hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
2023 Men's EuroHockey Indoor Club Cup
The 2023 Men's EuroHockey Indoor Club Cup was scheduled to be the 33rd edition of the Men's EuroHockey Indoor Club Cup, Europe's premier men's club indoor hockey tournament organized by the European Hockey Federation. It was scheduled to be held at the Alanya Atatürk Spor Salonu in Alanya, Turkey from 17 to 19 February 2023. On 10 February 2023, it was announced the tournament was cancelled due to the impact of the 2023 Turkey–Syria earthquake.

Men's EuroHockey Indoor Club Cup
The Men's EuroHockey Indoor Club Cup is an annual indoor hockey club competition organised by the EHF. It is the premier club tournament of Europe for indoor hockey and contested by the champions of the eight strongest EHF national associations.

German clubs have the highest number of victories (27 wins), followed by Poland (2 wins), a club from Spain, Russia, Netherlands, Belgium, Switzerland and Sweden have also won the tournament. The tournament has been won by 17 clubs, 6 of which have won it more than once, and three successfully defended their title. Rot-Weiss Köln is the most successful club in the tournament's history, having won it 9 times. Amsterdam are the current European champions, having beaten Harvestehuder THC 7–4 in the 2026 final for their first title.
WHPH (New Jersey)
WHPH was a radio station on 90.5 FM in Whippany, New Jersey. It was operated by students in the Hanover Park Regional High School District at Hanover Park High School and Whippany Park High School. The station went on the air in 1966 and closed in 1986 amid budget cuts in the school district.

Hanover Park Regional High School District
The Hanover Park Regional High School District is a comprehensive regional public school district that serves students in ninth through twelfth grades from three communities in Morris County, in the U.S. state of New Jersey. Students come from East Hanover Township, Florham Park and Hanover Township.

As of the 2023–24 school year, the district, comprised of two schools, had an enrollment of 1,331 students and 133.0 classroom teachers (on an FTE basis), for a student–teacher ratio of 10.0:1.

The district had been classified by the New Jersey Department of Education as being in District Factor Group "GH", the third-highest of eight groupings. District Factor Groups organize districts statewide to allow comparison by common socioeconomic characteristics of the local districts. From lowest socioeconomic status to highest, the categories are A, B, CD, DE, FG, GH, I and J.
2019 Senior Bowl
The 2019 Senior Bowl was an all-star college football exhibition game played on January 26, 2019, at 1:30 p.m. CST, at Ladd–Peebles Stadium in Mobile, Alabama. The game featured prospects for the 2019 draft of the professional National Football League (NFL), predominantly from the 2018 NCAA Division I FBS football season, rostered into "North" and "South" teams. The game was the last of the 2018–19 bowl games and the final game of the 2018 FBS football season. It was sponsored by Reese's Peanut Butter Cups and officially known as the Reese's Senior Bowl, with television coverage provided by NFL Network.

Coaching staffs were announced on December 31, 2018; Jon Gruden and the Oakland Raiders staff for the North team, and Kyle Shanahan and the San Francisco 49ers staff for the South team.

2018 NCAA Division I FBS football season
The 2018 NCAA Division I FBS football season  was the 149th season of college football in the United States organized by the National Collegiate Athletic Association (NCAA) at its highest level of competition, the Football Bowl Subdivision (FBS). The regular season began on August 25, 2018, and ended on December 8, 2018. The postseason began on December 15, and aside from any all-star games that were scheduled, concluded on January 7, 2019, with the 2019 College Football Playoff National Championship at Levi's Stadium in Santa Clara, California. The Clemson Tigers won the title game over the Alabama Crimson Tide, the school's third national title and second in three years, and also becoming the first team since the 1897 Penn Quakers to have a perfect 15-0 season.
Ab Soru
Ab Soru (Persian: ابسرو, also Romanized as Āb Sorū) is a village in Jaydasht Rural District, in the Central District of Firuzabad County, Fars province, Iran. At the 2006 census, its population was 31, in 5 families.

Jaydasht Rural District
Jaydasht Rural District (Persian: دهستان جايدشت) is in Jaydasht District of Firuzabad County, Fars province, Iran. Its capital is the village of Rudbal. The previous capital of the rural district was the village of Jaydasht.
2025 UCI Road World Championships – Women's time trial
The Women's time trial of the 2025 UCI Road World Championships was a cycling event that took place on 21 September 2025 in Kigali, Rwanda. It was the 32nd edition of the championship, for which Grace Brown of Australia was the defending champion, having won in 2024.

UCI Road World Championships – Women's time trial
The UCI Road World Championships - Women's time trial is the women's world championship for the road bicycle racing discipline of time trial. The event is organised by the Union Cycliste Internationale (UCI), cycling's international governing body, and has run annually each year starting in 1994. The event consists of a time trial, typically covering a distance of 25–35 kilometres (16–22 mi), where the rider completing the course in the shortest time is the winner.

France's Jeannie Longo holds the record for most victories with four: winning in 1995, 1996, 1997, and 2001. Germany's Judith Arndt has the most total medals with seven: two gold, three silver, and two bronze.

Since 2022, competitors in the event under the age of 23 at the end of the previous year are also eligible for honours in the women's under-23 time trial classification.
Eskin, Kızıltepe
Eskin (Kurdish: Tilfeyzê) is a neighbourhood in the municipality and district of Kızıltepe, Mardin Province in Turkey. The village is populated by Arabs of the Tat tribe and by Kurds of the Barava tribe. It had a population of 1,761 in 2021.

Kızıltepe
Kızıltepe (Turkish pronunciation: [kɯˈzɯɫtepe]; Kurdish: Qoser; Ottoman Turkish: تال ارمين, romanized: Tell Armen, lit. 'Armenian hill') is a municipality and district of Mardin Province, Turkey. Its area is 1,236 km2, and its population is 267,151 (2022). It is mainly populated by Kurds of the Kîkan Kurdish tribe. Kızıltepe is situated in Mardin Province within the broader Kurdish-majority region of southeastern Turkey. Demographic research has identified the Mardin region as having a predominantly Kurdish-speaking population, with Kurmanji (Northern Kurdish) as the principal spoken language. Kızıltepe is predominantly inhabited by Kurds and is situated within Mardin Province, which demographic studies have consistently identified as a Kurdish-majority province with high concentrations of Kurmanji (Northern Kurdish) speakers.
Myron Reed (wrestler)
Myron Reed (born June 9, 1997) is an American professional wrestler. He is signed to All Elite Wrestling (AEW), where he is a member of The Rascalz. He also makes appearances on the independent circuit, He is also known for his time in Major League Wrestling (MLW) and Total Nonstop Action Wrestling (TNA).

MLW World Middleweight Championship
The MLW World Middleweight Championship is a professional wrestling championship created and promoted by the American professional wrestling promotion Major League Wrestling (MLW). The title was unveiled on July 18, 2018, it is contested in MLW's middleweight division by wrestlers at a maximum weight of 205 lb (93 kg). The current champion is Kushida, who is in his first reign. He won the title by defeating Templario at Battle Riot VIII in Kissimmee, Florida on January 29, 2026.
Fhourstones
In computer science, Fhourstones is an integer benchmark that efficiently solves positions in the game of Connect-4.  It was written by John Tromp in 1996-2008, and is incorporated into the Phoronix Test Suite.  The measurements are reported as the number of game positions searched per second.

Available in both ANSI-C and Java, it is relatively portable and compact (under 500 lines of source), and uses 50Mb of memory.
The benchmark involves (after warming up on three easier positions) solving the entire game, which takes about ten minutes on contemporary PCs, scoring between 1000 and 12,000 kpos/sec. It has been described as more realistic than some other benchmarks.

Fhourstones was named as a pun on Dhrystone (itself a pun on Whetstone), as "dhry" sounds the same as "drei", German for "three": fhourstones is an increment on dhrystones.

Dhrystone
Dhrystone is a synthetic computing benchmark program developed in 1984 by Reinhold P. Weicker intended to be representative of system (integer) programming. The Dhrystone grew to become representative of general processor (CPU) performance. The name "Dhrystone" is a pun on a different benchmark algorithm called Whetstone, which emphasizes floating point performance.

With Dhrystone, Weicker gathered meta-data from a broad range of software, including programs written in FORTRAN, PL/1, SAL, ALGOL 68, and Pascal. He then characterized these programs in terms of various common constructs: procedure calls, pointer indirections, assignments, etc. From this he wrote the Dhrystone benchmark to correspond to a representative mix.  Dhrystone was published in Ada, with the C version for Unix developed by Rick Richardson ("version 1.1") greatly contributing to its popularity.
1993 Benson and Hedges Open
The 1993 Benson and Hedges Open was a men's ATP tennis tournament held in Auckland, New Zealand and played on outdoor hard courts. It was part of the World Series of the 1993 ATP Tour. It was the 26th edition of the tournament and was held from 11 January until 18 January 1993. Second-seeded Alexander Volkov won the singles title.

1993 ATP Tour
The IBM Association of Tennis Professionals (ATP) Tour is the elite tour for professional men's tennis organized by the ATP tour. The IBM ATP Tour includes the Grand Slam tournaments (organized by the International Tennis Federation (ITF)), the ATP Championship Series, Single Week, the ATP Championship Series, the ATP World Series, the ATP World Team Cup, the Davis Cup (organized by the ITF), the ATP Tour World Championships and the Grand Slam Cup (organized by the ITF).
Calcium malate
Calcium malate is a compound with formula Ca(C2H4O(COO)2). It is the calcium salt of malic acid.  As a food additive, it has the E number E352.

Calcium malate occurs naturally in maple sap, but is filtered out in the production of maple syrup.

It is related to, but different from, calcium citrate malate.

Malic acid
Malic acid is an organic compound with the molecular formula HO2CCH(OH)CH2CO2H. It is a dicarboxylic acid that is made by all living organisms, contributes to the sour taste of fruits, and is used as a food additive. Malic acid has two stereoisomeric forms (L- and D-enantiomers), though only the L-isomer exists naturally. The salts and esters of malic acid are known as malates. The malate anion is a metabolic intermediate in the citric acid cycle.
Amelia Kerr
Amelia Charlotte Kerr (born 13 October 2000) is a New Zealand cricketer and the captain New Zealand women's national team.  She is the youngest female cricketer to score a double century in One Day International cricket and holds the record for the highest individual score in a women's One Day International match. Kerr was named player of the tournament at the 2024 Women's T20 World Cup after helping New Zealand win the trophy for the first time.

Women's T20 World Cup
The ICC Women's T20 World Cup is a biennial world cup for the sport of cricket in the T20I format. It is organised by the International Cricket Council. The first edition was held in England in 2009. For the first 3 editions, there were eight participating nations, but the number was raised to ten from the 2014 edition. The number of teams are set to increase to twelve during the 2026 edition.

At each tournament, a set number of teams qualify automatically, with the remaining teams determined by the Women's T20 World Cup Qualifier. As of 2024, a total of nine editions have been held and twelve teams have participated, Australia, having won the tournament six times (2010, 2012, 2014, 2018, 2020, 2023) are the most successful team,  while England (2009), West Indies (2016) and New Zealand (2024) have one title each.

New Zealand are the current champions having won the 2024 edition for the first time, after defeating South Africa in the final.
Quarter 7-cubic honeycomb
In seven-dimensional Euclidean geometry, the quarter 7-cubic honeycomb is a uniform space-filling tessellation (or honeycomb). It has half the vertices of the 7-demicubic honeycomb, and a quarter of the vertices of a 7-cube honeycomb. Its facets are 7-demicubes, pentellated 7-demicubes, and {31,1,1}×{3,3} duoprisms.

Honeycomb (geometry)
In geometry, a honeycomb is a space filling or close packing 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. Its dimension can be clarified as n-honeycomb for a honeycomb of n-dimensional space.

Honeycombs are usually constructed in ordinary Euclidean ("flat") space. They may also be constructed in non-Euclidean spaces, such as hyperbolic honeycombs.  Any finite uniform polytope can be projected to its circumsphere to form a uniform honeycomb in spherical space.
Suzhou Ferris Wheel
Suzhou Ferris Wheel is a 120-metre (394 ft) tall giant Ferris wheel on the east bank of Jinji Lake in Suzhou, Jiangsu, China. It has 60 passenger cabins, a maximum capacity of 300 passengers, and takes approximately 20 minutes to complete each revolution.

Suzhou Ferris Wheel was completed in 2009. It is one of four 120 m Ferris wheels in China, the other three being Changsha Ferris Wheel (completed 2004), Tianjin Eye (completed 2008), and Zhengzhou Ferris Wheel (completed 2003). The only Chinese Ferris wheel with a greater height is the 160-metre (525 ft) Star of Nanchang, which opened in 2006.

Tianjin Eye
Tianjin Eye, the official name The Tientsin Eye, is a 120-meter (394 ft)-tall giant ferris wheel built above the Yongle Bridge (formerly Chihai Bridge), over the Hai River in Tianjin, China.

Construction started in 2007, with completion of the main body on 18 December 2007, and the wheel opened to the public on 7 April 2008.

At the time of its completion, only the 135 m (443 ft) London Eye, 160 m (525 ft) Star of Nanchang, and 165 m (541 ft) Singapore Flyer were taller.

Tianjin Eye, also called "The Tientsin Eye" is electrically powered and has 48 passenger capsules, each able to carry 8 passengers, and takes 30 minutes to complete a rotation, giving a maximum capacity of 768 passengers per hour.
Elbs reaction
The Elbs reaction is an organic reaction describing the pyrolysis of an ortho methyl substituted benzophenone to a condensed polyaromatic. The reaction is named after its inventor, the German chemist Karl Elbs, also responsible for the Elbs oxidation.  The reaction was published in 1884. Elbs however did not correctly interpret the reaction product due to a lack of knowledge about naphthalene structure.

Elbs persulfate oxidation
The Elbs persulfate oxidation is the organic reaction of phenols with alkaline potassium persulfate to form para-diphenols. The reaction is generally performed in water at room temperatures or below, using equimolar quantities of reagents.

Several reviews have been published.
Multivariate normal distribution
In probability theory and statistics, the multivariate normal distribution, multivariate Gaussian distribution, or joint normal distribution is a generalization of the one-dimensional (univariate) normal distribution to higher dimensions.  One definition is that a random vector is said to be k-variate normally distributed if every linear combination of its k components has a univariate normal distribution. Its importance derives mainly from the multivariate central limit theorem. The multivariate normal distribution is often used to describe, at least approximately, any set of (possibly) correlated real-valued random variables, each of which clusters around a mean value.

Cumulative distribution function
In probability theory and statistics, the cumulative distribution function (CDF) of a real-valued random variable , or just distribution function of , evaluated at , is the probability that  will take a value less than or equal to .

Every probability distribution supported on the real numbers, discrete or "mixed" as well as continuous, is uniquely identified by a right-continuous monotone increasing function (a càdlàg function)  satisfying  and .

In the case of a scalar continuous distribution, it gives the area under the probability density function from negative infinity to . Cumulative distribution functions are also used to specify the distribution of multivariate random variables.
Vine Theatre
Vine Theatre, formerly Admiral Theatre and Rector’s Admiral Theatre, also known as Vine Street Theatre, Dolby @ Vine, and Dolby Screening Room Hollywood Vine, is a historic movie theater located at 6321 W. Hollywood Boulevard, near the intersection of Hollywood and Vine, in Hollywood, California.

Hollywood Boulevard
Hollywood Boulevard is a major east–west street in Los Angeles, California. It runs through the Hollywood, East Hollywood, Little Armenia, Thai Town, and Los Feliz districts. Its western terminus is at Sunset Plaza Drive in the Hollywood Hills and its eastern terminus is at Sunset Boulevard in Los Feliz. Hollywood Boulevard is famous for running through the tourist areas in central Hollywood, including attractions such as the Hollywood Walk of Fame and the Ovation Hollywood shopping and entertainment complex.
Period 6 element
A period 6 element is one of the chemical elements in the sixth row (or period) of the periodic table of the chemical elements, including the lanthanides. The periodic table is laid out in rows to illustrate recurring (periodic) trends in the chemical behaviour of the elements as their atomic number increases: a new row is begun when chemical behaviour begins to repeat, meaning that elements with similar behaviour fall into the same vertical columns. The sixth period contains 32 elements, tied for the most with period 7, beginning with caesium and ending with radon. Lead is currently the last stable element; all subsequent elements are radioactive. For bismuth, however, its only primordial isotope, 209Bi, has a half-life of more than 1019 years, over a billion times longer than the current age of the universe. As a rule, period 6 elements fill their 6s shells first, then their 4f, 5d, and 6p shells, in that order; however, there are exceptions, such as gold.

Abundance of elements in Earth's crust
The abundance of elements in Earth's crust is shown in tabulated form with the estimated crustal abundance for each chemical element shown as mg/kg, or parts per million (ppm) by mass (10,000 ppm = 1%).
Jiansanjiang
Jiansanjiang (Chinese: 建三江; pinyin: Jiànsānjiāng; lit. 'built on the Sanjiang Plain') is a Nongken agricultural colony, under the management of Beidahuang Group of State Farms and Land Reclamation Jiansanjiang Branch. The area, consisting of 15 state farms, is situated in the eastern part of Heilongjiang province, China, across Fujin City, Tongjiang City, Fuyuan City, and Raohe County. Population of the area is about 270,000. About 8 million tons of food are produced by the area every year.

Tongjiang, Heilongjiang
Tongjiang (Chinese: 同江市; pinyin: Tóngjiāng Shì) is a city of 160,000 in eastern Heilongjiang province, People's Republic of China, located at the confluence and on the right banks of the Songhua and Amur Rivers, the latter which marks the border with Russia. Administratively, it is a county-level city of Jiamusi.
Kudaikol
Kudaikol (Kazakh: Құдайкөл) is a salt lake in the Ekibastuz City Administration, Pavlodar Region, Kazakhstan.

Kudaikol is one of the lakes in the area surrounding Ekibastuz. It is located 33 kilometers (21 mi) to the ENE of the city and 6 kilometers (3.7 mi) to the south of Kalkaman. Kudaikol village lies 4.5 kilometers (2.8 mi) to the northeast. The A17 Highway passes close to the western edge of the lake.

Ekibastuz City Administration
Ekibastuz City Administration (Kazakh: Екібастұз қалалық әкімдігі, romanized: Ekıbastūz qalalyq äkımdıgı) is an administrative division of Pavlodar Region, Kazakhstan. The administrative center of the division is the city of Ekibastuz. It borders with the Aksu City Administration in the east.
Northmead Square
Opened in 1998, Northmead Square is known as the first shopping centre to bring cinemas back to the South African town of Benoni in Ekurhuleni, Gauteng. The last remaining cinema had closed in the 80s. Northmead Square is a community centre that services people within a 5 km radius, though because it has regional branches of three of South Africa's banks (FNB, Nedbank and Standard Bank) members of the public do come from greater distances. Family-run and maintained by the Coutsides family, Northmead Square is popular and is affectionately known as "The Square."

City of Ekurhuleni Metropolitan Municipality
The City of Ekurhuleni Metropolitan Municipality (Zulu: UMasipala weDolobhakazi laseKurhuleni; Afrikaans: Ekurhuleni Metropolitaanse Munisipaliteit; Northern Sotho: Mmasepala wa Toropokgolo ya Ekurhuleni; Sotho: Masepala wa Toropohadi ya Ekurhuleni) is a metropolitan municipality that forms the local government of the East Rand region of Gauteng, a large suburban region east of Johannesburg. Ekurhuleni means "place of peace" in XiTsonga. Ekurhuleni is one of the five districts of Gauteng and one of the eight metropolitan municipalities of South Africa. The seat of Ekurhuleni is Germiston and the most spoken language is Zulu at 28.6%. The city is home to South Africa's busiest airport, OR Tambo International Airport, which is in the Kempton Park area of Ekurhuleni.
The Dark Tower: The Gunslinger - Evil Ground
The Dark Tower: The Gunslinger - Evil Ground is a two-issue comic book limited series published by Marvel Comics. It is the third non-sequential comic book limited series based on Stephen King's The Dark Tower series of novels. It is plotted by Robin Furth, scripted by Peter David, and illustrated by Richard Isanove and Dean White. Stephen King is the Creative and Executive Director of the project. The first issue was published on April 3, 2013.

Chronologically, Evil Ground takes place between The Dark Tower: The Gunslinger - The Journey Begins and The Dark Tower: The Gunslinger - The Little Sisters of Eluria but also features memories of a journey in the past.  It is framed as a story within a story within a story, much like the Dark Tower novel The Wind Through the Keyhole, although the plots are not directly related.

The Dark Tower: The Gunslinger - The Journey Begins
The Dark Tower: The Gunslinger - The Journey Begins is a five-issue comic book limited series published by Marvel Comics. It is the sixth comic book miniseries based on Stephen King's The Dark Tower series of novels. It is plotted by Robin Furth, scripted by Peter David, and illustrated by Richard Isanove and Sean Phillips. Stephen King is the Creative and Executive Director of the project. The first issue was published on May 19, 2010.