hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
1985–86 Toto Cup Leumit
The 1985–86 Toto Cup Leumit was the second season of the third most important football tournament in Israel since its introduction.

It was held in two stages. First, the 16 Liga Leumit teams were divided into four groups. The group winners advanced to the semi-finals, which, as was the final, were held as one-legged matches. The first stage of the competition was played between 5 October 1985 and 9 November 1985, while the national team was competing in the 1986 World Cup qualification.

The competition was won by Hapoel Petah Tikva, who had beaten Hapoel Be'er Sheva 2–1 in the final.

Hapoel Petah Tikva F.C.
Hapoel Petah Tikva F.C. (Hebrew: הפועל פתח תקווה) is an Israeli professional football club based in the city of Petah Tikva, currently playing in  Israeli Premier League.
Its most successful period was throughout the 1950s and 1960s, in which the club won six League Championships and one State Cups. The club holds to this day the record for most consecutive championships – five – and was ranked in the top three of the league for 14 years between 1954 and 1968. Hapoel Petah Tikva has not won the championship since 1963, and its last titles were the State Cup in 1992 and the Toto Cup in 2005.
Wedderburn meteorite
The Wedderburn meteorite is an iron meteorite discovered in 1951 near the town of Wedderburn in the state of Victoria, Australia.

In 2019 it was announced that edscottite, a mineral previously not found in nature, had been identified in a sample of the Wedderburn meteorite. It is believed the mineral was created in the core of another planet.

Wedderburn, Victoria
Wedderburn is a town in Victoria, Australia on the Calder Highway, 217 kilometres (135 mi) north of Victoria's capital city, Melbourne.  At the 2021 census, Wedderburn had a population of 951. It is mainly a farming community but its early residents were gold miners and prospectors.
Berta Jereb
Berta Jereb (born 25 May 1925 in Črneče) is a Slovenian oncologist and the first Slovenian radiotherapist. She studied medicine in Vienna, Ljubljana, and Belgrade, and she received her bachelor's degree from the University of Ljubljana in 1950. In 1955, she specialised in radiotherapy and defended her master's thesis at the Karolinska Institute in Stockholm. In 1973, she went to the United States, where she worked at the Memorial Sloan–Kettering Cancer Center from 1973 to 1975 and from 1977 to 1984. For many years, she also worked at the Ljubljana Oncology Institute. Since 1993, she has been a full professor at the Faculty of Medicine of the University of Ljubljana. Her main work has centred on pediatric oncology, especially nephroblastoma. She was a founding member of the International Society of Paediatric Oncology (SIOP) and its president from 1976 to 1980.

Wilms' tumor
Wilms' tumor or Wilms tumor, also known as nephroblastoma, is a cancer of the kidneys that typically occurs in children (rarely in adults), and occurs most commonly as a renal tumor in child patients. It is named after Max Wilms, the German surgeon (1867–1918) who first described it.

Approximately 650 cases are diagnosed in the U.S. annually. The majority of cases occur in children with no associated genetic syndromes; however, a minority of children with Wilms' tumor have a congenital abnormality.  It is highly responsive to treatment, with about 90 percent of children being cured.
Grândola Municipal Chamber
38°10′37″N 8°34′08″W﻿ / ﻿38.17686°N 8.56894°W﻿ / 38.17686; -8.56894

The Grândola Municipal Chamber (Portuguese: Câmara Municipal de Grândola) is the administrative authority in the municipality of Grândola. It has 4 freguesias in its area of jurisdiction and is based in the town of Grândola, on the Setúbal District. These freguesias are: Azinheira dos Barros e São Mamede do Sádão; Carvalhal; Grândola e Santa Margarida da Serra and Melides.

The Grândola City Council is made up of 7 councillors, representing, currently, two different political forces. The first candidate on the list with the most votes in a municipal election or, in the event of a vacancy, the next candidate on the list, takes office as President of the Municipal Chamber.

President of the Municipal Chamber
President of the Municipal Chamber (Portuguese: Presidente da Câmara Municipal) is the title of the mayor in Portugal and other Portuguese-speaking countries. In Brazil, the same title refers to the speaker of the legislative body of the municipality, while the title of the mayor is "Prefect" or Prefeito.
Cochin (typeface)
Cochin is a serif typeface designed by Georges Peignot for the Paris foundry G. Peignot et Fils (future Deberny & Peignot) in 1912. It is based on the copperplate engravings of 18th century French artist Charles-Nicolas Cochin, from whom the typeface also takes its name. The font has a small x-height with long ascenders. Georges Peignot also created the design Nicolas-Cochin as a looser variation in the same style.

Ascender (typography)
In typography and handwriting, an ascender is the portion of a minuscule letter in a Latin-derived alphabet that extends above the mean line of a font.  That is, the part of a lower-case letter that is taller than the font's x-height.

Ascenders, together with descenders, increase the recognizability of words. For this reason, many situations that require high legibility such as road signs avoid using solely capital letters (i.e. all-caps).

Studies made at the start of the construction of the British motorway network concluded that words with mixed-case letters were much easier to read than "all-caps" and a special font was designed for motorway signs. These then became universal across the UK. See Road signs in the United Kingdom.

In many fonts intended for body text, such as Bembo and Garamond, ascenders rise above the cap height of the capital letters.
2027 United States elections
Elections are scheduled to be held in the United States, in large part, on November 2, 2027. The off-year election includes gubernatorial and state legislative elections in a few states, as well as numerous mayoral races, and a variety of other local offices on the ballot. Special elections to the United States Congress may take place if vacancies arise.

Term limits in the United States
In the context of the politics of the United States, term limits restrict the number of terms of office an officeholder may serve. At the federal level, the president of the United States can serve a maximum of two four-year terms, with this being limited by the Twenty-second Amendment to the United States Constitution that came into force on February 27, 1951. Some state government offices are also term-limited, including executive, legislative, and judicial offices. Analogous measures exist at the city and county level across the U.S., though many details involving local governments in that country vary depending on the specific location.

Term limits are also referred to as rotation in office. That specific terminology is often associated with the Founding Father and later president Thomas Jefferson given his use of it in his political arguments.
Phyllonorycter graecus
Phyllonorycter graecus is a moth of the family Gracillariidae. It is known from the Peloponnisos in Greece.

There are at least two, but possibly multiple generations per year.

The larvae feed on Quercus macrolepis. They mine the leaves of their host plant.

Gracillariidae
Gracillariidae is an important family of insects in the order Lepidoptera and the principal family of leaf miners that includes several economic, horticultural or recently invasive pest species such as the horse-chestnut leaf miner, Cameraria ohridella.
Computational epistemology
Computational epistemology is a subdiscipline of formal epistemology that studies the intrinsic complexity of inductive problems for ideal and computationally bounded agents. In short, computational epistemology is to induction what recursion theory is to deduction. It has been applied to problems in philosophy of science.

Bayesian inference
Bayesian inference (/ˈbeɪziən/ BAY-zee-ən or /ˈbeɪʒən/ BAY-zhən) is a method of statistical inference in which Bayes' theorem is used to calculate a probability of a hypothesis, given prior evidence, and update it as more information becomes available. Fundamentally, Bayesian inference uses a prior distribution to estimate posterior probabilities. Bayesian inference is an important technique in statistics, and especially in mathematical statistics. Bayesian updating is particularly important in the dynamic analysis of a sequence of data. Bayesian inference has found application in a wide range of activities, including science, engineering, philosophy, medicine, sport, and law. In the philosophy of decision theory, Bayesian inference is closely related to subjective probability, often called "Bayesian probability".
Ellington at Newport
Ellington at Newport is a 1956 live jazz album by Duke Ellington and his band of their 1956 concert at the Newport Jazz Festival, a concert which revitalized Ellington's flagging career. Jazz promoter George Wein describes the 1956 concert as "the greatest performance of [Ellington's] career... It stood for everything that jazz had been and could be." It is included in the book 1001 Albums You Must Hear Before You Die, which ranks it "one of the most famous... in jazz history". The original release was partly recreated in the studio after the Ellington Orchestra's festival appearance.

Ellington released a follow-up album also recorded at the Newport Jazz Festival, Newport 1958, two years later.

In 2022, the album was selected by the Library of Congress for preservation in the United States National Recording Registry as being "culturally, historically, or aesthetically significant".

1001 Albums You Must Hear Before You Die
1001 Albums You Must Hear Before You Die is a musical reference book first published in 2005 (with several later editions) by Universe Publishing. Part of the 1001 Before You Die series, it compiles writings and information on albums chosen by a panel of music critics to be the most important, influential, and best in popular music between the 1950s and the date of publication. The book is edited by Robert Dimery, an English writer and editor who had previously worked for magazines such as Time Out and Vogue.

Each entry in the book's roughly chronological list of albums is accompanied by a short essay written by a music critic, along with pictures, quotes, and additional information (such as the album's running time and producer). Compilations of various artists, and most film soundtracks, are excluded.
Živko R. Adamović
Živko Rafailo "Dika" Adamović (March 9, 1923 – May 1, 1998) was a Yugoslav and Serbian entomologist, expert in Odonatology, ecologist and a painter. He was a curator at the Museum of Natural History, Belgrade, and staff member at the National Institute for Medical Research at the University of Belgrade. Most of his research deals with the fauna of the former Yugoslavia, and combine ecology, morphometry, taxonomy and studies of biogeography.

Morphometrics
Morphometrics (from Greek μορΦή morphe, "shape, form", and -μετρία metria, "measurement") or morphometry refers to the quantitative analysis of form, a concept that encompasses size and shape.  Morphometric analyses are commonly performed on organisms, and are useful in analyzing their fossil record, the impact of mutations on shape, developmental changes in form, covariances between ecological factors and shape, as well for estimating quantitative-genetic parameters of shape. Morphometrics can be used to quantify a trait of evolutionary significance, and by detecting changes in the shape, deduce something of their ontogeny, function or evolutionary relationships.  A major objective of morphometrics is to statistically test hypotheses about the factors that affect shape.

"Morphometrics", in the broader sense, is also used to precisely locate certain areas of organs such as the brain, and in describing the shapes of other things.
Mazur's lemma
In mathematics, Mazur's lemma is a result in the theory of normed vector spaces. It shows that any weakly convergent sequence in a normed space has a sequence of convex combinations of its members that converges strongly to the same limit. Mazur's lemma is used in the proof of Tonelli's theorem.

Convex combination
In convex geometry and vector algebra, a convex combination is a linear combination of points (which can be vectors, scalars, or more generally points in an affine space) where all coefficients are non-negative and sum to 1. In other words, the operation is equivalent to a standard weighted average, but whose weights are expressed as a percent of the total weight, instead of as a fraction of the count of the weights as in a standard weighted average.
1984 NCAA Division II women's basketball tournament
The 1984 NCAA Division II women's basketball tournament was the third annual tournament hosted by the NCAA to determine the national champion of women's collegiate basketball among its Division II membership in the United States.

Central Missouri State defeated defending champions Virginia Union in the championship game, 80–73, claiming the Jennies' first Division II national title.

The championship rounds were contested at the Springfield Civic Center in Springfield, Massachusetts, hosted by Springfield College.

Central Missouri Jennies basketball
The Central Missouri Jennies basketball team represents the University of Central Missouri in Warrensburg, Missouri, in the NCAA Division II women's basketball competition. The team is currently coached by Dave Slifer. The Jennies compete in the Mid-America Intercollegiate Athletics Association (MIAA). The team plays its home games in the Multipurpose Building on campus.
2006 Torneo Godó – Doubles
Leander Paes and Nenad Zimonjić were the defending champions, but they did not participate together this year.  Paes partnered Martin Damm, losing in the second round.   Zimonjić partnered Max Mirnyi, losing in the second round.

Mark Knowles and Daniel Nestor won in the final 6–2, 6–7(4–7), [10–5], against Mariusz Fyrstenberg and Marcin Matkowski.

Marcin Matkowski
Marcin Matkowski (Polish pronunciation: [ˈmartɕin matˈkɔfskʲi]; born 15 January 1981) is a Polish former professional tennis player whose speciality is in doubles. He played college tennis at UCLA, where Jean-Julien Rojer was one of his teammates. Matkowski and Mariusz Fyrstenberg won the Madrid Open twice, in addition to reaching the final at the US Open. The duo also reached the final of the ATP Finals and participated six times at the event overall. Matkowski won 18 doubles title in his career and achieved a highest ranking in doubles of world No. 7 in July 2012.
Ride to Freedom
Ride to Freedom (German: Ritt in die Freiheit) is a 1937 German historical war film directed by Karl Hartl and starring Willy Birgel, Viktor Staal and Hansi Knoteck. The film is set in the 1830s during Poland's November Uprising against the Russian Empire. It portrays the rehabilitation of a Polish cavalry officer whose initial reluctance to engage the enemy leads to the death of his comrades, but who later dies fighting bravely.

The film was made by German's leading studio UFA, with interiors shot at the Babelsberg Studios. UFA received co-operation from the Polish War Ministry who supplied five regiments of Zaslaw Uhlans for the filming of battle scenes that took place around Ostroleka in Poland. The Polish ambassador to Germany Józef Lipski attended the film's premiere at the Palast-am-Zoo in Berlin on 14 January 1937. Around the same time Germany and Poland, future enemies in the Second World War, co-produced two films, namely Augustus the Strong and Adventure in Warsaw.

Ostrołęka
Ostrołęka (Polish: [ɔstrɔˈwɛŋka] ⓘ; Yiddish: אסטראלענקע, romanized: Ostrolenka) is a small city in northeastern Poland on the Narew river, about 120 km (75 mi) northeast of Warsaw, with a population of 51,012 (2021) and an area of 33.46 square kilometres (12.92 sq mi). It is the capital of both Ostrołęka County and Ostrołęka City County in the Masovian Voivodeship.

Ostrołęka was founded as a medieval stronghold that grew into an important royal city in northern Mazovia, which prospered from crafts and trade. The city was the site of several battles and skirmishes throughout history. Ostrołęka is a local railroad junction with four lines stemming from Ostrołęka railway station: eastwards to Łapy and Białystok, southwestwards to Tłuszcz and Warsaw, northwards to Wielbark and Olsztyn, and southwards to Małkinia Górna. Ostrołęka is a local centre of culture and light industry. The Ostrołęka Power Station is located in Ostrołęka.
Radical 75
Radical 75 or radical tree (木部), meaning "tree", is one of the 34 Kangxi radicals (214 radicals in total) composed of 4 strokes.

In the Kangxi Dictionary, there are 1,369 characters (out of 49,030) to be found under this radical.

木 is also the 64th indexing component in the Table of Indexing Chinese Character Components predominantly adopted by Simplified Chinese dictionaries published in mainland China, with its alternative form 朩 being its associated indexing component.

In the Chinese Wu Xing ("Five Phases"), 木 represents the element Wood.

Chinese character radicals
A radical (Chinese: 部首; pinyin: bùshǒu; lit. 'section header'), or indexing component, is a visually prominent component of a Chinese character under which the character is traditionally listed in a Chinese dictionary. The radical for a character is typically a semantic component, but it can also be another structural component or an artificially extracted portion of the character. In some cases, the original semantic or phonological connection has become obscure, owing to changes in the meaning or pronunciation of the character over time.

The use of the English term radical is based on an analogy between the structure of Chinese characters and the inflection of words in European languages. Radicals are also sometimes called classifiers, but this name is more commonly applied to the grammatical measure words in Chinese.
Barmiya
Barmiya (Arabic: بارمايا; also transliterated Barmaya) is a village in northwestern Syria, administratively part of the Baniyas District of the Tartus Governorate, located east of Baniyas. According to the Syria Central Bureau of Statistics, Barmiya had a population of 1,997 in the 2004 census. Its inhabitants are predominantly Alawites.

Baniyas District
Baniyas District (Arabic: منطقة بانياس, romanized: manṭiqat Bāniyās) is a district of the Tartus Governorate in northwestern Syria. Administrative centre is the city of Baniyas. At the 2004 census, the district had a population of 174,233. The estimated population of the Alawites of the Baniyas District is approximately 105,000, while the population of Sunni Muslims is estimated at 45,000, in addition to 20,000 Christians, according to the Syrian network for human rights.
Ragya Naik
Ragya Naik was an Indian politician. He represented the Devarakonda constituency in Nalgonda as an Indian National Congress party legislator.

He was gunned down on 29 December 2001, by People's War Group militants while on a visit to his village Maddimadugu in Mahbubnagar

Devarakonda Assembly constituency
Devarakonda Assembly constituency is a ST reserved constituency of the Telangana Legislative Assembly, India. It is one of 12 constituencies in the erstwhile Nalgonda district. It is part of Nalgonda Lok Sabha constituency.

Ravindra Kumar, the MLA of TRS in Telangana Legislative Assembly is representing the constituency.
1987 Tour of the Basque Country
The 1987 Tour of the Basque Country was the 27th edition of the Tour of the Basque Country cycle race and was held from 6 April to 10 April 1987. The race started in Zarautz and finished in Arantzazu. The race was won by Sean Kelly of the Kas team.

Tour of the Basque Country
The Tour of the Basque Country (Officially: Itzulia Basque Country) is an annual road cycling stage race held in the Spanish Basque Country in April. It is one of the races that make up the UCI World Tour calendar. As the Basque Country is a mountainous area, there are few flat stages, and thus the event favors those who are strong climbers. The race is characterized by its short stages, rarely exceeding 200 km, and steep ascents. While the ascents featured in the race are not particularly high compared to other stage races, they are among the steepest seen in professional cycling, some having sections with gradients reaching well above 20%.
Zaluzhany, Drohobych Raion
Zaluzhany (Ukrainian: Залужани, before 1946 – Vatsevychi) is a village (selo) in Drohobych Raion, Lviv Oblast, in Western Ukraine. It belongs to Drohobych urban hromada, one of the hromadas of Ukraine.

Drohobych urban hromada
Drohobych urban hromada (Ukrainian: Дрогобицька міська громада, romanized: Drohobytska miska hromada) is a hromada (municipality) in Lviv Oblast, in western Ukraine. The hromada's administrative centre is the city of Drohobych.

Drohobych urban hromada has an area of 426.2 square kilometres (164.6 sq mi), with a population of 120,404 (2022 estimate).

Until 18 July 2020, the city of Drohobych was designated as a city of oblast significance and belonged to its own municipality, rather than Drohobych Raion, which it also served as the capital of. As part of the administrative reform of Ukraine, which reduced the number of raions of Lviv Oblast to seven, Drohobych became part of Drohobych Raion.
WICO-FM
WICO-FM (101.1 FM) is a radio station licensed to Snow Hill, Maryland, United States. The station serves the Delmarva Peninsula. The station is owned by A. Wray Fitch and Greg Bojko, through licensee GSB Media, LLC.

Snow Hill, Maryland
Snow Hill is a town serving as the county seat of Worcester County, Maryland, United States. The population was 2,156 at the 2020 census. It is part of the Salisbury, Maryland-Delaware Metropolitan Statistical Area.
Side by Side (film festival)
"Side by Side" Lesbian and Gay International Film Festival (Russian: Международный ЛГБТ-Кинофестиваль «Бок о бок», romanized: Bok o bok) is an international film festival that seeks to explore the issues of homosexuality, bisexuality and transgender (LGBT) through art cinema. Since 2008 it has taken place every autumn in Saint Petersburg, Russia. In addition, various special events are held almost every month, and since 2009 film showings and discussions have also been conducted in other parts of Russia.

New York Lesbian, Gay, Bisexual, & Transgender Film Festival
NewFest: The New York Lesbian, Gay, Bisexual, & Transgender Film Festival, put on by NewFest (legal name The New Festival, Inc.), is the largest LGBTQ film festival in the United States and one of the most comprehensive forums of national and international LGBT film/video in the world.

David Hatkoff has been Executive Director of NewFest since 2019.

Founded in 1988, The New Festival, Inc is a non-profit media arts organization dedicated to showcasing the newest and best LGBT media for the greater New York metropolitan area.

NewFest strives to encourage and foster environments for LGBTQ and allied filmmakers and viewers to represent the diversity and complexity of voices in the LGBTQ community, and to amplify those voices across the nation.