hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Members of the Queensland Legislative Assembly, 1966–1969
This is a list of members of the 38th Legislative Assembly of Queensland from 1966 to 1969, as elected at the 1966 state election held on 28 May 1966.

1  On 14 March 1967, the Country member for Roma, William Ewan, died.  Country candidate Ken Tomkins won the resulting by-election on 24 June 1967.

2  On 13 February 1968, the Country member for Landsborough and Premier of Queensland, Frank Nicklin, resigned. Country candidate Mike Ahern won the resulting by-election on 16 March 1968.

3  On 31 July 1968, the Country member for Isis and Premier of Queensland, Jack Pizzey, died. Labor candidate Jim Blake won the resulting by-election on 16 November 1968.

Electoral district of Isis
Isis was an electoral district of the Legislative Assembly in the Australian state of Queensland, from 1932 until 1992. It was named after the Shire of Isis in the Wide Bay–Burnett region.

Isis was created in the 1931 redistribution under the Moore government, replacing the former district of Burrum.  It primarily comprised the area between Bundaberg and Maryborough, not including the cities themselves.

Isis was primarily a safe seat for the Country party. Premier Jack Pizzey was the member for Isis from 1950 until his sudden death in 1968. The seat was then won by Labor in the resulting by-election.

Isis was abolished in the 1991 redistribution under the Goss government, being replaced by the new district of Hervey Bay.
Regular map (graph theory)
In mathematics, a regular map is a symmetric tessellation of a closed surface. More precisely, a regular map is a decomposition of a two-dimensional manifold (such as a sphere, torus, or real projective plane) into topological disks such that every flag (an incident vertex-edge-face triple) can be transformed into any other flag by a symmetry of the decomposition. Regular maps are, in a sense, topological generalizations of Platonic solids.  The theory of maps and their classification is related to the theory of Riemann surfaces, hyperbolic geometry, and Galois theory. Regular maps are classified according to either: the genus and orientability of the supporting surface, the underlying graph, or the automorphism group.

Surface (topology)
In topology, a surface is a two-dimensional manifold. Some surfaces arise as the boundaries of three-dimensional solid figures; for example, the sphere is the boundary of the solid ball. Other surfaces arise as graphs of functions of two variables; see the figure at right. However, surfaces can also be defined abstractly, without reference to any ambient space. For example, the Klein bottle is a surface that cannot be embedded in three-dimensional Euclidean space.

Topological surfaces are sometimes equipped with additional information, such as a Riemannian metric or a complex structure, that connects them to other disciplines within mathematics, such as differential geometry and complex analysis. The various mathematical notions of surface can be used to model surfaces in the physical world.
2020 British Figure Skating Championships
The 2020 British Figure Skating Championships were held from 26 November to 1 December 2019 at the IceSheffield in Sheffield. BBC Sport provided live coverage throughout the competition. Medals were awarded in the disciplines of men's singles, ladies' singles, pair skating, and ice dance at the senior, junior, and novice levels. The results were among the criteria used to determine international assignments.

BBC Sport
BBC Sport is the sports division of the BBC, providing national sports coverage for BBC television, radio and online. The BBC holds the television and radio UK broadcasting rights to several sports, broadcasting the sport live or alongside flagship analysis programmes such as Match of the Day, Test Match Special, Ski Sunday and Today at Wimbledon. Results, analysis and coverage is also added to the BBC Sport website and through the BBC Red Button interactive television service.
Raja Bell
Raja Dia Bell (born September 19, 1976) is an American former professional basketball player. He played in the National Basketball Association (NBA) for the Philadelphia 76ers, Dallas Mavericks, Utah Jazz, Phoenix Suns, Charlotte Bobcats, and Golden State Warriors. He was twice named to the NBA All-Defensive Team.

Bell spent the 2014–15 season as the director of player development for the Cleveland Cavaliers. He is now a podcast host for The Ringer.

2006 NBA playoffs
The 2006 NBA playoffs was the postseason tournament of the National Basketball Association's 2005–06 season. The tournament concluded with the Eastern Conference champion Miami Heat defeating the Western Conference champion Dallas Mavericks 4 games to 2 in the NBA Finals.  Dwyane Wade was named NBA Finals MVP.
Víctor Díaz (baseball)
Víctor Israel Díaz (born December 10, 1981) is a Dominican former professional baseball right fielder. He played in Major League Baseball (MLB) for the New York Mets and Texas Rangers, in the KBO League for the Hanwha Eagles and in Nippon Professional Baseball (NPB) for the Chunichi Dragons.

Right fielder
A right fielder, abbreviated RF, is the outfielder in baseball or softball who plays defense in right field. Right field is the area of the outfield to the right of a person standing at home plate and facing towards the pitcher's mound. In the numbering system used to record defensive plays, the right fielder is assigned the number 9.
Tsvetlin Yovchev
Tsvetlin Yovchev (Bulgarian: Цветлин Йовчев) is a Bulgarian politician, who served in the security sector as a head of the DANS National Security State Agency in the Borisov Government and as a Minister of Interior in the Oresharski Government. He was also chief of cabinet of former president Rosen Plevneliev.

Yovchev holds a Master's in economics from Sofia University. He is married and has one child. Yovchev speaks Russian and English in addition to his native Bulgarian.

Ministry of Interior (Bulgaria)
The Ministry of Interior (Bulgarian: Mинистерство на вътрешните работи, romanized: Ministerstvo na vatreshnite raboti, abbreviated МВР, MVR) of Bulgaria is the ministry charged with the national security and the upholding of law and order in the country.

The ministry was established in 1879 under Knyaz Alexander of Battenberg with the first prime minister and interior minister of what was then the autonomous Principality of Bulgaria being Todor Burmov.

As of September 2023 the Minister of Interior is Atanas Ilkov.
Linear complementarity problem
In mathematical optimization theory, the linear complementarity problem (LCP) arises frequently in computational mechanics and encompasses the well-known quadratic programming as a special case. It was proposed by Cottle and Dantzig in 1968.

Computational mechanics
Computational mechanics is the discipline concerned with the use of computational methods to study phenomena governed by the principles of mechanics. Before the emergence of computational science (also called scientific computing) as a "third way" besides theoretical and experimental sciences, computational mechanics was widely considered to be a sub-discipline of applied mechanics. It is now considered to be a sub-discipline within computational science.
Canon EOS 10D
The Canon EOS 10D is a discontinued 6.3-megapixel semi-professional digital SLR camera, initially announced on 27 February 2003. It replaced the EOS D60, which is also a 6.3-megapixel digital SLR camera. It was succeeded by the EOS 20D in August 2004.

Despite having an APS-C sensor, the 10D was introduced before EF-S lenses became available and was incompatible with them. The 10D is compatible 
only with EF lenses. All successive Canon Digital SLR cameras with APS-C sensors can mount EF-S lenses.

The 10D captured RAW images in the Canon CRW file format, which was retired by Canon, although modern versions of Canon's Digital Photo Professional will read it.

When it was released, recommended retail price in the USA was $1,999 (£1,520).

Single-lens reflex camera
In photography, a single-lens reflex camera (SLR) is a type of camera that uses a mirror and prism system to allow photographers to view through the lens and see exactly what will be captured. SLRs became the dominant design for professional and consumer-level cameras throughout the late 20th century, offering interchangeable lenses, through-the-lens (TTL) metering, and precise framing. Originating in the 1930s and popularized in the 1960s and 70s, SLR technology played a crucial role in the evolution of modern photography. Although digital single-lens reflex (DSLR) cameras succeeded film-based models, the rise of mirrorless cameras in the 2010s has led to a decline in SLR use and production. With twin lens reflex and rangefinder cameras, the viewed image could be significantly different from the final image. When the shutter button is pressed on most SLRs, the mirror flips out of the light path and allows light to pass through to the light receptor and the image to be captured.
Reuven Rubinstein
Reuven Rubinstein (Hebrew: ראובן רובינשטיין; 1938–2012) was an Israeli scientist known for his  contributions to Monte Carlo simulation, applied probability, stochastic modeling, and stochastic optimization, having authored more than one hundred papers and six books.

During his career, Rubinstein made fundamental and important contributions in these fields and advanced the theory and application of adaptive importance sampling, rare-event simulation, stochastic optimization, sensitivity analysis of simulation-based models, the splitting method, and counting problems concerning NP-complete problems.

He is well known as the founder of several breakthrough methods, such as
the score-function method, the stochastic counterpart method, and the cross-entropy method, which have numerous applications in combinatorial optimization and simulation.

Combinatorial optimization
Combinatorial optimization is a subfield of mathematical optimization  that consists of finding an optimal object from a finite set of objects, where the set of feasible solutions is discrete or can be reduced to a discrete set. Typical combinatorial optimization problems are the travelling salesman problem ("TSP"), the minimum spanning tree problem ("MST"), and the knapsack problem. In many such problems, such as the ones previously mentioned, exhaustive search is not tractable, and so specialized algorithms that quickly rule out large parts of the search space or approximation algorithms must be resorted to instead.

Combinatorial optimization is related to operations research, algorithm theory, and computational complexity theory. It has important applications in several fields, including artificial intelligence, machine learning, auction theory, software engineering, VLSI, applied mathematics and theoretical computer science.
Schlüter Profi Trac 5000 TVL
The Schlüter Profi Trac 5000 TVL is an agricultural tractor made by Anton Schlüter München. It is their biggest, and most powerful tractor.

Although it was presented to the public at the 55th DLG fair in 1978 as a series-production model, only one unit was ever built. Schlüter had planned to sell Profi Trac 5000 TVL tractors to former Yugoslavia, but due to political changes, no tractors were ever sold there. Instead, Schlüter used the Profi Trac 5000 TVL as a demonstrator throughout the 1980s. Eventually, after Schlüter was dissolved, the tractor was sold.

German Agricultural Society
The German Agricultural Society (Deutsche Landwirtschafts-Gesellschaft), commonly known as DLG, is an international non-profit organisation serving the agricultural industry in Germany. DLG was founded in 1885 by Max Eyth, has over 23,000 members as of 2011 and is headquartered in Frankfurt am Main. Its main purpose is to promote technical progress and scientific advances in the food and agricultural industry, including setting standards.
Sbrk
brk and sbrk are basic memory management system calls used in Unix and Unix-like operating systems to control the amount of memory allocated to the heap segment of the process. These functions are typically called from a higher-level memory management library function such as malloc. In the original Unix system, brk() and sbrk() were the only ways in which applications could acquire additional heap space; later versions allowed this to also be done using the mmap call. It is found in header <unistd.h>, in the C POSIX library.

Mmap
In computing, mmap(2) is a POSIX-compliant Unix system call that maps files or devices into memory. It is a method of memory-mapped file I/O. It implements demand paging because file contents are not immediately read from disk and initially use no physical RAM at all. The actual reads from disk are performed after a specific location is accessed, in a lazy manner. After the mapping is no longer needed, the pointers must be unmapped with munmap(2). Protection information—for example, marking mapped regions as executable—can be managed using mprotect(2), and special treatment can be enforced using madvise(2).

In Linux, macOS and the BSDs, mmap can create several types of mappings. Other operating systems may only support a subset of these; for example, shared mappings may not be practical in an operating system without a global VFS or I/O cache.
Canada Trust
The Canada Trust Company was a Canadian trust company founded in 1894 in Calgary, Alberta, as the General Trust Corporation of Canada. In 1899, it was acquired by the Huron and Erie Savings and Loan Society, which moved the company to London, Ontario, and changed its name to the Canada Trust Company.

In September 1985, Canada Trust was acquired by the conglomerate Genstar Corp. and, at the beginning of 1986, Genstar merged Canada Trust with Canada Permanent. The new company, which became the country's sixth-largest financial institution, was acquired in March 1986 by the tobacco conglomerate Imasco.

In June 1999, Imasco's controlling shareholder, British American Tobacco, announced its plan to increase its share to a majority. As part of the deal, British American would sell Canada Trust to the Toronto-Dominion Bank. The sale, worth CAD$7.8 billion, closed on 1 February 2000.

Thomas Graves Meredith
Thomas Graves Meredith KC (16 June 1853 – 18 October 1945) Canadian lawyer and businessman; President of Canada Life Assurance and President of the Middlesex Bar Association. Meredith Avenue in London, Ontario is named for him.
John Manners Smith
Lieutenant-Colonel John Manners Smith VC CIE CVO (30 August 1864 – 6 January 1920) was a British Indian Army and Indian Political Service officer who was a recipient of the Victoria Cross, the highest and most prestigious award for gallantry in the face of the enemy that can be awarded to British and Commonwealth forces.

Order of the Indian Empire
The Most Eminent Order of the Indian Empire is an order of chivalry founded by Queen Victoria on 1 January 1878. The Order includes members of three classes:

Knight Grand Commander (GCIE)

Knight Commander (KCIE)

Companion (CIE)

Appointments terminated after 1947, the year that British India became the independent Union of India and Dominion of Pakistan. With the death of the last surviving knight, the Maharaja Meghrajji III of Dhrangadhra, the order became dormant in 2010.
The motto of the Order is Imperatricis auspiciis, (Latin for "Under the auspices of the Empress"), a reference to Queen Victoria, the first Empress of India. The Order is the junior British order of chivalry associated with the British Indian Empire; the senior one is The Most Exalted Order of the Star of India.
Vieiras
Vieiras is a Brazilian municipality located in the state of Minas Gerais. The city belongs to the mesoregion of Zona da Mata and to the microregion of Muriaé.  As of 2020, the estimated population was 3,589.

Microregions of Brazil
A microregion (Portuguese: Microrregião) was a legally defined area in Brazil consisting of a group of municipalities. They were abolished in 2017 and replaced by Intermediate and Immediate Geographic Regions. Microregions were grouped together into mesoregions. In theory, Brazilian law provided for member municipalities to cooperate on matters of common interest, but in practice, the divisions were used primarily for statistical purposes by the Brazilian Institute of Geography and Statistics.
Boston Bulldogs
The Boston Bulldogs can refer to the following sports teams:

Boston Bulldogs (AFL), a professional American football team that was a member of the first American Football League in 1926

Boston Bulldogs (NFL), a professional American football team that was originally the Pottsville Maroons, playing in Boston in 1929

Boston Bulldogs (soccer), a professional football (soccer) team that started as the Worcester Wildfire in 1997 and competed in the A-League and the USL Pro Soccer League

Boston Bulldogs (ice hockey), a former American Tier III Junior A ice hockey team that competed in the Atlantic Junior Hockey League

Boston Bulldogs (WBCBL), a professional women's basketball team and member of the Women's Blue Chip Basketball League whose name was changed from Boston Bombers after the Boston Marathon bombing

Women's Basketball Development Association
The Women's Basketball Development Association (WBDA) was a professional development female basketball league.

The season typically operated from late April until early August and concluded with a league championship hosted by one of the WBDA's member teams.
2009–10 Welsh Alliance League
The 2009–10 Welsh Alliance League, known as the design2print Welsh Alliance League for sponsorship reasons, is the 26th season of the Welsh Alliance League, which is in the third level of the Welsh football pyramid.

The league consists of sixteen teams with the champions promoted to the Cymru Alliance and the bottom five relegated to Division 2.

The season began on 15 August 2009 and concluded on 15 May 2010 with Rhydymwyn as champions and promoted to the Cymru Alliance. Blaenau Ffestiniog Amateur, Llandyrnog United, Nantlle Vale, Amlwch Town and Halkyn United were relegated to the newly formed Welsh Alliance League Division 2.

Halkyn United F.C.
Halkyn United Football Club were a Welsh football club representing the Flintshire villages of Halkyn, Pentre Halkyn and Rhosesmor, near Mold, in Wales. They played their home games at Pant Newydd, which is also home to Halkyn Cricket Ground. Previously, during the 2018–19 season, they had been named Halkyn Mountain Football Club.
Malcolm Eric Trudgen
Malcolm Eric Trudgen   (born 1951) is a West Australian botanist.
He has published some 105 botanical names.   He currently runs his own consulting company, ME Trudgen and Associates.

He has worked in the Pilbara.

Kunzea
Kunzea is a genus of plants in the family Myrtaceae and is endemic to Australasia. They are shrubs, sometimes small trees and usually have small, crowded, rather aromatic leaves. The flowers are similar to those of plants in the genus Leptospermum but differ in having stamens that are longer than the petals. Most kunzeas are endemic to Western Australia but a few occur in eastern Australia and a few are found in New Zealand. The taxonomy of the genus is not settled and is complicated by the existence of a number of hybrids.
The Adventures of Sherlock Holmes and Dr. Watson (film)
The Adventures of Sherlock Holmes and Dr. Watson (Russian: Приключения Шерлока Холмса и доктора Ватсона) is a 1980 Soviet film adaptation of Arthur Conan Doyle's stories about Sherlock Holmes. It is the second film (episodes 3–5) in The Adventures of Sherlock Holmes and Dr. Watson film series directed by Igor Maslennikov.

The film is based on three short stories by Conan Doyle: "The Adventure of Charles Augustus Milverton", "The Final Problem", and "The Adventure of the Empty House".

The Final Problem
"The Final Problem" is a short story by Sir Arthur Conan Doyle featuring his detective character Sherlock Holmes. It was first published in The Strand Magazine in the United Kingdom, and McClure's in the United States, under the title "The Adventure of the Final Problem" in December 1893. It appears in book form as part of the collection The Memoirs of Sherlock Holmes.

The story, set in 1891, introduces the criminal mastermind Professor Moriarty. It was intended to be the final Holmes story, ending with the character's death, but Doyle was later persuaded to revive Holmes for additional stories and novels.
Selworthy
Selworthy is a small village and civil parish 5 kilometres (3 mi) from Minehead in Somerset, England. It is located in the National Trust's Holnicote Estate on the northern fringes of Exmoor. The parish includes the hamlets of Bossington, Tivington, Lynch, Brandish Street and Allerford.

At 308 metres (1,010 ft) Selworthy Beacon, rising above the village, is one of the highest points on Exmoor. Its height defines as one of the 'marilyns" in England. Near the summit are a series of cairns, thought to be the remains of round barrows, and the British Iron Age Bury Castle.

Bossington is separated from Porlock Bay by a shingle beach, through which flows the River Horner, forming part of the Porlock Ridge and Saltmarsh Site of Special Scientific Interest. In the 1990s rising sea levels created salt marshes, and lagoons developed in the area behind the boulder bank. The village is on the South West Coast Path.

Cairn
A cairn is a human-made pile (or stack) of stones raised for a purpose, usually as a marker or as a burial mound. The word cairn comes from the Irish: carn [ˈkʰaːrˠn̪ˠ] (plural cairn [ˈkʰaːrˠɲ]).

Cairns have been and are used for a broad variety of purposes. In prehistory, they were raised as markers, as memorials and as burial monuments, some of which contained chambers.

In the modern era, cairns are often raised as landmarks, especially to mark the summits of mountains, and as trail markers. They vary in size from small piles of stones to entire artificial hills, and in complexity from loose conical rock piles to elaborate megalithic structures. Cairns may be painted or otherwise decorated, whether for increased visibility or for religious reasons.
Börde Wanzleben
Börde Wanzleben was a Verwaltungsgemeinschaft ("collective municipality") in the district of Börde (district), in Saxony-Anhalt, Germany. The seat of the Verwaltungsgemeinschaft was in Wanzleben. It was created in 2004 and disbanded on 1 January 2010.

The Verwaltungsgemeinschaft Börde Wanzleben consisted of the following municipalities (population in 2006 between brackets):

Bottmersdorf (728)

Domersleben (1,143)

Dreileben (597)

Eggenstedt (282)

Groß Rodensleben (1,097)

Hohendodeleben (1,813)

Klein Rodensleben (577)

Klein Wanzleben (2,470)

Seehausen (1,892)

Wanzleben (5,294)

Börde (district)
Börde (German: Landkreis Börde) is a district in Saxony-Anhalt in Germany. Its seat is the town Haldensleben. It takes its name from the natural region Magdeburg Börde. It is the site of the Morsleben radioactive waste repository. The disposal of waste into the facility ended in 1998.
Saalbach-Hinterglemm
Saalbach-Hinterglemm is a municipality in the district of Zell am See (Pinzgau region), in the Austrian state of Salzburg.  It is well known for its skiing and other winter sports. A four-piste network consisting of Saalbach, Hinterglemm, Fieberbrunn and Leogang is located in the municipality, adding up to 270 kilometres (170 mi) of ski slopes. It is short transfer to resort from Salzburg Airport.

Piste
A piste (/piːst/) is a marked trail or path down a mountain for snow skiing, snowboarding, or other mountain sports.

This term is French ("trail", "track") and synonymous with 'trail', 'slope', or 'run' in North America. The word is pronounced using a long "e" sound so that it rhymes with "beast".

North Americans employ its antonym, 'off piste', to describe backcountry skiing, especially when referring to skiing outside officially approved areas of a ski resort.