hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Charles William Sherborn
Charles William Sherborn, RE (14 June 1831 – 10 February 1912) was an English engraver, who chiefly made bookplates. He has been hailed as having led the revival in copper-engraved bookplates, and came to be called the "Victorian little master".

Royal Society of Painter-Printmakers
The Royal Society of Painter-Printmakers (RE), known until 1991 as the Royal Society of Painter-Etchers and Engravers, is a leading art institution based in London, England.  The Royal Society of Painter-Etchers, as it was originally styled, was a society of etchers established in London in 1880 and given a Royal Charter in 1888. Engraving was included within the scope of the Society from 1897, wood-engraving from 1920, coloured original prints from 1957, lithography from 1987 and all forms of creative forward-thinking original printmaking from 1990. The Society is in the process of refining its name to the Royal Society of Printmakers to both mirror and reflect the universality of original forms of creative expression within all forms, approaches and techniques across both traditional and contemporary printmaking.
Wild Adventures
Wild Adventures (formerly known as Liberty Farms) is a zoological theme park located in Clyattville, Georgia, 5 miles (8.0 km) south of Valdosta, Georgia. The park is owned by Herschend and has been managed by Jon Vigue since October 2020. Wild Adventures has rides, exotic animals, the Splash Island water park, and live shows.

Valdosta, Georgia
Valdosta is a city in and the county seat of Lowndes County in the U.S. state of Georgia. As the principal city of the Valdosta metropolitan statistical area, which in 2023 had a metropolitan population of 151,118, according to the US Census Bureau its metropolitan area includes Brooks County to the west. With a city population of 55,378 in 2020, Valdosta is the home of Valdosta State University, a regional university in the University System of Georgia with over 12,000 students as of 2021.
Dedekind–MacNeille completion
In mathematics, specifically order theory, the Dedekind–MacNeille completion of a partially ordered set is the smallest complete lattice that contains it. It is named after Holbrook Mann MacNeille whose 1937 paper first defined and constructed it, and after Richard Dedekind because its construction generalizes the Dedekind cuts used by Dedekind to construct the real numbers from the rational numbers. It is also called the completion by cuts or normal completion.

Complete lattice
In mathematics, a complete lattice is a partially ordered set in which all subsets have both a supremum (join) and an infimum (meet). A conditionally complete lattice satisfies at least one of these properties for bounded and nonempty subsets. For comparison, in a general lattice, only pairs of elements need to have a supremum and an infimum. Every non-empty finite lattice is complete, but infinite lattices may be incomplete.

Complete lattices appear in many applications in mathematics and computer science. Both order theory and universal algebra study them as a special class of lattices.

Complete lattices must not be confused with complete partial orders (CPOs), a more general class of partially ordered sets. More specific complete lattices are complete Boolean algebras and complete Heyting algebras (locales).
Archdiocese of Lucca
Not to be confused with Archdiocese of Lecce.

The Archdiocese of Lucca (Latin: Archidioecesis Lucensis) is a Latin Church ecclesiastical territory or diocese of the Catholic Church in Italy. The diocese dates back as a diocese to at least the 4th century; it became an archdiocese in 1726. The seat of the archbishop is in Lucca, in the cathedral of S. Martino. It is not a metropolitan see, has no suffragan dioceses, and is an exempt diocese, that is immediately subject (exempt) to the Holy See (Papacy).

Lucca
Lucca (/ˈluːkə/ LOO-kə, Italian: [ˈlukka] ⓘ) is a city and comune in Tuscany, Central Italy, on the Serchio River, in a fertile plain.

The city has a population of about 89,000, while its province has a population of 383,957. Lucca is known as an Italian "Città d'arte" (City of Art) from its intact Renaissance-era city walls and its very well preserved historic center, where, among other buildings and monuments, are located the Piazza dell'Anfiteatro, which has its origins in the second half of the 1st century A.D., the Guinigi Tower, a 45-metre-tall (150 ft) tower that dates from the 14th century  and the Cathedral of San Martino.

The city is the birthplace of numerous world-class composers, including Giacomo Puccini, Alfredo Catalani, and Luigi Boccherini.
Eagle Tree
The Eagle Tree was a historic California sycamore (Platanus racemosa) tree near the crossing of Long Beach Boulevard and the I-105 in Compton, California. Originally named for the eagles that were found nesting in the tree, it was known for its status as the marker for the start of the territory of Rancho San Pedro. The tree, which started growing c. 1672–1737, fell in 2022, from a combination of disease and neglect.

Rancho San Pedro
Rancho San Pedro was one of the first California land grants and the first to win a patent from the United States.  The Spanish Crown granted the 75,000 acres (300 km2) of land to soldier Juan José Domínguez in 1784, with his descendants validating their legal claim with the Mexican government at 48,000 acres (190 km2) in 1828, and later maintaining their legal claim through a United States patent validating 43,119 acres (174.50 km2) in 1858. The original Spanish land grant included what today consists of the Palos Verdes peninsula with the Pacific coast cities of San Pedro, Torrance, Redondo Beach, Hermosa Beach, and Manhattan Beach, and east to the Los Angeles River, including the cities of Lomita, Gardena, Harbor City, Wilmington, Carson, Compton, and western portions of Long Beach and Paramount.
Krka National Park
Krka National Park (Croatian: Nacionalni park Krka) is one of the Croatian national parks, named after the river Krka (ancient Greek: Kyrikos) that it encloses. It is located along the middle-lower course of the Krka River in central Dalmatia, in Šibenik-Knin county, downstream Miljevci area, and just a few kilometers northeast of the city of Šibenik. It was formed to protect the Krka River and is intended primarily for scientific, cultural, educational, recreational, and tourism activities. It is the seventh national park in Croatia and was proclaimed a national park in 1985.

Krka (Adriatic Sea)
The Krka (pronounced [ˈkr̩ka]) is a river in Croatia's Dalmatia region, known for its numerous waterfalls.  It is 73 km (45 mi) long and its basin covers an area of 2,088 km2 (806 mi2). It was known in ancient Greek as Kyrikos, or maybe also as Catarbates (literally "steeply falling") by the ancient Greeks, it was known to the ancient Romans as Titius, Corcoras, or Korkoras.
Peninsula of La Punta
The Peninsula of La Punta is a peninsula located at the district of the same name in Callao, Peru. It is the point that separates the bays of Miraflores and Callao, both part of the territorial waters of Peru.

Callao
Callao (Spanish pronunciation: [kaˈʝa.o]) is a seaside city and constitutional province in Peru. Located next to the Pacific Ocean, it forms part of the Lima metropolitan area alongside Lima province. Its autonomous status dates back to 1836, when it was declared a Littoral Province of the Peru–Bolivian Confederation, after which it was declared a Constitutional Province by the government of Ramón Castilla in 1857.

Callao is Peru's chief seaport and home to its main airport, Jorge Chávez International Airport. Founded in 1537 by the Spaniards, the city has a long naval history as one of the main ports in Spanish America and the Pacific, having been a vital Spanish town of the Viceroyalty of Peru. Central Callao is about 15 km (9.3 mi) west of the Historic Centre of Lima.
René Henry Gracida
René Henry Gracida (born June 9, 1923) is an American Catholic prelate who served as bishop of Corpus Christi in Texas from 1983 to 1997. He previously served as Bishop of Pensacola-Tallahassee in Florida (1975–1983) and as an auxiliary bishop of the Archdiocese of Miami in Florida (1971–1975).

Archdiocese of Miami
The Archdiocese of Miami (Latin: Archidioecesis Miamiensis, Spanish: Arquidiócesis de Miami, Haitian Creole: Achidyosèz Miami) is an archdiocese of the Catholic Church in South Florida in the United States. Formed in 1958, it is the metropolitan see for the Ecclesiastical Province of Miami, which covers all of Florida. The Archdiocese of Miami contains the Florida counties Broward, Miami-Dade and Monroe. The Cathedral of Saint Mary is the mother church of the archdiocese. The archbishop is Thomas Wenski.
Lipohyalinosis
Lipohyalinosis is a cerebral small vessel disease affecting the small arteries, arterioles or capillaries in the brain. Originally defined by C. Miller Fisher as 'segmental arteriolar wall disorganisation', it is characterized by vessel wall thickening and a resultant reduction in luminal diameter. Fisher considered this small vessel disease to be the result of hypertension, induced in the acute stage by fibrinoid necrosis that would lead to occlusion and hence lacunar stroke. However, recent evidence suggests that endothelial dysfunction as a result of inflammation is a more likely cause for it. This may occur subsequent to blood–brain barrier failure, and lead to extravasation of serum components into the brain that are potentially toxic. Lacunar infarction could thus occur in this way, and the narrowing – the hallmark feature of lipohyalinosis – may merely be a feature of the swelling occurring around it that squeezes on the structure.

Lacunar stroke
Lacunar stroke or lacunar cerebral infarct (LACI) is the most common type of ischemic stroke, resulting from the occlusion of small penetrating arteries that provide blood to the brain's deep structures. Patients who present with symptoms of a lacunar stroke, but who have not yet had diagnostic imaging performed, may be described as having lacunar stroke syndrome (LACS).

Much of the current knowledge of lacunar strokes comes from C. Miller Fisher's cadaver dissections of post-mortem stroke patients. He observed "lacunae" (empty spaces) in the deep brain structures after occlusion of 200–800 μm penetrating arteries and connected them with five classic syndromes. These syndromes are still noted today, though lacunar infarcts are diagnosed based on clinical judgment and radiologic imaging.
WMGH-FM
WMGH-FM (105.5 FM; "Magic 105.5"), is an FM radio station in Tamaqua, Pennsylvania, sharing studios with co-owned WLSH in Lansford, Pennsylvania. WMGH broadcasts an Album Oriented Rock format. Magic 105.5 serves a five county area.

WLSH
WLSH (1410 AM) is a radio station broadcasting an adult standards music format. Licensed to Lansford, Pennsylvania, the station is owned by CC Broadcasting LLC.  WLSH has a daytime power of 5,000 watts, serving portions of seven counties in East Central Pennsylvania including significant portions of the Allentown / Bethlehem market and the Wilkes-Barre / Scranton market. WLSH signed-on December 24, 1952.
Map symbol
A map symbol or cartographic symbol is a graphical device used to visually represent a real-world feature on a map, working in the same fashion as other forms of symbols. Map symbols may include point markers, lines, regions, continuous fields, or text; these can be designed visually in their shape, size, color, pattern, and other graphic variables to represent a variety of information about each phenomenon being represented.

Map symbols simultaneously serve several purposes:

Declare the existence of geographic phenomena

Show location and extent

Visualize attribute information

Add to (or detract from) the aesthetic appeal of the map, and/or evoke a particular aesthetic reaction (a "look and feel")

Establish an overall gestalt order to make the map more or less useful, including visual hierarchy

Visual hierarchy
Visual hierarchy, according to Gestalt psychology, is a pattern in the visual field wherein some elements tend to "stand out," or attract attention, more strongly than other elements, suggesting a hierarchy of importance. While it may occur naturally in any visual field, the term is most commonly used in design (especially graphic design and cartography), where elements are intentionally designed to make some look more important than others. This order is created by the visual contrast between forms in a field of perception. Objects with highest contrast to their surroundings are recognized first by the human mind.
OMG Girlz
The OMG Girlz is an American R&B/pop girl group. Formed in 2009, by Tameka "Tiny" Cottle, the Atlanta-based girl group performed publicly for the first time on an episode of BET's Tiny and Toya reality television series. They also have made appearances on the 2012 series T.I. & Tiny: The Family Hustle. Their mission is to inspire women throughout the world and let them know they could stand together as friends, teens, and young women. They are best known for their singles "Can't Stop Loving You", "Where the Boys At?", and "Gucci This (Gucci That)".

On December 31, 2017, the OMG Girlz reunited on stage for the first time in 2 years to perform as a special guest during Zonnique's opening set on the Great Xscape Tour with Xscape.

On July 12, 2023, The OMG Girlz officially reunited as a group. They announced the release date of their long awaited single Lover Boy.

Tameka Cottle
Tameka Dianne Cottle-Harris (née Cottle; born July 14, 1975), known professionally by her nickname Tiny, is an American singer. She rose to fame in the 1990s as a member of the multi-platinum R&B vocal group Xscape. She received a Grammy Award for her writing contributions on the TLC hit "No Scrubs".
Langkofel Group
The Langkofel Group (Ladin: Grupa dl Saslonch, Italian: Gruppo del Sassolungo) is a massif in the (western) Dolomites of the Italian Alps. It separates Gröden (to the north) and the Fassa valley (to the south), as well as the Sella massif (to the east) and the Rosengarten (to the west). Northwest of the Langkofel is the Seiser Alm. The highest point in the range is the eponymous Langkofel with a height of 3,181 metres. Taken together, the summits of the Langkofel form an arc which is only open towards the northwest. Within this arc there is only one small mountain, the Langkofelkarspitze, so that the group surrounds a kind of "inner courtyard".

Langkofel
Langkofel ([laŋˈkofl]; Italian: Sassolungo [ˌsassoˈluŋɡo]; Ladin: Saslonch; 3,181 m) is the highest mountain of the Langkofel Group in the Dolomites in South Tyrol, Italy. The name translates to "long peak" / "long rock" in all three languages. It stands over the Ladin community of Val Gardena.
Ruth Forbes Young
Ruth Forbes Young (October 4, 1903 – March 3, 1998) was a member of the Forbes family and a founder of the International Peace Academy in 1970. She also co-founded Berkeley's Institute for the Study of Consciousness with her third husband, Arthur M. Young.

Forbes family
The Forbes family is one of the components of the Boston Brahmins—a wealthy extended American family long prominent in Boston, Massachusetts. The family's fortune originates from trading opium and tea between North America and China in the 19th century plus other investments in the same period.  The name descends from Scottish immigrants and can be traced back to Sir John de Forbes in Scotland in the 12th century. Family members include businessman John Murray Forbes (1813–1898), part of the first generation who accumulated wealth, and politician John Forbes Kerry (born 1943).
John Elitch
John Elitch Jr. (April 10, 1850 – March 10, 1891) was an American restaurateur, businessman, actor, zookeeper, and original owner and namesake of Elitch Gardens and the Elitch Theatre in Denver, Colorado.

Elitch Gardens
Elitch Gardens was a family-owned seasonal amusement park, theater, and botanic garden in the West Highland neighborhood in northwest Denver, Colorado, United States, at 38th Avenue and Tennyson Street. For more than a century Elitch's was one of the most popular entertainment destinations in Colorado. It was nationally known for its luscious gardens, the Elitch Theatre, the Trocadero Ballroom, and the premier wooden roller coaster, Mister Twister. The park moved to downtown Denver in 1994, and later in November 1998 became Six Flags Elitch Gardens (now simply Elitch Gardens once again). The former location has been redeveloped.
Ethiopian Air Force
The Ethiopian Air Force (ETAF) (Amharic: የኢትዮጵያ አየር ኃይል, romanized: Ye-Ītyōṗṗyā āyer ḫayil) is the air service branch of the Ethiopian National Defence Force. The ETAF is tasked with protecting the national air space, providing support to ground forces, as well as assisting civil operations during war.

Ethiopian National Defense Force
The Ethiopian National Defense Force (ENDF) (Amharic: የኢፌዴሪ መከላከያ ሰራዊት, romanized: Ye'īfēdērī mekelakeya šerawīt, lit. 'FDRE Defense Force') is the combined military force of Ethiopia. ENDF is consisted of 8 command forces which is controlled by Defense Commanders council chaired by Chief of General Staff.
Jasmine
Jasmine (botanical name: Jasminum, pronounced /ˈjæsmɪnəm/ YAS-min-əm) is a genus of shrubs and vines in the olive family of Oleaceae.: 193  It contains around 200 species native to tropical and warm temperate regions of Eurasia, Africa, and Oceania.: 194  Jasmines are widely cultivated for the characteristic fragrance of their flowers.

The village of Shubra Beloula in Egypt grows most of the jasmine used by the global perfume industry.

Jasminum grandiflorum
Jasminum grandiflorum, also known variously as the Spanish jasmine, Royal jasmine, Catalan jasmine, Sicilian jasmine, is a species of jasmine native to South Asia, the Arabian peninsula, East and Northeast Africa and the Yunnan and Sichuan regions of China. The species is widely cultivated and is reportedly naturalized in Guinea, the Maldive Islands, Mauritius, Réunion, Java, the Cook Islands, Chiapas, Central America, and the Caribbean. It is closely related to, and sometimes treated as merely a form of, Jasminum officinale.
Susan Hockfield
Susan Hockfield (born March 24, 1951) is an American neuroscientist who served as the 16th president of the Massachusetts Institute of Technology from 2004 to 2012.

Hockfield currently serves as a Professor of Neuroscience in MIT's Department of Brain and Cognitive Sciences, a Joint Professor of Work and Organization Studies in MIT’s Sloan School of Management, and a member of the Koch Institute for Integrative Cancer Research. She is also a director of Break Through Cancer, Cajal Neuroscience, Fidelity Non-Profit Management Foundation, Lasker Foundation, Mass General Brigham, Pfizer, Repertoire Immune Medicines, and the Whitehead Institute for Biomedical Research; a lifetime member of the MIT Corporation; and a board member of the Belfer Center at the Harvard Kennedy School of Government. Before returning to MIT following her presidency, Hockfield held the Marie Curie Visiting Professorship at Harvard University's John F. Kennedy School of Government.

Koch Institute for Integrative Cancer Research
The Koch Institute for Integrative Cancer Research at MIT (/koʊk/ KOHK; also referred to as the Koch Institute or KI) is a cancer research center affiliated with the Massachusetts Institute of Technology (MIT) located in Cambridge, Massachusetts, United States. The institute is one of seven National Cancer Institute-designated basic laboratory cancer centers in the United States.

The institute was launched in October 2007 with a $100 million grant from David H. Koch and the 180,000 square feet (17,000 m2) research facility opened in December 2010, replacing the MIT Center for Cancer Research (CCR). The institute is affiliated with 29 MIT faculty members in both the Schools of Engineering and Science.
Spanier–Whitehead duality
In mathematics, Spanier–Whitehead duality is a duality theory in homotopy theory, based on a geometrical idea that a topological space X may be considered as dual to its complement in the n-sphere, where n is large enough. Its origins lie in Alexander duality theory, in homology theory, concerning complements in manifolds. The theory is also referred to as S-duality, but this can now cause possible confusion with the S-duality of string theory. It is named for Edwin Spanier and J. H. C. Whitehead, who developed it in papers from 1955.

The basic point is that sphere complements determine the homology, but not the homotopy type, in general. What is determined, however, is the stable homotopy type, which was conceived as a first approximation to homotopy type.  Thus Spanier–Whitehead duality fits into stable homotopy theory.

Edwin Spanier
Edwin Henry Spanier (August 8, 1921 – October 11, 1996) was an American mathematician at the University of California at Berkeley, working in algebraic topology. He co-invented Spanier–Whitehead duality and Alexander–Spanier cohomology, and wrote what was for a long time the standard textbook on algebraic topology (Spanier 1981).

Spanier attended the University of Minnesota, graduating in 1941. During World War II, he served in the United States Army Signal Corps. He received his Ph.D. degree from the University of Michigan in 1947 for the thesis Cohomology Theory for General Spaces  written under the direction of Norman Steenrod. After spending a year as a research fellow at the Institute for Advanced Study in Princeton, New Jersey, in 1948 he was appointed to the faculty of the University of Chicago, and then a professor at UC Berkeley in 1959. He had 17 doctoral students, including Morris Hirsch and Elon Lages Lima.
Once Upon a Time season 4
The fourth season of the American ABC fantasy-drama series Once Upon a Time was announced on May 8, 2014. Like the previous season, it was also split into two volumes, with the first airing from September 28 to December 14, 2014, and the second from March 2 to May 10, 2015. Ginnifer Goodwin, Jennifer Morrison, Lana Parrilla, Josh Dallas, Emilie de Ravin, Colin O'Donoghue, Jared S. Gilmore, and Robert Carlyle return as principal cast members from the previous season, and are joined by Michael Socha, reprising his role from the spin-off series Once Upon a Time in Wonderland, in his only season as a regular.

Existing fictional characters introduced to the series during the season include the main antagonists for the two volumes, the Snow Queen and the Queens of Darkness (a triad of villains including returning character Maleficent, and new characters Cruella de Vil and Ursula), alongside Elsa, Anna, Kristoff, the Apprentice, Little Bo Peep and Poseidon.

Once Upon a Time in Wonderland
Once Upon a Time in Wonderland is an American fantasy-drama series that aired on ABC from October 10, 2013, to April 3, 2014. A spin-off of Once Upon a Time, it was created by Edward Kitsis, Adam Horowitz, Zack Estrin, and Jane Espenson for ABC Studios. Inspired by the Lewis Carroll novels Alice's Adventures in Wonderland (1865) and Through the Looking-Glass (1871), the series takes place in Once Upon a Time's iteration of Wonderland, and follows the same setting as the parent series, including the use of Disney and Lost allusions.

Wonderland received mixed to positive reviews from critics, who praised its cast, visuals, and narrative, but criticized the plot. On March 27, 2014, the series was canceled after one season, with the finale airing a week later. Michael Socha reprises his Wonderland role as Will Scarlet / Knave of Hearts in Once Upon a Time as a series regular for its fourth season.