hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Ministry of Finance (Bulgaria)
The Ministry of Finance (Bulgarian: Министерство на финансите) of Bulgaria was established in 1879 in accordance with the Tarnovo Constitution. The Ministry is responsible for formulating and implementing the budget and the fiscal and financial policy of Bulgaria. As of April 2024 the Finance Minister of Bulgaria is Temenuzhka Petkova.

Temenuzhka Petkova
Temenuzhka Petkova (Bulgarian: Теменужка Петкова) is a Bulgarian politician who is currently the Minister of Finance of Bulgaria. A member of the GERB party, she previously served as the Minister of Energy from 2014 to 2017 and then from 2017 to 2021.
Mathias Woo
Mathias Woo Yan Wai (Chinese: 胡恩威; born 1968) is a Chinese playwright, screenwriter, and artist. He is the co-artistic director and executive director of the avant-garde art group Zuni Icosahedron. From 2011 to 2014 he was commissioned by Asia Television in Hong Kong to produce and host a series of current and political affairs TV talk shows, included I Want to Be Chief Executive and Asia Policy Unit,. He also produced and directed the political comedy East Wing West Wing TV in that period. In 2009 he founded Hong Kong's Architecture is Art Festival. In 2007, Happy Birthday, the screenplay Woo co-wrote with Sylvia Chang, was nominated as the Best Screenplay in the 26th Hong Kong Film Awards. In 2008, Run Papa Run, the screenplay Woo co-wrote with Chan Suk Yin and Sylvia Chang, was nominated as the Best Screenplay in the 28th Hong Kong Film Awards.

26th Hong Kong Film Awards
Ceremony for the 26th Hong Kong Film Awards was held on 15 April 2007 in the Hong Kong Cultural Centre and hosted by Bowie Tsang, Nick Cheung and Lam Chi-chung. Twenty-six winners in nineteen categories were unveiled, with film After This Our Exile being the year's biggest winner. The ceremony also featured performances by Jay Chou, Eason Chan, Alive and Jane Zhang.

The nominees were announced on 1 February 2007. Over a hundred nominees contested for seventeen categories of awards. The front runners were Curse of the Golden Flower and After This Our Exile, with fourteen and ten nominations respectively.
Maria Kulikovska
Maria Kulikovska (born 1988) is a Ukrainian multimedia artist, performance artist, and master of political performance. She has been forced to flee her home twice – first from Crimea in 2014 during the Russian annexation, and then once again from Kyiv in 2022 when the war erupted. Through her work, she explores the perpetuation, transformation, and decay of her body—reflecting the fragility of life through her lived experience. Kulikovska currently lives and works between London and Kyiv. Her works have been exhibited worldwide and are included in prominent institutional collections such as Mystetskyi Arsenal Museum, Ukraine; Francisco Carolinum Linz, Austria; and FENIX Museum of Migration, Netherlands.

Odesa Fine Arts Museum
The Odesa National Fine Arts Museum or Odesa National Art Museum (Ukrainian: Одеський національний художній музей, romanized: Odeskyi natsionalnyi khudozhnii muzei) is one of the principal art galleries of the city of Odesa in Ukraine. Founded in 1899, it occupies the Potocki Palace (Polish pronunciation: [pɔˈtɔt͡skʲi]), itself a monument of early 19th century architecture. The museum now houses more than 10 thousand pieces of art, including paintings by some of the best-known Russian and Ukrainian artists of late 19th and early 20th century. It is the only museum in Odesa that has free entrance day every last Sunday of the month.
1941 Southern Conference men's basketball tournament
The 1941 Southern Conference men's basketball tournament took place from February 27–March 1, 1941, at Thompson Gym in Raleigh, North Carolina. The Duke Blue Devils won their second Southern Conference title, led by head coach Eddie Cameron.

Eddie Cameron
Edmund McCullough Cameron (April 22, 1902 – November 25, 1988) was an American football and basketball player, coach, and college athletics administrator.  He served as the head basketball coach at Washington and Lee University for one season in 1924–25 and at Duke University from 1928 to 1942, compiling a career college basketball record of 234–104.  Cameron was also the head football coach at Duke University from 1942 to 1945, tallying a mark of 25–11–1, and the athletic director at the school from 1951 to 1972.  Cameron was part of Duke athletics from 1926 to 1972, the second longest tenure in the school's history.  Duke's home basketball arena was renamed as Cameron Indoor Stadium in his honor in 1972.
Dan Furey
Dan Furey (England, 12 September 1909 - Lackyle, Labasheeda, 7 August 1993) was an Irish dance teacher and fiddle player. Furey specialized in classes for set dancing, céilí dancing and step dancing.

Furey started in the 1930s with his lessons. At first only local, later in the whole of West-Clare, normally travelling by bicycle. In that period, many primary schools invited him to give lessons. From there his fame as dance teacher and fiddler spread and in the 1980s he was invited to give lessons in Great Britain and the United States.

In 1993, he fell ill and was hospitalized in Ennis General Hospital. There he drove doctors and nursing staff berserk, by keeping dancing, even in bed. The climax came during the Willie Clancy Summer School in July 1993, when a party of musicians broke away from the school and organized a seisiún.

Irish set dancing
Irish set dancing, sometimes called "Irish sets", is a popular form of folk dancing in Ireland danced to Irish tunes in groups of eight or four dancers. It is also sometimes named set dance, but this name refers more often to a kind of dance in Irish stepdance.
2017 World Rugby Pacific Nations Cup
The 2017 World Rugby Pacific Nations Cup was the twelfth edition of the Pacific Nations Cup annual international rugby union tournament. The 2017 title was contested solely by the Pacific nations of Fiji, Samoa and Tonga.

Teams competing in previous years, Canada, Japan and the United States were not scheduled to participate in the tournament for 2017 or 2016 due to the 2019 Rugby World Cup qualifying format. The top two teams on aggregate across the 2016 and 2017 Pacific Nations Cups for Japan 2019, with the team finishing third scheduled to enter the repechage for qualification.

Having not hosted a test match since playing Fiji in June 2009, Tonga was given the go-ahead to host a test match with World Rugby's approval of the revamped Teufaiva Sport Stadium.

Fiji retained their title to win for the third consecutive year.

Tonga national rugby union team
The Tonga national rugby union team (Tongan: timi feohi ʻakapulu fakafonua ʻa Tonga) represents Tonga in men's international rugby union. The team is nicknamed ʻIkale Tahi (Sea Eagles) and is governed by the Tonga Rugby Union. Like their Polynesian neighbours, the Tongans precede their matches with a traditional challenge – the Sipi Tau. They are members of the Pacific Islands Rugby Alliance (PIRA) along with Fiji and Samoa. The Ikale Tahi achieved a historic 19–14 victory over France in the 2011 Rugby World Cup, but having lost to New Zealand and Canada, were unable to achieve what would have been their first-ever presence at the quarter-finals.
The Little Nugget
The Little Nugget is a novel by P. G. Wodehouse. It was first published in Munsey's Magazine in August 1913, before being published as a book in the UK on 28 August 1913 by Methuen & Co., London, and in the US on 10 January 1914 by W. J. Watt & Co., New York. An earlier version of the story, without the love interest, had appeared as a serial in The Captain between January and March 1913 under the title The Eighteen-Carat Kid; this version was not published in the US until August 1980, when it appeared in a volume entitled The Eighteen-Carat Kid and Other Stories. The Little Nugget was reprinted in the Philadelphia Record on 12 May 1940.

Methuen Publishing
Methuen Publishing Ltd (/ˈmɛθjuən/; also known as Methuen Books) is an English publishing house.

It was founded in 1889 by Sir Algernon Methuen (1856–1924) and began publishing in London in 1892. Initially, Methuen mainly published non-fiction academic works, eventually diversifying to encourage female authors and later translated works. E. V. Lucas headed the firm from 1924 to 1938.
Flo Gennaro
Flo Gennaro (born January 9, 1991 in Rosario, Santa Fe) is an Argentine fashion model.  She has modeled for Ann Demeulemeester, Chaiken, Christian Dior, Costello Tagliapietra, Doo.Ri, Lanvin, Louis Vuitton, Marni, and Nina Ricci and has appeared on the cover of D Magazine, Qvest, and Korean Vogue Girl. She was named one of the top 10 models of Spring 2008 by V magazine.

Christian Dior
Christian Ernest Dior (French: [kʁistjɑ̃ djɔʁ]; 21 January 1905 – 24 October 1957) was a French fashion designer and founder of one of the world's top fashion houses, Christian Dior SE. His fashion house is known all around the world, having gained prominence "on five continents in only a decade."

Dior's skills led to his employment and design for various fashion icons in attempts to preserve the fashion industry during World War II. After the war, he founded and established the Dior fashion house, with his collection of the "New Look". In 1947, the collection debuted featuring rounded shoulders, a cinched waist, and very full skirt. The New Look celebrated ultra-femininity and opulence in women's fashion.

Throughout his lifetime, and after his death, he won numerous awards for Best Costume Design.
Hornsby High School
Hornsby High School until term 1 2026 was previously known as Asquith Boys High School is a government-funded comprehensive single-sex secondary day school for boys, located on Jersey Street, Asquith, an upper north shore suburb of Sydney, New South Wales, Australia.

Established in 1960, the school enrolled approximately 520 students in 2023, from Year 7 to Year 12, of whom three percent identified as Indigenous Australians and 19 percent were from a language background other than English. The school is operated by the NSW Department of Education in accordance with a curriculum developed by the New South Wales Education Standards Authority; the principal is Bryce Grant.

The school's sister school is the Asquith Girls High School. Activities such as music, art, drama, debating, sport and strong participation in the Duke of Edinburgh's Award Scheme are included in the co-curricular program.

North Shore (Sydney)
The North Shore is a region within Northern Sydney, in New South Wales, Australia, generally referring to suburbs located on the northern side of Sydney Harbour up to Hornsby, and suburbs between Middle Harbour and the Lane Cove River. The term "North Shore", used to describe this region of Sydney is customary, not legal or administrative, and is often subjective.

Due to the area's greenery and manicured lawns, it has earned the nickname the 'Leafy North Shore'.
2005–06 Welsh League Cup
The 2005–06 Welsh League Cup season was won by Total Network Solutions, beating Port Talbot Town in the final. It was the second victory for Total Network Solutions in the competition, and the first appearance by Port Talbot Town in the final. The final took place at Park Avenue, in Aberystwyth, Wales. The match was refereed by Ray Ellingham.

Park Avenue, Aberystwyth
Park Avenue (Welsh: Coedlan y Parc) currently called Aberystwyth University Stadium for sponsorship purposes, is a football stadium in Aberystwyth, Wales and has served as the home of Cymru Premier side Aberystwyth Town since 1907.

The stadium capacity is 5,000 with 1,500 seats. It is a 4G artificial turf pitch.
In May 2021, the ground was designated UEFA Category 2 status after successful inspection by Standards Officer Scott Struthers. 
The ground is adjacent to the River Rheidol and close to the shore of Cardigan Bay. The ground has a bar, named after John Charles, who played in the Wales national football team.
Countess Karoline Ernestine of Erbach-Schönberg
Countess Karoline Ernestine of Erbach-Schönberg, born 20 August 1727 (20 July, according to other sources) at Gedern, Oberhessen, Hesse-Darmstadt, in the then Holy Roman Empire, was a daughter of George August, Count of Erbach-Schönberg, and Ferdinande Henriette, Countess of Stolberg-Gedern. She died at Ebersdorf, Thuringia, on 22 April 1796, at age 68.

Upper Hesse
The term Upper Hesse (German: Provinz Oberhessen) originally referred to the southern possessions of the Landgraviate of Hesse, which were initially geographically separated from the more northerly Lower Hesse by the County of Ziegenhain.

Later, it became the name of one of the three provinces in the Grand Duchy of Hesse (and the People's State of Hesse after World War I), which was located within the historical region; the other two were Starkenburg (capital: Darmstadt) and Rhenish Hesse (capital: Mainz). Its territory covered the area of land north of the River Main. The provincial capital and largest town of the rural provinces was the university town of Gießen.
Kelowna-Mission
Kelowna-Mission is a provincial electoral district for the Legislative Assembly of British Columbia, Canada. The district's name was changed from Okanagan West to Kelowna-Mission in the 1999 redistribution.

Legislative Assembly of British Columbia
The Legislative Assembly of British Columbia (French: Assemblée législative de la Colombie-Britannique) is the deliberative assembly of the Legislature of British Columbia, in the province of British Columbia, Canada. The legislature also includes the lieutenant governor of British Columbia. The assembly has 93 elected members and meets in Victoria. Members are elected from provincial ridings and are referred to as members of the Legislative Assembly (MLAs). Bills passed by the assembly are given royal assent by the lieutenant governor in the name of the King of Canada.

The current legislature is the 43rd Parliament. The most recent general election was held on October 19, 2024. Proceedings of the Legislative Assembly are broadcast by Hansard Broadcasting Services.
Marie Ekeland
Marie Ekeland (born 13 August 1975 in Paris), is a French entrepreneur specializing in start-up financing. She is the co-founder of the Daphni investment fund and the founder and president of the 2050 fund.

At the end of 2017, she became the first woman president of the Conseil national du numérique (French Digital Council, abbreviated CNNum or less commonly CNN), an independent advisory commission created by a French presidential decree to advise the French government on any question relating to the impact of digital technologies on economy and society.

She is also the co-founder of France Digitale, an association to represent the French tech ecosystem. In 2021, she received the chevalier de la Légion d'honneur, the highest French order of merit.

Small business financing
Small business financing (also referred to as startup financing - especially when referring to an investment in a startup company - or franchise financing) refers to the means by which an aspiring or current business owner obtains money to start a new small business, purchase an existing small business or bring money into an existing small business to finance current or future business activity.

There are many ways to finance a new or existing business, each of which features its own benefits and limitations.
Baccheidas
Baccheidas (Ancient Greek: Βακχείδας) of Sicyon was a dancer and teacher of music, in honor of whom there is an ancient epigram of four lines preserved by the 2nd century CE grammarian Athenaeus. His time is unknown; it is only certain that he lived in or before the 2nd century.

Athenaeus
Athenaeus of Naucratis (/ˌæθəˈniːəs/; Ancient Greek: Ἀθήναιος ὁ Nαυκρατίτης or Nαυκράτιος, Athēnaios Naukratitēs or Naukratios; Latin: Athenaeus Naucratita) was an ancient Greek rhetorician and grammarian, flourishing about the end of the 2nd and beginning of the 3rd century AD. The Suda says only that he lived in the times of Marcus Aurelius, but the contempt with which he speaks of Commodus, who died in 192, implies that he survived that emperor. He was a contemporary of Adrantus.

Athenaeus himself states that he was the author of a treatise on the thratta, a type of fish mentioned by Archippus and other comic poets, and of a history of the Syrian kings. Both works are lost. Of his works, only the fifteen-volume Deipnosophistae mostly survives.
Musa Cälil
Musa Cälil (Tatar: Муса Җәлил, Tatar pronunciation: [muˈsɑ ʑæˈlil]; Russian: Муса Джалиль, romanized: Musa Dzhalil; 15 February [O.S. 2 February] 1906 – 25 August 1944) was a Soviet Tatar poet and resistance fighter during World War II. He is the only poet of the Soviet Union awarded simultaneously the Hero of the Soviet Union award for his resistance fighting and the Lenin Prize for having written The Moabit Notebooks; both awards were bestowed upon him posthumously.

Resistance during World War II
During World War II, resistance movements operated in German-occupied Europe by a variety of means, ranging from non-cooperation to propaganda, hiding crashed pilots and even to outright warfare and the recapturing of towns. In many countries, resistance movements were sometimes also referred to as The Underground.

While resistance groups played a significant auxiliary role in harassing the enemy, their military impact was limited, and they were incapable of liberating their nations alone. Overall, the effectiveness of resistance movements during World War II is generally measured more by their political and moral impact than their decisive military contribution to the overall Allied victory.
Cesàro summation
In mathematical analysis, Cesàro summation assigns values to some infinite sums that are not necessarily convergent in the usual sense. The Cesàro sum, also known as the Cesàro mean or Cesàro limit, is defined as the limit, as n tends to infinity, of the sequence of arithmetic means of the first n partial sums of the series.

This special case of a matrix summability method is named for the Italian analyst Ernesto Cesàro (1859–1906).

The term summation can be misleading, as some statements and proofs regarding Cesàro summation can be said to implicate the Eilenberg–Mazur swindle. For example, it is commonly applied to Grandi's series with the conclusion that the sum of that series is 1/2.

Eilenberg–Mazur swindle
In mathematics, the Eilenberg–Mazur swindle, named after Samuel Eilenberg and Barry Mazur, is a method of proof  that involves paradoxical properties of  infinite sums. In geometric topology it was introduced by Mazur (1959, 1961) and is often called the Mazur swindle.  In algebra it was introduced by Samuel Eilenberg 
and is known as the  Eilenberg swindle or Eilenberg telescope (see telescoping sum).

The Eilenberg–Mazur swindle is similar to  the following well known joke "proof" that 1 = 0:

1 = 1 + (−1 + 1) + (−1 + 1) + ... = 1 − 1 + 1 − 1 + ... = (1 − 1) + (1 − 1) + ... = 0

This "proof" is not valid as a claim about real numbers because Grandi's series 1 − 1 + 1 − 1 + ... does not converge, but the analogous argument can be used in some contexts where there is some sort of "addition" defined on some objects for which infinite sums do make sense,
to show that if A + B = 0 then A = B = 0.
Order-4 dodecahedral honeycomb
In hyperbolic geometry, the order-4 dodecahedral honeycomb is one of four compact regular space-filling tessellations (or honeycombs) of hyperbolic 3-space. With Schläfli symbol {5,3,4}, it has four dodecahedra around each edge, and 8 dodecahedra around each vertex in an octahedral arrangement. Its vertices are constructed from 3 orthogonal axes. Its dual is the order-5 cubic honeycomb.

A geometric honeycomb is a space-filling of polyhedral or higher-dimensional cells, so that there are no gaps. It is an example of the more general mathematical tiling or tessellation in any number of dimensions.

Honeycombs are usually constructed in ordinary Euclidean ("flat") space, like the convex uniform honeycombs. They may also be constructed in non-Euclidean spaces, such as hyperbolic uniform honeycombs.  Any finite uniform polytope can be projected to its circumsphere to form a uniform honeycomb in spherical space.

Circumscribed sphere
In geometry, a circumscribed sphere of a polyhedron is a sphere that contains the polyhedron and touches each of the polyhedron's vertices.  The word circumsphere is sometimes used to mean the same thing, by analogy with the term circumcircle. As in the case of two-dimensional circumscribed circles (circumcircles), the radius of a sphere circumscribed around a polyhedron P is called the circumradius of P, and the center point of this sphere is called the circumcenter of P.
NDPR
NDPR can stand for:

Notre Dame Philosophical Reviews, Academic book review journal published by University of Notre Dame

Prairie Public, a public radio and television broadcaster in North Dakota

National Sovereignty Party of Russia, a Russian nationalist party

Notre Dame Philosophical Reviews
Notre Dame Philosophical Reviews (NDPR) is an online-only peer-reviewed academic journal published by the University of Notre Dame that contains book reviews of books in topics related to philosophy. It was established in 2002. The editors-in-chief are Gary Gutting and Anastasia Friel Gutting (aka. Stacie Gutting).
Alexandra Strait
Alexandra Strait is a natural waterway in the Canadian territory of Nunavut. It separates King William Island to the east from Royal Geographical Society Island to the west. The strait, an arm of the Arctic Ocean, connects Victoria Strait to the north with Queen Maud Gulf to the south.

Queen Maud Gulf
Queen Maud Gulf lies between the northern coast of the mainland and the southeastern corner of Victoria Island in Nunavut, Canada. At its western end lies Cambridge Bay, leading to Dease Strait; to the east lies Simpson Strait; and to the north, Victoria Strait. It is home to the Queen Maud Gulf Migratory Bird Sanctuary.
Joyce McLaughlin
Joyce Rogers McLaughlin (8 October 1939 – 23 October 2017) was an American mathematician, the Ford Foundation Professor of Mathematics at Rensselaer Polytechnic Institute. Her research interests were primarily in applied mathematics, and in particular in inverse problems.

Society for Industrial and Applied Mathematics
Society for Industrial and Applied Mathematics (SIAM) is a professional society dedicated to applied mathematics, computational science, and data science through research, publications, and community. SIAM is the world's largest scientific society devoted to applied mathematics, and roughly two-thirds of its membership resides within the United States. Founded in 1951, the organization began holding annual national meetings in 1954, and now hosts conferences, publishes books and scholarly journals, and engages in advocacy in issues of interest to its membership. Members include engineers, scientists, and mathematicians, both those employed in academia and those working in industry. The society supports educational institutions promoting applied mathematics.

SIAM is one of the four member organizations of the Joint Policy Board for Mathematics.
Christopher Rothbauer
Christopher Rothbauer (born 29 January 1998) is an Austrian swimmer. He competed in the men's 100 metre breaststroke event at the 2017 World Aquatics Championships. In April 2021, Rothbauer  qualified to represent Austria at the 2020 Summer Olympics in Tokyo, where he went on to compete in the 200 m breaststroke.

Swimming at the 2020 Summer Olympics – Men's 200 metre breaststroke
The men's 200 metre breaststroke event at the 2020 Summer Olympics was held from 27 to 29 July 2021 at the Tokyo Aquatics Centre. It was the event's twenty-sixth consecutive appearance, having been held at every edition since 1908.