hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Juddmonte
Juddmonte is a thoroughbred horse racing and breeding enterprise. It was founded in 1983 by Prince Khalid bin Abdullah of Saudi Arabia. Upon his death in 2021, ownership passed to members of his family.

Flintshire (horse)
Flintshire (foaled 4 April, 2010) is a British-bred Thoroughbred racehorse who has been trained in France and the United States. Unraced as a juvenile, he was one of the best three-year-old colts in France in 2013, winning the Prix du Lys and the Grand Prix de Paris. In 2014 he finished second in the Prix de l'Arc de Triomphe and the Breeders' Cup Turf before recording his biggest win in the Hong Kong Vase. As five-year-old he won the Sword Dancer Invitational Handicap and again finished second in the Arc. At the start of his six-year-old season in 2016 he was sent to be trained in the United States. He began the season with victories in the Manhattan Handicap, Bowling Green Handicap and Sword Dancer Stakes, before finishing second in his last two starts, the Joe Hirsch Turf Classic and Breeders' Cup Turf.
Guy Mountfort
Guy Mountfort OBE (4 December 1905 – 23 April 2003) was an English advertising executive, amateur ornithologist and conservationist. He is known for writing the pioneering A Field Guide to the Birds of Britain and Europe, published in 1954.

James Ferguson-Lees
Ian James Ferguson-Lees (8 January 1929 in Italy – 11 January 2017) was a British ornithologist. He became known as a member of the British Birds Rarities Committee who was responsible, with John Nelder and Max Nicholson, for publicly debunking the Hastings Rarities.
Bwlch Mawr
Bwlch Mawr is a hill near the northeastern corner of the Llŷn Peninsula in the community of Clynnog in the county of Gwynedd in North Wales.

Its name is an odd one for a hill, as it means "big pass" in English. It forms the eastern half of a wider upland area, the highest point of which is the 522 m summit of Gyrn Ddu, though it is Bwlch Mawr on which the Ordnance Survey constructed a trig point.

Gyrn Ddu
Gyrn Ddu is a hill near the northeastern corner of the Llŷn Peninsula in the community of Llanaelhaearn in the county of Gwynedd in North Wales. It forms the western half of a wider upland area, another significant top of which is the 510 m summit of Bwlch Mawr to the east.

The distinct northern top of Gyrn Ddu is Gyrn Goch, which attains a height of 492 m. The summit of an eastern top which reaches 491 m is crowned by a prehistoric cairn. To the southwest of Gyrn Ddu is the lower top of Moel Pen-llechog, which reaches a height of 316 m, whilst to the south is the 416 m flat top of Moel Bronmiod.
Miss Diva
The Miss Diva is a part of Femina Miss India pageant that primarily selects India's representatives to Miss Supranational pageant in Poland and Miss Cosmo International in Vietnam.

From 2013 to 2023, the primary winner of Miss Diva represented India at Miss Universe, one of the big Four international beauty pageants. However, in 2024, the organization withdrew its Miss Universe license. Miss Diva Universe 2023 Shweta Sharda, was the last representative sent to Miss Universe 2023 by the Miss Diva organization.

Miss Diva 2023
Miss Diva 2023 was the 11th edition of the Miss Diva pageant, held at The LaLit in Mumbai, India, on 27 August 2023.

At the end of the event, Divita Rai crowned her successor Shweta Sharda, while Pragnya Ayyagari crowned her successor Sonal Kukreja. Sharda represented India at Miss Universe 2023 in El Salvador on 18 November 2023, where she finished in the top 20, and Kukreja represented India at Miss Supranational 2024 in Poland on 17 July 2024, where she finished in the top 12.
Gower, Missouri
Gower is a city in Buchanan and Clinton counties Missouri, United States, that is part of the Kansas City metropolitan area. The population was 1,533 at the 2020 census.

The Buchanan County portion of Gower is part of the St. Joseph, MO–KS Metropolitan Statistical Area, while the Clinton County portion is part of the Kansas City, MO–KS Metropolitan Statistical Area.

Buchanan County, Missouri
Buchanan County is located in the U.S. state of Missouri. As of the 2020 United States census, the population was 84,793. Its county seat is St. Joseph. When originally formed in 1838, the county was named Roberts County, after settler Hiram Roberts. It was renamed in 1839 for James Buchanan, then a U.S. Senator and later President of the United States. The county was formed from land annexed to Missouri, as were five other counties. Buchanan County is included in the Kansas City CSA.
SensMe
SensMe is an automatic playlist generating system for digital music created by Sony Corporation and employed in numerous Sony branded products, including in some Walkman digital music players, the Media Go application, the PlayStation Portable, and some Sony Ericsson and Sony Xperia handsets. It uses a proprietary algorithm technology named 12 Tone Analysis which analyses audio files and then applies them to various SensMe channels based on mood and tempo of the music. SensMe is known as Random Channels (おまかせチャンネル, Omakase Channeru) in Japanese.

Walkman S Series
The Walkman S Series is a line of portable media players designed and developed by Sony, currently marketed in Japan. The S Series made their debut in the fall of 2006 and later were launched in other regions. Although the first generation of models were small thumb-drive players sitting above the E Series line, next generations of players of the S Series had TFT color displays and supported video playback. They were slightly cheaper than the flagship A Series but had more features than the E Series. As part of a streamlining of the Walkman range, Sony replaced the S Series outside of Japan in 2012 by the E Series, the last model to be marketed globally being the NWZ-S760 series. It continues to be marketed domestically as the entry-level range, the latest model in production as of 2025 being the NW-S310 which was launched in 2017.
Santa Fe Group (geology)
The Santa Fe Group is a group of  geologic formations in New Mexico and Colorado. It contains fossils characteristic of the Oligocene through Pleistocene epochs. The group consists of basin-filling sedimentary and volcanic rocks of the Rio Grande rift, and contains important regional aquifers.

Chamita Formation
The Chamita Formation is a geologic formation in north-central New Mexico. It preserves unique fossils dating back to the Neogene period. The presence of volcanic ash beds in the formation, which can be radiometrically dated, gives the absolute age of the fossils, which is valuable for establishing the geologic time scale of the Neogene.
Michel Maffesoli
Michel Maffesoli (born 14 November 1944) is a French sociologist.

He is a former pupil of Gilbert Durand and Julien Freund, and an emeritus professor at Paris Descartes University. His work touches upon the issue of community links and the prevalence of "the imaginary" in the everyday life of contemporary societies, through which he contributes to the postmodern paradigm.

Maffesoli has been a member of the Institut Universitaire de France since September 2008, following a controversial nomination.

More generally, he has been the subject of several controversies, both scientific and professional, the most widely known of which concerns his supervision of the PhD dissertation of astrologer Élizabeth Teissier.

Maffesoli was born in Graissessac, Hérault.

Gilbert Durand
Gilbert Durand (French: [dyʁɑ̃]; 1 May 1921 – 7 December 2012) was a French academic known for his work on the imaginary, symbolic anthropology and mythology.

According to Durand, Imagination and Reason can be complementary. He defended the status of the image, traditionally devalued in Western thought, particularly in French philosophy. He advocated a multidisciplinary approach.

He distinguished between two regimes: the diurnal and the nocturnal, to classify symbols and archetypes.
Sakasegawa Station
Sakasegawa Station (逆瀬川駅, Sakasegawa-eki, station number: HK-27) is a passenger railway station  located in the city of  Takarazuka Hyōgo Prefecture, Japan. It is operated by the private transportation company Hankyu Railway.

Takarazuka, Hyōgo
Takarazuka (宝塚市, Takarazuka-shi) is a city located in Hyōgo Prefecture, Japan. As of 1 February 2024, the city had an estimated population of 221,846 in 96,729 households and a population density of 2,200 persons per km². The total area of the city is 101.80 square kilometres (39.31 sq mi). Known as the "inner parlor" of Kansai, Takarazuka is famous for the Takarazuka Revue, hot springs, and the Takarazuka Tourism Fireworks Display held since 1913. It is also famous as a choice residential area along with Ashiya and Nishinomiya.
Gateway (band)
Gateway was an American jazz trio formed in 1975. The members were guitarist John Abercrombie, bassist Dave Holland, and drummer Jack DeJohnette. The group also joined Collin Walcott on his debut album Cloud Dance (ECM 1062) recorded in 1975. The trio reunited temporarily for a performance in 2012 to mark DeJohnette's 70th birthday.

Jack DeJohnette
Jack DeJohnette (August 9, 1942 – October 26, 2025) was an American jazz drummer, pianist and composer. Known for his extensive work as leader and sideman for musicians including Charles Lloyd, Freddie Hubbard, Keith Jarrett, Bill Evans, John Abercrombie, Ralph Towner, Alice Coltrane, Sonny Rollins, Miles Davis, Joe Henderson, Michael Brecker, Pat Metheny, Herbie Hancock, and John Scofield, DeJohnette was inducted into the Modern Drummer Hall of Fame in 2007. He won two Grammy Awards and was nominated for six others. The Times said that as a drummer "few could rival his virtuosity or his dynamism". He recorded more than 35 albums under his own name as a band leader.
Cumberland East
Cumberland East was a provincial electoral district in Nova Scotia, Canada, that elected one member of the Nova Scotia House of Assembly. It existed from 1949 to 1993. It was formed in 1949 when Cumberland County was divided into three new districts, the other two being Cumberland Centre and Cumberland West.

Cumberland (Nova Scotia provincial electoral district)
Cumberland was a provincial electoral district in Nova Scotia, Canada, that, at the time of its dissolution, elected two members to the Nova Scotia House of Assembly. The district existed from 1867 until 1949, when the County of Cumberland was divided into three electoral districts: Cumberland East, Cumberland West, and Cumberland Centre.
Norway men's national under-18 basketball team
The Norway men's national under-18 basketball team is a national basketball team of Norway, administered by the Norwegian Basketball Federation. It represents the country in international under-18 men's basketball competitions.

Norwegian Basketball Federation
The Norwegian Basketball Federation (Norwegian: Norges Basketballforbund), also known as NBBF, is the governing body for basketball in Norway. It was formed in 1966, joined FIBA in 1968, and is headquartered in Oslo. It operates both the Norway men's national team and Norway women's national team. They organise national competitions in Norway, for both the men's and women's senior teams ,and also the youth national basketball teams.

The top level professional league in Norway is the BLNO.
Otto VI, Margrave of Brandenburg-Salzwedel
Otto VI, Margrave of Brandenburg-Salzwedel, nicknamed Otto the Short (c. 1255 – 1303 in Lehnin) was a member of the House of Ascania and co-ruler of Brandenburg.  He was a son of Margrave Otto III and his wife, Beatrice of Bohemia.

In 1267, his father died and Otto succeeded as margrave, jointly with his brothers and cousins.

In 1279, Otto married Hedwig, the daughter of King Rudolph I of Germany.  This marriage remained childless.

In 1286, he abdicated and became a Knight Templar.  Later, he became a Cistercian monk. He died in 1303, around the age of 48.

Beatrice of Bohemia
Beatrice of Bohemia (Czech: Božena Česká; 1225–1290) was a daughter of King Wenceslaus I of Bohemia and his wife Kunigunde of Hohenstaufen.

She married Margrave Otto III and was the mother of:

John III "of Prague" (1244-1268)

Otto V "the Tall" (c. 1246-1298)

Albert III (c. 1250-1300)

Otto VI "the Short" (c. 1255-1303)

Kunigunde (died c. 1292), married:

in 1264 to Duke Bela of Slavonia (1245-1269)

in 1273 to Duke Waleran IV of Limburg

Matilda (d. 1316), married in 1266 to Duke Barnim I of Pomerania (c. 1218-1278)
Haleji Lake
Haleji Lake (Urdu: ہالیجی جھیل) is a perennial freshwater lake in Thatta District of Sindh Province, Pakistan. It is 6.58 km2 (2.54 sq mi) in size and is surrounded by marshes and brackish seepage lagoons.

Thatta District
Thatta District  (Sindhi: ٺٽو ضلعو, Urdu: ضلع ٹھٹھہ) is located in the southern area, locally called Laar, of the province of Sindh, Pakistan. Its capital is Thatta. It is home to a large necropolis of Makli. In 2013, several talukas were separated to form the new Sujawal District.
Thomas Muster
Thomas Muster (German: [ˈmʊstɐ]; born 2 October 1967) is an Austrian former professional tennis player. He was ranked as the world No. 1 in men's singles by the Association of Tennis Professionals (ATP). Muster won 44 ATP Tour-level singles titles, including the 1995 French Open and eight Masters titles. One of the world's leading clay court players in the 1990s, at his peak he was called "The King of Clay". He is the first Austrian to win a major singles title, followed by Dominic Thiem at the 2020 US Open.

Austria Davis Cup team
The Austria Davis Cup team represents Austria in the Davis Cup and is governed by the Austrian Tennis Federation, known in German as Österreichischer Tennisverband . In 2010, Austria was re-promoted to the World Group after being relegated to the Europa/Africa Zone Group I only one year earlier. In 2012, Austria advanced to the World Group quarterfinals for the first time since 1995, eventually losing against Spain.
Jacobson density theorem
In mathematics, more specifically non-commutative ring theory, modern algebra, and module theory, the Jacobson density theorem is a theorem concerning simple modules over a ring R.

The theorem can be applied to show that any primitive ring can be viewed as a "dense" subring of the ring of linear transformations of a vector space. This theorem first appeared in the literature in 1945, in the famous paper "Structure Theory of Simple Rings Without Finiteness Assumptions" by Nathan Jacobson. This can be viewed as a kind of generalization of the Artin-Wedderburn theorem's conclusion about the structure of simple Artinian rings.

Simple module
In mathematics, specifically in ring theory, the simple modules over a ring R are the (left or right) modules over R that are non-zero and have no non-zero proper submodules.  Equivalently, a module M is simple if and only if every cyclic submodule generated by a non-zero element of M equals M.  Simple modules form building blocks for the modules of finite length, and they are analogous to the simple groups in group theory.

In this article, all modules will be assumed to be right unital modules over a ring R.
Rundetaarn
The Round Tower (Danish: Rundetårn) is a 17th-century tower in Copenhagen, Denmark, one of the many architectural projects of Christian IV. Built as an astronomical observatory, it is noted for its equestrian staircase, a 7.5-turn helical corridor leading to the platform at the top (34.8 meters above ground), and its views over Copenhagen.

The tower is part of the Trinitatis Complex which also includes a chapel, the Trinitatis Church, and an academic library, which were the first facilities of the Copenhagen University Library founded in 1482.

Trinitatis Church
The Trinitatis Church (Trinitatis Kirke) is located in central Copenhagen, Denmark.  It is part of the 17th century Trinitatis Complex, which includes the Rundetårn astronomical observatory tower and the Copenhagen University Library, in addition to the church. Built in the time of Christian IV, the church initially served the students of Copenhagen University. It is situated at the corner of Landemærket and Købmagergade. The interior was seriously damaged in the fire of 1728 but was rebuilt in 1731.
International Association for Feminist Economics
The International Association for Feminist Economics (IAFFE) is a non-profit international association dedicated to raising awareness and inquiry of feminist economics. It has some eight hundred members in over 90 countries.  The association publishes a quarterly journal entitled Feminist Economics.

Rhonda Sharp
Rhonda Dawn Sharp AM (born 1953), is an adjunct professor of economics at the University of South Australia and project team leader and chief researcher of the university's Hawke Research Institute and Research Centre for Gender Studies.

In 2007 Sharp was an advisor to the UN Women's Expert Group Meeting (EGM): Financing for gender equality and the empowerment of women, and from 2000 to 2001 she was the president of the International Association for Feminist Economics (IAFFE).
Periano Ghundai
Periano Ghundai (Pashto: پېريانو غونډۍ) meaning "The Hill of Fairies" was an archaeological mound located in the Zhob district in Balochistan, Pakistan. The site is located 3 kilometres (1.9 mi) west of the town of Zhob. It was excavated in 1924 by Sir Aurel Stein and showed great resemblance to the Harappan culture.

It is located along the Zhob River which forms a part of the Indus River basin.

Mehrgarh
Mehrgarh  is a Neolithic archaeological site situated on the Kacchi Plain of Balochistan in Pakistan. It is located near the Bolan Pass, to the west of the Indus River and between the modern-day Pakistani cities of Quetta, Kalat and Sibi. The site was discovered in 1974 by the French Archaeological Mission in the Indus Basin led by the French archaeologists Jean-François Jarrige and  Catherine Jarrige. Mehrgarh was excavated continuously between 1974 and 1986, and again from 1997 to 2000. Archaeological material has been found in six mounds, and about 32,000 artifacts have been collected from the site. The earliest settlement at Mehrgarh, located in the northeast corner of the 495-acre (2.00 km2) site, was a small farming village dated from 7000 BCE or 5250 BCE (see below).
William Bertrand of Provence
William Bertrand, otherwise William V (died 28 July 1094), was the count and margrave of Provence from 1051 to his death. He succeeded his father Fulk Bertrand on his death in that year, but did not receive the margravial title at first, for it went to his uncle Josfred.

William Bertrand co-ruled for his entire life with his uncle and cousins, though he received the margravial rank upon his uncle's death in 1062. In 1081, he choose the side of the Papacy in the investiture controversy. When William Bertrand died, the margraviate was inherited by Raymond IV of Toulouse.

William Bertrand's daughter, Adelaide, inherited Forcalquier from her uncle, Geoffrey II of Provence.

Geoffrey I of Provence
Geoffrey I or Josfred (died February between 1061 and 1063) was the joint Count of Provence with his elder brothers William IV and Fulk from 1018 to his death. He was the third son of William II of Provence and Gerberga of Burgundy and a scion of the younger line of the family. It is possible that he did not carry the title "count" until after the death of his eldest brother William around 1032.
Schwarz triangle function
In complex analysis, the Schwarz triangle function or Schwarz s-function is a function that conformally maps the upper half plane to a triangle in the upper half plane having lines or circular arcs for edges. The target triangle is not necessarily a Schwarz triangle, although that is the most mathematically interesting case. When that triangle is a non-overlapping Schwarz triangle, i.e. a Möbius triangle, the inverse of the Schwarz triangle function is a single-valued automorphic function for that triangle's triangle group. More specifically, it is a modular function.

Triangle group
In mathematics, a triangle group is a group that can be realized geometrically by sequences of reflections across the sides of a triangle.  The triangle can be an ordinary Euclidean triangle, a triangle on the sphere, or a hyperbolic triangle. Each triangle group is the symmetry group of a tiling of the Euclidean plane, the sphere, or the hyperbolic plane by congruent triangles called Möbius triangles, each one a fundamental domain for the action.
Transylvanian varieties of Romanian
The Transylvanian varieties of Romanian (subdialectele / graiurile ardelene) are a group of dialects of the Romanian language (Daco-Romanian). These varieties cover the historical region of Transylvania, except several large areas along the edges towards the neighboring dialects.

The Transylvanian varieties are part of the northern group of Romanian dialects, along with Moldavian and Banat.

Among the Transylvanian varieties, the Crișana dialect is easier to distinguish, followed by the Maramureș dialect. Less distinct are two other dialectal areas, one in the northeast and another in the center and south.

Romanian dialects
Romanian dialects (Romanian: subdialecte or graiuri) are divided into two types, northern and southern, but further subdivisions are less clear, so the number of dialects varies between two and occasionally twenty. Most recent works seem to favor a number of three clear dialects, corresponding to the regions of Wallachia, Moldavia, and Banat (all of which actually extend into Transylvania), and an additional group of varieties covering the remainder of Transylvania, two of which are more clearly distinguished, in Crișana and Maramureș, that is, a total of five.

The main criteria used in their classification are the phonetic features. Of less importance are the morphological, syntactical, and lexical particularities, as they are too small to provide clear distinctions. All Romanian dialects are mutually intelligible.
Hasland
Hasland is a suburb of Chesterfield in the Borough of Chesterfield in Derbyshire, England. Hasland is located south of Spital, east of Birdholme and north of Grassmoor. Hasland ward had a population of 6,615 on the 2011 Census. Despite the name, most of Hasland is not included in the parish  of Grassmoor, Hasland and Winsick, in North East Derbyshire, which lies to the south of the suburb.

Chesterfield, Derbyshire
Chesterfield is a market and industrial town in the county of Derbyshire, England. It is 24 miles (39 km) north of Derby and 11 miles (18 km) south of Sheffield at the confluence of the Rivers Rother and Hipper. In 2011, the built-up-area subdivision had a population of 88,483, making it the second-largest settlement in Derbyshire, after Derby. The wider Borough of Chesterfield had a population of 103,569 in the 2021 Census. In 2021, the town itself had a population of 76,402.

It has been traced to a transitory Roman fort dated to approximately AD 80-100. The name of the later Anglo-Saxon village comes from the Old English ceaster (Roman fort) and feld (pasture). It has a sizeable street market three days a week. The town sits on an old coalfield, but little visual evidence of mining remains since the closure of the final town centre mine nicknamed “The Green Room”. The main landmark is the crooked spire of the Church of St Mary and All Saints.