hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Ibrahim Šehić
Ibrahim Šehić (pronounced [ibrâːxim ʃêːxitɕ]; born 2 September 1988) is a Bosnian professional footballer who plays as a goalkeeper for 1. Lig club Çorum.

Šehić started his professional career at Željezničar, before joining Mersin Talim Yurdu in 2011. Two years later, he moved to Qarabağ. In 2018, he signed with Erzurumspor. Šehić switched to Konyaspor in 2020. Three years later, he was transferred to Al-Khaleej. He joined Çorum in 2025.

A former youth international for Bosnia and Herzegovina, Šehić made his senior international debut in 2010, earning over 50 caps until 2024.

Bosnia and Herzegovina Football Cup
The Bosnia and Herzegovina Football Cup (Croatian: Kup Bosne i Hercegovine; Serbian: Куп Босне и Херцеговине) is a knock-out football competition contested annually by clubs from Bosnia and Herzegovina. The winner qualifies for the UEFA Conference League second qualifying round and a place in the Bosnian Supercup.

Until the 1999–2000 season, three separate cups were organized. In 1998, for the first time, Bosnia and Herzegovina got its official cup winner after the "Super final" between Sarajevo and Orašje (winners of two different cups). In the 1999–2000 season, the normal cup format was organized for the first time in the Federation of Bosnia and Herzegovina. Since the 2000–01 season, clubs from the entire country have been competing in the Cup.

Prior to 1992, clubs from the Bosnia and Herzegovina territory contested in the Yugoslav Cup.
Timeline of Toronto history
This timeline of the history of Toronto documents all events that occurred in Toronto, Ontario, Canada, including historical events in the former cities of East York, Etobicoke, North York, Toronto, Scarborough, and York. Events date back to the early-17th century and continue until the present in chronological order. The timeline also includes events taken place in municipalities bordering Toronto.

In this timeline, the name Toronto refers to Old Toronto in events listed before 1998.

York, Ontario
York is a district and former city within Toronto, Ontario, Canada. It is located northwest of Old Toronto, southwest of North York and east of the Humber River.

Originally formed as York Township, it encompassed the southern section of York County. It was split several times, creating East York and North York. In 1953, it became part of the Metropolitan Toronto federation. It absorbed several municipalities, including Lambton Mills and Weston and was eventually known as the City of York. In 1998, it was dissolved along with Metro Toronto and its constituent municipalities, amalgamated to form the current City of Toronto.

Today, the area is integrated into the multicultural mosaic of Toronto. The area is home today to several ethnic enclaves such as Portuguese, Jamaican and Latin American neighbourhoods.
Ferdowsi Street, Tabriz
38°04′31″N 46°17′24″E﻿ / ﻿38.07528°N 46.29000°E﻿ / 38.07528; 46.29000

Ferdowsi Street (Persian: خیابان فردوسی) is a street in downtown of Tabriz, Iran, connecting Bazaar Alley to Imam Avenue in the vicinity of Arg. It is well known for its historical architecture, hostels, and shops. It is located in the Bazaar suburb. The street is including numerous shops for industrial tools.

Bazaar of Tabriz
The Bazaar of Tabriz (Persian: بازار تبریز, romanized: Bāzār-e Tabriz; Azerbaijani: تبریز بازاری, romanized: Tabriz Bazari) is a historic market in central Tabriz, Iran. It is one of the oldest bazaars in the Middle East and the largest covered bazaar in the world. It is one of Iran's UNESCO World Heritage Sites.
Islallana
Islallana is a village in the municipality of Nalda, in the province and autonomous community of La Rioja, Spain. As of 2018 had a population of 122 people. It is located next to the Iregua river, in the foothills of the Sistem Iberico mountain range.

In this town, it takes the waters of the Iregua el Río Antiguo, an irrigation channel that supplies the municipalities of Nalda, Albelda de Iregua, Entrena, Navarrete and Fuenmayor.

The patronal festivities are celebrated on December 3 and March 11, in both cases in honor of S. Francisco Javier.

Fuenmayor
Fuenmayor is a town located in the province of La Rioja, Spain. It is located ten kilometers from Logroño, the capital of La Rioja.

The town borders the Ebro river, the Basque-Aragonese freeway and railroad Logroño-Vitoria. Several industries and important warehouses have benefited from this strategic situation, which has also bolstered a constant increase of the population. There are 3,159 inhabitants.INE
Acacia calcicola
Acacia calcicola, commonly known as shrubby wattle, shrubby mulga, myall-gidgee, northern myall and grey myall is a species of flowering plant in the family Fabaceae and is native to arid areas of central Australia. The Pitjantjatjara peoples know the tree as ikatuka, the Warlpiri know it as jirlarti and the Arrernte know it as irrakwetye. It is a rounded shrub or straggly tree, with narrowly linear, linear or very narrowly elliptic phyllodes, spherical heads of golden yellow flowers, and more or less woody pods resembling a string of beads up to 120 mm (4.7 in) long.

Warlpiri people
The Warlpiri, sometimes referred to as Yapa, are a group of Aboriginal Australians defined by their Warlpiri language, although not all still speak it. There are 5,000–6,000 Warlpiri, living mostly in a few towns and settlements scattered through their traditional land in the Northern Territory, north and west of Alice Springs (Mparntwe). About 3,000 people still speak the Warlpiri language. The word "Warlpiri" has also been romanised as Walpiri, Walbiri, Elpira, Ilpara, and Wailbri.
Valery Flyustikov
Major General Valery Ivanovich Flyustikov (Russian: Валерий Иванович Флюстиков) is a Russian military officer. Since 2018, he has served as the commander of the Russian Special Operations Forces replacing Aleksandr Matovnikov.

Aleksandr Matovnikov
Aleksandr Anatolyevich Matovnikov (Russian: Александр Анатольевич Матовников; born 19 September 1965) is a Russian politician and lieutenant general who is currently the Deputy Commander-in-Chief of the Ground Forces of the Russian Federation since 22 January 2020. He was awarded the title Hero of the Russian Federation in 2017. Matovnikov was previously the fourth Presidential Envoy to the North Caucasus Federal District, serving from 2018 to 2020.

In his military career, he was the Deputy Commander of the Special Operations Forces of the Main (Intelligence) Directorate of the General Staff of the Russian armed forces from 2013 to 2015, and Commander of the MTR and Deputy Head of the Main Directorate of the General Staff of the Russian Armed Forces 2015 to 2018.

Matovnikov was also a member of the Russian Security Council from 2018 to 2020.
Janusz Pęcherz
Janusz Andrzej Pęcherz (born 6 November 1954) is a Polish politician. He was elected to the Senate of Poland (10th term) representing the constituency of Kalisz. He graduated from the Faculty of Chemistry at the Lodz University of Technology. In 2002, he was elected president of Kalisz. In the 2006 local government elections, he successfully ran for re-election, running with the support of several local parties and winning the first round. In 2010, he again won the third term in the first round with about 51% of the vote. In 2014, he was not re-elected for another term. In 2018, he was appointed a city councilor in Kalisz, and then became the head of the city council.

He was also elected to the 11th term of the Senate of Poland.

10th term Sejm and 11th term Senate of Poland
The 10th term Sejm and the 11th term Senate is the legislature of the Republic of Poland following the 2023 Polish parliamentary election held on 15 October 2023 which returned 460 deputies to the Sejm and 100 senators to the Senate.

The Parliament of Poland held its inaugural meeting on 13 November 2023.
Obscene libel
The publication of an obscene libel was an offence under the common law of England. Prior to the abolition by section 1 of the Criminal Law Act 1967 of the distinction between felony and misdemeanour, it was regarded as a misdemeanour. It has been abolished in England and Wales and Northern Ireland.

The existence of this offence was denied by Hawkins; and by Holt, C.J., who said that it was within the jurisdiction of the spiritual courts.

Misdemeanor
A misdemeanor (American English, spelled misdemeanour elsewhere) is any "lesser" criminal act in some common law legal systems. Misdemeanors are generally punished less severely than more serious felonies, but theoretically more so than administrative infractions (also known as minor, petty, or summary offences) and regulatory offences. Typically, misdemeanors are punished with prison time of no longer than one year, monetary fines, or community service.
Preston, Texas
Preston, also known as Preston Bend, is an unincorporated community and census-designated place located on the Red River in Grayson County, Texas, United States. It grew in the 19th century at the intersection of several military and trade roads and was an important crossing on the Shawnee cattle trail. Preston lost prominence after the MK&T railroad bypassed the town to the east, leading to a decline in traveler and cattle drive traffic. Much of its former town site is submerged beneath the waters of Lake Texoma. Its population was 2,096 as of the 2010 census.

Sherman, Texas
Sherman is a city in and the county seat of Grayson County, Texas, United States. The city's population in 2020 was 43,645. It is one of the two principal cities in the Sherman–Denison metropolitan statistical area, and is the largest city in the Texoma region of North Texas and southern Oklahoma.
Tommy Makem
Thomas Makem (4 November 1932 – 1 August 2007) was an Irish folk musician, artist, poet and storyteller. He was best known as a member of the Clancy Brothers and Tommy Makem. He played the long-necked 5-string banjo, tin whistle, low whistle, guitar, bodhrán and bagpipes, and sang in a distinctive baritone. He was sometimes known as "The Bard of Armagh" (taken from a traditional song of the same name) and "The Godfather of Irish Music".

Dover, New Hampshire
Dover is a city in Strafford County, New Hampshire, United States. The population was 32,741 at the 2020 census, making it the most populous city in the New Hampshire Seacoast region and the fifth most populous city in New Hampshire.

It is the county seat of Strafford County, and home to Wentworth-Douglass Hospital, the Woodman Institute Museum, and the Children's Museum of New Hampshire.
Khirsa Monastery
The Khirsa monastery of Saint Stephen (Georgian: ხირსის სტეფანწმინდის მონასტერი, romanized: khirsis st'epants'mindis monast'eri) is a Georgian Orthodox monastery in the eastern Georgian region of Kakheti. The foundation of the monastery is credited by historical tradition to the monk Stephen, one of the Thirteen Assyrian Fathers active in the 6th century. The extant edifice, a domed church, is the result of a series of reconstructions between 886 and 1822. It is inscribed on the list of the Immovable Cultural Monuments of National Significance of Georgia.

Kakheti
Kakheti (/kəˈxɛti/; Georgian: კახეთი K’akheti [kʼaχetʰi]) is a region of Georgia. Telavi is its administrative center. The region comprises eight administrative districts: Telavi, Gurjaani, Qvareli, Sagarejo, Dedoplistsqaro, Signagi, Lagodekhi and Akhmeta.

Kakhetians speak the Kakhetian dialect of Georgian. Kakheti is one of the most significant wine producing regions of Georgia, home to a number of Georgian wines. The region is bordered to the west by the Georgian regions of Mtskheta-Mtianeti and Kvemo Kartli, to the north and east by the Russian Federation, and to the southeast by Azerbaijan. Popular tourist attractions in Kakheti include Tusheti, Gremi, Signagi, Kvetera, Bodbe, Lagodekhi Protected Areas and Alaverdi Monastery.

The Georgian David Gareji monastery complex is partially located in this province and is subject to a border dispute between Georgian and Azerbaijani authorities.
Mathematical constant
A mathematical constant is a number whose value is fixed by an unambiguous definition, often referred to by a special symbol (e.g., an alphabet letter), or by mathematicians' names to facilitate using it across multiple mathematical problems. Constants arise in many areas of mathematics, with constants such as e and π occurring in such diverse contexts as geometry, number theory, statistics, and calculus.

Some constants arise naturally by a fundamental principle or intrinsic property, such as the ratio between the circumference and diameter of a circle (π). Other constants are notable more for historical reasons than for their mathematical properties. The more popular constants have been studied throughout the ages and computed to many decimal places.

All named mathematical constants are definable numbers, and usually are also computable numbers (Chaitin's constant being a significant exception).

Mathematical problem
A mathematical problem is a problem that can be represented, analyzed, and possibly solved, with the methods of mathematics. This can be a real-world problem, such as computing the orbits of the planets in the Solar System, or a problem of a more abstract nature, such as Hilbert's problems. It can also be a problem referring to the nature of mathematics itself, such as Russell's Paradox.
Afghanistan–United Kingdom relations
Bilateral relations of Afghanistan and the United Kingdom of Great Britain and Northern Ireland span a long and eventful history, dating back to the United Kingdom's Company rule in India, the British-Russian rivalry in Central Asia, and the border between modern Afghanistan and British India. There has been an Afghan embassy in London since 1922 though there was no accredited Afghan ambassador from 1981 to 2001.

Sher Ali Khan
Sher Ali Khan Barakzai (c. 1825 – 21 February 1879) was Emir of Afghanistan after the death of his father Dost Mohammad Khan on 9 June 1863, until his overthrow during the Battle of Sheikhabad on 10 May 1866, and again from 8 September 1868 until his death on 21 February 1879. He was one of the sons of Dost Mohammad Khan, the founder of the Barakzai dynasty in Afghanistan.
Maolin District
22°55′39″N 120°44′45″E﻿ / ﻿22.927409°N 120.745872°E﻿ / 22.927409; 120.745872

Maolin District (Rukai: Teldreka; Chinese: 茂林區; pinyin: Màolín Qū) is a mountain indigenous district of Kaohsiung, Taiwan. Maolin is one of the least populated districts in Taiwan, since it is located just to the south of the Central Mountain Range. The height ranges from 230 meters to 2700 meters above sea level, with a hot tropical and humid weather. The main population of Maolin district is the indigenous Rukai people. Maolin is well suited for tourism due to its unique scenery and ecology. Maolin National Scenic Area is located in the district.

Rukai language
Rukai is a Formosan language spoken by the Rukai people in Taiwan. It is a member of the Austronesian language family. The Rukai language comprises six dialects, which are Budai, Labuan, Maga, Mantauran, Tanan and Tona. The number of speakers of the six Rukai dialects is estimated to be about 10,000. Some of them are monolingual. There are varying degrees of mutual intelligibility among the Rukai dialects. Rukai is notable for its distinct grammatical voice system among the Formosan languages.
Flying Tiger 10 M
The Flying Tiger 10 M is a Chinese trailerable sailboat that was designed by American Robert Perry as a one design racer and first built in 2005.

A smaller and lighter derivative is the Perry-designed Flying Tiger 7.5.

Robert Perry (yacht designer)
Robert H. Perry is a U.S. yacht designer based in Seattle, Washington.  Among his designs are some of the most successful cruising yachts in modern cruising such as the Tatoosh 42, Tayana 37 and Valiant 40.
Through his career he has designed boats for many well recognized names in the yachting industry, such as Tayana, Cheoy Lee,
Valiant, Baba, Ta Shing, Islander, Passport and Saga.
Perry has taught yacht design at Evergreen State College.
Lizard Pond (New York)
Lizard Pond is located in the Adirondack Mountains southwest of Garnet Lake, New York. Fish species present in the lake are brook trout, and black bullhead. There is carry down trail access off Garnet Lake on the southeast shore.

Johnsburg, New York
Johnsburg is a town in the northwestern corner of Warren County, New York, United States. It is part of the Glens Falls Metropolitan Statistical Area. The town population was 2,143 at the 2020 census. The town is named after John Thurman, an early settler and founder. Johnsburg is the largest town in Warren County by area.
Kembar
Kembar is an Indonesian and Malay word meaning twin.

Mount Kembar

Danau Kembar - Twin Lake
Lake Dibawah
Lake Diatas

Kembar is also a name of place near  Padil in Mangalore City, Mangalore Bangalore Highway, Karnataka, India..

Lake Dibawah
Lake Dibawah (Indonesian: Danau Dibawah, means: Lower Lake; Minangnese: Danau Dibawah) is a lake in West Sumatra, Indonesia. It is located at 1°0′35″S 100°43′51″E﻿ / ﻿1.00972°S 100.73083°E﻿ / -1.00972; 100.73083. This lake together with Lake Diatas, are known as the Twin Lakes (Danau Kembar).
Yokohama Women's Marathon
The Yokohama Women's Marathon was a marathon held in Yokohama, Japan, and hosted by Japan Association of Athletics Federations, TV Asahi, the Asahi Shimbun. It is one of the major Japanese women's marathon races which is used to decide selection for the Olympics, along with the Nagoya Marathon and Osaka International Ladies Marathon.

The competition replaced the Tokyo International Women's Marathon which was held in Tokyo from 1979 until 2008. Following the creation of the annual Tokyo Marathon in 2007, which featured its own annual women's marathon, the sponsors decided to move the women's marathon to Yokohama in 2009.

First held on November 15, 2009, it is scheduled for November every year. The second edition was postponed to February 2011 due to APEC Japan 2010 being held that November and the third edition returned to the usual November timing. In 2012 Lydia Cheromei ran a course record time of 2:23:07 hours.

Tokyo Marathon
The Tokyo Marathon (東京マラソン, Tōkyō Marason) is an annual marathon sporting event in Tokyo, Japan. It is a World Athletics Platinum Label marathon and one of the seven World Marathon Majors. The latest edition of the race took place on 2 March 2025. It is sponsored by Tokyo Metro.
Commandino's theorem
Commandino's theorem, named after Federico Commandino (1509–1575), states that the four medians of a tetrahedron are concurrent at a point S, which divides them in a 3:1 ratio. In a tetrahedron a median is a line segment that connects a vertex with the centroid of the opposite face – that is, the centroid of the opposite triangle. The point S is also the centroid of the tetrahedron.

Face (geometry)
In solid geometry, a face is a flat surface (a planar region) that forms part of the boundary of a solid object. For example, a cube has six faces in this sense.

In more modern treatments of the geometry of polyhedra and higher-dimensional polytopes, a "face" is defined in such a way that it may have any dimension. The vertices, edges, and (2-dimensional) faces of a polyhedron are all faces in this more general sense.
Linear graph grammar
In computer science, a linear graph grammar (also a connection graph reduction system or a port graph grammar) is a class of graph grammar on which nodes have a number of ports connected together by edges and edges connect exactly two ports together.  Interaction nets are a special subclass of linear graph grammars in which rewriting is confluent.

Rewriting
In mathematics, linguistics, computer science, and logic, rewriting covers a wide range of methods of replacing subterms of a formula with other terms. Such methods may be achieved by rewriting systems (also known as rewrite systems, rewrite engines, or reduction systems). In their most basic form, they consist of a set of objects, plus relations on how to transform those objects.

Rewriting can be non-deterministic. One rule to rewrite a term could be applied in many different ways to that term, or more than one rule could be applicable. Rewriting systems then do not provide an algorithm for changing one term to another, but a set of possible rule applications. When combined with an appropriate algorithm, however, rewrite systems can be viewed as computer programs, and several theorem provers and declarative programming languages are based on term rewriting.
USP-1
USP-1 or "Tyulpan" (From Russian: Унифицированный Стрелковый Прицел, первый образец, Unifitsirovannyj Strelkovyj Pritsel, pervyj obrazets, "Unified Firearm Sight, first model, GRAU index 1P29) is a Soviet/Russian universal optic sight, used on the AK rifle family (AKMN, AK-74N, AK-74M, AK-101, AK-102, AK-105), the RPK-74N, the PKMN and the PKP "Pecheneg" and is designed for quick-mounting and quick-detaching. Compared with an open mechanical sight, the effectiveness of firing at targets is increased 1.2 to 2 times, and the time taken to conduct a firing session is reduced by 60%.

PK machine gun
The PK (Russian: Пулемёт Калашникова, transliterated as Pulemyot Kalashnikova, English: "Kalashnikov's machine gun"code: eng promoted to code: en ), is a belt-fed general-purpose machine gun, chambered for the 7.62×54mmR rimmed cartridge. The modernised variant is known as the PKM, which features several enhancements over the original PK design including a more ergonomic design.

Designed in the Soviet Union and currently in production in Russia, the original PK machine gun was introduced in 1961 and the improved PKM variant was introduced in 1969. The PKM was designed to replace the SGM and RP-46 machine guns that were previously in Soviet service.

The PK remains in use as a front-line infantry and vehicle-mounted machine gun with Russia's armed forces and has also been exported extensively and produced in several other countries under license.
Cannabis policy of the Franklin D. Roosevelt administration
During the administration of American President Franklin D. Roosevelt (1933–1945), the United States saw its first federal-level efforts to control cannabis as a drug.

While Roosevelt is known for his opposition to prohibition of alcohol, which was repealed in 1933 with the passage of the Twenty-first Amendment to the United States Constitution, in a 1935 radio address he also advocated that the United States apply the rulings of the Second International Opium Convention, which along with opiates also restricted the non-medicinal use of cannabis.

Federal Bureau of Narcotics chief Harry Anslinger garnered support from the president and Congress for the passage of the Marihuana Tax Act, which was signed by Roosevelt and took effect on 1 October, 1937.

Marihuana Tax Act of 1937
The Marihuana Tax Act of 1937, Pub. L. 75–238, 50 Stat. 551, enacted August 2, 1937, was a United States Act that placed a tax on the sale of cannabis. It was the first national regulation on cannabis in the US.

The H.R. 6385 act was drafted by Harry Anslinger and introduced by Rep. Robert L. Doughton of North Carolina, on April 14, 1937. The Seventy-fifth United States Congress held hearings on April 27, 28, 29th, 30th, and May 4, 1937. Upon the congressional hearings confirmation, the H.R. 6385 act was redrafted as H.R. 6906 and introduced with House Report 792. The Act is referred to, using the modern  spelling, as the 1937 Marijuana Tax Act. It was overturned in 1969 in Leary v. United States, and was repealed by Congress the next year.
Caloptilia callicarpae
Caloptilia callicarpae is a moth of the family Gracillariidae. It is known from Japan (Shikoku, the Ryukyu Islands).

The wingspan is 6.5-8.2 mm.

The larvae feed on Callicarpa species, including Callicarpa japonica. They mine the leaves of their host plant.

Callicarpa
Callicarpa (beautyberry) is a genus of shrubs and small trees in the family Lamiaceae. They are native to east and southeast Asia (where the majority of the species occur), Australia, Madagascar, south-eastern North America and South America.