hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Omnitruncated 6-simplex honeycomb
In six-dimensional Euclidean geometry, the omnitruncated 6-simplex honeycomb is a space-filling tessellation (or honeycomb). It is composed entirely of omnitruncated 6-simplex facets.

The facets of all  omnitruncated simplectic honeycombs are called permutahedra and can be positioned in n+1 space with integral coordinates, permutations of the whole numbers (0,1,..,n).

Permutohedron
In mathematics, the permutohedron (also spelled permutahedron) of order n is an (n − 1)-dimensional polytope embedded in an n-dimensional space. Its vertex coordinates (labels) are the permutations of the first n natural numbers. Two permutations connected by an edge differ in only two places (one transposition), and the numbers on these places are neighbors (differ in value by 1).

The image on the right shows the permutohedron of order 4, which is the truncated octahedron. Its vertices are the 24 permutations of (1, 2, 3, 4). Parallel edges have the same edge color. The 6 edge colors correspond to the 6 possible transpositions of 4 elements, i.e. they indicate in which two places the connected permutations differ. (E.g. red edges connect permutations that differ in the last two places.)
Canterbury Pioneer Women's Memorial
The Canterbury Pioneer Women's Memorial commemorates the pioneer women of Canterbury in New Zealand. After arrival by sea in Lyttelton Harbour, early settlers had to cross the Port Hills via the Bridle Path to reach Christchurch or the  Canterbury Plains. The memorial was unveiled at the summit of the Bridle Path in 1940, 90 years after the First Four Ships had arrived in Lyttelton. The impetus for having a memorial was for Christchurch to have a contribution for the New Zealand centennial commemorating the signing of the Treaty of Waitangi in 1840. Hence, the Canterbury Pioneer Women's Memorial commemorates two events that happened ten years apart.

Canterbury Plains
The Canterbury Plains (Māori: Kā Pākihi-whakatekateka-a-Waitaha) are an area in New Zealand centred in the Mid Canterbury, to the south of the city of Christchurch in the Canterbury region. Their northern extremes are at the foot of the Hundalee Hills in the Hurunui District, and in the south they merge into the plains of North Otago beyond the Waitaki River. The smaller Amuri Plain forms a northern extension of the plains.
South African type XC tender
The South African type XC tender was a steam locomotive tender from the pre-Union era in Transvaal.

The Type XC tender entered service in 1910 and 1911, as tenders to the Class 10-C 4-6-2 Pacific type steam locomotives which were acquired by the Central South African Railways. These locomotives were designated Class 10C on the South African Railways in 1912.

Central South African Railways
The Central South African Railways (CSAR) was from 1902 to 1910 the operator of public railways in the Transvaal Colony and Orange River Colony in what is now South Africa. During the Anglo-Boer War, as British forces moved into the territory of the Orange Free State and the South African Republic, the Orange Free State Government Railways, the Netherlands-South African Railway Company and the Pretoria-Pietersburg Railway were taken over by the Imperial Military Railways under Lieutenant-Colonel Sir Percy Girouard.

After the war had ended, the Imperial Military Railways became the Central South African Railways in July 1902, with Thomas Rees Price as general manager. With the creation of the Union of South Africa in 1910, the CSAR was merged with the Cape Government Railways and the Natal Government Railways to form the South African Railways, which is now Transnet Freight Rail.
Væggerløse Church
Væggerløse Church (Danish: Væggerløse Kirke) is a Romanesque church in the village of Væggerløse, 7 kilometres (4.3 mi) south of Nykøbing on the Danish island of Falster. Its early 16th century frescos depict the Supper at Emmaus.

Falster
Falster (Danish: [ˈfælˀstɐ]) is an island in south-eastern Denmark with an area of 486.2 km2 (187.7 sq mi) and 43,398 inhabitants as of 1 January 2010. Located in the Kattegat, Belts and Sound area, it is part of Region Zealand and is administered by Guldborgsund Municipality. Falster includes Denmark's southernmost point, Gedser Odde, near Gedser.

The largest town is Nykøbing Falster with over 40% of the island's inhabitants. Other towns include Stubbekøbing, Nørre Alslev and Gedser.

Falster has motor and railway links both to the larger island of Zealand to the north and to the island of Lolland to the south-west. These links also lead to the smaller islands of Masnedø and Farø. European route E47 links Copenhagen to Hamburg (Germany) via Falster.
Tara Singh Hayer
Tara Singh Hayer OBC (November 15, 1936 – November 18, 1998) was an Indian-Canadian newspaper publisher and editor who was murdered after his outspoken criticism of fundamentalist violence and terrorism. In particular, he was a key witness in the trial of the Air India Flight 182 bombing.

Hayer was the founder of the Indo-Canadian Times, the largest and oldest Punjabi-language weekly newspaper in Canada and the leading Punjabi-language newspaper in North America. The paper—distributed in Canada, the United States, and England—was regularly used by Hayer to speak out against violent extremist groups.

He is the first, and one of the few journalists in Canada, to have been killed specifically for his work.

History of Canadian newspapers
There were five important periods in the history of Canadian newspapers' responsible for the eventual development of the modern newspaper. These are the "Transplant Period" from 1750 to 1800, when printing and newspapers initially came to Canada as publications of government news and proclamations; followed by the "Partisan Period from 1800–1850," when individual printers and editors played a growing role in politics. The "Nation Building Period from 1850–1900," when Canadian editors began the work of establishing a common nationalistic view of Canadian society. The "Modern period" from 1900 to 1980s saw the professionalization of the industry and the growth of chains. "Current history" since the 1990s saw outside interests take over the chains, as they faced new competition from the Internet.
2022 Turkish Basketball Cup
The 2022 Turkish Basketball Cup (Turkish: 2022 Basketbol Erkekler Türkiye Kupası), also known as Bitci Erkekler Türkiye Kupası for sponsorship reasons, was the 36th edition of Turkey's top-tier level professional national domestic basketball cup competition. The quarterfinals of tournament were held from 15 to 16 February 2022 in 4 different locations and then semi-finals and the final were held from 18 to 20 February 2022 in the Tofaş Nilüfer Spor Salonu in Bursa, Turkey. Anadolu Efes won the competition by defeating Fenerbahçe Beko 86–72 in the final.

Tofaş Nilüfer Spor Salonu
Tofaş Nilüfer Spor Salonu, or Tofaş Nilüfer Sports Hall, is a multi-purpose indoor arena that is located in Nilüfer, Bursa, Turkey. The arena has a seating capacity of 7,500 people for basketball games.
Hans Max von Aufseß
Hans Max Baron von Aufseß (August 4, 1905, in Berchtesgaden – November 22, 1993) was a German writer who primarily published on topics related to the cultural history of Franconia. A great-nephew of Hans Baron von und zu Aufseß, the founder of the Germanic National Museum in Nuremberg, he lived and wrote at his castle, Oberaufseß, in Upper Franconia.

Upper Franconia
Upper Franconia (German: Oberfranken, pronounced [ˈoːbɐˌfʁaŋkn̩] ⓘ) is an administrative region (Regierungsbezirk) of the state of Bavaria, southern Germany. It forms part of the historically significant region of Franconia, the others being Middle Franconia and Lower Franconia, which are all part of Bavaria.

With more than 200 independent breweries which brew approximately 1000 different types of beer, Upper Franconia has the world's highest brewery-density per capita. A special Franconian beer route (Fränkische Brauereistraße) runs through many popular breweries.
Veera Thalattu
Veera Thalattu (transl. Lullaby of Bravery) is a 1998 Indian Tamil-language action drama film written and directed by Kasthuri Raja. The film stars Murali, Vineetha and Khushbu, while Rajkiran, Radhika and Lakshmi play other supporting roles. It was released on 10 April 1998.

Radhika Sarathkumar
Radikaa Sarathkumar (/rɑːðɪkɑː/) is an Indian actress, film producer, film director and politician who works predominantly in Tamil and Telugu cinema, TV serials and web series as well as in Hindi, Malayalam and Kannada films. She is a recipient of a National Film Award, two Nandi Awards, three Tamil Nadu State Film Awards and six Filmfare Award South.
Fitzgerald Bridge, Pune
The Fitzgerald Bridge (also known as the Bund Garden Bridge) is an historic structure located in Pune, India. It was constructed in 1867 during the British India period.
 It was the first spandrel arch bridge in the city of Pune, connecting the Bund Garden to the Chima garden.

The bridge crosses the Mula-Mutha River. It features a representation of a Medici lion at each end of the bridge. The bridge was designed and constructed by Captain Robert S. Sellon of the Royal Engineers. It was built for the sum of ₹ 2 lakh. The Bridge is named for the Governor of Bombay at the time, Sir William Robert Vesey Fitzgerald.

By 2013, the two lane masonry arch bridge has over lived its design life span. A new four lane bridge was to replace the structure, with the new bridge to be named after Babasaheb Ambedkar.

There were plans to demolish the bridge but finally it was closed for vehicular traffic and converted into a space for arts and artisans.

Seymour Vesey-FitzGerald
Sir William Robert Seymour Vesey-FitzGerald, GCSI, GCIE, PC (1818 – 28 June 1885), was an Anglo-Irish politician and colonial administrator. He served as Under-Secretary of State for Foreign Affairs between 1858 and 1859 and as Governor of Bombay between 1867 and 1872.
Road signs in Portugal
Road signs in Portugal are governed by the Road Signage Regulation (Portuguese: Regulamento de Sinalização do Trânsito) of the Portuguese Republic. The country is an original signatory to the Vienna Convention on Road Signs and Signals.

They are installed along the road on the right side of the road and are subdivided into warning signs (group A), regulatory signs (groups B-D), subdivided into priority, prohibition, obligation and specific prescription signs, indication signs (groups H-T), subdivided into information signs, pre-signalling, direction, confirmation, location identification, supplementary signs, additional signs and temporary signs (groups AT and TC). The typefaces used on road signs are derived from the British Transport and Motorway typefaces.

Vienna Convention on Road Signs and Signals
The Convention on Road Signs and Signals, commonly known as the Vienna Convention on Road Signs and Signals, is a multilateral treaty that establishes an international standard for signing systems for road traffic, such as road signs, traffic lights and road markings.

The Convention was agreed upon by the United Nations Economic and Social Council at its Conference on Road Traffic in Vienna, Austria from 7 October to 8 November 1968. Thirty-one countries signed the Convention on the final day of the conference, and it entered into force on 6 June 1978. This conference also produced the Vienna Convention on Road Traffic, which provides complementary standardising of international traffic laws.
Price Cutter Charity Championship
The Price Cutter Charity Championship is a regular golf tournament on the Korn Ferry Tour. It is played at the Highland Springs Country Club in Springfield, Missouri, United States. It is one of four original Tour events still played.

The 2017 purse was $675,000, with $121,500 going to the winner.

Korn Ferry Tour
The Korn Ferry Tour is the developmental tour for the U.S.-based PGA Tour, and features professional golfers who have either not yet reached the PGA Tour, or who have done so but then failed to win enough FedEx Cup points to stay at that level. Those who finish in the top 20 of the money list at year's end are given PGA Tour memberships for the next season. Since the 2013 season, the Korn Ferry Tour has been the primary pathway for those seeking to earn their PGA Tour card. Q-School, which had previously been the primary route for qualification to the PGA Tour, has been converted as an entryway to the Korn Ferry Tour.
Abortion in Timor-Leste
Abortion in Timor-Leste is only legal if the abortion will save the woman's life, overall health, and if her pregnancy was caused by rape, an exception made by Parliament in 2009. Women's groups and NGOs have been advocating for abortion laws to include instances of incest and child endangerment.

In Timor-Leste, any abortion approved to preserve the woman's health requires consent from three physicians. All other abortions are criminal offenses, and the person who performs the abortion as well as the pregnant woman face up to three years of imprisonment.

National Parliament of Timor-Leste
The National Parliament (Tetum: Parlamentu Nasionál, Portuguese: Parlamento Nacional) is the unicameral national legislature in Timor-Leste. It was created in 2001 as the Constituent Assembly while the country was still administered by the United Nations, but renamed itself to the National Parliament with the attaining of national independence on 20 May 2002.
Kalininsky (rural locality)
Kalininsky (Russian: Калининский; masculine), Kalininskaya (Калининская; feminine), or Kalininskoye (Калининское; neuter) is the name of several rural localities in Russia:

Kalininsky, Altai Krai, a settlement in Soloneshensky District of Altai Krai

Kalininsky, name of several other rural localities

Kalininskaya, Krasnodar Krai, a stanitsa in Kalininsky District of Krasnodar Krai

Kalininskaya, Rostov Oblast, a stanitsa in Tsimlyansky District of Rostov Oblast

Kalininskaya, name of several other rural localities

Kalininskoye, Republic of Bashkortostan, a village in Iglinsky District of the Republic of Bashkortostan

Kalininskoye, name of several other rural localities

Iglinsky District
Iglinsky District (Russian: Игли́нский райо́н; Bashkir: Иглин районы, İglin rayonı) is an administrative and municipal district (raion), one of the fifty-four in the Republic of Bashkortostan, Russia. It is located in the east of the republic and borders with Nurimanovsky District in the north, Chelyabinsk Oblast in the east, Arkhangelsky District in the south, Karmaskalinsky District in the southwest, Ufimsky District in the west, and with Blagoveshchensky District in the northwest. The area of the district is 2,450 square kilometers (950 sq mi). Its administrative center is the rural locality (a selo) of Iglino. As of the 2010 Census, the total population of the district was 49,675, with the population of Iglino accounting for 33.8% of that number.
Hank Chapman
Henry Peter Chapman (May 3, 1915 – October 18, 1973), credited in comics under both his formal name and as Hank Chapman, was an American comic book writer for Marvel Comics' two predecessors, Timely Comics and Atlas Comics, and later for DC Comics, where he specialized in war fiction. Though much of his Timely/Atlas work went unsigned, comics historians estimate that Chapman, a staff writer, penned several hundred or more stories.

Among Chapman's works is an early self-reflexive comic-book story, in 1951, in which he and editor Stan Lee appear; and the creation, with artist Jack Abel, of the DC Comics character Sgt. Mule, a pack animal that helped its Allied keepers fight the Nazis in a variety of World War II stories.

Timely Comics
Timely Comics was the common name for the group of corporations that was the earliest comic book arm of American publisher Martin Goodman, and the entity that would evolve by the 1960s to become Marvel Comics.

Founded in 1939, during the era called the Golden Age of Comic Books, "Timely" was the umbrella name for the comics division of pulp magazine publisher Goodman, whose business strategy involved having a multitude of corporate entities all producing the same product. The company's first publication in 1939 used Timely Publications, based at his existing company in the McGraw-Hill Building at 330 West 42nd Street in New York City. In 1942, it moved to the 14th floor of the Empire State Building, where it remained until 1951. In 2016, Marvel announced that Timely Comics would be the name of a new imprint of low-priced reprint comics.
Andy Gosney
Andrew Robert Gosney (born 8 November 1963) is an English former professional footballer who played as a goalkeeper. He made 70 appearances in the Football League playing for Portsmouth, York City, Birmingham City and Exeter City. He represented England at youth level.

England national youth football team
The England national youth football teams are a group of six teams that represents England in association football at various specific age levels, ranging from under-16 to under-21. All of the teams are controlled by the Football Association, the governing body for football in England.

The six teams are the following:

England national under-21 football team

England national under-20 football team

England national under-19 football team

England national under-18 football team

England national under-17 football team

England national under-16 football team
Yuki Sato (runner)
Yuki Sato (佐藤 悠基, Satō Yūki; born 26 November 1986 in Shimizu, Shizuoka) is a Japanese long-distance runner. At the 2012 Summer Olympics, he competed in the Men's 5000 metres, finished 26th overall in Round 1, and thus failed to qualify for the final.  He also competed in the men's 10000 metres, finishing in 22nd place.

Athletics at the 2012 Summer Olympics – Men's 10,000 metres
The Men's 10,000 metres competition at the 2012 Summer Olympics in London, United Kingdom. The event was held at the Olympic Stadium on 4 August. The race was won by 0.48 seconds by Mo Farah, the reigning 5000 metres World Champion, in a time of 27:30.42.
Merulempista turturella
Merulempista turturella is a species of snout moth. It is found in Spain, France, Italy, the Canary Islands and North Africa, including Algeria.

The wingspan is 12–16 mm.

The larvae feed on Tamarix canariensis.

Tamarix canariensis
Tamarix canariensis is a species of flowering plant in the family Tamaricaceae. It is a shrub or small tree up to 4 m tall. It was previously said to be native to parts of Macaronesia, northern Africa and south-western Europe, but is now considered only to be found in the Canary Islands, the African and European species being Tamarix gallica. It was first described by Carl Ludwig Willdenow in 1816.

Flowers and foliage
Weighted-average life
In finance, the weighted-average life (WAL) of an amortizing loan or amortizing bond, also called average life, is the weighted average of the times of the principal repayments: it's the average time until a dollar of principal is repaid.

In a formula,

where:

is the (total) principal,

is the principal repayment that is included in payment , hence

is the fraction of the total principal that is included in payment , and

is the time (in years) from the calculation date to payment .

If desired,  can be expanded as  for a monthly bond, where  is the fraction of a month between settlement date and first cash flow date.

Weighted average
Weighted average is a single number or value that best represents a set of data, when each data point is assigned different "weights" or importance. 
The most common weighted average is the weighted arithmetic mean, which is similar to an ordinary arithmetic mean except some data points contribute more than others. 
Other cases include the weighted geometric mean and weighted harmonic mean.
Two of Us (1987 film)
Two of Us (also released as The Two of Us on home video) is a 1987 gay-themed BBC television film written by Leslie Stewart and directed by Roger Tonge. It was produced for the BBC Schools Scene series, and intended for young adults.  It confronted the Thatcherite government's attempt to ban gay sex education in schools via the controversial (and since repealed) section 28 legislation. Given this backdrop, the BBC opted not to show it during the day and it was screened late at night, even though it was originally created for a school audience. It wasn't until February 1990 that the play was shown during the day.

BBC Schools
BBC Schools, also known as BBC for Schools and Colleges or BBC Education, was the educational programming strand set up by the BBC in 1957, broadcasting a range of educational programmes for children aged 5–16. From its launch until June 1983, programming was primarily based on BBC1 during the daytime, apart from during coverage of major news events which saw the programmes shifted to BBC2. In September 1983, programming was transferred permanently to BBC2 freeing BBC1 to develop its own daytime schedule. The strand, named Daytime on Two, remained on BBC Two until March 2010; it was later supplemented by the 'Class TV' strand on CBBC.
Papyrus 35
Papyrus 35 (in the Gregory-Aland numbering), designated by 𝔓35, is an early copy of the New Testament in Greek. It is a papyrus manuscript of the Gospel of Matthew, it contains only Matthew 25:12-15.20-23. The manuscript paleographically has been assigned to the 3rd or 4th century.

Papyrus
Papyrus (/pəˈpaɪrəs/ pə-PY-rəs) is a material similar to thick paper that was used in ancient times as a writing material. It was made from the pith of the papyrus plant, Cyperus papyrus, a wetland sedge. Papyrus (plural: papyri or papyruses) can also refer to a document written on sheets of such material, joined side by side and rolled up into a scroll, an early form of a book.

Papyrus was first known to have been used in Egypt (at least as far back as the First Dynasty), as the papyrus plant was once abundant across the Nile Delta. It was also used throughout the Mediterranean region. Apart from writing material, ancient Egyptians employed papyrus in the construction of other artifacts, such as reed boats, mats, rope, sandals, and baskets.
Rectified 9-simplexes
In nine-dimensional geometry, a rectified 9-simplex is a convex uniform 9-polytope, being a rectification of the regular 9-simplex.

These polytopes are part of a family of 271 uniform 9-polytopes with A9 symmetry.

There are unique 4 degrees of rectifications. Vertices of the rectified 9-simplex are located at the edge-centers of the 9-simplex. Vertices of the birectified 9-simplex are located in the triangular face centers of the 9-simplex. Vertices of the trirectified 9-simplex are located in the tetrahedral cell centers of the 9-simplex. Vertices of the quadrirectified 9-simplex are located in the 5-cell centers of the 9-simplex.

Tetrahedron
In geometry, a tetrahedron (pl.: tetrahedra or tetrahedrons), also known as a  triangular pyramid, is a polyhedron composed of four triangular faces, six straight edges, and four vertices. The tetrahedron is the simplest of all the ordinary convex polyhedra.

The tetrahedron is the three-dimensional case of the more general concept of a Euclidean simplex, and may thus also be called a 3-simplex.

The tetrahedron is one kind of pyramid, which is a polyhedron with a flat polygon base and triangular faces connecting the base to a common point. In the case of a tetrahedron, the base is a triangle (any of the four faces can be considered the base), so a tetrahedron is also known as a "triangular pyramid".

Like all convex polyhedra, a tetrahedron can be folded from a single sheet of paper. It has two such nets.

For any tetrahedron there exists a sphere (called the circumsphere) on which all four vertices lie, and another sphere (the insphere) tangent to the tetrahedron's faces.