hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Lo Chia-ling
Lo Chia-ling (Chinese: 羅嘉翎; pinyin: Luó Jiālíng; born October 8, 2001) is a taekwondo athlete from Taiwan. 
After twice winning the gold medal at the World Taekwondo Junior Championships (in 2016 and 2018), she reached the Round of 16 at 2019 World Taekwondo Championships – Women's featherweight.

Having secured her berth at the 2021 Asian Taekwondo Olympic Qualification Tournament in Amman, Lo won the bronze medal in the 57 kg at the 2020 Olympics.

She won the silver medal in the women's featherweight event at the 2022 World Taekwondo Championships held in Guadalajara, Mexico. She also won the silver medal in the women's featherweight event at the 2023 World Taekwondo Championships held in Baku, Azerbaijan. At the 2024 Summer Olympics, she lost her first match to Laetitia Aoun and did not progress.

2019 World Taekwondo Championships – Women's featherweight
The women's featherweight is a competition featured at the 2019 World Taekwondo Championships, and was held at the Manchester Arena in Manchester, United Kingdom on 17 and 18 May. Featherweights were limited to a maximum of 57 kilograms in body mass.
Tony Award for Best Direction of a Play
The Tony Award for Best Direction of a Play has been given since 1960.  Before 1960 there was only one award for both play direction and musical direction, then in 1960 the award was split into two categories: Dramatic and Musical. In 1976 the Dramatic category was renamed to Play. For pre-1960 direction awards please reference Tony Award for Best Director.

30th Tony Awards
The 30th Annual Tony Awards was held at the Shubert Theatre on April 18, 1976, and broadcast by ABC television. Hosts were Eddie Albert, Richard Burton, Jane Fonda, Diana Rigg, George C. Scott and Trish Van Devere.
Steven Matteo
Steven Matteo (born February 18, 1977) is an American politician who served as Council member for the 50th district of the New York City Council. He is a Republican.

His district is located completely on Staten Island and encompasses the neighborhoods of Arrochar, Bloomfield, Bulls Head, Castleton Corners, Chelsea, Concord, Dongan Hills, Egbertville, Emerson Hill, Fort Wadsworth, Graniteville, Grant City, Grasmere, Heartland Village, Isle of Meadows, Lighthouse Hill, Manor Heights, Meiers Corners, Midland Beach, New Dorp, New Springville, Oakwood, Ocean Breeze, Old Town, Prall's Island, Richmondtown, Rosebank, Shore Acres, South Beach, Todt Hill, Travis, Westerleigh, and Willowbrook.

Heartland Village, Staten Island
Heartland Village is a residential development located close to the geographic center of Staten Island, one of the five boroughs of New York City, USA.  The name is also often used to denote the immediately surrounding area.

Heartland Village is located within the New Springville neighborhood of Staten Island. Heartland Village is originally named for a housing development created in the late 1960s which occupied a square-shaped area bounded by Richmond Avenue, Rockland Avenue, Richmond Hill Road, and Forest Hill Road, exclusive of the various shopping centers also located therein. The Staten Island Mall is located south of Richmond Hill Road.

Heartland Village's proximity to the Staten Island Mall and many other smaller shopping centers nearby has made it one of the island's most attractive residential communities; indeed, the region has emerged as the island's second largest commercial and administrative hub, after St. George.
1997 Moscow City Duma election
The 1997 Moscow City Duma election was held December 14 of that year to the Moscow City Duma, the city's unicameral parliament (city council). The inaugural election for municipal councils in Moscow's raions was held on the same day.

Participating in the election were 28 associations and four electoral blocs.

Administrative divisions of Moscow
Central Administrative Okrug

Northern Administrative Okrug

North-Eastern Administrative Okrug

Eastern Administrative Okrug

South-Eastern Administrative Okrug

Southern Administrative Okrug

South-Western Administrative Okrug

Western Administrative Okrug

North-Western Administrative Okrug

Zelenogradsky Administrative Okrug

Novomoskovsky Administrative Okrug

Troitsky Administrative Okrug

The federal city of Moscow, Russia is divided into administrative districts called administrative okrugs, which are a subdivision of state administration. They are further divided into municipal formations called districts (raions) and settlements (poseleniy), which are local self-government entities.
Plantago hawaiensis
Plantago hawaiensis is a rare species of flowering plant in the plantain family known by the common name Hawaiian plantain. It is endemic to Hawaii, where it is known only from the island of Hawaii. It grows on the slopes of Mauna Loa and Hualalai. Like other Hawaiian Plantago, it is known as kuahiwi laukahi. It is a federally listed endangered species of the United States.

This is a perennial herb with a woolly stem growing a few centimeters tall and bearing spikes of flowers. It grows in bogs and forested habitat on lava and volcanic ash substrates. There are about five occurrences of the plant remaining for an estimated total of just over 5000 individuals.

Plantaginaceae
Plantaginaceae, the plantain family or veronica family, is a large, diverse family of flowering plants in the order Lamiales that includes common flowers such as snapdragon and foxglove. It is unrelated to the banana-like fruit also called "plantain". In older classifications, Plantaginaceae was the only family of the order Plantaginales, but numerous phylogenetic studies, summarized by the Angiosperm Phylogeny Group, have demonstrated that this taxon should be included within Lamiales.
Sion Creek
Sion Creek is a creek in central Mumbai near Sion. The creek divides the city from the suburbs. It empties out into the Thane Creek to the east. It also has the Sion Fort and the Sion tank.

A lot of encroachments have taken place and the newspaper, The Times of India has exposed them with a series of articles in 2021.

Mumbai Suburban district
Mumbai Suburban district (Marathi: Mumbai Upanagar Jilhā) is the second most populous district of Maharashtra in the Konkan Division. With its administrative headquarters in Bandra, the district consists of three subdivisions or tehsils (townships): Kurla, Andheri, and Borivali. The district along with Mumbai City district and other suburban localities make up Greater Mumbai. The district occupies an area of 446 km2 on Salsette Island.

This is the second smallest district of Maharashtra, and the jurisdiction of Mumbai Suburban district extends from Bandra to Dahisar, from Kurla to Mulund, and from Kurla up to Trombay creek. The district is one of the largest in the country by population. The current population is 9,356,962, according to the 2011 census of India, making it the fifth most populous district in India (out of 672). The Mithi River is the main river in the district.
David Watson (psychologist)
David Watson is an American personality psychologist who has been the Andrew J. McKenna Family Professor of Psychology at the University of Notre Dame since 2010. He previously served as a professor of psychology at the University of Iowa beginning in 1993, and taught at Southern Methodist University before then. He was the founding president of the Association for Research in Personality in 2001 and served as editor-in-chief of the Journal of Abnormal Psychology from 2006 to 2011. He is known for his research on personality assessment and psychopathology, including working with his wife Lee Anna Clark and Auke Tellegen to develop the Positive and Negative Affect Schedule in 1988. In 2015, Watson received the Jack Block Award for Distinguished Research in Personality from the Society for Personality and Social Psychology.

Positive and Negative Affect Schedule
The Positive and Negative Affect Schedule (PANAS) is a self-report questionnaire that consists of two 10-item scales to measure both positive and negative affect. Each item is rated on a 5-point verbal frequency scale of 1 (not at all) to 5 (very much). The measure has been used mainly as a research tool in group studies, but can be utilized within clinical and non-clinical populations as well. Shortened, elongated, and children's versions of the PANAS have been developed, taking approximately 5–10 minutes to complete. Clinical and non-clinical studies have found the PANAS to be a reliable and valid instrument in the assessment of positive and negative affect.
Dvuhyurtochnoe Lake
Dvuhyurtochnoe Lake (Russian: о́зеро Двухюрточное) is a freshwater lake in the Ust-Kamchatka region of the Kamchatka Territory, Russia. Its area is 11.9 square kilometres (4.6 sq mi), its length is 6.3 kilometres (3.9 mi), and its maximum width is 2 kilometres (1.2 mi). The lake has a glacial-barren origin. It resulted from the lowering of a small section of the river valley.

The lake is in the eastern spurs of the Median ridge, east of the Gora Alney volcano, at an altitude of 266 metres (873 ft) above sea level. The lake is a widening of the Dvukhyurtochnaya River, which flows through it from west to east. To the north of the confluence of the Dvukhyurtochnaya River, two thermal springs flow into it. This lake is one of the spawning reservoirs of the peninsula. Above the northern shore of the lake stands the  1,081-metre (3,547 ft) Olney Volcano.

Kamchatka Peninsula
The Kamchatka Peninsula (Russian: полуо́стров Камча́тка, romanized: poluóstrov Kamchátka, pronounced [pəlʊˈostrəf kɐmˈt͡ɕætkə], Ainu: Cupka) is a 1,250-kilometre-long (777 mi) peninsula in the Russian Far East, with an area of about 270,000 km2 (100,000 sq mi). The Sea of Okhotsk bounds the peninsula's western coastline, immediately offshore of the peninsula and below the Bering Sea runs the 9,600-metre-deep (31,496 ft) Kuril–Kamchatka Trench. Its eastern coastline is the Bering Sea, part of the Pacific Ocean.

The Kamchatka Peninsula, the Commander Islands, and Karaginsky Island constitute Kamchatka Krai of the Russian Federation. The majority of the 322,079 inhabitants are ethnic Russians, with about 13,000 being Koryaks (2014). More than half of the population lives in Petropavlovsk-Kamchatsky (179,526 in 2010) and nearby Yelizovo (38,980). The Kamchatka Peninsula contains the volcanoes of Kamchatka, a UNESCO World Heritage Site, that form part of the Ring of Fire.
Zoogz Rift
Zoogz Rift (born Robert Pawlikowski; July 10, 1953 – March 22, 2011) was an American musician, painter and professional wrestling personality.

Born Robert Pawlikowski in Paterson, New Jersey, Rift was raised in Parsippany-Troy Hills, New Jersey and moved to Los Angeles while in his mid-20s.

Paterson, New Jersey
Paterson (English pronunciation: /ˈpætɚsən/ ⓘ) is the largest city in and the county seat of Passaic County, in the U.S. state of New Jersey. As of the 2020 United States census, Paterson was the state's third-most-populous municipality, with a population of 159,732, an increase of 13,533 (+9.3%) from the 2010 census count of 146,199, which in turn reflected a decline of 3,023 (-2.0%) from the 149,222 counted in the 2000 census. The Census Bureau's Population Estimates Program calculated a population of 156,452 for 2023, making it the 168th-most populous municipality in the nation.

A prominent mill town within the New York–New Jersey metropolitan area, Paterson has been known as Silk City for its once-dominant role in silk production during the latter half of 19th century. It has since evolved into a major destination for Hispanic immigrants as well as for immigrants from Turkey, the Arab world, and South Asia. Paterson has the nation's second-largest per capita Muslim population.
Heinkel HE 5
The Heinkel HE 5, produced in Sweden as the Svenska Aero S 5 and nicknamed the "Hansa", was a reconnaissance floatplane built during the 1920s. It was a further development of the HE 1, sharing its same basic configuration as a low-wing, strut-braced monoplane. The HE designation also refers to the monoplane construction, standing for Heinkel Eindecker.

Bracing (aeronautics)
In aeronautics, bracing comprises structural members which stiffen the functional airframe to give it rigidity and strength under load. Bracing may be applied both internally and externally, and may take the form of struts, which act in compression or tension as the need arises, and/or wires, which act only in tension.

In general, bracing allows a stronger, lighter structure than one which is unbraced, but external bracing adds drag which slows down the aircraft and raises considerably more design issues than internal bracing. Another disadvantage of bracing wires is that they require routine checking and adjustment, or rigging, even when located internally.

During the early years of aviation, bracing was a universal feature of aeroplanes, including monoplanes and biplanes, which were then equally common. Bracing in the form of lift struts remains in use for some light commercial designs where a high wing and light weight are more important than ultimate performance.
Nemean lion
The Nemean lion (/nɪˈmiːən/; Ancient Greek: Νεμέος λέων, romanized: Neméos léōn; Latin: Leo Nemeaeus) was a mythical lion in Greek mythology that lived at Nemea. It is most famous for being one of the mythical beasts killed by Heracles (Hercules) in his 12 labours. Because its golden fur was impervious to attack, it could not be killed with mortal weapons. Its claws were sharper than mortal swords and could cut through any strong armour. After Heracles killed the lion, its pelt would come to symbolize Heracles and his strength, being used in art to both recognize the myth itself and to draw connections between Heracles' heroism and others.

Hesiod
Hesiod (/ˈhiːsiəd/ HEE-see-əd or /ˈhɛsiəd/ HEH-see-əd; Ancient Greek: Ἡσίοδος Hēsíodos; fl. c. 700 BC) was an Ancient Greek poet generally thought to have been active between 750 and 650 BC, around the same time as Homer.

Several of Hesiod's works have survived in their entirety. Among these are Theogony, which tells the origins of the gods, their lineages, and the events that led to Zeus's rise to power, and Works and Days, a poem that describes the five Ages of Man, offers advice and wisdom, and includes myths such as Pandora's box.

Hesiod is generally regarded by Western authors as 'the first written poet in the Western tradition to regard himself as an individual persona with an active role to play in his subject.' Ancient authors credited Hesiod and Homer with establishing Greek religious customs. Modern scholars refer to him as a major source on Greek mythology, farming techniques, early economic thought, Archaic Greek astronomy, cosmology, and ancient time-keeping.
Antonin d'Avrecourt
Antonin Ernest d'Avrecourt, also known under the pseudonym Ernest-Georges Petitjean, was a French playwright of the 19th century, mostly known for his comedies and vaudevilles.

His plays, signed under several pseudonyms, were performed on the most important Parisian stages of his time: Théâtre des Variétés, Théâtre du Vaudeville, Théâtre de la Renaissance etc.

Théâtre de la Renaissance
The name Théâtre de la Renaissance (French pronunciation: [teɑtʁ də la ʁənɛsɑ̃s]) has been used successively for three distinct Parisian theatre companies. The first two companies, which were short-lived enterprises in the 19th century, used the Salle Ventadour, now an office building on the Rue Méhul in the 2nd arrondissement.

The current company was founded in 1873, and its much smaller theatre (pictured) was built that same year next to the Porte Saint-Martin at 20 boulevard Saint-Martin, in the 10th arrondissement. Besides performances of musical theatre, Feydeau's farces were first produced in this theatre, and plays by Victorien Sardou. Among the actors who triumphed there were Sarah Bernhardt, Eleonora Duse, and Raimu, later Agnès Jaoui and Jean-Pierre Bacri.
Groupe Scolaire Jean Charcot
Groupe Scolaire Jean Charcot is a French international school in El Jadida, Morocco. Affiliated with the OSUI of the Mission laïque française (MLF), it serves petite section through terminale, the final year of lycée (sixth form college/senior high school).

It opened in 1962. The school was to be closed in June 1997, when the AEFE stopped operating the school due to its small size; at the time it had 70 students in maternelle and ecole primaire. The French Embassy recruited MLF to take over operations, and the school remained open. It had about 250 students in September 1998, when its secondary division opened. The student enrollment increased to 340 and then 617 in September 2000 and September 2015, respectively.

Mission laïque française
The Mission laïque française (French pronunciation: [misjɔ̃ la.ik fʁɑ̃sɛːz]; MLF; "French lay/secular mission") is a non-profit organisation founded in 1902 by Pierre Deschamps. This organisation works to spread the French language and culture by creating and running schools outside France. Its head office is in the 15th arrondissement of Paris.
Flat Point Tide Pools
17°38′38″N 63°13′6″W﻿ / ﻿17.64389°N 63.21833°W﻿ / 17.64389; -63.21833

The Flat Point Tide Pools (or Saba Tide Pools) are located on the coast of Saba, in the Dutch Caribbean. They are located on the Flat Point peninsula Lower Hell's Gate. These tide pools feature large lava rock formations filled with colorful saltwater pools. The site was formed during volcanic activity about 5,000 years ago. A large lava flow went down the northeast side of the island into the ocean, forming the Flat Point peninsula as it cooled. Today the Flat Point Tide Pools are home to diverse marine life, and are a popular hiking location. The site is  accessible via the Flat Point Trail below Saba's airport.

Dutch Caribbean
The Dutch Caribbean (historically known as the Dutch West Indies) are the New World territories, colonies, and countries (former and current) of the Dutch colonial empire and the Kingdom of the Netherlands located in the Caribbean Sea, mainly the northern and southwestern regions of the Lesser Antilles archipelago.

The Dutch Caribbean comprises the constituent countries of Curaçao, Aruba and Sint Maarten (the 'CAS' islands) and the special municipalities of Bonaire, Sint Eustatius and Saba (BES islands). The term "Dutch Caribbean" is sometimes also used for the Caribbean Netherlands, an entity consisting of the three special municipalities forming part of the constituent country of the Netherlands since 2010. The population of the Dutch Caribbean is 337,617 as of January 2019.
Hawk & Parr
Hawk & Parr was an American architectural firm active in Oklahoma City. It was formed in 1914 as the merger of the offices of architects J. W. Hawk and J. O. Parr. After the retirement of Hawk in 1932 and the death of Parr in 1940, it was led by Parr's son into the 1980s.

Winfield Public Carnegie Library
The Winfield Public Carnegie Library, located at 1001 Millington Street in Winfield, Kansas, is a Carnegie library which was built in c.1912.  It was listed on the National Register of Historic Places in 1988.

Its design is credited to Smith and Parr, architects of Oklahoma City.
Razor Freestyle Scooter
Razor Freestyle Scooter, known as Freestyle Scooter in Europe, is a 2000 extreme sports game developed by Shaba Games and published by Crave Entertainment for the PlayStation, Game Boy Color, Dreamcast, Game Boy Advance and Nintendo 64.

Extreme sport
Action sports, adventure sports or extreme sports are activities perceived as involving a high degree of risk of injury or death. These activities often involve speed, height, a high level of physical exertion and highly specialized gear. Extreme tourism overlaps with extreme sport. The two share the same main attraction, "adrenaline rush" caused by an element of risk, and differ mostly in the degree of engagement and professionalism.
Natural (S Club 7 song)
"Natural" is a song by English pop group S Club 7. It was released on 11 September 2000 as the second single from their second studio album 7 (2000). The track was written by Norma Ray, Jean Fredenucci, Cathy Dennis, and Andrew Todd. It is an English cover of Ray's 1999 hit "Tous les maux d'amour", both of which interpolate Gabriel Fauré's Pavane. Upon the song's release, it peaked at number three in the United Kingdom and reached the top 50 in Australia, Germany, and Ireland.

Pavane (Fauré)
The Pavane in F-sharp minor, Op. 50, is a short work by the French composer Gabriel Fauré written in 1887.  It was originally a piano piece, but is better known in Fauré's version for orchestra and optional chorus. It was first performed in Paris in 1888, becoming one of the composer's most popular works.
Four Mile Cliff
Four Mile Cliff (77°11′58″S 162°27′05″E﻿ / ﻿77.19944°S 162.45139°E﻿ / -77.19944; 162.45139) is a rock cliff, 4 nautical miles (7.4 km) long, that flanks the southern side of Debenham Glacier north of Mount Bevilacqua. The cliff rises 150 metres (490 ft) above the glacier and 600 metres (2,000 ft) above sea level. A descriptive name was applied by the Advisory Committee on Antarctic Names in 2007.

Saint Johns Range
Saint Johns Range (77°17′S 162°0′E﻿ / ﻿77.283°S 162.000°E﻿ / -77.283; 162.000﻿ (Saint Johns Range)) is a crescent-shaped mountain range about 20 nautical miles (37 km; 23 mi) long, in Victoria Land, Antarctica.
It is bounded on the north by the Cotton Glacier, Miller Glacier and Debenham Glacier, and on the south by Victoria Valley and the Victoria Upper Glacier and Victoria Lower Glacier.
British high-tech architecture
British high-tech architecture is a form of high-tech architecture, also known as structural expressionism, a type of late modern architectural style that emerged in the 1970s, incorporating elements of high tech industry and technology into building design. High-tech architecture grew from the modernist style, using new advances in technology and building materials.

Team 4
Team 4 was a British architectural firm, established in 1963 by architecture graduates Su Brumwell, Wendy Cheesman, Norman Foster and Richard Rogers. Friction emerged within the firm, and by June 1967, Foster and Rogers decided to dissolve the firm.

The practice originally included Wendy Cheesman's sister Georgie Wolton (née Cheesman) who, as the only qualified architect of the group, allowed the practice to function. Georgie Cheeseman left after only a few months, leaving the remaining members to try to pass their professional exams while continuing to practice.

Rogers, Foster and Brumwell had first met while studying at Yale University. Rogers and Brumwell later married, as did Foster and Cheesman.
Lecithocera leucotella
Lecithocera leucotella is a moth in the family Lecithoceridae. It was described by Francis Walker in 1864. It is found on Borneo.

Adults are dark cupreous, the forewings with three irregular dark metallic-blue bands and with a silvery white point near the tip of the costa. The fringe is silvery white, except towards the interior border. The hindwings have a broad abbreviated irregular semihyaline (almost glasslike) white stripe.

Lecithoceridae
The Lecithoceridae, or long-horned moths, are a family of small moths described by Simon Le Marchand in 1947. Although lecithocerids are found throughout the world, the great majority are found in the Indomalayan realm and the southern part of the Palaearctic realm.
Greatest Hits (The Angels album)
Greatest Hits is a compilation album by Australian hard rock band The Angels, released in November 2011. Greatest Hits peaked at number 26 on the ARIA Charts. It was certified platinum by the Australian Recording Industry Association in 2015.

The album includes nine live songs: "Am I Ever Gonna See Your Face Again", "Comin' Down", "Take a Long Line", "I Ain't the One", "Marseilles", "After the Rain", "Be with You", "Shadow Boxer" and "Mr Damage". A deluxe version was released simultaneously containing a DVD with 39 videos by the band.

Shadow Boxer
"Shadow Boxer" is a song by Australian hard rock group The Angels, released in June 1979 as the lead and only single from the group's third studio album, No Exit.

"Shadow Boxer" first charted on the Kent Music Report Singles Chart on 11 June 1979, peaking at number 25 during a 14‑week chart run. It was co-written by band members, John Brewster, Doc Neeson and Rick Brewster.