hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Burikko
Burikko (ぶりっ子; sometimes rendered Burriko in English) is a Japanese term for girls or women who act coy, or deliberately cute and/or innocent in a put-on way. The term was coined around 1980, likely by Japanese comedian Kuniko Yamada. Burikko style is often associated with Japanese idols of the 1980s such as Seiko Matsuda. It is associated with the Japanese notion of kawaii, meaning "cute", which has become important in modern Japanese culture. Burikko is not so much a style or state of being, but a set of tools employed to mask the self, particularly women's sexuality. This is emphasized in the common phrase burikko suru "to do burikko".

Culture of Japan
Japanese culture has changed greatly over the millennia, from the country's prehistoric Jōmon period, to its contemporary modern culture, which absorbs influences from Asia and other regions of the world.

Since the Jomon period, ancestral groups like the Yayoi and Kofun, who arrived to Japan from Korea and China, respectively, have shaped Japanese culture. Rice cultivation and centralized leadership were introduced by these groups, shaping Japanese culture. Chinese dynasties, particularly the Tang dynasty, have influenced Japanese culture throughout history and brought it into the Sinosphere. After 220 years of isolation, the Meiji era opened Japan to Western influences, enriching and diversifying Japanese culture. Popular culture shows how much contemporary Japanese culture influences the world.
Rumfordia
Rumfordia is a genus of Mesoamerican plants in the tribe Millerieae within the family Asteraceae.

Species

Rumfordia alcortae Rzed. - San Luis Potosí, Nuevo León

Rumfordia connata Brandegee - Baja California Sur

Rumfordia exauriculata B.L.Turner - Nuevo León

Rumfordia floribunda DC. - from Sinaloa to Oaxaca

Rumfordia guatemalensis (J.M.Coult.) S.F.Blake - from Hidalgo to Panama

Rumfordia penninervis S.F.Blake - Guatemala, Chiapas, Oaxaca

Rumfordia revealii H.Rob. - Guerrero

formerly included

see Axiniphyllum

Rumfordia pinnatisecta Paul G.Wilson - Axiniphyllum pinnatisectum (Paul G.Wilson) B.L.Turner

Rumfordia connata
Rumfordia connata is a species of flowering plant in the Millerieae tribe of the composite family commonly known as the Cape rumfordia. A conspicuous yellow-flowered shrubby perennial growing to 2 metres (6.6 ft) high, this species is endemic to the high elevations of the Sierra de la Laguna mountains of Baja California Sur where it is uncommonly found. Rumfordia connata was first discovered and later described by Townshend Stith Brandegee in 1892.
Mark 1
Mark 1 is the first chapter of the Gospel of Mark in the New Testament of the Christian Bible. It recounts the proclamation of John the Baptist, the baptism of Jesus Christ, his temptations and the beginning of his ministry in Galilee.

Codex Bezae
The Codex Bezae Cantabrigiensis ('Beza's Cambridge Book') is a bi-lingual Greek and Latin manuscript of the New Testament written in an uncial hand on parchment. It is designated by the siglum Dea or 05 in the Gregory-Aland numbering of New Testament manuscripts, and δ 5 in the von Soden numbering of New Testament manuscripts. It contains most of the four Gospels and Acts, with a small fragment of 3 John. Using the study of comparative writing styles (palaeography), it is currently dated to the 5th century.

Codex Bezae is renowned for having a distinctive text of the four Gospels and Acts, and is a leading member of the "Western" recension. The manuscript has been studied extensively.

A digital facsimile of the codex is available from Cambridge University Library, which holds the manuscript.
Plutonium tetrachloride
Plutonium tetrachloride or plutonium(IV) chloride is an inorganic compound of plutonium and chlorine with the chemical formula PuCl4. While it is not known as a solid, gaseous PuCl4 is known. In addition, it is known to form several stable adducts. The dimethoxyethane adduct, PuCl4(DME)2, has been used as a precursor to other plutonium compounds.

Hydrochloric acid
Hydrochloric acid, also known as muriatic acid or spirits of salt, is an aqueous solution of hydrogen chloride (HCl). It is a colorless solution with a distinctive pungent smell. It is classified as a strong acid. It is a component of the gastric acid in the digestive systems of most animal species, including humans. Hydrochloric acid is an important laboratory reagent and industrial chemical.
N-Benzoyl-N'-phenylurea
N-Benzoyl-N′-phenylurea (BPU) is the parent compound of the benzoylurea class of molecules, several of which are commercially useful insecticides. It consists of a urea core with a benzoyl amide on one nitrogen and a phenyl group on the other.

Benzoyl group
In organic chemistry, benzoyl (/ˈbɛnzoʊɪl/, BENZ-oh-il) is the functional group with the formula −COC6H5 and structure −C(=O)−C6H5. It can be viewed as benzaldehyde missing one hydrogen. The benzoyl group has a mass of 105 amu.

The term "benzoyl" should not be confused with benzyl, which has the formula −CH2−C6H5. The benzoyl group is given the symbol "Bz" whereas benzyl is commonly abbreviated "Bn".
2019 Tre Valli Varesine
The 2019 Tre Valli Varesine was the 99th edition of the Tre Valli Varesine road cycling one day race. It was held on 8 October 2019 as part of the 2019 UCI Europe Tour in category 1.HC, over a distance of 197.8 km, starting in Saronno and ending in Varese.

The race was won by Primož Roglič of Team Jumbo–Visma.

2019 UCI Europe Tour
The 2019 UCI Europe Tour was the fifteenth season of the UCI Europe Tour. The 2019 season began on 31 January 2019 with the Trofeo Porreres, Felanitx, Ses Salines, Campos and ended on 20 October 2019.

Throughout the season, points are awarded to the top finishers of stages within stage races and the final general classification standings of each of the stages races and one-day events. The quality and complexity of a race also determines how many points are awarded to the top finishers, the higher the UCI rating of a race, the more points are awarded.

The UCI ratings from highest to lowest are as follows:

Multi-day events: 2.HC, 2.1 and 2.2

One-day events: 1.HC, 1.1 and 1.2
2009 Men's Hockey Champions Challenge I
The 2009 Men's Hockey Champions Challenge was held from December 6 to December 13, 2009 in Salta, Argentina. The competitors were 8 teams ranked from 7th to 15th in the world.

This was the fifth edition of the tournament created by the International Hockey Federation in 2001 to broaden hockey's competitive base globally and featured the 8 teams just behind the top six teams in the world.

New Zealand defeated Pakistan to take the title, and qualify for the Champions Trophy tournament in 2010 in Mönchengladbach, Germany.

Men's Hockey Champions Challenge I
The Men's Hockey Champions Challenge I was an international men's field hockey tournament, played every two years.

It was introduced in 2001 by the International Hockey Federation (FIH) in order to broaden hockey's competitive base at world level. Launched in 2001, the last tournament was held in 2014 in Malaysia and won by South Korea. The champions challenge was replaced by the FIH Hockey World League in 2014 after eight editions.
Sri Lumay
According to the epic Aginid, Bayok sa atong Tawarik, a Bisayan epic story, Sri Rajahmura Lumaya, known in his shortened name Sri Lumay, was the  first Rajah  and the founder of the Indianized kingdom of historic polity of Cebu. Sri Lumay was a half-Tamil and half-Malay from Sumatra. In the epic, Sri Lumay was the grandfather of Rajah Humabon. He may be called a literary figure, as he is found only in the oral traditions in the Visayan epic story of Aginid.

Sri Lumay, ancestor of Rajah Humabon, a half-Malay and half-Indian from Sumatra established Cebu as an Indianized monarchy, and sired at least four known sons, namely Alho, Ukob, Parang the Limp, and Bantug (father of Rajah Humabon). Sri Alho ruled a land known as Sialo which included the present-day towns of Carcar and Santander in the southern region of Cebu.

Raja
Raja (/ˈrɑːdʒɑː/; from IAST rājan-) is a noble or royal Sanskrit title historically used by some Indian rulers and monarchs and highest-ranking nobles. The title was historically used in the Indian subcontinent and Southeast Asia.

The title has a long history in South Asia and Southeast Asia, being attested from the Rigveda, where a rājan- is a ruler, see for example the daśarājñá yuddhá, the "Battle of Ten Kings".

The title has equivalent cognates in other Indo-European languages, notably the Latin Rex and the Celtic Rix.

The Maratha title "Rao" (or "Rao") functions as both a given name and an honorific title, derived from words like the Sanskrit "Rājā" meaning "king," is a associated with the Kshatriya varna and can be considered a Kshatriya title.
(585310) 2017 YZ1
(585310) 2017 YZ1, provisional designation: 2017 YZ1, is a sub-kilometer asteroid on an eccentric orbit, classified as near-Earth object and potentially hazardous asteroid of the Apollo group, approximately 250 meters (800 feet) in diameter. It was first observed on 20 December 2017, by astronomers with the Mount Lemmon Survey at Mount Lemmon Observatory near Tucson, Arizona, in the United States. On 29 January 2018, it passed Earth at 125 lunar distances.

Mount Lemmon Survey
Mount Lemmon Survey (MLS) is a part of the Catalina Sky Survey with observatory code G96. MLS uses a 1.52 m (60 in) cassegrain reflector telescope (with 10560x10560-pixel camera at the f/1.6 prime focus, for a five square degree field of view) operated by the Steward Observatory at Mount Lemmon Observatory, which is located at 2,791 meters (9,157 ft) in the Santa Catalina Mountains northeast of Tucson, Arizona.

It is currently one of the most prolific surveys worldwide, especially for discovering near-Earth objects. MLS ranks among the top discoverers on the Minor Planet Center's discovery chart with a total of more than 160,000 numbered minor planets.
Cats and Dogs (Warhol)
Cats and Dogs is a 1976 series of silkscreen paintings by American artist Andy Warhol. The set depicts stylized images of domestic cats and dog breeds. Produced during a period when Warhol increasingly embraced commissioned portraiture and decorative subject matter, the series reflects his interest in animals and the commercialization of imagery applied to familiar, intimate subjects.

The Factory
The Factory was pop artist Andy Warhol's New York City studio and the center of his artistic, social, and filmmaking activities from 1964 to 1987. Originally located at 231 East 47th Street before moving to two later sites, the Factory became known for its distinctive blend of art production, experimental film, fashion, music, and countercultural nightlife. It served as a gathering place for a wide circle of artists, musicians, writers, socialites, and underground personalities—collectively known as Warhol superstars—who contributed to the studio’s reputation as one of the most influential creative hubs of its era. The Factory played a key role in the development of Warhol's Pop art, his film projects, and his exploration of celebrity culture, helping shape the landscape of American avant-garde art in the 1960s and 1970s.
Characterization test
In computer programming, a characterization test (also known as Golden Master Testing) is a means to describe (characterize) the actual behavior of an existing piece of software, and therefore protect existing behavior of legacy code against unintended changes via automated testing.  This term was coined by Michael Feathers.

Test automation
Test automation is the use of software (separate from the software being tested) for controlling the execution of tests and comparing actual outcome with predicted. Test automation supports testing the system under test (SUT) without manual interaction which can lead to faster test execution and testing more often. Test automation is a key aspect of continuous testing and often for continuous integration and continuous delivery (CI/CD).
Scouting and Guiding in Myanmar
Scouting and Guiding in Myanmar is served by

Myanmar Girl Guides, associate member of the World Association of Girl Guides and Girl Scouts

Myanmar Scout, member of the World Organization of the Scout Movement.

Myanmar Girl Guides
Myanmar Girl Guides is the national Guiding organization of Myanmar. The organization was founded in 2014 and is currently an associate member of the World Association of Girl Guides and Girl Scouts. It serves 29,067 members (as of 2014).
Zemplínska šírava
Zemplínska šírava (sometimes called the "Slovak sea" (Slovak: Slovenské more, Hungarian: Széles-tó). is a reservoir in eastern Slovakia, near the town of Michalovce, wholly belonging to the Michalovce District. The name recalls the historical Zemplín region. The dam was built in 1961–1965, covers an area of 33 km2 (13 sq mi), has an average depth of 9.5 m (31 ft), with a maximum depth of 14 m (46 ft). Water from the dam flows into the Laborec river, which in turn flows into the Bodrog river. The area is primarily used for recreation.  It also supplies cooling water for the Vojany Power Station.

Laborec
The Laborec (Rusyn: Лаборець; Hungarian: Laborc) is a river in eastern Slovakia that flows through the districts of Medzilaborce, Humenné, and Michalovce in the Košice Region, and the Prešov Region. The river drains the Laborec Highlands. It is 126 km (78 mi) long and its basin size is 4,523 km2 (1,746 sq mi).
Marada, Libya
Marada (Arabic: مرادة) is a desert oasis in the Al Wahat District, Cyrenaica region, in northeastern Libya.

Although Marada is located 120 km (75 mi) south of El Agheila, the dilapidated condition of the El Agheila-Marada road compels travelers to use much longer routes to get to Marada.

Al Wahat District
Al Wahat or The Oases (Arabic: الواحات Al Wāḥāt, English: The Oases), occasionally spelt Al Wahad or Al Wahah (English: The Oasis) is one of the districts of Libya. Its capital and largest city is Ajdabiya. The district is home to much of Libya's petroleum extraction economic activity.
Canonical basis
In mathematics, a canonical basis is a basis of an algebraic structure that is canonical in a sense that depends on the precise context:

In a coordinate space, and more generally in a free module, it refers to the standard basis defined by the Kronecker delta.

In a polynomial ring, it refers to its standard basis given by the monomials, .

For finite extension fields, it means the polynomial basis.

In linear algebra, it refers to a set of n linearly independent generalized eigenvectors of an n×n matrix , if the set is composed entirely of Jordan chains.

In representation theory, it refers to the basis of the quantum groups introduced by Lusztig.

Linear algebra
Linear algebra is the branch of mathematics concerning linear equations such as

linear maps such as

and their representations in vector spaces and through matrices.

Linear algebra is central to almost all areas of mathematics. For instance, linear algebra is fundamental in modern presentations of geometry, including for defining basic objects such as lines, planes and rotations. Also, functional analysis, a branch of mathematical analysis, may be viewed as the application of linear algebra to function spaces.

Linear algebra is also used in most sciences and fields of engineering because it allows modeling many natural phenomena, and computing efficiently with such models. For nonlinear systems, which cannot be modeled with linear algebra, it is often used for dealing with first-order approximations, using the fact that the differential of a multivariate function at a point is the linear map that best approximates the function near that point.
Sarangarh State
Sarangarh was a princely state in India during the British Raj ruled by a Raj Gond dynasty. The emblem of the state was a turtle.

It is predominantly an Oriya-majority area and was helper to Sambalpur state but it was accidentally placed under Chhattisgarh division of Central Provinces and never transferred to Orissa. The Oriya population was slowly replaced by Hindi population.

Its capital was in Sarangarh town, now in Chhattisgarh state. 
The state had no significant towns except for its capital. A small state, its area was 1,399 km2 with a population of 79,900, according to the 1901 census.

Central Provinces
The Central Provinces was a province of British India. It comprised British conquests from the Mughals and Marathas in central India, and covered parts of present-day Madhya Pradesh, Chhattisgarh and Maharashtra states. Nagpur was the primary winter capital while Pachmarhi served as the regular summer retreat. It became the Central Provinces and Berar in 1903.

The Central Provinces was formed in 1861 by the merger of the Saugor and Nerbudda Territories and Nagpur Province. The district of Nimar which was administered by the Central India Agency was added in 1864. It was almost an island encircled by a sea of "native States" such as Bhopal State and Rewa State to the north, the Chota Nagpur States and Kalahandi State to the east, and the Nizam's territories of Hyderabad to the south and Berar to the west.
António Capucho
António d'Orey Capucho (born 3 January 1945) is a Portuguese politician who has served as Mayor of Cascais from 2001 until 2011. He was also Minister of Parliamentary Affairs from 1987 until 1989 and Minister of the Quality of Life from 1983 until 1984.

A member of the Social Democratic Party, he held several offices inside the PSD, such as Secretary-general of the party and Vice President. He was expelled from the party in 2014 after being a candidate for the Municipal Assembly of Sintra under the independent list of Marco Almeida, having returned in 2018 under the leadership of Rui Rio.

In the 2025 local election in Cascais he supported Independent candidate João Maria Jonet, and he was a supporter of Henrique Gouveia e Melo in the 2026 presidential election.

Rui Rio
Rui Fernando da Silva Rio GCIH (born 6 August 1957) is a Portuguese economist and retired politician of the Social Democratic Party (PSD). He was the Mayor of Porto from 2002 to 2013. Between 2018 and 2022, he was President of the PSD and Leader of the Opposition.
AirPrint
AirPrint is a feature in Apple Inc.'s macOS, iOS, and iPadOS operating systems for printing without installing printer-specific drivers.

Connection is via a local area network (often via Wi-Fi), either directly to AirPrint-compatible printers, or to non-compatible shared printers by way of a computer running Microsoft Windows, Linux, or macOS.

IPadOS
iPadOS is a mobile operating system developed by Apple for its iPad line of tablet computers. It was given a name distinct from iOS, the operating system used by Apple's iPhones, to reflect the diverging features of the two product lines, such as multitasking. It was introduced as iPadOS 13, reflecting its status as the successor to iOS 12 for the iPad, and first released to the public on September 24, 2019. Major versions of iPadOS are released annually; the current stable version, iPadOS 26.2.1, was released to the public on January 26, 2026.
Woman to Woman (campaign)
Woman to Woman, known in the media as Harriet Harman's Pink Bus, was a political campaign in the United Kingdom for the Labour Party at the 2015 general election. It was led by Deputy Leader of the Labour Party Harriet Harman, and involved a pink battle bus visiting marginal constituencies, promoting Labour policies and rallying support among female voters. It was described by Labour as the party's "biggest ever women's campaign". The Pink Bus was criticised in the media as "sexist and patronising".

The campaign was regarded a failure for the Labour Party, which polled well below expectations in the general election, winning 30.4 per cent of the vote and 232 seats, 24 fewer than its previous result in 2010. Despite this, the voter turnout was 1 per cent higher than 2010, and the overall number of female Labour MPs increased from 81 to 99.

Following the election Harman announced she would stand down from the role once a leadership election had taken place.

Elmet and Rothwell
Elmet and Rothwell was a constituency for the House of Commons of the UK Parliament in West Yorkshire. During the 2017 general election, Elmet and Rothwell recorded the highest turnout of any seat in West or South Yorkshire, with almost 60,000 electors casting a vote.

There is no town of Elmet: the name refers to an ancient Celtic kingdom in the area. The name is, however, referenced by local villages Barwick-in-Elmet and Scholes-in-Elmet, and also Sherburn in Elmet, which is nearby but outside the constituency.

The seat was abolished for the 2024 general election.
Huglo
Huglo is an island in Stord Municipality in Vestland county, Norway. The 13.5-square-kilometre (5.2 sq mi) island lies in the Hardangerfjorden, east of the island of Stord and south of the island of Tysnesøya. The small island of Skorpo lies immediately northeast of this island. The highest point on the rugged island is the 218-metre (715 ft) tall Høgafjellet.

The island of Huglo has no road connections off the island other than the regular car ferry routes connecting to the neighboring islands of Stord and Tysnesøya. There are about 100 inhabitants there, and the primary industries are farming, furniture making, and customized golf clubs.

Hardangerfjord
The Hardangerfjord (English: Hardanger Fjord) is the fifth longest fjord in the world and the second longest fjord in Norway. It is located in the Hardanger region of Vestland county in western Norway. The fjord stretches 180 kilometres (110 mi) from the Atlantic Ocean into the mountainous interior of Norway along the Hardangervidda plateau. The innermost point of the fjord reaches the town of Odda.
2018 Internazionali Femminili di Brescia – Doubles
Julia Glushko and Priscilla Hon were the defending champions, however Glushko chose to participate in Hua Hin, while Hon chose to participate in Surbiton.

Cristina Dinu and Ganna Poznikhirenko won the title, defeating Alexandra Panova and Anastasia Pribylova in the final, 6–3, 7–6(8–6).

2018 Fuzion 100 Surbiton Trophy
The 2018 Fuzion 100 Surbiton Trophy was a professional tennis tournament played on outdoor grass courts. It was the fifteenth (ATP) and sixteenth (ITF) editions of the tournament and was part of the 2018 ATP Challenger Tour and the 2018 ITF Women's Circuit. It took place in Surbiton, United Kingdom, on 4–10 June 2018.
Pseudocampylium
Pseudocampylium is a genus of mosses belonging to the family Amblystegiaceae.

The species of this genus are found in Europe and Northern America.

Species:

Pseudocampylium radicale (P.Beauv.) Vanderp. & Hedenäs

Amblystegiaceae
Amblystegiaceae is a family of mosses. It includes 20 to 30 genera with a total of up to 150 species. They occur nearly worldwide, growing in tropical, temperate, and subpolar regions.

These mosses are small to large in size and are yellow, green, or brown in color. Some are aquatic and some terrestrial. Most occur in wet habitat types. Many occur in substrates with a basic pH, but some grow in neutral to acidic substrates.