hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Maokong Gondola
The Maokong Gondola (traditional Chinese: 貓空纜車; simplified Chinese: 猫空缆车; pinyin: Māokōng Lǎnchē) is a gondola lift transportation system in Taipei, Taiwan. It is operated by the Taipei Rapid Transit Corporation and integrated with its fare system. Opened on 4 July 2007, the Maokong Gondola operates between Taipei Zoo and Maokong over a distance of 4.03 km (2.50 mi) with four stations and two angle stations. The gondola was constructed by the French company Poma.

Taipei Metro
Taipei Metro (also known as Taipei Mass Rapid Transit (MRT) and branded as Metro Taipei) is a rapid transit system operated by the Taipei Rapid Transit Corporation serving the capital Taipei and New Taipei City in Taiwan.

It was the first rapid transit system to be built on the island. The initial network was approved for construction in 1986, and work began two years later. It began operations on 28 March 1996, and by 2000, 62 stations were in service across three main lines.

Over the next nine years, the number of passengers had increased by 70%. Since 2008, the network has expanded to 131 stations and the passenger count has grown by another 96%. The system has been praised by locals for its effectiveness in relieving growing traffic congestion in Taipei and its surrounding satellite towns, with over two million trips made daily.
David Moo
David Benjamin Moo (born December 3, 1970) is an American former voice actor. He worked on projects for 4Kids Entertainment, Central Park Media, NYAV Post, and TAJ Productions. Moo is best known for voicing Sanji in the 4Kids English language dub of One Piece, Xellos in Slayers, and Faraji Ngala in several episodes of the 2003–2009 Teenage Mutant Ninja Turtles animated series.

Slayers
Slayers (Japanese: スレイヤーズ, Hepburn: Sureiyāzu) is a Japanese light novel series written by Hajime Kanzaka and illustrated by Rui Araizumi. The novels have been serialized in Dragon Magazine since 1989, before being published into individual volumes. They follow the adventures of teenage sorceress Lina Inverse and her companions as they journey through their world. Using powerful magic and swordsmanship they battle overreaching wizards, demons seeking to destroy the world, and an occasional hapless gang of bandits.

Slayers inspired several spin-off novel series and has been adapted into numerous manga titles, anime television series, anime films, OVA series, role-playing video games, and other media. Including the spin-off series and digital copies, the novels have sold over 22 million copies. The anime series is considered to be one of the most popular of the 1990s.
Sōya Main Line
The Sōya Main Line (宗谷本線, Sōya-honsen) is a Japanese railway line operated by Hokkaido Railway Company (JR Hokkaido) in Hokkaido. The line connects Asahikawa Station in Asahikawa and Wakkanai Station in Wakkanai, and is the northernmost railway line in Japan. The name comes from Sōya Subprefecture.

On 19 November 2016, JR Hokkaido's president announced plans to rationalize the network by up to 1,237 km, or ~50% of the current network, including proposed conversion of the Nayoro - Wakkanai section of the Soya Line to Third Sector operation, but if local governments are not agreeable, the section will face closure.

Asahikawa Station
Asahikawa Station (旭川駅, Asahikawa-eki) is a railway station in Asahikawa, Hokkaido, Japan, operated by the Hokkaido Railway Company (JR Hokkaido).

Asahikawa Station is the central train station for the city of Asahikawa, which is the second largest city in Hokkaido by population after Sapporo.
Skew coordinates
A system of skew coordinates, sometimes called oblique coordinates, is a curvilinear coordinate system where the coordinate surfaces are not orthogonal, as in orthogonal coordinates.

Skew coordinates tend to be more complicated to work with compared to orthogonal coordinates since the metric tensor will have nonzero off-diagonal components, preventing many simplifications in formulas for tensor algebra and tensor calculus. The nonzero off-diagonal components of the metric tensor are a direct result of the non-orthogonality of the basis vectors of the coordinates, since by definition:

where  is the metric tensor and  the (covariant) basis vectors.

These coordinate systems can be useful if the geometry of a problem fits well into a skewed system. For example, solving Laplace's equation in a parallelogram will be easiest when done in appropriately skewed coordinates.

Coordinate system
In geometry, a coordinate system is a system that uses one or more numbers, or coordinates, to uniquely determine and standardize the position of the points or other geometric elements on a manifold such as Euclidean space. The coordinates are not interchangeable; they are commonly distinguished by their position in an ordered tuple, or by a label, such as in "the x-coordinate". The coordinates are taken to be real numbers in elementary mathematics, but may be complex numbers or elements of a more abstract system such as a commutative ring. The use of a coordinate system allows problems in geometry to be translated into problems about numbers and vice versa; this is the basis of analytic geometry.
Beaver Hall Group
The Beaver Hall Group refers to a Montreal-based group of Canadian painters who met in the late 1910s while studying art at a school run by the Art Association of Montreal.
The Group is notable for its equal inclusion of men and women artists, as well as for its embrace of Jazz Age modernism. They painted a variety of subjects, including portraits, landscapes, urban scenes and still lifes, in a mix of Modernist and traditional styles.

A. Y. Jackson
Alexander Young Jackson CC CMG RCA LL. D. (October 3, 1882 – April 5, 1974) was a Canadian painter and a founding member of the Group of Seven. Jackson made a significant contribution to the development of art in Canada, and was instrumental in bringing together the artists of Montreal and Toronto. In addition to his work with the Group of Seven, his long career included serving as a war artist during World War I (1917–1919) and teaching at the Banff School of Fine Arts, from 1943 to 1949. In his later years he was artist-in-residence at the McMichael Canadian Art Collection in Kleinburg, Ontario.
Gmina Żary
Gmina Żary is a rural gmina (administrative district) in Żary County, Lubusz Voivodeship, in western Poland. Its seat is the town of Żary, although the town is not part of the territory of the gmina.

The gmina covers an area of 294.43 square kilometres (113.7 sq mi), and as of 2019 its total population is 12,343.

Żary
Żary ([ˈʐarɨ] ⓘ; Lower Sorbian: Žarow, pronounced [ˈʒarɔw]; German: Sorau, pronounced [ˈzoːʁaʊ] ⓘ) is a town in western Poland with 37,502 inhabitants (2019), situated in the Lubusz Voivodeship. It is the administrative seat of the Żary County and of the Gmina Żary within the county, though the town is not part of the gmina (commune).

Żary is located in the east of the historic Lower Lusatia region, in the borderland with the Silesian lowlands and Greater Poland, roughly outlined by the Bóbr and Oder rivers. The city is one of the biggest economic and tourist centers in the southern Lubuskie region and the largest town in the Polish part of Lusatia, and is also referred as its unofficial capital. The city, whose history dates back more than 1000 years, features many historic sites.
Missouri Route 273
Route 273 is a highway in northwestern Missouri.  Its northern terminus is at the Kansas state line halfway across the Missouri River near Atchison, Kansas. At this point it is concurrent with U.S. Route 59.  The southern terminus is at I-29/US 71 near Tracy.  All but the southeasternmost six miles (10 km) overlap  Route 45. The road runs through Platte and Buchanan Counties.

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.
Borgward
Borgward was a car manufacturing company, based in Bremen, Germany, founded by Carl F. W. Borgward (1890–1963). It produced cars of four brands, which were sold to a diversified international customer base: Borgward, Hansa, Goliath and Lloyd. Borgward's Isabella was one of the most popular German premium models in the 1950s, while Lloyd's Alexander / Lloyd 600 model offered affordable mobility to many working-class motorists. The Borgward 1500 RS race car featured a very modern engine design with four-valve DOHC and fuel injection. Despite success in the ongoing German Wirtschaftswunder economy miracle, Carl Borgward was reckless regarding cash flow, and his group ceased operations in 1961, following controversial insolvency proceedings. He died soon after, while the factory was taken over by competitors.

The brand was revived in the 21st century, with the Stuttgart-based Borgward Group AG designing and marketing cars manufactured in China before filing for bankruptcy in 2022.

Borgward Isabella
The Borgward Isabella is an automobile which was manufactured by the Bremen based auto-manufacturer Carl F. W. Borgward GmbH from 1954 to 1962.

The Isabella was to have been marketed as the Borgward Hansa 1500 but the Isabella name was used on test vehicles and proved popular with engineering staff and media. The production car was subsequently renamed and only the first few hundred examples were built without Isabella badging. Hansa badging was also used through to 1957.

Despite its aspirational positioning in the marketplace, the Isabella had a smaller engine (and was marginally shorter) than its immediate predecessor, the Borgward Hansa. Late in 1952, the firm had launched their six-cylinder Hansa 2400 model. The larger car never found many buyers; but in 1954, it made commercial sense to keep the two models from competing too directly with each other.
Festival of Dangerous Ideas
The Festival of Dangerous Ideas (FODI) is Australia's original disruptive festival that encourages debate and critical thinking, co-founded in 2009 by The Ethics Centre (formerly known as the St James Ethics Centre) and held in Sydney, Australia.

The Ethics Centre
The Ethics Centre, formerly the St James Ethics Centre, is an independent not-for-profit organisation that provides a non-judgmental forum for promoting and exploring ethics and ethical decision-making. The Ethics Centre works with business, professions, community groups, governments, and individuals to encourage and assist them to include the ethical dimension in their daily lives. The Centre is based in Sydney.
Do or Not
"Do or Not" (stylized as DO or NOT)  is a song recorded by South Korean boy group Pentagon, released on March 15, 2021, by Cube Entertainment as the second track and lead single of the group's eleventh extended play, Love or Take written and produced by members Hui and Wooseok, alongside Nathan. The song is a refreshing Pentagon-style song that follows the footsteps of their other songs like "Shine", "Spring Snow" and "Daisy".

English and Chinese versions of the song were released together as a digital single on April 9, 2021. A Japanese version of "Do or Not" was released as the lead single of their EP of the same name on June 14, 2021.

Do or Not (EP)
Do or Not (stylized as DO or NOT) is the fourth Japanese extended play by South Korean boy group Pentagon, released by Universal Music Japan and Cube Entertainment. Originally set to be released on June 23, 2021, the EP was released digitally on June 14, 2021, with physical editions still released on June 23. The EP contains Japanese versions of songs previously released "Do or Not", "Daisy" and "Boy In Time", as well as two original Japanese tracks, "Don't Worry 'Bout Me" and "Dazzling" which were composed by members Kino and Yuto, respectively.
El Taref Province
El Taref (Arabic: ولاية الطارف) is a province (wilaya) of Algeria, with a population of 481,136 inhabitants in 2019. El Kala is a port town in this province and El Taref is the capital city. El Kala, a port town in this province, is home to El Kala National Park and, Lake Mellah.

El Kala
El Kala (Arabic: القالة) is a seaport of Algeria, in El Tarf Province, 56 miles (90 km) by rail east of Annaba and 10 miles (16 km) west of the Tunisian frontier. It is the centre of the Algerian and Tunisian coral fisheries and has an extensive industry in the curing of sardines. The harbor is small and exposed to the northeast and west winds.

El Kala attracts tourists from within and outside the country, especially during the summer. It is home to an exceptional ecosystem and was declared a biosphere reserve by UNESCO in 1990.
Atalaya Castle (US)
Atalaya Castle,  often known simply as Atalaya, was the winter home of industrialist and philanthropist Archer M. Huntington and his wife, the sculptor Anna Hyatt Huntington, located in Huntington Beach State Park near the Atlantic coast in Murrells Inlet, Georgetown County, South Carolina.

Archer Huntington was a noted scholar of Moroccan culture and art, and designed the residence in the Moorish Revival and Mediterranean Revival architecture styles from Moroccan Andalusian coast models.

Anna Hyatt Huntington
Anna Vaughn Huntington (née Hyatt; March 10, 1876 – October 4, 1973) was an American sculptor who was among New York City's most prominent sculptors in the early 20th century. At a time when very few women were successful artists, she had a thriving career. Hyatt Huntington exhibited often, traveled widely, received critical acclaim at home and abroad, and won multiple awards and commissions.

During the first two decades of the 20th century, Hyatt Huntington became famous for her animal sculptures, which combine vivid emotional depth with skillful realism. In 1915, she created the first public monument by a woman to be erected in New York City. Her Joan of Arc, located on Riverside Drive at 93rd Street, is the city's first monument dedicated to a historical woman.
Erfjord
Erfjord is a former municipality in Rogaland county, Norway. The 132-square-kilometre (51 sq mi) municipality existed from 1914 until 1965.  It encompassed the area around the Erfjorden in the southwestern part of the present-day municipality of Suldal.  The administrative centre of the municipality was the village of Hålandsosen, where the Erfjord Church is located.

Suldal
Suldal is a municipality in the northeast corner of Rogaland county, Norway. It is located in the traditional district of Ryfylke. Since 1965, the administrative centre of Suldal is the village of Sand i Ryfylke (prior to that it was the village of Suldalsosen). Other villages in Suldal include Erfjord, Jelsa, Marvik, Nesflaten, Vanvik, and Suldalsosen.

The 1,737-square-kilometre (671 sq mi) municipality is the 46th largest by area out of the 356 municipalities in Norway. Suldal is the 210th most populous municipality in Norway with a population of 3,815. The municipality's population density is 2.4 inhabitants per square kilometre (6.2/sq mi) and its population has decreased by 1.5% over the previous 10-year period.
Morfonica
Morfonica is a Japanese all-female rock band that is part of Bushiroad's media franchise BanG Dream!. Formed in 2020, the group's members portray fictional characters in the project's anime series and mobile game BanG Dream! Girls Band Party! in addition to performing their characters' respective instruments in live concerts.

The band consists of Amane Shindō (vocals), Hina Suguta (guitar), Yūka Nishio (bass), Mika (drums), and Ayasa (violin). In the game, Morfonica is represented by five first-year students at the prestigious Tsukinomori Girls' Academy: Mashiro Kurata (Shindō), Tōko Kirigaya (Suguta), Nanami Hiromachi (Nishio), Tsukushi Futaba (Mika), and Rui Yashio (Ayasa).

Of the ten bands in BanG Dream!, Morfonica is one of seven whose members perform their own music during live shows.

Yūka Nishio
Haruka Nishio (西尾 晴香, Nishio Haruka; born March 31, 1994), better known by her stage name Yūka Nishio (西尾 夕香, Nishio Yūka) is a Japanese musician, singer, voice actress and DJ from Kanagawa Prefecture who is affiliated with Hibiki. She was formerly active as a solo musician under the name Haruca, releasing the single "Eien no Kotae" in 2017. She is known for her roles as Nanami Hiromachi in BanG Dream!, where she also serves as the bassist of the band Morfonica, and as Rinku Aimoto, the protagonist of the multimedia franchise D4DJ.
Frank Bacon (actor)
Frank Bacon (January 16, 1864 – November 19, 1922), was an American character actor and playwright who after years of relative obscurity achieved great success as he entered the twilight of his career. The 1918 play Lightnin', which Bacon co-wrote and starred in, set a Broadway record for the day of 1,291 performances and was still going strong on tour after more than 700 shows when Bacon was forced to bow out due to fatigue. His death from a heart attack followed a week later.

Lightnin' (play)
Lightnin' is a comedy play in three acts by Winchell Smith and Frank Bacon. The play was produced by John Golden and directed by P. E. McCoy. With Frank Bacon in the lead role and billed as "A Live Wire American Comedy", Lightnin'  made its Broadway debut on August 26, 1918, at the Gaiety Theatre and played continuously over three seasons with a record breaking run of 1,291 performances. The show began its long national tour at the end of August 1921 and continued on for some time after Bacon’s death in November 1922. Lightnin'  was revived in 1938 for a two-month run at the John Golden Theatre with Fred Stone playing Lightnin’ Bill Jones and was adapted for cinema twice in films starring Jay Hunt (1925) and Will Rogers (1930).
Center Street Branch
The Center Street Branch, formerly known as the Centre Street Branch, is a short railway line in Harrison and Kearny, New Jersey. It was formerly the main line of the New Jersey Railroad between Jersey City and Newark, before the building of a new crossing of the Passaic River reduced its importance. Today, it is an industrial freight line owned and operated Conrail Shared Assets Operations with connections to the Passaic and Harsimus Line and the Morristown Line.

New Jersey Rail Road and Transportation Company
The New Jersey Rail Road and Transportation Company was an early railroad company in the state of New Jersey. It was incorporated in 1832 and opened its first line in 1834, making it one of the oldest railroads in North America. It was consolidated with the Camden and Amboy Railroad and the Delaware and Raritan Canal Company in 1872 to form the United New Jersey Railroad and Canal Company, which was later leased by the Pennsylvania Railroad. Today, its former main line operates as two separate rail roads. The section between Jersey City and Newark is part of PATH's Newark–World Trade Center line and the section between Newark and New Brunswick, is part of Amtrak's Northeast Corridor.
Chambas
Chambas is a municipality and town in the Ciego de Ávila Province of Cuba. It emerged in 1976 with the new political-administrative division, occupies an area of 770.08 km², including 12 km² of adjacent cays, which ranks it second in the province in terms of surface area. It has a population of 39,085 inhabitants, with a density of 54.5 inhabitants per square kilometer, lower than the provincial average. However, it is one of the municipalities with the highest population density in the province, surpassed only by the municipalities of Ciego de Ávila, Morón, and Florencia.

Morón, Cuba
Morón is a city and a municipality in Ciego de Ávila Province in central Cuba. It is one of ten municipalities in the province, and is the second in importance and the oldest. Morón is the closest city to the tourist resorts on Cayo Coco and Cayo Guillermo.
Styrmir Snær Þrastarson
Styrmir Snær Þrastarson (anglicised to Snaer Thrastarson; born 2 August 2001) is an Icelandic basketball player. He plays for Icelandic national team. In 2021 he won the Icelandic championship with Þór Þorlákshöfn.

Iceland men's national basketball team
The Iceland men's national basketball team (Icelandic: Íslenska karlalandsliðið í körfubolta) represents Iceland in international basketball tournaments. The team is controlled by the Icelandic Basketball Association.

Iceland has qualified for the EuroBasket three times in their history, with the national team making their first appearance in 2015. They have also participated at smaller European tournaments, such as the Games of the Small States of Europe.
Grunwald–Wang theorem
In algebraic number theory, the Grunwald–Wang theorem is a local-global principle stating that—except in some precisely defined cases—an element x in a number field K is an nth power in K if it is an nth power in the completion  for all but finitely many primes  of K. For example, a rational number is a square of a rational number if it is a square of a p-adic number for almost all prime numbers p.

It was introduced by Wilhelm Grunwald (1933), but there was a mistake in this original version that was found and corrected by Shianghao Wang (1948). The theorem considered by Grunwald and Wang was more general than the one stated above as they discussed the existence of cyclic extensions with certain local properties, and the statement about nth powers is a consequence of this.

Wilhelm Grunwald
Wilhelm Grunwald (15 July 1909 – 7 June 1989) was a German mathematician who introduced the Grunwald–Wang theorem, though his original statement and proof of this contained a small error that was corrected by Shianghao Wang. He later left mathematics to become a science librarian, and was director of the Göttingen university library (Roquette 2005, p.29).
Leroy Milton Kelly
Leroy Milton Kelly (May 8, 1914 – February 21, 2002) was an American mathematician whose research primarily concerned combinatorial geometry. In 1986 he settled a conjecture of Jean-Pierre Serre by proving that n points in complex 3-space, not all lying on a plane, determine an ordinary line—that is, a line containing only two of the n points. He taught at Michigan State University.

Kelly received his Ph.D. at the University of Missouri in 1948, advised by Leonard Mascot Blumenthal.

Sylvester–Gallai theorem
The Sylvester–Gallai theorem in geometry states that every finite set of points in the Euclidean plane has a line that passes through exactly two of the points or a line that passes through all of them. It is named after James Joseph Sylvester, who posed it as a problem in 1893, and Tibor Gallai, who published one of the first proofs of this theorem in 1944.

A line that contains exactly two of a set of points is known as an ordinary line. Another way of stating the theorem is that every finite set of points that is not collinear has an ordinary line. According to a strengthening of the theorem, every finite point set (not all on one line) has at least a linear number of ordinary lines. An algorithm can find an ordinary line in a set of  points in time .
Joe Shannon (politician)
Joseph Bernard Shannon (March 17, 1867 – March 28, 1943) was an American politician. A Democratic political boss in Kansas City, Missouri, he was a rival to the more dominant James Pendergast political machine in the late 19th and the early 20th centuries.

James Pendergast
James Francis Pendergast (January 27, 1856 – November 10, 1911) was a Democratic politician and the first Big City Boss of Kansas City, Missouri. He rose to prominence in the West Bottoms as the proprietor of saloons and gambling establishments and became head of a political faction that held significant control over local politicians and law enforcement in Kansas City. Known as "Alderman Jim," he was known for his generosity to the working-class residents of the industrial areas of the city. He was also repudiated by reform-minded Kansas City elites for spreading the vices of alcohol and gambling, and for his political corruption. He retired from political life in 1910, handing control of his faction to his younger brother Thomas J. Pendergast.