hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Delhi Public School, Kalyanpur
Delhi Public School, Kalyanpur, was established in 2000.
 It is an English medium school affiliated to the Central Board of Secondary Education, New Delhi. It's one of the schools run by the Delhi Public School Society, New Delhi. The school is located at 26°19′N 80°09′E﻿ / ﻿26.31°N 80.15°E﻿ / 26.31; 80.15.

Delhi Public School Society
Delhi Public School Society (DPSS) or DPS Society, is a chain of schools . The descriptor "Public School" references the model of the long-established public schools in the United Kingdom. It operates as a non-profit and private organization. The Delhi Public School Society is the administrative authority for all its institutions in India and abroad. The DPSS Global Network comprises approximately 222 English medium, co-educational, secular schools, catering to students from PG (Play Group) to Class XII.
Solar eclipse of November 12, 1985
A total solar eclipse occurred at the Moon's descending node of orbit  on Tuesday, November 12, 1985, with a magnitude of 1.0388. 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. A total solar eclipse occurs when the Moon's apparent diameter is larger than the Sun's, blocking all direct sunlight, turning day into darkness. Totality occurs in a narrow path across Earth's surface, with the partial solar eclipse visible over a surrounding region thousands of kilometres wide. Occurring about 2 hours after perigee (on November 12, 1985, at 12:30 UTC), the Moon's apparent diameter was larger. Perigee did occur during the early portion of the eclipse.

Totality was visible only near Antarctica. A partial eclipse was visible for parts of southern South America and Antarctica.

Lunar node
A lunar node is either of the two orbital nodes of the Moon; that is, the two points at which the orbit of the Moon intersects the ecliptic. The ascending (or north) node is where the Moon moves into the northern ecliptic hemisphere, while the descending (or south) node is where the Moon enters the southern ecliptic hemisphere.

They are the reason for eclipse season, being the intersection necessary for the alignment of Sun, Earth and Moon.
Natalie Zemon Davis
Natalie Zemon Davis, CC (November 8, 1928 – October 21, 2023) was an American-Canadian historian of the early modern period. She was the Henry Charles Lea Professor of History at Princeton University. Her work originally focused on France, but it later broadened to include other parts of Europe, North America, and the Caribbean. For example, her book, Trickster Travels (2006), views Italy, Spain, Morocco and other parts of North Africa and West Africa through the lens of Leo Africanus's pioneering geography. (By 2023, the text had appeared in six translations.) Davis' books have all been translated into other languages: twenty-two for The Return of Martin Guerre. She was the second female president of the American Historical Association (the first, Nellie Neilson, was in 1943).

Davis was awarded the Holberg International Memorial Prize and National Humanities Medal and was named Companion of the Order of Canada.

Holberg Prize
The Holberg Prize is an international prize awarded annually by the government of Norway to outstanding scholars for work in humanities, social sciences, law and theology, either within one of these fields or through interdisciplinary work. The prize is named after the Danish-Norwegian writer and academic Ludvig Holberg (1684–1754). The Holberg Prize comes with a monetary award of 6 million Norwegian kroner (NOK), which are intended to be used to further the research of the recipient. The winner of the Holberg Prize is announced in March, and the award ceremony takes place every June in Bergen, Norway.

According to a reputation survey conducted in 2018, the Holberg Prize is the most prestigious interdisciplinary award in the social sciences (jointly with the Stein Rokkan Prize for Comparative Social Science Research).
Garcinia intermedia
Garcinia intermedia is a species of tropical American tree which produces edible fruit. In English it is known as the lemon drop mangosteen (a name it shares with the closely related and similarly tasting Garcinia madruno) or sometimes monkey fruit. In Spanish it is called mameyito, though it is known as jorco in Costa Rica. In the Philippines, it is known as berba. In Portuguese it is called achachairu. The name achachairu is also applied to Garcinia humilis, another species native to Bolivia with larger, round or egg-shaped fruit (see Achachairu). G. humilis has been commercialized in Australia under the name Achacha.

Garcinia humilis
Garcinia humilis, known commonly as achachairú or achacha, is a small, prolifically fruiting tree related to the mangosteen. It grows in the southern part of the Amazon basin in the central area of Bolivia and is cultivated in northern Australia.
Fortification Hill
Fortification Hill is a prominence adjacent to Lake Mead in the Lake Mead National Recreation Area; it is located at the northwest terminus region of the Black Mountains (Arizona), and specifically the north region of the Black Mountains. It is near a southern section of Lake Mead, and just northeast of Hoover Dam. It can easily be seen eastward across Las Vegas Bay or from the two northern mountain terminuses of Eldorado Mountains (Nevada), or the Black Mountains (Arizona).

The mountain prominence is plateau-like, or mesa-like with its highpoint at the southeast terminus, and sloping north and northwestwards toward Lake Mead. The prominence is 3,719 feet (1,134 m).

The flat mountaintop, sloping northwards is composed of Tertiary basaltic lava flows.

Eldorado Mountains
The Eldorado Mountains, also called the El Dorado Mountains, are a north-south trending mountain range in southeast Nevada bordering  west of the south-flowing Colorado River; the endorheic Eldorado Valley borders the range to the west, and the range is also on the western border of the Colorado River's Black Canyon of the Colorado, and El Dorado Canyon on the river. The range is 50 miles (80 km) southeast of Las Vegas, Nevada; and the Eldorado Mountains connect with the Highland and Newberry mountains.

The name El Dorado is taken from the name of a legendary gold mine, and the ghost town-mining location of Nelson in Nelson Canyon, transects the central portion of the range. The Nelson Overlook is a viewing point over the Colorado River's El Dorado Canyon.
Lawrence baronets of Sloane Gardens (1906)
The Lawrence baronetcy, of Sloane Gardens in Chelsea, was created in the Baronetage of the United Kingdom on 13 July 1906 for the administrator Walter Lawrence. He was Private Secretary to Lord Curzon, Viceroy of India from 1898 to 1905 and a member of the Council of India.

Walter Roper Lawrence
Sir Walter Roper Lawrence, 1st Baronet, GCIE GCVO CB (9 February 1857 – 25 May 1940), was a member of the Council of India and an English author who served in the Indian Civil Service in British India and wrote travelogues based on his experiences of travelling around the Indian subcontinent. Over the course of his travels, he developed a close affinity with Indian people, especially Kashmiris, who figure prominently in his work. His best-known books are The Valley of Kashmir (1895) and The India we Served (1929).

Walter Roper Lawrence was born on 9 February 1857 at his home village Moreton-on-Lugg, Herefordshire, England, the son of George Lawrence and Catherine Lewis. He married Lilian Gertrude James on 18 March 1885.
United States Border Patrol
The United States Border Patrol (USBP) is a federal law enforcement agency under the United States Customs and Border Protection (CBP) and is responsible for securing the borders of the United States. According to its website as of 2022, its mission is to "Protect the American people, safeguard our borders, and enhance the nation’s economic prosperity."

With 19,648 agents in 2019, the Border Patrol is one of the largest law enforcement agencies in the United States. For fiscal year 2017, Congress enacted a budget of $3,805,253,000 for the Border Patrol.

Borders of the United States
The United States has land borders with Canada to the North and Mexico to the South and a maritime boundary with Russia to the West, as well as maritime boundaries with several much smaller countries of the diverse exclusive economic zone of the United States (EEZ).

All of the United States maritime borders with Canada are at least partially disputed, and its territorial claims on three Caribbean islands are disputed.
Tsuitate no Danjo
Tsuitate no Danjo (衝立の男女, "Man and Woman by a Partitioning Screen", c. 1797) is a title given to a multicolour print by the Japanese ukiyo-e artist Kitagawa Utamaro.  It depicts a young man and woman by a tsuitate partitioning screen.  The print delivers the feeling of several layers of translucency as the woman peers through the folded cloth of the man's haori and the man is seen through a silk gauze–covered portion of the tsuitate.

Nishiki-e
Nishiki-e (錦絵, "brocade picture") is a type of Japanese multi-coloured woodblock printing; the technique is used primarily in ukiyo-e. It was invented in the 1760s, and perfected and popularized by the printmaker Suzuki Harunobu, who produced many nishiki-e prints between 1765 and his death five years later.

Previously, most prints had been in black-and-white, coloured by hand, or coloured with the addition of one or two colour ink blocks. A nishiki-e print is created by carving a separate woodblock for every colour, and using them in a stepwise fashion. An engraver by the name of Kinroku is credited with the technical innovations that allowed so many blocks of separate colours to fit together perfectly on the page, in order to create a single complete image.

This style and technique is also known as Edo-e (江戸絵, edo-e), referring to Edo, the name for Tokyo before it became the capital.
Unfolding (DSP implementation)
Unfolding is a transformation technique of duplicating the functional blocks to increase the throughput of the DSP program in such a way that preserves its functional behavior at its outputs.
Unfolding was first proposed by Keshab K. Parhi and David G. Messerschmitt in 1989. Unfolding in general program is as known as Loop unrolling.

Unfolding has applications in designing high-speed and low-power ASIC architectures.
One application is to unfold the program to reveal hidden concurrency so that the program can be scheduled to a smaller iteration period, thus increasing the throughput of the implementation.
Another application is parallel processing in word level or bit level.
Therefore these transformed circuit could increase the throughput and decrease the power consumption.

Loop unrolling
Loop unrolling, also known as loop unwinding, is a loop transformation technique that attempts to optimize a program's execution speed at the expense of its binary size, which is an approach known as  space–time tradeoff. The transformation can be undertaken manually by the programmer or by an optimizing compiler. On modern processors, loop unrolling is often counterproductive, as the increased code size can cause more cache misses; cf. Duff's device.

The goal of loop unwinding is to increase a program's speed by reducing or eliminating instructions that control the loop, such as pointer arithmetic and "end of loop" tests on each iteration; reducing branch penalties; as well as hiding latencies, including the delay in reading data from memory. To eliminate this computational overhead, loops can be re-written as a repeated sequence of similar independent statements.

Loop unrolling is also part of certain formal verification techniques, in particular bounded model checking.
Meta-learning
Meta-learning is a branch of metacognition concerned with learning about one's own learning and learning processes.

The term comes from the meta prefix's modern meaning of an abstract recursion, or "X about X", similar to its use in metaknowledge, metamemory, and meta-emotion.

Metacognition
Metacognition is an awareness of one's thought processes and an understanding of the patterns behind them. The term comes from the root word meta, meaning "beyond", or "on top of". Metacognition can take many forms, such as reflecting on one's ways of thinking, and knowing when and how oneself and others use particular strategies for problem-solving. There are generally two components of metacognition: (1) cognitive conceptions and (2) a cognitive regulation system. Research has shown that both components of metacognition play key roles in metaconceptual knowledge and learning. Metamemory, defined as knowing about memory and mnemonic strategies, is an important aspect of metacognition.

Writings on metacognition date back at least as far as two works by the Greek philosopher Aristotle (384–322 BC): On the Soul and the Parva Naturalia.
Vietnamese criminal underworld
Xã hội đen (chữ Nôm: 社會顛, literally meaning "black societies") is a Vietnamese term used to describe the criminal underworld. The term is believed to have become widely used thanks to Hong Kong TV series and movies about the Chinese secret society of Heishehui (Chinese: 黑社会). An individual who participates in these criminal activities can be called a giang hồ, găng-xtơ, côn đồ, or tội phạm; while a criminal organization is known as băng đảng or băng nhóm, depending on its scale. They are those whose goal is to make money from illegal and overall immoral activities.

Jianghu
Jianghu (江湖; jiānghú; gong1wu4; 'rivers and lakes') is a Chinese term that generally refers to the social environment in which many Chinese wuxia, xianxia, and gong'an stories are set. The term is used flexibly, and can be used to describe a fictionalized version of imperial China (usually using loose influences from across the 221 BC – 1912 AD period of time); a setting of feuding martial arts clans and the people of that community; a secret and possibly criminal underworld; a general sense of the "mythic world" where fantastical stories happen; or some combination thereof. A closely related term, wulin (武林; wǔlín; 'martial forest'), refers exclusively to the community of martial artists that inhabit a jianghu setting. The term wulin has been borrowed into Korean as murim (무림) to refer to fiction set in Chinese-inspired martial arts worlds.
Wu Tang Forever (Logic song)
"Wu Tang Forever" is a song by American rapper Logic, featured as the sixth track on his 2018 album YSIV. The song is a homage to the hip-hop group Wu-Tang Clan and features all living members of the group: Ghostface Killah, Raekwon, RZA, Method Man, Inspectah Deck, Cappadonna, U-God, Masta Killa and GZA, as well as Wu-Tang Clan affiliate Jackpot Scotty Wotty; deceased member Ol' Dirty Bastard received a writing credit. The song shares the same title as the group's second studio album.

Masta Killa
Jamel Irief (born Elgin Evander Turner; August 18, 1969), better known by his stage name Masta Killa, is an American rapper and member of the Wu-Tang Clan. He was only featured on one track on their 1993 debut album Enter the Wu-Tang (36 Chambers), but has been prolific on Clan group albums and solo projects since the mid-1990s. He released his debut album No Said Date in 2004 to positive reviews, and has since released four additional albums.
German trawler V 209 Dr. Rudolf Wahrendorff
Dr. Rudolf Wahrendorff was a German fishing trawler that was requisitioned in the Second World War by the Kriegsmarine for use as a vorpostenboot, serving as V 209 Dr. Rudolf Wahrendorff. She was bombed and sunk off St. Peter Port, Guernsey, Channel Islands on 24 July 1944.

Saint Peter Port
St. Peter Port (French: Saint-Pierre Port) is a town and one of the ten parishes on the island of Guernsey in the Channel Islands. It is the capital of the Bailiwick of Guernsey as well as the main port. The population in 2021 was 19,295.

St. Peter Port is a small town (commonly referred to by locals as just "town") consisting mostly of steep, narrow streets and steps on the overlooking slopes. It is known that a trading post/town existed here before Roman times with a pre-Christian name which has not survived.

The parish covers an area of 6.5 km2. The postal code for addresses in the parish starts with GY1.

People from St. Peter Port were nicknamed "les Villais" (the townspeople) or "cllichards" in Guernésiais.
Jamie Bennett (artist)
Jamie Bennett (born 1948) is an American artist and educator known for his enamel jewelry. Over his forty-year career, Bennett has experimented with the centuries-old process of enameling, discovered new techniques of setting, and created new colors of enamel and a matte surfaces. This has led him to be referred to as “one of the most innovative and accomplished enamellers of our time”  by Ursula Ilse-Neuman, historian and former curator at the Museum of Art and Design in New York City.
Bennett is closely associated with the State University of New York at New Paltz, where he studied himself as a student, and taught in the Metal department for many years. Bennett retired from teaching in 2014, after thirty years at SUNY New Paltz.

State University of New York at New Paltz
The State University of New York at New Paltz (SUNY New Paltz or New Paltz) is a public university in New Paltz, New York, United States. It traces its origins to the New Paltz Classical School, a secondary institution founded in 1828 and reorganized as an academy in 1833.
Kieran Ngwenya
Kieran Ngwenya (born 25 September 2002) is a professional footballer who plays as a defender for Scottish Championship side Dunfermline Athletic. Born in Scotland, he plays for the Malawi national team.

Malawi national football team
The Malawi national football team (Chichewa: Timu ya dziko la Malawi) represents Malawi in association football and is controlled by the Football Association of Malawi. Before 1966, it was known as the Nyasaland national football team.

Known as the Flames, Malawi has qualified for three Africa Cup of Nations, in 1984, 2010 and 2021. They also won the CECAFA Cup in 1978, 1979 and 1988 and finished fourth in the 2024 Four Nations Football Tournament.
De Stijl (album)
De Stijl (/də ˈsteɪl/) is the second studio album by the American rock duo the White Stripes, independently released by the Sympathy for the Record Industry on June 20, 2000. It was conceived before band members Jack White and Meg White divorced, who nonetheless continued working together and presented themselves as siblings. Produced by Jack and recorded on an 8-track analog tape in his living room, the album takes inspiration from the art movement of the same name and features the band's early blues-inspired sound.

De Stijl sold moderately upon release but received generally positive reviews from critics. The album has gained renewed attention and peaked at 38 on Billboard's Independent Albums chart in 2002. It was certified gold by the British Phonographic Industry (BPI) and included on NME's list of "The 500 Greatest Albums of All Time" in 2013.

De Stijl
De Stijl (/də ˈstaɪl/, Dutch: [də ˈstɛil]; 'The Style') was a Dutch art movement founded in 1917 by a group of artists and architects based in Leiden (Theo van Doesburg, J. J. P. Oud), Voorburg (Vilmos Huszár, Jan Wils) and Laren (Piet Mondrian, Bart van der Leck).

De Stijl was also the name of a journal – published by the Dutch painter, designer, writer, poet and critic Theo van Doesburg – that propagated the group's theories. Along with van Doesburg, the group's principal members were the painters Piet Mondrian, Vilmos Huszár, Bart van der Leck, the architects J.J.P. Oud, Jan Wils, Gerrit Rietveld, Robert van 't Hoff, the sculptor and painter Georges Vantongerloo, and the poet and writer Antony Kok.

The art theory that formed the basis for the group's work was originally known as Nieuwe Beelding in Dutch; it was later translated to Neoplasticism in English. This theory was subsequently extended to encompass the principles of Elementarism.
Banggi Island
Banggi Island or Banguey Island (Malay: Pulau Banggi; Kadazan Dusun: Bonggi) is located in the Kudat Division of Kudat District, Sabah in Malaysia. With an area of 440.7 square kilometres (170.2 sq mi) separated from the Sabah mainland by the South Banggi Channel, it is the largest island fully in the country followed by Bruit Island of Sarawak, Langkawi Island of Kedah, and Penang Island of Penang. Located off the northern coast of Sabah near Marudu Bay, the highest elevation on the island is the Senambung Hill (Malay: Bukit Senambung) at 572 metres (1,877 ft). As of 2016, the island has an estimated population of 30,000. Limbuak is one of the main settlements on the northern islands, with other settlements including neighbouring island of Balambangan, Dagotan, Kapitangan, Karakit, Laksian, Lok Agong, Loktohog, Malawali, Maliu, Palak, Sabor, Sebogoh, and Tigabu. The nearest neighbouring Philippine island is Mangsee Islands.

Kudat District
The Kudat District (Malay: Daerah Kudat) is an administrative district in the Malaysian state of Sabah, part of the Kudat Division which includes the districts of Kota Marudu, Kudat and Pitas. The capital of the district is in Kudat Town.
Óscar Pérez (footballer, born 1973)
Óscar Pérez Rojas (born 1 February 1973) is a Mexican former professional footballer who played as a goalkeeper. Nicknamed El Conejo (The Rabbit), he is regarded as one of the best goalkeepers in Mexican football history.

With a club career spanning 26 years in Mexico's top flight, most notably with Cruz Azul and Pachuca, Pérez won the CONCACAF Champions League on three occasions, as well as two league titles and one domestic cup. He holds the national record for most league appearances, with 740.

Pérez earned 55 caps for  the Mexico national team between 1997 and 2010, winning three CONCACAF Gold Cup titles and the 1999 FIFA Confederations Cup. He also featured in the 1998, 2002 and 2010 editions of the FIFA World Cup, in the two latter as first choice goalkeeper.

1999 FIFA Confederations Cup
The 1999 FIFA Confederations Cup was the fourth FIFA Confederations Cup, and the second organised by FIFA. The tournament was hosted by Mexico between 24 July and 4 August 1999.

The tournament was won by Mexico, who beat Brazil 4–3 in the final. Mexico became the first host nation to win the FIFA Confederations Cup. The competition was to originally be held in three stadiums, in three cities in the country. However, since the stadiums in Monterrey were sponsored by a competing beer company other than the official advertiser, the city was left out of the tournament altogether. The tournament was originally scheduled for 8–20 January 1999, but was rescheduled by FIFA on 17 November 1998 to accommodate the scheduling of the participating European teams.

The tournament was organized in two groups of four teams, in which two teams from both groups advanced to the semi-finals.
The Spider Woman
The Spider Woman (alternatively titled Sherlock Holmes and the Spider Woman and Spider Woman) is a 1943 mystery film starring Basil Rathbone as Sherlock Holmes and Nigel Bruce as Dr. Watson, the seventh of fourteen such films the pair were involved in. As with all of the Universal Studios films in the series, the film is set in then-present day as opposed to the Victorian setting of the original stories. This film incorporates elements from the 1890 novel The Sign of the Four, as well as the short stories "The Final Problem", "The Adventure of the Empty House", "The Adventure of the Speckled Band" and makes explicit reference to "The Adventure of the Devil's Foot".

The Adventure of the Empty House
"The Adventure of the Empty House", one of the 56 Sherlock Holmes short stories written by Sir Arthur Conan Doyle, is one of 13 stories in the cycle collected as The Return of Sherlock Holmes. It was first published in Collier's in the United States on 26 September 1903, and in The Strand Magazine in the United Kingdom in October 1903.

Public pressure compelled Conan Doyle to bring the sleuth back to life, and explain his survival after his deadly struggle with Professor Moriarty in "The Final Problem". This is the first Holmes story set after his supposed death at the Reichenbach Falls, as recounted in "The Final Problem".