hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Pik Pak Boom
Pik Pak Boom is a 1988 Filipino anthology comedy film directed by Leroy Salvador and starring Herbert Bautista, Lea Salonga, Lilet, Bing Loyzaga, Regine Velasquez, and Dingdong Avanzado. The film consists of two segments: "Manyika" (lit. 'Doll') and "Banana Q". Produced by Viva Films, Pik Pak Boom was released on December 25, 1988, as part of the 14th Metro Manila Film Festival (MMFF).

Pik Pak Boom was the second highest-grossing film among the six entries of the festival, after Agila ng Maynila, and won the award for Best Production Design (Manny B. Morfe).

Agila ng Maynila
Agila ng Maynila (lit. 'Eagle of Manila') is a 1988 Filipino action film directed by Pablo Santiago, written by Pablo S. Gomez, and produced by Fernando Poe Jr., who stars as Mauro Reyes, the titular "eagle" of Manila. The film also stars Vic Vargas, Paquito Diaz, Charlie Davao, Raoul Aragon, Vic Diaz, Dencio Padilla, Lito Anzures, Mario Escudero, and Lucita Soriano.

Produced by FPJ Productions, Agila ng Maynila was released on December 25, 1988, as part of the 14th Metro Manila Film Festival (MMFF). Agila ng Maynila was the highest-grossing film among the six entries of the festival, and R.R. Herrera won the MMFF Award for Best Child Performer.
Phi Mu Gamma
Phi Mu Gamma (ΦΜΓ) was an American collegiate women's fraternity. It was established as a social sorority at the Hollins Institute (now Hollins University) in Virginia in 1898. In 1913, the fraternity limited its chapters to two-year institutions. Phi Mu Gamma went inactive in 1921.

Hollins University
Hollins University is a private university in Hollins, Virginia, United States. Founded in 1842 as Valley Union Seminary in the historical settlement of Botetourt Springs, it is one of the oldest institutions of higher education for women in the US.

Hollins enrolls about 800 undergraduate and graduate students. As Virginia's first chartered women's college, undergraduate programs are female-only. Men are admitted to the graduate-level programs.
Novolaksky District
Novolaksky District (Russian: Новола́кский райо́н; Lak: Цӏуссалакрал кIану) is an administrative and municipal district (raion), one of the forty-one in the Republic of Dagestan, Russia. It is located in the west of the republic and borders with Khasavyurtovsky District in the northeast, Kazbekovsky District in the southeast, and with the Chechen Republic in the west. The area of the district is 218.2 square kilometers (84.2 sq mi). Its administrative center is the rural locality (a selo) of Novolakskoye. As of the 2010 Census, the total population of the district was 28,556, with the population of Novolakskoye accounting for 20.8% of that number.

Kazbekovsky District
Kazbekovsky District (Russian: Казбе́ковский райо́н) is an administrative and municipal district (raion), one of the forty-one in the Republic of Dagestan, Russia. It is located in the west of the republic. The area of the district is 723 square kilometers (279 sq mi). Its administrative center is the rural locality (a selo) of Dylym. As of the 2010 Census, the total population of the district was 42,752, with the population of Dylym accounting for 20.2% of that number.
Miss Indonesia 2017
Miss Indonesia 2017 is the 13th edition of the Miss Indonesia pageant. It was held on April 22, 2017, at MNC Studio, Kebon Jeruk, Jakarta, Indonesia. Miss World 2016, Stephanie Del Valle of Puerto Rico attended the awarding night.

Natasha Mannuela as Miss Indonesia 2016 from Bangka-Belitung Islands crowned her successor, Achintya Holte Nielsen from West Nusa Tenggara. She represented Indonesia in Miss World 2017.

Miss Indonesia
Miss Indonesia is a national beauty pageant in Indonesia, organized by MNC Group under Miss Indonesia Organization, chaired by Liliana Tanoesoedibjo and sponsored by Sariayu Martha Tilaar. The winner of Miss Indonesia represents the country in Miss World pageant, one of the Big Four international beauty pageants and participates in various social actions in cooperation with Yayasan Jalinan Kasih, MNC Peduli and Miss World Organization program, Beauty with a Purpose.

The current Miss Indonesia is Audrey Bianca Callista of Jakarta SCR who was crowned by Monica Kezia Sembiring of North Sumatra on July 9, 2025. She will represent Indonesia at Miss World 2026.
Leigh-on-Sea railway station
Leigh-on-Sea railway station is on the London, Tilbury and Southend line, serving the town of Leigh-on-Sea, Essex. It is 32 miles 43 chains (52.4 km) down the main line from London Fenchurch Street via Basildon and it is situated between Benfleet to the west and Chalkwell to the east. Its three-letter station code is LES.

It was originally opened as Leigh by the London, Tilbury and Southend Railway on 1 July 1855, being renamed Leigh-on-Sea on 1 October 1904, but was rebuilt by the London, Midland and Scottish Railway on a new site, 880 yards (805 m) to the west, opening on 1 January 1934. The station and all trains serving it are currently operated by c2c.

Basildon railway station
Basildon is a railway station on the London, Tilbury and Southend line, serving the town of Basildon, Essex. It is 24 miles 26 chains (39.1 km) down the main line from London Fenchurch Street and is situated between Laindon to the west and Pitsea to the east. Its three-letter station code is BSO. The station and all its trains are currently operated by c2c.
Abell 1413
Abell 1413 is a massive and rich type I galaxy cluster straddling the border between the constellations Leo and Coma Berenices, with the projected comoving distance of approximately 640 Mpc (2.1 billion ly). The cluster is especially notable due to the presence of its very large brightest cluster galaxy (BCG), one of the most extreme examples of its type, as well as one of the largest galaxies known. The cluster was first noted by George O. Abell in 1958.

Galaxy cluster
A galaxy cluster, or a cluster of galaxies, is a structure that consists of anywhere from hundreds to thousands of galaxies that are bound together by gravity, with typical masses ranging from 1014 to 1015 solar masses. Clusters consist of galaxies, heated gas, and dark matter. They are the biggest known gravitationally bound structures in the universe. They were believed to be the largest known structures in the universe until the 1980s, when superclusters were discovered. Small aggregates of galaxies are referred to as galaxy groups rather than clusters of galaxies. Together, galaxy groups and clusters form superclusters.
Sue O'Connor
Sue O'Connor FAHA FBA (born c. 1960) is an Australian archaeologist and Distinguished Professor in the School of Culture, History & Language at the Australian National University.  Her research focuses primarily on the evidence of Pleistocene settlement and early human migration in the Indo-Pacific region.

Australian Academy of the Humanities
The Australian Academy of the Humanities was established by Royal Charter in 1969 to advance scholarship and public interest in the humanities in Australia. It operates as an independent not-for-profit organisation partly funded by the Australian Government.
Formally smooth map
In algebraic geometry and commutative algebra, a ring homomorphism  is called formally smooth (from French: Formellement lisse) if it satisfies the following infinitesimal lifting property:

Suppose B is given the structure of an A-algebra via the map f. Given a commutative A-algebra, C, and a nilpotent ideal , any A-algebra homomorphism  may be lifted to an A-algebra map . If moreover any such lifting is unique, then f is said to be formally étale.

Formally smooth maps were defined by Alexander Grothendieck in Éléments de géométrie algébrique IV.

For finitely presented morphisms, formal smoothness is equivalent to usual notion of smoothness.

Commutative algebra
Commutative algebra, first known as ideal theory, is the branch of algebra that studies commutative rings, their ideals, and modules over such rings. Both algebraic geometry and algebraic number theory build on commutative algebra. Prominent examples of commutative rings include polynomial rings; rings of algebraic integers, including the ordinary integers ; and p-adic integers.

Commutative algebra is the main technical tool of algebraic geometry, and many results and concepts of commutative algebra are strongly related with geometrical concepts.

The study of rings that are not necessarily commutative is known as noncommutative algebra; it includes ring theory, representation theory, and the theory of Banach algebras.
Abdelmadjid Tebboune
Abdelmadjid Tebboune (Arabic: عَبد الْمَجِيْد تَبُّون, romanized: ʿAbd al-Majīd Tabbūn; born 17 November 1945) is an Algerian politician currently serving as the president of Algeria since December 2019 and as minister of defence.

Tebboune took over the power after former president Abdelaziz Bouteflika and former acting head of state Abdelkader Bensalah. Previously, he was Prime Minister of Algeria from May 2017 to August 2017. In addition, he was also minister of housing from 2001 to 2002 for a year and again from 2012 to 2017 for five years.

Prime Minister of Algeria
The prime minister of Algeria, officially the First Minister of the People's Democratic Republic of Algeria (Arabic: الوزير الأول للجمهورية الجزائرية الديمقراطية الشعبية), is the head of government of Algeria. The prime minister is appointed by the president of Algeria, along with other ministers and members of the government that the new prime minister recommends. The People's National Assembly must approve the legislative program of the new government or the Assembly is dissolved and the prime minister must resign.

There are no constitutional limits on a prime minister's term. The longest-serving prime minister was Mohamed Ben Ahmed Abdelghani, who served under President Chadli Bendjedid from 8 March 1979 until 22 January 1984. He served as the first prime minister since 1963, when the position was abolished.

Sifi Ghrieb has been the prime minister since 14 September 2025.
1992 Ukrainian Cup final
The 1992 Ukrainian Cup final was a football match that took place at the Republican Stadium on 31 May 1992. The match was the 1st Ukrainian Cup Final and it was contested by Chornomorets Odesa and Metalist Kharkiv. The 1992 Ukrainian Cup Final was the first to be held in the Ukrainian capital Kyiv. Chornomorets won the match 1–0 on the silver goal rule when the Illya Tsymbalar's goal in 107 minute gave the Odesa club the win during the extra time.

The match also had one yellow card issued to Kastorny (Metalist).

1992 Ukrainian Cup
The 1992 Ukrainian Cup was the inaugural edition of the Ukrainian Cup competition.

Like the championship, the first edition of the Cup had a tight schedule as the Football Federation of Ukraine was given just several months in order to switch to the European seasonal format with the minimum required matches played.

The competition started on February 10 and the final was played on May 31. Only the members of the Vyshcha (Higher) and Persha (First) Leagues competed this season's competition. It was the first National Cup edition replacing the previous competition of the Ukrainian SSR Cup, which was organized as a regional competition. The last winner of that Soviet competition FC Temp Shepetivka was eliminated in the first round by Kremin Kremenchuk.

The first trophy was won by Chornomorets Odesa thus qualifying to the qualification round of UEFA Cup Winners' Cup.
Digital divide by continent, area and country
The digital divide is an economic and social inequality with regard to access to, use of, or impact of information and communication technologies (ICT). Factors causing the divide can vary depending on the country and culture, as can the potential solutions for minimizing or closing the divide.

The following is a list of some of the countries or areas by continent that have a digital divide along with contributing factors and steps the country is taking to resolve the issue.

Digital divide
The digital divide is unequal access to and effective use of digital technology, encompassing four interrelated dimensions: motivational, material, skills, and usage access.

The digital divide worsens inequality in access to information and resources. In the Information Age, people without access to the Internet and other technology are at a disadvantage, for they are less able to connect with others, find and apply for jobs, shop, and learn.

People living in poverty, in insecure housing or who are homeless, elderly people, and those living in rural communities may have limited access to the Internet; in contrast, urban middle class people have easy access to the Internet. Another divide is between producers and consumers of Internet content, which could be a result of educational disparities. While social media use varies across age groups, a US 2010 study reported no racial divide.
Wesleyville, Newfoundland and Labrador
Wesleyville is a small coastal community in Newfoundland and Labrador, Canada. It is located on the Straight Shore of Bonavista Bay, on the northeast coast of Newfoundland, near the communities of Greenspond and Newtown. It was settled in the early 19th century, when residents relocated from nearby islands.

Newtown, Newfoundland and Labrador
Newtown is a part of the Municipality of New-Wes-Valley, located at the North end of Bonavista Bay in the province of Newfoundland and Labrador, Canada. The approximate population is 400. Settlement in Newtown originated around 1850 when people relocated from nearby areas. Newtown is well known for being built on many small islands, and is the home of the Barbour Living Heritage Village.
Mike Kiedrowski
Michael Andrew “Mike” Kiedrowski (born January 13, 1969) is an American former professional motocross and enduro racer. He competed in the AMA Motocross Championships from 1987 to 1997. He is a four-time AMA motocross national champion. He is only the second competitor in AMA history after Jeff Ward to win national championships in the 125, 250 and 500 classes. Kiedrowski was inducted into the AMA Motorcycle Hall of Fame in 2007.

Jeff Ward (motorsports)
Jeffrey Ward (born 22 June 1961) is a British-American former professional motocross racer, auto racing driver and off-road racer. He won the AMA Motocross Championship five times and the AMA Supercross Championship twice and the Motocross des Nations seven times. After retiring from motorcycle competition, Ward turned to auto racing, garnering three top-five finishes at the Indianapolis 500 (most notably second in 1999) and winning a race at the Texas Motor Speedway. He then competed in off-road truck racing and rallycross. Ward was inducted into the Motorcycle Hall of Fame in 1999 and, was inducted into the Motorsports Hall of Fame of America on 12 August 2006.
I Escaped from Devil's Island
I Escaped from Devil's Island is a 1973 exploitation film about an escape attempt from Devil's Island. Roger Corman and Gene Corman produced this grim adventure saga which was made to cash in on the release of Papillon.

Papillon (1973 film)
Papillon is a 1973 historical adventure drama prison film directed by Franklin J. Schaffner. The screenplay by Dalton Trumbo and Lorenzo Semple Jr. was based on the 1969 autobiography by the French convict Henri Charrière. The film stars Steve McQueen as Charrière ("Papillon") and Dustin Hoffman as Louis Dega. Because it was filmed at remote locations, the film was quite expensive for the time ($12 million), but it earned more than twice that in its first year of release. The film's title is French for "Butterfly", referring to Charrière's tattoo and nickname.
U.S. Route 71 in Arkansas
U.S. Route 71 (US 71) is a U.S. route that runs from Krotz Springs, LA to the Fort Frances–International Falls International Bridge at the Canadian border. In Arkansas, the highway runs from the Louisiana state line near Doddridge to the Missouri state line near Bella Vista. In Texarkana, the highway runs along State Line Avenue with US 59 and partially runs in Texas (northbound traffic is in Arkansas and southbound in Texas). Other areas served by the highway include Fort Smith and Northwest Arkansas.

U.S. Route 59
U.S. Route 59 (US 59) is a north–south U.S. highway (though it was signed east–west in parts of Texas).  A latecomer to the U.S. Highway System, US 59 is now a border-to-border route, part of the NAFTA Corridor Highway System.  It parallels US 75 for nearly its entire route, never much more than 100 miles (160 km) away, until it veers southwest in Houston, Texas. Its number is out of place since US 59 is either concurrent with or entirely west of US 71. US 59 also goes into St Joseph seeing I-229 and I-29. The highway's northern terminus is nine miles (14 km) north of Lancaster, Minnesota, at the Lancaster–Tolstoi Border Crossing on the Canadian border, where it continues as Manitoba Highway 59. Its southern terminus is at the Mexican border in Laredo, Texas, where it continues as Mexican Federal Highway 85D.
Perlubie, South Australia
Perlubie is a locality in the Australian state of South Australia located on the west coast of Eyre Peninsula about 472 kilometres (293 mi) north-west of the state capital of Adelaide and about 24 kilometres (15 mi) north-east of the municipal seat of Streaky Bay.

Streaky Bay, South Australia
Streaky Bay (formerly Flinders) is a coastal town on the western side of the Eyre Peninsula, in South Australia just off the Flinders Highway, 303 km (188 mi) north-west of Port Lincoln and 727 km (452 mi) by road from Adelaide. At the 2021 census, Streaky Bay recorded a population of 1,436.

The town of Streaky Bay is the major population centre of the District Council of Streaky Bay, and the centre of an agricultural district farming cereal crops and sheep, as well as having established fishing and tourism industries.
485 series
The 485 series (485系, 485-kei) (and the earlier 481 and 483 series variants) was a Japanese limited express electric multiple unit (EMU) type introduced in 1964 by Japanese National Railways (JNR), and later operated by the East Japan Railway Company (JR East), West Japan Railway Company (JR-West), and Kyushu Railway Company (JR Kyushu). Approximately 1,500 vehicles were built, although by April 2016, JR East was the only operator still using this type. The last 485 series train was pulled from service on December 11, 2022 when the Resort Yamadori Joyful Train set was retired.

Kyushu Railway Company
The Kyushu Railway Company, also referred to as JR Kyushu (JR九州, Jeiāru Kyūshū), is one of the seven constituent companies of Japan Railways Group (JR Group). It operates intercity rail services within Kyushu, Japan. It formerly operated the Beetle hydrofoil service across the Tsushima Strait between Fukuoka and Busan, South Korea, before its discontinuation in 2024. It also operates hotels, restaurants, and drugstores across its service region. JR Kyushu's headquarters are in Hakata-ku, Fukuoka.
Baire space (set theory)
In set theory, the Baire space is the set of all infinite sequences of natural numbers with a certain topology, called the  product topology.  This space is commonly used in descriptive set theory, to the extent that its elements are often called "reals". It  is denoted by , or ωω, or by the symbol  or sometimes by ωω (not to be confused with the countable ordinal obtained by ordinal exponentiation).

The Baire space is defined to be the Cartesian product of countably infinitely many copies of the set of natural numbers, and is given the product topology (where each copy of the set of natural numbers is given the discrete topology).  The Baire space is often represented using the tree of finite sequences of natural numbers.

(This space should also not be confused with the concept of a Baire space, which is a certain kind of topological space.)

The Baire space can be contrasted with Cantor space, the set of infinite sequences of binary digits.

Cantor space
In mathematics, a Cantor space, named for Georg Cantor, is a topological abstraction of the classical Cantor set: a topological space is a Cantor space if it is homeomorphic to the Cantor set. In set theory, the topological space 2ω is called "the" Cantor space.
Seppo koponeni
Seppo  is an extinct genus of spiders, possibly of the superfamily  Palpimanoidea, that lived about 180 million years ago, in the Early Jurassic (Lower Toarcian) of what is now Europe. The sole species Seppo koponeni is known from a single fossil from Grimmen, Germany. With the scorpion Liassoscorpionides, it is one of the two only known arachnids from the Lower Jurassic of Germany. Seppo is the first unequivocal Early Jurassic spider, and was recovered from the Grimmen Formation.

Palpimanoidea
The Palpimanoidea or palpimanoids, also known as assassin spiders, are a group of araneomorph spiders, originally treated as a superfamily. As with many such groups, its circumscription has varied. As of September 2018, the following five families were included:

Archaeidae

Huttoniidae

Mecysmaucheniidae

Palpimanidae

Stenochilidae

Many palpimanoids specialize in preying on other spiders, hence the name "assassin spiders". They have various adaptations for catching prey, including enlarged spade-like front legs, and heads raised up on a "neck" with long chelicerae ("jaws"). Fossils suggest that the group was once widespread, but most species are now found in the Southern Hemisphere. Morphological studies support the monophyly of the group, although molecular studies have produced different results.
Laksam–Chandpur line
Laksam–Chandpur line is a meter-gauge railway in Bangladesh operated by Bangladesh Railway. It extends from Laksam Junction Railway Station in Comilla District to Chandpur Railway Station in Chandpur District. It is maintained and operated by Bangladesh Eastern Railway.

Laksam Junction railway station
Laksam Junction Railway Station is one of the five biggest junctions of Bangladesh. A junction, in the context of rail transport, is a place at which two or more rail routes converge or diverge. Rail transport operations refer to stations that lie on or near a railway junction as a junction station. Laksam is a junction station.
Exact functor
In mathematics, particularly homological algebra, an exact functor is a functor that preserves short exact sequences. Exact functors are convenient for algebraic calculations because they can be directly applied to presentations of objects. Much of the work in homological algebra is designed to cope with functors that fail to be exact, but in ways that can still be controlled.

Functor
In mathematics, specifically category theory, a functor is a mapping between categories.  Functors were first considered in algebraic topology, where algebraic objects (such as the fundamental group) are associated to topological spaces, and maps between these algebraic objects are associated to continuous maps between spaces.   Nowadays, functors are used throughout modern mathematics to relate various categories. Thus, functors are important in every area of mathematics where category theory is applied.

The words category and functor were borrowed by mathematicians from the philosophers Aristotle and Rudolf Carnap, respectively.  The latter used functor in a linguistic context;
see function word.
Gorenje Lakovnice
Gorenje Lakovnice (pronounced [ɡɔˈɾeːnjɛ ˈlaːkɔu̯nitsɛ]) is a settlement in the hills south of Novo Mesto in southeastern Slovenia. It includes the small hamlet of Cerovec. The area is part of the traditional region of Lower Carniola and is now included in the Southeast Slovenia Statistical Region.

The local church in Cerovec is dedicated to Saint Florian and belongs to the Parish of Novo Mesto–Šmihel. It was built in the late 16th century.

Novo Mesto
Novo Mesto (pronounced [ˈnɔ̀ːʋɔ ˈmèːstɔ] ⓘ; Slovene: Novo mesto; also known by alternative names) is the seventh-largest city of Slovenia. It is the economic and cultural centre of the traditional region of Lower Carniola (southeastern Slovenia) and the seat of the City Municipality of Novo Mesto. It lies on a bend of the Krka River, close to the border with Croatia.