hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Eddie Santry
Edward M. Santry (December 11, 1876 – January 28, 1919) was an American featherweight boxer who took the World Featherweight Championship on October 10, 1899, against English Featherweight Champion Ben Jordan in a tenth-round knockout at the Lenox Athletic Club in New York, New York.

Santry lost his title on February 1, 1900, to Terry McGovern in a fifth-round technical knockout at Tattersall's in Chicago before an impressive crowd of 15,000. He was managed by Ted Murphy for most of his career.

Terry McGovern (boxer)
Terrible Terry McGovern (March 9, 1880 – February 22, 1918) was an American professional boxer who held the World Bantamweight and Featherweight Championships. He was born in Johnstown, Pennsylvania as Joseph Terrence McGovern. Through most of his career he was managed by Sam H. Harris, who remained a lifelong friend. Many boxing historians considered McGovern's greatest attributes his punching ability and signature charges rather than his boxing style or defensive technique.  That the majority of his wins were by knockout speaks to the power of his punch.
Wieferich prime
In number theory, a Wieferich prime is a prime number p such that p2 divides 2p − 1 − 1, therefore connecting these primes with Fermat's little theorem, which states that every odd prime p divides 2p − 1 − 1. Wieferich primes were first described by Arthur Wieferich in 1909 in works pertaining to Fermat's Last Theorem, at which time both of Fermat's theorems were already well known to mathematicians.

Since then, connections between Wieferich primes and various other topics in mathematics have been discovered, including other types of numbers and primes, such as Mersenne and Fermat numbers, specific types of pseudoprimes and some types of numbers generalized from the original definition of a Wieferich prime. Over time, those connections discovered have extended to cover more properties of certain prime numbers as well as more general subjects such as number fields and the abc conjecture.

As of 2024, the only known Wieferich primes are 1093 and 3511 (sequence A001220 in the OEIS).

Square-free integer
In mathematics, a square-free integer (or squarefree integer) is an integer that is divisible by no square number other than 1. That is, its prime factorization has exactly one factor for each prime that appears in it. For example, 10 = 2 ⋅ 5 is square-free, but 18 = 2 ⋅ 3 ⋅ 3 is not, because 18 is divisible by 9 = 32. The smallest positive square-free numbers are
Wealth of Donald Trump
The net worth of Donald Trump, the 45th and 47th president of the United States, is not publicly known. For decades, Forbes has assessed his wealth, currently estimating it at $6.5 billion as of February 2026. Meanwhile, Bloomberg estimated his wealth at $7.08 billion in January 2025. After the early 2025 launch of $Trump, Trump's own cryptocurrency, Axios temporarily estimated his net worth to be $58 billion. He received gifts, loans, and inheritance from his father, Fred Trump, who was a real-estate developer and businessman. Donald Trump's primary business has been real estate ventures, including hotels, casinos, and golf courses. He also made money from Trump-branded products including neckties, steaks, and urine tests. Money received through political fundraisers is used to pay for guest stays at properties owned by the Trump Organization and to pay his and his allies' lawyers.

Trump National Doral Miami
Trump National Doral Miami, also known as Doral Resort and Spa, is a golf resort in Doral in South Florida in the United States. It was founded by real estate pioneer Alfred Kaskel in 1962, with the name "Doral" coming from an amalgamation of the first names of Kaskel and his wife, Doris. It currently has 72 holes of golf, and its signature course is the Blue Monster at Doral.
Tahan Range
Tahan Range (Malay: Banjaran Tahan) is a mountain range in Pahang and Kelantan, Malaysia. Along with the Titiwangsa Mountains to its west, the Tahan Range forms the southernmost extension of the larger Tenasserim Hills chain of mountains. Its namesake highest peak, Gunung Tahan, is the tallest mountain in Peninsular Malaysia and the whole Tenasserim Hills, standing at 2,187 metres above sea level.

Titiwangsa Mountains
The Titiwangsa Mountains (Malay: Banjaran Titiwangsa, pronounced [ˈband͡ʒaˈran titiwaŋˈsa]), also known as Banjaran Besar (lit. 'main range') by locals, is the chain of mountains that forms the backbone of the Malay Peninsula. The northern section of the range is in southern Thailand, where it is known as the Sankalakhiri Range (Thai: ทิวเขาสันกาลาคีรี; RTGS: Thio Khao Sankalakhiri;  pronounced [tʰīw kʰǎw sǎn.kāːlāːkʰīːrīː]).

The mountain range acts as a natural divider, dividing Peninsular Malaysia, as well as southernmost Thailand, into east and west coast regions. It also serves as a drainage divide of some major rivers of Peninsular Malaysia such as the Pahang, Perak, Kelantan, Klang and Muar. The length of mountain range is about 480 km from north to south.
2022 African Amateur Boxing Championships
The 2022 African Amateur Boxing Championships was 20th men's edition and 5th women's edition African Amateur Boxing Championships. It took place in Maputo, Mozambique from 12 to 17 September 2022.

The competition saw the application of a new system for counting points, namely the scoring-machine, which counts all the medals won by teams, by granting each medal a certain number of points, Algeria became champions by teams with 41 pts.

African Amateur Boxing Championships
The African Amateur Boxing Championships is the premier pan-continental annual competition for amateur boxing in Africa.  The championships are organised by the continent's governing body, the African Boxing Union (ABU). The first edition of the tournament took place in 1962.
Mangawai River
The Mangawai River is a small river of the Northland Region of New Zealand. It changes name to the Manganui River (Northland) near to where it is crossed by the North Auckland Line.

The rivers ultimately flow into the Wairoa River (Northland) 20 kilometres (12 mi) upstream of Dargaville, before ending in the Kaipara Harbour.

Kaipara Harbour
Kaipara Harbour is a large enclosed harbour estuary complex on the north western side of the North Island of New Zealand. The northern part of the harbour is administered by the Kaipara District and the southern part is administered by the Auckland Council. The local Māori tribe is Ngāti Whātua.

By area, the Kaipara Harbour is one of the largest harbours in the world. It covers 947 square kilometres (366 sq mi) at high tide, with 409 square kilometres (158 sq mi) exposed as mudflats and sandflats at low tide.

According to Māori tradition, the name Kaipara had its origins back in the 15th century when the Arawa chief, Kahumatamomoe, travelled to the Kaipara to visit his nephew at Pouto. At a feast, he was so impressed with the cooked root of the para fern, that he gave the name Kai-para to the district. Kaipara comes from the Māori kai meaning "food", and  para meaning "king fern".
6 Convent Place
6 Convent Place, colloquially known in Gibraltar as "Number 6", is the headquarters of His Majesty's Government of Gibraltar and the office of the Chief Minister. It is located opposite The Convent, the Governor of Gibraltar's official residence.

Gibraltar's Economic Planning and Statistics Office is located in the building.

Government of Gibraltar
His Majesty's Government of Gibraltar is the democratically elected government of the British Overseas Territory of Gibraltar. The head of state is King Charles III who is represented by the Governor. Elections in Gibraltar are held every four years, with a unicameral parliament of 18 members of which 17 members are elected by popular vote and one, the Speaker, appointed by Parliament.
Gloria Sutton
Gloria Sutton is an American art historian, critic, and curator. She is known for her scholarship on contemporary art, media theory, and exhibition histories, particularly the intersection of art and technology. Sutton is an Associate Professor of Contemporary Art History and New Media at Northeastern University and a Research Affiliate in the Art Culture Technology Program at the Massachusetts Institute of Technology (MIT).

Renée Green
Renée Green (born October 25, 1959) is an American artist, writer, and filmmaker. Her pluralistic practice spans a broad range of media including sculpture, architecture, photography, prints, video, film, websites, and sound, which normally converge in highly layered and complex installations. She works to draw on cultural anthropology as well as social history, making her works well-researched and many times involving collaborators. Some of the topics she has covered include Sarah Baartman, the African slave trade, and hip hop in Germany.

In 2014, Green published Other Planes of There: Selected Writings with Duke University Press, a work that compiles a substantial collection of her work written between 1981 and 2010.
Mulling spices
Mulling spices are a spice mixture used in drink recipes. The spices are usually added to hot apple cider, mulled wine, glögg, wassail, hippocras, and other drinks (such as juices) during autumn or winter. A "mulled" drink is a beverage that has been prepared with these spices (usually through heating in a pot with mulling spices and then straining). Mulling spices may also be added to the brewing process to make spiced beer.

The combination of spices varies, but it usually consists of cinnamon, cloves, allspice, and nutmeg, and less frequently star anise, peppercorn, or cardamom. It also usually includes dried fruit, such as raisins, apples, or orange peel. Mulling spices can be bought prepackaged.

Cardamom
Cardamom (/ˈkɑːrdəməm/), sometimes cardamon or cardamum, is a spice made from the seeds of several plants in the genera Elettaria and Amomum in the family Zingiberaceae. Both genera are native to the Indian subcontinent and Indonesia. They are recognized by their small seed pods: triangular in cross-section and spindle-shaped, with a thin, papery outer shell and small, black seeds; Elettaria pods are light green and smaller, while Amomum pods are dark brown and larger.

Species used for cardamom are native throughout tropical and subtropical Asia. The first references to cardamom are found in Sumer, and in Ayurveda. In the 21st century, it is cultivated mainly in India, Indonesia, and Guatemala.
Liu Haiguang
Liu Haiguang (Chinese: 柳海光; pinyin: Liǔ Hǎiguāng; born 11 July 1963) is a former Chinese international footballer who spent the majority of his career playing for the Shanghai Team, however he gained distinction when he joined Yugoslav club Partizan along with Jia Xiuquan making them one of the earliest Chinese footballers to play in Europe.

1988–89 Yugoslav Cup
The 1988–89 Yugoslav Cup was the 41st season of the top football knockout competition in SFR Yugoslavia, the Yugoslav Cup (Serbo-Croatian: Kup Jugoslavije), also known as the "Marshal Tito Cup" (Kup Maršala Tita), since its establishment in 1946.
Guizhou Rural Tourism Development Center
The Guizhou Rural Tourism Development Center (贵州乡村旅游发展中心), founded in 2006, was then approved by the Guizhou People's Congress as a non-profit organization. It is devoted to preserving, protecting and developing the diverse culture and non-material heritage of ethnic minority groups in southwest China, particularly their beautiful handicraft art. It is also devoted to helping Guizhou's young generation of designers and others who desire to promote ethnic art. Over the years, the Guizhou Rural Tourism Development Center has partnered with many domestic and international organizations, modern designers and young volunteers in seeking to uncover the precious art of Guizhou's many ethnic minority groups, to promote innovative design and to protect this wonderful inheritance.

UN Tourism
The United Nations World Tourism Organization or UN Tourism (formerly UNWTO) is a specialized agency of the United Nations which promotes responsible, sustainable and universally-accessible tourism. Its headquarters are in Madrid, Spain. Other offices include a Regional Support Office for Asia and the Pacific in Nara, Japan, and a Regional Office for the Middle East in Riyadh, Saudi Arabia.

UN Tourism serves as a global forum for tourism policy and a source of tourism research and knowledge. It encourages tourism competitiveness, innovation, education, investments and digital transformation. The organization also focusses on ethics, culture and social responsibility related to tourism, provides technical cooperation, and operates a UN Tourism Academy and tourism statistics programs.

The six official languages of UN Tourism are Arabic, Chinese, English, French, Russian, and Spanish.

From its inception in 1975 until 2023, the UN World Tourism Organization was abbreviated as UNWTO.
Brod na Kupi
Brod na Kupi (pronounced [brɔ̂ːd na kûpi]) is a village located 12 km north of Delnice, in the western part of Gorski Kotar in Croatia. A bridge connects it with Petrina in Slovenia. Its population is 207 (2011 census).

People's Party (Kingdom of Croatia)
The People's Party (Croatian: Narodna stranka) was a political party in the Habsburg Kingdom of Croatia and the Kingdom of Croatia-Slavonia.

It was founded in 1841 based on Croatian Illyrian movement. Because the movement did not distinguish Croats from other South Slavs and instead called them all Illyrians, the party was named the Illyrian Party (Ilirska stranka) when it was formed in late 1841, and it participated in the councils of Varaždin County and Bjelovar-Križevci County. It was one of the two parties in the 1843 session of the Croatian Parliament.

Some of its champions from this time included Janko Drašković, Ivan Kukuljević Sakcinski, Josip Juraj Strossmayer and Ivan Mažuranić.
Vector-valued Hahn–Banach theorems
In mathematics, specifically in functional analysis and Hilbert space theory, vector-valued Hahn–Banach theorems are generalizations of the Hahn–Banach theorems from linear functionals (which are always valued in the real numbers  or the complex numbers )  to linear operators valued in topological vector spaces (TVSs).

Banach space
In mathematics, more specifically in functional analysis, a Banach space (/ˈbɑː.nʌx/, Polish pronunciation: [ˈba.nax]) is a complete normed vector space. Thus, a Banach space is a vector space with a metric that allows the computation of vector length and distance between vectors and is complete in the sense that a Cauchy sequence of vectors always converges to a well-defined limit that is within the space.

Banach spaces are named after the Polish mathematician Stefan Banach, who introduced this concept and studied it systematically in 1920–1922 along with Hans Hahn and Eduard Helly.
Maurice René Fréchet was the first to use the term "Banach space" and Banach in turn then coined the term "Fréchet space".
Banach spaces originally grew out of the study of function spaces by Hilbert, Fréchet, and Riesz earlier in the century. Banach spaces play a central role in functional analysis. In other areas of analysis, the spaces under study are often Banach spaces.
Danyel Smith
Danyel Smith Wilson (born Danyel Smith; 1965) is an American magazine editor, journalist, and novelist .  Smith is the former and first African-American editor of Billboard and Vibe magazine, respectively. She is author of two novels and a history of African-American women in pop music.

Jeff Chang (journalist)
Jeff Chang is an American historian, journalist, and music critic on hip hop music and culture. His 2005 book, Can't Stop Won't Stop, which won the American Book Award, chronicles the early hip hop scene. His writing has appeared in URB, BOMB, San Francisco Chronicle, The Village Voice, San Francisco Bay Guardian, Vibe, Spin, The Nation, and Mother Jones. He has also been featured on NPR.

Chang was the executive director of the Institute for Diversity in the Arts + Committee on Black Performing Arts at Stanford University. He also served as the executive director of the Institute for Diversity in the Arts at Stanford. In June 2018, the Institute announced that Chang would leave to become the first vice president of Narrative, Arts, and Culture at Race Forward. Chang resides in the San Francisco Bay Area.
Geranium × magnificum
Geranium × magnificum, the purple cranesbill, is a species of hardy flowering herbaceous perennial plant in the genus Geranium, family Geraniaceae. The multiplication symbol × indicates that it is the result of hybridisation, in this case between Geranium platypetalum and Geranium ibericum. Growing into a clump 70 cm (28 in) high and broad, it has the decorative, deeply-lobed leaves typical of the genus Geranium. Violet-blue flowers with darker veins are borne relatively briefly in early summer. Extremely hardy, to below −20 °C (−4 °F), it is suitable for cultivation throughout all temperate regions. This plant has gained the Royal Horticultural Society's Award of Garden Merit.

Geranium ibericum
Geranium ibericum, commonly called Caucasian crane's-bill or (in North America) Iberian geranium or Caucasus geranium, is a herbaceous plant species in the family Geraniaceae. It is native to Western Asia, including Turkey and the Caucasus, and is cultivated as a garden subject. It has a dense mounding habit, and violet colored flowers.
IBM WebSphere Application Server Community Edition
WebSphere Application Server Community Edition (WASCE) was a free-of-charge, certified Java EE 6 application server for building and managing Java applications. Until September 30, 2016, it was IBM's supported distribution of Apache Geronimo that used Tomcat for servlet container and Axis 2 for web services. Another difference from Apache Geronimo is that WASCE came with Db2 and Informix database drivers, better XML parser libraries (XML4J and XLXP) and contained the latest patches from unreleased upstream versions.
Over 30 WASCE developers were committers in the Apache Geronimo project.

Apache Tomcat
Apache Tomcat (called "Tomcat" for short) is a free and open-source implementation of the Jakarta EE Servlet, Pages, Expression Language, WebSocket, Annotations and Authentication technologies. It provides a "pure Java" HTTP web server environment in which Java code can also run. Thus it is a Java web application server, although not a full Jakarta EE application server.

Tomcat is developed and maintained by an open community of developers under the auspices of the Apache Software Foundation, released under the Apache License 2.0 license.
Elmsett
Elmsett is a village and civil parish in Suffolk, England. Located around three miles north-east of Hadleigh, it is in Babergh district. In 2005, it had a population of 826, reducing to 788 at the 2011 census.

Babergh District
52°02′53″N 0°56′53″E﻿ / ﻿52.048°N 0.948°E﻿ / 52.048; 0.948

Babergh District (pronounced /ˈbeɪbə/, BAY-bə) is a local government district in Suffolk, England. In 2021 it had a population of 92,300. The district is primarily a rural area, containing just two towns, Sudbury and Hadleigh. The council was based in Hadleigh until 2017, when it moved to shared offices with neighbouring Mid Suffolk District Council in Ipswich, outside either district. The district is named after the medieval Babergh Hundred, which covered part of the area.

The district includes parts of two designated Areas of Outstanding Natural Beauty, Dedham Vale, known for its association with painter John Constable, and Suffolk Coast and Heaths.

The neighbouring districts are East Suffolk, Ipswich, Mid Suffolk, West Suffolk, Braintree, Colchester and Tendring.
Puerto Rico Highway 6685
Puerto Rico Highway 6685 (PR-6685) is a rural highway in Puerto Rico that runs south to north, connecting the towns of Ciales and Manatí on Puerto Rico's north coast. It runs slightly parallel to Puerto Rico Highway 149 until it ends at Puerto Rico Highway 2 in Manatí. It has a junction with PR-149 in Ciales and with Puerto Rico Highway 642 in Río Arriba Saliente barrio, in Manatí.

Puerto Rico Highway 6685 by municipality

Northern terminus at PR-2 junction in downtown Manatí, looking south

Heading north between Cordillera and Hato Viejo barrios in Ciales

Puerto Rico Highway 149
Puerto Rico Highway 149 (PR-149) is a secondary highway in Puerto Rico that connects the towns of Manatí in the north coast of Puerto Rico to Juana Díaz in the south coast. The road begins at PR-22 and ends at PR-1, passing through Ciales, Orocovis and Villalba municipalities in the Cordillera Central.
Khaled Sheikh
Dr. Khaled Rajeh Sheikh (Arabic: خالد راجح شيخ) was a Yemeni diplomat and politician. He was born in Yafa'a. He attended high school in Zinjibar. He has a doctorate and a master's degree in economic management from Charles University in the Czech Republic. He served as ambassador to Kuwait from 2007 until quitting over the 2011 Yemeni uprising. He later resumed his position and served in it until 3 July 2012. Prior to this role, he served as the minister of industry and trade in the Bajamal Cabinet 2003 to 2006. He died on 14 February 2024 in a hospital in Kuwait after his health deteriorated.

Bajamal Cabinet 2003
The Second Bajamal Cabinet was the 6th Council of Ministers of the Republic of Yemen, led by Prime Minister Abdul Qadir Bajamal of the General People's Congress. It was formed on 17 May 2003, following the 2003 parliamentary election, in which the GPC secured a strong majority. The cabinet served until 11 February 2006.

Bajamal’s second cabinet remained in office until a reshuffle in early 2006, when it was succeeded by the Mujawar Cabinet.
Trummenäs Ladies Open
The Trummenäs Ladies Open was a women's professional golf tournament on the Swedish Golf Tour, played between 1999 and 2003. It was always held at Trummenäs Golf Club near Karlskrona, Sweden.

The event was introduced in 1999 as one of the season's four new tournaments, alongside the Telia Grand Opening, Gefle Ladies Open and Albatross Ladies Open.

Telia Grand Opening (women)
The Telia Grand Opening was a women's professional golf tournament on the Swedish Golf Tour, played as the season opening event between 1999 and 2007.

The tournament was until 2006 a pro-am with a limited field of 32, played jointly with the men's Swedish Golf Tour.

It was discontinued as part of the tour's major overhaul ahead of the introduction of the SAS Masters Tour in 2008.

Two players managed to defend their titles, Nina Reis and Anna Berg.
Comparison of C Sharp and Java
This article compares two programming languages: C# with Java. While the focus of this article is mainly the languages and their features, such a comparison will necessarily also consider some features of platforms and libraries.

C# and Java are similar languages that are typed statically, strongly, and manifestly. Both are object-oriented, and designed with semi-interpretation or runtime just-in-time compilation, and both are curly brace languages, like C and C++.

Interface (object-oriented programming)
In object-oriented programming, an interface or protocol type is a data type that acts as an abstraction of a class. It describes a set of method signatures, the implementations of which may be provided by multiple classes that are otherwise not necessarily related to each other. A class which provides the methods listed in an interface is said to implement the interface, or to adopt the protocol.

Interfaces are useful for encapsulation and reducing coupling. For example, in Java, the Comparable interface specifies the method compareTo. Thus, a sorting method only needs to take objects of types which implement Comparable to sort them, without knowing about the inner nature of the class (except that two of these objects can be compared via compareTo()).