hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
My Leopold (1955 film)
My Leopold (German: Mein Leopold) is a 1955 West German comedy film directed by Géza von Bolváry and starring Paul Hörbiger, Peer Schmidt, and Ingeborg Körner. It is based on Adolphe L'Arronge's 1873 play of the same name which has been turned into a number of films. It was shot at the Tempelhof Studios in West Berlin. The film's sets were designed by the art director Hans Kuhnert.

Hans Kuhnert
Hans Kuhnert (4 January 1901 – 29 July 1974) was a German actor, art director and production designer. Kuhnert began his career as an actor during the silent era. He played the lead alongside Olga Chekhova in Violet. From the mid-1930s Kuhnert switched to working on the visual design of film sets. He worked frequently at this into the 1960s. He was sometimes credited as Hanns H. Kuhnert.
House of Deputies (Austria)
The House of Deputies (German: Abgeordnetenhaus, Czech: Poslanecká sněmovna, Polish: Izba Posłów, Italian: Camera dei deputati) was, from 1861, the lower house of the bicameral Imperial Council parliament of the Austrian Empire and, from 1867 to 1918, of the Cisleithanian lands within Austria-Hungary. The upper chamber was the House of Lords.

Lower house
A lower house is the lower chamber of a bicameral legislature, where the other chamber is the upper house. Although styled as "below" the upper house, in many legislatures worldwide, the lower house has come to wield more power or otherwise exert significant political influence.
Nerf Herder (album)
Nerf Herder is the debut album by Nerf Herder, released in 1996. It was produced by Joey Cape and Ryan Greene.

The album was released as two nearly identical versions by two different labels—both in 1996. The first version was released by independent label My Records (owned by Joey Cape from Lagwagon) as the label's debut album. The second version was a reissue by major label Arista Records with slightly different inner artwork, redesigned disc artwork, and an alternate version of the song "Easy Mark." Using the original recording, the song's verses and bridge were rewritten and re-recorded because of similarities to lyrics from "Don't Stop Believin'" by Journey.

Lagwagon
Lagwagon is an American punk rock band formed in 1990 from Goleta, California, just outside Santa Barbara. Their name comes from the band's tour van, which can be seen on the back cover of their 1994 second album Trashed.

The band has 12 releases through Fat Wreck Chords: nine studio albums, one EP, one live album and a collection of B-sides, compilation tracks and demos. Lagwagon has never had, nor have they seemed to pursue, strong mainstream success, but they do have a devoted underground following in North America, Europe and Asia. Their moderate success reflected a growing interest in punk rock during the 1990s, along with fellow California bands Rancid, Green Day and The Offspring. Their song "May 16" was also featured in Tony Hawk's Pro Skater 2.
Lapageria
Lapageria is a genus of flowering plants with only one known species, Lapageria rosea, commonly known as Chilean bellflower or copihue (Spanish pronunciation: [ko'piwe], from Mapudungun kopiwe). Lapageria rosea is endemic to Chile and it is the national flower of this country. It grows in forests in the southern part of Chile, being part of the Valdivian temperate rainforests ecoregion flora.

Although the IUCN has not evaluated its conservation status, Lapageria rosea was officially declared "in serious danger of extinction" by the Chilean government in 1971. The copihue, which has inspired Mapuche legends and has been celebrated in both Chilean literature and music, was officially declared the national flower of Chile on February 24, 1977.

Chilean literature
Chilean literature refers to all written or literary work produced in Chile or by Chilean writers. The literature of Chile is usually written in Spanish.
Chile has a rich literary tradition and has been home to two Nobel prize winners, the poets Gabriela Mistral and Pablo Neruda. It has also seen three winners of the Miguel de Cervantes Prize, considered one of the most important Spanish language literature prizes: the novelist, journalist and diplomat Jorge Edwards (1998), and the poets Gonzalo Rojas (2003) and Nicanor Parra (2011).
Ross Sutherland RFC
Ross Sutherland RFC is a rugby union club based in Invergordon, in Easter Ross in the Highlands of Scotland. The first XV play in Caledonia North Conference.

The club also runs a number of junior sides and has a well-established mini rugby section for Primary school children.

Easter Ross
Easter Ross (Scottish Gaelic: Ros an Ear) is a loosely defined area in the east of Ross, Highland, Scotland.

The name is used in the constituency name "Caithness, Sutherland and Easter Ross", which is the name of both a British House of Commons constituency and a former Scottish Parliament constituency. The two constituencies have different boundaries.
Dundee Public Art Programme
The Dundee Public Art Programme was the first city-wide public art initiative in Scotland. It grew out of the success of the Blackness Public Art Programme (1982-1985) which focused on the use of art to revitalise an area of industrial decline in the city of Dundee, Scotland.

Blackness, Dundee
Blackness is an area of the city of Dundee. Broadly, Blackness is located to the north of the city's West End and is centred on the Blackness Road, where a number of small, local shops are located. The presence of the Scouring Burn (now diverted underground) meant that the area was attractive for industrial development in the late eighteenth and early nineteenth centuries, modern steam powered machinery requiring a substantial water supply. Part of Blackness is a conservation area, noted for its "industrial and social significance ... fine mills [and] narrow cobbled streets". The Verdant Works is in Blackness.

The Brooksbank Centre in Blackness commemorates Mary Brooksbank, local resident, revolutionary and songwriter.
Bonza
Bonza Aviation Pty Ltd, operating as Bonza, was a short-lived Australian low-cost airline, headquartered on the Sunshine Coast. Founded in October 2021, Bonza commenced operations on 31 January 2023. The airline entered voluntary administration on 30 April 2024 suspending all services, after several aircraft were repossessed. It was placed in liquidation on 2 July 2024 after laying off its workforce and failing to find a buyer.

Civil Aviation Safety Authority
The Civil Aviation Safety Authority (CASA) is an Australian statutory authority responsible for the regulation and safety oversight of Australia's civil aviation. CASA was formed on 6 July 1995 under the Civil Aviation Act 1988 when the Civil Aviation Authority was split into two separate government bodies: Airservices Australia and CASA.

CASA is an agency within the Department of Infrastructure, Transport, Regional Development, Communications and the Arts (DITRDCA). Directors are appointed by the minister.

CASA is responsible for monitoring civil air operations in Australia, issuing appropriate licences, enforcing safety requirements and protecting the environment from the effects of aircraft use. Air traffic control in Australian air space falls under the statutory mandated responsibility and role of Airservices Australia.
Antonucci
Antonucci is an Italian surname. Notable people with the surname include:

Danny Antonucci (born 1957), Canadian animator, director, producer, and writer

Dominic Antonucci, American ballet master and ex-principal dancer with the Birmingham Royal Ballet

Francesco Antonucci (born 1999), Belgian-Italian footballer

Giorgio Antonucci (1933–2017), Italian physician, known for his questioning of the basis of psychiatry

Mirko Antonucci (born 1999), Italian footballer

Toni Antonucci (born 1948), American psychologist

Dominic Antonucci
Dominic Antonucci is a ballet master and ex-principal dancer with the Birmingham Royal Ballet (BRB). He was raised in Akron, Ohio, having been born in nearby Athens. He first attended the Nan Klinger School of Dance from age eight and subsequently the School of American Ballet in New York City. Dominic joined American Ballet Theatre in 1991 and BRB in 1994 as a soloist, where he was promoted to principal in 2003.
He was appointed Ballet Master in 2009.
Oleksandr Chizhevskiy club
Oleksandr Chizhevskiy Club (Ukrainian:Клуб Олександра Чижевського) is a non-official name list of the football players who during their career in the Ukrainian Premier League  had more than 300 official match appearances. This club was named in honor of Oleksandr Chizhevskiy, who first achieved this goal.

The all-time appearance leader with 426 matches is Oleksandr Shovkovskyi, who also holds a record for the most appearances playing for a single club – Dynamo Kyiv. Among the players active in the league now, Andriy Pyatov is the highest-ranked player with 330 league games. Overall, 31 players managed to play in at least 300 matches in the competition.

Oleksandr Shovkovskyi
Oleksandr Volodymyrovych Shovkovskyi (Ukrainian: Олекса́ндр Володи́мирович Шовко́вський; born 2 January 1975) is a Ukrainian professional football manager and former player who played as a goalkeeper. He was most recently in charge of Ukrainian Premier League club Dynamo Kyiv.

He played for Dynamo Kyiv in the Ukrainian Premier League, the top level of Ukrainian football, from 1993 to 2016. In the 2020 Kyiv local election, Shovkovskyi was elected into the Kyiv City Council, as candidate of UDAR (the party of incumbent Kyiv Mayor Vitaliy Klychko).
Tom Terrell (baseball)
John Thomas Terrell (June 29, 1867 – July 9, 1893) was a professional baseball player who played catcher and left fielder. Terrell played one season in pro-baseball and spent part of that season in Major League Baseball.

Left fielder
In baseball, a left fielder, abbreviated LF, is an outfielder who plays defense in left field. Left field is the area of the outfield to the left of a person standing at home plate and facing towards the pitcher's mound. In the numbering system used to record defensive plays, the left fielder is assigned the number seven.
2013 Prix de l'Arc de Triomphe
The 2013 Prix de l'Arc de Triomphe was a horse race held at Longchamp on Sunday 6 October 2013. It was the 92nd running of the Prix de l'Arc de Triomphe.

The winner was Treve, a three-year-old filly trained in France by Criquette Head-Maarek and ridden by Thierry Jarnet.

Treve started second favourite in the race. The field was a strong one, including Orfevre, Ruler of the World, Kizuna, Intello, Al Kazeem and Leading Light. Treve was ridden by Thierry Jarnet as Frankie Dettori had broken his ankle in a fall at Nottingham Racecourse. Treve sweated up badly before the race and started poorly.
Treve made ground rapidly on the outside and took the lead in the straight before accelerating clear of the field to win easily by five lengths from Orfevre and Intello.

Thierry Jarnet
Thierry Jarnet (born 24 March 1967) is a champion thoroughbred flat racing jockey in France who won the title four times between 1992–1995. Jarnet was first apprenticed to Patrick Rago at Maisons-Laffitte and then to Yann Porzier at Chantilly, Oise.
Natalia Andrienko
Natalia V. Andrienko (also published as Nathalia V. Andrienko) is a Ukrainian computer scientist who has worked in Moldova, Russia, Germany, and England; her research involves information visualization and visual analytics for geographic information systems and spatial data. She is a professor at City, University of London in England, a lead scientist for the Fraunhofer Institute for Intelligent Analysis and Information Systems (IAIS) in Sankt Augustin, Germany, and a principal investigator for the Lamarr Institute for Machine Learning and Artificial Intelligence in Sankt Augustin, Germany.

Geographic data and information
Geographic data and information is defined in the ISO/TC 211 series of standards as data and information having an implicit or explicit association with a location relative to Earth (a geographic location or geographic position). It is also called geospatial data and information, georeferenced data and information, as well as geodata and geoinformation.

Geographic data and information is stored in geographic databases and geographic information systems (GIS).
There are many different formats of geodata, including vector files, raster files, web files, and multi-temporal data.

Spatial data or spatial information is broader class of data whose geometry is relevant but it is not necessarily georeferenced, such as in computer-aided design (CAD), see geometric modeling.
Leptodactylus labyrinthicus
Leptodactylus labyrinthicus is a species of frog in the family Leptodactylidae. Its common names are labyrinth frog, pepper frog, South American pepper frog, and pepper foam frog. This frog is found in central and southeastern Brazil, northeast Argentina (Misiones and Corrientes Provinces), and eastern Paraguay. Earlier reports from Bolivia refer to Leptodactylus vastus, or possibly an unnamed species.

Corrientes Province
Corrientes (Spanish pronunciation: [koˈrjentes], lit. ‘currents’ or ‘streams’; Guarani: Taragui), officially the Province of Corrientes (Spanish: Provincia de Corrientes; Guarani: Taragui Tetãmini) is a province in northeast Argentina, in the Mesopotamia region. It is surrounded by (from the north, clockwise): Paraguay, Misiones, Brazil, Uruguay, and the provinces of Entre Rios, Santa Fe and Chaco. With an area of 88,199 km², it ranks sixteenth in territorial size among Argentina’s provinces.

From the historical perspective of the construction of the Argentine State, it is one of the oldest provinces in Argentine territory and one of the fourteen founding provinces of the Argentine Confederation.

In 2004, the Guaraní language was declared an “alternative official language,” reflecting the bilingual character that distinguishes the province.
1992 United States Virgin Islands general election
General elections were held in the United States Virgin Islands on 3 November 1992,  to elect 15 members of the Legislature of the Virgin Islands and the Delegate to United States House of Representatives.

Legislature of the Virgin Islands
The Legislature of the United States Virgin Islands is the territorial legislature of the United States Virgin Islands. The legislative branch of the unincorporated U.S. territory is unicameral, with a single house consisting of 15 senators, elected to two-year terms without term limits. The legislature meets in Charlotte Amalie on the island of St. Thomas.
Mercury Islands
The Mercury Islands are a group of seven islands off the northeast coast of New Zealand's North Island. They are located 8 kilometres (5 mi) off the coast of the Coromandel Peninsula, and 35 kilometres (22 mi) northeast of the town of Whitianga.

Department of Conservation (New Zealand)
The Department of Conservation (DOC; Māori: Te Papa Atawhai) is the public service department of New Zealand charged with the conservation of New Zealand's natural and historical heritage.

An advisory body, the New Zealand Conservation Authority (NZCA) is provided to advise DOC and its ministers.  In addition there are 15 conservation boards for different areas around the country that provide for interaction between DOC and the public.
2025 UNAF U-20 Women's Tournament
the 2025 UNAF U-20 Women's Tournament will be the 3rd edition of the UNAF U-20 Women's Tournament, the international women's youth football championship contested by the under-20 national teams of the member associations of UNAF (North Africa). The tournament will took place in Tunisia, from 26 November to 2 December 2025.

Morocco, the two-time champion, succeeded in achieving this for the third time in a row.

Morocco women's national under-20 football team
The Morocco women's national under-20 football team, nicknamed the Atlas Lionesses, represents Morocco in international youth women's football competitions. Its primary role is the development of players in preparation for the senior women's national team. The team competes in a variety of competitions, including the biennial FIFA U-20 Women's World Cup and African U-20 Women's World Cup qualification, which is the top competitions for this age group.

The team has qualified for the 2024 FIFA U-20 Women's World Cup to represent the country for the first time in this competition. The team won the bronze medal in the women's tournament at the 2019 African Games held in Rabat, Morocco.
Delft tower experiment
In 1586, scientists Simon Stevin and Jan Cornets de Groot conducted an early scientific experiment on the effects of gravity. The experiment, which established that objects of identical size and different mass fall at the same speed, was conducted by dropping lead balls from the Nieuwe Kerk in the Dutch city of Delft. The experiment is considered a foundational moment in the history of statics, which Stevin's work helped to codify.

Delft
Delft (Dutch pronunciation: [ˈdɛl(ə)ft] ⓘ) is a city and municipality in the province of South Holland, Netherlands. It is located between Rotterdam, to the southeast, and The Hague, to the northwest. Together with them, it is a part of both the Rotterdam–The Hague metropolitan area and the Randstad.

Delft is a popular tourist destination in the Netherlands, famous for its historical connections with the reigning House of Orange-Nassau, for its blue pottery, for being home to the painter Jan Vermeer, and for hosting Delft University of Technology (TU Delft). Historically, Delft played a highly influential role in the Dutch Golden Age. In terms of science and technology, thanks to the pioneering contributions of Antonie van Leeuwenhoek and Martinus Beijerinck, Delft can be considered to be the birthplace of microbiology.
The Devil's Notebook
The Devil's Notebook is the fourth book by Anton LaVey, published in 1992 by Feral House. It includes a foreword by Adam Parfrey and design by Sean Tejaratchi. The book contains forty-one essays in which LaVey provides commentary on such topics as nonconformity, occult faddism, Nazism, terrorism, cannibalism, erotic politics, the “Goodguy badge”, demoralization and the construction of artificial human companions. Included are instructions for the creation of what LaVey terms "total environments", or places of magical evocation, where the enlightened may escape the deleterious effects of contemporary existence.

Fad
A fad, trend, or craze is any form of collective behavior that develops within a culture, a generation, or social group in which a group of people enthusiastically follow an impulse for a short time period.

Fads are products or behaviors that achieve short-lived popularity but fade away. Fads are often seen as sudden, quick-spreading, and short-lived events. Fads include diets, clothing, hairstyles, toys, and more. Some fads in the last hundred years include toys such as yo-yos, and hula hoops, and fad dances such as the Macarena, floss and the twist.

Similar to habits or customs but less durable, fads often result from an activity or behavior being perceived as popular or exciting within a peer group, or being deemed "cool" as often promoted by social networks. A fad is said to "catch on" when the number of people adopting it begins to increase to the point of being noteworthy or going viral. Fads often fade quickly when the perception of novelty is gone.
Zero game
In combinatorial game theory, the zero game is the game where neither player has any legal options. Therefore, under the normal play convention, the first player automatically loses, and it is a second-player win. The zero game has a Sprague–Grundy value of zero.  The combinatorial notation of the zero game is: { | }.

A zero game should be contrasted with the star game {0|0}, which is a first-player win since either player must (if first to move in the game) move to a zero game, and therefore win.

Normal play convention
A normal play convention in a game is the method of determining the winner that is generally regarded as standard. For example:

Preventing the other player from being able to move

Being the first player to achieve a target

Holding the highest value hand

Taking the most card tricks

In combinatorial game theory, the normal play convention of an impartial game is that the last player able to move is the winner.

By contrast "misère games" involve upsetting the convention and declaring a winner the individual who would normally be considered the loser.
Delmar Formation
The Delmar Formation is a geologic formation best exposed in seashore cliffs at Del Mar and Solana Beach in California, overlaid by Torrey Sandstone. The formation rocks comprise the barrier bar for Los Peñasquitos Lagoon and have three sub-facies that can be classified as ancient oyster reefs (Ostrea idrianensis), tidal flats and sublittoral channels and ponds The formation is a result of sedimentary infilling of a large Eocene Delmar lagoon and contains fossils from that period. First identified as "Delmar Sand" by Hanna in 1926. Frederiksen dates the formation as early Lutetian.

Society for Sedimentary Geology
The Society for Sedimentary Geology is an international not-for-profit, scientific society based in the US state of Oklahoma. It is commonly referred to by its acronym SEPM, which refers to its former name, the Society of Economic Paleontologists and Mineralogists.

The society's reason for being is to disseminate scientific information on sedimentology, stratigraphy, paleontology, environmental sciences, marine geology, hydrogeology, and related specialties. Members benefit from both gaining and exchanging information pertinent to their geologic specialties. Information is dispersed via the publication of two major scientific journals, the Journal of Sedimentary Research (JSR) and PALAIOS, and the organization of technical conferences and short courses. It also publishes a monthly magazine for its members, The Sedimentary Record, which is now a diamond open access journal.
Osredak Special Nature Reserve
Osredak Special Nature Reserve (Serbian: Специјални резерват природе Осредак / Specijalni rezervat prirode Osredak) is a natural monument in central Serbia. It has been declared a special nature reserve in 2020 in order to preserve the wetlands in the West Morava Valley. The wetland is important for the preservation of the water quality of the West Morava and is the only important wetland locality in the radius of 100 km (62 mi).

Morava Valley
The Morava Valley (Serbian: Поморавље / Pomoravlje, pronounced [pɔmɔ̝̌raːvʎe̞]), is a general term which in its widest sense marks valleys of any of three Morava rivers in Serbia: the West Morava (West Morava Valley), the South Morava (South Morava Valley) and the Great Morava (Great Morava Valley). In the narrow sense, the term is applied only to the Great Morava Valley (Serbian: Велико Поморавље / Veliko Pomoravlje). The Serbian term follows the general manner of coining river valley names in Serbian using the prefix po- and suffix -je, meaning literally "(land) along the Morava". Morava valley lies in the central Balkans, at the crossroads which lead eastwards, towards the Black Sea and Asia Minor, and further south, down the Vardar River into the Aegean Sea.
Polyglycolide
Polyglycolide or poly(glycolic acid) (PGA), also spelled as polyglycolic acid, is a biodegradable, thermoplastic polymer and the simplest linear, aliphatic polyester. It can be prepared starting from glycolic acid by means of polycondensation or ring-opening polymerization. PGA has been known since 1954 as a tough fiber-forming polymer.  Owing to its hydrolytic instability, however, its use was slow to develop. Polyglycolide and its copolymers (poly(lactic-co-glycolic acid) with lactic acid, poly(glycolide-co-caprolactone) with ε-caprolactone and poly (glycolide-co-trimethylene carbonate) with trimethylene carbonate) are widely used as a material for the synthesis of absorbable sutures and are being evaluated in the biomedical field.

Caprolactone
ε-Caprolactone or simply caprolactone is a lactone (a cyclic ester) possessing a seven-membered ring. Its name is derived from caproic acid. This colorless liquid is miscible with most organic solvents and water.  It was once produced on a large scale as a precursor to caprolactam.