwater motor-vehicle tunnel connecting Baytown and La Porte, two suburbs of Houston, Texas.  Completed in 1953,  it traveled northeast-southwest underneath the Houston Ship Channel and had a length of 4,110 feet (1,250 m). It was closed to vehicular traffic in 1995 with the opening of the Fred Hartman Bridge, and subsequently demolished beginning in 1997 in order for the U.S. Army Corps of Engineers to deepen the channel in 1998.

The Fred Hartman Bridge had been designed to replace the Baytown Tunnel (of depth clearance 40 feet (12.2 m)), which had to be removed when the Houston Ship Channel was deepened to 45 feet (13.7 m), with a minimum 530 feet (161.5 m) bottom width, to accommodate larger ships. The last section of the Baytown Tunnel was removed on September 14, 1999, with removal of the tunnel being the responsibility of the Texas Department of Transportation.

Houston Ship Channel
The Houston Ship Channel, in Houston, Texas, is part of the Port of Houston, one of the busiest seaports in the world. The channel is the conduit for ocean-going vessels between Houston-area terminals and the Gulf of Mexico, and it serves an increasing volume of inland barge traffic.
Zheng Shanjie
Zheng Shanjie (Chinese: 郑栅洁; pinyin: Zhèng Shānjié; Pe̍h-ōe-jī: Tēⁿ Chhek-kiat; born November 1961) is a Chinese politician who has served as the Chairman of the National Development and Reform Commission (NDRC) since March 2023, and as Governor as well as deputy party secretary of Zhejiang and party secretary of Ningbo.

Governor of Zhejiang
The governor of Zhejiang, officially the Governor of the Zhejiang Provincial People's Government, is the head of Zhejiang Province and leader of the Zhejiang Provincial People's Government.

The governor is elected by the Zhejiang Provincial People's Congress, and responsible to it and its Standing Committee. The governor is a provincial level official and is responsible for the overall decision-making of the provincial government. The governor is assisted by an executive vice governor as well as several vice governors. The governor generally serves as the deputy secretary of the Zhejiang Provincial Committee of the Chinese Communist Party and as a member of the CCP Central Committee. The governor is the second highest-ranking official in the province after the secretary of the CCP Zhejiang Committee. The current governor is Liu Jie, who took office on 18 December 2024.
Tajimakōkōmae Station
Tajimakōkōmae Station (田島高校前駅, Tajimakōkōmae-eki) is a railway station on the Aizu Railway Aizu Line in the town of Minamiaizu, Minamiaizu District, Fukushima Prefecture, Japan, operated by the Aizu Railway.

Aizu Line
The Aizu Railway Aizu Line (会津鉄道会津線, Aizu Tetsudō Aizu-sen) is a 57.4 km (35.7 mi) long railway line from Nishi-Wakamatsu Station in Aizuwakamatsu to Aizukōgen-Ozeguchi Station in Minamiaizu, Fukushima, Japan. It is owned and operated by Aizu Railway.