hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Houston Comets
The Houston Comets were a Women's National Basketball Association (WNBA) team based in Houston. Formed in 1997, the team was one of the original eight WNBA teams and won the first four championships of the league's existence. They are one of two teams in the WNBA that are undefeated in the WNBA Finals; the Seattle Storm are the other. The Comets were the first dynasty of the WNBA and are tied with the Minnesota Lynx and Seattle Storm for the most championships of any WNBA franchise. Despite all of their success, the team was folded and disbanded by the league in 2008 during the height of the Great Recession because new ownership could not be found.

The Comets were known for courting great women's basketball stars. The team had among its members Cynthia Cooper (the WNBA's first MVP); college and national team standout Sheryl Swoopes; Kim Perrot, who succumbed to cancer in 1999; and college stars Michelle Snow and Tina Thompson.

WNBA Finals
The WNBA Finals is the championship series of the Women's National Basketball Association (WNBA) and the conclusion of the league's postseason each fall. The series was named the WNBA Championship until 2002.

The series is played between the winners of the playoff semifinals. At the conclusion of the championship round, the winner of the WNBA Finals is presented the championship trophy. The WNBA Finals has been played at the conclusion of every WNBA season in history, the first being held in 1997.

From 2005 to 2024, the winner of the WNBA Finals was determined through a 2–2–1 format. The first, second, and fifth games of the series were played at the arena of the team who earned home court advantage by having the better record during the regular season. Beginning in 2025, the Finals switched to a best-of-seven series with a 2–2–1–1–1 format similar to the NBA Finals.
Caty McNally
Catherine "Caty" McNally (born November 20, 2001) is an American professional tennis player.
She achieved her career-high singles ranking of world No. 54 on 22 May 2023 and her best WTA doubles ranking of No. 11 on 4 April 2022. She has won eight doubles titles on the WTA Tour, three of them with Coco Gauff, and the pair also reached the final of the 2021 US Open. She reached another major final at the 2022 US Open with Taylor Townsend. McNally has also won six doubles titles on the ITF Circuit. In singles, she has won two titles on the WTA Challenger Tour plus four on the ITF Circuit.

She is best known for her doubles partnership with Coco Gauff, which was nicknamed "McCoco" by fans and media.

As a junior, McNally won the 2018 French Open doubles title, was runner-up in the 2018 French Open girls' singles, and won the US Open junior doubles competition.

2022 US Open (tennis)
The 2022 US Open was the 142nd edition of tennis' US Open and the fourth and final tennis major (Grand Slam event) of the year. It was held on outdoor hard courts at the USTA Billie Jean King National Tennis Center in New York City.

Daniil Medvedev and Emma Raducanu were the men's and women's singles defending tournament champions. Raducanu lost to Alizé Cornet in the first round, while Medvedev lost to Nick Kyrgios in the fourth round.

Carlos Alcaraz and Iga Świątek won the men's and women's singles titles, respectively. Carlos became the first male player from the 2000s (born in 2003) and Iga became the second female player from the 2000s (born in 2001), to win the tournament's singles titles.
Riesz's lemma
In mathematics, Riesz's lemma (after Frigyes Riesz) is a lemma in functional analysis. It specifies (often easy to check) conditions that guarantee that a subspace in a normed vector space is dense. The lemma may also be called the Riesz lemma or Riesz inequality. It can be seen as a substitute for orthogonality when the normed space is not an inner product space.

Frigyes Riesz
Frigyes Riesz (Hungarian: Riesz Frigyes, pronounced [ˈriːs ˈfriɟɛʃ], sometimes known in English and French as Frederic Riesz; 22 January 1880 – 28 February 1956) was a Hungarian mathematician who made fundamental contributions to functional analysis, as did his younger brother Marcel Riesz.
Mariano Llanera
Mariano Núñez Llanera (born Mariano Llanera y Núñez; November 9, 1855 – September 19, 1942) was a Filipino revolutionary general from Cabiao, Nueva Ecija who fought in his aforementioned home province, and also in the neighboring provinces of Bulacan, Tarlac, and Pampanga. He is considered one of the "three Fathers" (the main instigators/ commanders) of the Cry of Nueva Ecija, along with Pantaleon Valmonte and Manuel Tinio.

Nueva Ecija
Nueva Ecija, officially the Province of Nueva Ecija (Tagalog: Lalawigan ng Nueva Ecija Tagalog pronunciation: [ˈnwɛvɐ ʔɛˈsiha, ˈnwɛbɐ -]; Ilocano: Probinsia ti Nueva Ecija; Pangasinan: Luyag na Nueva Ecija; Kapampangan: Lalawigan ning Nueva Ecija; Spanish: Provincia de Nueva Écija), is a landlocked province in the Philippines located in the Central Luzon region. Its capital is the city of Palayan, while Cabanatuan, its former capital, is the largest city and the economic, commercial, and institutional center of Nueva Ecija. The province borders, from the south clockwise, Bulacan, Pampanga, Tarlac, Pangasinan, Nueva Vizcaya and Aurora. The province is nationally known as the Rice Granary of the Philippines, producing the largest rice yield in the country.
Francesco II Gonzaga, Marquis of Mantua
Francesco II Gonzaga (10 August 1466 – (1519-03-29)29 March 1519) was Marquis of Mantua from 1484 until his death. A prominent condottiero and statesman during the Italian Wars, he is best known for commanding the Italian league forces at the Battle of Fornovo in 1495. Through his marriage to Isabella d'Este, one of the leading women of the Italian Renaissance, Francesco helped establish Mantua as a significant cultural and artistic center.

Federico II Gonzaga, Duke of Mantua
Federico II of Gonzaga (17 May 1500 – 28 August 1540) was the ruler of the Italian city of Mantua (first as Marquis, later as Duke) from 1519 until his death. He was also Marquis of Montferrat from 1536.
Mulenga Kapwepwe
Mulenga Mpundu Kapwepwe (born 7 October 1958) is a Zambian author, social activist and co-founder of the Zambian Women's History Museum.

In addition to her work in preserving and promoting women's history, Kapwepwe is known for her philanthropic efforts, particularly in education.

Kapwepwe has dedicated herself to building libraries in Lusaka, Zambia's capital city, with the aim of providing young children access to education and empowering them to shape their own futures.

Women's History Museum of Zambia
The Women's History Museum of Zambia (WHMZ) is a contemporary digital collection aimed at reclaiming African women's history and indigenous knowledge. The collection comprises over 5,000 digital pieces presenting women's history through an African lens.
Heliospheric current sheet
The heliospheric current sheet, or interplanetary current sheet, is a surface separating regions of the heliosphere where the interplanetary magnetic field points toward and away from the Sun. A small electrical current with a current density of about 10−10 A/m2 flows within this surface, forming a current sheet confined to this surface.   The shape of the current sheet results from the influence of the Sun's rotating magnetic field on the plasma in the interplanetary medium. The thickness of the current sheet is about 10,000 km (6,200 mi) near the orbit of the Earth.

Interplanetary medium
The interplanetary medium (IPM) or interplanetary space consists of the mass and energy which fills the Solar System, and through which all the larger Solar System bodies, such as planets, dwarf planets, asteroids, and comets, move. The IPM stops at the heliopause, outside of which the interstellar medium begins. Before 1950, interplanetary space was widely considered to either be an empty vacuum, or consisting of "aether".
Uns ist ein Kind geboren, BWV 142
Uns ist ein Kind geboren (Unto us a child is born), BWV 142 / Anh. II 23, is a Christmas cantata by an unknown composer. In the Bach-Werke-Verzeichnis it is listed among the works with a doubtful attribution to Johann Sebastian Bach. The text is based on a libretto by Erdmann Neumeister first published in 1711. Although attributed to Bach by the Bach-Gesellschaft when they first published it in the late nineteenth century, that attribution was questioned within thirty years and is no longer accepted. Johann Kuhnau, Bach's predecessor as Thomaskantor in Leipzig, has been suggested as the probable composer, but without any certainty.

The cantata is in eight movements, and is scored for vocal soloists, choir, recorders, oboes, strings and continuo.

Bach-Werke-Verzeichnis
The Bach-Werke-Verzeichnis (German: [ˈbax ˌvɛʁkə fɐˈtsaɪçnɪs], lit. 'Bach Works Catalogue'; BWV) is a catalogue of compositions by Johann Sebastian Bach. It was first published in 1950, edited by Wolfgang Schmieder. The catalogue's second edition appeared in 1990 and the third edition in 2022.

The catalogue groups compositions by genre. Even within a genre, compositions are not necessarily collated chronologically. 
In part this reflects the fact that some compositions cannot be dated. However, an approximate or precise date can be assigned to others: for example, BWV 992 was composed many years before BWV 1.
NSLU2
The NSLU2 (Network Storage Link for USB 2.0 Disk Drives) is a network-attached storage (NAS) device made by Linksys introduced in 2004 and discontinued in 2008. It makes USB flash memory and hard disks accessible over a network using the SMB protocol (also known as Windows file sharing or CIFS). It was superseded mainly by the NAS200 (enclosure type storage link) and in another sense by the WRT600N and WRT300N/350N which both combine a Wi-Fi router with a storage link.

The device runs a modified version of Linux and by default, formats hard disks with the ext3 filesystem, but a firmware upgrade from Linksys adds the ability to use NTFS and FAT32 formatted drives with the device for better Windows compatibility. The device has a web interface from which the various advanced features can be configured, including user and group permissions and networking options.

Buffalo network-attached storage series
The Buffalo TeraStation network-attached storage series are network-attached storage (NAS) devices.

The current lineup includes the LinkStation and TeraStation series. These devices have undergone various improvements since they were first produced, and have expanded to include a Windows Storage Server-based operating system.
Leon Klinghoffer
Leon Klinghoffer (September 24, 1916 – October 8, 1985) was an American man who was shot, killed and thrown overboard from the cruise ship Achille Lauro by members of the Palestinian Liberation Front who hijacked the ship in 1985.

MS Achille Lauro
MS Achille Lauro was a cruise ship based in Naples, Italy. It was built between 1939 and 1947 as the ocean liner Willem Ruys for Royal Rotterdam Lloyd. In 1965 Achille Lauro bought the ship, had it converted into a cruise ship, and renamed it after himself. In 1985 it was hijacked by members of the Palestinian Liberation Front.

2°N 47°E﻿ / ﻿2°N 47°E﻿ / 2; 47

The ship was also involved in two serious collisions: in 1953 with the Oranje, and in 1975 with the cargo ship Youseff. It also suffered four onboard fires or explosions: in 1965, 1972, 1981, and 1994. In the last of these, in 1994, the ship caught fire and sank in the Indian Ocean off Somalia.
Bee Train Production
Bee Train Production (ビィートレイン株式会社, Biītorein Kabushikigaisha), commonly referred to simply as Bee Train, is a Japanese animation studio founded by Kōichi Mashimo in 1997. Since their involvement with Noir, .hack//Sign, and Madlax (among other series) they have a strong following in the yuri fandom for being involved in series portraying strong female leads with speculatively ambiguous relationships.

Kōichi Mashimo
Kōichi Mashimo (真下 耕一, Mashimo Kōichi; sometimes credited as Kouchi Mashimo or Kouichi Mashimo) (born June 21, 1952) is a Japanese former anime director and the founder of the animation studio Bee Train. Since the creation of the studio, Mashimo directed or otherwise participated in a large number of the studio's works, for example, as a member of the art or sound department.
Dupont Circle
Dupont Circle is a historic roundabout park and neighborhood of Washington, D.C., located in Northwest D.C. The Dupont Circle neighborhood is bounded approximately by 16th Street NW to the east, 22nd Street NW to the west, M Street NW to the south, and Florida Avenue NW to the north. Much of the neighborhood is listed on the National Register of Historic Places. However, the local government Advisory Neighborhood Commission (ANC 2B) and the Dupont Circle Historic District have slightly different boundaries.

The traffic circle is located at the intersection of Massachusetts Avenue NW, Connecticut Avenue NW, New Hampshire Avenue NW, P Street NW, and 19th Street NW.  The circle is named for Rear Admiral Samuel Francis Du Pont. The traffic circle contains the Dupont Circle Fountain in its center.

The neighborhood is known for its high concentration of embassies, many located on Embassy Row, and think tanks, many located on Think Tank Row.

Samuel Francis Du Pont
Samuel Francis Du Pont (September 27, 1803 – June 23, 1865) was a rear admiral in the United States Navy, and a member of the prominent du Pont family. In the Mexican–American War, Du Pont captured San Diego, and was made commander of the California naval blockade. Through the 1850s, he promoted engineering studies at the United States Naval Academy, to enable more mobile and aggressive operations. In the American Civil War, he played a major role in making the Union blockade effective, but was controversially blamed for the failed attack on Charleston, South Carolina in April 1863.
Henriette Tilly
Henriette Tilly (19th century-20th century), was a French seamstress, anarchist and anarcho-syndicalist activist. Close to syndicalist circles, she became the treasurer or president of the Comité Féminin, the most significant anarcha-feminist organization in Paris in the early 1910s.

She is also known, alongside Jane Morand, for having greatly influenced the anarchist cooperative Le Cinéma du Peuple, which she helped found, in its focus on feminist themes. Her influence enabled the creation of the first feminist film in history, Les Misères de l’aiguille.

Le Cinéma du Peuple
Le Cinéma du Peuple was an anarchist film production cooperative active from 1913 to 1914. It is generally considered the first left-wing activist group to engage in film production. Its members included revolutionary syndicalists and anarcha-feminists. The cooperative is also known for creating Les Misères de l'aiguille (Miseries of the Needle) (1914), likely the first feminist film, and La Commune! Du 18 au 28 mars 1871 (1914), the first film about the Paris Commune. The film had a significant impact on the political consciousness of French society at the time.
Libyan Political Dialogue Forum
The Libyan Political Dialogue Forum (LPDF) is an intra-Libyan political body involved in series of meetings started in late 2020, initially aiming to lead to Libyan elections, Libyan peace process and "democratic legitimacy of Libyan institutions", mainly taking place in the context of the Second Libyan Civil War. The LPDF continued in 2020, involving both Government of National Unity and the Government of National Stability as leading elements of the peace process.

Next Libyan presidential election
A presidential election in Libya had originally been planned for 10 December 2018, but was delayed due to Khalifa Haftar's Western Libya campaign. The election was thereafter scheduled to be held on 24 December 2021 but was indefinitely postponed after the head of the High National Election Commission (HNEC) ordered the dissolution of the electoral committees nationwide.
641 Agnes
641 Agnes, provisional designation 1907 ZX, is a stony Florian asteroid and slow rotator from the inner regions of the asteroid belt, approximately 9 kilometers (6 mi) in diameter.

It was discovered on 8 September 1907, by German astronomer Max Wolf at Heidelberg Observatory in southern Germany. The meaning of the asteroids's name is unknown.

Max Wolf
Maximilian Franz Joseph Cornelius Wolf (21 June 1863 – 3 October 1932) was a German astronomer and a pioneer in the field of astrophotography. He was the chairman of astronomy at the University of Heidelberg and director of the Heidelberg-Königstuhl State Observatory from 1902 until his death in 1932.
Cyclic mass
In Renaissance music, the cyclic mass was a musical setting of the Ordinary of the Roman Catholic Mass, in which each of the movements – Kyrie, Gloria, Credo, Sanctus, and Agnus Dei – shared a common musical theme, commonly a cantus firmus, thus making it a unified whole. The cyclic mass was the first multi-movement form in western music to be subject to a single organizing principle.

The period of composition of cyclic masses was from about 1430 until around 1600, although some composers, especially in conservative musical centers, wrote them after that date.  Types of cyclic masses include the "motto" mass (or "head-motif" mass), cantus-firmus mass or tenor mass, soggetto cavato mass, paraphrase mass, parody mass, as well as masses based on combinations of these techniques.

Paraphrase mass
A paraphrase mass is a musical setting of the Ordinary of the Mass that uses as its basis an elaborated version of a cantus firmus, typically chosen from plainsong or some other sacred source.  It was a common means of mass composition from the late 15th century until the end of the 16th century, during the Renaissance period in music history, and was most frequently used by composers in the parts of western Europe which remained under the direct control of the Roman Catholic Church.  It is distinguished from the other types of mass composition, including cyclic mass, parody, canon, soggetto cavato, free composition, and mixtures of these techniques.
No. 666 Squadron AAC
No. 666 Squadron AAC (V) is a former squadron of the British Army's Army Air Corps (AAC). It was previously No. 666 Squadron RAF, a unit of the Royal Air Force during the Second World War and afterwards became a Royal Auxiliary Air Force (RAuxAF) squadron between 1 May 1949 and 10 March 1957.

No. 666 Squadron RAF was a Royal Air Force air observation post (AOP) squadron associated with the Canadian 1st Army and later part of the Royal Auxiliary Air Force. Numbers 651 to 663 Squadron of the RAF were air observation post units working closely with British Army units in artillery spotting and liaison. A further three of these squadrons, 664–666, were manned with Canadian personnel. Their duties and squadron numbers were transferred to the Army with the formation of the Army Air Corps on 1 September 1957

Royal Auxiliary Air Force
The Royal Auxiliary Air Force (RAuxAF), formerly the Auxiliary Air Force (AAF), together with the Air Force Reserve, is a component of His Majesty's Reserve Air Forces (Reserve Forces Act 1996, Part 1, Para 1,(2),(c)).  It provides a primary reinforcement capability for the regular service, and consists of paid volunteers who give up some of their weekends, evenings and holidays to train at one of a number of squadrons around the United Kingdom. Its current mission is to provide trained personnel in support of the regular RAF.
Winthrop, Washington
Winthrop is a town in Okanogan County, Washington, United States. It is located on the North Cascades Highway, east of Mazama and north of Twisp. The town's population was 504 at the 2020 census. Winthrop lies at the confluence of the Methow and Chewuch rivers near the eastern foothills of the Cascade Mountains.

The town was founded in 1890 after the Methow Valley, the homeland of the indigenous Methow people, was opened to white settlement. Winthrop was named for author and explorer Theodore Winthrop, who visited Washington Territory in the 1860s. The town was incorporated in 1924 and continues to operate under a mayor–council government.

Winthrop adopted an Old West theme for its downtown architecture in 1971 to prepare for the opening of the North Cascades Highway. The town is a regional tourist attraction and is also a base for outdoor recreation.

Methow River
The Methow River (/ˈmɛthaʊ/ MET-how) is a tributary of the Columbia River in northern Washington in the United States. The river's 1,890-square-mile (4,900 km2) watershed drains the eastern North Cascades, with a population of about 5,000 people. The Methow's watershed is characterized by relatively pristine habitats, as much of the river basin is located in national forests and wildernesses. Many tributaries drain the large Pasayten Wilderness. An earlier economy based on agriculture is giving way to one based on recreation and tourism.
Afrobeata firma
Afrobeata firma is  a species of jumping spider in the genus Afrobeata that lives in Yemen. The species was first described in 1994 by Wanda Wesołowska and Antonius van Harten. The spider has a carapace measuring between 2.9 and 3.6 mm (0.11 and 0.14 in) long and an abdomen between 2.9 and 4.2 mm (0.11 and 0.17 in) long. It is generally dark brown, although the underside is lighter. The male has a pattern of chevrons and spots on its abdomen. The female has shiny scales. The male also has distinctively-shaped teeth to the rear of the chelicerae while the female has a single bicuspid tooth. The front legs of the male are longer than the rest. The female copulatory organs are similar to the related Afrobeata latithorax but the seminal ducts are distinctive. They are complex and coiled, surrounding the heavily sclerotized spermathecae. The male has a small tooth-like appendage on its palpal tibia, or tibial apophysis, and a very long thin embolus that circles the round palpal bulb.

Afrobeata
Afrobeata is a genus of jumping spiders that was first described by Lodovico di Caporiacco in 1941. As of August 2022 it contains only three species, found only in Tanzania, Ethiopia, and on Socotra: A. firma, A. latithorax, and A. magnifica. The name is derived from "Africa" and the genus Beata.
Sinc filter
In signal processing, a sinc filter can refer to either a sinc-in-time filter whose impulse response is a sinc function and whose frequency response is rectangular, or to a sinc-in-frequency filter whose impulse response is rectangular and whose frequency response is a sinc function. Calling them according to which domain the filter resembles a sinc avoids confusion. If the domain is unspecified, sinc-in-time is often assumed, or context hopefully can infer the correct domain.

Finite impulse response
In signal processing, a finite impulse response (FIR) filter is a filter whose impulse response (or response to any finite length input) is of finite duration, because it settles to zero in finite time. This is in contrast to infinite impulse response (IIR) filters, which may have internal feedback and may continue to respond indefinitely (usually decaying).

The impulse response (that is, the output in response to a Kronecker delta input) of an Nth-order discrete-time FIR filter lasts exactly  samples (from first nonzero element through last nonzero element) before it then settles to zero.

FIR filters can be discrete-time or continuous-time, and digital or analog.