hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Sheetla Devi Temple
Sheetla Devi Temple is a Hindu temple dedicated to the mother goddess Sheetla, located in Gurugram, Haryana. It is one of the 51 Shakti Peethas in Shaktism denomination of Hinduism.  The deity of the temple is regarded as the Kuldevi of gurgaon.

Kuladevata
A kuladevata (Sanskrit: कुलदेवता, romanized: Kuladevatā, lit. 'clan deity'), also known as a kuladaivaṃ (Malayalam: കുലദൈവം, Telugu: కులదైవంcode: tel promoted to code: te ), is an ancestral tutelary deity in Hinduism and Jainism.

Such a deity is often the object of one's devotion (bhakti), and is coaxed to watch over one's clan (kula), gotra, family, and children from misfortune. This is distinct from an ishta-devata (personal tutelar) and a grāmadevatā (village deities).

A male deity is called a kuladeva and female deity kuladevi (sometimes spelled kuldev and kuldevi respectively).
Kevin Dillon (Gaelic footballer)
Kevin Dillon (born 1941 in Clonakilty, County Cork) is an Irish former sportsperson. He played Gaelic football with his local club Clonakilty and was a member of the Cork senior inter-county team from .

Clonakilty
Clonakilty (/ˈklɔːnæˌkɪltiː/; Irish: Cloich na Coillte, meaning 'stone (castle) of the woods'), sometimes shortened to Clon, is a town in County Cork, Ireland.  The town is at the head of the tidal Clonakilty Bay. The rural hinterland is used mainly for dairy farming. The town's population was 5,112 at the 2022 census. The town is a tourism hub in West Cork, and was recognised as the "Best Town in Europe" in 2017, and "Best Place of the Year" in 2017 by the Royal Institute of the Architects of Ireland. Clonakilty is in the Dáil constituency of Cork South-West, which has three seats. Clonakilty became Ireland's first Autism-friendly town in 2018.
Ernst van Heerden
Ernst van Heerden (20 March 1916 – 30 September 1997) was a leading Afrikaans poet.

Born in Pearston, Eastern Cape, South Africa, he was an openly gay academic famous for his poems on sport. He matriculated at Grey High School, Port Elizabeth.  In 1948 he received a silver medal in the Olympic Games International Poetry Competition for Ses gedigte/Six poems. He held the degrees of M.A. (University of Stellenbosch), D.Litt. et Phil.(Ghent), Hon.D.Litt. (Rhodes University), Hon D.Litt. (University of the Witwatersrand). He was an emeritus professor of Afrikaans and Nederlands at Wits. He also lectured at the University of Stellenbosch from 1943 to 1959. His hobby was the collection of South African works of art. He was the recipient of numerous awards, including the Hofmeyr prize for poetry in 1975.

Grey High School
Grey High School is a semi-private English-medium high school (grades 8 to 12) for boys situated in the suburb of Mill Park in Gqeberha in the Eastern Cape province of South Africa. It is one of the top sporting schools in the country, with consistently strong academics and an extensive culture of musical performance, and is one of the oldest schools in South Africa.
Antonio Sacconi
Antonio Sacconi (5 October 1895 – 22 December 1968) was an Italian chess master.

Born into a noble family in Rome, he won torneo del Caffè Balbo after play-off match against Bernheimer (+3 −0 =1) in 1917, drew a match with Stefano Rosselli del Turco (+1 −1 =4) in 1918, both in Rome, and won a match against Mario Monticelli (+5 −3 =2) at Venice 1926.

He won Italian Chess Championship at Florence 1935, shared 4th at Florence 1936, and took 4th at Naples 1937.

In international tournaments, he won at Milan 1926 (the 4th torneo Crespi), tied for 2nd-3rd with George Alan Thomas, behind Rudolf Spielmann, at Sopron 1934, and took 2nd at Margate 1937 (B tournament).

Sacconi represented Italy in Chess Olympiads:

In the 1st Olympiad at London 1927 (+5 −4 =6);

In the 2nd Olympiad at The Hague 1928 (+2 −3 =8);

In the 5th Olympiad at Folkestone 1933 (+3 −4 =2);

In the 6th Olympiad at Warsaw 1935 (+3 −9 =2).

He was awarded the International Master title in 1951.
Sacconi died in Rome.

6th Chess Olympiad
The 6th Chess Olympiad (Polish: 6. Olimpiada szachowa), organized by the FIDE and comprising an open and (unofficial) women's tournament, as well as several events designed to promote the game of chess, took place between August 16 and August 31, 1935, in Warsaw, Poland. The famous retired Polish master Dawid Przepiórka took the major responsibility as a chairman of Organizing Committee.

The Women's World Chess Championship also took place during the Olympiad.
Niemegk, Saxony-Anhalt
Niemegk (German pronunciation: [ˈniːmɛk] ⓘ) is an abandoned village in the former district of Bitterfeld in Saxony-Anhalt, Germany.

In the 12th century Thimo of Wettin founded a monastic establishment here which served as a Wettin family monastery (Hauskloster).

In 1978 the entire village was demolished to facilitate the excavation of brown coal as the Goitzsche open-cast mine expanded across the entire area. Of the several small settlements destroyed, Niemegk was the largest, with a population of around 2,000. Mining finished in 2004, after which the site of Niemegk was flooded, along with the rest of the Goitzsche mine, to form the present Großer Goitzschesee. The present Niemegker See is a branch of the main body of water lying to the southwest and is used for bathing.

Lignite
Lignite (from Latin  lignum 'wood'), often called brown coal, is a soft, brown, combustible sedimentary rock formed from naturally compressed peat. It has a carbon content around 25–35% and is considered the lowest rank of coal due to its relatively low heat content. When removed from the ground, it contains a very high amount of moisture, which partially explains its low carbon content. Lignite is mined all around the world and is used almost exclusively as a fuel for steam-electric power generation.

Lignite combustion produces less heat for the amount of carbon dioxide and sulfur released than other ranks of coal. As a result, lignite is the most harmful coal to human health. Depending on the source, various toxic heavy metals, including naturally occurring radioactive materials, may be present in lignite and left over in the coal fly ash produced from its combustion, further increasing health risks.
The Merrie Melodies Show
The Merrie Melodies Show was an animated anthology television series released to syndication by Warner Bros. Television in 1972. Each half-hour episode featured three shorts from the Looney Tunes and Merrie Melodies library, primarily those produced after 1960 and featuring Speedy Gonzales, Sylvester and Daffy Duck.

This series is not to be confused with the Warners' later syndicated anthology Merrie Melodies Starring Bugs Bunny & Friends.

Sylvester the Cat
Sylvester J. Pussycat Sr. is a cartoon character, an anthropomorphic cat in the Looney Tunes and Merrie Melodies series of cartoons. Most of his appearances have him often chasing Tweety, Speedy Gonzales, or Hippety Hopper. He appeared in 103 cartoons in the golden age of American animation, lagging only behind superstars Bugs Bunny, Porky Pig, and Daffy Duck. Three of his cartoons won Academy Awards, the most for any starring a Looney Tunes character: they are Tweetie Pie, Speedy Gonzales, and Birds Anonymous.
Starouzmyashevo
Starouzmyashevo (Russian: Староузмяшево; Bashkir: Иҫке Үҙмәш, İśke Üźmäş) is a rural locality (a selo) in Chekmagushevsky District, Bashkortostan, Russia. The population was 122 as of 2010. There is 1 street.

Chekmagushevsky District
Chekmagushevsky District (Russian: Чекмагу́шевский райо́н; Bashkir: Саҡмағош районы, romanized: Saqmağoş rayonı) is an administrative and municipal district (raion), one of the fifty-four in the Republic of Bashkortostan, Russia. It is located in the west of the republic and borders with Dyurtyulinsky District in the north, Kushnarenkovsky District in the east, Blagovarsky District in the southeast, Buzdyaksky District in the south, Sharansky District in the southwest, Bakalinsky District in the west, and with Ilishevsky District in the northwest. The area of the district is 1,692 square kilometers (653 sq mi). Its administrative center is the rural locality (a selo) of Chekmagush. As of the 2010 Census, the total population of the district was 30,780, with the population of Chekmagush accounting for 37.0% of that number.
Boxing at the 2024 Summer Olympics – Men's 92 kg
The men's 92 kg (heavyweight) boxing event at the 2024 Summer Olympics took place between 28 July and 9 August 2024. Preliminary boxing matches occurred at Arena Paris Nord in Villepinte, with the medal rounds (semifinals and finals) staged at Stade Roland Garros.

Stade Roland Garros
Stade Roland Garros (French pronunciation: [stad ʁɔlɑ̃ ɡaʁos]; 'Roland Garros Stadium') is a complex of tennis courts, including stadiums, located in Paris that hosts the French Open. That tournament, also known as Roland Garros, is a major tennis championship played annually in late May and early June. The complex is named after Roland Garros (1888–1918), a pioneering French aviator, and was constructed in 1928 to host France's first defence of the Davis Cup.

The 13.5-hectare (34-acre) complex contains twenty courts, including three large-capacity stadiums; Les Jardins de Roland Garros, a large restaurant and bar complex; Le Village, the press and VIP area; France's National Training Centre (CNE); and the Tenniseum, a bilingual, multimedia museum of the history of tennis.
Donald G. Higman
Donald G. Higman (September 20, 1928 in Vancouver – February 13, 2006) was an American mathematician known for his discovery, in collaboration with Charles C. Sims, of the Higman–Sims group.

Higman did his undergraduate studies at the University of British Columbia, and received his Ph.D. in 1952 from the University of Illinois Urbana-Champaign under Reinhold Baer. He served on the faculty of mathematics at the University of Michigan from 1956 to 1998.

His work on homological aspects of group representation theory established the concept of a relatively-projective module and explained its role in the theory of module decompositions. 
He developed a characterization of rank-2 permutation groups, and a theory of rank-3 permutation groups; several of the later-discovered  sporadic simple groups were of this type, including the Higman–Sims group which he and Sims constructed in 1967.

Permutation group
In mathematics, a permutation group is a group G whose elements are permutations of a given set M and whose group operation is the composition of permutations in G (which are thought of as bijective functions from the set M to itself). The group of all permutations of a set M is the symmetric group of M, often written as Sym(M). The term permutation group thus means a subgroup of the symmetric group. If M = {1, 2, ..., n} then Sym(M) is usually denoted by Sn, and may be called the symmetric group on n letters.

By Cayley's theorem, every group is isomorphic to some permutation group.

The way in which the elements of a permutation group permute the elements of the set is called its group action. Group actions have applications in the study of symmetries, combinatorics and many other branches of mathematics, physics and chemistry.
Raymond E. Wyant
Raymond E. Wyant is the former Chief Judge of the Provincial Court of Manitoba, Canada. He was appointed as a judge in 1998 and made chief judge in 2002 and acted as such until 2009. Wyant received his law degree from the University of Manitoba. Before being appointed to the bench, he worked both as a defence lawyer and as a crown attorney. He has taught courses in Criminal Law and advocacy at the University of Manitoba.  Judge Wyant is also a deputy judge of the Yukon Territorial Court.

Law degree
A law degree is an academic degree conferred for studies in law.

Some law degrees are professional degrees that are prerequisites or serve as preparation for legal careers. These generally include the Bachelor of Civil Law, Bachelor of Laws, and Juris Doctor. Law degrees that are not part of a professional pathway to legal practice include the Master of Laws (LLM) and Doctor of Laws (LLD or JSD).

These degrees are usually obtained through a combination of coursework, research, and practical experiences, such as internships or clinical legal education. Law degrees are recognized as a necessary step towards becoming a licensed lawyer in many jurisdictions, and they also provide a foundation for various other career paths such as academia, policy, or consultancy.
Ratha
Ratha (Proto-Indo-Iranian: *Hrátʰas, Vedic Sanskrit: रथ, IAST: rátha; Avestan: raθa) is the Indo-Iranian term for a spoked-wheel chariot.  The term has been used since antiquity for both fast chariots and other wheeled vehicles pulled by animals or humans, in particular the large temple cars or processional carts still used in Indian religious processions to carry images of a deity.

Spoke
A spoke is one of some number of rods radiating from the center of a wheel (the hub where the axle connects), connecting the hub with the round traction surface.

The term originally referred to portions of a log that had been riven (split lengthwise) into four or six sections. The radial members of a wagon wheel were made by carving a spoke (from a log) into their finished shape. A spokeshave is a tool originally developed for this purpose. Eventually, the term spoke was more commonly applied to the finished product of the wheelwright's work than to the materials they used.
Francisco Domínguez Servién
Francisco Domínguez Servién (born 11 August 1966) is a Mexican politician affiliated with the National Action Party (PAN). He  served as Governor of Querétaro from 2016 to 2021. Previously, he also served as a senator of the LXII Legislature of the Mexican Congress (2012–2015) representing Querétaro, and as a deputy during the LX Legislature (2006–2008), representing Querétaro's second district.

In March 2020 he tested positive for COVID-19, from which he later recovered.

Governor Domínguez Servién was accused by Emilio Lozoya Austin, former director of Pemex, in July 2020 of receiving bribes in 2013-2014 to support energy reform legislation. Domínguez Servién fired his secretary, Guillermo Gutiérrez Badillo, in August after the latter and a senator appeared on a video receiving money from a director of Pemex. The governor denied having previous knowledge of the incident.

Pemex
Pemex (a portmanteau of Petróleos Mexicanos, which translates to Mexican Petroleum in English; Spanish pronunciation: [ˈpemeks]) is the Mexican state-owned petroleum corporation managed and operated by the Mexican government. It was formed in 1938 by nationalization and expropriation of all private oil companies in Mexico at the time of its formation, making PEMEX an enduring symbol of Mexican nationalism. Pemex had total assets worth $101.8 billion in December 2019 and as of 2009 was Latin America's second largest enterprise by annual revenue, surpassed only by Petrobras (the Brazilian national oil company). The company is the seventh most polluting in the world according to The Guardian.
Eliška Konopiská
Eliška Konopiská (born 5 January 1948) is a Czech printmaker, graphic artist, typographer, and illustrator.

A native of Prague, Konopiská graduated from that city's Academy of Arts, Architecture and Design, where she studied with František Muzika. Active in a variety of genres, she has designed and illustrated many books, and has also worked as a typographer for a variety of publishing houses. Her work has been exhibited both in the Czech Republic and abroad, and she has won a variety of awards during her career. Her 1983 print Hra (Play), a color aquatint and etching, is owned by the National Gallery of Art.

Academy of Arts, Architecture and Design in Prague
The Academy of Arts, Architecture and Design in Prague (AAAD, Czech: Vysoká škola uměleckoprůmyslová v Praze, abbreviated VŠUP, also known as UMPRUM) is a public university located in Prague, Czech Republic. The university offers the study disciplines of painting, illustration and graphics, fashion design, product design, graphic design, ceramics and porcelain, photography and architecture. Along with other buildings, the academy is part of the city's unique glass art cluster.
North Dakota Highway 67
North Dakota Highway 67 (ND 67) is a 27.466-mile (44.202 km) north–south feeder highway in southwest North Dakota, United States. The southern terminus is at U.S. Route 12 (US 12) in Scranton and the northern terminus is at ND 21 near New England.

Scranton, North Dakota
Scranton is a city in Bowman County, North Dakota, United States. The population was 258 at the 2020 census.

Scranton was founded in 1907 along the Milwaukee Road rail line known as the Pacific Extension. It was named after Scranton, Pennsylvania because, like that city, it was located within a region of coal mining.
2003 Mongolian Premier League
The 2003 Mongolian National Championship was the thirty-sixth recorded edition of top flight football in Mongolia and the eighth season of the Mongolian Premier League, which took over as the highest level of competition in the country from the previous Mongolian National Championship. Khangarid from Erdenet, their second title, Mon-Uran were  runners up, with Erchim in third place.

Mongolian Premier League
The Mongolian Premier League (Монголын Үндэсний Дээд Лиг) is the top-tier professional football league of Mongolia. It is contested by ten clubs and operates on a system of promotion and relegation with the 1st League. The league is controlled by the Mongolian Football Federation.

The inaugural season started in 1955. Seasons start in late April and last until late October or early November because of the low temperatures in the winter, with each championship corresponding to a calendar year. Teams play 18 matches each (playing each team in the league twice, home and away), totalling 90 matches in the season.
Legendre form
In mathematics, the Legendre forms of elliptic integrals are a canonical set of three elliptic integrals to which all others may be reduced. Legendre chose the name elliptic integrals because the second kind gives the arc length of an ellipse of unit semi-major axis and eccentricity  (the ellipse being defined parametrically by , ).

In modern times the Legendre forms have largely been supplanted by an alternative canonical set, the Carlson symmetric forms. A more detailed treatment of the Legendre forms is given in the main article on elliptic integrals.

Eccentricity (mathematics)
In mathematics, the eccentricity of a conic section is a non-negative real number that uniquely characterizes its shape.
One can think of the eccentricity as a measure of how much a conic section deviates from being circular. In particular:

The eccentricity of a circle is 0.

The eccentricity of a non-circular ellipse is between 0 and 1.

The eccentricity of a parabola is 1.

The eccentricity of a hyperbola is greater than 1.

The eccentricity of a pair of lines is

Two conic sections with the same eccentricity are similar.
Transaction Capabilities Application Part
Transaction Capabilities Application Part, from ITU-T recommendations Q.771-Q.775 or ANSI T1.114 is a protocol for Signalling System 7 networks. Its primary purpose is to facilitate multiple concurrent dialogs between the same sub-systems on the same machines, using Transaction IDs to differentiate these, similar to the way TCP ports facilitate multiplexing connections between the same IP addresses on the Internet.

TCAP uses ASN.1 BER encoding, as well as the protocols it encapsulates, namely MAP in mobile phone networks or INAP in Intelligent Networks.

ITU-T
The International Telecommunication Union Telecommunication Standardization Sector (ITU-T) is one of the three Sectors (branches) of the International Telecommunication Union (ITU). It is responsible for coordinating standards for telecommunications and Information Communication Technology, such as X.509 for cybersecurity, Y.3172 and Y.3173 for machine learning, and H.264/MPEG-4 AVC for video compression, between its Member States, Private Sector Members, and Academia Members.

The World Telecommunication Standardization Assembly (WTSA), the sector's governing conference, convenes every four years.

ITU-T has a permanent secretariat called the Telecommunication Standardization Bureau (TSB), which is based at the ITU headquarters in Geneva, Switzerland. The current director of the TSB is Seizo Onoe (of Japan), whose 4-year term commenced on 1 January 2023. Seizo Onoe succeeded Chaesub Lee of South Korea, who was director from 1 January 2015 until 31 December 2022.
Dana Dentata
Dana Dentata (born 23 July 1990) is a Canadian rapper, musician and model. A former stripper and frontwoman of a metal band, Dentata became known for fusing shock rock and horrorcore on her 2021 debut album Pantychrist. With surviving sexual violence and women's empowerment as central themes of her rapping, Dentata was cosigned by Kanye West and Marilyn Manson in 2018, and has toured with groups including Korn and Evanescence.

Shock rock
Shock rock (also known as horror rock) is a subgenre of rock music which primarily focuses on highly theatrical live performances emphasizing shock value. The term was originally coined in December 1966 by journalist Robert Shelton to describe Frank Zappa and his group the Mothers of Invention. However, the phrase was later popularized during the late 1960s and early 1970s to refer to acts such as Arthur Brown, Alice Cooper and Iggy Pop. Artists such as Screamin' Jay Hawkins and Screaming Lord Sutch were later regarded as precursors and influences to the genre. By the 1990s and 2000s, "shock rock" was used as a term to describe Marilyn Manson.

Performances may include violent or provocative behavior from the artists, the use of attention-grabbing imagery such as costumes, masks, or face paint, or special effects such as pyrotechnics or fake blood. Shock rock also often includes elements of horror.
Te Hoe River
The Te Hoe River is a river of the Hawke's Bay region of New Zealand's North Island. It flows south from its sources west of Lake Waikaremoana to reach the Mohaka River 20 kilometres north of Lake Tutira.

The river and its tributary streams, including Mangahouanga, flow through the Tahora Formation, and is a location where many Mesozoic fossils have been uncovered since the 1970s. In 1999, palaeontologist Joan Wiffen discovered the vertebra bone of a titanosaur in a tributary of the Te Hoe River.

Titanosauria
Titanosaurs (or titanosaurians; members of the group Titanosauria) were a diverse group of sauropod dinosaurs, including genera from every continent. The titanosaurs were the last surviving group of long-necked sauropods, with taxa still thriving at the time of the extinction event at the end of the Cretaceous. This group includes some of the largest land animals known to have ever existed, such as Patagotitan, estimated at 37 m (121 ft) long with a mass of 69 tonnes (76 tons), and the comparably-sized Argentinosaurus and Puertasaurus from the same region.

The group's name alludes to the mythological Titans of ancient Greek mythology, via the type genus (now considered a nomen dubium) Titanosaurus. Together with the brachiosaurids and relatives, titanosaurs make up the larger sauropod clade Titanosauriformes. Titanosaurs have long been a poorly-known group, and the relationships between titanosaur species are still not well-understood.