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synth_fc_2609_rep22 | Positive | Music | Entity search | Single | https://en.wikipedia.org/wiki/Bangui | 5 | Music
Bangui has a rich music tradition and showcases the country's music. Its musicians also perform in many countries abroad. The Bangui band groups were influenced by Zokela in the 1980s. The innovative music is based on dance bands who have adopted the Congolese music with electronic support. The music is rhythmic and blends with the Congolese rumba (soukous), which was influenced by son cubano, cha-cha-cha, and merengue. Popular Central African music groups or dance bands who perform in the city are Musiki, Zokela, Makembe, Cool Stars, Cannon Stars, and Super Stars. Bokassa, during his tenure as president, established a music recording studio in Bangui and employed musicians to sing his praise with songs extolling his qualities as an emperor and to develop his cult image among his people. |
synth_fc_2516_rep27 | Positive | Movie | Feature search | Single | https://en.wikipedia.org/wiki/Brigitte_Bardot | 1 | Brigitte Anne-Marie Bardot (/ b r ɪ ˌ ʒ iː t b ɑːr ˈ d oʊ / brizh- EET bar- DOH; French:; born 28 September 1934), often referred to by her initials B.B., is a French former actress, singer, and model as well as an animal rights activist. Famous for portraying characters with hedonistic lifestyles, she is one of the best known symbols of the sexual revolution. Although she withdrew from the entertainment industry in 1973, she remains a major pop culture icon. She has acted in 47 films, performed in several musicals, and recorded more than 60 songs. She was awarded the Legion of Honour in 1985.
Born and raised in Paris, Bardot was an aspiring ballerina during her childhood. She started her acting career in 1952 and achieved international recognition in 1957 for her role in And God Created Woman (1956), catching the attention of many French intellectuals and earning her the nickname " sex kitten ". She was the subject of philosopher Simone de Beauvoir 's 1959 essay The Lolita Syndrome, which described her as a "locomotive of women's history" and built upon existentialist themes to declare her the most liberated woman of France. She won a 1961 David di Donatello Best Foreign Actress Award for her work in The Truth (1960). Bardot later starred in Jean-Luc Godard 's film Le Mépris (1963). For her role in Louis Malle 's film Viva Maria! (1965), she was nominated for the BAFTA Award for Best Foreign Actress. French President Charles de Gaulle called Bardot "the French export as important as Renault cars".
After retiring from acting in 1973, she became an animal rights activist and created the Brigitte Bardot Foundation. She is known for her strong personality, outspokenness, and speeches on animal defense; she has been fined twice for public insults. She has also been a controversial political figure, as of November 2021 having been fined six times for inciting racial hatred when she criticised immigration and Islam in France and called residents of Réunion "savages". She is married to Bernard d'Ormale, a former adviser to Jean-Marie Le Pen, a far-right French politician. Bardot is a member of the Global 500 Roll of Honour of the United Nations Environment Programme and has received several awards and accolades from UNESCO and PETA. In 2011, Los Angeles Times Magazine ranked her second on the "50 Most Beautiful Women In Film". |
synth_fc_2521_rep3 | Positive | Museum | Recommendation | Single | https://en.wikipedia.org/wiki/Haitian_Vodou | 22 | Shrines and altars
The creation of sacred works is important in Vodou. Votive objects used in Haiti are typically made from industrial materials, including iron, plastic, sequins, china, tinsel, and plaster. An altar, or pè, will often contain images (typically lithographs) of Roman Catholic saints. Since developing in the mid-19th century, chromolithography has also had an impact on Vodou imagery, facilitating the widespread availability of images of the Roman Catholic saints who are equated with the lwa. Various Vodouists have made use of varied available materials in constructing their shrines. Cosentino encountered a shrine in Port-au-Prince where Baron Samedi was represented by a plastic statue of Santa Claus wearing a black sombrero, and in another by a statue of Star Wars -character Darth Vader. In Port-au-Prince, it is common for Vodouists to include human skulls on their altar for the Gede. In ounfòs where both Rada and Petwo deities are worshipped, their altars are kept separate.
Various spaces other than the temple are used for Vodou ritual. Cemeteries are seen as places where spirits reside, making them suitable for certain rituals, especially to approach the spirits of the dead. In rural Haiti, cemeteries are often family owned and play a key role in family rituals. Crossroads are also ritual locations, selected as they are believed to be points of access to the spirit world. Other spaces used for Vodou rituals include Christian churches, rivers, the sea, fields, and markets.
Certain trees are regarded as having spirits resident in them and are used as natural altars. Different species of tree are associated with different lwa; Oyu, for example, is linked with mango trees, and Danbala with bougainvillea. Selected trees in Haiti have had metal items affixed to them, serving as shrines to Ogou, who is associated with both iron and the roads. Spaces for ritual also appear in the homes of many Vodouists. These may vary from complex altars to more simple variants including only images of saints alongside candles and a rosary. Many practitioners will also have an altar devoted to their ancestors in their home, to which they direct offerings.
Drawings known as vèvè are sketched onto the floor of the peristil using cornmeal, ash, coffee grounds, or powdered eggshells; these are central to Vodou ritual. Usually arranged symmetrically around the poto-mitan, these designs sometimes incorporate letters; their purpose is to summon lwa. Inside the peristil, practitioners also unfurl ceremonial flags known as drapo (flags) at the start of a ceremony. Often made of silk or velvet and decorated with shiny objects such as sequins, the drapo often feature either the vèvè of specific lwa they are dedicated to or depictions of the associated Roman Catholic saint. These drapo are understood as points of entry through which the lwa can enter the peristil.
A batèms (baptism) is a ritual used to make an object a vessel for the lwa. Objects consecrated for ritual use are believed to contain a spiritual essence or power called nanm. The ason is a sacred rattle used in summoning the lwa, especially for Rada rites. It consists of an empty, dried gourd covered in beads and snake vertebra. Prior to being used in ritual it requires consecration. It is a symbol of the priesthood; assuming the duties of a manbo or oungan is referred to as "taking the ason." For Petwo rites a different rattle, the tcha-tcha, is favored. Another type of sacred object are the "thunder stones", often prehistoric axe-heads, which are associated with specific lwa and kept in oil to preserve their power. |
synth_fc_1928_rep19 | Negative | History | Feature search | Single | https://en.wikipedia.org/wiki/Benjamin_Franklin | 30 | Defending the American cause
One line of argument in Parliament was that Americans should pay a share of the costs of the French and Indian War and therefore taxes should be levied on them. Franklin became the American spokesman in highly publicized testimony in Parliament in 1766. He stated that Americans already contributed heavily to the defense of the Empire. He said local governments had raised, outfitted and paid 25,000 soldiers to fight France—as many as Britain itself sent—and spent many millions from American treasuries doing so in the French and Indian War alone.
In 1772, Franklin obtained private letters of Thomas Hutchinson and Andrew Oliver, governor and lieutenant governor of the Province of Massachusetts Bay, proving that they had encouraged the Crown to crack down on Bostonians. Franklin sent them to America, where they escalated tensions. The letters were finally leaked to the public in the Boston Gazette in mid-June 1773, causing a political firestorm in Massachusetts and raising significant questions in England. The British began to regard him as the fomenter of serious trouble. Hopes for a peaceful solution ended as he was systematically ridiculed and humiliated by Solicitor-General Alexander Wedderburn, before the Privy Council on January 29, 1774. He returned to Philadelphia in March 1775, and abandoned his accommodationist stance.
In 1773, Franklin published two of his most celebrated pro-American satirical essays: "Rules by Which a Great Empire May Be Reduced to a Small One," and "An Edict by the King of Prussia." |
synth_fc_1296_rep12 | Positive | Finance | Calculation | Multi | https://en.wikipedia.org/wiki/C._V._Raman | 5 | Indian Institute of Science
Raman had a great fallout with the authorities at the Indian Institute of Science (IISc). He was accused of biased development in physics, while ignoring other fields. He lacked diplomatic personality on other colleagues, which S. Ramaseshan, his nephew and later Director of IISc, reminisced, saying, "Raman went in there like a bull in a china shop." He wanted research in physics at the level of those of western institutes, but at the expense of other fields of science. Max Born observed, "Raman found a sleepy place where very little work was being done by a number of extremely well paid people." At the Council meeting, Kenneth Aston, professor in the Electrical Technology Department, harshly criticised Raman and Raman's recruitment of Born. Raman had every intention of giving full position of professor to Born. Aston even made personal attack on Born by referring to him as someone "who was rejected by his own country, a renegade and therefore a second-rate scientist unfit to be part of the faculty, much less to be the head of the department of physics."
The Council of IISc constituted a review committee to oversee Raman's conduct in January 1936. The committee, chaired by James Irvine, Principal and Vice-Chancellor of the University of St Andrews, reported in March that Raman had misused the funds and entirely shifted the "centre of gravity" towards research in physics, and also that the proposal of Born as Professor of Mathematical Physics (which was already approved by the Council in November 1935) was not financially feasible. The Council offered Raman two choices, either to resign from the institute with effect from 1 April or resign as the Director and continue as Professor of physics; if he did not make the choice, he was to be fired. Raman was inclined to take up the second choice. |
synth_fc_1965_rep1 | Positive | History | Entity search | Single | https://en.wikipedia.org/wiki/Frederick_Sanger | 7 | Awards and honours
As of 2015, Sanger is one of the only two people to have been awarded the Nobel Prize in Chemistry twice (the other being Karl Barry Sharpless in 2001 and 2022), and one of only five two-time Nobel laureates: The other four were Marie Curie (Physics, 1903 and Chemistry, 1911), Linus Pauling (Chemistry, 1954 and Peace, 1962), John Bardeen (twice Physics, 1956 and 1972), and Karl Barry Sharpless (twice Chemistry, 2001 and 2022).
The Wellcome Trust Sanger Institute (formerly the Sanger Centre) is named in his honour. |
synth_fc_2408_rep26 | No function call | Movie | Proximal search | Single | https://en.wikipedia.org/wiki/Mae_West | 4 | Later years
Mae West's likeness was used on the front cover of the Beatles ' 1967 album Sgt. Pepper's Lonely Hearts Club Band. When approached for permission, West initially refused and asked, "What would I be doing in a Lonely Heart's Club?" She changed her mind after the band wrote her a personal letter declaring themselves great fans of her. After a 27-year absence from motion pictures, West appeared as Leticia Van Allen in Gore Vidal 's Myra Breckinridge (1970) with Raquel Welch, Rex Reed, Farrah Fawcett, and Tom Selleck in a small part. The movie was intended to be deliberately campy sex change comedy, but had serious production problems, resulting in a botched film that was both a box-office and critical failure. Author Vidal, at great odds with inexperienced and self-styled "art film" director Michael Sarne, later called the film "an awful joke". Though Mae West was given star billing to attract ticket buyers, her scenes were truncated by the inexperienced film editor, and her songs were filmed as though they were merely side acts. Mae West's counterculture appeal (she was dubbed "the queen of camp"), included the young and hip, and by 1971, the student body of University of California, Los Angeles (UCLA) voted Mae West "Woman of the Century" in honor of her relevance as a pioneering advocate of sexual frankness and courageous crusader against censorship.
In 1975, West released the books Sex, Health, and ESP (William Allen & Sons, publisher) and Pleasure Man (Dell publishers) based on her 1928 play of the same name. Her autobiography, Goodness Had Nothing to Do with It, was also updated and republished in the 1970s.
Mae West was a shrewd investor, produced her own stage acts, and invested her money in large tracts of land in Van Nuys, a thriving suburb of Los Angeles. With her considerable fortune, she could afford to do as she liked. In 1976, she appeared on Back Lot U.S.A. on CBS, where she was interviewed by Dick Cavett and sang " Frankie and Johnny " along with " After You've Gone." That same year, she began work on her final film, Sextette (1978). Adapted from a 1959 script written by West, the film's daily revisions and production disagreements hampered production from the beginning. Because of the near-endless last-minute script changes and tiring production schedule, West agreed to have her lines signaled to her through a speaker concealed in her hair piece. Despite the daily problems, West was, according to Sextette director Ken Hughes, determined to see the film through. At 84, her now-failing eyesight made navigating around the set difficult, but she made it through the filming, a tribute to her self-confidence, remarkable endurance, and stature as a self-created star 67 years after her Broadway debut in 1911 at the age of 18. Time magazine wrote an article on the indomitable star entitled "At 84, Mae West Is Still Mae West".
Upon its release, Sextette was not a critical or commercial success. The diverse cast included some of West's first co-stars such as George Raft (Night After Night, 1932), silver screen stars such as Tony Curtis, Timothy Dalton and Walter Pidgeon, plus contemporary pop stars such as Ringo Starr and Alice Cooper, and television favorites such as Dom DeLuise and gossip queen Rona Barrett. It also included cameos of some of the musclemen from her 1950s Las Vegas show, such as the still remarkably fit Reg Lewis. Sextette also reunited Mae West with Edith Head, her costume designer from 1933 in She Done Him Wrong.
For her contribution to the film industry, Mae West has a star on the Hollywood Walk of Fame at 1560 Vine Street in Hollywood. For her contributions as a stage actor in the theater world, she has been inducted into the American Theater Hall of Fame. |
synth_fc_721_rep16 | Positive | DNA sequence | Database search | Multi | https://en.wikipedia.org/wiki/Hemoglobin | 1 | Hemoglobin (haemoglobin, Hb or Hgb) is a protein containing iron that facilitates the transport of oxygen in red blood cells. Almost all vertebrates contain hemoglobin, with the sole exception of the fish family Channichthyidae. Hemoglobin in the blood carries oxygen from the respiratory organs (lungs or gills) to the other tissues of the body, where it releases the oxygen to enable aerobic respiration which powers the animal's metabolism. A healthy human has 12 to 20 grams of hemoglobin in every 100 mL of blood. Hemoglobin is a metalloprotein, a chromoprotein, and globulin.
In mammals, hemoglobin makes up about 96% of a red blood cell's dry weight (excluding water), and around 35% of the total weight (including water). Hemoglobin has an oxygen-binding capacity of 1.34 mL of O per gram, which increases the total blood oxygen capacity seventy-fold compared to dissolved oxygen in blood plasma alone. The mammalian hemoglobin molecule can bind and transport up to four oxygen molecules.
Hemoglobin also transports other gases. It carries off some of the body's respiratory carbon dioxide (about 20–25% of the total) as carbaminohemoglobin, in which CO binds to the heme protein. The molecule also carries the important regulatory molecule nitric oxide bound to a thiol group in the globin protein, releasing it at the same time as oxygen.
Hemoglobin is also found in other cells, including in the A9 dopaminergic neurons of the substantia nigra, macrophages, alveolar cells, lungs, retinal pigment epithelium, hepatocytes, mesangial cells of the kidney, endometrial cells, cervical cells, and vaginal epithelial cells. In these tissues, hemoglobin absorbs unneeded oxygen as an antioxidant, and regulates iron metabolism. Excessive glucose in the blood can attach to hemoglobin and raise the level of hemoglobin A1c.
Hemoglobin and hemoglobin-like molecules are also found in many invertebrates, fungi, and plants. In these organisms, hemoglobins may carry oxygen, or they may transport and regulate other small molecules and ions such as carbon dioxide, nitric oxide, hydrogen sulfide and sulfide. A variant called leghemoglobin serves to scavenge oxygen away from anaerobic systems such as the nitrogen-fixing nodules of leguminous plants, preventing oxygen poisoning.
The medical condition hemoglobinemia, a form of anemia, is caused by intravascular hemolysis, in which hemoglobin leaks from red blood cells into the blood plasma. |
synth_fc_438_rep19 | Positive | Corporate Management | Database removal | Multi | https://en.wikipedia.org/wiki/Pencil | 7 | Eraser attachment
On March 30, 1858, Hymen Lipman received the first patent for attaching an eraser to the end of a pencil. In 1862, Lipman sold his patent to Joseph Reckendorfer for $100,000, who went on to sue pencil manufacturer Faber-Castell for infringement. In Reckendorfer v. Faber (1875), the Supreme Court of the United States ruled against Reckendorfer, declaring the patent invalid. |
synth_fc_3223_rep12 | Negative | Sport | Entity search | Single | https://en.wikipedia.org/wiki/Kumasi | 23 | Sports
The local football (soccer) team, the Kumasi Asante Kotoko, has won several national and continental trophies and awards, and serves as a rival to the Accra-based Hearts of Oak. Their Kumasi Sports Stadium, also known as Baba Yara Stadium, was built in 1959, renovated in 1978, and again in 2007 with a seating capacity of 40,000. It is also the home of the King Faisal Football Club, a premier division side.
There is the Royal Golf Club which has the Asantehene as president. Former Leeds United and Ghana national football team footballer Tony Yeboah and professional wrestler Kofi Kingston were born in Kumasi, by the real name Kofi Sarkodie-Mensah.
The parents of Israeli Olympic sprinter, and 2022 World U20 Champion, Blessing Afrifah are from Kumasi. |
synth_fc_2823_rep7 | Positive | Physics & Chemistry | Database update | Multi | https://en.wikipedia.org/wiki/Torus | 6 | Flat torus
A flat torus is a torus with the metric inherited from its representation as the quotient, R 2 {\displaystyle \mathbb {R} ^{2}} / L, where L is a discrete subgroup of R 2 {\displaystyle \mathbb {R} ^{2}} isomorphic to Z 2 {\displaystyle \mathbb {Z} ^{2}}. This gives the quotient the structure of a Riemannian manifold, as well as the structure of an abelian Lie group. Perhaps the simplest example of this is when L = Z 2 {\displaystyle \mathbb {Z} ^{2}}: R 2 / Z 2 {\displaystyle \mathbb {R} ^{2}/\mathbb {Z} ^{2}}, which can also be described as the Cartesian plane under the identifications (x, y) ~ (x + 1, y) ~ (x, y + 1). This particular flat torus (and any uniformly scaled version of it) is known as the "square" flat torus.
This metric of the square flat torus can also be realised by specific embeddings of the familiar 2-torus into Euclidean 4-space or higher dimensions. Its surface has zero Gaussian curvature everywhere. It is flat in the same sense that the surface of a cylinder is flat. In 3 dimensions, one can bend a flat sheet of paper into a cylinder without stretching the paper, but this cylinder cannot be bent into a torus without stretching the paper (unless some regularity and differentiability conditions are given up, see below).
A simple 4-dimensional Euclidean embedding of a rectangular flat torus (more general than the square one) is as follows:
where R and P are positive constants determining the aspect ratio. It is diffeomorphic to a regular torus but not isometric. It can not be analytically embedded (smooth of class C, 2 ≤ k ≤ ∞) into Euclidean 3-space. Mapping it into 3 -space requires one to stretch it, in which case it looks like a regular torus. For example, in the following map:
If R and P in the above flat torus parametrization form a unit vector (R, P) = (cos(η), sin(η)) then u, v, and 0 < η < π /2 parameterize the unit 3-sphere as Hopf coordinates. In particular, for certain very specific choices of a square flat torus in the 3-sphere S, where η = π /4 above, the torus will partition the 3-sphere into two congruent solid tori subsets with the aforesaid flat torus surface as their common boundary. One example is the torus T defined by
Other tori in S having this partitioning property include the square tori of the form Q ⋅ T, where Q is a rotation of 4-dimensional space R 4 {\displaystyle \mathbb {R} ^{4}}, or in other words Q is a member of the Lie group SO(4).
It is known that there exists no C (twice continuously differentiable) embedding of a flat torus into 3-space. (The idea of the proof is to take a large sphere containing such a flat torus in its interior, and shrink the radius of the sphere until it just touches the torus for the first time. Such a point of contact must be a tangency. But that would imply that part of the torus, since it has zero curvature everywhere, must lie strictly outside the sphere, which is a contradiction.) On the other hand, according to the Nash-Kuiper theorem, which was proven in the 1950s, an isometric C embedding exists. This is solely an existence proof and does not provide explicit equations for such an embedding.
In April 2012, an explicit C (continuously differentiable) embedding of a flat torus into 3-dimensional Euclidean space R 3 {\displaystyle \mathbb {R} ^{3}} was found. It is a flat torus in the sense that, as a metric space, it is isometric to a flat square torus. It is similar in structure to a fractal as it is constructed by repeatedly corrugating an ordinary torus. Like fractals, it has no defined Gaussian curvature. However, unlike fractals, it does have defined surface normals, yielding a so-called "smooth fractal". The key to obtain the smoothness of this corrugated torus is to have the amplitudes of successive corrugations decreasing faster than their "wavelengths". (These infinitely recursive corrugations are used only for embedding into three dimensions; they are not an intrinsic feature of the flat torus.) This is the first time that any such embedding was defined by explicit equations or depicted by computer graphics. |
synth_fc_1831_rep2 | Positive | History | Entity search | Single | https://en.wikipedia.org/wiki/Bactria | 1 | Bactria (/ ˈ b æ k t r i ə /; Bactrian: βαχλο, Bakhlo), or Bactriana, was an ancient Iranian civilization in Central Asia based in the area south of the Oxus River (modern Amu Darya) and north of the mountains of the Hindu Kush, an area within the north of modern Afghanistan. Bactria was strategically located south of Sogdia and the western part of the Pamir Mountains. The extensive mountain ranges acted as protective "walls" on three sides, with the Pamir on the north and the Hindu Kush on south forming a junction with the Karakoram range towards the east.
Called "beautiful Bactria, crowned with flags" by the Avesta, the region is considered, in the Zoroastrian faith, to be one of the " sixteen perfect Iranian lands " that the supreme deity, Ahura Mazda, had created. It was once a small and independent kingdom struggling to exist against nomadic Turanians. One of the early centres of Zoroastrianism, and capital of the legendary Kayanian dynasty, Bactria is mentioned in the Behistun Inscription of Darius the Great as one of the satrapies of the Achaemenid Empire; it was a special satrapy, ruled by a crown prince or an intended heir. Bactria was the centre of Iranian resistance against the Macedonian invaders after the fall of the Achaemenid Empire in the 4th century BC, but eventually fell to Alexander the Great. After the death of Alexander, Bactria was annexed by his general, Seleucus I.
The Seleucids lost the region after the declaration of independence by the satrap of Bactria, Diodotus I; thus began the history of the Greco-Bactrian, and later the Indo-Greek, Kingdoms. By the second century BC, Bactria was conquered by the Parthian Empire, and, in the early first century, the Kushan Empire was formed by the Yuezhi within Bactrian territories. Shapur I, the second Sasanian King of Kings of Iran, conquered western parts of the Kushan Empire in the 3rd century, and the Kushano-Sasanian Kingdom was formed. The Sasanians lost Bactria in the 4th century, but reconquered it in the 6th century. Bactrian (natively known as ariao, 'Iranian'), an Eastern Iranian language, was the common language of Bactria and surroundings areas in ancient and early medieval times.
The Islamization of Bactria began with the Muslim conquest of Iran in the 7th century. Bactra was centre of an Iranian Renaissance in the 8th and 9th centuries, and New Persian as an independent literary language first emerged in this region. The Samanid Empire was formed in Eastern Iran by the descendants of Saman Khuda, a Persian from Bactria, beginning the spread of the Persian language in the region and the decline of the Bactrian language. |
synth_fc_3602_rep7 | Positive | Travel itinerary | Order | Single | https://en.wikipedia.org/wiki/Nouakchott | 16 | Transport
Nouakchott has a Chinese-built deepwater port that opened in 1986. It was designed for a capacity of 500,000 tons deadweight (DWT) of cargo a year, but has been handling 1,500,000 tons (DWT) by 2009. China agreed in 2009 to invest US$282 million in the port, aiming to extend the main quay by over 900 m (3,000 ft). As of 2011, the World Bank was investigating funding a new shipping container facility at the port.
Air service is provided by Nouakchott–Oumtounsy International Airport, which replaced the previous Nouakchott International Airport in June 2016.
The Cairo–Dakar Highway leg from Nouakchott to Nouadhibou was paved in 2004, although the Nouakchott- Rosso leg was paved before independence. A 1,100-kilometre (680 mi) road (Route de l'Espoir (Road of Hope)) connects the city with Néma via Boutilimit and Kiffa. In the city, there is a public transport and commuter system, with vehicles serving major boulevards.
In July 2022 a tramway project was presented, without a scheduled opening date. |
synth_fc_3736_rep27 | Positive | Weather & Air quality | Feature search | Multi | https://en.wikipedia.org/wiki/English_Channel | 14 | Human history
The Channel is thought to have prevented Neanderthals from colonising Britain during the Last Interglacial/Eemian, though they returned to Britain during the Last Glacial Period when sea levels were lower. The Channel has in historic times been both an easy entry for seafaring people and a key natural defence, halting invading armies while in conjunction with control of the North Sea allowing Britain to blockade the continent. The most significant failed invasion threats came when the Dutch and Belgian ports were held by a major continental power, e.g. from the Spanish Armada in 1588, Napoleon during the Napoleonic Wars, and Nazi Germany during World War II. Successful invasions include the Roman conquest of Britain, the Norman Conquest in 1066 and the Glorious Revolution of 1688, while the concentration of excellent harbours in the Western Channel on Britain's south coast made possible the largest amphibious invasion in history, the Normandy Landings in 1944. Channel naval battles include the Battle of the Downs (1639), Battle of Dover (1652), the Battle of Portland (1653) and the Battle of La Hougue (1692).
In more peaceful times, the Channel served as a link joining shared cultures and political structures, particularly the huge Angevin Empire from 1135 to 1217. For nearly a thousand years, the Channel also provided a link between the Modern Celtic regions and languages of Cornwall and Brittany. Brittany was founded by Britons who fled Cornwall and Devon after Anglo-Saxon encroachment. In Brittany, there is a region known as " Cornouaille " (Cornwall) in French and "Kernev" in Breton. In ancient times there was also a " Domnonia " (Devon) in Brittany as well.
In February 1684, ice formed on the sea in a belt 4.8 km (3.0 mi) wide off the coast of Kent and 3.2 km (2.0 mi) wide on the French side. |
synth_fc_3236_rep26 | Negative | Sport | Feature search | Single | https://en.wikipedia.org/wiki/Al_Davis | 1 | Allen Davis was an American professional football executive and coach. He was the managing general partner, principal owner and de facto general manager of the National Football League (NFL) Oakland Raiders for 39 years, from 1972 until his death in 2011. Prior to becoming principal owner of the Raiders, he served as the team's head coach from 1963 to 1965 and part owner from 1966 to 1971, assuming both positions while the Raiders were part of the American Football League (AFL). He served as AFL commissioner in 1966. Known for his motto "Just win, baby", the Raiders became one of the NFL's most successful and popular teams under Davis' management. The franchise enjoyed their greatest successes during the 1970s and 1980s where they were perennial playoff contenders and won three Super Bowl titles. He was inducted into the Pro Football Hall of Fame in 1992. Davis was active in civil rights, refusing to allow the Raiders to play in any city where black and white players had to stay in separate hotels. He was the first NFL owner in the modern era to hire a black head coach, the first to hire a female chief executive, and the first NFL owner to hire a Latino head coach. He remains the only executive in NFL history to be an assistant coach, head coach, general manager, commissioner, and owner. |
synth_fc_1885_rep23 | Positive | History | Entity search | Multi | https://en.wikipedia.org/wiki/Vladimir_Tatlin | 1 | Vladimir Yevgrafovich Tatlin was a Russian and Soviet painter, architect and stage-designer. Tatlin achieved fame as the architect who designed The Monument to the Third International, more commonly known as Tatlin's Tower, which he began in 1919. With Kazimir Malevich he was one of the two most important figures in the Soviet avant-garde art movement of the 1920s, and he later became an important artist in the constructivist movement. |
synth_fc_823_rep4 | Positive | Finance | Calculation | Single | https://en.wikipedia.org/wiki/Formula_One | 1 | Formula One, commonly known as Formula 1 or F1, is the highest class of international racing for open-wheel single-seater formula racing cars sanctioned by the Fédération Internationale de l'Automobile (FIA). The FIA Formula One World Championship has been one of the world's premier forms of racing since its inaugural running in 1950. The word formula in the name refers to the set of rules all participants' cars must follow. A Formula One season consists of a series of races, known as Grands Prix. Grands Prix take place in multiple countries and continents on either purpose-built circuits or closed public roads.
A point-system is used at Grands Prix to determine two annual World Championships: one for the drivers, and one for the constructors (the teams). Each driver must hold a valid Super Licence, the highest class of racing licence the FIA issues, and the races must be held on grade one tracks, the highest grade rating the FIA issues for tracks.
Formula One cars are the world's fastest regulated road-course racing cars, owing to very high cornering speeds achieved by generating large amounts of aerodynamic downforce, much of which is generated by front and rear wings. The cars depend on electronics, aerodynamics, suspension, and tyres. Traction control, launch control, and automatic shifting, and other electronic driving aids were first banned in 1994. They were briefly reintroduced in 2001, and have more recently been banned since 2004 and 2008, respectively.
With the average annual cost of running a team—designing, building, and maintaining cars, pay, transport—at approximately £220,000,000 (or $265,000,000), Formula One's financial and political battles are widely reported. The Formula One Group is owned by Liberty Media, which acquired it in 2017 from private-equity firm CVC Capital Partners for £6.4 billion ($8 billion). |
synth_fc_2425_rep20 | Positive | Movie | Entity search | Multi | https://en.wikipedia.org/wiki/Mario | 9 | In other media
The first appearance of Mario in media other than games was Saturday Supercade, an animated television series produced by Ruby-Spears Productions in 1983. The 1986 original video animation Super Mario Bros.: The Great Mission to Rescue Princess Peach! features Mario (voiced by Toru Furuya) as the protagonist. The animated series The Super Mario Bros. Super Show! features a live-action series of skits that stars former WWF manager "Captain" Lou Albano as Mario and Danny Wells as Luigi. Mario appeared in a book series, the Nintendo Adventure Books. The other two animated series, The Adventures of Super Mario Bros. 3 and Super Mario World, star Walker Boone as Mario and Tony Rosato as Luigi.
Mario is portrayed by Bob Hoskins in the 1993 film loosely based on the Super Mario series, Super Mario Bros. In the film, he is the cynical older brother who takes great pride in being a plumber and is a parental figure to Luigi, portrayed by John Leguizamo. At first, he held no belief in unusual things happening, but meeting Daisy and taking a trip to Dinohattan soon changed his mind. Hoskins was ultimately cast to play the character after other choices fell out, such as Dustin Hoffman and Danny DeVito. Hoskins had previously done multiple roles in children's films and kept suggesting changes to the script before he agreed to portray the character. According to one of the films' directors, Annabel Jankel, Hoskins was mainly considered due to his physical appearances. In subsequent interviews, Hoskins considered the role his worst choice in his acting career, admitted to constantly drinking before and during filming, and noted that he was injured and almost died multiple times during production.
Mario is voiced by Chris Pratt in the 2023 film adaptation The Super Mario Bros. Movie. Although American actor Sebastian Maniscalco originally auditioned to voice Mario in the 2023 film, he got the role of voicing Spike instead. The film depicts him and Luigi as Italian-American plumbers who started their own business in Brooklyn after working for the antagonistic Foreman Spike, who supervises the Wrecking Crew. They attempt to fix a significant manhole leak reported in the news to make a name for themselves, only for the pipe to transport Mario to the Mushroom Kingdom and Luigi to the Dark Lands. Mario works with Peach, Toad, and later Donkey Kong to rescue Luigi and the Mushroom Kingdom from the tyrannical Bowser. Martinet makes cameo appearances in the film as Mario and Luigi's unnamed father and as Giuseppe, who appears in Brooklyn and resembles Mario's original design from Donkey Kong, speaking in his in-game voice. In response to criticism of Pratt's casting, co-director Aaron Horvath explained that he was cast mainly because of his history of playing good-natured, blue collar -type protagonists. |
synth_fc_3417_rep9 | Positive | Time | Calculation | Single | https://en.wikipedia.org/wiki/Goryeo | 21 | Military regime
Although Goryeo was founded by the military, its authority was in decline. In 1014, a coup occurred but the effects of the rebellion did not last long, only making generals discontent with the current supremacy of the civilian officers.
In addition, under the reign of King Uijong, military officers were prohibited from entering the Security Council, and even at times of state emergency, they were not allowed to assume commands. After political chaos, Uijong started to enjoy traveling to local temples and studying sutra, while he was almost always accompanied by a large group of civilian officers. The military officers were largely ignored and were even mobilized to construct temples and ponds.
Beginning in 1170, the government of Goryeo was de facto controlled by a succession of powerful families from the warrior class, most notably the Ch'oe family, in a military dictatorship akin to a shogunate.
In 1170, a group of army officers led by Chŏng Chung-bu, Yi Ŭi-bang and Yi Ko launched a coup d'état and succeeded. King Uijong went into exile and King Myeongjong was placed on the throne. Effective power, however, lay with a succession of generals who used an elite guard unit known as the Tobang to control the throne: military rule of Goryeo had begun. In 1179, the young general Kyŏng Tae-sŭng rose to power and began an attempt to restore the full power of the monarch and purge the corruption of the state.
However, he died in 1183 and was succeeded by Yi Ŭi-min, who came from a nobi (slave) background. His unrestrained corruption and cruelty led to a coup by general Ch'oe Ch'ung-hŏn, who assassinated Yi Ui-min and took supreme power in 1197. For the next 61 years, the Ch'oe house ruled as military dictators, maintaining the Kings as puppet monarchs; Ch'oe Ch'ung-hŏn was succeeded in turn by his son Ch'oe U, his grandson Ch'oe Hang and his great-grandson Ch'oe Ŭi.
When he took control, Ch'oe Ch'ung-hŏn forced Myeongjong off the throne and replaced him with King Sinjong. What was different from former military leaders was the active involvement of scholars in Ch'oe's control, notably Prime Minister Yi Kyu-bo who was a Confucian scholar-official.
After Sinjong died, Ch'oe forced his son to the throne as Huijong. After 7 years, Huijong led a revolt but failed. Then, Ch'oe found the pliable King Gojong instead.
Although the House of Ch'oe established strong private individuals loyal to it, continuous invasion by the Mongols ravaged the whole land, resulting in a weakened defense ability, and also the power of the military regime waned. |
synth_fc_307_rep21 | Negative | Board game | Feature search | Single | https://en.wikipedia.org/wiki/Magic_square | 25 | Euler's method
This method consists in constructing two preliminary squares, which when added together gives the magic square. As a running example, a 3×3 magic square is considered. Each number of the 3×3 natural square by a pair of numbers can be labeled as
where every pair of Greek and Latin alphabets, e.g. αa, are meant to be added together, i.e. αa = α + a. Here, (α, β, γ) = (0, 3, 6) and (a, b, c) = (1, 2, 3). The numbers 0, 3, and 6 are referred to as the root numbers while the numbers 1, 2, and 3 are referred to as the primary numbers. An important general constraint here is
Thus, the original square can now be split into two simpler squares:
The lettered squares are referred to as Greek square or Latin square if they are filled with Greek or Latin letters, respectively. A magic square can be constructed by ensuring that the Greek and Latin squares are magic squares too. The converse of this statement is also often, but not always (e.g. bordered magic squares), true: A magic square can be decomposed into a Greek and a Latin square, which are themselves magic squares. Thus the method is useful for both synthesis as well as analysis of a magic square. Lastly, by examining the pattern in which the numbers are laid out in the finished square, it is often possible to come up with a faster algorithm to construct higher order squares that replicate the given pattern, without the necessity of creating the preliminary Greek and Latin squares.
During the construction of the 3×3 magic square, the Greek and Latin squares with just three unique terms are much easier to deal with than the original square with nine different terms. The row sum and the column sum of the Greek square will be the same, α + β + γ, if
This can be achieved by cyclic permutation of α, β, and γ. Satisfaction of these two conditions ensures that the resulting square is a semi-magic square; and such Greek and Latin squares are said to be mutually orthogonal to each other. For a given order n, there are at most n - 1 squares in a set of mutually orthogonal squares, not counting the variations due to permutation of the symbols. This upper bound is exact when n is a prime number.
In order to construct a magic square, we should also ensure that the diagonals sum to magic constant. For this, we have a third condition:
The mutually orthogonal Greek and Latin squares that satisfy the first part of the third condition (that all letters appear in both the diagonals) are said to be mutually orthogonal doubly diagonal Graeco-Latin squares.
Odd squares: For the 3×3 odd square, since α, β, and γ are in arithmetic progression, their sum is equal to the product of the square's order and the middle term, i.e. α + β + γ = 3 β. Thus, the diagonal sums will be equal if we have β s in the main diagonal and α, β, γ in the skew diagonal. Similarly, for the Latin square. The resulting Greek and Latin squares and their combination will be as below. The Latin square is just a 90 degree anti-clockwise rotation of the Greek square (or equivalently, flipping about the vertical axis) with the corresponding letters interchanged. Substituting the values of the Greek and Latin letters will give the 3×3 magic square.
For the odd squares, this method explains why the Siamese method (method of De la Loubere) and its variants work. This basic method can be used to construct odd ordered magic squares of higher orders. To summarise:
A peculiarity of the construction method given above for the odd magic squares is that the middle number (n + 1)/2 will always appear at the center cell of the magic square. Since there are (n - 1)! ways to arrange the skew diagonal terms, we can obtain (n - 1)! Greek squares this way; same with the Latin squares. Also, since each Greek square can be paired with (n - 1)! Latin squares, and since for each of Greek square the middle term may be arbitrarily placed in the main diagonal or the skew diagonal (and correspondingly along the skew diagonal or the main diagonal for the Latin squares), we can construct a total of 2 × (n - 1)! × (n - 1)! magic squares using this method. For n = 3, 5, and 7, this will give 8, 1152, and 1,036,800 different magic squares, respectively. Dividing by 8 to neglect equivalent squares due to rotation and reflections, we obtain 1, 144, and 129,600 essentially different magic squares, respectively.
As another example, the construction of 5×5 magic square is given. Numbers are directly written in place of alphabets. The numbered squares are referred to as primary square or root square if they are filled with primary numbers or root numbers, respectively. The numbers are placed about the skew diagonal in the root square such that the middle column of the resulting root square has 0, 5, 10, 15, 20 (from bottom to top). The primary square is obtained by rotating the root square counter-clockwise by 90 degrees, and replacing the numbers. The resulting square is an associative magic square, in which every pair of numbers symmetrically opposite to the center sum up to the same value, 26. For e.g., 16+10, 3+23, 6+20, etc. In the finished square, 1 is placed at center cell of bottom row, and successive numbers are placed via elongated knight's move (two cells right, two cells down), or equivalently, bishop's move (two cells diagonally down right). When a collision occurs, the break move is to move one cell up. All the odd numbers occur inside the central diamond formed by 1, 5, 25 and 21, while the even numbers are placed at the corners. The occurrence of the even numbers can be deduced by copying the square to the adjacent sides. The even numbers from four adjacent squares will form a cross.
A variation of the above example, where the skew diagonal sequence is taken in different order, is given below. The resulting magic square is the flipped version of the famous Agrippa's Mars magic square. It is an associative magic square and is the same as that produced by Moschopoulos's method. Here the resulting square starts with 1 placed in the cell which is to the right of the centre cell, and proceeds as De la Loubere's method, with downwards-right move. When a collision occurs, the break move is to shift two cells to the right.
In the previous examples, for the Greek square, the second row can be obtained from the first row by circularly shifting it to the right by one cell. Similarly, the third row is a circularly shifted version of the second row by one cell to the right; and so on. Likewise, the rows of the Latin square is circularly shifted to the left by one cell. The row shifts for the Greek and Latin squares are in mutually opposite direction. It is possible to circularly shift the rows by more than one cell to create the Greek and Latin square.
This essentially re-creates the knight's move. All the letters will appear in both the diagonals, ensuring correct diagonal sum. Since there are n ! permutations of the Greek letters by which we can create the first row of the Greek square, there are thus n ! Greek squares that can be created by shifting the first row in one direction. Likewise, there are n ! such Latin squares created by shifting the first row in the opposite direction. Since a Greek square can be combined with any Latin square with opposite row shifts, there are n ! × n ! such combinations. Lastly, since the Greek square can be created by shifting the rows either to the left or to the right, there are a total of 2 × n ! × n ! magic squares that can be formed by this method. For n = 5 and 7, since they are prime numbers, this method creates 28,800 and 50,803,200 pandiagonal magic squares. Dividing by 8 to neglect equivalent squares due to rotation and reflections, we obtain 3,600 and 6,350,400 equivalent squares. Further dividing by n to neglect equivalent panmagic squares due to cyclic shifting of rows or columns, we obtain 144 and 129,600 essentially different panmagic squares. For order 5 squares, these are the only panmagic square there are. The condition that the square's order not be divisible by 3 means that we cannot construct squares of orders 9, 15, 21, 27, and so on, by this method.
In the example below, the square has been constructed such that 1 is at the center cell. In the finished square, the numbers can be continuously enumerated by the knight's move (two cells up, one cell right). When collision occurs, the break move is to move one cell up, one cell left. The resulting square is a pandiagonal magic square. This square also has a further diabolical property that any five cells in quincunx pattern formed by any odd sub-square, including wrap around, sum to the magic constant, 65. For e.g., 13+7+1+20+24, 23+1+9+15+17, 13+21+10+19+2 etc. Also the four corners of any 5×5 square and the central cell, as well as the middle cells of each side together with the central cell, including wrap around, give the magic sum: 13+10+19+22+1 and 20+24+12+8+1. Lastly the four rhomboids that form elongated crosses also give the magic sum: 23+1+9+24+8, 15+1+17+20+12, 14+1+18+13+19, 7+1+25+22+10.
We can also combine the Greek and Latin squares constructed by different methods. In the example below, the primary square is made using knight's move. We have re-created the magic square obtained by De la Loubere's method. As before, we can form 8 × (n - 1)! × n ! magic squares by this combination. For n = 5 and 7, this will create 23,040 and 29,030,400 magic squares. After dividing by 8 in order to neglect equivalent squares due to rotation and reflection, we get 2,880 and 3,628,800 squares.
For order 5 squares, these three methods give a complete census of the number of magic squares that can be constructed by the method of superposition. Neglecting the rotation and reflections, the total number of magic squares of order 5 produced by the superposition method is 144 + 3,600 + 2,880 = 6,624.
Even squares: We can also construct even ordered squares in this fashion. Since there is no middle term among the Greek and Latin alphabets for even ordered squares, in addition to the first two constraint, for the diagonal sums to yield the magic constant, all the letters in the alphabet should appear in the main diagonal and in the skew diagonal.
An example of a 4×4 square is given below. For the given diagonal and skew diagonal in the Greek square, the rest of the cells can be filled using the condition that each letter appear only once in a row and a column.
Using these two Graeco-Latin squares, we can construct 2 × 4! × 4! = 1,152 magic squares. Dividing by 8 to eliminate equivalent squares due to rotation and reflections, we get 144 essentially different magic squares of order 4. These are the only magic squares constructible by the Euler method, since there are only two mutually orthogonal doubly diagonal Graeco-Latin squares of order 4.
Similarly, an 8×8 magic square can be constructed as below. Here the order of appearance of the numbers is not important; however the quadrants imitate the layout pattern of the 4×4 Graeco-Latin squares.
Euler's method has given rise to the study of Graeco-Latin squares. Euler's method for constructing magic squares is valid for any order except 2 and 6.
Variations: Magic squares constructed from mutually orthogonal doubly diagonal Graeco-Latin squares are interesting in themselves since the magic property emerges from the relative position of the alphabets in the square, and not due to any arithmetic property of the value assigned to them. This means that we can assign any value to the alphabets of such squares and still obtain a magic square. This is the basis for constructing squares that display some information (e.g. birthdays, years, etc.) in the square and for creating "reversible squares". For example, we can display the number π ≈ 3.141 592 at the bottom row of a 4×4 magic square using the Graeco-Latin square given above by assigning (α, β, γ, δ) = (10, 0, 90, 15) and (a, b, c, d) = (0, 2, 3, 4). We will obtain the following non-normal magic square with the magic sum 124: |
synth_fc_694_rep9 | Positive | Currency | Calculation | Multi | https://en.wikipedia.org/wiki/Donald_Knuth | 10 | Humor
Knuth used to pay a finder's fee of $2.56 for any typographical errors or mistakes discovered in his books, because "256 pennies is one hexadecimal dollar", and $0.32 for "valuable suggestions". According to an article in the Massachusetts Institute of Technology 's Technology Review, these Knuth reward checks are "among computerdom's most prized trophies". Knuth had to stop sending real checks in 2008 due to bank fraud, and now gives each error finder a "certificate of deposit" from a publicly listed balance in his fictitious "Bank of San Serriffe ".
He once warned a correspondent, "Beware of bugs in the above code; I have only proved it correct, not tried it."
Knuth published his first "scientific" article in a school magazine in 1957 under the title "The Potrzebie System of Weights and Measures". In it, he defined the fundamental unit of length as the thickness of Mad No. 26, and named the fundamental unit of force "whatmeworry". Mad published the article in issue No. 33 (June 1957).
To demonstrate the concept of recursion, Knuth intentionally referred "Circular definition" and "Definition, circular" to each other in the index of The Art of Computer Programming, Volume 1.
The preface of Concrete Mathematics has the following paragraph:
When DEK taught Concrete Mathematics at Stanford for the first time, he explained the somewhat strange title by saying that it was his attempt to teach a math course that was hard instead of soft. He announced that, contrary to the expectations of his colleagues, he was not going to teach the Theory of Aggregates, nor Stone's Embedding Theorem, nor even the Stone–Čech compactification. (Several students from the civil engineering department got up and quietly left the room.)
At the TUG 2010 Conference, Knuth announced a satirical XML -based successor to TeX, titled "iTeX" (pronounced, performed with a bell ringing), which would support features such as arbitrarily scaled irrational units, 3D printing, input from seismographs and heart monitors, animation, and stereophonic sound. |
synth_fc_385_rep27 | Positive | Carbon footprint | Calculation | Single | https://en.wikipedia.org/wiki/Climate_variability_and_change | 1 | Climate variability includes all the variations in the climate that last longer than individual weather events, whereas the term climate change only refers to those variations that persist for a longer period of time, typically decades or more. Climate change may refer to any time in Earth's history, but the term is now commonly used to describe contemporary climate change, often popularly referred to as global warming. Since the Industrial Revolution, the climate has increasingly been affected by human activities.
The climate system receives nearly all of its energy from the sun and radiates energy to outer space. The balance of incoming and outgoing energy and the passage of the energy through the climate system is Earth's energy budget. When the incoming energy is greater than the outgoing energy, Earth's energy budget is positive and the climate system is warming. If more energy goes out, the energy budget is negative and Earth experiences cooling.
The energy moving through Earth's climate system finds expression in weather, varying on geographic scales and time. Long-term averages and variability of weather in a region constitute the region's climate. Such changes can be the result of "internal variability", when natural processes inherent to the various parts of the climate system alter the distribution of energy. Examples include variability in ocean basins such as the Pacific decadal oscillation and Atlantic multidecadal oscillation. Climate variability can also result from external forcing, when events outside of the climate system's components produce changes within the system. Examples include changes in solar output and volcanism.
Climate variability has consequences for sea level changes, plant life, and mass extinctions; it also affects human societies. |
synth_fc_484_rep4 | Positive | Corporate Management | Database calculation | Multi | https://en.wikipedia.org/wiki/Hong_Taiji | 2 | Consolidation of power
Hong Taiji was the eighth son of Nurhaci, whom he succeeded as the second ruler of the Later Jin dynasty in 1626. He might have had Mongolian ancestry as the son of Yehe-Nara Monggo Jerjer, and he might have been genetically related to the Mongolic Daur people as a member of the Aisin-Gioro clan.
Although it has always been regarded as gossip, he was said to have been involved in the suicide of Dorgon 's mother, Lady Abahai, in order to block the succession of his younger brother. This is speculated because at the time of Nurhaci's death, there were four Lords/Beile with Hong Taiji holding the lowest rank, but also being the most fit one.
Originally, at the end of Nurhaci's reign, Hong Taiji controlled the two White Banners, but after Lady Abahai's death, he switched his two banners with Dorgon and Dodo 's two Yellow banners. In the end, Hong Taiji had control over the highest class banners — the Plain and Bordered Yellow Banners — and the most influence. From there, he slowly got rid of his competitors' powers. Later, he would also receive the Plain Blue Banner from his fifth brother Manggūltai, which was the third strongest banner. Those three banners would officially become the Upper Three Banners during the early years of the Qing dynasty. |
synth_fc_2616_rep12 | Negative | Music | Entity search | Single | https://en.wikipedia.org/wiki/Rapping | 15 | Proto-rap
In his narration between the tracks on George Russell 's 1958 jazz album New York, N.Y., the singer Jon Hendricks recorded something close to modern rap, since it all rhymed and was delivered in a hip, rhythm-conscious manner. Art forms such as spoken word jazz poetry and comedy records had an influence on the first rappers. Coke La Rock, often credited as hip-hop's first MC cites the Last Poets among his influences, as well as comedians such as Wild Man Steve and Richard Pryor. Comedian Rudy Ray Moore released under the counter albums in the 1960s and 1970s such as This Pussy Belongs to Me (1970), which contained "raunchy, sexually explicit rhymes that often had to do with pimps, prostitutes, players, and hustlers", and which later led to him being called "The Godfather of Rap".
Gil Scott-Heron, a jazz poet/musician, has been cited as an influence on rappers such as Chuck D and KRS-One. Scott-Heron himself was influenced by Melvin Van Peebles, whose first album was 1968's Brer Soul. Van Peebles describes his vocal style as "the old Southern style", which was influenced by singers he had heard growing up in South Chicago. Van Peebles also said that he was influenced by older forms of African-American music: "... people like Blind Lemon Jefferson and the field hollers. I was also influenced by spoken word song styles from Germany that I encountered when I lived in France."
During the mid-20th century, the musical culture of the Caribbean was constantly influenced by the concurrent changes in American music. As early as 1956, deejays were toasting over dubbed Jamaican beats. It was called "rap", expanding the word's earlier meaning in the African-American community—"to discuss or debate informally."
The early rapping of hip-hop developed out of DJ and master of ceremonies ' announcements made over the microphone at parties, and later into more complex raps. Grandmaster Caz stated: "The microphone was just used for making announcements, like when the next party was gonna be, or people's moms would come to the party looking for them, and you have to announce it on the mic. Different DJs started embellishing what they were saying. I would make an announcement this way, and somebody would hear that and they add a little bit to it. I'd hear it again and take it a little step further 'til it turned from lines to sentences to paragraphs to verses to rhymes."
One of the first rappers at the beginning of the hip hop period, at the end of the 1970s, was also hip hop's first DJ, DJ Kool Herc. Herc, a Jamaican immigrant, started delivering simple raps at his parties, which some claim were inspired by the Jamaican tradition of toasting. However, Kool Herc himself denies this link (in the 1984 book Hip Hop), saying, "Jamaican toasting? Naw, naw. No connection there. I couldn't play reggae in the Bronx. People wouldn't accept it. The inspiration for rap is James Brown and the album Hustler's Convention ". Herc also suggests he was too young while in Jamaica to get into sound system parties: "I couldn't get in. Couldn't get in. I was ten, eleven years old," and that while in Jamaica, he was listening to James Brown: "I was listening to American music in Jamaica and my favorite artist was James Brown. That's who inspired me. A lot of the records I played were by James Brown."
However, in terms of what was identified in the 2010s as "rap", the source came from Manhattan. Pete DJ Jones said the first person he heard rap was DJ Hollywood, a Harlem (not Bronx) native who was the house DJ at the Apollo Theater. Kurtis Blow also said the first person he heard rhyme was DJ Hollywood. In a 2014 interview, Hollywood said: "I used to like the way Frankie Crocker would ride a track, but he wasn't syncopated to the track though. I liked Hank Spann too, but he wasn't on the one. Guys back then weren't concerned with being musical. I wanted to flow with the record". And in 1975, he ushered in what became known as the "hip hop" style by rhyming syncopated to the beat of an existing record uninterruptedly for nearly a minute. He adapted the lyrics of Isaac Hayes ' "Good Love 6-9969" and rhymed it to the breakdown part of "Love Is the Message". His partner Kevin Smith, better known as Lovebug Starski, took this new style and introduced it to the Bronx hip hop set that until then was composed of DJing and b-boying (or beatboxing), with traditional "shout out" style rapping.
The style that Hollywood created and his partner introduced to the hip hop set quickly became the standard. Before that time, most MC rhymes, based on radio DJs, consisted of short patters that were disconnected thematically; they were separate unto themselves. But by using song lyrics, Hollywood gave his rhyme an inherent flow and theme. This was quickly noticed, and the style spread. By the end of the 1970s, artists such as Kurtis Blow and the Sugarhill Gang were starting to receive radio airplay and make an impact far outside of New York City, on a national scale. Blondie 's 1981 single, " Rapture ", was one of the first songs featuring rap to top the U.S. Billboard Hot 100 chart. |
synth_fc_3769_rep27 | Positive | Weather & Air quality | Calculation | Single | https://en.wikipedia.org/wiki/Smudge_pot | 1 | A smudge pot is an oil-burning device used to prevent frost on fruit trees. Usually a smudge pot has a large round base with a chimney coming out of the middle of the base. The smudge pot is placed between trees in an orchard. The burning oil creates heat, smoke, carbon dioxide, and water vapor. It was believed that this oil burning heater would help keep the orchard from cooling too much during the cold snaps. |
synth_fc_778_rep11 | Positive | Evolution modeling | Calculation | Single | https://en.wikipedia.org/wiki/Genetics | 6 | Gene regulation
The genome of a given organism contains thousands of genes, but not all these genes need to be active at any given moment. A gene is expressed when it is being transcribed into mRNA and there exist many cellular methods of controlling the expression of genes such that proteins are produced only when needed by the cell. Transcription factors are regulatory proteins that bind to DNA, either promoting or inhibiting the transcription of a gene. Within the genome of Escherichia coli bacteria, for example, there exists a series of genes necessary for the synthesis of the amino acid tryptophan. However, when tryptophan is already available to the cell, these genes for tryptophan synthesis are no longer needed. The presence of tryptophan directly affects the activity of the genes—tryptophan molecules bind to the tryptophan repressor (a transcription factor), changing the repressor's structure such that the repressor binds to the genes. The tryptophan repressor blocks the transcription and expression of the genes, thereby creating negative feedback regulation of the tryptophan synthesis process.
Differences in gene expression are especially clear within multicellular organisms, where cells all contain the same genome but have very different structures and behaviors due to the expression of different sets of genes. All the cells in a multicellular organism derive from a single cell, differentiating into variant cell types in response to external and intercellular signals and gradually establishing different patterns of gene expression to create different behaviors. As no single gene is responsible for the development of structures within multicellular organisms, these patterns arise from the complex interactions between many cells.
Within eukaryotes, there exist structural features of chromatin that influence the transcription of genes, often in the form of modifications to DNA and chromatin that are stably inherited by daughter cells. These features are called " epigenetic " because they exist "on top" of the DNA sequence and retain inheritance from one cell generation to the next. Because of epigenetic features, different cell types grown within the same medium can retain very different properties. Although epigenetic features are generally dynamic over the course of development, some, like the phenomenon of paramutation, have multigenerational inheritance and exist as rare exceptions to the general rule of DNA as the basis for inheritance. |
synth_fc_339_rep15 | Negative | Board game | Generation | Single | https://en.wikipedia.org/wiki/Bowling | 17 | Variations
Bowling games can be distinguished into two general classes, pin bowling and target bowling. |
synth_fc_3813_rep7 | No function call | Weather & Air quality | Calculation | Single | https://en.wikipedia.org/wiki/Rain | 21 | Polar deserts
Since rain only falls as liquid, it rarely falls when surface temperatures are below freezing, unless there is a layer of warm air aloft, in which case it becomes freezing rain. Due to the entire atmosphere being below freezing most of the time, very cold climates see very little rainfall and are often known as polar deserts. A common biome in this area is the tundra which has a short summer thaw and a long frozen winter. Ice caps see no rain at all, making Antarctica the world's driest continent. |
synth_fc_1181_rep23 | Positive | Finance | Calculation | Single | https://en.wikipedia.org/wiki/E_(mathematical_constant) | 4 | Compound interest
Jacob Bernoulli discovered this constant in 1683, while studying a question about compound interest:
An account starts with $1.00 and pays 100 percent interest per year. If the interest is credited once, at the end of the year, the value of the account at year-end will be $2.00. What happens if the interest is computed and credited more frequently during the year?
If the interest is credited twice in the year, the interest rate for each 6 months will be 50%, so the initial $1 is multiplied by 1.5 twice, yielding $1.00 × 1.5 = $2.25 at the end of the year. Compounding quarterly yields $1.00 × 1.25 = $2.44140625, and compounding monthly yields $1.00 × (1 + 1/12) = $2.613035.... If there are n compounding intervals, the interest for each interval will be 100%/ n and the value at the end of the year will be $1.00 × (1 + 1/ n).
Bernoulli noticed that this sequence approaches a limit (the force of interest) with larger n and, thus, smaller compounding intervals. Compounding weekly (n = 52) yields $2.692596..., while compounding daily (n = 365) yields $2.714567... (approximately two cents more). The limit as n grows large is the number that came to be known as e. That is, with continuous compounding, the account value will reach $2.718281828... More generally, an account that starts at $1 and offers an annual interest rate of R will, after t years, yield e dollars with continuous compounding. Here, R is the decimal equivalent of the rate of interest expressed as a percentage, so for 5% interest, R = 5/100 = 0.05. |
synth_fc_3384_rep23 | Positive | Store & Facility | Feature search | Single | https://en.wikipedia.org/wiki/Novosibirsk | 40 | Bus stations
The old Novosibirsk Bus Station located on Krasny Avenue in the right bank part of the city near Kommunalny Bridge was opened in 1964 and eventually closed on 6 April 2020. There is a plan to build some new bus stations on the periphery of the city; the first of these new bus stations was built on Gusinobrodskoe Сhaussee and was opened on 18 December 2019. Until the completion of remaining new bus stations, some bus stops in the city are being used by intercity bus services.
The many regular intercity/international bus routes connect Novosibirsk with most cities of the southern part of Western Siberia and major cities of Central Asia. |
synth_fc_1612_rep14 | Positive | Geography | Feature search | Single | https://en.wikipedia.org/wiki/Cebu | 1 | Cebu, officially the Province of Cebu, is a province of the Philippines located in the Central Visayas region, and consists of a main island and 167 surrounding islands and islets. The coastal zone of Cebu is identified as a site of highest marine biodiversity importance in the Coral Triangle. Its capital and largest city is Cebu City, nicknamed "the Queen (Catholic) City of the South" having the Second Cardinal, the oldest city and first capital of the Philippines, which is politically independent from the provincial government along with Mandaue and Lapu-Lapu City. The Cebu Metropolitan Area or Metro Cebu is the third largest metropolitan area in the Philippines with Cebu City as the main center of commerce, trade, education and industry in the Visayas as well as the regional center of Central Visayas. Being one of the most developed provinces in the Philippines, in a decade it has transformed into a global hub for business processing services, tourism, shipping, furniture-making, and heavy industry. Mactan–Cebu International Airport, located on Mactan Island, is the second busiest airport in the Philippines. Cebu has the most combined cities and municipalities of any province in the Philippines, with 53 in total. With 9 cities in total, it has the second most number of cities after its neighboring province of Negros Occidental. |
synth_fc_1133_rep27 | Positive | Finance | Calculation | Multi | https://en.wikipedia.org/wiki/Stockholm | 18 | Economy
As the primary financial centre in Sweden, Stockholm is an influential hub for trade, finance and technology in Europe, and one of Scandinavia's largest financial centres. The Stockholm region is the leading region in Sweden by both GDP and GDP per capita, and is amongst the ten wealthiest regions in the European Union when measured by the latter.
Many of Sweden's largest companies are headquartered in the city; they are drawn by its central location, skilled workforce and preeminent financial sector. These companies include some of the Nordic region 's most valuable corporations, like Ericsson, which is one of the world's largest telecommunications companies, or Atlas Copco, which is one of the world's largest industrial companies; other large companies based in Stockholm include Electrolux, H&M and Securitas AB. Some of the largest investment firms in Europe are headquartered in the city, including Investor AB and Nordstjernan; also headquartered in Stockholm is EQT AB.
Stockholm is one of continental Europe's leading hubs for the technology industry; this influential industry is based in Kista, a suburb in northern Stockholm which is Europe's largest Informations and Technology cluster. Stockholm has the second most unicorns per capita in the world, after Silicon Valley; the city also has one of the highest startup rates in Europe. Prominent startup technology companies in Stockholm include Mojang, Spotify and Klarna; the latter two either have been or are among the largest startup companies in the world.
Most of Sweden's largest banks are headquartered in the city, including the SEB Group, Handelsbanken and Swedbank; Nordea had its headquarters in Stockholm until moving to Helsinki in 2018 for legal reasons involving the European Union. The Stockholm Stock Exchange, founded in 1863, is the largest stock exchange in the Nordic Countries measured by market capitalisation, listing numerous multinational Swedish companies.
Trade is a vital part of Stockholm's economy; the city's corporations are largely reliant on foreign consumers to supplement the small Swedish market. Stockholm is one of the Baltic Sea's larger ports, hosting especially cruise ships and yachts. Most of Stockholm's economy is based on export-oriented services, often towards larger, nearby European markets like Poland or Germany. Tourism is a major industry in Stockholm. |
synth_fc_746_rep17 | Positive | DNA sequence | Entity search | Single | https://en.wikipedia.org/wiki/Bryozoa | 22 | Lophophorate molecular phylogenetics
Molecular phylogeny analyses from 1995 onwards, using a variety of biochemical evidence and analytical techniques, placed the lophophorates as protostomes and closely related to annelids and molluscs in a super-phylum called Lophotrochozoa. "Total evidence" analyses, which used both morphological features and a relatively small set of genes, came to various conclusions, mostly favoring a close relationship between lophophorates and Lophotrochozoa. A study in 2008, using a larger set of genes, concluded that the lophophorates were closer to the Lophotrochozoa than to deuterostomes, but also that the lophophorates were not monophyletic. Instead, it concluded that brachiopods and phoronids formed a monophyletic group, but bryozoans (ectoprocts) were closest to entoprocts, supporting the original definition of "Bryozoa".
They are the only major phylum of exclusively clonal animals, composed of modular units known as zooids. Because they thrive in colonies, colonial growth allows them to develop unrestricted variations in form. Despite this, only a small number of basic growth forms have been found and have commonly reappeared throughout the history of the bryozoa. |
synth_fc_3720_rep11 | Positive | Weather & Air quality | Feature search | Multi | https://en.wikipedia.org/wiki/Rain | 30 | Return period
The average time between occurrences of an event with a specified intensity and duration is called the return period. The intensity of a storm can be predicted for any return period and storm duration, from charts based on historic data for the location. The return period is often expressed as an n -year event. For instance, a 10-year storm describes a rare rainfall event occurring on average once every 10 years. The rainfall will be greater and the flooding will be worse than the worst storm expected in any single year. A 100-year storm describes an extremely rare rainfall event occurring on average once in a century. The rainfall will be extreme and flooding worse than a 10-year event. The probability of an event in any year is the inverse of the return period (assuming the probability remains the same for each year). For instance, a 10-year storm has a probability of occurring of 10 percent in any given year, and a 100-year storm occurs with a 1 percent probability in a year. As with all probability events, it is possible, though improbable, to have multiple 100-year storms in a single year. |
synth_fc_1539_rep6 | Positive | Geography | Database search | Single | https://en.wikipedia.org/wiki/Paris | 1 | Paris (French pronunciation:) is the capital and largest city of France. With an official estimated population of 2,102,650 residents in January 2023 in an area of more than 105 km (41 sq mi), Paris is the fourth-largest city in the European Union and the 30th most densely populated city in the world in 2022. Since the 17th century, Paris has been one of the world's major centres of finance, diplomacy, commerce, culture, fashion, and gastronomy. For its leading role in the arts and sciences, as well as its early and extensive system of street lighting, in the 19th century, it became known as the City of Light.
The City of Paris is the centre of the Île-de-France region, or Paris Region, with an official estimated population of 12,271,794 inhabitants in January 2023, or about 19% of the population of France. The Paris Region had a GDP of €765 billion (US$1.064 trillion, PPP) in 2021, the highest in the European Union. According to the Economist Intelligence Unit Worldwide Cost of Living Survey, in 2022, Paris was the city with the ninth-highest cost of living in the world.
Paris is a major railway, highway, and air-transport hub served by two international airports: Charles de Gaulle Airport, the third-busiest airport in Europe, and Orly Airport. Opened in 1900, the city's subway system, the Paris Métro, serves 5.23 million passengers daily. It is the second-busiest metro system in Europe after the Moscow Metro. Gare du Nord is the 24th-busiest railway station in the world and the busiest outside Japan, with 262 million passengers in 2015. Paris has one of the most sustainable transportation systems and is one of only two cities in the world that received the Sustainable Transport Award twice.
Paris is known for its museums and architectural landmarks: the Louvre received 8.9 million visitors in 2023, on track for keeping its position as the most-visited art museum in the world. The Musée d'Orsay, Musée Marmottan Monet and Musée de l'Orangerie are noted for their collections of French Impressionist art. The Pompidou Centre Musée National d'Art Moderne, Musée Rodin and Musée Picasso are noted for their collections of modern and contemporary art. The historical district along the Seine in the city centre has been classified as a UNESCO World Heritage Site since 1991.
Paris is home to several United Nations organizations including UNESCO, as well as other international organizations such as the OECD, the OECD Development Centre, the International Bureau of Weights and Measures, the International Energy Agency, the International Federation for Human Rights, along with European bodies such as the European Space Agency, the European Banking Authority and the European Securities and Markets Authority. The football club Paris Saint-Germain and the rugby union club Stade Français are based in Paris. The 81,000-seat Stade de France, built for the 1998 FIFA World Cup, is located just north of Paris in the neighbouring commune of Saint-Denis. Paris hosts the annual French Open Grand Slam tennis tournament on the red clay of Roland Garros. Paris hosted the 1900, the 1924, and the 2024 Summer Olympics. The 1938 and 1998 FIFA World Cups, the 2019 FIFA Women's World Cup, the 2007 Rugby World Cup, as well as the 1960, 1984 and 2016 UEFA European Championships were held in Paris. Every July, the Tour de France bicycle race finishes on the Avenue des Champs-Élysées in Paris. |
synth_fc_3239_rep8 | Positive | Sport | Feature search | Single | https://en.wikipedia.org/wiki/Alfredo_Di_St%C3%A9fano | 11 | River Plate
In 1944 Di Stéfano's father wrote a letter of recommendation to River Plate, and the club sent a reply telegram to invite him to an audition with the youth team. Di Stéfano impressed on the trial and joined the second team squad of River Plate, the club his family supported. The next year he became part of the first team which was called La Máquina due to their unprecedented success, consisting of players like Pedernera, Labruna Muñoz, and Loustau. One of the main stars of the team, Moreno, had just left for the Mexican Real Club España and it seemed like a good opportunity for the young Di Stéfano to fight for a place on the first squad.
Di Stéfano, whose idol was Paraguayan Arsenio Erico, the Independiente striker, learned from the big stars, especially Pedernera. His coach and first mentor Carlos Peucelle taught him how to play the ball low and soon he made his first team debut in 1945, at the age of 19: on 15 July of that year he debuted against Huracán in a 2–1 defeat on the twelfth day of the 1945 Argentine championship. This was the only game Di Stéfano played in that year, but at the end of the season he won his first title as River Plate won the championship, four points ahead of Boca Juniors. |
synth_fc_2793_rep17 | Positive | Physics & Chemistry | Database search | Multi | https://en.wikipedia.org/wiki/Launch_vehicle | 1 | A launch vehicle is typically a rocket -powered vehicle designed to carry a payload (a crewed spacecraft or satellites) from Earth's surface or lower atmosphere to outer space. The most common form is the ballistic missile -shaped multistage rocket, but the term is more general and also encompasses vehicles like the Space Shuttle. Most launch vehicles operate from a launch pad, supported by a launch control center and systems such as vehicle assembly and fueling. Launch vehicles are engineered with advanced aerodynamics and technologies, which contribute to high operating costs.
An orbital launch vehicle must lift its payload at least to the boundary of space, approximately 150 km (93 mi) and accelerate it to a horizontal velocity of at least 7,814 m/s (17,480 mph). Suborbital vehicles launch their payloads to lower velocity or are launched at elevation angles greater than horizontal.
Practical orbital launch vehicles use chemical propellants such as solid fuel, liquid hydrogen, kerosene, liquid oxygen, or hypergolic propellants.
Launch vehicles are classified by their orbital payload capacity, ranging from small-, medium-, heavy- to super-heavy lift. |
synth_fc_2977_rep7 | Positive | School | Database update | Multi | https://en.wikipedia.org/wiki/Gaspard_Monge | 1 | Gaspard Monge, Comte de Péluse (9 May 1746 – 28 July 1818) was a French mathematician, commonly presented as the inventor of descriptive geometry, (the mathematical basis of) technical drawing, and the father of differential geometry. During the French Revolution he served as the Minister of the Marine, and was involved in the reform of the French educational system, helping to found the École Polytechnique. |
synth_fc_3810_rep18 | Positive | Weather & Air quality | Feature search | Single | https://en.wikipedia.org/wiki/Famine | 4 | Climate and population pressure
Thomas Malthus's Essay on the Principle of Population has made popular the theory of the Malthusian catastrophe —that many famines are caused by imbalance of food production compared to the large populations of countries whose population exceeds the regional carrying capacity. However, anthropologist Alex de Waal, executive director of the World Peace Foundation, refutes the Malthus theory, looking instead to political factors as major causes of recent (over the last 150 years) famines. Historically, famines have occurred from agricultural problems such as drought, crop failure, or pestilence. Changing weather patterns, the ineffectiveness of medieval governments in dealing with crises, wars, and epidemic diseases such as the Black Death helped to cause hundreds of famines in Europe during the Middle Ages, including 95 in Britain and 75 in France. In France, the Hundred Years' War, crop failures and epidemics reduced the population by two-thirds. Economist Amartya Sen has also argued that sustained famines historically have been caused by political instability and repressive political regimes rather than overpopulation.
The failure of a harvest or change in conditions, such as drought, can create a situation whereby large numbers of people continue to live where the carrying capacity of the land has temporarily dropped radically. Famine is often associated with subsistence agriculture. The total absence of agriculture in an economically strong area does not cause famine; Arizona and other wealthy regions import the vast majority of their food, since such regions produce sufficient economic goods for trade.
Famines have also been caused by volcanism. The 1815 eruption of the Mount Tambora volcano in Indonesia caused crop failures and famines worldwide and caused the worst famine of the 19th century. The current consensus of the scientific community is that the aerosols and dust released into the upper atmosphere causes cooler temperatures by preventing the sun's energy from reaching the ground. The same mechanism is theorized to be caused by very large meteorite impacts to the extent of causing mass extinctions. |
synth_fc_498_rep4 | Positive | Corporate Management | Database update | Multi | https://en.wikipedia.org/wiki/Deterministic_algorithm | 9 | Formal definition
Deterministic algorithms can be defined in terms of a state machine: a state describes what a machine is doing at a particular instant in time. State machines pass in a discrete manner from one state to another. Just after we enter the input, the machine is in its initial state or start state. If the machine is deterministic, this means that from this point onwards, its current state determines what its next state will be; its course through the set of states is predetermined. Note that a machine can be deterministic and still never stop or finish, and therefore fail to deliver a result.
Examples of particular abstract machines which are deterministic include the deterministic Turing machine and deterministic finite automaton. |
synth_fc_3768_rep26 | Positive | Weather & Air quality | Database search | Single | https://en.wikipedia.org/wiki/Deccan_Plateau | 8 | Climate
The climate of the region varies from semi-arid in the north to tropical in most of the region with distinct wet and dry seasons. Some patches of desert exist in the deep centre. Rayalaseema and Vidarbha are the driest regions. Rain falls during the monsoon season from about June to October. March to June can be very dry and hot, with temperatures regularly exceeding 35 °C.
The plateau's climate is drier than that on the coasts and is arid in places. Although sometimes used to mean all of India south of the Narmada River, the word Deccan relates more specifically to that area of rich volcanic soils and lava-covered plateaus in the northern part of the peninsula between the Narmada and Krishna rivers. |
synth_fc_1232_rep16 | Positive | Finance | Entity search | Multi | https://en.wikipedia.org/wiki/Oman | 16 | Oil and gas
Oman's proved reserves of petroleum total about 5.5 billion barrels, 25th largest in the world. Oil is extracted and processed by Petroleum Development Oman (PDO), with proven oil reserves holding approximately steady, although oil production has been declining. The Ministry of Energy and Minerals is responsible for all oil and gas infrastructure and projects in Oman. Following the 1970s energy crisis, Oman doubled their oil output between 1979 and 1985.
In 2018, oil and gas represented 71 percent of the government's revenues. In 2016, oil and gas share of the government's revenue represented 72 percent. The government's reliance on oil and gas as a source of income dropped by 1 percent from 2016 to 2018. Oil and gas sector represented 30.1 percent of the nominal GDP in 2017.
Between 2000 and 2007, production fell by more than 26%, from 972,000 to 714,800 barrels per day. Production has recovered to 816,000 barrels in 2009, and 930,000 barrels per day in 2012. Oman's natural gas reserves are estimated at 849.5 billion cubic metres, ranking 28th in the world, and production in 2008 was about 24 billion cubic metres per year.
In September 2019, Oman was confirmed to become the first Middle Eastern country to host the International Gas Union Research Conference (IGRC 2020). This 16th iteration of the event will be held between 24 and 26 February 2020, in collaboration with Oman LNG, under the auspices of the Ministry of Energy and Minerals. |
synth_fc_1256_rep17 | Positive | Finance | Calculation | Single | https://en.wikipedia.org/wiki/Duality_(optimization) | 6 | Linear case
Linear programming problems are optimization problems in which the objective function and the constraints are all linear. In the primal problem, the objective function is a linear combination of n variables. There are m constraints, each of which places an upper bound on a linear combination of the n variables. The goal is to maximize the value of the objective function subject to the constraints. A solution is a vector (a list) of n values that achieves the maximum value for the objective function.
In the dual problem, the objective function is a linear combination of the m values that are the limits in the m constraints from the primal problem. There are n dual constraints, each of which places a lower bound on a linear combination of m dual variables. |
synth_fc_3822_rep11 | Positive | Weather & Air quality | Feature search | Single | https://en.wikipedia.org/wiki/Tbilisi | 14 | Climate
Tbilisi has a humid temperate climate (Köppen: Cfa, Trewartha: Do) with considerable continental and semi-arid influences. The city experiences hot, humid summers and moderately cold dry winters. Like other regions of Georgia, Tbilisi receives significant rainfall throughout the year with no distinct dry period. The city's climate is influenced both by dry (Central Asian/Siberian) air masses from the east and oceanic (Atlantic/Black Sea) air masses from the west. Because the city is bounded on most sides by mountain ranges, the close proximity to large bodies of water (Black and Caspian Seas) and the fact that the Greater Caucasus Mountains Range (further to the north) blocks the intrusion of cold air masses from Russia, Tbilisi has a relatively mild microclimate compared to other cities that possess a similar climate along the same latitudes.
The average annual temperature in Tbilisi is 13.8 °C (56.8 °F). January is the coldest month with an average temperature of 2.7 °C (36.9 °F). July is the hottest month with an average temperature of 25.4 °C (77.7 °F). Daytime high temperatures reach or exceed 32 °C (90 °F) on an average of 22 days during a typical year. The absolute minimum recorded temperature is −24.4 °C (−11.9 °F) in January 1883 and the absolute maximum is 42.0 °C (107.6 °F) on 17 July 1882. Average annual precipitation is 511.5 mm (20.1 in). May is the wettest month (averaging 84.0 mm (3.3 in) of precipitation) while January is the driest (averaging 16.4 mm (0.6 in) of precipitation). Snow falls on average 15–25 days per year. The surrounding mountains often trap the clouds within and around the city, mainly during the Spring and Autumn months, resulting in prolonged rainy and/or cloudy weather. Northwesterly winds dominate in most parts of Tbilisi throughout the year. Southeasterly winds are common as well. |
synth_fc_1554_rep23 | Positive | Geography | Feature search | Multi | https://en.wikipedia.org/wiki/University_of_Hamburg | 1 | The University of Hamburg is a public research university in Hamburg, Germany. It was founded on 28 March 1919 by combining the previous General Lecture System, the Hamburg Colonial Institute, and the Academic College. The main campus is located in the central district of Rotherbaum, with affiliated institutes and research centres distributed around the city-state. Seven Nobel Prize winners and one Wolf Prize winner are affiliated with UHH. |
synth_fc_1964_rep22 | Negative | History | Entity search | Single | https://en.wikipedia.org/wiki/Mieszko_I | 17 | Participation in German civil war
In 982 Emperor Otto II suffered a disastrous defeat against the Emirate of Sicily. The resulting weakness of the imperial power was exploited by the Lutici, who initiated a great uprising of the Polabian Slavs in 983. German authority in the area ceased to exist and the Polabian tribes began to threaten the Empire. The death of Otto II at the end of that year contributed further to the unrest. Ultimately the Lutici and the Obotrites were able to liberate themselves from German rule for the next two centuries.
The Emperor left a minor successor, Otto III. His regency was claimed by Henry II of Bavaria. Like in 973, Mieszko and the Czech duke Boleslaus II took the side of the Bavarian duke. This fact is confirmed in the chronicle of Thietmar, which noted that "There arrived also, among many other princes: Mieszko, Mściwoj and Boleslaus and promised to support him under oath as the king and ruler".
In 984 the Czechs took over Meissen, but in the same year Henry II gave up his pretension to the German throne.
The role played by Mieszko I in the subsequent struggles is unclear because the contemporary sources are scarce and not in agreement. Probably in 985 the Polish ruler ended his support for the Bavarian duke and moved to the side of the Emperor. It is believed that Mieszko's motivation was the threat posed to his interests by the Polabian Slavs uprising. The upheaval was a problem for both Poland and Germany, but not for Bohemia. In the Chronicle of Hildesheim, in the entry for the year 985 it is noted that Mieszko came to help the Saxons in their fight against some Slavic forces, presumably the Polabians.
One year later, the Polish ruler had a personal meeting with the Emperor, an event mentioned in the Annals of Hersfeld, which reported that "Otto the boy-king ravaged Bohemia, but received Mieszko who arrived with gifts".
According to Thietmar and other contemporary chronicles the gift given by Mieszko to the Emperor was a camel. The meeting cemented the Polish-German alliance, with Mieszko joining Otto's expedition against a Slavic land, which "together they wholly devastated (...) with fire and tremendous depopulation". It is not clear which Slavic territory was invaded. Perhaps another raid against the Polabians took place. However, there are indications that it was an expedition against the Czechs, Mieszko's first against his southern neighbors. Possibly on this occasion the Duke of the Polans accomplished the most significant expansion of his state, the takeover of Lesser Poland.
Thietmar's narrative, however, raises doubts as to whether the joined military operation actually happened. The chronicler claims that a settlement was then concluded between the Emperor and the Bohemian ruler Boleslaus II the Pious, which is not mentioned in any other source and is contrary to the realities of the political situation at that time.
Another debatable point is Thietmar's claim that Mieszko "subordinated himself to the King". Most historians believe that it was only a matter of recognition of Otto's royal authority. Some suggest that a fealty relationship could have been involved. |
synth_fc_1871_rep28 | Positive | History | Entity search | Multi | https://en.wikipedia.org/wiki/Late_modern_period | 23 | Nanjing period in China
The "Nanjing Decade" of 1928–37 was one of consolidation and accomplishment under the leadership of the Nationalists, with a mixed but generally positive record in the economy, social progress, development of democracy, and cultural creativity. Some of the harsh aspects of foreign concessions and privileges in China were moderated through diplomacy. |
synth_fc_1598_rep24 | Positive | Geography | Calculation | Single | https://en.wikipedia.org/wiki/Jan_%C5%BDi%C5%BEka | 1 | A stay in Prague
The place of Žižka's activity in the years 1411–1419 is not entirely certain. According to a later report by Lukáš Pražský (from 1527), Žižka entered the service of Sophia of Bavaria, the wife of Wenceslas IV, as her chamberlain, and he accompanied her when she was attending the preachings of Jan Hus. Given that Hus went to the South Bohemian exile in 1413, this report must relate to the years 1411–1412. According to the Hussite historian Vavřinec z Březové (Vavřinec of Březová), who knew Žižka personally and referred to the events of 1419, the future Hussite leader then served as a familiaris regis Bohemiae (literally "a family member of the Bohemian king", i.e. a king's courtier). This is confirmed by later chronicles from the 16th century, which specifically highlight the exceptional position that Žižka had among the servants of Wenceslas IV. It is possible that Žižka took part in the unsuccessful war of the Polish king against the Teutonic Knights in 1414, but concrete evidence is lacking. However, it is interesting that just one month after the end of this war campaign, on 7 November 1414, a house in Na Příkopě street in Prague was bought by the one-eyed royal "doorman" Janek (Janek portulanus regius). Czech historiography generally accepts that this "doorman" was identical with Žižka. On 27 May 1416, the "doorman" Janek sells this house and buys another, smaller one in the Old Town. |
synth_fc_2847_rep2 | Positive | Real estate | Calculation | Multi | https://en.wikipedia.org/wiki/Central_business_district | 15 | Philippines
The Philippines has three major central business districts, which are all located in Metro Manila. Bonifacio Global City (second) is the newest and one of the largest central business districts in the Philippines. The Bases Conversion and Development Authority (BCDA), Ayala Land, Inc. and Evergreen Holdings, Inc. controls Fort Bonifacio Development Corporation, which oversees the master planning of Bonifacio Global City. Ortigas Center (fourth), with an area of more than 100 hectares (250 acres), is the Philippines' second most important business district after the Makati CBD and is home to Asian Development Bank. Meanwhile, the Makati Central Business District (third), also known as the Makati CBD, is the leading financial and the largest central business district in the Philippines. |
synth_fc_180_rep11 | Negative | Biology | Calculation | Single | https://en.wikipedia.org/wiki/Numeral_system | 6 | Main numeral systems
The most commonly used system of numerals is decimal. Indian mathematicians are credited with developing the integer version, the Hindu–Arabic numeral system. Aryabhata of Kusumapura developed the place-value notation in the 5th century and a century later Brahmagupta introduced the symbol for zero. The system slowly spread to other surrounding regions like Arabia due to their commercial and military activities with India. Middle-Eastern mathematicians extended the system to include negative powers of 10 (fractions), as recorded in a treatise by Syrian mathematician Abu'l-Hasan al-Uqlidisi in 952–953, and the decimal point notation was introduced by Sind ibn Ali, who also wrote the earliest treatise on Arabic numerals. The Hindu–Arabic numeral system then spread to Europe due to merchants trading, and the digits used in Europe are called Arabic numerals, as they learned them from the Arabs.
The simplest numeral system is the unary numeral system, in which every natural number is represented by a corresponding number of symbols. If the symbol / is chosen, for example, then the number seven would be represented by ///////. Tally marks represent one such system still in common use. The unary system is only useful for small numbers, although it plays an important role in theoretical computer science. Elias gamma coding, which is commonly used in data compression, expresses arbitrary-sized numbers by using unary to indicate the length of a binary numeral.
The unary notation can be abbreviated by introducing different symbols for certain new values. Very commonly, these values are powers of 10; so for instance, if / stands for one, − for ten and + for 100, then the number 304 can be compactly represented as +++ //// and the number 123 as + − − /// without any need for zero. This is called sign-value notation. The ancient Egyptian numeral system was of this type, and the Roman numeral system was a modification of this idea.
More useful still are systems which employ special abbreviations for repetitions of symbols; for example, using the first nine letters of the alphabet for these abbreviations, with A standing for "one occurrence", B "two occurrences", and so on, one could then write C+ D/ for the number 304 (the number of these abbreviations is sometimes called the base of the system). This system is used when writing Chinese numerals and other East Asian numerals based on Chinese. The number system of the English language is of this type ("three hundred four"), as are those of other spoken languages, regardless of what written systems they have adopted. However, many languages use mixtures of bases, and other features, for instance 79 in French is soixante dix-neuf (60 + 10 + 9) and in Welsh is pedwar ar bymtheg a thrigain (4 + (5 + 10) + (3 × 20)) or (somewhat archaic) pedwar ugain namyn un (4 × 20 − 1). In English, one could say "four score less one", as in the famous Gettysburg Address representing "87 years ago" as "four score and seven years ago".
More elegant is a positional system, also known as place-value notation. The positional systems are classified by their base or radix, which is the number of symbols called digits used by the system. In base 10, ten different digits 0,..., 9 are used and the position of a digit is used to signify the power of ten that the digit is to be multiplied with, as in 304 = 3×100 + 0×10 + 4×1 or more precisely 3×10 + 0×10 + 4×10. Zero, which is not needed in the other systems, is of crucial importance here, in order to be able to "skip" a power. The Hindu–Arabic numeral system, which originated in India and is now used throughout the world, is a positional base 10 system.
Arithmetic is much easier in positional systems than in the earlier additive ones; furthermore, additive systems need a large number of different symbols for the different powers of 10; a positional system needs only ten different symbols (assuming that it uses base 10).
The positional decimal system is presently universally used in human writing. The base 1000 is also used (albeit not universally), by grouping the digits and considering a sequence of three decimal digits as a single digit. This is the meaning of the common notation 1,000,234,567 used for very large numbers.
In computers, the main numeral systems are based on the positional system in base 2 (binary numeral system), with two binary digits, 0 and 1. Positional systems obtained by grouping binary digits by three (octal numeral system) or four (hexadecimal numeral system) are commonly used. For very large integers, bases 2 or 2 (grouping binary digits by 32 or 64, the length of the machine word) are used, as, for example, in GMP.
In certain biological systems, the unary coding system is employed. Unary numerals used in the neural circuits responsible for birdsong production. The nucleus in the brain of the songbirds that plays a part in both the learning and the production of bird song is the HVC (high vocal center). The command signals for different notes in the birdsong emanate from different points in the HVC. This coding works as space coding which is an efficient strategy for biological circuits due to its inherent simplicity and robustness.
The numerals used when writing numbers with digits or symbols can be divided into two types that might be called the arithmetic numerals (0, 1, 2, 3, 4, 5, 6, 7, 8, 9) and the geometric numerals (1, 10, 100, 1000, 10000...), respectively. The sign-value systems use only the geometric numerals and the positional systems use only the arithmetic numerals. A sign-value system does not need arithmetic numerals because they are made by repetition (except for the Ionic system), and a positional system does not need geometric numerals because they are made by position. However, the spoken language uses both arithmetic and geometric numerals.
In some areas of computer science, a modified base k positional system is used, called bijective numeration, with digits 1, 2,..., k (k ≥ 1), and zero being represented by an empty string. This establishes a bijection between the set of all such digit-strings and the set of non-negative integers, avoiding the non-uniqueness caused by leading zeros. Bijective base- k numeration is also called k -adic notation, not to be confused with p -adic numbers. Bijective base 1 is the same as unary. |
synth_fc_2383_rep10 | Positive | Linguistics | Entity search | Multi | https://en.wikipedia.org/wiki/Creole_language | 11 | Creole genesis
There are a variety of theories on the origin of creole languages, all of which attempt to explain the similarities among them. Arends, Muysken & Smith (1995) outline a fourfold classification of explanations regarding creole genesis:
In addition to the precise mechanism of creole genesis, a more general debate has developed whether creole languages are characterized by different mechanisms than traditional languages (which is McWhorter's 2018 main point) or whether in that regard creole languages develop by the same mechanisms as any other languages (e.g. DeGraff 2001). |
synth_fc_537_rep20 | Positive | Corporate Management | Database removal | Multi | https://en.wikipedia.org/wiki/James_Madison | 15 | Inauguration and cabinet
Madison's inauguration took place on March 4, 1809, in the House chamber of the U.S. Capitol. Chief Justice Marshall administered the presidential oath of office to Madison while outgoing President Jefferson watched. Vice President George Clinton was sworn in for a second term, making him the first U.S. vice president to serve under two presidents. Unlike Jefferson, who enjoyed relatively unified support, Madison faced political opposition from previous political allies such as Monroe and Clinton. Additionally, the Federalist Party was resurgent owing to opposition to the embargo. Aside from his planned nomination of Gallatin for secretary of state, the remaining members of Madison's Cabinet were chosen merely to further political harmony, and, according to historians Ketcham and Rutland, were largely unremarkable or incompetent. Due to the opposition of Monroe and Clinton, Madison immediately faced opposition to his planned nomination of Secretary of the Treasury Gallatin as secretary of state. Madison eventually chose not to nominate Gallatin, keeping him in the treasury department.
Madison settled instead for Robert Smith to be the secretary of state. However, for the next two years, Madison performed most of the job of the secretary of state due to Smith's incompetence. After bitter intra-party contention, Madison finally replaced Smith with Monroe in April 1811. With a Cabinet full of those he distrusted, Madison rarely called Cabinet meetings and instead frequently consulted with Gallatin alone. Early in his presidency, Madison sought to continue Jefferson's policies of low taxes and a reduction of the national debt. In 1811, Congress allowed the charter of the First Bank of the United States to lapse after Madison declined to take a strong stance on the issue. |
synth_fc_2931_rep29 | Positive | Restaurant | Proximal search | Single | https://en.wikipedia.org/wiki/Chutney | 1 | A chutney (pronounced) is a spread typically associated with cuisines of the Indian subcontinent. Chutneys are made in a wide variety of forms, such as a tomato relish, a ground peanut garnish, yogurt, or curd, cucumber, spicy coconut, spicy onion, or mint dipping sauce. |
synth_fc_1441_rep30 | Positive | Geography | Calculation | Single | https://en.wikipedia.org/wiki/Red | 24 | Red uniform
The red military uniform was adopted by the English Parliament's New Model Army in 1645, and was still worn as a dress uniform by the British Army until the outbreak of the First World War in August 1914. Ordinary soldiers wore red coats dyed with madder, while officers wore scarlet coats dyed with the more expensive cochineal. This led to British soldiers being known as red coats.
In the modern British army, scarlet is still worn by the Foot Guards, the Life Guards, and by some regimental bands or drummers for ceremonial purposes. Officers and NCOs of those regiments which previously wore red retain scarlet as the color of their "mess" or formal evening jackets. The Royal Gibraltar Regiment has a scarlet tunic in its winter dress.
Scarlet is worn for some full dress, military band or mess uniforms in the modern armies of a number of the countries that made up the former British Empire. These include the Australian, Jamaican, New Zealand, Fijian, Canadian, Kenyan, Ghanaian, Indian, Singaporean, Sri Lankan and Pakistani armies.
The musicians of the United States Marine Corps Band wear red, following an 18th-century military tradition that the uniforms of band members are the reverse of the uniforms of the other soldiers in their unit. Since the US Marine uniform is blue with red facings, the band wears the reverse.
Red Serge is the uniform of the Royal Canadian Mounted Police, created in 1873 as the North-West Mounted Police, and given its present name in 1920. The uniform was adapted from the tunic of the British Army. Cadets at the Royal Military College of Canada also wear red dress uniforms.
The Brazilian Marine Corps wears a red dress uniform.
NATO Military Symbols for Land Based Systems uses red to denote hostile forces, hence the terms " red team " and " Red Cell " to denote challengers during exercises. |
synth_fc_1573_rep11 | Positive | Geography | Database search | Single | https://en.wikipedia.org/wiki/Wu_Chinese | 24 | Names
Speakers of Wu varieties are mostly unaware of this term for their speech, since the classificatory imposition of "Wu" used in linguistics today is a relatively recent coinage. Saying someone "speaks Wu" is therefore akin to saying someone "speaks a Romance language"; it is not a particularly defined entity like Standard Mandarin or Hochdeutsch.
Most speakers are only aware of their local variety's affinities with other similarly classified varieties, and will generally only refer to their local Wu variety rather than to the dialect family as a whole. This is typically done by affixing 話 ('speech') to a location's endonym. For example, 溫州話 (Wu Chinese pronunciation:) is used for Wenzhounese. Affixing 閒話 is also common, and more typical of Northern Wu, as in 嘉興閒話 (Wugniu: ka-shin ghae-o) for the Jiaxing variety. Names for the group as a whole include: |
synth_fc_562_rep15 | Positive | Corporate Management | Database search | Multi | https://en.wikipedia.org/wiki/Pulmonology | 5 | Pulmonologist
In the United States, pulmonologists are physicians who, after receiving a medical degree (MD or DO), complete residency training in internal medicine, followed by at least two additional years of subspeciality fellowship training in pulmonology. After satisfactorily completing a fellowship in pulmonary medicine, the physician is permitted to take the board certification examination in pulmonary medicine. After passing this exam, the physician is then board certified as a pulmonologist. Most pulmonologists complete three years of combined subspecialty fellowship training in pulmonary medicine and critical care medicine. |
synth_fc_2630_rep16 | Positive | Music | Order | Single | https://en.wikipedia.org/wiki/L%27Arl%C3%A9sienne_(Bizet) | 1 | L'Arlésienne is incidental music composed by Georges Bizet for Alphonse Daudet's drama of the same name, usually translated as The Girl from Arles. It was first performed on 30 September 1872 at the Théâtre du Vaudeville in Paris. Bizet's original incidental music consists of 27 numbers for chorus and small orchestra, ranging from pieces of background music (mélodrames) only a few measures long, to entr'actes. The score achieves powerful dramatic ends with the most economic of means. Still, the work received poor reviews in the wake of the unsuccessful premiere and is not often performed now in its original form, although recordings are available. However, key pieces of the incidental music, most often heard in the form of two suites for full orchestra, have become some of Bizet's most popular compositions. |
synth_fc_2377_rep5 | Positive | Linguistics | API setting | Single | https://en.wikipedia.org/wiki/Asceticism | 1 | Asceticism is a lifestyle characterized by abstinence from worldly pleasures, often for the purpose of pursuing spiritual goals. Ascetics may withdraw from the world for their practices or continue to be part of their society, but typically adopt a frugal lifestyle, characterised by the renunciation of material possessions and physical pleasures, and also spend time fasting while concentrating on the practice of religion, prayer, and/or meditation. Some individuals have also attempted an ascetic lifestyle to free themselves from addictions to things such as alcohol, tobacco, drugs, entertainment, sex, food, etc. Asceticism has been historically observed in many religious and philosophic traditions, including Buddhism, Jainism, Hinduism, Christianity, Judaism, Stoicism, Epicureanism, Islam, and Pythagoreanism and contemporary practices continue amongst some religious followers. Practitioners abandon sensual pleasures and lead an abstinent lifestyle, in the pursuit of redemption, salvation, or spirituality. Many ascetics believe the action of purifying the body helps to purify the soul, and that in doing so, they will obtain a greater connection with the Divine or find inner peace. This may take the form of rituals, the renunciation of pleasure, or self-mortification. However, ascetics maintain that self-imposed constraints bring them greater freedom in various areas of their lives, such as increased clarity of thought and the ability to resist potentially destructive temptations. Asceticism is seen in some ancient theologies as a journey towards spiritual transformation, where the simple is sufficient, the bliss is within, the frugal is plenty. Inversely, several ancient religious traditions, such as Zoroastrianism, Ancient Egyptian religion, the Dionysian Mysteries, vamachara, and the modern Western occult left-hand path traditions, openly reject ascetic practices and either focus on various types of hedonism or on the importance of family life, both rejecting celibacy. |
synth_fc_2553_rep1 | Positive | Museum | Feature search | Multi | https://en.wikipedia.org/wiki/Edvard_Munch | 8 | Frieze of Life – A Poem about Life, Love and Death
In December 1893, Unter den Linden in Berlin was the location of an exhibition of Munch's work, showing, among other pieces, six paintings entitled Study for a Series: Love. This began a cycle he later called the Frieze of Life – A Poem about Life, Love and Death. Frieze of Life motifs, such as The Storm and Moonlight, are steeped in atmosphere. Other motifs illuminate the nocturnal side of love, such as Rose and Amelie and Love and Pain. In Death in the Sickroom, the subject is the death of his sister Sophie, which he re-worked in many future variations. The dramatic focus of the painting, portraying his entire family, is dispersed in the separate and disconnected figures of sorrow. In 1894, he enlarged the spectrum of motifs by adding Anxiety, Ashes, Madonna and Women in Three Stages (from innocence to old age).
Around the start of the 20th century, Munch worked to finish the "Frieze". He painted a number of pictures, several of them in bigger format and to some extent featuring the Art Nouveau aesthetics of the time. He made a wooden frame with carved reliefs for the large painting Metabolism (1898), initially called Adam and Eve. This work reveals Munch's pre-occupation with the "fall of man" and his pessimistic philosophy of love. Motifs such as The Empty Cross and Golgotha (both c. 1900) reflect a metaphysical orientation, and also reflect Munch's pietistic upbringing. The entire Frieze was shown for the first time at the secessionist exhibition in Berlin in 1902.
"The Frieze of Life" themes recur throughout Munch's work but he especially focused on them in the mid-1890s. In sketches, paintings, pastels and prints, he tapped the depths of his feelings to examine his major motifs: the stages of life, the femme fatale, the hopelessness of love, anxiety, infidelity, jealousy, sexual humiliation, and separation in life and death. These themes are expressed in paintings such as The Sick Child (1885), Love and Pain (retitled Vampire; 1893–94), Ashes (1894), and The Bridge. The latter shows limp figures with featureless or hidden faces, over which loom the threatening shapes of heavy trees and brooding houses. Munch portrayed women either as frail, innocent sufferers (see Puberty and Love and Pain) or as the cause of great longing, jealousy and despair (see Separation, Jealousy, and Ashes).
Munch often uses shadows and rings of color around his figures to emphasize an aura of fear, menace, anxiety, or sexual intensity. These paintings have been interpreted as reflections of the artist's sexual anxieties, though it could also be argued that they represent his turbulent relationship with love itself and his general pessimism regarding human existence. Many of these sketches and paintings were done in several versions, such as Madonna, Hands and Puberty, and also transcribed as wood-block prints and lithographs. Munch hated to part with his paintings because he thought of his work as a single body of expression. So to capitalize on his production and make some income, he turned to graphic arts to reproduce many of his paintings, including those in this series. Munch admitted to the personal goals of his work but he also offered his art to a wider purpose, "My art is really a voluntary confession and an attempt to explain to myself my relationship with life—it is, therefore, actually a sort of egoism, but I am constantly hoping that through this I can help others achieve clarity."
While attracting strongly negative reactions, in the 1890s Munch began to receive some understanding of his artistic goals, as one critic wrote, "With ruthless contempt for form, clarity, elegance, wholeness, and realism, he paints with intuitive strength of talent the most subtle visions of the soul." One of his great supporters in Berlin was Walther Rathenau, later the German foreign minister, who strongly contributed to his success. |
synth_fc_2853_rep11 | Positive | Real estate | Calculation | Single | https://en.wikipedia.org/wiki/Property_tax | 52 | United States
In the United States, property tax on real estate is usually levied by the local government. The national government levies no real estate tax, nor property tax. State governments levy 3% of the total property tax collected. The other 97% is collected by counties, municipalities, schools, community colleges, and many other special-purpose governmental agencies, e.g. libraries, museums, parks, bridge authorities. Rates vary across the states, between about 0% and 4% of the home value. The assessment is made up of two components—the improvement or building value and the land or site value. The property tax is the main tax supporting local education, police, fire protection, government, roads, and most infrastructure, e.g. sewers, bridges, street lights. Many state and local jurisdictions add personal property taxes. (See exceptions below.) |
synth_fc_75_rep5 | Positive | Astronomy | Calculation | Single | https://en.wikipedia.org/wiki/Baikonur_Cosmodrome | 13 | Importance
Many historic flights lifted off from Baikonur: the first operational ICBM; the first man-made satellite, Sputnik 1, on 4 October 1957; the first spacecraft to travel close to the Moon, Luna 1, on 2 January 1959; the first crewed and orbital flight by Yuri Gagarin on 12 April 1961; and the flight of the first woman in space, Valentina Tereshkova, in 1963. 14 cosmonauts of 13 other nations, including Czechoslovakia, East Germany, India and France have launched from Baikonur under the Interkosmos program as well. In 1960, a prototype R-16 ICBM exploded before launch, killing over 100 people. Baikonur is also the site from which Venera 9 and Mars 3 were launched. |
synth_fc_1631_rep4 | Positive | Geography | Feature search | Single | https://en.wikipedia.org/wiki/Climate_change_vulnerability | 1 | Climate change vulnerability is a concept that describes how strongly people or ecosystems are likely to be affected by climate change. Its formal definition is the "propensity or predisposition to be adversely affected" by climate change. It can apply to humans and also to natural systems. Issues around the capacity to cope and adapt are also part of this concept. Vulnerability is a component of climate risk. It differs within communities and also across societies, regions, and countries. It can increase or decrease over time. Vulnerability is generally a bigger problem for people in low-income countries than for those in high-income countries. Higher levels of vulnerability are found in areas with poverty, poor governance and conflict. Also, some livelihoods are more sensitive to the effects of climate change than others. Smallholder farmers, pastoralists, and fishing communities are livelihoods that may be especially vulnerable. Further drivers for vulnerability are unsustainable land and ocean use, inequity, marginalization, and historical and ongoing patterns of inequity and poor governance. There are many different notions of what it means to be vulnerable. An important distinction is between biophysical and social vulnerability. Biophysical vulnerability is about the effects of climate hazards such as heat waves or tropical cyclones. Social vulnerability, on the other hand, is about the underlying political, institutional, economic and social factors within societies. These factors matter for how and why people are affected, and they put some people and places more at risk than others. People who are more vulnerable include for example people with low incomes, indigenous peoples, women, children, the elderly. Tools for vulnerability assessment vary depending on the sector, the scale and the entity or system which is thought to vulnerable. For example, the Vulnerability Sourcebook is a guide for practical and scientific knowledge on vulnerability assessment. Climate vulnerability mapping helps to understand which areas are the most vulnerable. Mapping can also help to communicate climate vulnerability to stakeholders. It is useful to carry out vulnerability assessments in advance of preparing local climate adaptation plans or risk management plans. Global vulnerability assessments use spatial mapping with aggregated data for the regional or national level. |
synth_fc_3335_rep25 | Negative | Store & Facility | Entity search | Single | https://en.wikipedia.org/wiki/Zoo | 26 | Type
Zoo animals live in enclosures that often attempt to replicate their natural habitats or behavioral patterns, for the benefit of both the animals and visitors. Nocturnal animals are often housed in buildings with a reversed light-dark cycle, i.e. only dim white or red lights are on during the day so the animals are active during visitor hours, and brighter lights on at night when the animals sleep. Special climate conditions may be created for animals living in extreme environments, such as penguins. Special enclosures for birds, mammals, insects, reptiles, fish, and other aquatic life forms have also been developed. Some zoos have walk-through exhibits where visitors enter enclosures of non-aggressive species, such as lemurs, marmosets, birds, lizards, and turtles. Visitors are asked to keep to paths and avoid showing or eating foods that the animals might snatch. |
synth_fc_702_rep24 | Positive | DNA sequence | Feature search | Multi | https://en.wikipedia.org/wiki/Caenorhabditis_elegans | 9 | Genome
C. elegans was the first multicellular organism to have its whole genome sequenced. The sequence was published in 1998, although some small gaps were present; the last gap was finished by October 2002. In the run up to the whole genome the C. elegans Sequencing Consortium/ C. elegans Genome Project released several partial scans including Wilson et al. 1994. |
synth_fc_705_rep17 | Positive | DNA sequence | Generation | Multi | https://en.wikipedia.org/wiki/Plant_cell | 8 | Sclerenchyma
Sclerenchyma is a tissue composed of two types of cells, sclereids and fibres that have thickened, lignified secondary walls laid down inside of the primary cell wall. The secondary walls harden the cells and make them impermeable to water. Consequently, sclereids and fibres are typically dead at functional maturity, and the cytoplasm is missing, leaving an empty central cavity. Sclereids or stone cells, (from the Greek skleros, hard) are hard, tough cells that give leaves or fruits a gritty texture. They may discourage herbivory by damaging digestive passages in small insect larval stages. Sclereids form the hard pit wall of peaches and many other fruits, providing physical protection to the developing kernel. Fibres are elongated cells with lignified secondary walls that provide load-bearing support and tensile strength to the leaves and stems of herbaceous plants. Sclerenchyma fibres are not involved in conduction, either of water and nutrients (as in the xylem) or of carbon compounds (as in the phloem), but it is likely that they evolved as modifications of xylem and phloem initials in early land plants. |
synth_fc_2407_rep11 | Negative | Movie | Ranking | Single | https://en.wikipedia.org/wiki/Orson_Welles | 45 | Return to Hollywood (1956–1959)
In 1956, Welles returned to Hollywood. He began filming a projected pilot for Desilu, owned by Lucille Ball and her husband Desi Arnaz, who had recently purchased the former RKO studios. The film was The Fountain of Youth, based on a story by John Collier. Originally deemed not viable as a pilot, the film was not aired until 1958—and won the Peabody Award for excellence.
Welles guest starred on television shows including I Love Lucy. On radio, he was narrator of Tomorrow (October 17, 1956), a nuclear holocaust drama produced and syndicated by ABC and the Federal Civil Defense Administration. Welles's next feature film role was in Man in the Shadow for Universal Pictures in 1957, starring Jeff Chandler. |
synth_fc_3331_rep23 | Negative | Store & Facility | Recommendation | Single | https://en.wikipedia.org/wiki/Machine | 28 | Power sources
Human and animal effort were the original power sources for early machines.
Waterwheel: Waterwheels appeared around the world around 300 BC to use flowing water to generate rotary motion, which was applied to milling grain, and powering lumber, machining and textile operations. Modern water turbines use water flowing through a dam to drive an electric generator.
Windmill: Early windmills captured wind power to generate rotary motion for milling operations. Modern wind turbines also drives a generator. This electricity in turn is used to drive motors forming the actuators of mechanical systems.
Engine: The word engine derives from "ingenuity" and originally referred to contrivances that may or may not be physical devices. A steam engine uses heat to boil water contained in a pressure vessel; the expanding steam drives a piston or a turbine. This principle can be seen in the aeolipile of Hero of Alexandria. This is called an external combustion engine.
An automobile engine is called an internal combustion engine because it burns fuel (an exothermic chemical reaction) inside a cylinder and uses the expanding gases to drive a piston. A jet engine uses a turbine to compress air which is burned with fuel so that it expands through a nozzle to provide thrust to an aircraft, and so is also an "internal combustion engine."
Power plant: The heat from coal and natural gas combustion in a boiler generates steam that drives a steam turbine to rotate an electric generator. A nuclear power plant uses heat from a nuclear reactor to generate steam and electric power. This power is distributed through a network of transmission lines for industrial and individual use.
Motors: Electric motors use either AC or DC electric current to generate rotational movement. Electric servomotors are the actuators for mechanical systems ranging from robotic systems to modern aircraft.
Fluid Power: Hydraulic and pneumatic systems use electrically driven pumps to drive water or air respectively into cylinders to power linear movement.
Electrochemical: Chemicals and materials can also be sources of power. They may chemically deplete or need re-charging, as is the case with batteries, or they may produce power without changing their state, which is the case for solar cells and thermoelectric generators. All of these, however, still require their energy to come from elsewhere. With batteries, it is the already existing chemical potential energy inside. In solar cells and thermoelectrics, the energy source is light and heat respectively. |
synth_fc_911_rep4 | Positive | Finance | Calculation | Single | https://en.wikipedia.org/wiki/OPEC | 18 | Market information
As one area in which OPEC members have been able to cooperate productively over the decades, the organisation has significantly improved the quality and quantity of information available about the international oil market. This is especially helpful for a natural-resource industry whose smooth functioning requires months and years of careful planning. |
synth_fc_661_rep24 | Positive | Currency | API setting | Single | https://en.wikipedia.org/wiki/Economy_of_Switzerland | 1 | The Economy of Switzerland is one of the world's most advanced and a highly-developed free market economy. The economy of Switzerland has ranked first in the world since 2015 on the Global Innovation Index and third in the 2020 Global Competitiveness Report. According to United Nations data for 2016, Switzerland is the third richest landlocked country in the world after Liechtenstein and Luxembourg. Together with the latter and Norway, they are the only three countries in the world with a GDP per capita (nominal) above US$90,000 that are neither island nations nor ministates. Among OECD nations, Switzerland holds the 3rd-largest GDP per capita. Switzerland has a highly efficient and strong social security system; social expenditure stood at roughly 24.1% of GDP. |
synth_fc_1977_rep30 | Positive | History | Entity search | Single | https://en.wikipedia.org/wiki/Slot_machine | 25 | Skill stops
Skill stop buttons predated the Bally electromechanical slot machines of the 1960s and 1970s. They appeared on mechanical slot machines manufactured by Mills Novelty Co. as early as the mid 1920s. These machines had modified reel-stop arms, which allowed them to be released from the timing bar, earlier than in a normal play, simply by pressing the buttons on the front of the machine, located between each reel.
"Skill stop" buttons were added to some slot machines by Zacharias Anthony in the early 1970s. These enabled the player to stop each reel, allowing a degree of "skill" so as to satisfy the New Jersey gaming laws of the day which required that players were able to control the game in some way. The original conversion was applied to approximately 50 late-model Bally slot machines. Because the typical machine stopped the reels automatically in less than 10 seconds, weights were added to the mechanical timers to prolong the automatic stopping of the reels. By the time the New Jersey Alcoholic Beverages Commission (ABC) had approved the conversion for use in New Jersey arcades, the word was out and every other distributor began adding skill stops. The machines were a huge hit on the Jersey Shore and the remaining unconverted Bally machines were destroyed as they had become instantly obsolete. |
synth_fc_1800_rep21 | Positive | Health | Calculation | Single | https://en.wikipedia.org/wiki/Iron | 9 | Biochemistry
Iron acquisition poses a problem for aerobic organisms because ferric iron is poorly soluble near neutral pH. Thus, these organisms have developed means to absorb iron as complexes, sometimes taking up ferrous iron before oxidising it back to ferric iron. In particular, bacteria have evolved very high-affinity sequestering agents called siderophores.
After uptake in human cells, iron storage is precisely regulated. A major component of this regulation is the protein transferrin, which binds iron ions absorbed from the duodenum and carries it in the blood to cells. Transferrin contains Fe in the middle of a distorted octahedron, bonded to one nitrogen, three oxygens and a chelating carbonate anion that traps the Fe ion: it has such a high stability constant that it is very effective at taking up Fe ions even from the most stable complexes. At the bone marrow, transferrin is reduced from Fe to Fe and stored as ferritin to be incorporated into hemoglobin.
The most commonly known and studied bioinorganic iron compounds (biological iron molecules) are the heme proteins: examples are hemoglobin, myoglobin, and cytochrome P450. These compounds participate in transporting gases, building enzymes, and transferring electrons. Metalloproteins are a group of proteins with metal ion cofactors. Some examples of iron metalloproteins are ferritin and rubredoxin. Many enzymes vital to life contain iron, such as catalase, lipoxygenases, and IRE-BP.
Hemoglobin is an oxygen carrier that occurs in red blood cells and contributes their color, transporting oxygen in the arteries from the lungs to the muscles where it is transferred to myoglobin, which stores it until it is needed for the metabolic oxidation of glucose, generating energy. Here the hemoglobin binds to carbon dioxide, produced when glucose is oxidized, which is transported through the veins by hemoglobin (predominantly as bicarbonate anions) back to the lungs where it is exhaled. In hemoglobin, the iron is in one of four heme groups and has six possible coordination sites; four are occupied by nitrogen atoms in a porphyrin ring, the fifth by an imidazole nitrogen in a histidine residue of one of the protein chains attached to the heme group, and the sixth is reserved for the oxygen molecule it can reversibly bind to. When hemoglobin is not attached to oxygen (and is then called deoxyhemoglobin), the Fe ion at the center of the heme group (in the hydrophobic protein interior) is in a high-spin configuration. It is thus too large to fit inside the porphyrin ring, which bends instead into a dome with the Fe ion about 55 picometers above it. In this configuration, the sixth coordination site reserved for the oxygen is blocked by another histidine residue.
When deoxyhemoglobin picks up an oxygen molecule, this histidine residue moves away and returns once the oxygen is securely attached to form a hydrogen bond with it. This results in the Fe ion switching to a low-spin configuration, resulting in a 20% decrease in ionic radius so that now it can fit into the porphyrin ring, which becomes planar. Additionally, this hydrogen bonding results in the tilting of the oxygen molecule, resulting in a Fe–O–O bond angle of around 120° that avoids the formation of Fe–O–Fe or Fe–O –Fe bridges that would lead to electron transfer, the oxidation of Fe to Fe, and the destruction of hemoglobin. This results in a movement of all the protein chains that leads to the other subunits of hemoglobin changing shape to a form with larger oxygen affinity. Thus, when deoxyhemoglobin takes up oxygen, its affinity for more oxygen increases, and vice versa. Myoglobin, on the other hand, contains only one heme group and hence this cooperative effect cannot occur. Thus, while hemoglobin is almost saturated with oxygen in the high partial pressures of oxygen found in the lungs, its affinity for oxygen is much lower than that of myoglobin, which oxygenates even at low partial pressures of oxygen found in muscle tissue. As described by the Bohr effect (named after Christian Bohr, the father of Niels Bohr), the oxygen affinity of hemoglobin diminishes in the presence of carbon dioxide.
Carbon monoxide and phosphorus trifluoride are poisonous to humans because they bind to hemoglobin similarly to oxygen, but with much more strength, so that oxygen can no longer be transported throughout the body. Hemoglobin bound to carbon monoxide is known as carboxyhemoglobin. This effect also plays a minor role in the toxicity of cyanide, but there the major effect is by far its interference with the proper functioning of the electron transport protein cytochrome a. The cytochrome proteins also involve heme groups and are involved in the metabolic oxidation of glucose by oxygen. The sixth coordination site is then occupied by either another imidazole nitrogen or a methionine sulfur, so that these proteins are largely inert to oxygen—with the exception of cytochrome a, which bonds directly to oxygen and thus is very easily poisoned by cyanide. Here, the electron transfer takes place as the iron remains in low spin but changes between the +2 and +3 oxidation states. Since the reduction potential of each step is slightly greater than the previous one, the energy is released step-by-step and can thus be stored in adenosine triphosphate. Cytochrome a is slightly distinct, as it occurs at the mitochondrial membrane, binds directly to oxygen, and transports protons as well as electrons, as follows:
Although the heme proteins are the most important class of iron-containing proteins, the iron–sulfur proteins are also very important, being involved in electron transfer, which is possible since iron can exist stably in either the +2 or +3 oxidation states. These have one, two, four, or eight iron atoms that are each approximately tetrahedrally coordinated to four sulfur atoms; because of this tetrahedral coordination, they always have high-spin iron. The simplest of such compounds is rubredoxin, which has only one iron atom coordinated to four sulfur atoms from cysteine residues in the surrounding peptide chains. Another important class of iron–sulfur proteins is the ferredoxins, which have multiple iron atoms. Transferrin does not belong to either of these classes.
The ability of sea mussels to maintain their grip on rocks in the ocean is facilitated by their use of organometallic iron-based bonds in their protein-rich cuticles. Based on synthetic replicas, the presence of iron in these structures increased elastic modulus 770 times, tensile strength 58 times, and toughness 92 times. The amount of stress required to permanently damage them increased 76 times. |
synth_fc_2854_rep14 | Positive | Real estate | Entity search | Single | https://en.wikipedia.org/wiki/Google | 6 | Office locations
Google's headquarters in Mountain View, California is referred to as "the Googleplex ", a play on words on the number googolplex and the headquarters itself being a complex of buildings. Internationally, Google has over 78 offices in more than 50 countries.
In 2006, Google moved into about 300,000 square feet (27,900 m) of office space at 111 Eighth Avenue in Manhattan, New York City. The office houses its largest advertising sales team. In 2010, Google bought the building housing the headquarter, in a deal that valued the property at around $1.9 billion. In March 2018, Google's parent company Alphabet bought the nearby Chelsea Market building for $2.4 billion. The sale is touted as one of the most expensive real estate transactions for a single building in the history of New York. In November 2018, Google announced its plan to expand its New York City office to a capacity of 12,000 employees. The same December, it was announced that a $1 billion, 1,700,000-square-foot (160,000 m) headquarters for Google would be built in Manhattan's Hudson Square neighborhood. Called Google Hudson Square, the new campus is projected to more than double the number of Google employees working in New York City.
By late 2006, Google established a new headquarters for its AdWords division in Ann Arbor, Michigan. In November 2006, Google opened offices on Carnegie Mellon 's campus in Pittsburgh, focusing on shopping-related advertisement coding and smartphone applications and programs. Other office locations in the U.S. include Atlanta, Georgia; Austin, Texas; Boulder, Colorado; Cambridge, Massachusetts; San Francisco, California; Seattle, Washington; Kirkland, Washington; Birmingham, Michigan; Reston, Virginia, Washington, D.C., and Madison, Wisconsin.
It also has product research and development operations in cities around the world, namely Sydney (birthplace location of Google Maps) and London (part of Android development). In November 2013, Google announced plans for a new London headquarter, a 1 million square foot office able to accommodate 4,500 employees. Recognized as one of the biggest ever commercial property acquisitions at the time of the deal's announcement in January, Google submitted plans for the new headquarter to the Camden Council in June 2017. In May 2015, Google announced its intention to create its own campus in Hyderabad, India. The new campus, reported to be the company's largest outside the United States, will accommodate 13,000 employees.
Google's Global Offices sum a total of 85 Locations worldwide, with 32 offices in North America, 3 of them in Canada and 29 in United States Territory, California being the state with the most Google's offices with 9 in total including the Googleplex. In the Latin America Region Google counts with 6 offices, in Europe 24 (3 of them in UK), the Asia Pacific region counts with 18 offices principally 4 in India and 3 in China, and the Africa Middle East region counts 5 offices. |
synth_fc_123_rep7 | Positive | Biology | Database removal | Multi | https://en.wikipedia.org/wiki/Pieris_brassicae | 18 | Choosing locations for oviposition
Females rely on visual cues, such as the colours of plants, to decide where to lay their eggs. They favour green surfaces in particular to display oviposition behaviour. This colour preference could be due to the fact that the large white's food source also acts as a host plant for oviposition.
Most females choose nectar plants like buddleia or thistles, which are green and ideal plants for the larvae. These plants, used as oviposition sites, typically contain mustard oil glucosides, whose primary function is to help the larvae survive as their essential food source. For instance, previous studies have shown that the large white larvae do not survive if the adult butterflies oviposit on a different host plant such as broad bean (Vicia faba) because this bean does not contain the proper nutrients to aid larval development. |
synth_fc_1885_rep27 | Positive | History | Entity search | Multi | https://en.wikipedia.org/wiki/Ida_Tarbell | 5 | Later career
Tarbell's later career included writing, lecturing, and social work. Tarbell continued working as a freelancing journalist and traveling the lecture circuit. She served on two Presidential Conferences. Tarbell was a member of President Wilson's Industrial Conference in 1919, representing the Pen and Brush Club of Gramercy Park, New York City, and served on a committee looking into hours of labor along with Robert Brookings. Among recommendations of Tarbell's committee were protections aimed at the health of women workers including an eight-hour day, six-day work week and no work between the hours of 10 p.m. and 6 a.m. John D. Rockefeller Jr. was also a representative at the Conference. Tarbell also participated in President Warren G. Harding's 1921 Unemployment Conference, the conference suggested by Herbert Hoover to address a recession. Among the committees Tarbell served on were Organization, Public Works, Civic Emergency Measures, Publications, and Standing Committee of the Conference.
Tarbell published her only novel, The Rising of the Tide, in 1919. She wrote articles about the disarmament conference for McClure's syndicate and published them later in the book, Peacemakers—Blessed and Otherwise.
Tarbell also wrote another biography, this one of Judge Elbert H. Gary, the chairman of U.S. Steel Corporation. She was not initially interested in the biography, but Gary convinced her that if she uncovered any wrongdoings committed by his company, he meant to correct them. She earned $10,000 for the book, and although she thought her work was courageous, critics described her work as cowardly. One review was titled, "The Taming of Ida Tarbell," and accused her of falling in with her sworn enemy, big business.
Tarbell completed a series of articles on Benito Mussolini for McCall's magazine in the 1920s. The portrait Tarbell painted of Mussolini, comparing him to Napoleon, was flattering. Her former colleague, Viola Roseboro, remarked after meeting up with Tarbell in Italy, "I heard her let go about that dimple several times. All those things that are at such a variance with the old work horse she calls herself and to the serious worker she is and is known for pleases me a lot". It was speculated that in Tarbell's eyes she may have imagined Mussolini as "finishing the work of the Progressive Era at the small price of a few civil liberties".
Tarbell's final business biography was a profile of Owen D. Young, the president of General Electric and founder of Radio Corporation of America and then NBC. Amidst speculation that Young was gearing up for a Presidential run, the biography was reviewed as a campaign biography.
Tarbell was approached by Arthur Schlesinger Sr. to contribute to his series A History of American Life in 1923. She did not complete The Nationalizing of Business until 1936.
In addition to serving as the President of the Pen and Brush Club for 30 years beginning in 1913, Tarbell was also a member of the Colony Club and the Cosmopolitan Club. |
synth_fc_532_rep6 | Positive | Corporate Management | Database removal | Multi | https://en.wikipedia.org/wiki/Factorial_experiment | 4 | Example of advantages of factorial experiments
In his book, Improving Almost Anything: Ideas and Essays, statistician George Box gives many examples of the benefits of factorial experiments. Here is one. Engineers at the bearing manufacturer SKF wanted to know if changing to a less expensive "cage" design would affect bearing life. The engineers asked Christer Hellstrand, a statistician, for help in designing the experiment.
Box reports the following. "The results were assessed by an accelerated life test. … The runs were expensive because they needed to be made on an actual production line and the experimenters were planning to make four runs with the standard cage and four with the modified cage. Christer asked if there were other factors they would like to test. They said there were, but that making added runs would exceed their budget. Christer showed them how they could test two additional factors "for free" – without increasing the number of runs and without reducing the accuracy of their estimate of the cage effect. In this arrangement, called a 2×2×2 factorial design, each of the three factors would be run at two levels and all the eight possible combinations included. The various combinations can conveniently be shown as the vertices of a cube... ""In each case, the standard condition is indicated by a minus sign and the modified condition by a plus sign. The factors changed were heat treatment, outer ring osculation, and cage design. The numbers show the relative lengths of lives of the bearings. If you look at, you can see that the choice of cage design did not make a lot of difference. … But, if you average the pairs of numbers for cage design, you get the, which shows what the two other factors did. … It led to the extraordinary discovery that, in this particular application, the life of a bearing can be increased fivefold if the two factor(s) outer ring osculation and inner ring heat treatments are increased together."
"Remembering that bearings like this one have been made for decades, it is at first surprising that it could take so long to discover so important an improvement. A likely explanation is that, because most engineers have, until recently, employed only one factor at a time experimentation, interaction effects have been missed." |
synth_fc_1170_rep22 | Positive | Finance | Calculation | Single | https://en.wikipedia.org/wiki/Malaria | 41 | Economic impact
Malaria is not just a disease commonly associated with poverty; some evidence suggests that it is also a cause of poverty and a major hindrance to economic development. Although tropical regions are most affected, malaria's furthest influence reaches into some temperate zones that have extreme seasonal changes. The disease has been associated with major negative economic effects on regions where it is widespread. During the late 19th and early 20th centuries, it was a major factor in the slow economic development of the American southern states.
A comparison of average per capita GDP in 1995, adjusted for parity of purchasing power, between countries with malaria and countries without malaria gives a fivefold difference (US$1,526 versus US$8,268). In the period 1965 to 1990, countries where malaria was common had an average per capita GDP that increased only 0.4% per year, compared to 2.4% per year in other countries.
Poverty can increase the risk of malaria since those in poverty do not have the financial capacities to prevent or treat the disease. In its entirety, the economic impact of malaria has been estimated to cost Africa US$12 billion every year. The economic impact includes costs of health care, working days lost due to sickness, days lost in education, decreased productivity due to brain damage from cerebral malaria, and loss of investment and tourism. The disease has a heavy burden in some countries, where it may be responsible for 30–50% of hospital admissions, up to 50% of outpatient visits, and up to 40% of public health spending.
Cerebral malaria is one of the leading causes of neurological disabilities in African children. Studies comparing cognitive functions before and after treatment for severe malarial illness continued to show significantly impaired school performance and cognitive abilities even after recovery. Consequently, severe and cerebral malaria have far-reaching socioeconomic consequences that extend beyond the immediate effects of the disease. |
synth_fc_2501_rep24 | Positive | Movie | API setting | Single | https://en.wikipedia.org/wiki/Patrick_White | 8 | Nobel laureate
In 1970, White had begun working on a new novel, The Eye of the Storm, about the meaning of his mother's death. He sent the completed work to his British publishers in December 1972. He delayed sending it to his American publishers, Viking, because The Vivisector had sold poorly in America and he hoped positive reviews of the new work in Britain would increase interest in the United States.
The novel was published in August 1973 and White was awarded the Nobel Prize in Literature in October. The Nobel citation praised him "for an epic and psychological narrative art, which has introduced a new continent into literature". White, pleading delicate health, declined to travel to Sweden to accept the award. Nolan attended the ceremony on his behalf.
The Nobel prize increased worldwide interest in White's work. Eye of the Storm was widely reviewed in the United States and sold 25,000 copies by March 1974. New editions of his previous novels were published and translation rights sold well. White, however, refused to have Happy Valley republished as he considered it an inferior early work and he was afraid that some of the people on whom characters were based might sue for defamation.
According to David Marr, White's biographer, "From the time of the prize his work became saturated with a late, relaxed sensuality." White himself was less relaxed about the effects of the award, telling a supporter: "the Nobel Prize is a terrifying and destructive experience."
White was made Australian of the Year for 1973. In his acceptance speech, he said that Australia Day should be "a day of self-searching rather than trumpet blowing" and that historian Manning Clark, comedian Barry Humphries and communist trade union leader Jack Mundey were more worthy of the award.
In May 1974, White gave a speech in support of the re-election of the Whitlam Labor government, stating that it was necessary for Australia to create: "an intellectual climate from which artists would no longer feel the need to flee." Following a trip to Fraser Island to do research for a new novel A Fringe of Leaves, he became a supporter of the campaign to stop sand mining on the island. He wrote to the re-elected prime minister Gough Whitlam on the issue and the campaign eventually forced the government to suspend its approval of mining and hold an inquiry on the matter.
White was among the first group of the Companions of the Order of Australia in 1975 but resigned in June 1976 in protest against the dismissal of the Whitlam government in November 1975 by the Governor-General Sir John Kerr and the subsequent reintroduction of knighthoods as part of the order. White later wrote that Kerr's behaviour "moved me farther to the Left and made me a convinced Republican." Over the following years, he would break with numerous long-term friends because he thought they supported the conservative establishment or had compromised their personal or artistic integrity.
In November 1975, the young theatre director Jim Sharman approached White to discuss a revival of The Season at Sarsaparilla. They also agreed to film his story "The Night the Prowler" and White began working on a script. The meeting sparked a revival in White's interest in theatre and a long-term working relationship between the two men.
In 1976, White was working on a new novel, TheTwyborn Affair, partly based on aspects of his own life and that of male Antarctic explorer Herbert Dyce-Murphy (1879 – 1971) who had lived as a woman for several years. In researching his novel, White revisited the regions of New South Wales where White had lived and worked as a youth, and significant locations in London, France and Greece. In October, A Fringe of Leaves was published to generally favourable reviews and sold well. Sharman's production of A Season at Sarsaparilla in Sydney was also a critical success and attracted good audiences.
In 1977, a project to film Voss with Joseph Losey as director collapsed when the promoter Harry Miller failed to gain finance. Miller eventually sold the film rights to Nolan. The success of The Season at Sarsaparilla had inspired White to write his first play in over 12 years, Big Toys, about plutocracy and corruption in Sydney. The play, directed by Sharman, premiered in Sydney in October but attracted generally unfavourable reviews and moderate audiences.
The film of The Night the Prowler, directed by Sharman, premiered at the Sydney Film Festival in June 1978. Reviews were generally unfavourable and the film failed at the box office. However, Sharman's 1979 production of A Cheery Soul for the Sydney Theatre Company broke box office records for the drama theatre of the Opera House despite mixed reviews. The Twyborn Affair was published in Britain in November, 1979 to very positive reviews and became a best seller. The response from critics and the public in the United States was more subdued.
In October 1979, White started work on a memoir, Flaws in the Glass, in which he planned to write publicly for the first time about his homosexuality and his relationship with Manoly Lascaris. The book was published in Britain in October 1981 to great publicity and became his biggest seller in his life time. Much of the publicity stemmed from his scathing character portraits of Nolan, Kerr and Joan Sutherland. Nolan considered suing White for defamation and their friendship ended.
The 1982 Adelaide Festival was directed by Sharman who had commissioned a new play by White, Signal Driver. The festival also featured a short excerpt from an opera based on Voss. The opera had been commissioned by Opera Australia with Richard Meale as composer and David Malouf the librettist. Critics were generally lukewarm towards Signal Driver, but encouraging towards the fragment of Voss. White, in contrast, disliked Meade's approach to Voss but was enthusiastic about the production of Signal Driver. White was encouraged to write a new play for Sharman, Netherwood, "about the sanity in insanity and the insanity in sanity". The play premiered in Adelaide in May 1983 but attracted hostile reviews which White considered a deliberate media campaign to sabotage his work.
By 1984, White had become disillusioned with the Hawke Labor government and publicly and financially supported the new Nuclear Disarmament Party. White had been publicly campaigning for nuclear disarmament since 1981, calling it: "the most important moral issue in history." |
synth_fc_3538_rep6 | Positive | Travel itinerary | Calculation | Single | https://en.wikipedia.org/wiki/Ibadan | 1 | Ibadan (UK: / ɪ ˈ b æ d ən /, US: / ɪ ˈ b ɑː d ən /; Yoruba: Ìbàdàn) is the capital and most populous city of Oyo State, in Nigeria. It is the third-largest city by population in Nigeria after Lagos and Kano, with a total population of 2,649,000 as of 2021, and over 3 million people within its metropolitan area. It is one of the country's largest cities by geographical area. At the time of Nigeria's independence in 1960, Ibadan was the largest and most populous city in the country, and the second-most populous in Africa behind Cairo. Ibadan is ranked one of the fastest-growing cities in sub-Saharan Africa, according to the UN Human Settlements Program (2022). It is also ranked third in West Africa in the tech startups index. Ibadan joined the UNESCO Global Network of Learning Cities in 2016.
Ibadan is located in south-western Nigeria, 128 kilometres (80 mi) inland northeast of Lagos and 530 kilometres (330 mi) southwest of Abuja, the federal capital. It is a prominent transit point between the coastal region and areas in the hinterland of the country. Ibadan had been the administrative center of the old Western Region since the early days of British colonial rule, and parts of the city's ancient protective walls still stand to this day. The principal inhabitants of the city are the Yoruba people, as well as various communities (notably Igbo, Hausa, Edo, and Ibibio) from other parts of the country. |
synth_fc_1940_rep5 | Positive | History | Document search | Single | https://en.wikipedia.org/wiki/Cossack_Hetmanate | 33 | Nobles
As had been the case under Poland, the nobility continued to be the dominant social class during the Hetmanate, although its composition and source of legitimacy within the new society had changed radically. During the Khmelnytsky Uprising, the Polish nobles and Polonized Ruthenian magnates fled the territory of the Hetmanate. As a result, the noble estate now consisted of a merger between the nobility that had stayed in the territory of the Hetmanate (old noble families that did not succumb to Polonization and lesser nobles who had participated in the uprising on the side of the Cossacks against Poland) with members of the emergent Cossack officer class. Unlike the Polish nobles whose lands were redistributed, the nobles loyal to the Hetmanate retained their privileges, their lands, and the services of the peasants. Together, the old nobles and the new Cossack officers became known as the Distinguished Military Fellows (Znachni Viiskovi Tovaryshi). Thus, the nature of noble status was fundamentally changed. It no longer depended on ancient heredity, but instead on loyalty to the Hetmanate. Over time, however, Cossack officer lands and privileges too became hereditary, and the Cossack noble and officer class acquired huge landed estates comparable to those of the Polish-Ruthenian magnates whom they had replaced and emulated. |
synth_fc_953_rep4 | Positive | Finance | Database search | Single | https://en.wikipedia.org/wiki/Goods | 11 | Trading of goods
Goods are capable of being physically delivered to a consumer. Goods that are economic intangibles can only be stored, delivered, and consumed by means of media.
Goods, both tangibles and intangibles, may involve the transfer of product ownership to the consumer. Services do not normally involve transfer of ownership of the service itself, but may involve transfer of ownership of goods developed or marketed by a service provider in the course of the service. For example, sale of storage related goods, which could consist of storage sheds, storage containers, storage buildings as tangibles or storage supplies such as boxes, bubble wrap, tape, bags and the like which are consumables, or distributing electricity among consumers is a service provided by an electric utility company. This service can only be experienced through the consumption of electrical energy, which is available in a variety of voltages and, in this case, is the economic goods produced by the electric utility company. While the service (namely, distribution of electrical energy) is a process that remains in its entirety in the ownership of the electric service provider, the goods (namely, electric energy) is the object of ownership transfer. The consumer becomes an electric energy owner by purchase and may use it for any lawful purposes just like any other goods. |
synth_fc_2019_rep12 | Positive | History | Entity search | Multi | https://en.wikipedia.org/wiki/Lever | 7 | History
The earliest evidence of the lever mechanism dates back to the ancient Near East c. 5000 BC, when it was first used in a simple balance scale. In ancient Egypt c. 4400 BC, a foot pedal was used for the earliest horizontal frame loom. In Mesopotamia (modern Iraq) c. 3000 BC, the shadouf, a crane-like device that uses a lever mechanism, was invented. In ancient Egypt, workmen used the lever to move and uplift obelisks weighing more than 100 tons. This is evident from the recesses in the large blocks and the handling bosses which could not be used for any purpose other than for levers.
The earliest remaining writings regarding levers date from the 3rd century BC and were provided, by common belief, by the Greek mathematician Archimedes, who famously stated "Give me a lever long enough and a fulcrum on which to place it, and I shall move the world."
Autumn Stanley argues that the digging stick can be considered the first lever, which would position prehistoric women as the inventors of lever technology. |
synth_fc_1547_rep14 | Negative | Geography | Calculation | Single | https://en.wikipedia.org/wiki/Mandara_Mountains | 1 | The Mandara Mountains are a volcanic range extending about 190 km along the northern part of the Cameroon–Nigeria border, from the Benue River in the south to the north-west of Maroua in the north. The highest elevation is the summit of Mount Oupay, at 1,494 m (4,900 ft) above sea level. The region is densely populated, mainly by speakers of Chadic languages, including both the Mofu and the Kirdi ethnic groups. Extensive archaeological research has been undertaken in the Mandara Mountains, including work at Diy-Gid-Biy (DGB) sites. |
synth_fc_2460_rep23 | Positive | Movie | Generation | Single | https://en.wikipedia.org/wiki/Star_Trek | 2 | Awards and honors
Of the various science fiction awards for drama, only the Hugo Award for Best Dramatic Presentation dates back as far as the original series. In 1968, all five nominees for a Hugo Award were individual episodes of Star Trek, as were three of the five nominees in 1967, one of which won. The Next Generation won Hugo awards in 1993 and 1995. Nominations have also been received by Deep Space Nine, Enterprise, Discovery, and Lower Decks, as well as several of the Star Trek feature films and, in 2008, an episode of the fan-made series Star Trek: Phase II.
One of the most successful films was Star Trek IV: The Voyage Home, which grossed a global total of $133 million against a $21 million budget. The Voyage Home garnered 11 nominations at the 14th annual Saturn Awards, tying Aliens for number of nominations. Nimoy and Shatner were nominated for best actor for their roles, and Catherine Hicks was nominated for best supporting actress. At the 59th Academy Awards, The Voyage Home was nominated for Best Cinematography, Sound (Terry Porter, David J. Hudson, Mel Metcalfe and Gene Cantamessa), Sound Effects Editing, and Original Score.
The episode " The Big Goodbye " in the first season of Star Trek: The Next Generation, in recognition of its "new standard of quality for first-run syndication", the episode was honored with a Peabody Award in 1987. "The Big Goodbye" was also nominated for two Emmy Awards in the categories of Outstanding Cinematography for a Series and Outstanding Costumes for a Series, with costume designer William Ware Theiss winning the award in the latter category.
Star Trek (2009) won the Academy Award for Best Makeup and Hairstyling, the franchise's first Academy Award. In 2016, the franchise was listed in the Guinness World Records as the most successful science fiction television franchise in the world.
In 2024, the entire Star Trek franchise was awarded the Peabody Institutional Award for its enduring body of work and lasting impact on media and society at large. |
synth_fc_661_rep25 | Positive | Currency | API setting | Single | https://en.wikipedia.org/wiki/Reserve_currency | 1 | A reserve currency is a foreign currency that is held in significant quantities by central banks or other monetary authorities as part of their foreign exchange reserves. The reserve currency can be used in international transactions, international investments and all aspects of the global economy. It is often considered a hard currency or safe-haven currency. The United Kingdom's pound sterling was the primary reserve currency of much of the world in the 19th century and first half of the 20th century. However, by the middle of the 20th century, the United States dollar had become the world's dominant reserve currency. |
synth_fc_3793_rep21 | Positive | Weather & Air quality | Feature search | Multi | https://en.wikipedia.org/wiki/Benjamin_Franklin | 20 | Theories and experiments
Franklin was, along with his contemporary Leonhard Euler, the only major scientist who supported Christiaan Huygens 's wave theory of light, which was basically ignored by the rest of the scientific community. In the 18th century, Isaac Newton 's corpuscular theory was held to be true; it took Thomas Young's well-known slit experiment in 1803 to persuade most scientists to believe Huygens's theory.
On October 21, 1743, according to the popular myth, a storm moving from the southwest denied Franklin the opportunity of witnessing a lunar eclipse. He was said to have noted that the prevailing winds were actually from the northeast, contrary to what he had expected. In correspondence with his brother, he learned that the same storm had not reached Boston until after the eclipse, despite the fact that Boston is to the northeast of Philadelphia. He deduced that storms do not always travel in the direction of the prevailing wind, a concept that greatly influenced meteorology. After the Icelandic volcanic eruption of Laki in 1783, and the subsequent harsh European winter of 1784, Franklin made observations on the causal nature of these two seemingly separate events. He wrote about them in a lecture series.
Though Franklin is famously associated with kites from his lightning experiments, he has also been noted by many for using kites to pull humans and ships across waterways. George Pocock in the book A Treatise on The Aeropleustic Art, or Navigation in the Air, by means of Kites, or Buoyant Sails noted being inspired by Benjamin Franklin's traction of his body by kite power across a waterway.
Franklin noted a principle of refrigeration by observing that on a very hot day, he stayed cooler in a wet shirt in a breeze than he did in a dry one. To understand this phenomenon more clearly, he conducted experiments. In 1758 on a warm day in Cambridge, England, he and fellow scientist John Hadley experimented by continually wetting the ball of a mercury thermometer with ether and using bellows to evaporate the ether. With each subsequent evaporation, the thermometer read a lower temperature, eventually reaching 7 °F (−14 °C). Another thermometer showed that the room temperature was constant at 65 °F (18 °C). In his letter Cooling by Evaporation, Franklin noted that, "One may see the possibility of freezing a man to death on a warm summer's day."
In 1761, Franklin wrote a letter to Mary Stevenson describing his experiments on the relationship between color and heat absorption. He found that darker color clothes got hotter when exposed to sunlight than lighter color clothes, an early demonstration of black body thermal radiation. One experiment he performed consisted of placing square pieces of cloth of various color out in the snow on a sunny day. He waited some time and then measured that the black pieces sank furthest into the snow of all the colors, indicating that they got the hottest and melted the most snow.
According to Michael Faraday, Franklin's experiments on the non-conduction of ice are worth mentioning, although the law of the general effect of liquefaction on electrolytes is not attributed to Franklin. However, as reported in 1836 by Franklin's great-grandson Alexander Dallas Bache of the University of Pennsylvania, the law of the effect of heat on the conduction of bodies otherwise non-conductors, for example, glass, could be attributed to Franklin. Franklin wrote, "... A certain quantity of heat will make some bodies good conductors, that will not otherwise conduct..." and again, "... And water, though naturally a good conductor, will not conduct well when frozen into ice."
While traveling on a ship, Franklin had observed that the wake of a ship was diminished when the cooks scuttled their greasy water. He studied the effects on a large pond in Clapham Common, London. "I fetched out a cruet of oil and dropt a little of it on the water... though not more than a teaspoon full, produced an instant calm over a space of several yards square." He later used the trick to "calm the waters" by carrying "a little oil in the hollow joint of cane." |
synth_fc_1153_rep29 | No function call | Finance | Calculation | Single | https://en.wikipedia.org/wiki/Google | 1 | Google LLC (/ ˈ ɡ uː ɡ ə l / GOO -ghəl) is an American multinational corporation and technology company focusing on online advertising, search engine technology, cloud computing, computer software, quantum computing, e-commerce, consumer electronics, and artificial intelligence (AI). It has been referred to as "the most powerful company in the world" and is one of the world's most valuable brands due to its market dominance, data collection, and technological advantages in the field of AI. Google's parent company, Alphabet Inc., is one of the five Big Tech companies, alongside Amazon, Apple, Meta, and Microsoft.
Google was founded on September 4, 1998, by American computer scientists Larry Page and Sergey Brin while they were PhD students at Stanford University in California. Together, they own about 14% of its publicly listed shares and control 56% of its stockholder voting power through super-voting stock. The company went public via an initial public offering (IPO) in 2004. In 2015, Google was reorganized as a wholly owned subsidiary of Alphabet Inc. Google is Alphabet's largest subsidiary and is a holding company for Alphabet's internet properties and interests. Sundar Pichai was appointed CEO of Google on October 24, 2015, replacing Larry Page, who became the CEO of Alphabet. On December 3, 2019, Pichai also became the CEO of Alphabet.
The company has since rapidly grown to offer a multitude of products and services beyond Google Search, many of which hold dominant market positions. These products address a wide range of use cases, including email (Gmail), navigation (Waze & Maps), cloud computing (Cloud), web navigation (Chrome), video sharing (YouTube), productivity (Workspace), operating systems (Android), cloud storage (Drive), language translation (Translate), photo storage (Photos), videotelephony (Meet), smart home (Nest), smartphones (Pixel), wearable technology (Pixel Watch & Fitbit), music streaming (YouTube Music), video on demand (YouTube TV), AI (Google Assistant & Gemini), machine learning APIs (TensorFlow), AI chips (TPU), and more. Discontinued Google products include gaming (Stadia), Glass, Google+, Reader, Play Music, Nexus, Hangouts, and Inbox by Gmail.
Google's other ventures outside of internet services and consumer electronics include quantum computing (Sycamore), self-driving cars (Waymo, formerly the Google Self-Driving Car Project), smart cities (Sidewalk Labs), and transformer models (Google DeepMind).
Google and YouTube are the two most-visited websites worldwide followed by Facebook and X (formerly known as Twitter). Google is also the largest search engine, mapping and navigation application, email provider, office suite, online video platform, photo and cloud storage provider, mobile operating system, web browser, machine learning framework, and AI virtual assistant provider in the world as measured by market share. On the list of most valuable brands, Google is ranked second by Forbes and fourth by Interbrand. It has received significant criticism involving issues such as privacy concerns, tax avoidance, censorship, search neutrality, antitrust and abuse of its monopoly position. On August 5, 2024, D.C. Circuit Court Judge Amit P. Mehta ruled that Google held an illegal monopoly over Internet search. |
synth_fc_1386_rep1 | Negative | Food | Entity search | Single | https://en.wikipedia.org/wiki/Veganism | 39 | Religious veganism
Streams within a number of religious traditions encourage veganism, sometimes on ethical or environmental grounds. Scholars have especially noted the growth in the 21st century of Jewish veganism, as well as Jain veganism. Some religious interpretations, such as Christian vegetarianism, Hindu vegetarianism, and Buddhist vegetarianism, also recommend or mandate a vegan diet. Donald Watson argued, "If Jesus were alive today, he'd be an itinerant vegan propagandist instead of an itinerant preacher of those days, spreading the message of compassion, which, as I see it, is the only useful part of what religion has to offer and, sad as it seems, I doubt if we have to enroll our priest as a member of the Vegan Society." |
synth_fc_2259_rep28 | Positive | Law | Feature search | Single | https://en.wikipedia.org/wiki/Northern_Mariana_Islands | 3 | Cinema
A small independent cinema of Northern Mariana Islands, producing mostly documentary films, developed in the 21st century thanks to the efforts of the Commonwealth and of the Northern Marianas College. Films had already been shot in the islands in the 20th century by foreign producers.
In 2002, a new § 2151 of the Commonwealth Code established within the Marianas Visitors Authority (MVA), a Commonwealth Film, Video and Media Office, also known as the Northern Mariana Islands Film Office, with the purpose of attracting foreign companies to produce movies in the Commonwealth and to develop a local cinema industry. |
synth_fc_3290_rep6 | Positive | Sport | Calculation | Single | https://en.wikipedia.org/wiki/Rod_Laver | 3 | All-time tournament records
Notes on sources: John Bercow's book Tennis Maestros: The Twenty Greatest Male Tennis Players of All Time confirms in chapter 9 Rod Laver's titles for the following years 1962 (22), 1965 (17), 1966 (16), 1967 (19), 1970 (15), 1971 (7), 1972 (5), 1973 (7), 1974 (6). The ITF confirms titles in 1975 (5) titles. |
synth_fc_2768_rep20 | Negative | Physics & Chemistry | Calculation | Single | https://en.wikipedia.org/wiki/Euclidean_vector | 22 | Length
The length or magnitude or norm of the vector a is denoted by ‖ a ‖ or, less commonly, | a |, which is not to be confused with the absolute value (a scalar "norm").
The length of the vector a can be computed with the Euclidean norm,
‖ a ‖ = a 1 2 + a 2 2 + a 3 2, {\displaystyle \left\|\mathbf {a} \right\|={\sqrt {a_{1}^{2}+a_{2}^{2}+a_{3}^{2}}},}
which is a consequence of the Pythagorean theorem since the basis vectors e, e, e are orthogonal unit vectors.
This happens to be equal to the square root of the dot product, discussed below, of the vector with itself:
‖ a ‖ = a ⋅ a. {\displaystyle \left\|\mathbf {a} \right\|={\sqrt {\mathbf {a} \cdot \mathbf {a} }}.} |
synth_fc_2900_rep2 | Positive | Restaurant | Proximal search | Single | https://en.wikipedia.org/wiki/Steak | 1 | A steak is a thick cut of meat generally sliced across the muscle fibers, sometimes including a bone. It is normally grilled or fried. Steak can be diced, cooked in sauce, such as in steak and kidney pie, or minced and formed into patties, such as hamburgers. Steaks are cut from animals including cattle, bison, buffalo, camel, goat, horse, kangaroo, sheep, ostrich, pigs, turkey, and deer, as well as various types of fish, especially salmon and large fish such as swordfish, shark, and marlin. For some meats, such as pork, lamb and mutton, chevon, and veal, these cuts are often referred to as chops. Some cured meat, such as gammon, is commonly served as steak. Grilled portobello mushroom may be called mushroom steak, and similarly for other vegetarian dishes. Imitation steak is a food product that is formed into a steak shape from various pieces of meat. Grilled fruits such as watermelon have been used as vegetarian steak alternatives. Exceptions, in which the meat is sliced parallel to the fibers, include the skirt steak cut from the plate, the flank steak cut from the abdominal muscles, and the silverfinger steak cut from the loin and including three rib bones. In a larger sense, fish steaks, ground meat steaks, pork steak, and many more varieties of steak are known. In the United States, steak cut from cattle is also called "beefsteak". |
synth_fc_2170_rep8 | No function call | Law | Feature search | Single | https://en.wikipedia.org/wiki/Alexander_Pushkin | 13 | Soviet centennial celebrations
In the centennial year of Pushkin's death a mass renaming of existing streets in his honour occurred in the entire Soviet Union. Prior to 2022, Pushkin was the third most common historical figure represented in Ukraine's streetscapes, but his monuments were removed and streets that were named in his honour have been renamed as a result of the Russian invasion of Ukraine. These Pushkin monuments and any toponymy named after him are now illegal in Ukraine because according to the law that forbids their existence they are "dedicated to persons who publicly, including … in literary and other artistic works, supported, glorified or justified Russian imperial policy".
The centennial year of Pushkin's death, 1937, was one of the most significant Soviet-era literary centennials in Stalinist Russia, rivaled only by the 1928 centennial commemorating Leo Tolstoy 's birth. Despite the public display of visage on ever present billboards and candy wrappers, Pushkin's "image" conflicted with that of the ideal Soviet (he was reputed as a libertine with unrepentant aristocratic tendencies) and was subject to a repressive revisionism, similar to the Stalinist state's clean up of Tolstoy's Christian anarchism. |
synth_fc_635_rep13 | Positive | Currency | API setting | Single | https://en.wikipedia.org/wiki/Sher_Shah_Suri | 5 | Government and administration
The system of tri-metalism which came to characterize Mughal coinage was introduced by Sher Shah. While the term rūpya had previously been used as a generic term for any silver coin, during his rule the term rūpee came to be used as the name for a silver coin of a standard weight of 178 grains, which was the precursor of the modern rupee. The Rupee is today used as the national currency in India, Indonesia, Maldives, Mauritius, Nepal, Pakistan, Seychelles, and Sri Lanka. Gold coins called the Mohur weighing 169 grains and copper coins called Paisa were also minted during his reign. According to numismatists Goron and Goenka, it is clear from coins dated AH 945 (1538 AD) that Sher Shah had assumed the royal title of Farid al-Din Sher Shah and had coins struck in his own name prior to the battle of Chausa.
Sher Shah was responsible for greatly rebuilding and modernizing the Grand Trunk Road, a major artery which runs all the way from modern day Bangladesh to Afghanistan. Caravanserais (inns) and mosques were built and trees were planted along the entire stretch on both sides of the road to provide shade to travelers. Wells were also dug, especially along the western section. He also established an efficient postal system, with mail being carried by relays of horse riders. |
synth_fc_407_rep9 | Positive | Carbon footprint | Calculation | Multi | https://en.wikipedia.org/wiki/Sound | 15 | Sound pressure level
Sound pressure is the difference, in a given medium, between average local pressure and the pressure in the sound wave. A square of this difference (i.e., a square of the deviation from the equilibrium pressure) is usually averaged over time and/or space, and a square root of this average provides a root mean square (RMS) value. For example, 1 Pa RMS sound pressure (94 dBSPL) in atmospheric air implies that the actual pressure in the sound wave oscillates between (1 atm − 2 {\displaystyle -{\sqrt {2}}} Pa) and (1 atm + 2 {\displaystyle +{\sqrt {2}}} Pa), that is between 101323.6 and 101326.4 Pa.As the human ear can detect sounds with a wide range of amplitudes, sound pressure is often measured as a level on a logarithmic decibel scale. The sound pressure level (SPL) or L is defined as
Since the human ear does not have a flat spectral response, sound pressures are often frequency weighted so that the measured level matches perceived levels more closely. The International Electrotechnical Commission (IEC) has defined several weighting schemes. A-weighting attempts to match the response of the human ear to noise and A-weighted sound pressure levels are labeled dBA. C-weighting is used to measure peak levels. |
synth_fc_1793_rep9 | Positive | Health | Calculation | Multi | https://en.wikipedia.org/wiki/Hay | 8 | Mold
Hay is generally one of the safest feeds to provide to domesticated grazing herbivores. Amounts must be monitored so animals do not get too fat or too thin. Supplemental feed may be required for working animals with high energy requirements.
Animals who eat spoiled hay may develop a variety of illnesses, from coughs related to dust and mold, to various other illnesses, the most serious of which may be botulism, which can occur if a small animal, such as a rodent or snake, is killed by the baling equipment, then rots inside the bale, causing a toxin to form. Some animals are sensitive to particular fungi or molds that may grow on living plants. For example, an endophytic fungus that sometimes grows on fescue can cause abortion in pregnant mares. Some plants themselves may also be toxic to some animals. For example, Pimelea, a native Australian plant, also known as flax weed, is highly toxic to cattle.
Farmer's lung is a hypersensitivity pneumonitis induced by the inhalation of biologic dusts coming from hay dust or mold spores or other agricultural products. Exposure to hay can also trigger allergic rhinitis for people who are hypersensitive to airborne allergens. |
synth_fc_2539_rep8 | Positive | Museum | Ranking | Single | https://en.wikipedia.org/wiki/Almaty | 12 | Culture
Almaty is largely considered to be the heart and soul of Kazakhstan's classical and popular cultures. The Almaty Region and the city itself have a distinct character and pace compared to other regions and cities in Kazakhstan. Contemporary Almaty has a more European character due to more cafes and restaurants with outdoor seating and public green space. Almaty is the historical and contemporary capital of intellectualism in Kazakhstan as a product of Almaty's location along the ancient Silk Road, and because many Russian intellectuals were exiled to the region. The Abai Kazakh State Opera and Ballet Theatre has anchored the city's theater scene since 1934 and was founded around a community of local performance artists. The Kasteyev State Museum of Arts was founded in 1935, is the largest museum in Kazakhstan, and has the largest collection of artworks by Kazakh classic and contemporary artists. The wild apple Malus siversii is generally accepted as having first emerged in the Almaty area, and it significantly figures in Almaty's culture. |
synth_fc_2789_rep28 | Positive | Physics & Chemistry | Database search | Multi | https://en.wikipedia.org/wiki/Curium | 14 | Isotope preparation
Curium is made in small amounts in nuclear reactors, and by now only kilograms of Cm and Cm have been accumulated, and grams or even milligrams for heavier isotopes. Hence the high price of curium, which has been quoted at 160–185 USD per milligram, with a more recent estimate at US$2,000/g for Cm and US$170/g for Cm. In nuclear reactors, curium is formed from U in a series of nuclear reactions. In the first chain, U captures a neutron and converts into U, which via β decay transforms into Np and Pu.
Further neutron capture followed by β -decay gives americium (Am) which further becomes Cm:
For research purposes, curium is obtained by irradiating not uranium but plutonium, which is available in large amounts from spent nuclear fuel. A much higher neutron flux is used for the irradiation that results in a different reaction chain and formation of Cm:
Curium-244 alpha decays to Pu, but it also absorbs neutrons, hence a small amount of heavier curium isotopes. Of those, Cm and Cm are popular in scientific research due to their long half-lives. But the production rate of Cm in thermal neutron reactors is low because it is prone to fission due to thermal neutrons. Synthesis of Cm by neutron capture is unlikely due to the short half-life of the intermediate Cm (64 min), which β decays to the berkelium isotope Bk.
The above cascade of (n,γ) reactions gives a mix of different curium isotopes. Their post-synthesis separation is cumbersome, so a selective synthesis is desired. Curium-248 is favored for research purposes due to its long half-life. The most efficient way to prepare this isotope is by α-decay of the californium isotope Cf, which is available in relatively large amounts due to its long half-life (2.65 years). About 35–50 mg of Cm is produced thus, per year. The associated reaction produces Cm with isotopic purity of 97%.
Another isotope, Cm, can be obtained for research, from α-decay of Cf; the latter isotope is produced in small amounts from β -decay of Bk. |
synth_fc_1380_rep1 | Positive | Food | Entity search | Single | https://en.wikipedia.org/wiki/Italy | 5 | Cuisine
Italian cuisine is heavily influenced by Etruscan, ancient Greek, ancient Roman, Byzantine, Arabic, and Jewish cuisines. Significant changes occurred with the discovery of the New World, with items such as potatoes, tomatoes, and maize becoming main ingredients from the 18th century. The Mediterranean diet forms the basis of Italian cuisine, which is rich in pasta, fish, fruits, and vegetables and characterised by its simplicity and variety, with many dishes having only four to eight ingredients. Italian cuisine is noted for its regional diversity, abundance of difference in taste, and as one of the most popular in the world, wielding strong influence abroad.
Italian cuisine relies heavily on traditional products; the country has traditional specialties protected under EU law. Cheese, cold cuts, and wine are central to Italian cuisine, with regional declinations and Protected Designation of Origin or Protected Geographical Indication labels, along with pizza and coffee forming part of gastronomic culture. Desserts have a long tradition of merging local flavours, such as citrus fruits, pistachio, and almonds, with sweet cheeses such as mascarpone and ricotta or exotic tastes such as cocoa, vanilla, and cinnamon. Gelato, tiramisu, and cassata are among the most famous examples of Italian desserts.
The Italian meal structure is typical of the Mediterranean region and differs from North, Central, and East European meal structures, although it still often consists of breakfast (colazione), lunch (pranzo), and dinner (cena). However, much less emphasis is placed on breakfast, which is often skipped or involves lighter portions than are seen in non-Mediterranean Western countries. Late-morning and mid-afternoon snacks, called merenda (pl.: merende), are often included. |
synth_fc_3655_rep19 | Positive | Video game | Ranking | Multi | https://en.wikipedia.org/wiki/Tag_(game) | 69 | Tilo-Express
Tilo-Express is a variant of hide-and-seek in which the seeker loses if they are tagged by an opponent that they have not spotted. |
synth_fc_3546_rep29 | Positive | Travel itinerary | Calculation | Single | https://en.wikipedia.org/wiki/Khwarazmian_Empire | 6 | Early history
The title Khwarazmshah was introduced in 305 by the founder of the Afrigids and existed until 995. After a short interval, the title was reinstated. During the uprising in Khwarazm in 1017, rebels killed Khwarazmshah Ma'mun II and his wife Khurra-ji, the sister of Ghaznavid sultan Mahmud of Ghazni. In response, Mahmud invaded the region to quell the rebellion. He later installed a new ruler and annexed a portion of Khwarazm. As a result, Khwarazm became a province of the Ghaznavid empire and remained so until 1034.
In 1077, the control of the region, which previously belonged to the Seljuqs from 1042 to 1043, passed into the hands of Anushtegin Gharchai, a Turkic mamluk commander of the Seljuqs. In 1097, the Khwarazm governor of Turkic origin Ekinchi ibn Qochqar declared independence from the Seljuqs and proclaimed himself the shah of Khwarazm. After a short time, however, he was killed by several Seljuq amirs who had risen in revolt. He was replaced with Anush Tigin Gharachai's son, Qutb al-Din Muhammad, by the Seljuqs, who had reconquered the region. Qutb al-Din became the first hereditary Khwarazmshah. |
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