hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Asini
Asini (Greek: Ασίνη) is a village and a former municipality in Argolis, Peloponnese, Greece, named after the ancient city of Asine. Since the 2011 local government reform it is part of the municipality Nafplio, of which it is a municipal unit. The municipal unit has an area of 136.873 km2. Population 5,077 (2021). The seat of the municipality was in Drepano.

Peloponnese (region)
The Peloponnese Region (Greek: Περιφέρεια Πελοποννήσου, romanized: Periféria Peloponnísou, [periˈferia pelopoˈnisu]) is a region in southern Greece. It borders Western Greece to the north and Attica to the north-east. The region has an area of about 15,490 square kilometres (5,980 square miles). It covers most of the Peloponnese peninsula, except for the northwestern subregions of Achaea and Elis which belong to Western Greece and a small portion of the Argolid peninsula that is part of Attica.
Harasta al-Qantarah
Harasta al-Qantarah (also spelled Harasta Elqantara; Arabic: حرستا القنطرة) is a Syrian village located in Markaz Rif Dimashq, Douma District. Harasta al-Qantarah had a population of 2,513 in the 2004 census.

Douma District
Douma District (Arabic: منطقة دوما, romanized: manṭiqat Dūmā) is a district of the Rif Dimashq Governorate in southern Syria.

The second largest district of Syria following Tadmur, it stretches from the northeastern outskirts of Metropolitan Damascus to the Jordanian border, covering large swaths of the sparsely inhabited Syrian Desert. The administrative centre is the city of Douma, located just some 10 km (6 mi) to the northeast of Damascus.

At the 2004 census, the district had a population of 433,719.
Kaitarō Hasegawa
Kaitarō Hasegawa (長谷川海太郎, Hasegawa Kaitarō; 17 January 1900 – 29 June 1935) was a Japanese novelist and translator during the early Shōwa period. Hasegawa wrote works in various genres under numerous pen names, each with a unique personality, and caused a sensation with the sheer brilliance of his fiction, non-fiction and translations.

Literary genre
A literary genre is a category of literature. Genres may be determined by literary technique, tone, content, or length (especially for fiction). They generally move from more abstract, encompassing classes, which are then further sub-divided into more concrete distinctions. The distinctions between genres and categories are flexible and loosely defined, and even the rules designating genres change over time and are fairly unstable.

Genres can all be in the form of prose or poetry. Additionally, a genre such as satire, allegory or pastoral might appear in any of the above, not only as a subgenre (see below), but as a mixture of genres. They are defined by the general cultural movement of the historical period in which they were composed.
Tanzanians in the United Kingdom
Tanzanians in the United Kingdom are citizens or residents of the United Kingdom whose ethnic or national origins lie fully or partially in Tanzania. The Tanzanian community in the UK is the largest of any OECD nation and is ethnically diverse, consisting of indigenous Black Africans alongside thousands of East African Asians who fled from violence during the Zanzibar Revolution.

Indian diaspora in Southeast Africa
The Indian diaspora in Southeast Africa consists of approximately 3 million or more people of Indian origin. Some of this diaspora in Southeast Africa arrived in the 19th century from British India as indentured labourers. Many of them were brought to work on the Kenya–Uganda Railway. Others were free immigrants who had arrived earlier by sea as traders.

Today, the Indian community in Southeast Africa is largely affluent, plays leading roles in the region's business sector and dominates the economies of many countries in the region.
Dallara T12
The Dallara T12 or Dallara FR35-12 is a racing car developed by Italian manufacturer Dallara for use in the World Series Formula V8 3.5, a series originally formed from the World Series by Renault top category. The T12 is the third generation of car used by the World Series by Renault/WS Formula V8 3.5, and was introduced at Silverstone on August 24, 2011.

The T12 chassis featured a new, 530 bhp (400 kW) V8 engine supplied by British firm Zytek Motorsport and designated as ZRS03. The car also featured a new gearbox developed by Ricardo and a Drag Reduction System similar to the one first used in the 2011 Formula One season. As the WS Formula V8 3.5 is a spec series, the T12 is raced by every team and driver on the grid.

Dallara
Dallara Group S.r.l. is the largest multi-national Italian race car manufacturer, founded by its current President, Giampaolo Dallara. After working for Ferrari, Maserati, Lamborghini and De Tomaso, in 1972 in his native village of Varano de' Melegari (Parma), he created Dallara Automobili.

Dallara is the sole manufacturer of racing cars for the IndyCar Series, Indy NXT, FIA Formula 2, FIA Formula 3 and Super Formula Championships. The company also produces cars for endurance races such as the 24 Hours of Le Mans and the 24 Hours of Daytona.

Dallara has also been involved in the development and production of both Formula E cars and Haas F1 Team cars.
Mystic Marriage of Saint Catherine (Correggio, Detroit)
Mystic Marriage of Saint Catherine or Mystic Marriage of Saint Catherine with Three Saints in a Landscape is a c. 1512 oil on panel painting by Correggio, now in the Detroit Institute of Arts. It is usually dated to the artist's youth, before Madonna and Child with St Francis (Dresden) and after Mystic Marriage of Saint Catherine (Washington).

Antonio da Correggio
Antonio Allegri da Correggio (August 1489 – 5 March 1534), usually known as just Correggio (/kəˈrɛdʒioʊ/, also UK: /kɒˈ-/, US: /-dʒoʊ/, Italian: [korˈreddʒo]), was an Italian Renaissance painter who was the foremost painter of the Parma school of the High Renaissance, who was responsible for some of the most vigorous and sensuous works of the sixteenth century. In his use of dynamic composition, illusionistic perspective and dramatic foreshortening, Correggio prefigured the Baroque art of the seventeenth century and the Rococo art of the eighteenth century. He is considered a master of chiaroscuro.
Costa Rica at the 2023 Parapan American Games
Costa Rica competed in the 2023 Parapan American Games in Santiago, Chile from 17 November to 26 November 2023. This was Costa Rica's seventh appearance at the Parapan American Games, having competed at every edition of the games since the inaugural edition in 1999.

Paralympic athlete Sherman Guity and para swimmer Camila Haase were the country's flagbearers during the opening ceremony.

Sherman Guity
Sherman Isidro Guity Guity (born 3 December 1996) is a Costa Rican Paralympic athlete. He competes in the disability category of T64, specializing in the 100 metres and 200 metres sprints.  He won the silver medal in the men's 100 metres T64 event at the 2020 Summer Paralympics held in Tokyo, Japan, becoming the first competitor representing Costa Rica at the Paralympics to win a medal. He has gone on to win multiple sprint titles and is the current paralympic record holder for both the 100m and 200m T64 events.
Lamberto II da Polenta
Lamberto II da Polenta (died 1347) was briefly jointly lord of Ravenna and Cervia from 1346 until his death.

He was the son of Ostasio I da Polenta. In 1346 he inherited the family lordships together with his brothers Bernardino I and Pandolfo. Bernardino, however, had both Pandolfo and Lamberto imprisoned in Cervia after one year, where they died of starvation.

Cervia
Cervia (Romagnol: Zirvia) is a seaside resort town in the province of Ravenna, located in the northern Italian region of Emilia-Romagna.

Cervia is a major seaside resort in Emilia-Romagna, North Italy. Its population was 28,983 at the 2023 census. It is mainly a destination for seaside tourism, with a coastline of 9 km of beach.
Hong Kong Mathematics Olympiad
Hong Kong Mathematics Olympiad (HKMO, Chinese: 香港數學競賽) is a mathematics competition held in Hong Kong every year, jointly organized by the Education University of Hong Kong and Education Bureau. At present, more than 250 secondary schools send teams of 4-6 students of or below Form 5 to enter the competition. It is made up of a Heat Event and a Final Event, which both forbid the usage of calculators and calculation assisting equipments (e.g. printed mathematical table). Though it bears the term Mathematics Olympiad, it has no relationship with the International Mathematical Olympiad.

Mathematical table
Mathematical tables are tables of information, usually numbers, showing the results of a calculation with varying arguments. Trigonometric tables were used in ancient Greece and India for applications to astronomy and celestial navigation, and continued to be widely used until electronic calculators became cheap and plentiful in the 1970s, in order to simplify and drastically speed up computation. Tables of logarithms and trigonometric functions were common in math and science textbooks, and specialized tables were published for numerous applications.
Health Center Consolidation Act
The Health Center Consolidation Act of 1996 in the United States is commonly also called Section 330.  The Act brings together various funding mechanisms for the country's community health facilities, such as migrant/seasonal farmworker health centers, healthcare for the homeless, health centers and health centers for residents of public housing.  Previously, each of these organizations were provided grants under numerous other mechanisms.

The S. 1044 legislation was passed by the 104th U.S. Congressional session and enacted into law by the 42nd President of the United States Bill Clinton on October 11, 1996.

Grant (money)
A grant is a fund given by a person or organization, often a public body, charitable foundation, a specialised grant-making institution, or in some cases a business with a corporate social responsibility mission, to an individual or another entity, usually, a non-profit organisation, sometimes a business or a local government body, for a specific purpose linked to public benefit. A funding agreement is often used to reflect the funding and funded parties' understanding of the purpose for which the grant has been given. Unlike loans, grants are not intended to be paid back. Examples include student grants, research grants, the Sovereign Grant paid by the UK Treasury to the monarch, and some European Regional Development Fund payments in the European Union.
Color moments
Color moments are measures that characterise color distribution in an image in the same way that central moments uniquely describe a probability distribution. Color moments are mainly used for color indexing purposes as features in image retrieval applications in order to compare how similar two images are based on color. Usually one image is compared to a database of digital images with pre-computed features in order to find and retrieve a similar Image. Each comparison between images results in a similarity score, and the lower this score is the more identical the two images are supposed to be.

Moment (mathematics)
Moments of a function in mathematics are certain quantitative measures related to the shape of the function's graph. For example, if the function represents mass density, then the zeroth moment is the total mass, the first moment (normalized by total mass) is the center of mass, and the second moment is the moment of inertia. If the function is a probability distribution, then the first moment is the expected value, the second central moment is the variance, the third standardized moment is the skewness, and the fourth standardized moment is the kurtosis.

For a distribution of mass or probability on a bounded interval, the collection of all the moments (of all orders, from 0 to ∞) uniquely determines the distribution (Hausdorff moment problem). The same is not true on unbounded intervals (Hamburger moment problem).

In the mid-nineteenth century, Pafnuty Chebyshev became the first person to think systematically in terms of the moments of random variables.
Ayn al-Bayda, Jarabulus
Ayn al-Bayda (Arabic: عين البيضا, romanized: ‘Ayn al Bayḑā; Turkish: Akpınar) is a village in northern Aleppo Governorate, northern Syria. Situated on the northern Manbij Plain, about halfway between Jarabulus and the lower course of Sajur River, the village is located about 4 kilometres (2.5 mi) west of river Euphrates and about 9 km (5.6 mi) south of the border to the Turkish province of Gaziantep.

With 1,111 inhabitants, as per the 2004 census, Ayn al-Bayda administratively belongs to Nahiya Jarabulus within Jarabulus District. It is inhabited by Turkmens of the Barak tribe. Nearby localities include Amarnah 3 km (1.9 mi) to the northeast, Mazaalah 3 km (1.9 mi) to the northwest, and Dabis 2.5 km (1.6 mi) to the southwest.

Jarabulus
Jarabulus (Arabic: جَرَابُلُس, ALA-LC: Jarābulus, Aleppo dialect: Jrāblos; Turkish: Cerablus or Carablus; Kurdish: Cerablûs) is a Syrian city administratively belonging to Aleppo Governorate. Jarabulus lies on the western bank of the Euphrates and north of Euphrates Lake, just south of the Syria–Turkey border and the Turkish town of Karkamış. In the 2004 census, the city had a population of 11,570. The population has increased significantly during the Syrian civil war.
Russia at the Rugby World Cup
Russia qualified for the Rugby World Cup for the first time in 2011.

As of April 26, 2010, Russia placed at 19th position in the world rankings, just behind Romania and the USA. They are currently the ninth best team in Europe according to the world rankings.

Yuri Kushnarev
Yuri Viktorovich Kushnarev (born 6 June 1985) is a Russian former rugby union player. He played as a fullback and/or as a fly-half. Kushnarev is the most capped Russian player as well as the top scorer for Russia. Having played one hundred and twenty times for his country, Kushnarev holds the 24th most caps in international rugby.
Holdens railway station
Holdens railway station (originally Holden's) was opened in 1928 on the Henley Beach railway line (now shortened as the Grange line) in the western Adelaide suburb of Woodville, 7.8 kilometres (4.8 miles) from Adelaide station. Only 200 metres (220 yards) from the junction on to the Henley Beach line, it served the  site on which General Motors-Holden's Ltd manufactured motor vehicles. The factory and station closed in 1992, and the site was subsequently redeveloped, mainly with large retail outlets.

Henley Beach railway line
The Henley Beach railway line was a single-track branch line, 7.8 kilometres (4.8 miles) long, that ran through several coastal suburbs of Adelaide, the capital city of South Australia. It commenced at Woodville railway station, 7.5 kilometres (4.7 miles) from Adelaide railway station on the Outer Harbor railway line.

The inaugural line, opened in 1882 by a land development company, went as far as Grange. Twelve years later, it was acquired by the government-owned South Australian Railways, which extended it 2.2 kilometres (1.4 miles) to Henley Beach. Some industrial spur lines were built in the first half of the 20th century near its northern end. The Henley Beach–Grange section was closed in 1957; the resulting line, after being upgraded, was named the Grange railway line.
Dwarf (Dungeons & Dragons)
A dwarf, in the Dungeons & Dragons (D&D) fantasy roleplaying game, is a humanoid race, one of the primary races available for player characters. The idea for the D&D dwarf comes from the dwarves of European mythologies and J. R. R. Tolkien's novel The Lord of the Rings (1954–1955), and has been used in D&D and its predecessor Chainmail since the early 1970s. Variations from the standard dwarf archetype of a short and stout demihuman are commonly called subraces, of which there are more than a dozen across many different rule sets and campaign settings.

Tracy Hickman
Tracy Raye Hickman (born November 26, 1955) is an American fantasy author and designer of games and virtual reality (VR) experiences. He co-authored the original Dragonlance novels with Margaret Weis as well as numerous other books. He also designed and created role playing game material while working for TSR and has cowritten novels with his wife, Laura Hickman. He is the author or co-author of over 60 books.
Plouvien
Plouvien (French pronunciation: [pluvjɛ̃]; Breton: Plouvien) is a commune in the Finistère department of Brittany in north-western France. The journalist and writer Jean Bothorel was born in Plouvien on 12 May 1940.

Brittany (administrative region)
Brittany (French: Bretagne [bʁətaɲ] ⓘ; Breton: Breizh [brɛjs]; Gallo: Bertaèyn [bəʁtaɛɲ]) is an administrative region of Metropolitan France, comprising the departments of Côtes-d'Armor, Finistère, Ille-et-Vilaine, and Morbihan. Its capital and largest city is Rennes.

Bordered by the English Channel to the north, the Celtic Sea to the west, and the Atlantic Ocean (Bay of Biscay) to the south, Brittany's neighboring regions are Normandy to the northeast and Pays de la Loire to the southeast. It is one of two regions in Metropolitan France where all departments have direct access to the sea, the other being Corsica.

The region of Brittany is sometimes referred to as "administrative Brittany" in contrast to "historical Brittany" or "cultural Brittany", which also includes the Loire-Atlantique and whose potential reunification with the administrative region has been a subject of debate for decades.
Cobán Guatemala Temple
The Cobán Guatemala Temple is a temple of the Church of Jesus Christ of Latter-day Saints (LDS Church) in Cobán's 2nd ward. The intent to build the temple was announced on October 5, 2019, by church president Russell M. Nelson, during general conference. It is Guatemala's third temple, following the Guatemala City Guatemala and Quetzaltenango Guatemala temples.

The temple is located on a 5.4-acre site, adjacent to an existing meetinghouse. It is one-story tall and has about 8,800 square feet. The site also includes a patron housing facility and a meetinghouse.

The temple has an attached end tower and uses a Spanish Colonial architectural influence.  A groundbreaking ceremony, to signify beginning of construction, was held on November 14, 2020, with Brian K. Taylor, a general authority and president of the LDS Church's Central America Area, presiding. The temple was dedicated by Dale G. Renlund on June 9, 2024.

Cobán
Cobán (Kekchí: Kob'an), fully Santo Domingo de Cobán, is the capital of the department of Alta Verapaz in central Guatemala. It also serves as the administrative center for the surrounding Cobán municipality. It is located 219 km from Guatemala City.

As of the 2018 census, the population of the city of Cobán was 212,047 and that of the municipality was 212,421. Cobán lies at an altitude of 1,320 metres or 4,330 feet above sea level and covers a total area of 1,974 km2. It is located at the center of a major coffee-growing area.
TN postcode area
The TN postcode area, also known as the Tunbridge Wells postcode area, is a group of 40 postcode districts in England, within 24 post towns. These cover south and west Kent (including Royal Tunbridge Wells, Tonbridge, Ashford, Sevenoaks, Westerham, Cranbrook, Edenbridge, New Romney, Romney Marsh and Tenterden) and northern and eastern East Sussex (including Hastings, Battle, Bexhill-on-Sea, Crowborough, Etchingham, Hartfield, Heathfield, Mayfield, Robertsbridge, Rye, St Leonards-on-Sea, Uckfield, Wadhurst and Winchelsea), plus very small parts of Surrey and the London Borough of Bromley.

Mail for this area is sorted at the Royal Mail Sorting Office in Rochester, which also sorts all mail from the adjoining ME postcode area.

New Romney
New Romney is a market town in Kent, England, on the edge of Romney Marsh, an area of flat, rich agricultural land reclaimed from the sea after the harbour began to silt up.  New Romney, one of the original Cinque Ports, was once a sea port, with the harbour adjacent to the church, but is now more than a mile from the sea. It is the headquarters of the Romney, Hythe and Dymchurch Railway.
Sam Kessel
Sam Einar Lippy Kessel (born 24 May 1989 in Uppsala, Sweden) is a Swedish actor, well known for his role as Per Hammar in the Tsatsiki series of films based on the books written by Moni Nilsson-Brännström.

In spring 2007, he appeared in the play Vinterkärlek by "Teater C" at the Reginateatern in Uppsala. In spring 2008, "Teater C" performed their second play, Avslutningen, a monologue supplied by Kessel, and written and directed by Dag Thelander.

Lately, Kessel has been engaged in performance poetry, specifically poetry slam; on 2 March 2008, he won a contest in Uppsala. In May 2009 he, Linn Bleckert and Li Molnar Kronlid won the gold medal at the Triathlon of the Swedish Poetry Slam Championships in Norrköping. In 2010, he organized the Swedish Poetry Slam Championships at the Reginateatern.

Poetry slam
A poetry slam is a competitive art event in which poets perform spoken word poetry before a live audience and a panel of judges.

Some people draw distinction between the concepts of "poetry slam" as a competition event and "slam poetry" as a performance event and art form.

There are regular poetry slam competitions all around the globe.

The performances at a poetry slam are judged as much on performance as content, and poets may compete as individuals or in teams. The judging is often handled by a panel of judges, typically five, who are usually selected from the audience. Sometimes the poets are judged by audience response.
Dong Zhongshu
Dong Zhongshu (Chinese: 董仲舒; Wade–Giles: Tung Chung-shu; 179–104 BC) was a Chinese philosopher, politician, and writer of the Han dynasty. He is traditionally associated with the promotion of Confucianism as the official ideology of the Chinese imperial state, favoring heaven worship over the tradition of cults celebrating the five elements. Enjoying great influence in the court in the last decades of his life, his adversary 
Gongsun Hong ultimately 
promoted his partial retirement from political life by banishing him to the Chancellery of Weifang, but his teachings were transmitted from there.

Weifang
Weifang (simplified Chinese: 潍坊; traditional Chinese: 濰坊; pinyin: Wéifāng) is a prefecture-level city in central Shandong province, People's Republic of China. The city borders Dongying to the northwest, Zibo to the west, Linyi to the southwest, Rizhao to the south, Qingdao to the east, and looks out to the Laizhou Bay to the north. Its population was 9,386,705 at the 2020 census, of whom 3,095,520 lived in the built-up (or metro) area made up of four urban districts (Kuiwen, Weicheng, Hanting and Fangzi) and Changle County.

Weifang has numerous natural and historic sites, such as Shihu Garden (from the Late Ming and early Qing dynasty), Fangong Pavilion (from the Song dynasty), fossil sites (including dinosaur fossils, in Shanwang, Linqu), Mount Yi National Forest Park, Mount Qingyun and the Old Dragon Spring. Painted New Year woodcuts from Yangjiabu are also well-known. The city is served by Weifang Airport to various cities across China.