hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Fourth Battle of Topolobampo
The Fourth Battle of Topolobampo was a single ship action fought during the Mexican Revolution and the last naval battle of the Topolobampo Campaign. In June 1914, a Huertista gunboat sank a Constitutionalist gunboat off Topolobampo, Sinaloa in the Gulf of California.

Topolobampo
Topolobampo (Spanish pronunciation: [topoloˈβampo]) is a port town on the Gulf of California, located in the municipality of Ahome in northwest Sinaloa, Mexico. It is the fifth-largest town in Ahome, reporting a 2020 census population of 6,198.

The port connects the region to the rest of northern Mexico via the Ferrocarril Chihuahua al Pacífico (English: Chihuahua–Pacific Railway), which has a terminus in the nearby city of Los Mochis. Topolobampo also houses a terminal for ferry lines connecting the port to La Paz, Baja California Sur.

The town is the beginning of the Mexico–U.S. trade corridor La Entrada al Pacífico, which connects the port to Midland–Odessa, Texas.
Ω-bounded space
In mathematics, an ω-bounded space is a topological space in which the closure of every countable subset is compact. More generally, if P is some property of subspaces, then a P-bounded space is one in which every subspace with property P has compact closure.

Every compact space is ω-bounded, and every ω-bounded space is countably compact. The long line is ω-bounded but not compact.

The bagpipe theorem describes the ω-bounded surfaces.

Countable set
In mathematics, a set is countable if either it is finite or it can be made in one to one correspondence with the set of natural numbers. Equivalently, a set is countable if there exists an injective function from it into the natural numbers; this means that each element in the set may be associated to a unique natural number, or that the elements of the set can be counted one at a time, although the counting may never finish due to an infinite number of elements.

In more technical terms, assuming the axiom of countable choice, a set is countable if its cardinality (the number of elements of the set) is not greater than that of the natural numbers. A countable set that is not finite is said to be countably infinite.

The concept is attributed to Georg Cantor, who proved the existence of uncountable sets, that is, sets that are not countable; for example the set of the real numbers.
2000 Campionati Internazionali di Sicilia – Doubles
Mariano Hood and Sebastián Prieto were the defending champions, but lost in the quarterfinals to Devin Bowen and Alberto Martín.

Tomás Carbonell and Martín García won the title after Pablo Albano and Marc-Kevin Goellner were forced to withdraw the final match.

Martín García (tennis)
Martín Alberto García (Latin American Spanish: [maɾˈtin alˈβeɾto ɣaɾˈsi.a]; born 2 May 1977) is a professional tennis player from Argentina.

García turned pro in 1996, and has won 8 doubles titles on the ATP Tour during his career. He reached his career high doubles ranking of World No. 21 on 21 May 2001.
Lucie Salhany
Lucille "Lucie" Salhany (Arabic: لوسي صالحاني; born May 25, 1946) is an American media executive of Jordanian and Lebanese Heritage. Salhany was the first woman to head a broadcast television network in 1993 in the position as Chairwoman of Fox Broadcasting Company. She later created the United Paramount Network. She has had over 30 years of experience in the entertainment business, and during the height of her career, was one of the most powerful women at the C-Suite level.

Entertainment Tonight
Entertainment Tonight (or simply ET) is an American first-run syndicated news broadcasting newsmagazine program that is distributed by CBS Media Ventures throughout the United States and owned by Paramount Streaming. Having premiered on September 14, 1981, it holds the Guinness World Record as the longest-running entertainment news program on television.

International versions of the show are distributed by Paramount Global Content Distribution.
Harry Steele (rugby union)
Harold William Steele (born 4 September 1948) is a former Ireland rugby union international from Northern Ireland.

Born in Cookstown, Steele was a lock who was capped ten times for Ireland, debuting in the 1976 Five Nations. He last appeared for Ireland on the successful two-Test tour of Australia in 1979, playing in both wins.

Steele, who became a food technologist, competed for Ballymena, Queen's University, Ulster and Rainey Old Boys.

Cookstown
Cookstown is a town in County Tyrone, Northern Ireland. It is the fourth-largest town in the county and had a population of 12,546 in the 2021 census. It, along with Magherafelt and Dungannon, is one of the main towns in the Mid-Ulster council area. It was founded around 1620 when the townlands in the area were leased by an English ecclesiastical lawyer, Dr. Alan Cooke, from the Archbishop of Armagh, who had been granted the lands after the Flight of the Earls during the Plantation of Ulster. It was one of the main centres of the linen industry west of the River Bann, and until 1956 the flax-related processes of spinning, weaving, bleaching and beetling were carried out in the town.
Kulbir Thapa Magar
Kulbir Thapa Magar VC (15 December 1888 – 3 October 1956) was the first Nepalese Gurkha recipient of the Victoria Cross, the highest and most prestigious award for gallantry in the face of the enemy that can be awarded to British and Commonwealth forces.

Nepalis
Nepali or Nepalese or Gorkhali (Nepali: नेपाली जनता) are the permanent citizens of Nepal under Nepali nationality law. The term Nepali strictly refers to nationality, meaning people holding citizenship of Nepal. Conversely, people without Nepalese citizenship but with roots in Nepal (such as Nepalese Australians), who speak Nepali or any of the other 128 Nepali languages but hold foreign citizenship, are referred to as Nepali-language Speaking Foreigners (Nepali: नेपाली भाषी विदेशी). The term Nepali is also not generally used to refer to non-citizen residents, dual citizens, or expatriates.

Nepal is a multicultural and multi-ethnic country. Bagmati Province is the most densely populated province, holding approximately 20.97 percent of Nepal's population.
Amable Jodoin
Amable Jodoin (May 31, 1828 – January 8, 1880) was a Canadian businessman and political figure in Quebec. He represented Chambly in the House of Commons of Canada from 1874 to 1875 as a Liberal member.

He was born in Boucherville, Lower Canada, the son of Amable Jodoin and Esther Weilbrenner. Jodoin served as a member of Montreal city council. He married Marie-Hélène Jodoin in 1853. Jodoin was a director of the Metropolitan Bank. In 1870, he purchased a foundry in Longueuil. The Jodoins also purchased several properties in the Old Montreal area. His election to the House of Commons in 1874 was overturned; he won the by-election which followed in 1875 but that election was again appealed; Pierre Basile Benoit won the by-election held in 1876. Jodoin died four years later at the age of 51 in Beloeil, Quebec.

Old Montreal
Old Montreal (French: Vieux-Montréal, pronounced [vjø mɔ̃ʁeal]) is a historic neighbourhood within the municipality of Montreal in the province of Quebec, Canada. Home to the Old Port of Montreal, the neighbourhood is bordered on the west by McGill Street, on the north by Ruelle des Fortifications, on the east by rue Saint-André, and on the south by the Saint Lawrence River. Following recent amendments, the neighbourhood has expanded to include the Rue des Soeurs Grises in the west, Saint Antoine Street in the north, and Saint Hubert Street in the east.

Founded by French settlers in 1642 as Fort Ville-Marie, Old Montreal is home to many structures dating back to the era of New France. The 17th century settlement lends its name to the borough in which the neighbourhood lies, Ville-Marie. In 1964, much of Old Montreal was declared a historic district by the Ministère des Affaires culturelles du Québec.
Raimonds Feldmanis
Raimonds Feldmanis (born 4 April 1982 in Rīga) is a Latvian former professional basketball player and professional basketball coach who helped Latvian 3x3 national team win gold medals in 2020 Summer Olympics.

Latvijas Basketbola līga
The Latvian Basketball League (LBL; Latvian: Latvijas Basketbola līga) also known as Optibet LBL for sponsorship reasons, is the top-level national basketball championship in Latvia composed of 6 teams. Since 2018/19, only the playoff matches are played, as the top Latvian clubs play the regular season in the Latvian–Estonian Basketball League. The LBL is governed by the Latvian Basketball Association, the national governing body of basketball in Latvia.

Its 6 teams are located in 5 cities; two in Riga, and one in Ventspils, Liepāja, Valmiera, and Ogre. The LBL season usually ran from September to April, with the playoffs in April–May. The league was founded in 1992, and its first season was played in the same year.
Kapusta (surname)
Kapusta  is a Slavic-language surname literally meaning "cabbage" in West Slavic (Polish, Slovak) and East Slavic (Russian, Belarusian, Ukrainian) languages. Notable people with this surname include:

Pete Kapusta, Canadian ice hockey player

West Slavic languages
The West Slavic languages are a subdivision of the Slavic language group. They include Polish, Czech, Slovak, Kashubian, Silesian, Upper Sorbian and Lower Sorbian. The languages have traditionally been spoken across a mostly continuous region encompassing the Czech Republic, Slovakia, Poland, the westernmost regions of Ukraine and Belarus, and a bit of eastern Lithuania. In addition, there are several language islands such as the Sorbian areas in Lusatia in Germany, and Slovak areas in Hungary and elsewhere.
2012 EU Cup Australian rules football
The 2012 Euro Cup of Australian rules football was a 9-a-side Footy tournament held in Edinburgh (Scotland) on 22 September 2012, with 16 national men's teams and two women's teams. The men's tournament was won by Ireland who defeated Denmark in the Grand Final by 1 point to claim its second EU Cup Championship. Denmark's Aksel Bang was named Player of the Tournament and was the Leading Goal Kicker.

Denmark national Australian rules football team
The Vikings (Danish: Vikinger) are Denmark's national Australian rules football team. The team represents the best Danish-born players selected from the clubs of the Danish Australian Football League (DAFL). They wear the national colours of red and white, with the top half of Australian rules football in the shape of a horned "Viking" helmet.

The team was formed in 1992 to play the North London Lions from the British Australian Rules Football League in Denmark. Proper international competition began in 1994 when Denmark played an international in England. In 1995, the DAFL made the decision to exclude Australians from its national team.

The Vikings participated in the inaugural 2002 Australian Football International Cup held in Melbourne (finishing 4th). The national team was one of two teams (the other being Nauru) that withdrew from the 2005 tournament due to an inability of the Danish league to finance the trip.
Ana María Ortiz
Ana María Ortiz (born 1989) is a Bolivian model and beauty pageant titleholder who was Bolivia's delegate to Miss World 2006.

She was born in Beni in northern Bolivia. She studied political science.

She entered the 2006 contest with Desiree Durán Morales.

Miss World 2006
Miss World 2006 was the 56th edition of the Miss World pageant, held at the Sala Kongresowa, a theatre at the Palace of Culture and Science in Warsaw, Poland, on 30 September 2006. It was the first time ever that the pageant was held in the Continental Europe and a European city other than London.

At the end of the event, Taťána Kuchařová of Czech Republic was crowned by the previous winner Unnur Birna Vilhjálmsdóttir of Iceland. This is the first time the Czech Republic won the title of Miss World, and its first crown in the Big Four international beauty pageants.

A total of 104 countries competed in the pageant.
Establishment of Soviet power in Russia (1917–1918)
The Establishment of Soviet power in Russia (in Soviet historiography, «Triumphal Procession of Soviet Power») was the process of establishing Soviet power throughout the territory of the former Russian Empire, with the exception of areas occupied by the troops of the Central Powers, following the seizure of power by Bolsheviks in Petrograd on 7 November 1917 [O.S. 25 October], and in mostly completed by the beginning of the German offensive along the entire front on February 18, 1918.

Operation Faustschlag
The Operation Faustschlag or Unternehmen Faustschlag (lit. 'Operation Fist Punch'), also known as the Eleven Days' War, was a Central Powers offensive in World War I. It was the last major offensive on the Eastern Front.

Russian forces were unable to put up any serious resistance due to the turmoil of the Russian Revolution and subsequent Russian Civil War. The armies of the Central Powers therefore captured huge territories in Estonia, Latvia, Belarus, and Ukraine, forcing the Bolshevik government of Russia to sign the Treaty of Brest-Litovsk.
Manchmal haben Frauen...
"Manchmal haben Frauen..." ("Sometimes, women have...") is a song by German rock band Die Ärzte. It is the eleventh track and the second single from their 2000 album Runter mit den Spendierhosen, Unsichtbarer!.

The song is about a man who meets a drunk man in a bar who tells him something that's unbelievable for him—sometimes women like a little spanking. The man rushes home and asks his girlfriend about this. The woman starts to beat the man stating that guys like him always deserve some beating.

Die Ärzte
Die Ärzte (German pronunciation: [diː ˈʔɛːɐ̯tstə]; lit. 'The Doctors') is a German rock band from Berlin. It consists of guitarist Farin Urlaub, drummer Bela B and bass player Rodrigo González. All three write and perform their songs. The band has released 14 studio albums.
Lyubinsky District
Lyubinsky District (Russian: Лю́бинский райо́н) is an administrative and municipal district (raion), one of the thirty-two in Omsk Oblast, Russia. It is located in the southwestern central part of the oblast. The area of the district is 3,300 square kilometers (1,300 sq mi). Its administrative center is the urban locality (a work settlement) of Lyubinsky. Population: 37,735 (2010 Census);  42,123 (2002 Census); 44,283 (1989 Soviet census). The population of the administrative center accounts for 27.1% of the district's total population.

Omsk Oblast
Omsk Oblast (Russian: О́мская о́бласть, romanized: Omskaya oblastʹ) is a federal subject of Russia (an oblast), located in southwestern Siberia. The oblast has an area of 139,700 square kilometers (53,900 sq mi). Its population is 1,977,665 (2010 Census) with the majority, 1.12 million, living in Omsk, the administrative center.

The oblast borders Tyumen Oblast in the north and west, Novosibirsk Oblast and Tomsk Oblast in the east, and Kazakhstan in the south.
NotAllMen
The hashtag #NotAllMen is a feminist Internet meme. 
A shortening of the phrase "not all men are like that" (sometimes abbreviated NAMALT), it is a satirical parody of arguments used to deflect attention away from men in discussions of sexual assault, the gender pay gap, and other feminist issues.

Tumblr
Tumblr (/ˈtʌmblər/ TUM-blər) is a microblogging and social media platform founded by David Karp in 2007 and is owned by American company Automattic. The service allows users to post multimedia and other content to a short-form blog. It was also noted for being socially progressive in the 2010s.
Schur test
In mathematical analysis, the Schur test, named after German mathematician Issai Schur, is a bound on the  operator norm of an integral operator in terms of its Schwartz kernel (see Schwartz kernel theorem).

Here is one version.  Let  be two measurable spaces  (such as ). Let  be an integral operator with the non-negative Schwartz kernel , , :

If there exist real functions  and  and numbers  such that

for almost all  and

for almost all , then  extends to a continuous operator  with the operator norm

Such functions ,  are called the Schur test functions.

In the original version,  is a matrix and .

Mathematical analysis
Analysis is the branch of mathematics dealing with continuous functions, limits, and related theories, such as differentiation, integration, measure, infinite sequences, series, and analytic functions.

These theories are usually studied in the context of real and complex numbers and functions. Analysis evolved from calculus, which involves the elementary concepts and techniques of analysis.
Analysis may be distinguished from geometry; however, it can be applied to any space of mathematical objects that has a definition of nearness (a topological space) or specific distances between objects  (a metric space).
Standing Committee of the Workers' Party of South Korea
The 1st Standing Committee of the Workers' Party of South Korea (WPSK) was elected at the 1st WPSK Congress held in November 1946. It consisted of 14 members and remained active until the merger of WPSK and the Workers' Party of North Korea on 30 June 1949. In between sessions of the Standing Committee, the Political Committee met in its place.

Ho Hon
Ho Hon (Korean: 허헌; 22 July 1885 – 16 August 1951) was a Korean independence activist and politician of the Japanese colonial period and early years of North Korea. As a lawyer, he defended independence activists along with Lee In and Kim Byong-ro. In September 1948, following the official proclamation on the establishment of North Korea in the northern part of the Korean peninsula, he was elected a delegate to the first convocation of the Supreme People's Assembly, the unicameral parliament of North Korea. He also served as the President of Kim Il Sung University. While working as a reunification activist, he drowned in the Chongchon River in August 1951. He was also the father of Ho Jong-suk, a female activist and a politician in North Korea.
Federal Crop Insurance Fund
The Federal Crop Insurance Fund is the fund within USDA through which all mandatory expenses of the federal crop insurance program (i.e., premium subsidy, program losses, and the reimbursement to participating private insurance companies for their administrative and operating expenses) are funded. Each budget cycle, USDA estimates the amount required to fund the program, but the fund receives an annual appropriation of “such sums as are necessary”, since program expenses particularly program losses are contingent on weather and other variables, thus making it difficult to budget in advance.

Federal Crop Insurance Corporation
The Federal Crop Insurance Corporation (FCIC) is a wholly owned government corporation managed by the Risk Management Agency of the United States Department of Agriculture. FCIC manages the federal crop insurance program, which provides U.S. farmers and agricultural entities with crop insurance protection.
Henry V, Duke of Bavaria
Henry (died 1024), of the House of Ardenne–Luxembourg, was the Count of Luxembourg (as Henry I) from 998 and the Duke of Bavaria (as Henry V) from 1004. He was the son of Siegfried I of Luxembourg and Hedwige of Nordgau.

He was an advocate of the abbeys of Saint-Maximin of Trier and Saint-Willibrord of Echternach, hereditary titles within his family.

In 1004, at the Diet of Ratisbon, he received Bavaria from his brother-in-law, the Emperor Henry II, who was also the Duke of Bavaria. During a quarrel with the emperor concerning the archbishopric of Trier, the duchy was removed from him, but he was reinstated in 1017. He never married and his county passed to his nephew Henry and Bavaria returned to the emperor, then Conrad II, who bestowed it on his son, the later Emperor Henry III.

House of Ardenne–Luxembourg
The House of Luxembourg (or Luxembourg), also known as the House of Ardenne–Luxembourg in order to distinguish it from later families, were a Lotharingian noble family known from the tenth and eleventh centuries. They are one of the three main branches of the House of Ardenne, along with the House of Ardenne–Verdun, and the House of Ardenne–Bar.

All these Ardennes families descended from Cunigunda of France, a granddaughter of the West Frankish king Louis the Stammerer, and her husband Wigeric of Lotharingia. The Luxembourg branch descend from their son Sigfried, Count of the Ardennes.

One continuing male-line branches of the House of Luxembourg include the House of Salm. The later House of Limburg, Dukes of Limbourg, whose descendants became Dukes of Luxembourg and a royal dynasty in Germany, descend from the House of Ardennes-Luxembourg through the daughter of Frederick, Duke of Lower Lorraine.

Children of Count Sigfried:
Drephalys
Drephalys is a Neotropical butterfly genus in the family Hesperiidae, in which it is placed in tribe Entheini.

The genus was established in 1893 by Edward Yerbury Watson, who assigned Eudamus helixus (now Drephalys helixus) as type species of the genus.

Skipper (butterfly)
Skippers are a group of butterflies placed in the family Hesperiidae within the order Lepidoptera (moths and butterflies). They were previously placed in a separate superfamily, Hesperioidea, but have since been placed in the superfamily Papilionoidea (the butterflies). They are named for their quick, darting flight habits. Most have their antenna tips modified into narrow, hook-like projections. Moreover, skippers mostly lack wing-coupling structure available in most moths. More than 3500 species of skippers are recognized, and they occur worldwide, but with the greatest diversity in the Neotropical regions of Central and South America.
Menghi
Menghi is a surname. Notable people with the surname include:

Diego Menghi (born 1985), Argentine footballer

Fabio Menghi (born 1986), Italian motorcycle racer

Giovanni Sesto Menghi (1907–1990), Italian painter

Omar Menghi (born 1975), Italian motorcycle racer

Roger Menghi (born 1935), Luxembourgian fencer

Fabio Menghi
Fabio Menghi (born 19 February 1986) is an Italian motorcycle racer. He competes in the CIV Superbike Championship aboard a Ducati Panigale. He raced in the Supersport World Championship from 2010 to 2015 and the Superbike World Championship in 2016 and 2017. His brother, Omar Menghi, is also a motorcycle racer.
Bead maze
A bead maze or bead roller coaster is a children's toy. Bead mazes feature a wooden base with brightly-colored rigid wires strung from one side of the base to the other, often in intricate tracks that loop and intertwine with one another. Large wooden beads, often themselves brightly colored and sometimes having differing shapes, are strung along these wires, allowing the child to move the beads along the tracks from one side to the other.

Designed for children aged 18 months to 5 years, bead mazes are purported to encourage eye-hand coordination, spatial memory, and color and shape recognition through manipulation of the beads in three-dimensional space.
They are a common fixture in waiting rooms of doctors' offices to keep children entertained while waiting to be seen.

Shape
A shape is a graphical representation of an object's form or its external boundary, outline, or external surface. It is distinct from other object properties, such as color, texture, or material type.
In geometry, shape excludes information about the object's position, size, orientation and chirality.
A figure is a representation including both shape and size (as in, e.g., figure of the Earth).

A plane shape or plane figure is constrained to lie on a plane, in contrast to solid 3D shapes.
A two-dimensional shape or two-dimensional figure (also: 2D shape or 2D figure) may lie on a more general curved surface (a two-dimensional space).