hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Sateliti
Sateliti is a Bosnian root music group formed in 1989. They remain the most popular root music group in Bosnia to this day. The original singer and founder of the group, Muto, is still with a member of the group as the main vocalist.

Sateliti was started by Muto, Miki "Violina", and Carka. It is believed that Miki "Violina" left, but what really happened with him is unknown.
From 2003 to 2009, the members included Muto, Edin, Azis and Hazim.
In 2009, Edin, Azis and Hazim left and started their own group, "Edo i Sateliti Drine". Their biggest hit is "crna dvojka" released 2015 and "facebook" released 2014.

Bosnian root music
Bosnian root music (izvorna bosanska muzika/изворна босанска музика) is a polyphonic type of singing. It is the most popular form of rural music in Bosnia and Herzegovina. The singers are usually accompanied by violin, dvojnice and šargija. The genre is connected to ganga and ravne pjesme, which are also characteristic of Bosnia and Herzegovina. The origin of the music is unknown, but certain characteristics, like different temperament from the standard music, suggests it is an old type of music.
Colonel Freckles
Colonel Freckles, a Quarter Horse stallion, was a cutting horse who earned $46,305.00 in National Cutting Horse Association (or NCHA) contests before retiring to a career at stud. He died in October 1986 from complications of eating blister beetles. Among his offspring are Nu Cash, Doc Jewl Bar, Reveille Bar, Just Plain Colonel, Master Jay, Colonel Hotrodder, Colonel Flip, and Colonel Barrachone.

Colonel Freckles was inducted into the AQHA Hall of Fame in 2004.

Cutting horse
A cutting horse is a stock horse, typically an American Quarter Horse, bred and trained for cutting, a modern equestrian competition requiring a horse and rider to separate a single cow from a herd of cattle and prevent it from getting back to the herd. One of the desired qualities in a cutting horse is "cow sense," described as an innate ability to read a cow, eye to eye, in anticipation of each move.  The cutting horse has its roots in the historic cattle ranching industry, where horses with specialized cattle-handling skills were crucial for the work of the cowboy.
Elevation of the Magdalen
The Elevation of the Magdalen or Mystic Communion is a painting of c. 1460 by Antonio del Pollaiuolo in the Museo della Pala del Pollaiolo at Staggia Senese, now a district of the town of Poggibonsi in the Province of Siena, Italy. It shows Saint Mary Magdalene in penitence and prayer in the desert, supported by four angels and with a fifth bringing her a host.

The work was originally commissioned as an altarpiece for the parish church of Santa Maria Assunta in Staggia by Bindo Grazzini, a notary active in Florence but originally from Staggia. Grazzini was also a particular devotee of the Magdalen, to whom he dedicated a chapel in Staggia's parish church and a small hospital in his native area. Long lost, the panel was rediscovered in 1899 by Guido Carocci and six years later was published by Bernard Berenson.

Guido Carocci
Guido Carocci (16 September 1851 - 20 September 1916) was an Italian historian of Florence and its historic buildings. He was born and died in the Florence. When he was born Florence was the capital of the Grand Duchy of Tuscany. He was also director of its National Museum of San Marco and fought the destruction of the city centre by the building works of the Risanamento. He is buried in the Cimitero di Soffiano.
Harold Loukes
Harold Loukes (1 March 1912 – 7 August 1980) was a British academic in India and at the University of Oxford.

Loukes was born in Ecclesall, Sheffield, Yorkshire. He was educated at the Central Secondary School in Sheffield before studying English at Jesus College, Oxford.  He obtained a first-class degree in 1934 and then spent 10 years teaching at the University of Delhi and at the New School in Darjeeling, where he was headmaster.  In 1945, he returned to Britain, teaching for four years before being appointed a lecturer in the Department of Education of the University of Oxford.  In 1951, he was promoted to Reader in Education; he spent a total of 30 years in the department.  In addition to his publications, he was a magistrate and member of Oxford City Education Committee.

He was a devoted member of the Society of Friends, known as the Quakers, and his books on the subject included  Friends Face Reality, The Discovery of Quakerism, and The Quaker Contribution.

Ecclesall
Ecclesall Ward—which includes the neighbourhoods of Banner Cross, Bents Green, Carterknowle, Ecclesall, Greystones, Millhouses,  and Ringinglow—is one of the 28 electoral wards in the Sheffield district, in the county of South Yorkshire, England. It is located in the southwestern part of the city and covers an area of 3.6 square miles (2,300 acres; 9.3 km2). The population of this ward in 2007 was 19,211 people in 7,626 households, reducing to 6,657 at the 2011 Census. Ecclesall ward is one of the four wards that make up the South West Community Assembly and one of five wards that make up the Sheffield Hallam Parliamentary constituency. The Member of Parliament is Olivia Blake, a Labour MP. Ecclesall is one of the least socially deprived wards in the entire country, with a 2002 deprivation score of 4.7—making it the 8,105th most deprived (hence 309th least deprived) ward out of 8,414 wards in the country. The demographic consists largely of white, middle-class families.
2012 BNP Paribas Open – Women's singles
Victoria Azarenka defeated Maria Sharapova in the final, 6–2, 6–3 to win the women's singles tennis title at the 2012 Indian Wells Masters.

Caroline Wozniacki was the defending champion, but was defeated in the fourth round by Ana Ivanović.

Aleksandra Wozniak
Aleksandra Wozniak (Polish: Woźniak [ˈvɔʑ.ɲak]; born September 7, 1987) is a Canadian former tennis player. She turned professional in November 2005, and achieved a career-best ranking of No. 21 in June 2009, making her the fifth highest-ranked Canadian singles player of all time. She won one WTA and eleven ITF tournaments. At the Bank of the West Classic in Stanford in 2008, she became the first Canadian in 20 years to capture a WTA singles title and the first Quebecer in history to have accomplished such a feat. She reached a career-high ITF junior ranking of No. 3 on January 31, 2005. Wozniak was named Female Player of the Year by Tennis Canada five times (2004, 2006, 2008, 2009, 2012).
2003 Franklin Templeton Classic – Doubles
Bob Bryan and Mike Bryan were the defending champions but lost in the quarterfinals to Wayne Arthurs and Paul Hanley.

James Blake and Mark Merklein won in the final 6–4, 6–7(2–7), 7–6(7–5) against Lleyton Hewitt and Mark Philippoussis.

Bob Bryan
Robert Charles Bryan (born April 29, 1978) is an American former professional tennis player. Widely regarded as one of the greatest doubles tennis players of all time, Bryan was ranked as the world No. 1 in men's doubles for 438 weeks (second-most of all time), and finished as the year-end No. 1 eight times. Bryan won 126 ATP Tour-level doubles titles, including 23 majors: 16 in men's doubles and seven in mixed doubles. Alongside his twin brother Mike, the Bryan brothers were one of the most successful doubles partnerships in tennis history. The pair were named the ATP Team of the Decade for the 2000s. They became the second men's doubles team to complete the career Golden Slam at the 2012 London Olympics.

The Bryan brothers retired from the sport together in August 2020. In 2025, they were inducted into the International Tennis Hall of Fame.
Fudan Fuzhong Overseas Foundation
Fudan Fuzhong Overseas Foundation (FFOF) is a 501(c)(3) non-profit charity registered in the United States. It is the first independently operated foundation for any Chinese high school outside of China; and as of January, 2017, it is the only one in the United States. The foundation was founded in October, 2006 in New York City by a group of alumni and was incorporated in Connecticut in the following month. The mission statement of the foundation is to leverage overseas Fudan Fuzhong alumni network and the broader philanthropic community; to support financially deprived students and other education related programs at Fudan Fuzhong. As of 2011, the working committee of the Foundation consists of 14 alumni based in New York, New Jersey, Minnesota and Shanghai, China, all on volunteer basis, from class of 1979 to 2007. Over 500 members are registered with the foundation, most of whom are overseas alumni of the eponymous high school.

Fudan University
Fudan University (FDU) is a public university in Yangpu, Shanghai, China. It is affiliated with the Ministry of Education and is co-funded with the Shanghai Municipal Government. The university is part of Project 211, Project 985, and the Double First-Class Construction.

The university was originally founded by the Chinese Jesuit priest Ma Xiangbo in 1905. It is a member of the C9 League.
Tū-te-tawhā Whare-oneone
Tū-te-tawhā Whare-oneone was a 17th-century Māori rangatira (chieftain) of Ngāti Tūwharetoa from the region around Lake Taupō, New Zealand. He arranged a raid in revenge for the murder of his maternal grandfather, Te Ata-inutai. He was a brave warrior, but also excessively proud and died when he led an ambitious but ill-conceived raid up the Waikato River to Cambridge. He probably lived in the mid-seventeenth century. He is the ancestor of the Ngāti Tutetawhā hapu of Ngāti Tūwharetoa.

Ngāti Tūwharetoa
Ngāti Tūwharetoa is an iwi descended from Ngātoro-i-rangi, the priest who navigated the Arawa canoe to New Zealand. The Tūwharetoa region extends from Te Awa o te Atua (Tarawera River) at Matatā across the central plateau of the North Island to the lands around Mount Tongariro and Lake Taupō.

Tūwharetoa is the sixth largest iwi in New Zealand, with a population of 35,877 of the 2013 New Zealand census, and 40% of its people under the age of 15. The tribe consists of a number of hapū (subtribes) represented by 33 marae (meeting places). The collective is bound together by the legacy of Ngātoro-i-rangi as epitomised in the ariki (paramount chief), currently Sir Tumu te Heuheu Tūkino VIII.

In the 2013 New Zealand census 35,877 people identified as Ngāti Tūwharetoa. By the 2018 New Zealand census, there were at least 47,103 people identifying with the iwi, including 44,448 identifying with the Taupō branch, and 2,655 identifying with the Kawerau branch.
The Grudge 3
The Grudge 3 is a 2009 American supernatural horror film directed by Toby Wilkins and written by Brad Keene. The film is a sequel to The Grudge 2 (2006) and the third installment in the American The Grudge film series. The film stars Johanna Braddy, Gil McKinney, Emi Ikehata, Jadie Rose Hobson, Beau Mirchoff, and Shawnee Smith, with a special appearance by Matthew Knight. It features a linear plotline unlike all of its predecessors, which used nonlinear sequences of events for their respective plots and subplots.

The Grudge 3 was released straight-to-video on May 12, 2009, by Sony Pictures Home Entertainment and grossed $5 million in home sales. The theatrical release of the film occurred in some countries internationally and grossed $1.9 million. The film was followed by The Grudge: The Untold Chapter in 2019.

Supernatural horror film
Supernatural horror film is a film genre that combines aspects of supernatural film and horror film. Supernatural occurrences in such films often include ghosts and demons, and many supernatural horror films have elements of religion. Common themes in the genre are the afterlife, the devil, and demonic possession. Not all supernatural horror films focus on religion, and they can have "more vivid and gruesome violence".
Condon, Montana
Condon is an unincorporated community and census-designated place in Missoula County, Montana, United States. Located along the Swan River and Montana Highway 83, Condon is situated between the Swan Range to the east and the Mission Mountains to the west, providing ready access to the Bob Marshall Wilderness and Mission Mountains Wilderness, respectively. Its population was 285 as of the 2020 United States census, down from 343 in 2010.

Condon is the site of a U.S. post office, using ZIP Code 59826, which opened on July 1, 1952.  It is named for James L. Condon, a Corvallis-area logger and farmer. Mission Mountain School was located in the community and the U.S. Forest Service operates an airport in Condon.

Mission Mountains
The Mission Mountains or Mission Range are a range of the Rocky Mountains located in northwestern Montana in the United States. They lie chiefly in Lake County and Missoula County and are south and east of Flathead Lake and west of the Swan Range. On the east side of the range is the Swan 
River Valley and on the west side the Mission Valley.

The highest point in the Mission Mountains is McDonald Peak at 9,820 feet (2,990 m). The range is named for its proximity to the Jesuit St. Ignatius Mission, established in the mid-19th century in what is today St. Ignatius, Montana.
Salma caldera
The Salma caldera is a late Proterozoic caldera complex in the northeastern Arabian Shield of Saudi Arabia. It encompasses rhyolitic volcanic rocks, a peralkaline ring intrusion that rose along a fracture formed during caldera collapse, and a younger resurgent metaluminous and peraluminous granite core.

Metaluminous rock
Metaluminous rocks are igneous rocks that have a molar proportion of aluminium oxide lower than the combination of calcium oxide, sodium oxide and potassium oxide. This contrasts with peraluminous rocks in which the aluminium oxide concentration is higher than the combination, and peralkaline rocks where the alkalis are higher. Most mafic rocks are metaluminous, having neither excess aluminium nor alkalis. In such rocks the alkalis are mostly accommodated in feldspars, and the remaining calcium and minor sodium are found in hornblende and augite.
Ferintosh, Alberta
Ferintosh is a hamlet in central Alberta, Canada within Camrose County. It is located approximately 38 kilometres (24 mi) south of Camrose, and 102 kilometres (63 mi) southeast of Edmonton. The hamlet is situated on Little Beaver Lake. The community takes its name from Ferintosh, in Scotland.

Central Alberta
Central Alberta is a region located in the Canadian province of Alberta.

Central Alberta is the most densely populated rural area in the province. Agriculture and energy are important to the area's economy.
Simon Gosejohann
Simon Gosejohann (born 9 January 1976) is a German comedian, television presenter and actor.

In 2008, Gosejohann won the "Deutscher Comedypreis" (German Comedy Award) in the category "Best Comedy Show" for his role in Elton vs. Simon. A year later, he received the "Best Hidden Camera Award" for his show Comedystreet.

Deutscher Comedypreis
The Deutscher Comedypreis ("German Comedy Award") is awarded by Brainpool TV. Because Brainpool's in-house productions have received extensive awards, the designation as the German Comedy Award is controversial.
The awards ceremony takes place annually in Cologne.
42nd Signal Battalion "Pordoi"
The 42nd Signal Battalion "Pordoi" (Italian: 42° Battaglione Trasmissioni "Pordoi") is a signals battalion of the Italian Army. The battalion was formed in 1953 and operated the army's telecommunications network in the Friuli-Venezia Giulia, Trentino-Alto Adige/Südtirol, and Veneto regions. In 1975, the battalion was named for the Pordoi Pass and received its own flag. In 1993, the battalion was disbanded and its personnel and tasks transferred to the 32nd Signal Regiment. In 2001, the battalion was reformed and assigned to the 2nd Alpine Signal Regiment as the regiment's second signal battalion. The battalion's anniversary falls, as for all signal units, on 20 June 1918, the day the Austro-Hungarian Army began its retreat across the Piave river during the Second Battle of the Piave River.

Piave (river)
The Piave (Italian: [ˈpjaːve]; Latin: Plavis) is a river in Northeast Italy. It begins in the Alps and flows southeast for 220 kilometres (140 mi) into the Adriatic Sea near the city of Venice.  One of its tributaries is the Boite.

In 1809 it was the scene of a battle during the Napoleonic Wars, in which Franco-Italian and Austrian forces clashed.

In 1918, during World War I, it was the scene of Battle of the Piave River, the last major Austro-Hungarian attack on the Italian front, which failed. The Battle of the Piave River was a decisive battle of World War I on the Italian Front. In Italy the river is thus called Fiume Sacro alla Patria (Sacred River of the Homeland) and is mentioned in the patriotic song "La leggenda del Piave". It was eventually followed by the Battle of Vittorio Veneto later that year.
Manuel Muñoz (canoeist)
Manuel Muñoz is a Spanish sprint canoer who competed in the early 2000s. He won a silver (K-4 200 m: 2002) and two bronze (K-4 200 m: 2003, K-4 500 m: 2002) medals at the ICF Canoe Sprint World Championships.

ICF Canoe Sprint World Championships
The ICF Canoe Sprint World Championships are an international event in canoe racing, one of two top-tier Summer Olympic sport events organized by the International Canoe Federation (the other being the ICF Canoe Slalom World Championships). They are usually held every non-Olympic year and have officially included paracanoe events since 2010; paracanoe-specific editions of this event (named ICF Paracanoe World Championships) are usually held in Summer Paralympic years.

Prior to November 2008, canoe sprint was known as flatwater racing.
Flapjack River
The Flapjack River is a tributary of the Mattawa Bay of the Southwest of Gouin Reservoir, flowing into the town of La Tuque, into the administrative area of the Mauricie, in Quebec, in Canada.

The Flapjack River flows successively into the townships of Buies, Provencher and Poisson. Forestry is the main economic activity of this valley; recreational tourism activities, second.

Forest Road R1009 intersects the lower Flapjack River watershed approximately one kilometre upstream of the mouth of the river. This road serves the western part of the Gouin Reservoir and connects to the Southeast to the R0404 Forest Road. Some secondary forest roads are in use nearby for forestry and recreational tourism activities.

The surface of the Flapjack River is usually frozen from mid-November to the end of April, however, safe ice movement is generally from early December to late March.

Mauricie
Mauricie (French pronunciation: [mɔʁisi]) is a traditional and current administrative region of Quebec. La Mauricie National Park is contained within the region, making tourism in Mauricie popular. The region has a land area of 35,860.05 km2 (13,845.64 sq mi) and a population of 266,112 residents as of the 2016 Census. Its largest cities are Trois-Rivières and Shawinigan.

The word Mauricie was coined by local priest and historian Albert Tessier and is based on the Saint-Maurice river which runs through the region on a North-South axis.

Mauricie administrative region was created on August 20, 1997 from the split of Mauricie–Bois-Francs administrative region into Mauricie and Centre-du-Québec.  However, the concept of Mauricie as a traditional region long predates this.
Profinite integer
In mathematics, a profinite integer is an element of the ring (sometimes pronounced as zee-hat or zed-hat)

where the inverse limit of the quotient rings  runs through all natural numbers , partially ordered by divisibility. By definition, this ring is the profinite completion of the integers . By the Chinese remainder theorem,  can also be understood as the direct product of rings

where the index  runs over all prime numbers, and  is the ring of p-adic integers. This group is important because of its relation to Galois theory, étale homotopy theory, and the ring of adeles. In addition, it provides a basic tractable example of a profinite group.

Inverse limit
In mathematics, an inverse limit (also called a projective limit) is a construction that allows one to "glue together" several related objects, the precise gluing process being specified by morphisms between the objects. Inverse limits can be defined in any category, although their existence depends on the category that is considered. They are a special case of the concept of a limit in category theory.

By working in the dual category—that is, by reversing the arrows—an inverse limit becomes a direct limit or inductive limit, and a limit becomes a colimit.
Gyeongju Seop clan
Gyeongju Seop clan (Korean: 경주 섭씨; Hanja: 慶州 葉氏) is one of the Korean clans. Their Bon-gwan is in Gyeongju, North Gyeongsang Province. According to the research held in 2000, the number of Gyeongju Seop clan's member was 285. Their founder was Seop Gong je who worked as a Counsellor Remonstrant (Hanja: 諫議大夫) and Hanlin Academy in Song dynasty. Seop Gong je exiled himself to Goryeo expecting confliction and was settled in Damyang County located in Jeolla Province. Then, Gojong of Goryeo gave a government post to Seop Gong je. Seop Gong je retired his active life in Gangneung located in Gangwon Province (historical) via Gyeongju in Gyeongsang Province because enemies in Yuan dynasty came near him. A descendant of Seop Gong je founded Gyeongju Seop clan and made Damyang County Gyeongju Seop clan's Bon-gwan because Damyang County was the first place he was settled in.

Jeolla Province
Jeolla Province (Korean: 전라도; Hanja: 全羅道, [tɕʌ̹ɭɭa̠.do̞]) was one of the historical Eight Provinces of Korea during the Kingdom of Joseon in southwestern Korea. It consisted of the modern South Korean provinces of North Jeolla, South Jeolla and Gwangju Metropolitan City as well as Jeju Province. The provincial capital was Jeonju, the current capital of North Jeolla. The entire inland region was called Honam (lit. 'south of the lake'), which is still commonly used today.

Jeolla-do, including North and South Jeolla, was the first province/state out of the Eight Provinces system to have its 1000th year anniversary in 2018, as the name 'Jeolla-do' was established in 1018, during Hyeonjong of Goryeo's 9th year in power.

The population of Jeolla-do is 4,973,834 as of January 2024.
Injective sheaf
In mathematics, injective sheaves of abelian groups are used to construct the resolutions needed to define sheaf cohomology (and other derived functors, such as sheaf Ext).

There is a further group of related concepts applied to sheaves: flabby (flasque in French), fine, soft (mou in French), acyclic. In the history of the subject they were introduced before the 1957 "Tohoku paper" of Alexander Grothendieck, which showed that the abelian category notion of injective object sufficed to found the theory. The other classes of sheaves are historically older notions. The abstract framework for defining cohomology and derived functors does not need them. However, in most concrete situations, resolutions by acyclic sheaves are often easier to construct. Acyclic sheaves therefore serve for computational purposes, for example the Leray spectral sequence.

Abelian group
In mathematics, an abelian group, also called a commutative group, is a group in which the result of applying the group operation to two group elements does not depend on the order in which they are written. That is, the group operation is commutative. With addition as an operation, the integers and the real numbers form abelian groups, and the concept of an abelian group may be viewed as a generalization of these examples. Abelian groups are named after the Norwegian mathematician Niels Henrik Abel.

The concept of an abelian group underlies many fundamental algebraic structures, such as fields, rings, vector spaces, and algebras. The theory of abelian groups is generally simpler than that of their non-abelian counterparts, and finite abelian groups are very well understood and fully classified.