hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Crawford Elementary School
Crawford Elementary School can refer to:

Crawford Elementary School - Russellville, Arkansas - Russellville School District (RSD)

Crawford Elementary School - Arcadia, Louisiana - Bienville Parish School Board

Crawford Elementary School - Aurora, Colorado - Aurora Public Schools

Crawford Elementary School - Houston, Texas - Houston Independent School District

Crawford Elementary School - Crawford, Texas - Crawford Independent School District

Crawford Elementary School - Eielson Air Force Base, Alaska - Fairbanks North Star Borough School District

Crawford Independent School District
Crawford Independent School District is a public school district based in Crawford, Texas (USA).

Located in McLennan County, small portions of the district extend into Coryell and Bosque counties.

Crawford ISD has two campuses:

Crawford High School (Grades 7-12),

Crawford Elementary School (Grades PK-6) (2004 National Blue Ribbon School).

In 2009, the school district was rated "exemplary" by the Texas Education Agency.
Church Home and Hospital
Church Home and Hospital (formerly the Church Home and Infirmary) was a hospital in Baltimore, located on Broadway, between East Fayette and East Baltimore Streets, on Washington Hill, several blocks south of the Johns Hopkins Hospital, that also operated a long-term care facility. It was affiliated with the Episcopal Diocese of Maryland of the Episcopal Church (United States).
It closed in 1999 and is owned by Johns Hopkins School of Nursing.

Episcopal Diocese of Maryland
The Episcopal Diocese of Maryland forms part of Province 3 of the Episcopal Church in the United States of America. Having been divided twice, it no longer includes all of Maryland and now consists of the central, northern, and western Maryland counties of Allegany, Anne Arundel, Baltimore, Calvert, Carroll, Frederick, Garrett, Harford, Howard, and Washington, as well as the independent city of Baltimore.

The diocese reported 36,479 members in 2017 and 25,905 members in 2023; no membership statistics were reported in 2024 parochial reports. Plate and pledge income for the 97 filing congregations of the diocese in 2024 was $23,105,051. Average Sunday attendance (ASA) was 6,160 persons.
Trilok Singh Cheema
Trilok Singh Cheema (born 1967) is an Indian politician from Uttarakhand. He is an MLA from Kashipur Assembly constituency in Udham Singh Nagar district. He won the 2022 Uttarakhand Legislative Assembly election representing the Bharatiya Janata Party.

2022 Uttarakhand Legislative Assembly election
Legislative Assembly elections were held in Uttarakhand on 14 February 2022 to elect 70 members of the Uttarakhand Legislative Assembly. The votes were counted and the results were declared on 10 March 2022. It was the first time an incumbent government got re-elected after the creation of Uttarakhand.

The Bharatiya Janata Party formed the government for a second consecutive term with 47 seats, despite losing 10 seats. The Indian National Congress won 19 seats and served as the official opposition.
Pluskota
Pluskota [plusˈkɔta] (German: Stadtmühl) is a village in the administrative district of Gmina Wałcz, within Wałcz County, West Pomeranian Voivodeship, in north-western Poland. It lies approximately 5 km (3 mi) north of Wałcz and 126 km (78 mi) east of the regional capital Szczecin.

The village has a population of 18.

Wałcz County
Wałcz County (Polish: powiat wałecki) is a unit of territorial administration and local government (powiat) in West Pomeranian Voivodeship, north-western Poland. It came into being on January 1, 1999, as a result of the Polish local government reforms passed in 1998. Its administrative seat and largest town is Wałcz, which lies 127 kilometres (79 mi) east of the regional capital Szczecin. The county contains three other towns: Mirosławiec, 27 km (17 mi) west of Wałcz, Człopa, 31 km (19 mi) south-west of Wałcz, and Tuczno, 25 km (16 mi) south-west of Wałcz.

The county covers an area of 1,414.79 square kilometres (546.3 sq mi). As of 2006 its total population is 54,639, out of which the population of Wałcz is 26,140, that of Mirosławiec is 2,633, that of Człopa is 2,390, that of Tuczno is 1,965, and the rural population is 21,511.
Boole's inequality
In probability theory, Boole's inequality, also known as the union bound, says that for any finite or countable set of events, the probability that at least one of the events happens is no greater than the sum of the probabilities of the individual events. This inequality provides an upper bound on the probability of occurrence of at least one of a countable number of events in terms of the individual probabilities of the events. Boole's inequality is named for its discoverer, George Boole.

Formally, for a countable set of events A1, A2, A3, ..., we have

In measure-theoretic terms, Boole's inequality follows from the fact that a measure (and certainly any probability measure) is σ-sub-additive. Thus Boole's inequality holds not only for probability measures , but more generally when  is replaced by any measure.

Set (mathematics)
In mathematics, a set is a collection of different things; the things are called elements or members of the set and are typically mathematical objects: numbers, symbols, points in space, lines, geometric shapes, variables, or other sets.  A set may be finite or infinite. There is a unique set with no elements, called the empty set; a set with a single element is a singleton.

Mathematics typically does not define precisely what constitutes a "set" or "collection", because such a definition would have to be in terms of something else previously defined.  Instead, sets serve as foundational objects whose behavior is described by axioms modeled on intuition about collections, and then essentially all other mathematical objects are rigorously defined in terms of sets.

Set theory studies possible axiom systems and their consequences.
Since the first half of the 20th century, ZFC (Zermelo–Fraenkel set theory with the axiom of choice) has been the axiom system most commonly used.
Ruston Kelly
Ruston Samuel Kelly (born July 31, 1988) is an American singer-songwriter. After signing with the music publisher BMG Nashville in 2013, his song "Nashville Without You" appeared on Tim McGraw's album Two Lanes of Freedom. Following a record deal with Razor & Tie's Washington Square, he released his debut EP, Halloween, produced by Mike Mogis in 2017.

In 2018, Kelly signed with Rounder Records and released his debut studio album, Dying Star, to generally favorable critical reviews.

In 2020, Kelly released Shape & Destroy.

BMG Rights Management
BMG Rights Management GmbH (also known simply as BMG) is an international music company based in Berlin, Germany. It combines the activities of a music publisher and a record label.

BMG was originally founded in 1985 and relaunched in October 2008 after Bertelsmann sold its stake in Sony BMG to Sony. From 2009 to 2013, the investment firm KKR held 51% of the company, which became one of the world's largest music publishers during that time. BMG is 100% owned by Bertelsmann and one of the group's eight business divisions.
Yoshima Kofun
The Yoshima Kofun (吉島古墳), also known as the Yoshima Matsuyama Kofun (吉島松山古墳) is a kofun burial mound located in the Shingū neighborhood of the city of Tatsuno, Hyōgo Prefecture, in the Kansai region of Japan. The tumulus was designated a National Historic Site in 1978.

Kansai region
The Kansai region (関西地方, Kansai Chihō; [kaꜜɰ̃.sai, kaɰ̃.sai tɕiꜜ.hoː] ⓘ) (also known as the Kinki region (近畿地方, Kinki Chihō; Japanese pronunciation: [kʲiꜜŋ.ki, kʲiŋ.ki̥ tɕiꜜ.hoː])) is a region of Japan that lies in the southern-central portion of Japan's main island, Honshū. The region consists of the prefectures of Hyōgo, Kyoto, Mie, Nara, Osaka, Shiga, and Wakayama.  Additionally, the prefectures of Fukui, Tokushima and Tottori are sometimes associated with Kansai.

Kansai is the second-most populated region of Japan (after Kantō), and contains the metropolitan region of Osaka, Kobe and Kyoto (Keihanshin region), which is the second-most populated metropolitan region in Japan (after the Greater Tokyo Area).
Intentionally blank page
An intentionally blank page is a page that has no content and may be unexpected. Such pages may serve purposes ranging from place-holding to space-filling and content separation. Sometimes, these pages carry a notice such as "This page was intentionally left blank." Such notices typically appear in printed works, such as legal documents, manuals, and exam papers, in which the reader might otherwise suspect that the blank pages are due to a printing error and where missing pages might have serious consequences.

Page (paper)
A page is one side of a leaf (a sheet or half-sheet) of paper, parchment or other material (or electronic media) in a book, magazine, newspaper, or other collection of sheets, on which text or illustrations can be printed, written or drawn, to create documents. It can be used as a measure of communicating general quantity of information and is used in various compound words and idiomatic expressions. In library science, the number of pages in a book forms part of its physical description.
Newfoundland Time Zone
The Newfoundland Time Zone (NT) is a geographic region that keeps time by subtracting 3.5 hours from Coordinated Universal Time (UTC) during standard time, resulting in UTC−03:30; or subtracting 2.5 hours during daylight saving time. The clock time in this zone is based on the mean solar time of the meridian 52 degrees and 30 arcminutes west of the Greenwich Observatory. It is observed solely in the Canadian province of Newfoundland and Labrador. The Newfoundland Time Zone is the only active time zone with a half-hour offset from UTC in the Americas.

Meridian (geography)
In geography and geodesy, a meridian is the locus connecting points of equal longitude, which is the angle (in degrees or other units) east or west of a given prime meridian (currently, the IERS Reference Meridian). In other words, it is a coordinate line for longitudes, a line of longitude. The position of a point along the meridian at a given longitude is given by its latitude, measured in angular degrees north or south of the Equator. On a Mercator projection or on a Gall-Peters projection, each meridian is perpendicular to all circles of latitude. Assuming a spherical Earth, a meridian is a great semicircle on Earth's surface. Adopting instead a spheroidal or ellipsoid model of Earth, the meridian is half of a north-south great ellipse. The length of a meridian is twice the length of an Earth quadrant, equal to 20,003.93144 km (12,429.86673 mi) on a modern ellipsoid (WGS 84).
Svetlana Rozhkova
Svetlana Anatolievna  Rozhkova (Russian: Светлана Анатольевна Рожкова; 16 February 1965, Mozhaisk) is a Russian humorist, an actress of a conversational genre. Honored Artist of Russia (30 August 1996).

She was born on 16 February 1965 in Mozhaisk, into the family of Elena Mikhailovna Rozhkova  and Anatoly Ivanovich Rozhkov.

She studied at Russian State Institute of Performing Arts. Graduated GITIS in 1986.

Since the late 1990s, she has been a regular participant in humorous programs and concerts, including appearances on the show of Yevgeny Petrosyan and Regina Dubovitskaya.

Russian Institute of Theatre Arts
The Russian Institute of Theatre Arts (GITIS) (Russian: Российский институт театрального искусства – ГИТИС, romanized: Rossiyskiy institut teatralnogo iskusstva – GITIS) is the largest and oldest independent theatrical arts school in Russia. Located in Moscow, the school was founded on 22 September 1878 as the Shostakovsky Music School. It became the School of Music and Drama of the Moscow Philharmonic Society in 1883, was elevated to the status of a conservatory in 1886 during which time the institution was colloquially referred to as the Philharmonic Conservatory. It was renamed the Institute of Music and Drama in 1918, and was known as the Lunacharsky State Institute for Theatre Arts (GITIS) from 1934 to 1991.
Reem Abu Dalbouh
Reem Abu Dalbouh (Arabic: ريم أبو دلبوح) is a member of the Jordanian House of Representatives for Mafraq's first electoral district, having been elected as part of the national quota for seats held by women.

House of Representatives (Jordan)
The House of Representatives of Jordan (Arabic: مجلس النواب, romanized: majlis an-nuwāb) is the elected lower house of the Jordanian parliament which, along with the Senate, composes the legislature of Jordan.

The House of Representatives has 138 elected members, serving for four-year terms.

Members are elected by a mixed electoral system, allowing two votes for each person, one vote for individuals running in 18 local districts, and another for a national party-list system. Out of the 138 seats of the House, 97 are for representatives from local districts, while 41 are for party-list representatives. There are also quotas for specific demographics, including 12 for Christian, Circassian, and Chechen minorities, as well as 18 seats reserved for women.

The presiding officer is the Speaker of the House of Representatives.
Barra Head Lighthouse
Barra Head Lighthouse on Barra Head identifies the southern entrance to The Minch, roughly halfway between the Eilean Glas and Rinns of Islay lighthouses. The 58-foot (18-metre) stone tower, built in 1833, stands on the west side of the island, at the top of a very steep cliff, making the light the highest in the UK with a focal plane of 208 m (682 ft) above sea level. It has a range of 18 nautical miles (21 mi; 33 km). There is no shallow water west of Berneray to break the blow of the Atlantic storms and small fish are sometimes thrown onto the grass on the cliff top. In 1836 Sir Archibald Geikie recorded the movement of a 42-long-ton (43-tonne) block of gneiss across 5 feet (1.5 m) of ground during a violent storm.

The Minch
The Minch (Scottish Gaelic: A' Mhaoil) is a strait in north-west Scotland that separates the mainland from Lewis and Harris in the Outer Hebrides. It was known as Skotlandsfjörð ("Scotland's firth") in Old Norse.

The Minch's southern extension, which separates Skye from the middle islands of the Hebridean chain, is known as the Little Minch. It opens into the Sea of the Hebrides.
Theodore Chickering Williams
Theodore Chickering Williams (July 2, 1855, Brookline, Massachusetts – May 6, 1915, Boston, Massachusetts) was an American Unitarian pastor and hymnwriter.

He became the first headmaster of the Hackley School, in Tarrytown, New York, in 1899. He published English translations of the works of the Latin poets Tibullus and Virgil.

He graduated from Harvard College and Harvard Divinity School.

Harvard Divinity School
Harvard Divinity School (HDS) is one of the constituent schools of Harvard University in Cambridge, Massachusetts. The school's mission is to educate its students either in the academic study of religion or for leadership roles in religion, government, and service. It also caters to students from other Harvard schools that are interested in the former field. HDS is among a small group of university-based, non-denominational divinity schools in the United States.
Chris Tiu
Christopher John Alandy-Dy Tiu (born July 15, 1985) is a Filipino former professional basketball player. He played college basketball for the Ateneo Blue Eagles with whom he won the UAAP title in 2008. He went on to play his entire professional career for the Rain or Shine Elasto Painters of the Philippine Basketball Association (PBA), winning the Commissioner's Cup in 2016. He also played for the Philippine national basketball team and was captain of the roster that competed in the 2011 FIBA Asia Championship. Outside basketball, he is a TV host, model, politician, and businessman. He now hosts the television show iBilib on GMA.

PBA Commissioner's Cup
The PBA Commissioner's Cup is one of three active conferences in the Philippine Basketball Association (PBA). It is also one of two conferences, the other being the Governors' Cup which allows teams to hire a single foreign player, known as an "import". The Commissioner's Cup also refers to the trophy awarded to the champion team.

The first run of the Commissioner's Cup lasted from 1993 to 2002. In 2003, it was replaced by the returning Invitational Championship, and from 2004 to 2010, the Fiesta Conference was held as the lone import-laden conference. The conference was then reinstated 2011 when the league reverted back to a three-conference format.

The TNT Tropang 5G are the current defending Commissioner's Cup champions, winning the 2024–25 PBA Commissioner's Cup when they were known as the TNT Tropang Giga. The San Miguel Beermen have won the most Commissioner's Cup titles with five.
1970 British Speedway Championship
The 1970 British Speedway Championship was the 10th edition of the British Speedway Championship. The final took place on 9 June at West Ham Stadium in London, England. The Championship was won by Ivan Mauger.

The British Under 21 Championship was won by Barry Thomas.

Ivan Mauger
Ivan Gerald Mauger OBE (4 October 1939 – 16 April 2018; last name pronounced "Major") was a New Zealand motorcycle speedway rider. He won a record six World Championships (Finals), a feat equalled only with the inclusion of the Speedway GP Championships by Bartosz Zmarzlik of Poland and Tony Rickardsson of Sweden. In 2010, Mauger was named an FIM Legend for his motorcycling achievements.
Kathryn Zurek
Kathryn M. Zurek is an American physicist and professor of theoretical physics at the California Institute of Technology. Her research interests primarily lie at the intersection of particle physics with cosmology and particle astrophysics. She is known for her theories on dark matter's "hidden valleys", also known as hidden sectors.

Astroparticle physics
Astroparticle physics, also called particle astrophysics, is a branch of particle physics that studies elementary particles of astrophysical origin and their relation to astrophysics and cosmology. It is a relatively new field of research emerging at the intersection of particle physics, astronomy, astrophysics, detector physics, relativity, solid state physics, and cosmology. Partly motivated by the discovery of neutrino oscillation, the field has undergone rapid development, both theoretically and experimentally, since the early 2000s.
Îndrăgostit (Deși n-am Vrut)
"Îndrăgostit (Deși n-am Vrut)" (Romanian pronunciation: [ɨndrəɡosˈtit deˈʃi nam ˈvrut]; "In love (against my will)") is a single by Romanian singer Smiley from the album Confesiune released on October 6, 2016. The song peaked at number five in the Romania Top 20 charts, spending thirteen weeks there.

The song won the 2016 Romanian Music Awards category for the Best Male Artist.

Romanian Music Awards
The Romanian Music Awards, or simply RMA, are a Romanian annual event awarding the best artists in Romania's music scene. It is organized by Music Channel Romania and has taken place in various locations in the country. It was held from 2002 until 2014, and returned in 2022.
Sarmaya Arts Foundation
Sarmaya Arts Foundation is a not-for-profit curated repository of art, artefacts and living traditions from the Indian subcontinent, run by the Sarmaya Trust and led by Paul Abraham and Pavitra Rajaram. Founded by former IndusInd Bank COO Paul Abraham in 2015, Sarmaya started as a digital museum showcasing Abraham's private collection of numismatics, cartography, photography, engravings, modern art, living traditions and rare books. In 2024, the archive moved to a restored space inside the 146-year-old Lawrence & Mayo building on Dr DN Road in Fort, Mumbai. It houses the Sarmaya collection and a library of 15,000 books, and hosts events including the lecture series Sarmaya Talks. Past speakers have included, Devdutt Pattanaik, Javed Akhtar, Nayanjot Lahiri, Mallika Sarabhai, Manu S Pillai and Rudrangshu Mukherjee.

Nayanjot Lahiri
Nayanjot Lahiri (born 1960) is a renowned historian and archaeologist of ancient India.

She studied at St. Stephen’s College, Delhi,  and at the Department of History, University of Delhi.

She has taught at Hindu College (1982–1993) and University of Delhi (1994–2016) is currently a professor of history at Ashoka University.

She is the winner of the 2013 Infosys Prize, in the humanities, for her work in archaeology and the 2016 awardee of the John F. Richards prize for her book Ashoka in Ancient India. She also served on the Humanities jury for the Infosys Prize from 2017 to 2018.
Kanisurra
Kanisurra (also Gansurra, Ganisurra) was a Mesopotamian goddess who belonged to the entourage of Nanaya. Much about her character remains poorly understood, though it is known she was associated with love. Her name might be derived from the word ganzer, referring to the underworld or to its entrance. In addition to Nanaya, she could be associated with deities such as Gazbaba, Išḫara and Uṣur-amāssu. She is first attested in sources from Uruk from the Ur III period, and continued to be worshiped in this city as late as in the Seleucid period.

Old Babylonian Empire
The Old Babylonian Empire, or First Babylonian Empire, is dated to c. 1894–1595 BC, and comes after the end of Sumerian power with the destruction of the Third Dynasty of Ur, and the subsequent Isin-Larsa period. The chronology of the first dynasty of Babylonia is debated; there is a Babylonian King List A and also a Babylonian King List B, with generally longer regnal lengths. In this chronology, the regnal years of List A are used due to their wide usage.
1984 NSL Cup final
The 1984 NSL Cup final was the final match of the 1984 NSL Cup, the eighth season of the National Soccer League Cup. It was played at Olympic Park in Melbourne on 12 September 1984 between Melbourne Knights and Newcastle Rosebud United. Newcastle won the match 1–0 for their first NSL Cup title.

Melbourne Knights FC
Melbourne Knights Football Club is an Australian professional soccer club based in the suburb of Sunshine North, Melbourne. The club currently competes in the Victorian Premier League 1, the second-tier of the Victorian soccer league system. It is one of the most successful soccer clubs in Australia, being a two-time championship and four-time premiership winner in the now defunct National Soccer League (NSL).

The club is based in the western suburbs of Melbourne and draws much of its support from the Croatian Australian community. The club's identification with its Croatian roots remains strong. It is a regular participant in the Australian-Croatian Soccer Tournament.

The Melbourne Knights play matches at Knights Stadium, a 15,000 capacity venue (with approximately 4,000 seated) which the club has owned and operated since 1989. As well as fielding men's and women's sides, the Knight's field junior teams of all year levels.
Elgin Museum (Moray)
Elgin Museum is a museum of local history in Elgin, Moray, Scotland. Its collections cover local fossils and geology, archaeology, ethnography, art and local history. Opened in 1843, it is one of the oldest independent museums in the country. The museum is run by The Moray Society. Entry to the museum is free.

The museum is housed in a Category A listed building on Elgin's High Street. The building was designed by architect Thomas Mackenzie in 1842, with alterations and additions by A. Marshall Mackenzie and Son in 1920.

Its fossil collection is classed as a Recognised Collection by Museums Galleries Scotland. In August 2021, the bones of a 375 million-year-old predator discovered three miles away were put on display.

Alexander Marshall Mackenzie
Alexander Marshall MacKenzie (1 January 1848 – 4 May 1933) was a Scottish architect responsible for prestigious projects including the headquarters of the Isle of Man Banking Company in Douglas, and Australia House and the Waldorf Hotel in London.

He received royal patronage with the design of Crathie Kirk (1893) and was subsequently chosen by the Duke and Duchess of Fife (the Prince of Wales's daughter Princess Louise) for the new (3rd) Mar Lodge (1895).