hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
The Pulsars
The Pulsars was a new wave/indie rock band from Chicago, Illinois, led by Dave Trumfio and his brother, Harry Trumfio. They signed to Herb Alpert and Jerry Moss's Almo Sounds label and recorded two albums in the mid-1990s, one of which was released and another that has yet to be released.

Herb Alpert
Herb Alpert (born March 31, 1935) is an American musician who led the band Herb Alpert & the Tijuana Brass (sometimes called Herb Alpert and the TJB) in the 1960s. During the same decade, he co-founded A&M Records with Jerry Moss.

Alpert has recorded 28 albums that have appeared on the U.S. Billboard 200 chart, five of which reached No. 1; he has been awarded 14 platinum albums and 15 gold albums. Alpert is the only musician to have reached number one on the U.S. Billboard Hot 100 as both a vocalist ("This Guy's in Love with You", 1968) and as an instrumentalist ("Rise", 1979).

Alpert has sold an estimated 72 million records worldwide. His awards  have included a Tony Award and eight Grammy Awards, as well as the Grammy Lifetime Achievement Award. In 2006, he was inducted into the Rock and Roll Hall of Fame. Alpert was awarded the National Medal of Arts by Barack Obama in 2012.
2018 Negeri Sembilan FA season
The 2018 season was Negeri Sembilan's 95th season in club history and 9th season in Malaysia Super League since it was first introduced in 2004. Also it was the first season in the Malaysia Super League since promoted of the Malaysia Premier League in 2017 season.

Malaysia Super League
The Malaysia Super League (Malay: Liga Super Malaysia), known simply as the Super League (Malay: Liga Super), is the men's top professional football division of the Malaysian football league system. Administered by the Football Malaysia Limited Liability Partnership (FMLLP), now known as the Malaysian Football League (MFL), the Malaysia Super League is contested by 13 clubs. Until 2022, it operated on a system of promotion and relegation with the Malaysia Premier League, with the two lowest-placed teams relegated and replaced by the promoted top two teams in that division. It has replaced the former top-tier league, Liga Perdana 1, which ran from 1998 to 2003.

37 clubs have competed since the inception of the Malaysia Super League in 2004, with eight winning the title (Selangor, Kedah Darul Aman, Kelantan, Sri Pahang, Perlis, Negeri Sembilan, LionsXII and Johor Darul Ta'zim). The current champions are Johor Darul Ta'zim, which won their eleventh title in the 2024–25 edition.
The Rain in Spain
"The Rain in Spain" is a song from the musical My Fair Lady, with music by Frederick Loewe and lyrics by Alan Jay Lerner, published in 1956.

The song is a turning point in the plotline of the musical. Professor Higgins and Colonel Pickering have been drilling Eliza Doolittle incessantly with speech exercises, trying to break her Cockney accent speech pattern. The key lyric in the song is "the rain in Spain stays mainly in the plain", which contains five words that a Cockney would pronounce with [æɪ] or [aɪ] – more like "eye" [aɪ] than the Received Pronunciation diphthong [eɪ].

With the three of them nearly exhausted, Eliza finally "gets it", and recites the sentence with all "proper" long-As. The trio breaks into song, repeating this key phrase as well as singing other exercises correctly, such as "In Hertford, Hereford, and Hampshire, hurricanes hardly ever happen", which Eliza had failed before by H-dropping.

Cockney
Cockney is a dialect of the English language mainly spoken in London, particularly by Londoners from working-class and lower-middle-class families. The term Cockney is also used as a demonym for a person from the East End, or, traditionally, born within earshot of Bow Bells.

Estuary English is an intermediate accent between Cockney and Received Pronunciation, also widely spoken in and around London, as well as in wider South East England. In multicultural areas of London, the Cockney dialect is, to an extent, being replaced by Multicultural London English—a new form of speech with significant Cockney influence.
Valentina Kozlova
Valentina Kozlova (born August 26, 1957) is a Soviet-born Russian American ballerina and founder of Valentina Kozlova International Ballet Competition. In 1979, while on tour as a young principal dancer with the Bolshoi Ballet, Kozlova defected to the United States, where she became a principal dancer with New York City Ballet and later, opened her own ballet school. Perhaps best known as a lyrical and expressive ballerina, Kozlova is also renowned as a private coach, producing students who have gone on to garner prestigious prizes and positions in companies such as Boston Ballet, American Ballet Theatre, Washington Ballet, Stuttgart Ballet, Les Ballets Trockadero de Monte Carlo, Universal Ballet, and the Cuban National Ballet.

New York City Ballet
New York City Ballet (NYCB) is a ballet company founded in 1948 by choreographer George Balanchine and Lincoln Kirstein.  Balanchine and Jerome Robbins are considered the founding choreographers of the company. Léon Barzin was the company's first music director.  City Ballet grew out of earlier troupes: the Producing Company of the School of American Ballet, 1934; the American Ballet, 1935, and Ballet Caravan, 1936, which merged into American Ballet Caravan, 1941; and directly from the Ballet Society, 1946.
Lucknow Mail
The 12229 / 12230  Lucknow S. F Mail is an Daily Mail train of Superfast Express category of Indian Railways running between Lucknow and New Delhi on a daily basis. It is numbered 12229 when starting from Lucknow and terminating at New Delhi, 12230 from New Delhi to Lucknow. It has received an ISO 9000 certification after Bhopal Express. Lucknow Mail is the first LHB train of Indian Railways running permanently with 24 coaches (22 coaches+2 EOG).

Lucknow Mail along with Shram Shakti Express, Prayagraj Express, Shiv Ganga Express and Shaan-e-Bhopal Express enjoys highest priority all over the route.

Lucknow Junction railway station
Lucknow Junction  (officially Lucknow NER, station code: LJN) is  a railway station in Lucknow, Uttar Pradesh, India. It is situated right next to Lucknow Charbagh railway station.

The station is part of the North Eastern Railway zone's Lucknow NER Division and the Lucknow-Kanpur Suburban Railway line.

It is also part of the Lucknow-Barabanki Suburban Railway, Lucknow-Moradabad line and Lucknow-Sitapur line.

This station is a (NSG 2)  category in North Eastern Railway. This station is situated in southern central part of Lucknow.

Nearby stations include Lucknow Charbagh (LKO) and Aishbagh (ASH).
Mount Rahm
Mount Rahm (8,486 feet (2,587 m)) is in North Cascades National Park in the U.S. state of Washington. Located in the northern section of the park, Mount Rahm is less than .25 mi (0.40 km) south of the Canada–United States border, just north of Silver Lake, and 2 mi (3.2 km) north-northeast of Mount Spickard. The peak sits at the northeastern end of Custer Ridge. Mount Rahm was named after Dr. David Allan Rahm (1931–1976), author and professor, who published and lectured about the geology of the surrounding area.

North Cascades
The North Cascades are a section of the Cascade Range of western North America. They span the border between the Canadian province of British Columbia and the U.S. state of Washington and are officially named in the U.S. and Canada as the Cascade Mountains.  The portion in Canada is known to Americans as the Canadian Cascades, a designation that also includes the mountains above the east bank of the Fraser Canyon as far north as the town of Lytton, at the confluence of the Thompson and Fraser Rivers.

They are predominantly non-volcanic, but include the stratovolcanoes Mount Baker, Glacier Peak and Coquihalla Mountain, which are part of the Cascade Volcanic Arc.
Cary Coke
Cary Coke (née Newton) ((1680-06-09)9 June 1680 – (1707-08-04)4 August 1707) was a book collector and patron of the English theatre. A daughter of Sir John Newton MP, of Barrs Court, she was the mother of Thomas Coke, first Earl of Leicester.

Book collecting
Book collecting is the collecting of books, including seeking, locating, acquiring, organizing, cataloging, displaying, storing, and maintaining whatever books are of interest to a given collector. The love of books is bibliophilia, and someone who loves to read, admire, and a person who collects books is often called a bibliophile.

Book prices generally depend on the demand for a given edition which is based on factors such as the number of copies available, the book's  condition, and if they were signed by the author (and/or editor or illustrator, if applicable) or by a famous previous owner. For example, a first edition And to Think That I Saw It on Mulberry Street can reach the price of $12,000 in the best condition.
Ananthagiri mandal
Ananthagiri mandal is one of the 23 mandals in Suryapet district of the Indian state of Telangana. It is under the administration of Kodad revenue division with its headquarters at Ananthagiri. It is carved out from Kodad and Nadigudem mandals. It is bounded by Nadigudem in the west, Kodad mandal in the south and Khammam district towards north.

Kodad revenue division
Kodad revenue division (or Kodad division) is an administrative division in the Suryapet district of the Indian state of Telangana. It is one of the 3 revenue divisions in the district which consists of 5 mandals under its administration. Kodad is the divisional headquarters of the division.
Old Edgebrook District
Old Edgebrook is a historic district and neighborhood in the Forest Glen community area of Chicago, Illinois, United States.

It is located between Central and Devon Avenues and the Edgebrook Golf Course. It is surrounded on all sides by Cook County Forest Preserves.

Forest Preserve District of Cook County
The Forest Preserve District of Cook County is a governmental commission in Cook County, Illinois, that owns and manages land containing forest, prairie, wetland, streams, and lakes. These land holdings are primarily managed as undeveloped natural areas and for outdoor recreation. The Forest Preserve District encompasses approximately 70,000 acres (110 sq mi; 280 km2) of land or approximately 11% of the land in Cook County, which contains the city of Chicago and is the most densely populated urban metropolitan area in the Midwest.  The Forest Preserves also owns the lands on which the Brookfield Zoo and the Chicago Botanic Garden operate, and its Chicago Portage area preserve is also affiliated with the United States National Park Service.

The Cook County Board of Commissioners also serves ex-officio as the board for the district. The Forest Preserve District headquarters is located in River Forest, Illinois.
Syntrophomonas sapovorans
Syntrophomonas sapovorans is a bacterium. It is anaerobic, syntrophic, and fatty acid-oxidizing and obligately proton-reducing. Its type strain is OM. It has a doubling time of 40 hours. It is part of the family Syntrophomonadaceae based on comparative small-subunit (SSU) rRNA sequence analysis. This family currently contains three genera, Syntrophomonas, Syntrophospora, and Thermosyntropha, as well as two closely related isolates, strains FSM2 and FSS7.

Syntrophy
In biology, syntrophy, syntrophism, or cross-feeding (from Greek  syn 'together' and  trophe 'nourishment') is the cooperative interaction between at least two microbial species to degrade a single substrate. This type of biological interaction typically involves the transfer of one or more metabolic intermediates between two or more metabolically diverse microbial species living in close proximity to each other. Thus, syntrophy can be considered an obligatory interdependency and a mutualistic metabolism between different microbial species, wherein the growth of one partner depends on the nutrients, growth factors, or substrates provided by the other(s).
Bispham Rock Gardens
Devonshire Road Rock Gardens or the Rock Gardens, is a municipal park located in Bispham, Blackpool on the Fylde coast in Lancashire, England. The gardens are an important wildlife resource and contains a number of rare species.

The main entrance to the gardens is at the top of Knowle Hill on Devonshire Road. Built upon the site of Beryl Hill (A Celtic name meaning Hill, Hill, Hill) which allegedly was the site of a cairn and a beacon to warn of a Napoleonic invasion The gardens run downhill toward Inver Road. Views from the top of the gardens can be seen toward Pendle Hill, Beacon Fell and the Bowland fells.

Cairn
A cairn is a human-made pile (or stack) of stones raised for a purpose, usually as a marker or as a burial mound. The word cairn comes from the Irish: carn [ˈkʰaːrˠn̪ˠ] (plural cairn [ˈkʰaːrˠɲ]).

Cairns have been and are used for a broad variety of purposes. In prehistory, they were raised as markers, as memorials and as burial monuments, some of which contained chambers.

In the modern era, cairns are often raised as landmarks, especially to mark the summits of mountains, and as trail markers. They vary in size from small piles of stones to entire artificial hills, and in complexity from loose conical rock piles to elaborate megalithic structures. Cairns may be painted or otherwise decorated, whether for increased visibility or for religious reasons.
Ruth Buxton Sayre
Ruth Buxton Sayre (January 25, 1896 – November 23, 1980) was born in Indianola, Iowa, United States. She was the American president of the Associated Country Women of the World, from 1947 until 1952. She was appointed to President Eisenhower’s Agricultural Advisory Committee in 1953. In 1976 she was inducted into the Iowa Women's Hall of Fame. Her papers are held at the State Historical Society of Iowa in Iowa City, Iowa. Her life is chronicled in the book Ruth Buxton Sayre: First Lady of the Farm, by Julie McDonald.

Sayre was an advocate for national and international social organizations with a rural, agricultural focus.  Her involvement in the American Farm Bureau Federation began in 1922 and eventually led to an appointment as state chairman in 1930. Sayre also participated in the Rural Welfare Committee of the United Nations Food and Agriculture Organization and the National Society for Crippled Children and Adults.

Associated Country Women of the World
The Associated Country Women of the World (ACWW) is the largest international organization for rural women, with a membership of nine million in 82 countries (per 2023). ACWW holds a triennial conference and publishes a magazine, The Countrywoman, four times a year.
Discrete geometry
Discrete geometry and combinatorial geometry are branches of geometry that study combinatorial properties and constructive methods of discrete geometric objects.  Most questions in discrete geometry involve finite or discrete sets of basic geometric objects, such as points, lines, planes, circles, spheres, polygons, and so forth.  The subject focuses on the combinatorial properties of these objects, such as how they intersect one another, or how they may be arranged to cover a larger object.

Discrete geometry has a large overlap with convex geometry and computational geometry, and is closely related to subjects such as finite geometry, combinatorial optimization, digital geometry, discrete differential geometry, geometric graph theory, toric geometry, and combinatorial topology.

Toric variety
In algebraic geometry, a toric variety or torus embedding is a kind of algebraic variety that contains an algebraic torus whose group action extends to the whole variety.  Toric varieties form an important and rich class of examples in algebraic geometry, which often provide a testing ground for theorems. The geometry of a toric variety is fully determined by the combinatorics of its associated fan, which often makes computations far more tractable. For a certain special but still quite general class of toric varieties, this information is also encoded in a convex polytope, which creates a powerful connection of the subject with convex geometry. Familiar examples of toric varieties are affine space, projective spaces, products of projective spaces and bundles over projective space.
Như Xuân district
Nhu Xuan (Vietnamese: Như Xuân) is a district (huyện) of Thanh Hóa province in the North Central Coast region of Vietnam.

As of 2018 the district had a population of 72,000. The district covers an area of 860 km2 (330 sq mi). The district capital lies at Yên Cát.

North Central Coast
Bắc Trung Bộ (literally North Central Region, and often translated as North Central Coast) is one of the geographic regions of Vietnam. It consists of six provinces in northern part of Central Vietnam: Thanh Hóa, Nghệ An, Hà Tĩnh, Quảng Bình, Quảng Trị, Huế. The last two provinces were the northernmost provinces of State of Vietnam and South Vietnam until Reunification of Vietnam in 1976. In the Nguyễn dynasty, this area (except Thừa Thiên) was known as Hữu Trực Kỳ (the area located in the left of Thừa Thiên).
Johnson Bayou, Louisiana
Johnson Bayou is a small unincorporated community  located on the Creole Nature Trail along the Gulf Coast in Cameron Parish, Louisiana, United States, and is named after Daniel Johnson, who came to the area circa 1790. The village is a barrier island spread across coastal chenieres which were formed by deltaic sedimentation by the shifting of the Mississippi River. This geologic formation, the coastal cheniere, is found only in a few locations across the globe. The population of the community was approximately 400 before Hurricanes Laura and Delta devastated the community in August and October of 2020. By September of 2021 the population had recovered to almost 300.

Johnson Bayou is part of the Lake Charles Metropolitan Statistical Area.

Gulf Coast of the United States
The Gulf Coast of the United States, also known as the Gulf South or the South Coast, is the coastline along the Southern United States where they meet the Gulf of Mexico. The coastal states that have a shoreline on the Gulf of Mexico are Texas, Louisiana, Mississippi, Alabama, and Florida, and these are known as the Gulf States.

The economy of the Gulf Coast area is dominated by industries related to energy, petrochemicals, fishing, aerospace, agriculture, and tourism. The large cities of the region are (from west to east) Brownsville, Corpus Christi, Houston, Galveston, Beaumont, Lake Charles, Lafayette, Baton Rouge, New Orleans, Gulfport, Biloxi, Mobile, Pensacola, Panama City, St. Petersburg, and Tampa. All are the centers or major cities of their respective metropolitan areas and many contain large ports.
Allan Moon
Allan Moon is a Canadian singer-songwriter, musician, artist, poet and producer. Moon was born in Toronto, Ontario, Canada and grew up in the New York City. In 1992, Moon emigrated to Tel Aviv, Israel.

Kutiman
Ophir Kutiel (Hebrew: אופיר קותיאל; born April 21, 1982), professionally known as Kutiman (Hebrew: קותימן) , is an Israeli musician, composer, producer and animator. He is best known for creating the online music video project, ThruYOU, a self-titled album, and the viral ongoing series "Thru the City" including his "Mix Tel Aviv" piece, which went viral on YouTube.
Thessaloniki Inner Ring Road
The Thessaloniki Inner Ring Road (Greek: Εσωτερική Περιφερειακή οδός Θεσσαλονίκης) is a dual carriageway ring road encircling most of the Thessaloniki Urban Area in Central Macedonia, Greece. Planned in 1975 and put into service in the 1990s, it consists of the Western Ring section (Δυτική Περιφερειακή), and of the main Inner Ring section (Greek: Εσωτερική Περιφερειακή). With three lanes per direction it carries over 120.000 cars per day, making it one of the country's most busy highway sections.

Central Macedonia
Central Macedonia is one of the thirteen administrative regions of Greece, consisting the central part of the geographical and historical region of Macedonia. With a population of almost 1.8 million, it is the second most populous region in Greece after Attica. The capital and largest city of the region is Thessaloniki.
1971 Tirreno–Adriatico
The 1971 Tirreno–Adriatico was the sixth edition of the Tirreno–Adriatico cycle race and was held from 10 March to 14 March 1971. The race started in Ladispoli and finished in San Benedetto del Tronto. The race was won by Italo Zilioli.

San Benedetto del Tronto
San Benedetto del Tronto is a city and comune in Marche, Italy. Part of an urban area with 100,000 inhabitants, it is one of the most densely populated areas along the Adriatic Sea coast. It is the most populated city in Province of Ascoli Piceno, with 47,019 (December 2024). Its port is one of the biggest on the Adriatic; it is the most important centre of Riviera of the Palms, with over 8,000 Phoenix canariensis, Washingtonia and P. sylvestris plants. San Benedetto del Tronto's economy depends on tourism, aimed above all at families.
Niepołomice Forest
Niepołomice Forest (Polish: Puszcza Niepołomicka) is a large forest complex in western part of Sandomierz Basin, about 20 km (12 mi) east of Kraków (center). It is made up of a few protected areas which used to constitute a single virgin forest originally. Niepołomice Forest occupies an area between Vistula and Raba rivers. The main complex covers about 110 km2 (42 sq mi). It is situated between the towns of Niepołomice, Baczków, Krzyżanowice and Mikluszowice.

The name Niepołomice derives from the Old Polish language word niepołomny which meant "impassable", or "impossible to destroy" or conquer.

Old Polish
The Old Polish language (Polish: język staropolski, staropolszczyzna) was a period in the history of the Polish language between the 10th and the 16th centuries. It was followed by Middle Polish.

The sources for the study of the Old Polish language are the data of the comparative-historical grammar of Slavic languages, the material of Polish dialects, several Latin manuscripts with Polish glosses, as well as – most importantly – monuments written in Old Polish: the Holy Cross Sermons (Polish: Kazania świętokrzyskie), the Sankt Florian Psalter (Psałterz floriański), Bogurodzica (Bogurodzica), the Bible of Queen Sophia (Biblia królowej Zofii, or Sárospatak Bible, Biblia szaroszpatacka) and some others.

The Old Polish language was spoken mainly on the territory of modern Poland. It was the main vernacular of medieval Polish states under the Piasts and early Jagiellons, although it was not the state language (that being Latin).
Anopina iturbidensis
Anopina iturbidensis is a species of moth of the family Tortricidae. It is found in Mexico, in the Sierra Madre Oriental from Nuevo Leon to Hidalgo and in the Sierra Madre Occidental from Durango to Jalisco.

Sierra Madre Oriental
The Sierra Madre Oriental (Spanish: [ˈsjera ˈmaðɾe oɾjenˈtal] ⓘ) is a mountain range located in northeastern Mexico. The Sierra Madre Oriental is part of the American Cordillera, a chain of mountain ranges (cordillera) that consists of an almost continuous sequence of mountain ranges that form the western "backbone" of North America, Central America, South America, and Antarctica.
1881 Michigan Wolverines football team
The 1881 Michigan Wolverines football team represented the University of Michigan in the 1881 college football season. While the University of Michigan had fielded "football" teams in 1879 and 1880, those teams played a game that was more in line with traditional rugby, and many consider the 1881 team to be the first at Michigan to play American football. The team finished with a record of 0–3 after playing the top teams in the country – Harvard, Yale and Princeton.

1881 Yale Bulldogs football team
The 1881 Yale Bulldogs football team represented Yale University in the 1881 college football season. The team compiled a 5–0–1 record, did not allow opposing teams to score a single point, outscored all opponents, 10-0, and was retroactively named co-national champions by the National Championship Foundation and Parke H. Davis.