hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Alcea tabrisiana
Alcea tabrisiana is a species of flowering plant in the hollyhock genus Alcea, family Malvaceae. It is native to Turkey, the Transcaucasus, and Iran. It occurs on dry stony slopes, in mountain steppe and in forests, between 750 and 1,750 m elevation.

Malvaceae
Malvaceae (/mælˈveɪsi.iː, -ˌaɪ/), or the mallows, is a family of flowering plants estimated to contain 244 genera with 4225 known species. Well-known members of economic importance include cacao, cola, cotton, okra, roselle and durian. There are also some genera containing familiar ornamentals, such as Alcea (hollyhock), Malva (mallow), and Tilia (lime or linden tree). The genera with the largest numbers of species include Hibiscus (434 species), Pavonia (291 species), Sida (275 species), Ayenia (216 species), Dombeya (197 species), and Sterculia (181 species).
Regular paperfolding sequence
In mathematics the regular paperfolding sequence, also known as the dragon curve sequence, is an infinite sequence of 0s and 1s. It is obtained from the repeating partial sequence

by filling in the question marks by another copy of the whole sequence. The first few terms of the resulting sequence are:

If a strip of paper is folded repeatedly in half in the same direction,  times, it will get  folds, whose direction (left or right) is given by the pattern of 0's and 1's in the first  terms of the regular paperfolding sequence. Opening out each fold to create a right-angled corner (or, equivalently, making a sequence of left and right turns through a regular grid, following the pattern of the paperfolding sequence) produces a sequence of polygonal chains that approaches the dragon curve fractal:

Polygonal chain
In geometry, a polygonal chain is a connected series of line segments. More formally, a polygonal chain ⁠⁠ is a curve specified by a sequence of points  called its vertices. The curve itself consists of the line segments connecting the consecutive vertices.
Hartford Wits
The Hartford Wits were a group of young writers from Connecticut in the late 18th century including John Trumbull, Timothy Dwight, David Humphreys, Joel Barlow, and Lemuel Hopkins. Originally the Connecticut Wits, the group formed in the late 18th century as a literary society at Yale College and then assumed a new name, the Hartford Wits. Their writings satirized an outmoded curriculum and, more significantly, society and the politics of the mid-1780s.

Literary society
A literary society is a group of people interested in literature. In the modern sense, this refers to a orgaization which promotes the reception of a genre of writing or a specific author. Modern literary societies typically promote research, publish newsletters, and hold meetings where findings can be presented and discussed. Some are more academic and scholarly, while others are more social groups of amateurs who appreciate a chance to discuss their favourite writer with other hobbyists.

Historically, "literary society" has also referred to salons such as those of Madame de Stael, Madame Geoffrin and Madame de Tencin in Ancien Regime France, though these could more accurately be considered literary circles or coteries. Another meaning was of college literary societies, student groups specific to the United States.

The oldest formal societies for writing and promoting poetry are the chambers of rhetoric in the Low Countries, which date back to the Middle Ages.
Rychlicki
Rychlicki (feminine: Rychlicka) is a Polish surname. It may be either a toponymic or patronymic surname derived from a location named Rychlik, or a nickname or given name derived from the word rychły, "quick".  Notable people with the surname include:

Kamil Rychlicki (born 1996), Luxembourgish volleyball player

Teresa Rychlicka-Kasprzyk (born 1950), Polish volleyball player

Zbigniew Rychlicki (1922–1989), Polish graphic artist, illustrator of children's books

Zbigniew Rychlicki
Zbigniew Rychlicki (17 January 1922 – 10 September 1989) was a Polish graphic artist, and illustrator of children's books. He received the Hans Christian Andersen Awards Prize given by the Jury of the International Board on Books for Young People (IBBY) for outstanding artistic achievement. He was given the 1954 Prime Minister's Award for his works for children and youth.
Solar eclipse of March 10, 2081
An annular solar eclipse will occur at the Moon's ascending node of orbit on Monday, March 10, 2081, with a magnitude of 0.9304. A solar eclipse occurs when the Moon passes between Earth and the Sun, thereby totally or partly obscuring the image of the Sun for a viewer on Earth. An annular solar eclipse occurs when the Moon's apparent diameter is smaller than the Sun's, blocking most of the Sun's light and causing the Sun to look like an annulus (ring). An annular eclipse appears as a partial eclipse over a region of the Earth thousands of kilometres wide. Occurring about 2.3 days after apogee (on March 8, 2081, at 6:10 UTC), the Moon's apparent diameter will be smaller.

The path of annularity will be visible from parts of Chile, Argentina, southeastern Liberia, southern Côte d'Ivoire, Ghana, Togo, Benin, Nigeria, Cameroon, and the western Central African Republic. A partial solar eclipse will also be visible for parts of South America, Antarctica, Africa, and Southern Europe.

Angular diameter
The angular diameter, angular width, angular size, apparent diameter, or apparent size is an angular separation (in units of angle) describing how large a sphere or circle appears from a given point of view. In the vision sciences, it is called the visual angle, and in optics, it is the angular aperture (of a lens). The angular diameter can alternatively be thought of as the angular displacement through which an eye or camera must rotate to look from one side of an apparent circle to the opposite side.

A person can resolve with their naked eyes diameters down to about 1 arcminute (approximately 0.017° or 0.0003 radians). This corresponds to 0.3 m at a 1 km distance, or to perceiving Venus as a disk under optimal conditions.
You Look Like You Love Me
"You Look Like You Love Me" is a song by American country music singer Ella Langley. It was released on June 21, 2024, as a promotional single ahead of her debut studio album Hungover, before being scheduled for release at country radio on August 5, 2024. It features American country music singer Riley Green and was produced by Will Bundy. The song is Langley's first entry on the Billboard Hot 100, debuting at number 53. It won Musical Event of the Year at the 58th Annual Country Music Association Awards. It is Langley's first and Green's second number one on the Country Airplay chart.

Country radio
Country radio refers to radio stations that play country music. Most country radio stations are commercial radio stations. Most country radio stations usually play only music which has been officially released to country radio by record labels. The largest owners of country music stations in the United States include iHeartMedia, Cumulus Media, Audacy, and Townsquare Media. There are more radio stations in the United States specializing in country music (about 2,100 stations) than any other format, out of a total of about 15,000 radio stations in the US. Country radio stations are very influential in the country music industry, compared to other genres of music. Until 2012, only country radio stations were counted in the Billboard Hot Country Songs chart's airplay component, and from 1990 to 2012, country radio was the sole arbiter of a song's position on that chart; the same magazine's Country Airplay chart remains limited solely to country radio stations.
Belgium–United States relations
The United States and Belgium maintain a friendly bilateral relationship. Continuing to celebrate cooperative U.S. and Belgian relations, 2007 marked the 175th anniversary of the nations' relationship.

According to the 2021 U.S. Global Leadership Report, 61% of Belgians approve of U.S. leadership, with 26% disapproving and 13% uncertain.

Hugh S. Legaré
Hugh Swinton Legaré (/lɪˈɡriː/ lih-GREE; January 2, 1797 – June 20, 1843) was an American lawyer, diplomat and politician from South Carolina who served as the 16th United States Attorney General under President John Tyler.

Legaré served as Attorney General of South Carolina from 1830 to 1832 before President Andrew Jackson appointed him as the acting minister to the new Kingdom of Belgium. On his return to the United States, he was elected to represent Charleston in the United States House of Representatives but lost re-election to Isaac E. Holmes.

Following the 1841 death of President William Henry Harrison and the resignation of Whigs from the cabinet, Legaré was named United States Attorney General by John Tyler. He served as Attorney General until his death in office on June 20, 1843. For the final month of his life, Legaré also served as United States Secretary of State ad interim following the resignation of Daniel Webster.
Kommst du mit ihr
"Kommst du mit ihr" (English: Are you coming with her?) is a song by German pop singer Sarah Connor. It was written and produced by Connor along with Peter Plate, Ulf Leo Sommer, and Daniel Faust for her ninth studio album Muttersprache (2015). The song was released as the album's third single on 4 March 2016 in German-speaking Europe.

Geographical distribution of German speakers
This article details the geographical distribution of speakers of the German language, regardless of the legislative status within the countries where it is spoken. In addition to the Germanosphere (German: Deutscher Sprachraum) in Europe, German-speaking minorities are present in many other countries and on all six inhabited continents.

Mostly depending on the inclusion or exclusion of certain varieties with a disputed status as separate languages or which were later acknowledged as separate languages (e.g., Low German/Plautdietsch), it is estimated that approximately 90–95 million people speak German as a first language, 10–25 million as a second language, and 75–100 million as a foreign language. This would imply approximately 175–220 million German speakers worldwide.
Mark Thornton
Mark Thornton (born June 7, 1960) is an American economist of the Austrian School.  He has written on the topic of prohibition of drugs, the economics of the American Civil War, and the "Skyscraper Index". He is a Senior Fellow with the Ludwig von Mises Institute in Alabama and a Research Fellow with the Independent Institute.

Independent Institute
The Independent Institute is an American libertarian think tank founded in 1986 by David J. Theroux and based in Oakland, California. The institute has more than 140 research fellows and is organized into seven centers addressing a range of political, social, economic, legal, environmental, and foreign policy issues. The Independent Institute publishes books, reports, blogs, podcasts, and the quarterly scholarly journal The Independent Review.
Deulpota
Deulpota is an archaeological site located beside the Hooghly river, in the Diamond Harbour II CD block in the Diamond Harbour subdivision of the South 24 Parganas district in the Indian state of West Bengal.

Community development block
In India, a community development block (CD block) or simply a block is a sub-division of a district, administratively earmarked for planning and development. In tribal areas, similar sub-divisions are called tribal development blocks (TD blocks). The area is administered by a block development officer (BDO), supported by several technical specialists and village-level workers. A community development block covers several gram panchayats, the local administrative units at the village level. A block is a rural subdivision and typically smaller than a tehsil. A tehsil is purely for revenue administration, whereas a block is for rural development purposes. In most states, a block is coterminous with the panchayat samiti area.
Christian Boner
Christian Boner (French: [kʁistjɑ̃ bɔnɛʁ]; 8 December 1947 – 10 September 2025) was a French journalist.

Boner was a longtime telejournalist for Europe 1, as well as TF1, La Chaîne Info, and Radio France Internationale. In 2008, he became an administrator for the Festival mondial du cirque de Demain.

Boner died on 10 September 2025, at the age of 77.

TF1
TF1 (French: [te ɛf œ̃] ⓘ; standing for Télévision Française 1) is a French commercial television network owned by TF1 Group, controlled by the Bouygues conglomerate. TF1's average market share of 24% makes it the most popular domestic network.

TF1 is part of the TF1 Group of mass media companies, which also includes the news channel LCI. It previously owned the satellite TV provider TPS, which was sold to Canal+ Group.

The network is a supporter of the Hybrid Broadcast Broadband TV (HBBTV) initiative, promoting and establishing an open European standard for hybrid set-top boxes for the reception of terrestrial TV and broadband multimedia applications with a single user interface.
Karstein Seland
Karstein Seland (5 January 1912 – 13 January 2005) was a Norwegian politician for the Centre Party.

He was born in Gyland Municipality in Southern Norway.

He was elected to the Norwegian Parliament from Hedmark in 1965, and was re-elected on one occasion. He had previously served in the position of deputy representative during the term 1961–1965, during which he briefly replaced Karen Grønn-Hagen who was appointed to the short-lived cabinet of John Lyng.

Seland was a member of the municipal council for Vinger Municipality (1958-1963) and later Kongsvinger Municipality (1964-1967).

Politics of Norway
The politics of Norway take place in the framework of a parliamentary, representative democratic constitutional monarchy. Executive power is exercised by the Council of State, the cabinet, led by the Prime Minister of Norway. Legislative power is vested in both the government and the legislature, the Storting, elected within a multi-party system. The judiciary is independent of the executive branch and the legislature.

The Economist Intelligence Unit rated Norway a "full democracy" in 2022.  According to the V-Dem Democracy indices Norway was 2023 the second most electoral democratic country in the world. Reporters Without Borders ranked Norway 1st in the world in the 2024 Press Freedom Index. Freedom House's 2020 Freedom in the World report classified Norway as "free", scoring maximum points in the categories of "political rights" and "civil liberties".
Petrok Maly
Petrok Maly (Russian: Петрок Малый, lit. 'Peter Junior'), also known as Petrok Maly Fryazin (Russian: Петрок Малый Фрязин; died after 1538), was an Italian architect who arrived in Moscow together with the envoys of Pope Clement VII in 1528. He was the last of the Italian masters to be invited to Russia.

Kolomenskoye
Kolomenskoye (Russian: Коло́менское) is a former royal estate situated several kilometers to the southeast of the city center of Moscow, Russia, on the ancient road leading to the town of Kolomna (hence the name). The 390 hectare scenic area overlooks the steep banks of the Moskva River. It became a part of Moscow in the 1960s.
James Leslie Wanklyn
James Leslie Wanklyn (14 April 1860 – 6 July 1919) was a Liberal Unionist Member of Parliament for Bradford Central, elected at the 1895 general election and again at the following general election in 1900. He did not stand at the 1906 election.

Liberal Unionist Party
The Liberal Unionist Party was a British political party that was formed in 1886 by a faction that broke away from the Liberal Party. Led by Lord Hartington (later the Duke of Devonshire) and Joseph Chamberlain, the party established a political alliance with the Conservative Party in opposition to Irish Home Rule. The two parties formed the ten-year-long coalition Unionist Government 1895–1905 but kept separate political funds and their own party organisations until a complete merger between the  Liberal  Unionist  and the  Conservative parties was agreed to  in May 1912.
De Barsy syndrome
De Barsy syndrome is a rare autosomal recessive genetic disorder. Symptoms include cutis laxa (loose hanging skin) as well as other eye, musculoskeletal, and neurological abnormalities. It is usually progressive, manifesting side effects that can include clouded corneas, cataracts, short stature, dystonia, or progeria (premature aging).

Alternative names for De Barsy syndrome include  cutis laxa-corneal clouding-intellectual disability syndrome, cutis laxa-growth deficiency syndrome, De Barsy–Moens–Diercks syndrome, and progeroid syndrome of De Barsy.

Cornea
The cornea is the transparent front part of the eyeball which covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.

While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix "kerat-" from the Greek word κέρας, horn.
Sharks Nose
Sharks Nose is a (12,234-foot (3,729 m)) mountain located in the southern Wind River Range in the U.S. state of Wyoming. Sharks Nose is on the west side of the Cirque of the Towers, a popular climbing area. The peak is just north of Block Tower and immediately south of the peak known as Overhanging Tower. Sharks Nose is situated on the Continental Divide.

Continental Divide of the Americas
The Continental Divide of the Americas (also known as the Great Divide, the Western Divide or simply the Continental Divide; Spanish: Divisoria continental de América, Gran Divisoria) is the principal, and largely mountainous, hydrological divide of the Americas. The Continental Divide extends from the Bering Strait to the Strait of Magellan, and separates the watersheds that drain into the Pacific Ocean from those river systems that drain into the Atlantic and Arctic Ocean, including those that drain into the Gulf of Mexico, the Caribbean Sea, and Hudson Bay.

Although there are many other hydrological divides in the Americas, the Continental Divide is by far the most prominent of these because it tends to follow a line of high peaks along the main ranges of the Rocky Mountains and Andes, at a generally much higher elevation than the other hydrological divisions.
Mayi-Kutuna language
Mayi-Kutuna, also spelt Mayaguduna, Maikudunu and other variants, is an extinct Mayabic language once spoken by the Mayi-Kutuna, an Aboriginal Australian people of the present-day Cape York Peninsula in northern Queensland, Australia.

Gavan Breen (1981) thought that the Marrago might have been a sub-group of the Mayi Kutuna people; Paul Memmott (1994) lists the Marrago language separately but gives no further detail. Their status is unconfirmed by the AIATSIS collection.

Cape York Peninsula
The Cape York Peninsula is located in Far North Queensland, Australia. It is the largest wilderness in northern Australia. The land is mostly flat and about half of the area is used for grazing cattle. The relatively undisturbed eucalyptus-wooded savannahs, tropical rainforests and other types of habitat are now recognised and preserved for their global environmental significance. Although much of the peninsula remains pristine, with a diverse repertoire of endemic flora and fauna, some of its wildlife may be threatened by industry and overgrazing as well as introduced species and weeds.

The northernmost point of the peninsula is Cape York.
The land has been occupied by a number of Aboriginal Australian peoples for tens of thousands of years. In 1606, Dutch sailor Willem Janszoon on board the Duyfken was the first European to land in Australia, reaching the Cape York Peninsula.
Gustav Leonhardt
Gustav Maria Leonhardt (30 May 1928 – 16 January 2012) was a Dutch keyboardist, conductor, musicologist, teacher and editor. He was a leading figure in the historically informed performance movement to perform music on period instruments.

Leonhardt professionally played many instruments, including the harpsichord, pipe organ, claviorganum (a combination of harpsichord and organ), clavichord, fortepiano, and piano. He also conducted orchestras and choruses.

Fortepiano
A fortepiano [ˌfɔrteˈpjaːno] is an early piano. In principle, the word "fortepiano" can designate any piano dating from the invention of the instrument by Bartolomeo Cristofori in 1700 up to the early 19th century. Most typically, however, it is used to refer to the mid-18th to early-19th century instruments, for which composers of the Classical era, such as Haydn, Mozart wrote their piano music. Sometimes the work of Beethoven and Schubert is likewise considered as fortepiano music.

Starting in the late 18th century, the fortepiano began a period of steady evolution, culminating in the late 19th century with the modern grand. The earlier fortepiano became obsolete and was absent from the musical scene for many decades. In the later 20th century, the fortepiano was revived, following the rise of interest in historically informed performance. Fortepianos are built for that purpose, in specialist workshops.
Alsu Murtazina
Alsu Ilkhamovna Murtazina (Russian: Алсу Ильхамовна Муртазина; born 20 December 1987 in Kazan) is a Russian triple jumper. She has represented her country twice at the European Athletics Championships and won the Russian Athletics Championships in 2010.

European Athletics Championships
The European Athletics Championships is a biennial (from 2010) athletics event organised by the European Athletic Association and is recognised as the elite continental outdoor athletics championships for Europe.
Simón de Roxas Clemente y Rubio
Simón de Roxas Cosme Damián Clemente y Rubio (27 September 1777, in Titaguas (Valencia, Spain) – 27 February 1827, in Madrid) was a Spanish botanist, considered to be the father of Spanish ampelography.

Ampelography
Ampelography (ἄμπελος, "vine" + γράφος, "writing") is the field of botany concerned with the identification and classification of grapevines, Vitis spp. Traditionally this has been done by comparing the shape and colour of the vine leaves and grape berries; more recently the study of vines has been revolutionised by DNA fingerprinting.
AGN-1135
AGN-1135 (also known as racemic rasagiline or as N-propargyl-1-aminoindane) is a monoamine oxidase inhibitor (MAOI) that was never marketed. It is the racemic form of rasagiline and is a mixture of the R(+)-enantiomer (rasagiline; TVP-1012) and S(–)-enantiomer (TVP-1022). Like rasagiline, AGN-1135 is a selective monoamine oxidase B (MAO-B) inhibitor. Virtually all of the MAOI activity of AGN-1135 lies in rasagiline, which is several orders of magnitude more potent as an MAO-B inhibitor than the S(–)-enantiomer. In relation to this, enantiopure rasagiline was developed and marketed for use as a pharmaceutical drug rather than AGP-1135.

Monoamine oxidase B
Monoamine oxidase B (MAO-B) is an enzyme that in humans is encoded by the MAOB gene.

The protein encoded by this gene belongs to the flavin monoamine oxidase family. It is an enzyme located in the outer mitochondrial membrane. It catalyzes the oxidative deamination of biogenic and xenobiotic amines and plays an important role in the catabolism of neuroactive and vasoactive amines in the central nervous system and peripheral tissues. This protein preferentially degrades benzylamine and phenethylamine.  Similar to monoamine oxidase A (MAO-A), MAO-B is also involved in the catabolism of dopamine.