hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Curious George Takes a Job
Curious George Takes a Job is a children's book written and illustrated by Margret Rey and H. A. Rey and published by Houghton Mifflin in 1947. It is the second of the Curious George books and tells the story of George taking a job as a window washer.

Margret Rey
Margret Elizabeth Rey (born Margarete Elisabeth Waldstein; May 16, 1906 – December 21, 1996) was a German-born American writer and illustrator, best known for the Curious George series of children's picture books that she and her husband H. A. Rey created from 1939 to 1966.
Optical microcavity
An optical microcavity or microresonator is a structure formed by reflecting faces on the two sides of a spacer layer or optical medium, or by wrapping a waveguide in a circular fashion to form a ring. The former type is a standing wave cavity, and the latter is a traveling wave cavity. The name microcavity stems from the fact that it is often only a few micrometers thick, the spacer layer sometimes even in the nanometer range. As with common lasers, this forms an optical cavity or optical resonator, allowing a standing wave to form inside the spacer layer or a traveling wave that goes around in the ring.

Waveguide (optics)
An optical waveguide is a physical structure that guides electromagnetic waves in the optical spectrum. Common types of optical waveguides include optical fiber waveguides, transparent dielectric waveguides made of plastic and glass, liquid light guides, and liquid waveguides.

Optical waveguides are used as components in integrated optical circuits or as the transmission medium in local and long-haul optical communication systems. They can also be used in optical head-mounted displays in augmented reality.

Optical waveguides can be classified according to their geometry (planar, strip, or fiber waveguides), mode structure (single-mode, multi-mode), refractive index distribution (step or gradient index), and material (glass, polymer, semiconductor).
Aldina Duarte
Aldina Maria Miguel Duarte (born 22 July 1967) is a Portuguese fado singer, lyricist, and researcher. She has dedicated herself to the traditional Fado repertoire, having been described as a "hardcore fadista". Many fadistas have sung her lyrics, including Camané, Joana Amendoeira, António Zambujo, Pedro Moutinho, and Mariza.

António Zambujo
António José Rodeia Zambujo ComIH (born September 1975) is a Portuguese singer and songwriter. One of the characteristic qualities of his music is the presence of Cante Alentejano, a regional genre that influenced him while growing up in Beja. Since 2004, António Zambujo has been performing worldwide. He has won the Amália Rodrigues Foundation prize as best male fado singer.

His album Até Pensei Que Fosse Minha was nominated for the 2017 Latin Grammy Award for Best MPB Album. In 2019, his song "Sem Palavras" was nominated in the same award, this time for the Best Portuguese Language Song category.
Rugby union in Yugoslavia
Rugby union in Yugoslavia was a moderately popular sport. It was most popular in the Croatian SR (especially Zagreb), and to a lesser extent in the Serbian and Slovenian SRs (especially Belgrade and Ljubljana), with some presence in the Bosnian SR as well.

Croatia national rugby union team
The Croatia national rugby union team is governed by the Croatian Rugby Union. Croatia have been playing internationals rugby since 1992, they have yet to qualify for the Rugby World Cup. The national side is ranked 46th in the world (as of 20 March 2023)
Royal Salute (anthem)
The "Royal Salute", also known as the "Health of the Shah", was the first royal and national anthem of Qajar Iran between 1873 and 1909. The French musician Alfred Jean Baptiste Lemaire composed this anthem in 1873 on the orders of Naser al-Din Shah. It had no lyrics.
Salâm-e Shâh was played in official ceremonies during the reigns of Naser al-Din Shah, Mozaffar ad-Din Shah and Mohammad Ali Shah Qajar. It was also played as the Persian (Iranian) national anthem during Naser al-Din Shah’s and Mozaffar ad-Din Shah’s European tours.

In 1909, after the fall of Mohammad Ali Shah Qajar, the anthem was abolished, and after the coronation of his son and successor Ahmad Shah in 1914, Salute of the Sublime State of Persia was adopted as the Iranian national anthem.

Mozaffar ad-Din Shah Qajar
Mozaffar ad-Din Shah Qajar (Persian: مظفرالدین شاه قاجار, romanized: Mozaffareddin Šāh-e Qājār; 23 March 1853 – 3 January 1907) was the fifth Qajar shah of Iran, reigning from 1896 until his death in 1907. He is often credited with the creation of the Persian Constitution of 1906, which he approved of in one of his final acts as shah.
Primrose Valley, New South Wales
Primrose Valley is a locality in the Queanbeyan–Palerang Regional Council area, New South Wales, Australia. It is located on the road from Queanbeyan to Captains Flat about 33 km southeast of Queanbeyan and 25 km north of Captains Flat. At the 2016 census, it had a population of 146. It had a provisional school from 1884 to 1886 and a half-time school from 1887 to 1889.

Queanbeyan–Palerang Regional Council
Queanbeyan–Palerang Regional Council is a local government area (LGA) located in the Southern Tablelands region of New South Wales, Australia. The council was formed on 12 May 2016 through a merger of the City of Queanbeyan and Palerang Council.

The council has an area of 5,319 square kilometres (2,054 sq mi) and lies between the eastern boundary of the Australian Capital Territory and the coastal escarpment on both sides of the Great Dividing Range. At the 2021 census it had a population of 63,304. At the time of its establishment the council had an estimated population of 56,368.
Preparatory Committee for the Ryukyu Special Autonomous Region of China
The Preparatory Committee for the Ryukyu Special Autonomous Region of China is an unofficial political organization based in Guangdong, People's Republic of China. It claims that Ryukyuans are one of the ethnic groups of the Zhonghua minzu, supports Ryukyu independence, and asserts that the Okinawa Islands are Chinese territory.

1943 Cairo Declaration
The Cairo Declaration (Chinese: 開羅宣言) was the outcome of the Cairo Conference in Cairo, Egypt, on 27 November 1943.  President Franklin Roosevelt of the United States, Prime Minister Winston Churchill of the United Kingdom, and Generalissimo Chiang Kai-shek of the Republic of China were present. The declaration developed ideas from the 1941 Atlantic Charter, which was issued by the Allies of World War II to set goals for the post-war order. The Cairo Communiqué was broadcast through radio on 1 December 1943.
Intermarket sweep order
Intermarket sweep orders (ISO) is a type of stock market order that sweeps several different market centers and scoop up as many shares as possible from them all. These work against the order-protection rule under regulation NMS.

For example, if a trader is trying to buy 1000 shares of X, and there are 100 shares of X being offered at $1 at one exchange and 2000 at $1.10 at another exchange, the order protection rule would let you buy ONLY those 100 shares at $1, after which you would need to send in other orders. With the ISO, you can buy the 100 shares at $1 and the remaining 900 at $1.10 on the other exchange subsequently.

Order (exchange)
An order is an instruction to buy or sell on a trading venue such as a stock market, bond market, commodity market, financial derivative market or cryptocurrency exchange. These instructions can be simple or complicated, and can be sent to either a broker or directly to a trading venue via direct market access. There are some standard instructions for such orders.
Sinopora (plant)
Sinopora is a monotypic genus of flowering plants belonging to the family Lauraceae. It contains a single species, Sinopora hongkongensis, a tree native to southeastern China.

Its native range is Southeastern China. The species is classified under the IUCN Red List Assessment criteria as Critically Endangered B1þ2ab,C2a(i),D with only a few individuals known to occur. Although the habitat in which the last remaining individuals are found is under protective legislation and close monitoring, the species is balancing on the brink of extinction. The complete chloroplast genome of Sinopora hongkongensis was published in 2021.

Lauraceae
Lauraceae, or the laurels, is a plant family that includes the true laurel and its closest relatives. This family comprises about 2850 known species in about 45 genera worldwide. They are dicotyledons, and occur mainly in warm temperate and tropical regions, especially Southeast Asia and South America. Many are aromatic evergreen trees or shrubs, but some, such as Sassafras, are deciduous, or include both deciduous and evergreen trees and shrubs, especially in tropical and temperate climates. The genus Cassytha is unique in the Lauraceae in that its members are parasitic vines. Many species within the laurel family are highly toxic; however, some, such as the avocado (Persea americana), are edible and widely consumed. Members of the laurel family have played a significant role in the spice trade, particularly genera like Cinnamomum, which produce aromatic oils used extensively in cooking, perfumery, and traditional medicine.
Hydnocystis
Hydnocystis is a genus of truffle-like fungi in the family Pyronemataceae. A number of species in this genus have been transferred to other genera, and as of 2017, only two are undisputedly a part of this genus, H. piligera and H. japonica. Stephensia is treated by some as a synonym of this genus.

Truffle
A truffle is the fruiting body of a subterranean ascomycete fungus, one of the species of the genus Tuber. More than one hundred other genera of fungi are classified as truffles including Geopora, Peziza, Choiromyces, and Leucangium. These genera belong to the class Pezizomycetes and the Pezizales order. Several truffle-like basidiomycetes are excluded from Pezizales, including Rhizopogon and Glomus.

Truffles are ectomycorrhizal fungi, so they are found in close association with tree roots. Spore dispersal is accomplished through fungivores, animals that eat fungi. These fungi have ecological roles in nutrient cycling and drought tolerance.

Some truffle species are prized as food. Edible truffles are used in Italian, French and other national haute cuisines. Truffles are cultivated and harvested from natural environments.
Culture of Somalia
The culture of Somalia is an amalgamation of traditions that were developed independently since the Proto-Somali era. The hypernym of the term Somali from a geopolitical sense is Horner and from an ethnic sense, it is Cushite.

Qadiri Order
The Qadiriyya (Arabic: القادرية) or the Qadiri order (Arabic: الطريقة القادرية, romanized: al-Ṭarīqa al-Qādiriyya) is a Sunni Sufi order (tariqa) founded by Abdul Qadir Gilani (1077–1166, also transliterated Jilani), who was a Hanbali scholar from Gilan, Iran.

The order, with its many sub-orders, is widespread. Its members are present in India, Bangladesh, China, Turkey, Indonesia, Afghanistan, Pakistan, the Balkans, Russia, Palestine, as well as East, West and North Africa.
Umivik Bay
Umivik Bay (Danish: Umivik Bugt), also known as Umiivik and Umerik,  is a bay in King Frederick VI Coast, southeastern Greenland. It is part of the Sermersooq municipality.

Unlike the jagged and forbidding appearance of most fjord systems in East Greenland, the Umivik area has a relatively gentle shape. Here the massive Greenland ice sheet comes down to the shore in smooth, even undulations and the landscape looks unbroken, with only few glimpses of bare rock. Owing to this smoothness, Umivik Bay was chosen as launching point for westward overland crossings, including the pioneering 1888 Greenland venture by Fridtjof Nansen.

Sound (geography)
In geography, a sound is a smaller body of water usually connected to a sea or an ocean. A sound may be an inlet that is deeper than a bight and wider than a fjord; or  a narrow sea channel or an ocean channel between two land masses, such as a strait; or also a lagoon between a barrier island and the mainland.
Temima Gezari
Temima Gezari (December 21, 1905 – March 5, 2009) was an American artist and art educator. Her life's work in painting and sculpture is presented in the photographic retrospective The Art of Temima Gezari, edited by her son, Daniel Gezari.

Jewish Theological Seminary of America
The Jewish Theological Seminary (JTS) is a Conservative Jewish education organization in New York City, New York. It is one of the academic and spiritual centers of Conservative Judaism as well as a hub for academic scholarship in Jewish studies. The Jewish Theological Seminary Library is one of the most significant collections of Judaica in the world.
Public housing estates in Fanling
The following is a list of public housing estates in Fanling Town, Hong Kong, including Home Ownership Scheme (HOS), Private Sector Participation Scheme (PSPS), Sandwich Class Housing Scheme (SCHS), Flat-for-Sale Scheme (FFSS), and Tenants Purchase Scheme (TPS) estates.

Tenants Purchase Scheme
Tenants Purchase Scheme (TPS) is a scheme which allows tenants in public housing estates under the Hong Kong Housing Authority to purchase their flats. The price is set to be much lower than the market prices of private flats and Home Ownership Scheme (HOS) owing to the age of flats and restriction on selling.
Barometer Rising
Barometer Rising is a romantic-realist novel by Canadian author Hugh MacLennan. The work explores life in Halifax, Nova Scotia during World War I, and its interruption by the Halifax explosion. The narrative predominantly follows and pivots upon the romantic life of Penny Wain.

The book had been difficult to publish as MacLennan had previously written regarding international themes, while Barometer Rising contained a decidedly nationalist overtone. Once published, the novel was wildly successful, and permitted MacLennan to leave his full-time job at Lower Canada College.

The novel, with afterword by Alistair MacLeod, ranks among the books which compose the New Canadian Library.

New Canadian Library
The New Canadian Library is a publishing imprint of the Canadian company McClelland and Stewart. The series aims to present classic works of Canadian literature in paperback. Each work published in the series includes a short essay by another notable Canadian writer, discussing the historical context and significance of the work. These essays were originally forewords, but after McClelland and Stewart's 1985 sale to Avie Bennett, the prefatory material was abandoned and replaced by afterwords.

It was founded by Malcolm Ross with the intention of providing affordable material for his students; David Staines has been the general editor of the series since 1986. In 2007, the University of Toronto Press published New Canadian Library: The Ross-McClelland Years, 1952-1978, a work by Janet Beverly Friskney that provides an account of the New Canadian Library during the years of Ross's editorship.
Main-Taunus
Main-Taunus is an electoral constituency (German: Wahlkreis) represented in the Bundestag. It elects one member via first-past-the-post voting. Under the current constituency numbering system, it is designated as constituency 180. It is located in southern Hesse, comprising the Main-Taunus-Kreis district and small parts of the Hochtaunuskreis district.

Main-Taunus was created for the 2002 federal election. Since 2017, it has been represented by Norbert Altenkamp of the Christian Democratic Union (CDU).

Main-Taunus-Kreis
Main-Taunus is a Kreis (district) in the middle of Hessen, Germany and is part of the Frankfurt/Rhine-Main Metropolitan Region as well as the Frankfurt urban area. Neighboring districts are Hochtaunuskreis, district-free Frankfurt, Groß-Gerau, district-free Wiesbaden, Rheingau-Taunus. It is the second most densely populated rural district in Germany.
Asbury Historic District
The Asbury Historic District is a 288-acre (117 ha) historic district encompassing the community of Asbury in Franklin Township of Warren County, New Jersey. It is bounded by County Route 632 (Asbury Anderson Road), County Route 643 (Old Main Street), Maple Avenue, Kitchen Road, and School Street and extends along the Musconetcong River into Bethlehem Township of Hunterdon County. It was listed on the National Register of Historic Places on March 19, 1993 for its significance in architecture, industry, religion, community development, politics/government, and commerce.  The district includes 141 contributing buildings, a contributing structure, two contributing sites, and four contributing objects.

Franklin Township, Warren County, New Jersey
Franklin Township is a township in Warren County, in the U.S. state of New Jersey. As of the 2020 United States census, the township's population was 2,968, a decrease of 208 (−6.5%) from the 2010 census count of 3,176, which in turn reflected an increase of 408 (+14.7%) from the 2,768 counted in the 2000 census.

Franklin was incorporated as a township by the New Jersey Legislature on April 8, 1839, from portions of Greenwich Township, Mansfield Township, and Oxford Township. The township is named for Benjamin Franklin.
Propositional formula
In propositional logic, a propositional formula is a type of syntactic formula which is well formed. If the values of all variables in a propositional formula are given, it determines a unique truth value. A propositional formula may also be called a propositional expression, a sentence, or a sentential formula.

A propositional formula is constructed from simple propositions, such as "five is greater than three" or propositional variables such as p and q, using connectives or logical operators such as NOT, AND, OR, or IMPLIES; for example:

(p AND NOT q) IMPLIES (p OR q).

In mathematics, a propositional formula is often more briefly referred to as a "proposition", but, more precisely, a propositional formula is not a proposition but a formal expression that denotes a proposition, a formal object under discussion, just like an expression such as "x + y" is not a value, but denotes a value. In some contexts, maintaining the distinction may be of importance.

Herbert Enderton
Herbert Bruce Enderton (April 15, 1936 – October 20, 2010) was an American mathematician. He was a Professor Emeritus of Mathematics at UCLA and a former member of the faculties of Mathematics and of Logic and the Methodology of Science at the University of California, Berkeley.

Enderton also contributed to recursion theory, the theory of definability, models of analysis, computational complexity, and the history of logic.

He earned his Ph.D. at Harvard in 1962. He was a member of the American Mathematical Society from 1961 until his death.
Helladia adelpha
Helladia adelpha is a species of beetle in the subfamily Lamiinae, found in the Near East and Turkey. The length of the species is 7–12 millimetres (0.28–0.47 in). It is black coloured with brown legs. Adults are on wing from April to June.

Lamiinae
Lamiinae, commonly called flat-faced longhorns, are a subfamily of the longhorn beetle family (Cerambycidae). The subfamily includes over 750 genera, rivaled in diversity within the family only by the subfamily Cerambycinae.
Greek government-debt crisis timeline
The Greek government-debt crisis began in 2009 and ended in 2018. During this period, many changes had occurred in Greece. The income of many Greeks has declined, levels of unemployment have increased, elections and resignations of politicians have altered the country's political landscape radically, the Greek parliament has passed many austerity bills, and protests have become common sights throughout the country.

Greek austerity packages
This article details the fourteen austerity packages passed by the Government of Greece between 2010 and 2017. These austerity measures were a result of the Greek government-debt crisis and other economic factors. All of the legislation listed remains in force.
Renmin Road Subdistrict, Anqing
Renmin Road Subdistrict (Chinese: 人民路街道; pinyin: Rénmínlù Jiēdào)  is a subdistrict  situated in Yingjiang District, Anqing, Anhui, China. As of 2020, it administers the following four residential neighborhoods:

Paoyingshan (炮营山)

Xianfeng (先锋)

Kangxihe (康熙河)

Dongzheng (东正)

Anqing
Anqing (simplified Chinese: 安庆; traditional Chinese: 安慶; pinyin: Ānqìng, also Yicheng, Nganking and formerly Hwaining, now the name of Huaining County) is a prefecture-level city in the southwest of Anhui province, People's Republic of China. Its population was 4,165,284 as of the 2020 census, with 728,501 living in the built-up (or metro) area made up of three urban districts. Anqing is famous as the birthplace of Chen Duxiu, one of the founding fathers of the Chinese Communist Party, who served as the first General Secretary of the Chinese Communist Party from 1921 to 1928. Huangmei opera, a renowned Chinese opera style, originated in the city of Anqing. This captivating art form gained immense popularity since the 1950s, largely attributed to the exceptional talents of local actors and actresses from Anqing. Huangmei opera is a significant cultural treasure that defines the rich heritage of the city of Anqing.
Special View
Special View is the second compilation album by the English power pop band the Only Ones. Released in 1979 in the United States it consists of tracks selected by the American label Epic from the band's first two CBS (UK) albums (The Only Ones and Even Serpents Shine).

The Only Ones (album)
The Only Ones is the debut studio album by the English power pop band the Only Ones, released in April 1978 by Columbia Records. It was produced by the Only Ones themselves, with the assistance of Robert Ash and was mixed at Basing St., Escape and CBS.

Steve Lillywhite who had started his career the year before the album was released, was credited for various engineering on the album. Lillywhite would later go on to become a Grammy Award-winning producer. Also Mick Gallagher known for his work with Ian Dury and the Blockheads provided keyboards on the album.

The album was re-released in Europe in 2009 on Sony Music Entertainment, featuring bonus content. The reissue was a CD which comprises 13-tracks. It includes the original album digitally remastered from the original 1/2" mix tapes; alongside three bonus tracks.
Peter, Count of Dreux
Peter (1298 – 3 November 1345), was the Count of Dreux in 1331-1345.

He was the youngest son of John II, Count of Dreux and Jeanne of Beaujeu. He participated in the war of Philip VI of France, fighting against the Flemish who were revolting against their count, and he fought at the Battle of Cassel in 1328.

Counts of Dreux
The Counts of Dreux were a noble family of France, who took their title from the chief stronghold of their domain, the château  of Dreux, which lies near the boundary between Normandy and the Île-de-France. They are notable for inheriting the Duchy of Brittany through Pierre de Dreux's marriage to Alix de Thouars in the early 13th century.