hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Clock Cleaners
Clock Cleaners is a 1937 American animated short film produced by Walt Disney Productions and released by RKO Radio Pictures. The cartoon follows Mickey Mouse, Donald Duck, and Goofy working as janitors in a tall clock tower. The film was directed by Ben Sharpsteen and features original music by Paul Smith and Oliver Wallace. The voice cast includes Walt Disney as Mickey, Clarence Nash as Donald, and Pinto Colvig as Goofy. It was the 97th short in the Mickey Mouse film series to be released, and the eighth for that year.

Clock Cleaners is one of Disney's most critically acclaimed short films. In 1994, 1,000 members of the animation field voted Clock Cleaners as the 27th greatest cartoon of all time. This cartoon was released two months before Snow White and the Seven Dwarfs (1937).

Ben Sharpsteen
Benjamin Sharpsteen (November 4, 1895 – December 20, 1980) was an American film director and producer for Disney. He directed 31 films between 1920 and 1980. Sharpsteen created a museum documenting the history of California's first millionaire, Sam Brannan, and the history of the Upper Napa Valley as well as more on Sharpsteen's life and work at the Sharpsteen Museum located in Calistoga, California. He died in Napa County, California.
Solanki (clan)
Solanki (or Chaulukya) is a Rajput clan primarily found in Northern India.

It has also been adopted by other communities such as the Saharias, Bhils, Koḷis, Ghān̄cīs, Kumbhārs, Bāroṭs, Kaḍiyās, Darjīs, Mocīs, Ḍheḍhs, and Bhangīs.

Saharia
The Saharia, Sehariya, or Sahariya are an ethnic group in the state of Madhya Pradesh, India. The Saharias are mainly found in the districts of Morena, Sheopur, Bhind, Gwalior, Datia, Shivpuri, Vidisha and Guna in Madhya Pradesh and Baran district of Rajasthan. They are classified as a particularly vulnerable tribal group.
Butmir culture
The Butmir culture was a major Neolithic culture in central Bosnia, developed along the shores of the river Bosna, spanning from Sarajevo to Zavidovići. It was discovered in 1893, at the site located in Butmir, in the vicinity of Ilidža, which gave its name to an entire cultural group of the Late Neolithic in central Bosnia, the Butmir culture. It is characterized by its unique elaborately decorated pottery and anthropomorphic Figurines, and is one of the best researched European cultures from 5100 to 4500 BC. It was part of the larger Danube civilization. The largest Butmir site is in Visoko basin, in Okolište.

Figurine
A figurine (a diminutive form of the word figure) or statuette is a small, three-dimensional sculpture that represents a human, deity or animal, or, in practice, a pair or small group of them. Figurines have been made in many media, with clay, metal, wood, glass, and today plastic or resin the most significant. Ceramic figurines not made of porcelain are called terracottas in historical contexts.

Figures with movable parts, allowing limbs to be posed, are more likely to be called dolls, mannequins, or action figures; or robots or automata, if they can move on their own. Figurines and miniatures are sometimes used in board games, such as chess, and tabletop role playing games.

The main difference between a figurine and a statue is size.  There is no agreed limit, but typically objects are called "figurines" up to a height of perhaps two feet (60 cm), though most types are less than one foot (30 cm) high.
The Graveyard Rats
"The Graveyard Rats" is a horror short story by American writer Henry Kuttner, first published in the magazine Weird Tales in March 1936.

The tale is about a grave robber who encounters supernaturally large rats underground and becomes buried alive thanks to his greed. SF Site calls it "Kuttner's most famous story" in his pulp magazine oeuvre and "a creepy, claustrophobic horror tale quickly become a classic in the genre." Prolific horror editor and scholar Stefan Dziemianowicz writes that the story remains "one of the most impressive debuts in horror fiction."

Guillermo del Toro's Cabinet of Curiosities
Guillermo del Toro's Cabinet of Curiosities (or simply Cabinet of Curiosities) is a horror anthology television miniseries created by Guillermo del Toro for Netflix. It features eight modern horror stories in the traditions of the Gothic and Grand Guignol genres. Two are co-written by del Toro himself, while the others are written and directed by various filmmakers.

Guillermo del Toro's Cabinet of Curiosities premiered on October 25, 2022. The series received generally positive reviews from critics, with praise for its directing, performances of the cast, production values, and special effects, but some criticism for its pacing and some writing aspects.
Hendrik Kloosterman
Hendrik Douwe Kloosterman (9 April 1900 – 6 May 1968) was a Dutch mathematician, known for his work in number theory (in particular, for introducing Kloosterman sums) and in representation theory.

After completing his master's degree at Leiden University from 1918–1922 he studied at the University of Copenhagen with Harald Bohr and the University of Oxford with G. H. Hardy. In 1924, he received his Ph.D. in Leiden under the supervision of J. C. Kluyver. From 1926 to 1928 he studied at the Universities of Göttingen and Hamburg, and he was an assistant at the University of Münster from 1928-1930. Kloosterman was appointed lector (associate professorship) at  Leiden University in 1930 and full professor in 1947. In 1950, he was elected a member of the Royal Netherlands Academy of Arts and Sciences.

University of Münster
The University of Münster (German: Universität Münster, until 2023 German: Westfälische Wilhelms-Universität Münster, WWU) is a public research university located in the city of Münster, North Rhine-Westphalia in Germany.

With more than 43,000 students and over 120 fields of study in 15 departments, it is Germany's fifth largest university and one of the foremost centers of German intellectual life. The university offers a wide range of subjects across the sciences, social sciences and the humanities. Several courses are also taught in English, including PhD programmes as well as postgraduate courses in geoinformatics, geospational technologies or information systems.

Professors and former students have won ten Leibniz Prizes, the most prestigious as well as the best-funded prize in Europe, one Fields Medal and two Nobel Prizes. The University of Münster has also been successful in the German government's Excellence Initiative.
Swervo
Swervo is a collaborative studio album by American rapper G Herbo and record producer Southside. It was released on July 27, 2018, by Machine Entertainment Group, Epic Records, Cinematic Music Group, 150 Dream Team and 808 Mafia. The production on the album was entirely handled by Southside, alongside Jake One and TM88, among others. The album also features guest appearances from 21 Savage, Chief Keef, Juice WRLD and Young Thug.

Swervo was supported by four singles: "Who Run It", "Focused", "Swervo" and "Some Nights".  The album received positive reviews from music critics. It debuted at number 15 on the US Billboard 200 chart, earning 22,000 album-equivalent units in its first week. Its sequel album, Still Swervin, was released on February 1, 2019.

808 Mafia
808 Mafia is an American record production and songwriting group founded by record producers TM88, Lex Luger, and Southside. Its other members include Fuse 100, Tarentino, Tray Sav, Purps, Swede, Nonstop Da Hitman, and MP808, among others. The group's name originates from the Roland TR-808, a drum machine commonly used in hip-hop music.
Henry Lerolle
Henry Lerolle (3 October 1848 – 22 April 1929) was a French painter, art collector and patron, born in Paris. He studied at Académie Suisse and in the studio of Louis Lamothe.

His work was exhibited at the Paris Salon in 1868, 1885, and 1895. In 1889 Lerolle painted the murals The Crowning of Science and The Teaching of Science in the Hôtel de Ville, Paris. He painted Flight into Egypt in the Sorbonne, and also did works in Schola Cantorum (the establishment of which he was involved), and the church of St. Martin des Champs, both in Paris. Lerolle was made a Chevalier, Légion d'honneur in 1889.

Lerolle's paintings are in the collections of the Metropolitan Museum of Art, the Museum of Fine Arts, Boston, the Musée d'Orsay and the Fine Arts Museum of San Francisco.

Académie Suisse
The Académie Suisse (French pronunciation: [akademi sɥis]) was a very popular, informal art school founded by Martin François Suisse (1781–1859) in 1815, and was located at the corner of the Quai des Orfévres (No. 4) and the Boulevard du Palais, in Paris, France. From Delacroix to Cézanne, most major French artists frequented this venue to meet colleagues and to study after male and female models.
Frederick Tyrrell
Frederick Tyrrell or Tyrell (1793–1843) was an English surgeon.

Tyrrell was assistant surgeon at the London Eye Infirmary in 1820, and Lecturer in anatomy and surgeon to St Thomas's Hospital in 1822. He became Arris & Gale lecturer. He published Diseases of the eye (1840).

A nephew (by marriage) of Sir Astley Cooper, Tyrrell was one of Thomas Wakley's 'Three Ninnyhammers' whom Wakley accused of medical incompetence. Tyrrell was also co-proprietor of the Aldersgate Private Medical Academy (founded 1825) with William Lawrence.

Astley Cooper
Sir Astley Paston Cooper, 1st Baronet GCH FRS (23 August 1768 – 12 February 1841) was a British surgeon and anatomist, who made contributions to otology, vascular surgery, the anatomy and pathology of the mammary glands and testicles, and the pathology and surgery of hernia.
Wentworth Mansion
The Wentworth Mansion is a hotel in Charleston, South Carolina, United States.

It was built in 1886 as a home for cotton merchant Francis Silas Rodgers and his family. The mansion is Second Empire in style.

The Rodgers Mansion was purchased in 1920 for US$100,000 by the Scottish Rite Cathedral Association of Charleston, a Masonic organization. In 1922 it constructed an auditorium which could accommodate the organization's 600 members on the property, connected by a corridor to the mansion; the auditorium was removed some time later.

It is a contributing property in the Charleston Historic District.

It was listed as a member of Historic Hotels of America by the National Trust for Historic Preservation since 2003.

National Trust for Historic Preservation
The National Trust for Historic Preservation is a privately funded, nonprofit organization based in Washington, D.C., that works in the field of historic preservation in the United States. The member-supported organization was founded in 1949 by congressional charter to support the preservation of America’s diverse historic buildings, neighborhoods, and heritage through its programs, resources, and advocacy.
Boomer Harding
Wilfred "Boomer" Harding (6 August 1915 – 14 September 1991) was a Canadian multi-sport athlete. He was best known as a baseball player with the Chatham Coloured All-Stars, and was the first Black player in the International Hockey League.

University of Windsor
The University of Windsor (UWindsor, U of W, or UWin) is a public research university in Windsor, Ontario, Canada. It is Canada's southernmost university. It has approximately 17,500 students. The university was incorporated by the provincial government in 1962 and has more than 150,000 alumni.

The University of Windsor has nine faculties, including the Faculty of Arts, Humanities and Social Sciences, the Faculty of Education, the Faculty of Engineering, Odette School of Business, the Faculty of Graduate Studies, the Faculty of Human Kinetics, the Faculty of Law, the Faculty of Nursing, and the Faculty of Science. Through its faculties and independent schools, the university has demonstrated its primary research focuses of automotive, environmental, social justice, and international trade research. In recent years, it has increasingly begun focusing on health, natural science, and entrepreneurship research.
Rogério Romero
Rogério Aoki Romero (born 22 November 1969 in Londrina, Paraná) is a former backstroke swimmer from Brazil, who competed at five consecutive Summer Olympics for his native country, starting in 1988. A resident of Belo Horizonte, he won the gold medal in the 200-metre backstroke at the 1991 Pan American Games in Havana, Cuba. Twelve years later he once again did so at the 2003 Pan Am Games.

Swimming at the 2003 Pan American Games
The Swimming competition at the 14th Pan American Games was held August 12–18, 2003 in Santo Domingo, Dominican Republic. The competition was held in the outdoor (50 m) pool of the Juan Pablo Duarte Olympic Center. It featured 32 long course (50 m) events (equally split between men and women).

Two swimmers won the first medals of their countries in swimming at Pan American Games at all times: Kristel Köbrich for Chile, and Gisela Morales for Guatemala.
Galician Writers Association
Galician Writers Association (Galician: Asociación de Escritores en Lingua Galega, AELG) is an official entity of the autonomous region of Galicia's Xunta (government / board). The organization is formed by writers in galician language. It was founded by a group of writers: Álvaro Cunqueiro, Rafael Dieste, Ánxel Fole, Ricardo Carballo Calero, Antón Avilés de Taramancos, and others. It was named by the Swedish Academy to present candidates to the Nobel Prize and is part of the European Writers Congress.

Every year AELG celebrates "O escritor na súa terra" (Hometown Writers) ceremony dedicated to a Galician language writer trajectory and awards the AELG Prize to the best Galician language work of the year.

At present, Galician Writers Association is placed in a A Coruña, presided by Euloxio Ruibal, and also directed by Carlos Negro, Carlos L. Bernárdez, Marica Campo, Rafa Villar, Marta Dacosta, Rosa Aneiros, Enrique Rabuñal and Cesáreo Sánchez.

Swedish Academy
The Swedish Academy (Swedish: Svenska Akademien), founded in 1786 by King Gustav III, is one of the Royal Academies of Sweden. Its 18 members, who are elected for life, comprise the highest Swedish language authority. Outside Scandinavia, it is best known as the body that chooses the laureates for the annual Nobel Prize in Literature, awarded in memory of the donor Alfred Nobel.
Formimidoylaspartate deiminase
In enzymology, a formimidoylaspartate deiminase (EC 3.5.3.5) is an enzyme that catalyzes the chemical reaction

N-formimidoyl-L-aspartate + H2O  N-formyl-L-aspartate + NH3

Thus, the two substrates of this enzyme are N-formimidoyl-L-aspartate and H2O, whereas its two products are N-formyl-L-aspartate and NH3.

This enzyme belongs to the family of hydrolases, those acting on carbon-nitrogen bonds other than peptide bonds, specifically in linear amidines.  The systematic name of this enzyme class is N-formimidoyl-L-aspartate iminohydrolase. This enzyme is also called formiminoaspartate deiminase.  This enzyme participates in histidine metabolism.

Histidine
Histidine (symbol His or H) is an essential amino acid that is used in the biosynthesis of proteins. It contains an α-amino group (which is in the protonated –NH3+ form under biological conditions), a carboxylic acid group (which is in the deprotonated –COO− form under biological conditions), and an imidazole side chain (which is partially protonated), classifying it as a positively charged amino acid at physiological pH. Initially thought essential only for infants, it has now been shown in longer-term studies to be essential for adults also. It is encoded by the codons CAU and CAC.

Histidine was first isolated by Albrecht Kossel and Sven Gustaf Hedin in 1896. The name stems from its discovery in tissue, from ἱστός histós "tissue". It is also a precursor to histamine, a vital inflammatory agent in immune responses. The acyl radical is histidyl.
Steve Jackson (mathematician)
Stephen Craig Jackson is an American set theorist at the University of North Texas. Much of his most notable work has involved the descriptive set-theoretic consequences of the axiom of determinacy. In particular he is known for having calculated the values of all the projective ordinals (the suprema of the lengths of all prewellorderings of the real numbers at a particular level in the projective hierarchy) under the assumption that the axiom of determinacy holds.

In recent years he has also made contributions to the theory of Borel equivalence relations. With Dan Mauldin he solved the Steinhaus lattice problem.

Jackson earned his PhD in 1983 at UCLA under the direction of Donald A. Martin, with a dissertation on A Calculation of δ15. In it, he proved that, under the axiom of determinacy, thereby solving the first Victoria Delfino problem, one of the notorious problems of the combinatorics of the axiom of determinacy.

Projective hierarchy
In the mathematical field of descriptive set theory, a subset  of a Polish space  is projective if it is  for some positive integer .  Here  is

if  is analytic

if the complement of , , is

if there is a Polish space  and a  subset  such that  is the projection of  onto ; that is,

The choice of the Polish space  in the third clause above is not very important; it could be replaced in the definition by a fixed uncountable Polish space, say Baire space or Cantor space or the real line.
Temple Beth Sholom (Marquette, Michigan)
Temple Beth Sholom is a Reform Jewish synagogue located at 233 Blaker Street, in Marquette, Marquette County, Michigan, in the United States. Founded in 1953 in Ishpeming, Temple Beth Sholom is the successor to multiple smaller congregations present in the Marquette area since the early 20th century. Temple Beth Sholom is one of two Jewish congregations in the Upper Peninsula, the other being Temple Jacob in Hancock.

Temple Beth Sholom has been located in the historic First Church of Christ, Scientist building in downtown Marquette since 2017. The church building, built in 1925, is a contributing property to the Arch and Ridge Streets Historic District.

Ishpeming, Michigan
Ishpeming (/ˈɪʃpəmɪŋ/ ISH-pə-ming)  is a city in Marquette County, Michigan, United States. Located in the Upper Peninsula, the population was 6,140 at the 2020 census, less than it was in the 1950s and 1960s when the iron ore mines employed more workers. A statue of a Native American figure, erected in 1884 in the small town square, is referred to as Old Ish.

Ishpeming Township is located to the northwest of the city but is administratively autonomous. Ishpeming is considered the birthplace of organized skiing in the United States and is the home to the National Ski Hall of Fame. The city was also prominently featured in the 2010 documentary Catfish.

The name Ishpeming comes from Ojibwa  ishpiming 'above, in the air, on high'.
Frohmuhl
Frohmuhl (French pronunciation: [fʁomyl] ⓘ; German: Frohmühl) is a commune in the Bas-Rhin department in Grand Est in north-eastern France.

The commune lies within the Northern Vosges Regional Nature Park.

Northern Vosges Regional Nature Park
The Northern Vosges Regional Natural Park (French: Parc naturel régional des Vosges du Nord) is a protected area of woodland, wetland, farmland and historical sites in the Grand Est region in northeastern France. The area was officially designated as a regional natural park in 1976.

At its inauguration, the park covered 120,000 hectares (300,000 acres), but it has since grown to 130,500 hectares (322,000 acres).

The rich natural landscape has been added to the UNESCO list of international biosphere reserves.

Northern Vosges PNR does not include any of the Vosges Mountains but rather the foothills just north of them. Despite its name, no part of it lies in the department of Vosges but rather it spans two other departments, Bas-Rhin and Moselle.
Sunny's Surplus
Sunny's Surplus (formerly known as Sunny's Great Outdoors and Sunny's: The Affordable Outdoor Store) was, at its peak, a chain of 29 surplus stores in Maryland, Virginia, Pennsylvania and Delaware. The chain was founded in 1948 by Sidney Weinman to sell World War II surplus. The name Sunny's is from the first store manager. The first store was located at East Baltimore and Frederick Streets in Baltimore, Maryland. It later added camping gear and in 1990 renamed itself Sunny's The Affordable Outdoor Store.

The chain also carried Cub Scouts and Boy Scouts uniforms, badges and equipment.

Cub Scouts (Scouting America)
Cub Scouts is a Scouting America program available to children from kindergarten through fifth grade (or 5 to 10 years of age) and their families. Its membership is the largest of the five main Scouting America divisions (Cub Scouting, Scouts BSA, Venturing, Exploring and Sea Scouting). Cub Scouts is part of the worldwide Scouting movement and aims to promote character development, citizenship training, personal fitness, and leadership. Cub Scouts are organized into local packs where they complete requirements to advance in rank as well as engage in pack events such as the Pinewood Derby.
East Branch, New Brunswick
East Branch is a community in Weldford Parish, New Brunswick. It was named for the east branch of the St. Nicholas River and is located 2.55 km east of South Branch. In 1898 it was a farming and lumbering settlement with one sawmill and a population of 75.

Weldford Parish, New Brunswick
Weldford is a geographic parish in Kent County, New Brunswick, Canada.

For governance purposes it is divided between the villages of Five Rivers and Nouvelle-Arcadie, which are both members of the Kent Regional Service Commission, and the Richibucto 15 Indian reserve, which is not.

Prior to the 2023 governance reform, all of the parish outside the Indian reserve formed the local service district of the parish of Weldford.
Ioulis
Ioulis or Ioulida (Greek: Ιουλίς, Ιουλίδα; Ancient Greek: Ἰουλίς), locally called Chora or Hora  (Greek: Χώρα) like the main towns of most Greek islands, and sometimes known by the island name of Kea or Keos (or earlier Zea), is the capital of the island of Kea in the Cyclades. It has a population of 1,225 inhabitants according to the 2021 Greek census.

2021 Greek census
The 2021 Population and Housing Census (Greek: Απογραφή Πληθυσμού–Kατοικιών 2021) is a census in Greece that was conducted by the Hellenic Statistical Authority as part of the wider 2021 European Union census. As with the 2011 census, it enumerates the number of people in the country and surveys the demographic, economic, and social characteristics of the population, as well as the types of building stock available in the country. The census complies with both European Union and United Nations census guidelines. The full set of results will be available by 31 March 2024.

Smartphone and geolocation technologies were utilized in order to carry out the census. A design competition was launched in September 2018, asking university students to design the census logo, and the winner was announced in 2019.
Sąd rejonowy
The regional court (Polish: sąd rejonowy) is a type of a ordinary court in the judiciary system of Poland, that deals with a wide range of cases related to the scope of civil, criminal, family and guardianship, labour and social security and economic law. Since March 1, 2006, there have been 315 regional courts in Poland.

Ordinary court
Ordinary court or judicial court is a type of court with comprehensive subject-matter jurisdiction compared to 'specialized court' with limited jurisdiction over specific field of matters, such as intellectual property court. Due to its comprehensive feature, ordinary courts usually deal with civil case and criminal case, and treated as core part of conventional judiciary. Especially for common law countries, the term superior court is used for courts with general jurisdiction (regardless of instance level in chain of appellate procedure), compared to courts with limited jurisdiction over minor, petty cases such as small claims court.

Sometimes, the term ordinary court is referred to courts with regular procedure or composition, compared to an extraordinary court with irregular procedure or composition.