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28k
synth_fc_238_rep5
No function call
Biomass
Feature search
Single
https://en.wikipedia.org/wiki/Old_World_monkey
5
Characteristics Old World monkeys are medium to large in size, and range from arboreal forms, such as the colobus monkeys, to fully terrestrial forms, such as the baboons. The smallest is the talapoin, with a head and body 34–37 cm in length, and weighing between 0.7 and 1.3 kilograms, while the largest is the male mandrill (the females of the species being significantly smaller), at around 70 cm in length, and weighing up to 50 kilograms. Most Old World monkeys have tails (the family name means "tailed ape"), unlike the tailless apes. The tails of Old World monkeys are not prehensile, unlike those of the New World monkeys (platyrrhines). The distinction of catarrhines from platyrrhines depends on the structure of the rhinarium, and the distinction of Old World monkeys from apes depends on dentition (the number of teeth is the same in both, but they are shaped differently). In platyrrhines, the nostrils face sideways, while in catarrhines, they face downward. Other distinctions include both a tubular ectotympanic (ear bone), and eight, not twelve, premolars in catarrhines, giving them a dental formula of: 2.1.2.3 2.1.2.3 Several Old World monkeys have anatomical oddities. For example, the colobus monkeys have stubs for thumbs to assist with their arboreal movement, the proboscis monkey has an extraordinary nose, while the snub-nosed monkeys have almost no nose at all. The penis of the male mandrill is crimson and the scrotum is lilac; the face is also brightly colored. The coloration is more pronounced in dominant males.
synth_fc_386_rep7
Positive
Carbon footprint
Calculation
Single
https://en.wikipedia.org/wiki/Waste_management
6
E-waste A record 53.6 million metric tonnes (Mt) of electronic waste was generated worldwide in 2019, up 21 percent in just five years, according to the UN's Global E-waste Monitor 2020, released today. The new report also predicts global e-waste – discarded products with a battery or plug – will reach 74 Mt by 2030, almost a doubling of e-waste in just 16 years. This makes e-waste the world's fastest-growing domestic waste stream, fueled mainly by higher consumption rates of electric and electronic equipment, short life cycles, and few options for repair. Only 17.4 percent of 2019's e-waste was collected and recycled. This means that gold, silver, copper, platinum, and other high-value, recoverable materials conservatively valued at US$57 billion – a sum greater than the Gross Domestic Product of most countries – were mostly dumped or burned rather than being collected for treatment and reuse. E-wasteis predicted to double by 2050.
synth_fc_2364_rep22
Positive
Linguistics
Entity search
Single
https://en.wikipedia.org/wiki/Haitian_Vodou
4
The nanchon The lwa divide into nanchon or "nations". This classificatory system derives from the way in which enslaved Africans were divided into "nations" upon their arrival in Haiti, usually based on their African port of departure rather than their ethno-cultural identity. The term fanmi (family) is sometimes used synonymously with nanchon or alternatively as a sub-division of the latter category. It is often claimed that there are 17 nanchon, of which the Rada and the Petwo are the largest and most dominant. The Rada lwa are seen as being 'cool'; the Petwo lwa as 'hot'. This means that the Rada are dous or doux, or sweet-tempered, while the Petwo are lwa cho, indicating that they can be forceful or violent and are associated with fire. Whereas the Rada are generally righteous, their Petwo counterparts are more morally ambiguous and associated with issues like money. The Rada owe more to Dahomeyan and Yoruba influences; their name probably comes from Arada, a city in the Dahomey kingdom of West Africa. The Petwo derive largely from Kongo religion, although also exhibit Dahomeyan and creolised influences. Some lwa exist andezo or en deux eaux, meaning that they are "in two waters" and are served in both Rada and Petwo rituals. Vodou teaches that there are over a thousand lwa, although certain ones are especially widely venerated. In Rada ceremonies, the first lwa saluted is Papa Legba, also known as Legba. Depicted as a feeble old man wearing rags and using a crutch, Papa Legba is the protector of gates and fences and thus of the home, as well as of roads, paths, and crossroads. In Petwo rites, the first lwa invoked is usually Mèt Kalfou. The second lwa usually greeted are the Marasa or sacred twins. In Vodou, every nanchon has its own Marasa, reflecting a belief that twins have special powers. Another important lwa is Agwe, also known as Agwe-taroyo, who is associated with aquatic life and is the protector of ships and fishermen. Agwe is believed to rule the sea with his consort, La Sirène. She is a mermaid, and is sometimes described as Èzili of the Waters because she is believed to bring good luck and wealth from the sea. Also given the name Èzili is Èzili Freda or Erzuli Freda, the lwa of love and luxury who personifies feminine beauty and grace, and Ezili Dantor, who takes the form of a peasant woman. Azaka is the lwa of crops and agriculture, usually addressed as "Papa" or "Cousin". His consort is the female lwa Kouzinn. Loco is the lwa of vegetation, and because he is seen to give healing properties to various plant species is considered the lwa of healing too. Ogou is a warrior lwa, associated with weapons. Sogbo is a lwa associated with lightning, while his companion, Bade, is associated with the wind. Danbala is a serpent lwa and is associated with water, being believed to frequent rivers, springs, and marshes; he is one of the most popular deities in the pantheon. Danbala and his consort Ayida-Weddo are often depicted as a pair of intertwining snakes. The Simbi are understood as the guardians of fountains and marshes. Usually seen as a fanmi rather than a nanchon, the Gede are associated with the realm of the dead. The head of the family is Baron Samedi ("Baron Saturday"); he is associated with the phallus, the skull, and the graveyard cross, the latter used to mark out his presence in a Haitian cemetery. His consort is Gran Brigit, who has authority over cemeteries and is mother to many of the other Gede. The Gede regularly satirise the ruling authorities, and are welcomed to rituals as they are thought to bring merriment. The Gede's symbol is an erect penis, while the banda dance associated with them involves sexual-style thrusting, and those possessed by these lwa typically make sexual innuendos.
synth_fc_2075_rep13
Positive
Hotel
Order
Single
https://en.wikipedia.org/wiki/Robert_De_Niro
2
Business interests In 1989, De Niro and partner Jane Rosenthal co-founded the film production company TriBeCa Productions, which also organizes the Tribeca Film Festival. De Niro owns Tribeca Grill (co-owned with Broadway producer Stewart F. Lane), a New American restaurant located at 375 Greenwich Street (at Franklin Street) in Tribeca, Manhattan. It opened in 1990. He is also the owner of the Greenwich Hotel in Tribeca. De Niro co-owns Nobu restaurants and hotels with partners Meir Teper and Chef Nobu Matsuhisa. The first Nobu Hotel opened inside Caesars Palace, Las Vegas, in 2013. Two years later, the second Nobu Hotel opened at City of Dreams in Manila, Philippines. In 2015, De Niro partnered with James Packer after the billionaire acquired a 20 percent stake in Nobu for $100 million. He is a stakeholder in Paradise Found Nobu Resort, a company planning to build a luxury resort on the island of Barbuda. The plan for a luxury resort on the island of Barbuda has been criticized by many residents of Barbuda and the Barbuda People's Movement, as it is in violation of the Barbuda Land Act.
synth_fc_3297_rep3
Positive
Sport
Ranking
Single
https://en.wikipedia.org/wiki/Tom_Brady
10
Extended family Brady and baseball player Kevin Youkilis became brothers-in-law in 2012 when Youkilis married Brady's sister Julie. Brady's niece, Maya Brady, is a college softball player for the UCLA Bruins. Brady is also a distant cousin of former MLB pitcher and left fielder Pete Meegan.
synth_fc_2781_rep24
Positive
Physics & Chemistry
Database removal
Multi
https://en.wikipedia.org/wiki/Successive_over-relaxation
2
Algorithm Since elements can be overwritten as they are computed in this algorithm, only one storage vector is needed, and vector indexing is omitted. The algorithm goes as follows:
synth_fc_138_rep18
Positive
Biology
Entity search
Single
https://en.wikipedia.org/wiki/H%C3%BCckel%27s_rule
1
In organic chemistry, Hückel's rule predicts that a planar ring molecule will have aromatic properties if it has 4n + 2 π-electrons, where n is a non-negative integer. The quantum mechanical basis for its formulation was first worked out by physical chemist Erich Hückel in 1931. The succinct expression as the 4n + 2 rule has been attributed to W. v. E. Doering (1951), although several authors were using this form at around the same time. In agreement with the Möbius–Hückel concept, a cyclic ring molecule follows Hückel's rule when the number of its π-electrons equals 4n + 2, although clearcut examples are really only established for values of n = 0 up to about n = 6. Hückel's rule was originally based on calculations using the Hückel method, although it can also be justified by considering a particle in a ring system, by the LCAO method and by the Pariser–Parr–Pople method. Aromatic compounds are more stable than theoretically predicted using hydrogenation data of simple alkenes; the additional stability is due to the delocalized cloud of electrons, called resonance energy. Criteria for simple aromatics are: - the molecule must have 4n + 2 π electrons in a conjugated system of p orbitals; - the molecule must be planar; - the molecule must be cyclic; - the molecule must have a continuous ring of p atomic orbitals.
synth_fc_415_rep26
Negative
Color
Entity search
Single
https://en.wikipedia.org/wiki/Cloud
14
Luminance, reflectivity, and coloration The luminance or brightness of a cloud is determined by how light is reflected, scattered, and transmitted by the cloud's particles. Its brightness may also be affected by the presence of haze or photometeors such as halos and rainbows. In the troposphere, dense, deep clouds exhibit a high reflectance (70–95%) throughout the visible spectrum. Tiny particles of water are densely packed and sunlight cannot penetrate far into the cloud before it is reflected out, giving a cloud its characteristic white color, especially when viewed from the top. Cloud droplets tend to scatter light efficiently, so that the intensity of the solar radiation decreases with depth into the gases. As a result, the cloud base can vary from a very light to very-dark-gray depending on the cloud's thickness and how much light is being reflected or transmitted back to the observer. High thin tropospheric clouds reflect less light because of the comparatively low concentration of constituent ice crystals or supercooled water droplets which results in a slightly off-white appearance. However, a thick dense ice-crystal cloud appears brilliant white with pronounced gray shading because of its greater reflectivity. As a tropospheric cloud matures, the dense water droplets may combine to produce larger droplets. If the droplets become too large and heavy to be kept aloft by the air circulation, they will fall from the cloud as rain. By this process of accumulation, the space between droplets becomes increasingly larger, permitting light to penetrate farther into the cloud. If the cloud is sufficiently large and the droplets within are spaced far enough apart, a percentage of the light that enters the cloud is not reflected back out but is absorbed giving the cloud a darker look. A simple example of this is one's being able to see farther in heavy rain than in heavy fog. This process of reflection / absorption is what causes the range of cloud color from white to black. Striking cloud colorations can be seen at any altitude, with the color of a cloud usually being the same as the incident light. During daytime when the sun is relatively high in the sky, tropospheric clouds generally appear bright white on top with varying shades of gray underneath. Thin clouds may look white or appear to have acquired the color of their environment or background. Red, orange, and pink clouds occur almost entirely at sunrise/sunset and are the result of the scattering of sunlight by the atmosphere. When the Sun is just below the horizon, low-level clouds are gray, middle clouds appear rose-colored, and high clouds are white or off-white. Clouds at night are black or dark gray in a moonless sky, or whitish when illuminated by the Moon. They may also reflect the colors of large fires, city lights, or auroras that might be present. A cumulonimbus cloud that appears to have a greenish or bluish tint is a sign that it contains extremely high amounts of water; hail or rain which scatter light in a way that gives the cloud a blue color. A green colorization occurs mostly late in the day when the sun is comparatively low in the sky and the incident sunlight has a reddish tinge that appears green when illuminating a very tall bluish cloud. Supercell type storms are more likely to be characterized by this but any storm can appear this way. Coloration such as this does not directly indicate that it is a severe thunderstorm, it only confirms its potential. Since a green/blue tint signifies copious amounts of water, a strong updraft to support it, high winds from the storm raining out, and wet hail; all elements that improve the chance for it to become severe, can all be inferred from this. In addition, the stronger the updraft is, the more likely the storm is to undergo tornadogenesis and to produce large hail and high winds. Yellowish clouds may be seen in the troposphere in the late spring through early fall months during forest fire season. The yellow color is due to the presence of pollutants in the smoke. Yellowish clouds are caused by the presence of nitrogen dioxide and are sometimes seen in urban areas with high air pollution levels.
synth_fc_1789_rep16
Positive
Health
Calculation
Multi
https://en.wikipedia.org/wiki/Psychology
3
Education Educational psychology is the study of how humans learn in educational settings, the effectiveness of educational interventions, the psychology of teaching, and the social psychology of schools as organizations. Educational psychologists can be found in preschools, schools of all levels including post secondary institutions, community organizations and learning centers, Government or private research firms, and independent or private consultant. The work of developmental psychologists such as Lev Vygotsky, Jean Piaget, and Jerome Bruner has been influential in creating teaching methods and educational practices. Educational psychology is often included in teacher education programs in places such as North America, Australia, and New Zealand. School psychology combines principles from educational psychology and clinical psychology to understand and treat students with learning disabilities; to foster the intellectual growth of gifted students; to facilitate prosocial behaviors in adolescents; and otherwise to promote safe, supportive, and effective learning environments. School psychologists are trained in educational and behavioral assessment, intervention, prevention, and consultation, and many have extensive training in research.
synth_fc_1168_rep30
Positive
Finance
Calculation
Multi
https://en.wikipedia.org/wiki/Doha
37
Planned communities One of the largest projects underway in Qatar is Lusail City, a planned community north of Doha which is estimated to be completed by 2020 at a cost of approximately $45bn. It is designed to accommodate 450,000 people. Al Waab City, another planned community under development, is estimated to cost QR 15 bn. In addition to housing 8,000 individuals, it will also have shopping malls, educational, and medical facilities. Gewan Island is the latest development of UDC comprising a 400,000 sqm mixed use development.
synth_fc_875_rep26
Positive
Finance
Feature search
Single
https://en.wikipedia.org/wiki/Atomic_clock
4
Financial systems Atomic clocks keep accurate records of transactions between buyers and sellers to the millisecond or better, particularly in high-frequency trading. Accurate timekeeping is needed to prevent illegal trading ahead of time, in addition to ensuring fairness to traders on the other side of the globe. The current system known as NTP is only accurate to a millisecond.
synth_fc_1352_rep15
Positive
Food
Entity search
Single
https://en.wikipedia.org/wiki/Chicory
13
Root chicory Root chicory (Cichorium intybus var. sativum) has long been cultivated in Europe as a coffee substitute. The roots are baked, roasted, ground, and used as an additive, especially in the Mediterranean region (where the plant is native). As a coffee additive, it is also mixed in Indian filter coffee and in parts of Southeast Asia, South Africa, and the southern United States, particularly in New Orleans. In France, a mixture of 60% chicory and 40% coffee is sold under the trade name Ricoré. It has been more widely used during economic crises such as the Great Depression in the 1930s and during World War II in Continental Europe. Chicory, with sugar beet and rye, was used as an ingredient of the East German Mischkaffee (mixed coffee), introduced during the " East German coffee crisis " of 1976–1979. It is also added to coffee in Spanish, Greek, Turkish, Syrian, Lebanese and Palestinian cuisines. Some beer brewers use roasted chicory to add flavor to stouts (commonly expected to have a coffee-like flavor). Others have added it to strong blond Belgian-style ales, to augment the hops, making a witloofbier, from the Dutch name for the plant. The roots can also be cooked like parsnips.
synth_fc_92_rep9
Positive
Astronomy
Calculation
Multi
https://en.wikipedia.org/wiki/Venus
3
Human presence Venus is the place of the first interplanetary human presence, mediated through robotic missions, with the first successful landings on another planet and extraterrestrial body other than the Moon. Currently in orbit is Akatsuki, and other probes routinely use Venus for gravity assist manoeuvres capturing some data about Venus on the way. The only nation that has sent lander probes to the surface of Venus has been the Soviet Union, which has been used by Russian officials to call Venus a "Russian planet".
synth_fc_3760_rep15
Positive
Weather & Air quality
Database search
Single
https://en.wikipedia.org/wiki/Strasbourg
17
Climate In spite of its position far inland, Strasbourg has an oceanic climate (Köppen: Cfb), though with less maritime influence than the milder climates of Western and Southern France. The city has warm, relatively sunny summers and cool, overcast winters. The third highest temperature ever recorded was 38.5 °C (101.3 °F) in August 2003, during the 2003 European heat wave. This record was broken, on 30 June 2019, when it reached 38.8 °C (101.8 °F) and then on 25 July 2019, when it reached 38.9 °C (102.0 °F). The lowest temperature ever recorded was −23.4 °C (−10.1 °F) in December 1938. Strasbourg's location in the Rhine valley, sheltered from strong winds by the Vosges and Black Forest mountains, results in poor natural ventilation, making Strasbourg one of the most atmospherically polluted cities of France. Nonetheless, the progressive disappearance of heavy industry on both banks of the Rhine, as well as effective measures of traffic regulation in and around the city have reduced air pollution in recent years.
synth_fc_3795_rep10
No function call
Weather & Air quality
Calculation
Single
https://en.wikipedia.org/wiki/Natural_gas
13
Health effects Cooking with natural gas contributes to poor indoor air quality and can lead to severe respiratory diseases such as asthma.
synth_fc_2711_rep8
Positive
Music
Generation
Multi
https://en.wikipedia.org/wiki/Farida_Khanum
1
Farida Khanum is a Pakistani classical singer She is also known by her honorific title Malika-e-Ghazal in both Pakistan and India and is widely regarded as one of the greatest exponents of the ghazal genre of singing. Khanum has been affectionately called Queen of Ghazal in Pakistan.
synth_fc_1065_rep28
Positive
Finance
Calculation
Multi
https://en.wikipedia.org/wiki/OPEC
11
2014–2017: oil glut During 2014–2015, OPEC members consistently exceeded their production ceiling, and China experienced a slowdown in economic growth. At the same time, US oil production nearly doubled from 2008 levels and approached the world-leading " swing producer " volumes of Saudi Arabia and Russia, due to the substantial long-term improvement and spread of shale " fracking " technology in response to the years of record oil prices. These developments led in turn to a plunge in US oil import requirements (moving closer to energy independence), a record volume of worldwide oil inventories, and a collapse in oil prices that continued into early 2016. In spite of global oversupply, on 27 November 2014 in Vienna, Saudi oil minister Ali Al-Naimi blocked appeals from poorer OPEC members for production cuts to support prices. Naimi argued that the oil market should be left to rebalance itself competitively at lower price levels, strategically rebuilding OPEC's long-term market share by ending the profitability of high-cost US shale oil production. As he explained in an interview: Is it reasonable for a highly efficient producer to reduce output, while the producer of poor efficiency continues to produce? That is crooked logic. If I reduce, what happens to my market share? The price will go up and the Russians, the Brazilians, US shale oil producers will take my share... We want to tell the world that high-efficiency producing countries are the ones that deserve market share. That is the operative principle in all capitalist countries... One thing is for sure: Current prices do not support all producers. A year later, when OPEC met in Vienna on 4 December 2015, the organization had exceeded its production ceiling for 18 consecutive months, US oil production had declined only slightly from its peak, world markets appeared to be oversupplied by at least 2 million barrels per day despite war-torn Libya pumping 1 million barrels below capacity, oil producers were making major adjustments to withstand prices as low as $40, Indonesia was rejoining the export organization, Iraqi production had surged after years of disorder, Iranian output was poised to rebound with the lifting of international sanctions, hundreds of world leaders at the Paris Climate Agreement were committing to limit carbon emissions from fossil fuels, and solar technologies were becoming steadily more competitive and prevalent. In light of all these market pressures, OPEC decided to set aside its ineffective production ceiling until the next ministerial conference in June 2016. By 20 January 2016, the OPEC Reference Basket was down to US$22.48/bbl – less than one-fourth of its high from June 2014 ($110.48), less than one-sixth of its record from July 2008 ($140.73), and back below the April 2003 starting point ($23.27) of its historic run-up. As 2016 continued, the oil glut was partially trimmed with significant production offline in the United States, Canada, Libya, Nigeria and China, and the basket price gradually rose back into the $40s. OPEC regained a modest percentage of market share, saw the cancellation of many competing drilling projects, maintained the status quo at its June conference, and endorsed "prices at levels that are suitable for both producers and consumers", although many producers were still experiencing serious economic difficulties.
synth_fc_1832_rep25
Positive
History
Feature search
Single
https://en.wikipedia.org/wiki/Indonesian_National_Revolution
16
Formation of the Republican government By the end of August 1945, a central Republican government had been established in Jakarta. It adopted a constitution drafted during the Japanese occupation by the Preparatory Committee for Indonesian Independence. With general elections yet to be held, a Central Indonesian National Committee (KNIP) was appointed to assist the President. Similar committees were established at provincial and regency levels. Questions of allegiance immediately arose amongst indigenous rulers. Central Javanese principalities, for example, immediately declared themselves Republican, while many raja ('rulers') of the outer islands, who had been enriched from their support of the Dutch, were less enthusiastic. Such reluctance among many outer islands was sharpened by the radical, non-aristocratic, and sometimes Islamic nature of the Java-centric Republican leadership. Support did, however, come from South Sulawesi (including the King of Bone, who still recalled battles against the Dutch from early in the century), and from Makassarese and Bugis raja, who supported the Republican Governor of Jakarta, a Menadonese Christian. Many Balinese raja accepted Republican authority. Fearing the Dutch would attempt to re-establish their authority over Indonesia, the new Republican Government and its leaders moved quickly to strengthen the fledgling administration. Within Indonesia, the newly formed government, although enthusiastic, was fragile and focused in Java (where focused at all). It was rarely and loosely in contact with the outer islands, which had more Japanese troops (particularly in Japanese naval areas), less sympathetic Japanese commanders, and fewer Republican leaders and activists. In November 1945, a parliamentary form of government was established and Sjahrir was appointed prime minister. In the week following the Japanese surrender, the Giyūgun (PETA) and Heiho groups were disbanded by the Japanese. Command structures and membership vital for a national army were consequently dismantled. Thus, rather than being formed from a trained, armed, and organised army, the Republican armed forces began to grow in September from usually younger, less trained groups built around charismatic leaders. Creating a rational military structure that was obedient to central authority from such disorganisation, was one of the major problems of the revolution, a problem that remains through to contemporary times. In the self-created Indonesian army, Japanese-trained Indonesian officers prevailed over those trained by the Dutch. A thirty-year-old former school teacher, Sudirman, was elected 'commander-in-chief' at the first meeting of Division Commanders in Yogyakarta on 12 November 1945.
synth_fc_3814_rep28
Positive
Weather & Air quality
Feature search
Single
https://en.wikipedia.org/wiki/Snow
9
Agriculture Snowfall can be beneficial to agriculture by serving as a thermal insulator, conserving the heat of the Earth and protecting crops from subfreezing weather. Some agricultural areas depend on an accumulation of snow during winter that will melt gradually in spring, providing water for crop growth, both directly and via runoff through streams and rivers, which supply irrigation canals. The following are examples of rivers that rely on meltwater from glaciers or seasonal snowpack as an important part of their flow on which irrigation depends: the Ganges, many of whose tributaries rise in the Himalayas and which provide much irrigation in northeast India, the Indus River, which rises in Tibet and provides irrigation water to Pakistan from rapidly retreating Tibetan glaciers, and the Colorado River, which receives much of its water from seasonal snowpack in the Rocky Mountains and provides irrigation water to some 4 million acres (1.6 million hectares).
synth_fc_3839_rep3
Positive
Weather & Air quality
Feature search
Multi
https://en.wikipedia.org/wiki/Meteorology
7
Military meteorology Military meteorology is the research and application of meteorology for military purposes. In the United States, the United States Navy 's Commander, Naval Meteorology and Oceanography Command oversees meteorological efforts for the Navy and Marine Corps while the United States Air Force 's Air Force Weather Agency is responsible for the Air Force and Army.
synth_fc_1678_rep29
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Health
Calculation
Single
https://en.wikipedia.org/wiki/Tiberius
13
Health and physical appearance Suetonius describes Tiberius as being pale skinned, broad shouldered, left-handed, and exceptionally strong and tall for a Roman, although he had poor posture. </ref> Suetonius and Paterculus both write that, as a young man, he was considered attractive by Roman beauty standards. Even in adulthood, he was prone to severe acne outbreaks. He wore his hair cut short at the front and sides but long in the back so it covered the nape of his neck in a style similar to the mullet, which Suetonius claims was a family tradition of the Claudian gens. This assertion is confirmed by busts of other Claudian men, who were depicted with the same hairstyle. Suetonius describes his eyes as being larger than average, while a passage in Pliny indicates they were grey or blue-grey; polychromy restoration on a bust of Tiberius depict him with grey eyes and hair. Suetonius reports he tended to talk with his hands, a habit others found unnerving, and which Augustus saw as an inherent character flaw. Both Cassius Dio and Tacitus record that by the time he became Emperor, Tiberius had gone bald. Tacitus further reports that the Emperor had lost most of his body fat and become abnormally thin, although he retained his physical strength. He also contracted a disfiguring facial ailment which may have been a severe case of herpes, an outbreak of which affected the Empire during his reign; Tiberius banned kissing at public functions in an effort to curtail its spread. Tacitus believed that embarrassment over his baldness and the disfigurement of his face may have been contributing factors to his retreat to Capri, and noted that he regularly attempted to cover his sores with plaster. Despite this, Suetonius reports that Tiberius enjoyed good general health for the duration of his reign. Late in life he suffered from a poor pulse, which modern scholars believe may have been a sign of heart disease. Shortly before his death, he suffered an injury to his back while killing a boar with a javelin to open soldiers' games, which severely limited his mobility in his final days. Since the 20th century, much scholarship has been dedicated to Tiberius's psychological profile. Modern assessments tend to agree that he likely suffered from lifelong major depressive disorder. Additionally, while wine consumption was a regular part of Roman life, contemporary sources note he consumed more than was considered healthy by Roman standards; in the legions he earned the nickname "Biberius." This has lead modern writers to conclude he probably suffered from alcoholism. As the Julio-Claudian Emperor who saw the most frontlines combat, and the one who actually lead troops into battle, modern writers have concluded Tiberus' erratic and paranoid behavior later in life, as well as his alcohol intake, may have been the result of post-traumatic stress disorder. Proponents of this theory believe the tales of Tiberius's lurid sexual exploits were contemporary exaggerations of sexual compulsivity as a means of coping with untreated trauma. Other modern diagnoses offered for Tiberius include obsessive compulsive personality disorder and Schizoid personality disorder; the latter diagnoses was offered by Gregorio Marañón in a book-length psychological assessment of the Emperor, which further argued he suffered from some kind of anxiety disorder.
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Sport
Feature search
Single
https://en.wikipedia.org/wiki/Monaco
58
Rugby Monaco's national rugby team, as of April 2019, is 101st in the World Rugby Rankings.
synth_fc_2715_rep10
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Music
Feature search
Single
https://en.wikipedia.org/wiki/Christiaan_Huygens
3
Early correspondence Huygens generally wrote in French or Latin. In 1646, while still a college student at Leiden, he began a correspondence with his father's friend, Marin Mersenne, who died soon afterwards in 1648. Mersenne wrote to Constantijn on his son's talent for mathematics, and flatteringly compared him to Archimedes on 3 January 1647. The letters show Huygens's early interest in mathematics. In October 1646 there is the suspension bridge and the demonstration that a hanging chain is not a parabola, as Galileo thought. Huygens would later label that curve the catenaria (catenary) in 1690 while corresponding with Gottfried Leibniz. In the next two years (1647–48), Huygens's letters to Mersenne covered various topics, including a mathematical proof of the law of free fall, the claim by Grégoire de Saint-Vincent of circle quadrature, which Huygens showed to be wrong, the rectification of the ellipse, projectiles, and the vibrating string. Some of Mersenne's concerns at the time, such as the cycloid (he sent Huygens Torricelli 's treatise on the curve), the centre of oscillation, and the gravitational constant, were matters Huygens only took seriously later in the 17th century. Mersenne had also written on musical theory. Huygens preferred meantone temperament; he innovated in 31 equal temperament (which was not itself a new idea but known to Francisco de Salinas), using logarithms to investigate it further and show its close relation to the meantone system. In 1654, Huygens returned to his father's house in The Hague and was able to devote himself entirely to research. The family had another house, not far away at Hofwijck, and he spent time there during the summer. Despite being very active, his scholarly life did not allow him to escape bouts of depression. Subsequently, Huygens developed a broad range of correspondents, though with some difficulty after 1648 due to the five-year Fronde in France. Visiting Paris in 1655, Huygens called on Ismael Boulliau to introduce himself, who took him to see Claude Mylon. The Parisian group of savants that had gathered around Mersenne held together into the 1650s, and Mylon, who had assumed the secretarial role, took some trouble to keep Huygens in touch. Through Pierre de Carcavi Huygens corresponded in 1656 with Pierre de Fermat, whom he admired greatly. The experience was bittersweet and somewhat puzzling since it became clear that Fermat had dropped out of the research mainstream, and his priority claims could probably not be made good in some cases. Besides, Huygens was looking by then to apply mathematics to physics, while Fermat's concerns ran to purer topics.
synth_fc_832_rep30
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Finance
Calculation
Single
https://en.wikipedia.org/wiki/Bank_of_America
1
The Bank of America Corporation is an American multinational investment bank and financial services holding company headquartered at the Bank of America Corporate Center in Charlotte, North Carolina, with investment banking and auxiliary headquarters in Manhattan. The bank was founded by the merger of NationsBank and Bank of America in 1998. It is the second-largest banking institution in the United States and the second-largest bank in the world by market capitalization, both after JPMorgan Chase. Bank of America is one of the Big Four banking institutions of the United States. It serves about 10 percent of all American bank deposits, in direct competition with JPMorgan Chase, Citigroup, and Wells Fargo. Its primary financial services revolve around commercial banking, wealth management, and investment banking. Through mergers, the oldest branch of the Bank of America franchise can be traced to 1784, when Massachusetts Bank was chartered, the first federally chartered joint-stock owned bank in the United States. Another branch of its history stretches back to the U.S.-based Bank of Italy, founded by Amadeo Pietro Giannini in 1904, which provided various banking options to Italian immigrants who faced service discrimination. Originally headquartered in San Francisco, California, Giannini acquired Banca d'America e d'Italia, in 1922. In the 1950s, passage of landmark federal banking legislation facilitated rapid growth, quickly establishing a prominent market share. After suffering a significant loss after the 1998 Russian bond default, BankAmerica, as it was then known, was acquired by the Charlotte-based NationsBank for US$62 billion. Following what was then the largest bank acquisition in history, the Bank of America Corporation was founded. Through a series of mergers and acquisitions, it built upon its commercial banking business by establishing Merrill Lynch for wealth management and Bank of America Merrill Lynch for investment banking in 2008 and 2009, respectively, and since renamed BofA Securities. Both Bank of America and Merrill Lynch Wealth Management retain large market shares in their respective offerings. The investment bank is considered within the "Bulge Bracket" as the third largest investment bank in the world, as of 2018. Its wealth management side manages US$1.081 trillion in assets under management (AUM) as the second largest wealth manager in the world, after UBS. In commercial banking, Bank of America operates, but does not necessarily maintain, retail branches in all 50 states of the United States, Washington, D.C., and over 40 other countries. Its commercial banking footprint encapsulates 46 million consumer and small business relationships at 4,600 banking centers and 16,000 automated teller machines (ATMs). The bank's large market share, business activities, and economic impact has led to numerous lawsuits and investigations regarding both mortgages and financial disclosures dating back to the 2008 financial crisis. Its corporate practices of servicing the middle class and wider banking community have yielded a substantial market share since the early 20th century. As of August 2018, Bank of America has a $313.5 billion market capitalization, making it the 13th largest company in the world. As the sixth largest American public company, it garnered $102.98 billion in sales as of June 2018. Bank of America was ranked No. 25 on the 2020 Fortune 500 rankings of the largest US corporations by total revenue. Likewise, Bank of America was also ranked No. 6 on the 2023 Global 2000 rankings done by Forbes. Bank of America was named the "World's Best Bank" by the Euromoney Institutional Investor in its 2018 Awards for Excellence.
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Health
Calculation
Single
https://en.wikipedia.org/wiki/Thallium
10
Isotopes Thallium has 41 isotopes which have atomic masses that range from 176 to 216. Tl and Tl are the only stable isotopes and make up nearly all of natural thallium. The five short-lived isotopes Tl through Tl inclusive occur in nature, as they are part of the natural decay chains of heavier elements. Tl is the most stable radioisotope, with a half-life of 3.78 years. It is made by the neutron activation of stable thallium in a nuclear reactor. The most useful radioisotope, Tl (half-life 73 hours), decays by electron capture, emitting X-rays (~70–80 keV), and photons of 135 and 167 keV in 10% total abundance; therefore, it has good imaging characteristics without an excessive patient-radiation dose. It is the most popular isotope used for thallium nuclear cardiac stress tests.
synth_fc_917_rep30
Negative
Finance
Document search
Single
https://en.wikipedia.org/wiki/Pound_sterling
11
Annual inflation rate The Bank of England had stated in 2009 that the decision had been taken to prevent the rate of inflation falling below the 2% target rate. Mervyn King, the Governor of the Bank of England, had also suggested there were no other monetary options left, as interest rates had already been cut to their lowest level ever (0.5%) and it was unlikely that they would be cut further. The inflation rate rose in following years, reaching 5.2% per year (based on the Consumer Price Index) in September 2011, then decreased to around 2.5% the following year. After a number of years when inflation remained near or below the Bank's 2% target, 2021 saw a significant and sustained increase on all indices: as of November 2021, RPI had reached 7.1%, CPI 5.1% and CPIH 4.6%.
synth_fc_1615_rep1
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Geography
Feature search
Single
https://en.wikipedia.org/wiki/Timur
8
Death Timur preferred to fight his battles in the spring. However, he died en route during an uncharacteristic winter campaign. In December 1404, Timur began military campaigns against Ming China and detained a Ming envoy. He became ill while encamped on the farther side of the Syr Daria and died at Farab on 17–18 February 1405, before ever reaching the Chinese border. After his death, the Ming envoys such as Fu An and the remaining entourage were released by his grandson Khalil Sultan. Geographer Clements Markham, in his introduction to the narrative of Clavijo's embassy, states that, after Timur died, his body "was embalmed with musk and rose water, wrapped in linen, laid in an ebony coffin and sent to Samarkand, where it was buried". His tomb, the Gur-e-Amir, still stands in Samarkand, though it has been heavily restored in recent years.
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Law
Entity search
Multi
https://en.wikipedia.org/wiki/National_Hockey_League
8
Player safety issues Player safety has become a major issue in the NHL, with concussions resulting from a hard hit to the head being the primary concern. Recent studies have shown how the consequences of concussions can last beyond player retirement. This has significant effects on the league, as elite players have suffered from the aftereffects of concussions (such as Sidney Crosby being sidelined for approximately ten and a half months), which adversely affects the league's marketability. In December 2009, Brendan Shanahan was hired to replace Colin Campbell, and was given the role of senior vice-president of player safety. Shanahan began to hand out suspensions on high-profile perpetrators responsible for dangerous hits, such as Raffi Torres receiving 25 games for his hit on Marian Hossa. To aid with removing high-speed collisions on icing, which had led to several potential career-ending injuries, such as to Hurricanes' defenceman Joni Pitkanen, the league mandated hybrid no-touch icing for the 2013–14 NHL season. On November 25, 2013, ten former NHL players (Gary Leeman, Rick Vaive, Brad Aitken, Darren Banks, Curt Bennett, Richie Dunn, Warren Holmes, Bob Manno, Blair Stewart, and Morris Titanic) sued the league for negligence in protecting players from concussions. The suit came three months after the National Football League agreed to pay former players US$765 million due to a player safety lawsuit.
synth_fc_1368_rep22
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Food
Feature search
Single
https://en.wikipedia.org/wiki/Christmas
26
Traditional cuisine A special Christmas family meal is traditionally an important part of the holiday's celebration, and the food that is served varies greatly from country to country. Some regions have special meals for Christmas Eve, such as Sicily, where twelve kinds of fish are served. In the United Kingdom and countries influenced by its traditions, a standard Christmas meal includes turkey, goose or other large bird, gravy, potatoes, vegetables, sometimes bread and cider. Special desserts are also prepared, such as Christmas pudding, mince pies, Christmas cake, and latterly Panettone and Yule log. A traditional Christmas meal in Central Europe features fried carp or other fish.
synth_fc_1470_rep29
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Geography
Feature search
Single
https://en.wikipedia.org/wiki/Johan_Cruyff
24
Ambassador for Belgium and the Netherlands joint bid to host the World Cup In September 2009, Cruyff and Ruud Gullit were unveiled as ambassadors for the Belgium–Netherlands joint bid for the World Cup finals in 2018 or 2022 at the official launch in Eindhoven.
synth_fc_3445_rep4
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Time
Database search
Multi
https://en.wikipedia.org/wiki/Heaviside_step_function
4
Discrete form An alternative form of the unit step, defined instead as a function H: Z → R {\displaystyle H:\mathbb {Z} \rightarrow \mathbb {R} } (that is, taking in a discrete variable n), is: H = { 0, n < 0, 1, n ≥ 0, {\displaystyle H={\begin{cases}0,&n<0,\\1,&n\geq 0,\end{cases}}} or using the half-maximum convention: H = { 0, n < 0, 1 2, n = 0, 1, n > 0, {\displaystyle H={\begin{cases}0,&n<0,\\{\tfrac {1}{2}},&n=0,\\1,&n>0,\end{cases}}} where n is an integer. If n is an integer, then n < 0 must imply that n ≤ − 1, while n > 0 must imply that the function attains unity at n = 1. Therefore the "step function" exhibits ramp-like behavior over the domain of, and cannot authentically be a step function, using the half-maximum convention. Unlike the continuous case, the definition of H is significant. The discrete-time unit impulse is the first difference of the discrete-time step δ = H − H. {\displaystyle \delta =H-H.} This function is the cumulative summation of the Kronecker delta: H = ∑ k = − ∞ n δ {\displaystyle H=\sum _{k=-\infty }^{n}\delta } where δ = δ k, 0 {\displaystyle \delta =\delta _{k,0}} is the discrete unit impulse function.
synth_fc_659_rep22
Positive
Currency
Calculation
Single
https://en.wikipedia.org/wiki/Currency
10
List of major world payment currencies The following table are estimates of the 20 most frequently used currencies in world payments in July 2024 by SWIFT.
synth_fc_775_rep22
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Evolution modeling
Calculation
Single
https://en.wikipedia.org/wiki/Atacama_Large_Millimeter_Array
16
Planetary formation An image of the protoplanetary disc surrounding HL Tauri (a very young T Tauri star in the constellation Taurus) was made public in 2014, showing a series of concentric bright rings separated by gaps, indicating protoplanet formation. As of 2014, most theories did not expect planetary formation in such a young (100,000-1,000,000-year-old) system, so the new data spurred renewed theories of protoplanetary development. One theory suggests that the faster accretion rate might be due to the complex magnetic field of the protoplanetary disc.
synth_fc_2010_rep27
Positive
History
Feature search
Multi
https://en.wikipedia.org/wiki/Detroit
25
19th century From 1805 to 1847, Detroit was the capital of Michigan as a territory and as a state. William Hull, the United States commander at Detroit, surrendered without a fight to British troops and their Native American allies during the War of 1812 in the siege of Detroit, believing his forces were vastly outnumbered. The Battle of Frenchtown was part of a U.S. effort to retake the city, and U.S. troops suffered their highest fatalities of any battle in the war. This battle is commemorated at River Raisin National Battlefield Park south of Detroit in Monroe County. Detroit was recaptured by the United States later that year. The settlement was incorporated as a city in 1815. As the city expanded, a radial geometric street plan developed by Chief Justice Augustus B. Woodward was followed, featuring grand boulevards as in Paris. In 1817, Woodward went on to establish the Catholepistemiad, or University of Michigania in the city. Intended to be a centralized system of schools, libraries, and other cultural and scientific institutions for the Michigan Territory, the Catholepistemiad evolved into the modern University of Michigan. Prior to the American Civil War, the city's access to the Canada–US border made it a key stop for refugee slaves gaining freedom in the North along the Underground Railroad. Many went across the Detroit River to Canada to escape pursuit by slave catchers. An estimated 20,000 to 30,000 African-American refugees settled in Canada. George DeBaptiste was considered to be the "president" of the Detroit Underground Railroad, William Lambert the "vice president" or "secretary", and Laura Smith Haviland the "superintendent". Numerous men from Detroit volunteered to fight for the Union during the Civil War, including the 24th Michigan Infantry Regiment. It was part of the Iron Brigade, which fought with distinction and suffered 82% casualties at the Battle of Gettysburg in 1863. When the First Volunteer Infantry Regiment arrived to fortify Washington, D.C., President Abraham Lincoln is quoted as saying, "Thank God for Michigan!" George Armstrong Custer led the Michigan Brigade during the Civil War and called them the "Wolverines". During the late 19th century, wealthy industry and shipping magnates commissioned the design and construction of several Gilded Age mansions east and west of the current downtown, along the major avenues of the Woodward plan. Most notable among them was the David Whitney House at 4421 Woodward Avenue, and the grand avenue became a favored address for mansions. During this period, some referred to Detroit as the "Paris of the West" for its architecture, grand avenues in the Paris style, and for Washington Boulevard, recently electrified by Thomas Edison. The city had grown steadily from the 1830s with the rise of shipping, shipbuilding, and manufacturing industries. Strategically located along the Great Lakes waterway, Detroit emerged as a major port and transportation hub. In 1896, a thriving carriage trade prompted Henry Ford to build his first automobile in a rented workshop on Mack Avenue. During this growth period, Detroit expanded its borders by annexing all or part of several surrounding villages and townships.
synth_fc_1125_rep29
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Finance
Calculation
Single
https://en.wikipedia.org/wiki/Nicolas_Sarkozy
1
Nicolas Paul Stéphane Sarközy de Nagy-Bocsa is a French politician who served as the president of France and co-prince of Andorra from 2007 to 2012. In 2021, he was found guilty of having tried to bribe a judge in 2014 to obtain information and spending beyond legal campaign funding limits during his 2012 re-election campaign. Born in Paris, his roots are 1/2 Hungarian Protestant, 1/4 Greek Jewish, and 1/4 French Catholic. Mayor of Neuilly-sur-Seine from 1983 to 2002, he was Minister of the Budget under Prime Minister Édouard Balladur (1993–1995) during François Mitterrand's second term. During Jacques Chirac's second presidential term, he served as Minister of the Interior and as Minister of Finances. He was the leader of the Union for a Popular Movement (UMP) party from 2004 to 2007. He won the 2007 French presidential election by a 53.1% to 46.9% margin against Ségolène Royal, the Socialist Party (PS) candidate. During his term, he faced the financial crisis of 2007–2008, the late-2000s recession, and the European sovereign debt crisis, the Russo-Georgian War, and the Arab Spring. He initiated the reform of French universities (2007) and the pension reform (2010). He married Italian-French singer-songwriter Carla Bruni in 2008 at the Élysée Palace in Paris. In the 2012 French presidential election, Sarkozy was defeated by the PS candidate François Hollande by a 3.2% margin. After leaving the presidential office, Sarkozy vowed to retire from public life before coming back in 2014 and being reelected as UMP leader. Being defeated at the Republican presidential primary in 2016, he retired from public life. He was charged with corruption by French prosecutors in two cases, notably concerning the alleged Libyan interference in the 2007 French elections. In 2021, Sarkozy was convicted of corruption in two separate trials. His first conviction resulted in him receiving a sentence of three years, two suspended, and one in prison; he appealed against the ruling. He received a one-year sentence for his second conviction, which he is allowed to serve under home confinement. In May 2023, Sarkozy lost an appeal to his corruption conviction. In February 2024, his one-year sentence for the campaign finance conviction was revised so he would instead serve six months in prison and six months suspended.
synth_fc_3622_rep9
Positive
Video game
Ranking
Multi
https://en.wikipedia.org/wiki/Naruto
1
Naruto: The Seventh Hokage and the Scarlet Spring Naruto is a Japanese manga series written and illustrated by Masashi Kishimoto. It tells the story of Naruto Uzumaki, a young ninja who seeks recognition from his peers and dreams of becoming the Hokage, the leader of his village. The story is told in two parts: the first is set in Naruto's pre-teen years, and the second in his teens. The series is based on two one-shot manga by Kishimoto: Karakuri (1995), which earned Kishimoto an honorable mention in Shueisha's monthly Hop Step Award the following year, and Naruto (1997). Naruto was serialized in Shueisha's shōnen manga magazine Weekly Shōnen Jump from September 1999 to November 2014, with its chapters collected in 72 tankōbon volumes. Viz Media licensed the manga for North American production and serialized Naruto in their digital Weekly Shonen Jump magazine. Part I of the manga was adapted into an anime television series by Pierrot and Aniplex, which ran for 220 episodes from October 2002 to February 2007 on TV Tokyo. A second series, which adapts material from Part II of the manga, is titled Naruto: Shippuden and ran on TV Tokyo for 500 episodes from February 2007 to March 2017. Pierrot also developed 11 animated films and 12 original video animations (OVAs). The franchise includes light novels, video games, and trading cards developed by several companies. The story of Naruto continues in Boruto, where Naruto's son Boruto Uzumaki creates his own ninja way instead of following his father's. Naruto is one of the best-selling manga series of all time, having 250 million copies in circulation worldwide in 47 countries and regions, with 153 million copies in Japan alone and remaining 97 million copies elsewhere. It has become one of Viz Media's best-selling manga series; their English translations of the volumes have appeared on USA Today and The New York Times bestseller list several times, and the seventh volume won a Quill Award in 2006. Reviewers praised the manga's character development, storylines, and action sequences, though some felt the latter slowed the story down. Critics noted that the manga, which has a coming-of-age theme, makes use of cultural references from Japanese mythology and Confucianism.
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No function call
Finance
Feature search
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https://en.wikipedia.org/wiki/American_Revolutionary_War
26
Continental Navy During the first summer of the war, Washington began outfitting schooners and other small seagoing vessels to prey on ships supplying the British in Boston. The Second Continental Congress established the Continental Navy on October 13, 1775, and appointed Esek Hopkins as its first commander; for most of the war, the Continental Navy included only a handful of small frigates and sloops, supported by numerous privateers. On November 10, 1775, Congress authorized the creation of the Continental Marines, which ultimately evolved into, and was named, the United States Marine Corps. John Paul Jones became the first American naval hero when he captured HMS Drake on April 24, 1778, the first victory for any American military vessel in British waters. The last such victory was by the frigate USS Alliance, commanded by Captain John Barry. On March 10, 1783, the Alliance outgunned HMS Sybil in a 45-minute duel while escorting Spanish gold from Havana to the Congress in Philadelphia. After Yorktown, all US Navy ships were sold or given away; it was the first time in America's history that it had no fighting forces on the high seas. Congress primarily commissioned privateers to reduce costs and to take advantage of the large proportion of colonial sailors found in the British Empire. In total, they included 1,700 ships that successfully captured 2,283 enemy ships to damage the British effort and to enrich themselves with the proceeds from the sale of cargo and the ship itself. About 55,000 sailors served aboard American privateers during the war.
synth_fc_516_rep5
Positive
Corporate Management
Generation
Single
https://en.wikipedia.org/wiki/Andrew_Lloyd_Webber
6
2000s Having achieved great popular success in musical theatre, Lloyd Webber was referred to by The New York Times in 2001 as "the most commercially successful composer in history". In 2002 he turned producer, bringing the musical Bombay Dreams to London. With music by Indian Music composer A.R. Rahman and lyrics by Don Black, it ran for two years at the Apollo Victoria Theatre. A revised Broadway production at the Broadway Theatre two years later ran for only 284 performances. On 16 September 2004, his production of The Woman in White opened at the Palace Theatre in London. It ran for 19 months and 500 performances. A revised production opened on Broadway at the Marquis Theatre on 17 November 2005. Garnering mixed reviews from critics, due in part to the frequent absences of the show's star Maria Friedman due to breast cancer treatment, it closed only a brief three months later on 19 February 2006. Lloyd Webber produced a staging of The Sound of Music, which débuted in November 2006. He made the controversial decision to choose an unknown to play leading lady Maria, who was found through the BBC 's reality television show How Do You Solve a Problem like Maria?, in which he was a judge. The winner of the show was Connie Fisher. A 2006 project, The Master and Margarita, was abandoned in 2007. In September 2006, Lloyd Webber was named a recipient of the Kennedy Center Honors with Zubin Mehta, Dolly Parton, Steven Spielberg, and Smokey Robinson. He was recognised for his outstanding contribution to American performing arts. He attended the ceremony on 3 December 2006; it aired on 26 December 2006. On 11 February 2007, Lloyd Webber was featured as a guest judge on the reality television show Grease: You're the One that I Want!. Between April and June 2007, he appeared in BBC One's Any Dream Will Do!, which followed the same format as How Do You Solve a Problem Like Maria?. Its aim was to find a new Joseph for his revival of Joseph and the Amazing Technicolor Dreamcoat. Lee Mead won the contest. Viewers' telephone voting during the series raised more than £ 500,000 for the BBC's annual Children in Need charity appeal, according to host Graham Norton on air during the final. In 2007, Lloyd Webber's cat, Otto, leaped onto his Clavinova piano and "destroyed the entire score for the new 'Phantom' in one fell swoop". The Phantom in question was The Phantom of Manhattan, a planned sequel to The Phantom of the Opera. On 1 July 2007, Lloyd Webber presented excerpts from his musicals as part of the Concert for Diana held at Wembley Stadium, London, an event organised to celebrate the life of Princess Diana almost 10 years after her death. BBC Radio 2 broadcast a concert of music from the Lloyd Webber musicals on 24 August 2007. Denise Van Outen introduced songs from Whistle Down the Wind, The Beautiful Game, Tell Me on a Sunday, The Woman in White, Evita and Joseph and the Amazing Technicolor Dreamcoat – as well as Rodgers and Hammerstein's The Sound of Music, which Lloyd Webber revived in 2006 at the London Palladium, and the 2002 musical Bombay Dreams. In April 2008, Lloyd Webber reprised his role as judge, this time in the BBC musical talent show I'd Do Anything. The show followed a similar format to its Maria and Joseph predecessors, this time involving a search for an actress to play the role of Nancy in a West End production of Lionel Bart 's Oliver!, a musical based on the Charles Dickens ' novel Oliver Twist. The show also featured a search for three young actors to play and share the title character's role, but the show's main focus was on the search for Nancy. The role was won by Jodie Prenger despite Lloyd Webber's stated preference for one of the other contestants; the winners of the Oliver role were Harry Stott, Gwion Wyn-Jones and Laurence Jeffcoate. Also in April 2008, Lloyd Webber was featured on the U.S. talent show American Idol, acting as a mentor when the 6 finalists had to select one of his songs to perform for the judges that week. Lloyd Webber accepted the challenge of managing the UK's entry for the 2009 Eurovision Song Contest, to be held in Moscow. In early 2009 a series, called Eurovision: Your Country Needs You, was broadcast to find a performer for a song that he would compose for the competition. Jade Ewen won the right to represent Britain, winning with " It's My Time ", by Lloyd Webber and Diane Warren. At the contest, Lloyd Webber accompanied her on the piano during the performance. The United Kingdom finished fifth in the contest. On 8 October 2009, Lloyd Webber launched the musical Love Never Dies at a press conference held at Her Majesty's Theatre, where the original Phantom has been running since 1986. Also present were Sierra Boggess, who had been cast as Christine Daaé, and Ramin Karimloo, who portrayed Phantom, a role he had recently played in the West End.
synth_fc_1142_rep8
Positive
Finance
Calculation
Single
https://en.wikipedia.org/wiki/Bayes%27_theorem
3
Subjective logic Bayes' theorem represents a special case of deriving inverted conditional opinions in subjective logic expressed as: where ϕ ~ {\displaystyle {\widetilde {\phi }}} denotes the operator for inverting conditional opinions. The argument (ω B | A S, ω B | ¬ A S) {\displaystyle (\omega _{B\vert A}^{S},\omega _{B\vert \lnot A}^{S})} denotes a pair of binomial conditional opinions given by source S {\displaystyle S}, and the argument a A {\displaystyle a_{A}} denotes the prior probability (aka. the base rate) of A {\displaystyle A}. The pair of derivative inverted conditional opinions is denoted (ω A | ~ B S, ω A | ~ ¬ B S) {\displaystyle (\omega _{A{\tilde {|}}B}^{S},\omega _{A{\tilde {|}}\lnot B}^{S})}. The conditional opinion ω A | B S {\displaystyle \omega _{A\vert B}^{S}} generalizes the probabilistic conditional P (A | B) {\displaystyle P(A\vert B)}, i.e. in addition to assigning a probability the source S {\displaystyle S} can assign any subjective opinion to the conditional statement (A | B) {\displaystyle (A\vert B)}. A binomial subjective opinion ω A S {\displaystyle \omega _{A}^{S}} is the belief in the truth of statement A {\displaystyle A} with degrees of epistemic uncertainty, as expressed by source S {\displaystyle S}. Every subjective opinion has a corresponding projected probability P (ω A S) {\displaystyle P(\omega _{A}^{S})}. The application of Bayes' theorem to projected probabilities of opinions is a homomorphism, meaning that Bayes' theorem can be expressed in terms of projected probabilities of opinions: Hence, the subjective Bayes' theorem represents a generalization of Bayes' theorem.
synth_fc_1846_rep10
Positive
History
Entity search
Single
https://en.wikipedia.org/wiki/V._S._Naipaul
13
Personal life During his first trip to Argentina, in 1972, Naipaul met and began an affair with Margaret Murray Gooding, a married Anglo-Argentine mother of three. He revealed his affair to his wife one year after it began, telling her that he had never been sexually satisfied in their relationship. In Patrick French's biography, Naipaul recounts his domestic abuse towards Margaret: "I was very violent with her for two days with my hand... She thought of it in terms of my passion for her... My hand was swollen." French writes that the "cruelty was part of the attraction". He moved between both women for the next 24 years. In 1995, as he was travelling through Indonesia with Gooding, his wife Patricia was hospitalised with cancer. She died the following year. Within two months of her death, Naipaul ended his affair with Gooding and married Nadira Alvi, a divorced Pakistani journalist more than 20 years his junior. He had met her at the home of the American consul-general in Lahore. In 2003, he adopted Nadira's daughter, Maleeha, who was then 25. Naipaul's brother, Shiva Naipaul, was a novelist and journalist. Shiva died in 1985 at the age of 40. Naipaul died at his home in London on 11 August 2018. Before dying he read and discussed Lord Tennyson 's poem Crossing the Bar with those at his bedside. His funeral took place at Kensal Green Cemetery.
synth_fc_1587_rep11
Positive
Geography
Feature search
Single
https://en.wikipedia.org/wiki/Bhopal
24
Military presence Bhopal is the important city in the view of the Indian Armed Forces, as here various units of the military are deployed. Bhopal Cantt is known as the peace station. The Military Station Bhopal holds: The city also holds the Units of NCC of all the 3 forces:
synth_fc_477_rep6
Positive
Corporate Management
Database removal
Multi
https://en.wikipedia.org/wiki/Wikipedia
30
Review of changes Although changes are not systematically reviewed, Wikipedia's software provides tools allowing anyone to review changes made by others. Each article's History page links to each revision. On most articles, anyone can view the latest changes and undo others' revisions by clicking a link on the article's History page. Registered users may maintain a "watchlist" of articles that interest them so they can be notified of changes. "New pages patrol" is a process where newly created articles are checked for obvious problems. In 2003, economics PhD student Andrea Ciffolilli argued that the low transaction costs of participating in a wiki created a catalyst for collaborative development, and that features such as allowing easy access to past versions of a page favored "creative construction" over "creative destruction".
synth_fc_1602_rep29
Positive
Geography
Calculation
Single
https://en.wikipedia.org/wiki/Marrakesh
25
Mosques The Koutoubia Mosque is one of the largest and most famous mosques in the city, located southwest of Jemaa el-Fnaa. The mosque was founded in 1147 by the Almohad caliph Abd al-Mu'min. A second version of the mosque was entirely rebuilt by Abd al-Mu'min around 1158, with Ya'qub al-Mansur possibly finalizing construction of the minaret around 1195. This second mosque is the structure that stands today. It is considered a major example of Almohad architecture and of Moroccan mosque architecture generally. Its minaret tower, the tallest in the city at 77 metres (253 ft) in height, is considered an important landmark and symbol of Marrakesh. It likely influenced other buildings such as the Giralda of Seville and the Hassan Tower of Rabat. Ben Youssef Mosque is named after the Almoravid sultan Ali ibn Yusuf, who built the original mosque in the 12th century to serve as the city's main Friday mosque. After being abandoned during the Almohad period and falling into ruin, it was rebuilt in the 1560s by Abdallah al-Ghalib and then completely rebuilt again Moulay Sliman at the beginning of the 19th century. The 16th-century Ben Youssef Madrasa is located next to it. Also next to it is the Almoravid Qubba, a rare architectural remnant of the Almoravid period which was excavated and restored in the 20th century. It is a domed kiosk that demonstrates a sophisticated style and is an important indication of the art and architecture of the period. The Kasbah Mosque overlooks Place Moulay Yazid in the Kasbah district of Marrakesh, close to the El Badi Palace. It was built by the Almohad caliph Yaqub al-Mansour in the late 12th century to serve as the main mosque of the kasbah (citadel) where he and his high officials resided. It contended with the Koutoubia Mosque for prestige and the decoration of its minaret was highly influential in subsequent Moroccan architecture. The mosque was repaired by the Saadi sultan Moulay Abdallah al-Ghalib following a devastating explosion at a nearby gunpowder reserve in the second half of the 16th century. Notably, the Saadian Tombs were built just outside its southern wall in this period. Among the other notable mosques of the city is the 14th-century Ben Salah Mosque, located east of the medina centre. It is one of the only major Marinid-era monuments in the city. The Mouassine Mosque (also known as the Al Ashraf Mosque) was built by the Saadian sultan Abdallah al-Ghalib between 1562–63 and 1572–73. It was part of a larger architectural complex which included a library, hammam (public bathhouse), and a madrasa (school). The complex also included a large ornate street fountain known as the Mouassine Fountain, which still exists today. The Bab Doukkala Mosque, built around the same time further west, has a similar layout and style as the Mouassine Mosque. Both the Mouassine and Bab Doukkala mosques appear to have been originally designed to anchor the development of new neighbourhoods after the relocation of the Jewish district from this area to the new mellah near the Kasbah.
synth_fc_1068_rep9
Positive
Finance
API setting
Single
https://en.wikipedia.org/wiki/Dallas
34
Local representation The city uses a council-manager government, with Eric Johnson serving as mayor, T.C. Broadnax serving as city manager, and 14 council members serving as representatives to the 14 council districts in the city. This organizational structure was contested by some in favor of a strong-mayor city charter, only to be rejected by Dallas voters. In 1969, Anita N. Martínez become the first Latin American to sit as a councilwoman in Dallas's city council. In the 2017–2018 fiscal year, the city's total budget (the sum of operating and capital budgets) was $3.3 billion. The city has seen a steady increase in its budget due to sustained growth: the budget was $1.7 billion in 2002–2003, $1.9 billion in 2003–2004, $2.0 billion in 2004–2005, and $2.2 billion in 2005–2006.
synth_fc_3153_rep10
Positive
Sport
Ranking
Single
https://en.wikipedia.org/wiki/Olympic_Games
6
Champions and medallists Medals are awarded to the athletes or teams who place first, second, and third in each event. The winners receive gold medals, which were solid gold until 1912, later made of gilded silver, and now gold-plated silver. Every gold medal must contain at least six grams of pure gold. The runners-up are awarded silver medals and the third-place athletes receive bronze medals. In events contested by a single-elimination tournament (most notably boxing), third place might not be determined and the losers of both semi-finals each receive a bronze medal. At the 1896 Olympics, only the winner and runner-up of each event received medals — silver for first and bronze for second, with no gold medals awarded. The current three-medal format was introduced at the 1904 Olympics. From 1948 onward, athletes placing fourth, fifth, and sixth have received certificates, which came to be known officially as Olympic diplomas; from 1984, these have also been awarded to the seventh- and eighth-place finishers. At the 2004 Summer Olympics in Athens, the gold, silver, and bronze medal winners were also presented with olive wreaths. The IOC does not keep statistics of medals won on a national level (except for team sports), but the NOCs and the media record medal statistics and use them as a measure of each nation's success.
synth_fc_94_rep2
Positive
Biology
Entity search
Single
https://en.wikipedia.org/wiki/Komodo_dragon
3
Antibacterial immune factor Researchers have isolated a powerful antibacterial peptide from the blood plasma of Komodo dragons, VK25. Based on their analysis of this peptide, they have synthesized a short peptide dubbed DRGN-1 and tested it against multidrug-resistant (MDR) pathogens. Preliminary results of these tests show that DRGN-1 is effective in killing drug-resistant bacterial strains and even some fungi. It has the added observed benefit of significantly promoting wound healing in both uninfected and mixed biofilm infected wounds.
synth_fc_3133_rep4
Negative
Sport
Document search
Single
https://en.wikipedia.org/wiki/Sailing_(sport)
4
Classes and ratings Many design factors have a large impact on the speed at which a boat can complete a course, including the size of a boat's sails, its length, and the weight and shape of its hull. Because of these differences, it can be difficult to compare the skills of the sailors in a race if they are sailing very different boats. For most forms of yacht racing, one of two solutions to this problem are used: either all boats are required to race on a first to finish basis (these groups of boats are called classes), or a handicapping system is used which implements correction factors.
synth_fc_1453_rep22
Positive
Geography
API setting
Single
https://en.wikipedia.org/wiki/British_Museum
18
Department of Egypt and Sudan The British Museum houses the world's largest and most comprehensive collection of Egyptian antiquities (with over 100,000 pieces) outside the Egyptian Museum in Cairo. A collection of immense importance for its range and quality, it includes objects of all periods from virtually every site of importance in Egypt and the Sudan. Together, they illustrate every aspect of the cultures of the Nile Valley (including Nubia), from the Predynastic Neolithic period (c. 10,000 BC) through Coptic (Christian) times (12th century AD), and up to the present day, a time-span over 11,000 years. Egyptian antiquities have formed part of the British Museum collection ever since its foundation in 1753 after receiving 160 Egyptian objects from Sir Hans Sloane. After the defeat of the French forces under Napoleon at the Battle of the Nile in 1801, the Egyptian antiquities collected were confiscated by the British army and presented to the British Museum in 1803. These works, which included the famed Rosetta Stone, were the first important group of large sculptures to be acquired by the museum. Thereafter, the UK appointed Henry Salt as consul in Egypt who amassed a huge collection of antiquities, some of which were assembled and transported with great ingenuity by the famous Italian explorer Giovanni Belzoni. Most of the antiquities Salt collected were purchased by the British Museum and the Musée du Louvre. By 1866 the collection consisted of some 10,000 objects. Antiquities from excavations started to come to the museum in the latter part of the 19th century as a result of the work of the Egypt Exploration Fund under the efforts of E.A. Wallis Budge. Over the years more than 11,000 objects came from this source, including pieces from Amarna, Bubastis and Deir el-Bahari. Other organisations and individuals also excavated and donated objects to the British Museum, including Flinders Petrie 's Egypt Research Account and the British School of Archaeology in Egypt, as well as the University of Oxford Expedition to Kawa and Faras in Sudan. Active support by the museum for excavations in Egypt continued to result in important acquisitions throughout the 20th century until changes in antiquities laws in Egypt led to the suspension of policies allowing finds to be exported, although divisions still continue in Sudan. The British Museum conducted its own excavations in Egypt where it received divisions of finds, including Asyut (1907), Mostagedda and Matmar (1920s), Ashmunein (1980s) and sites in Sudan such as Soba, Kawa and the Northern Dongola Reach (1990s). The size of the Egyptian collections now stand at over 110,000 objects. In autumn 2001 the eight million objects forming the museum's permanent collection were further expanded by the addition of six million objects from the Wendorf Collection of Egyptian and Sudanese Prehistory. These were donated by Professor Fred Wendorf of Southern Methodist University in Texas, and comprise the entire collection of artefacts and environmental remains from his excavations at Prehistoric sites in the Sahara Desert between 1963 and 1997. Other fieldwork collections have recently come from Dietrich and Rosemarie Klemm (University of Munich) and William Adams (University of Kentucky). The seven permanent Egyptian galleries at the British Museum, which include its largest exhibition space (Room 4, for monumental sculpture), can display only 4% of its Egyptian holdings. The second-floor galleries have a selection of the museum's collection of 140 mummies and coffins, the largest outside Cairo. A high proportion of the collection comes from tombs or contexts associated with the cult of the dead, and it is these pieces, in particular the mummies, that remain among the most eagerly sought-after exhibits by visitors to the museum. Highlights of the collections include: Predynastic and Early Dynastic period (c. 6000 BC – c. 2690 BC) Old Kingdom (2690–2181 BC) Middle Kingdom (2134–1690 BC) Second Intermediate Period (1650–1550 BC) New Kingdom (1549–1069 BC) Third Intermediate Period (1069–664 BC) Late Period (664–332 BC) Ptolemaic dynasty (305–30 BC) Roman Period (30 BC – 641 AD)
synth_fc_2688_rep15
Positive
Music
Feature search
Single
https://en.wikipedia.org/wiki/James_Bond_music
1
Since its inception in 1962, the James Bond film series from Eon Productions has featured many musical compositions, many of which are now considered classic pieces of British film music. The best known piece is the "James Bond Theme" composed by Monty Norman. Other instrumentals, such as "On Her Majesty's Secret Service", and various songs performed by British or American artists such as Shirley Bassey's "Goldfinger", Nancy Sinatra's "You Only Live Twice", Paul McCartney's "Live and Let Die", Carly Simon's "Nobody Does It Better", Sheena Easton's "For Your Eyes Only", Duran Duran's "A View to a Kill", Tina Turner's "GoldenEye" also become identified with the series. Madonna's "Die Another Day" became a dance hit around the world, while "A View to a Kill" is the only Bond song to have reached number one on the US Billboard Hot 100. Three Bond songs have won the Academy Award for Best Original Song: "Skyfall" by Adele, "Writing's on the Wall" by Sam Smith and "No Time to Die" by Billie Eilish, while Writing's on the Wall also became the first Bond theme to reach number one on the UK Singles Chart.
synth_fc_2792_rep12
Positive
Physics & Chemistry
Database creation
Multi
https://en.wikipedia.org/wiki/Microwave_oven
24
Cookware Cookware must be transparent to microwaves. Conductive cookware, such as metal pots, reflects microwaves, and prevents the microwaves from reaching the food. Cookware made of materials with high electrical permittivity will absorb microwaves, resulting in the cookware heating rather than the food. Cookware made of melamine resin is a common type of cookware that will heat in a microwave oven, reducing the effectiveness of the microwave oven and creating a hazard from burns or shattered cookware.
synth_fc_2515_rep23
Positive
Movie
API setting
Single
https://en.wikipedia.org/wiki/David_Benioff
1
David Friedman, known professionally as David Benioff, is an American writer and producer. Along with his collaborator D. B. Weiss, he is best known for co-creating Game of Thrones (2011–2019), the HBO adaptation of George R. R. Martin's series of books A Song of Ice and Fire. He also wrote 25th Hour (2002), Troy (2004), City of Thieves (2008) and co-wrote X-Men Origins: Wolverine (2009).
synth_fc_1992_rep27
Positive
History
Ranking
Single
https://en.wikipedia.org/wiki/Comparative_religion
2
Comparing traditions Religious ideologies can be systematically understood to have formed many major groups with tens of thousands of subbranches. It is a form of cultural evolution that can be intuitively illustrated with trees showing historical relationships and the diversification over time of the various traditions. Some of the most successful have been those religions that paired up with empires, kingdoms, or caliphates early in their history (e.g., Christianity, Islam, Hinduism, Buddhism). A few major groups of religion are given below.
synth_fc_2948_rep16
Positive
School
Database update
Multi
https://en.wikipedia.org/wiki/Determinant
36
Multiplicativity and matrix groups The determinant is a multiplicative map, i.e., for square matrices A {\displaystyle A} and B {\displaystyle B} of equal size, the determinant of a matrix product equals the product of their determinants: This key fact can be proven by observing that, for a fixed matrix B {\displaystyle B}, both sides of the equation are alternating and multilinear as a function depending on the columns of A {\displaystyle A}. Moreover, they both take the value det B {\displaystyle \det B} when A {\displaystyle A} is the identity matrix. The above-mentioned unique characterization of alternating multilinear maps therefore shows this claim. A matrix A {\displaystyle A} with entries in a field is invertible precisely if its determinant is nonzero. This follows from the multiplicativity of the determinant and the formula for the inverse involving the adjugate matrix mentioned below. In this event, the determinant of the inverse matrix is given by In particular, products and inverses of matrices with non-zero determinant (respectively, determinant one) still have this property. Thus, the set of such matrices (of fixed size n {\displaystyle n} over a field K {\displaystyle K}) forms a group known as the general linear group GL n (K) {\displaystyle \operatorname {GL} _{n}(K)} (respectively, a subgroup called the special linear group SL n (K) ⊂ GL n (K) {\displaystyle \operatorname {SL} _{n}(K)\subset \operatorname {GL} _{n}(K)}. More generally, the word "special" indicates the subgroup of another matrix group of matrices of determinant one. Examples include the special orthogonal group (which if n is 2 or 3 consists of all rotation matrices), and the special unitary group. Because the determinant respects multiplication and inverses, it is in fact a group homomorphism from GL n (K) {\displaystyle \operatorname {GL} _{n}(K)} into the multiplicative group K × {\displaystyle K^{\times }} of nonzero elements of K {\displaystyle K}. This homomorphism is surjective and its kernel is SL n (K) {\displaystyle \operatorname {SL} _{n}(K)} (the matrices with determinant one). Hence, by the first isomorphism theorem, this shows that SL n (K) {\displaystyle \operatorname {SL} _{n}(K)} is a normal subgroup of GL n (K) {\displaystyle \operatorname {GL} _{n}(K)}, and that the quotient group GL n (K) / SL n (K) {\displaystyle \operatorname {GL} _{n}(K)/\operatorname {SL} _{n}(K)} is isomorphic to K × {\displaystyle K^{\times }}. The Cauchy–Binet formula is a generalization of that product formula for rectangular matrices. This formula can also be recast as a multiplicative formula for compound matrices whose entries are the determinants of all quadratic submatrices of a given matrix.
synth_fc_516_rep24
Positive
Corporate Management
Generation
Single
https://en.wikipedia.org/wiki/Irving_Thalberg
19
Film projects at Universal Biographer Bob Thomas writes that after three years at the studio, Thalberg continually proved his value. Universal's pictures improved noticeably, primarily due to Thalberg's "uncanny sense of story." He took tight control over many key aspects of production, including his requirement that from then on scripts were tightly constructed before filming began, rather than during production. Thomas adds that he also "showed a remarkable capacity for working with actors, casting them aptly and advising them on their careers." After producing two films that were in production when he began work at Universal, he presented Laemmle with his idea for a film based on one of his favorite classic stories, The Hunchback of Notre Dame. Rather than just a horror picture, Thalberg suggested turning it into a spectacle which would include a replica of the Notre Dame Cathedral in Paris. He had Lon Chaney play the hunchback. The film became Universal's most profitable silent film and established Chaney's career as a top-flight star. After nearly three years with Universal, Thalberg had supervised over a hundred movies, reorganized the studio to give more control to the managers, and had "stopped the defection" of many of their leading stars by offering them better, higher-paying contracts. He also produced a number of Universal's prestige films, which made the company profitable. However, he decided it was time to find a studio in Los Angeles more suitable to his skills, and spread word that he was available.
synth_fc_858_rep15
Positive
Finance
Calculation
Single
https://en.wikipedia.org/wiki/Profit_(economics)
6
Uncompetitive markets Economic profit is much more prevalent in uncompetitive markets such as in a perfect monopoly or oligopoly situation, where few substitutes exit. In these scenarios, individual firms have some element of market power. Although monopolists are constrained by consumer demand, they are not price takers, but instead either price or quantity setters. Due to the output effect and the price effect, marginal revenue for uncompetitive markets is very different from marginal revenue for competitive firms. In the output effect, more output is sold, quantity sold is higher. In the price effect, this reduces the prices firms charge for every unit they sell, and cut in price reduces revenue on the units it was already selling. Therefore, in uncompetitive market, marginal revenue is less than its price. This allows the firm to set a price which is higher than that which would be found in a similar but more competitive industry, allowing the firms to maintain an economic profit in both the short and long run. The existence of economic profits depends on the prevalence of barriers to entry, which stop other firms from entering into the industry and sapping away profits like they would in a more competitive market. Examples of barriers to entry include patents, land rights, and certain zoning laws. These barriers allow firms to maintain a large portion of market share due to new entrants being unable to obtain the necessary requirements or pay the initial costs of entry. An oligopoly is a case where barriers are present, but more than one firm is able to maintain the majority of the market share. In an oligopoly, firms are able to collude and limit production, thereby restricting supply and maintaining a constant economic profit. An extreme case of an uncompetitive market is a monopoly, where only one firm has the ability to supply a good which has no close substitutes. In this case, the monopolist can set its price at any level it desires, maintaining a substantial economic profit. In both scenarios, firms are able to maintain an economic profit by setting prices well above the costs of production, receiving an income that is significantly more than its implicit and explicit costs.
synth_fc_861_rep2
Positive
Finance
Database search
Multi
https://en.wikipedia.org/wiki/2001:_A_Space_Odyssey
29
Box office In its first nine weeks from 22 locations, it grossed $2 million—equivalent to $ 20.15 million in 2023 —in the United States and Canada. The film earned $8.5 million in theatrical gross rentals from roadshow engagements throughout 1968, contributing to North American rentals of $16.4 million and worldwide rentals of $21.9 million during its original release. The film's high costs, of approximately $10.5 million, meant that the initial returns from the 1968 release left it $800,000 in the red; but the successful re-release in 1971 made it profitable. By June 1974, the film had rentals from the United States and Canada of $20.3 million (gross of $58 million) and international rentals of $7.5 million. The film had a reissue on a test basis on 24 July 1974 at the Cinerama Dome in Los Angeles and grossed $53,000 in its first week, which led to an expanded reissue. Further re-releases followed, giving a cumulative gross of over $60 million in the United States and Canada. Taking its re-releases into account, it is the highest-grossing film of 1968 in the United States and Canada. Worldwide, it has grossed $146 million across all releases, although some estimates place the gross higher, at over $190 million.
synth_fc_2083_rep27
Positive
Hotel
Order
Single
https://en.wikipedia.org/wiki/Hotel
24
Capsule hotels Capsule hotels are a type of economical hotel first introduced in Japan, where people sleep in stacks of rectangular containers. In the sleeping capsules, beside the bed, the customer can watch TV, put the valuable items in the mini safes, and the customers also can use the wireless internet.
synth_fc_1342_rep30
Positive
Food
Order
Single
https://en.wikipedia.org/wiki/Berry_(botany)
1
In botany, a berry is a fleshy fruit without a stone (pit) produced from a single flower containing one ovary. Berries so defined include grapes, currants, and tomatoes, as well as cucumbers, eggplants (aubergines), persimmons and bananas, but exclude certain fruits that meet the culinary definition of berries, such as strawberries and raspberries. The berry is the most common type of fleshy fruit in which the entire outer layer of the ovary wall ripens into a potentially edible " pericarp ". Berries may be formed from one or more carpels from the same flower (i.e. from a simple or a compound ovary). The seeds are usually embedded in the fleshy interior of the ovary, but there are some non-fleshy exceptions, such as Capsicum species, with air rather than pulp around their seeds. Many berries are edible, but others, such as the fruits of the potato and the deadly nightshade, are poisonous to humans. A plant that bears berries is said to be bacciferous or baccate (from Latin bacca). In everyday English, a " berry " is any small edible fruit. Berries are usually juicy, round, brightly coloured, sweet or sour, and do not have a stone or pit, although many small seeds may be present.
synth_fc_784_rep21
Positive
Evolution modeling
Calculation
Multi
https://en.wikipedia.org/wiki/Squid
5
Description Squid are soft-bodied molluscs whose forms evolved to adopt an active predatory lifestyle. The head and foot of the squid are at one end of a long body, and this end is functionally anterior, leading the animal as it moves through the water. A set of eight arms and two distinctive tentacles surround the mouth; each appendage takes the form of a muscular hydrostat and is flexible and prehensile, usually bearing disc-like suckers. The suckers may lie directly on the arm or be stalked. Their rims are stiffened with chitin and may contain minute toothlike denticles. These features, as well as strong musculature, and a small ganglion beneath each sucker to allow individual control, provide a very powerful adhesion to grip prey. Hooks are present on the arms and tentacles in some species, but their function is unclear. The two tentacles are much longer than the arms and are retractile. Suckers are limited to the spatulate tip of the tentacle, known as the manus. In the mature male, the outer half of one of the left arms is hectocotylised – and ends in a copulatory pad rather than suckers. This is used for depositing a spermatophore inside the mantle cavity of a female. A ventral part of the foot has been converted into a funnel through which water exits the mantle cavity. The main body mass is enclosed in the mantle, which has a swimming fin along each side. These fins are not the main source of locomotion in most species. The mantle wall is heavily muscled and internal. The visceral mass, which is covered by a thin, membranous epidermis, forms a cone-shaped posterior region known as the "visceral hump". The mollusc shell is reduced to an internal, longitudinal chitinous "pen" in the functionally dorsal part of the animal; the pen acts to stiffen the squid and provides attachments for muscles. On the functionally ventral part of the body is an opening to the mantle cavity, which contains the gills (ctenidia) and openings from the excretory, digestive and reproductive systems. An inhalant siphon behind the funnel draws water into the mantle cavity via a valve. The squid uses the funnel for locomotion via precise jet propulsion. In this form of locomotion, water is sucked into the mantle cavity and expelled out of the funnel in a fast, strong jet. The direction of travel is varied by the orientation of the funnel. Squid are strong swimmers and certain species can "fly" for short distances out of the water.
synth_fc_1207_rep16
No function call
Finance
Calculation
Single
https://en.wikipedia.org/wiki/Blackjack
9
Basic strategy Each blackjack game has a basic strategy, the optimal method of playing any hand. When using basic strategy, the long-term house advantage (the expected loss of the player) is minimized. An example of a basic strategy is shown in the table below, which applies to a game with the following specifications: Key: Most basic strategy decisions are the same for all blackjack games. Rule variations call for changes in only a few situations. For example, to use the table above on a game with the stand-on-soft-17 rule (which favors the player, and is typically found only at higher-limit tables today) only 6 cells would need to be changed: hit on 11 vs. A, hit on 15 vs. A, stand on 17 vs. A, stand on A,7 vs. 2, stand on A,8 vs. 6, and split on 8,8 vs. A. Regardless of the specific rule variations, taking insurance or "even money" is never the correct play under a basic strategy. Estimates of the house edge for blackjack games quoted by casinos and gaming regulators are based on the assumption that the players follow basic strategy. Most blackjack games have a house edge of between 0.5% and 1%, placing blackjack among the cheapest casino table games for the player. Casino promotions such as complimentary matchplay vouchers or 2:1 blackjack payouts allow players to acquire an advantage without deviating from basic strategy.
synth_fc_1343_rep27
Positive
Food
Entity search
Multi
https://en.wikipedia.org/wiki/Chutney
5
In Tamil Nadu In Tamil Nadu, pachadi is eaten fresh and typically made of finely chopped and boiled vegetables such as cucumber or ash gourd, with coconut, green or red chillis and fried in oil with mustard seeds, ginger and curry leaves. Pachadi is commonly eaten with rice and lentil curry.
synth_fc_130_rep30
Negative
Biology
Feature search
Single
https://en.wikipedia.org/wiki/Atomic_physics
1
Atomic physics is the field of physics that studies atoms as an isolated system of electrons and an atomic nucleus. Atomic physics typically refers to the study of atomic structure and the interaction between atoms. It is primarily concerned with the way in which electrons are arranged around the nucleus andthe processes by which these arrangements change. This comprises ions, neutral atoms and, unless otherwise stated, it can be assumed that the term atom includes ions. The term atomic physics can be associated with nuclear power and nuclear weapons, due to the synonymous use of atomic and nuclear in standard English. Physicists distinguish between atomic physics—which deals with the atom as a system consisting of a nucleus and electrons—and nuclear physics, which studies nuclear reactions and special properties of atomic nuclei. As with many scientific fields, strict delineation can be highly contrived and atomic physics is often considered in the wider context of atomic, molecular, and optical physics. Physics research groups are usually so classified.
synth_fc_1546_rep6
Positive
Geography
Database search
Single
https://en.wikipedia.org/wiki/European_Union
33
Background: World Wars and aftermath Internationalism and visions of European unity had existed since well before the 19th century, but gained particularly as a reaction to World War I and its aftermath. In this light the first advances for the idea of European integration were made. In 1920 John Maynard Keynes proposed a European customs union for the struggling post-war European economies, and in 1923 the oldest organisation for European integration, the Paneuropean Union was founded, led by Richard von Coudenhove-Kalergi, who later would found in June 1947 the European Parliamentary Union (EPU). Aristide Briand — who was Prime Minister of France, a follower of the Paneuropean Union, and Nobel Peace Prize laureate for the Locarno Treaties — delivered a widely recognized speech at the League of Nations in Geneva on 5 September 1929 for a federal Europe to secure Europe and settle the historic Franco-German enmity. With large-scale war being waged in Europe once again in the 1930s and becoming World War II, the question of what to fight against and what for, had to be agreed on. A first agreement was the Declaration of St James's Palace of 1941, when Europe's resistance gathered in London. This was expanded on by the 1941 Atlantic Charter, establishing the Allies and their common goals, inciting a new wave of global international institutions like the United Nations (founded 1945) or the Bretton Woods System (1944). In 1943 at the Moscow Conference and Tehran Conference, plans to establish joint institutions for a post-war world and Europe increasingly became a part of the agenda. This led to a decision at the Yalta Conference in 1944 to form a European Advisory Commission, later replaced by the Council of Foreign Ministers and the Allied Control Council, following the German surrender and the Potsdam Agreement in 1945. By the end of the war, European integration became seen as an antidote to the extreme nationalism that had caused the war. On 19 September 1946, in a much recognized speech, Winston Churchill, speaking at the University of Zürich, reiterated his calls since 1930 for a "European Union" and "Council of Europe", coincidentally parallel to the Hertenstein Congress of the Union of European Federalists, one of the then founded and later constituting members of the European Movement. One month later, the French Union was installed by the new Fourth French Republic to direct the decolonization of its colonies so that they would become parts of a European community. By 1947 a growing rift between the western Allied Powers and the Soviet Union became evident as a result of the rigged 1947 Polish legislative election, which constituted an open breach of the Yalta Agreement. March of that year saw two important developments. First was the signing of the Treaty of Dunkirk between France and the United Kingdom. The treaty assured mutual assistance in the event of future military aggression against either nation. Though it officially named Germany as a threat, in reality the actual concern was for the Soviet Union. A few days later came the announcement of the Truman Doctrine which pledged American support for democracies to counter the Soviets.
synth_fc_2425_rep24
Positive
Movie
Entity search
Multi
https://en.wikipedia.org/wiki/James_Cagney
1
James Francis Cagney Jr. was an American actor and dancer. On stage and in film, he was known for his consistently energetic performances, distinctive vocal style, and deadpan comic timing. He won acclaim and major awards for a wide variety of performances. Cagney is remembered for playing multifaceted tough guys in films such as The Public Enemy (1931), Taxi! (1932), Angels with Dirty Faces (1938), The Roaring Twenties (1939), City for Conquest (1940) and White Heat (1949), finding himself typecast or limited by this reputation earlier in his career. He was able to negotiate dancing opportunities in his films and ended up winning the Academy Award for his role in the musical Yankee Doodle Dandy (1942). In 1999 the American Film Institute ranked him eighth on its list of greatest male stars of the Golden Age of Hollywood. Orson Welles described him as "maybe the greatest actor who ever appeared in front of a camera". In his first professional acting performance in 1919, Cagney was costumed as a woman when he danced in the chorus line of the revue Every Sailor. He spent several years in vaudeville as a dancer and comedian, until he got his first major acting part in 1925. He secured several other roles, receiving good notices, before landing the lead in the 1929 play Penny Arcade. Al Jolson saw him in the play and bought the movie rights, before selling them to Warner Bros. with the proviso that James Cagney and Joan Blondell be able to reprise their stage roles in the movie. After rave reviews, Warner Bros. signed him for an initial $400-a-week, three-week contract; when the executives at the studio saw the first dailies for the film, Cagney's contract was immediately extended. Cagney's fifth film, The Public Enemy, became one of the most influential gangster movies of the period. Notable for a famous scene in which Cagney pushes half a grapefruit against Mae Clarke's face, the film thrust him into the spotlight. He became one of Hollywood's leading stars and one of Warner Bros.' biggest contracts. In 1938 he received his first Academy Award nomination for Best Actor for his subtle portrayal of the tough guy/man-child Rocky Sullivan in Angels with Dirty Faces. In 1942 Cagney won the Oscar for his energetic portrayal of George M. Cohan in Yankee Doodle Dandy. He was nominated a third time in 1955 for Love Me or Leave Me with Doris Day. Cagney retired from acting and dancing in 1961 to spend time on his farm with his family. He came out of retirement 20 years later for a part in the movie Ragtime (1981), mainly to aid his recovery from a stroke. Cagney walked out on Warner Bros. several times over the course of his career, each time returning on much improved personal and artistic terms. In 1935 he sued Warner for breach of contract and won. This was one of the first times an actor prevailed over a studio on a contract issue. He worked for the independent film company Grand National for a year while the suit was being settled, then in 1942 establishing his own production company, Cagney Productions, before returning to Warner seven years later. In reference to Cagney's refusal to be pushed around, Jack L. Warner called him "the Professional Againster". Cagney also made numerous USO troop tours before and during World War II and served as president of the Screen Actors Guild for two years.
synth_fc_2858_rep17
Positive
Restaurant
Entity search
Multi
https://en.wikipedia.org/wiki/Montevideo
3
Cuisine The center of traditional Uruguayan food and beverage in Montevideo is the Mercado del Puerto ("Port Market"). Beef is very important in Uruguayan cuisine and an essential part of many dishes. A torta frita is a pan-fried cake consumed in Montevideo and throughout Uruguay. It is generally circular, with a small cut in the center for cooking, and is made from wheat flour, yeast, water and sugar or salt. Montevideo has a variety of restaurants, from traditional Uruguayan cuisine to Japanese cuisine.
synth_fc_2312_rep4
No function call
Law
Feature search
Single
https://en.wikipedia.org/wiki/Samoa
22
Military and police Samoa has no formal defence structure or regular armed forces. It has informal defence ties with New Zealand, which is required to consider any request for assistance from Samoa under the bilateral Treaty of Friendship of 1962. Officers of the national police force, the Samoa Police Service, are regularly unarmed, but may be armed in exceptional circumstances with ministerial approval. As of 2022 there are between 900 and 1,100 police officers in Samoa.
synth_fc_1292_rep15
Negative
Finance
Feature search
Single
https://en.wikipedia.org/wiki/Vilnius
26
Finance and banking Vilnius is Lithuania's financial centre. The Ministry of Finance in Vilnius is responsible for an effective public financial policy to ensure the country's economic growth. The Bank of Lithuania fosters a reliable financial system and ensures sustainable economic growth. The Nasdaq Vilnius stock exchange is in The K29 business centre. The National Audit Office of Lithuania (Lithuanian: Lietuvos Respublikos valstybės kontrolė) helps the government manage public funds and property, and the State Tax Inspectorate (Lithuanian: Valstybinė mokesčių inspekcija) is responsible for collecting and refunding taxes. In 2023, 13 banks held a bank or specialised-bank licence; six banks are foreign-bank branches. Most of the Lithuanian financial system consists of capital banks of Nordic countries. The two largest banks registered in Lithuania (SEB bankas and Swedbank) are supervised by the European Central Bank and the Bank of Lithuania.
synth_fc_221_rep11
Negative
Biomass
Ranking
Single
https://en.wikipedia.org/wiki/Sawfish
18
In aquariums Sawfish are popular in public aquariums, but require very large tanks. In a review of 10 North American and European public aquariums that kept sawfish, their tanks were all very large and ranged from about 1,500,000 to 24,200,000 L (400,000–6,390,000 US gal). Individuals in public aquariums often function as "ambassadors" for sawfish and their conservation plight. In captivity they are quite robust, appear to grow faster than their wild counterparts (perhaps due to consistent access to food). Some individuals have lived for decades, but breeding them has proven difficult. In 2012, four smalltooth sawfish pups were born at Atlantis Paradise Island in the Bahamas and, in 2023, another three were born at SeaWorld Orlando in Florida; these remain the only times a member of this family has been successfully bred in captivity. Unsuccessful breeding attempts had taken place earlier at the same facility, including a miscarriage in 2003. Nevertheless, it is hoped that this success may be the first step in a captive breeding program for the threatened sawfish. It is speculated that seasonal variations in water temperature, salinity and photoperiod are necessary to encourage breeding. Artificial insemination, as already practiced with a few captive sharks, is also being considered. Tracking studies indicate that if sawfish are released to the wild after spending a period in captivity (for example, if they outgrow their exhibit), they rapidly adopt a movement pattern similar to that of fully wild sawfish. Among the five sawfish species, only the four Pristis species are known to be kept in public aquariums. The most common is the largetooth sawfish, with studbooks including 16 individuals in North America in 2014, 5 individuals in Europe in 2013 and 13 individuals in Australia in 2017; this was followed by the green sawfish, with 13 individuals in North America, and 6 in Europe. Both of these species are also kept at public aquariums in Asia, and the only captive dwarf sawfish are in Japan. In 2014, studbooks included 12 smalltooth sawfish in North America, and the only ones kept elsewhere are at a public aquarium in Colombia.
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Real estate
Calculation
Single
https://en.wikipedia.org/wiki/Central_business_district
8
Hong Kong Traditionally, the Central Business District "CBD" of Hong Kong is Central, where many multinational financial services corporations have their headquarters. Consulates general and consulates of many countries are also located in this area, as is Government Hill, the site of the government headquarters. In Quarry Bay, Taikoo Place and areas nearby, including Admiralty, Wan Chai and Causeway Bay, and Tsim Sha Tsui, Kwun Tong, and Kowloon Bay are regarded as major business districts of Hong Kong.
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Sport
Feature search
Single
https://en.wikipedia.org/wiki/Auto_racing
3
Drag racing In drag racing, the objective is to complete a given straight-line distance, from a standing start, ahead of a vehicle in a parallel lane. This distance is traditionally 1 ⁄ 4 mile (400 m), though 1,000 feet (300 m) and 1 ⁄ 8 mile (200 m) are also common. The vehicles may or may not be given the signal to start at the same time, depending on the class of racing. Vehicles range from the everyday car to the purpose-built dragster. Speeds and elapsed time differ from class to class. Average street cars cover the 1 ⁄ 4 mile in 12 to 16 seconds, whereas a top fuel dragster takes 4.5 seconds or less, reaching speeds of up to 530 km/h (329 mph). Drag racing was organized as a sport by Wally Parks in the early 1950s through the National Hot Rod Association (NHRA). The NHRA was formed to discourage street racing. When launching, a top fuel dragster will accelerate at 3.4 g (33 m/s), and when braking parachutes are deployed the deceleration is 4 g (39 m/s), more than the Space Shuttle experiences. A top fuel car can be heard over 8 miles (13 km) away and can generate a reading from 1.5 to 3.9 on the Richter scale. Drag racing is two cars head-to-head, the winner proceeding to the next round. Professional classes are all first to the finish line wins. Sportsman racing is handicapped (slower car getting a head start) using an index (a lowest e.t. allowed), and cars running under (quicker than) their index "break out" and lose. The slowest cars, bracket racers, are also handicapped, but rather than an index, they use a dial-in.
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Media
Ranking
Single
https://en.wikipedia.org/wiki/Jordan
20
Government and politics Jordan is a unitary state under a constitutional monarchy. Jordan's constitution, adopted in 1952 and amended a number of times since, is the legal framework that governs the monarch, government, bicameral legislature and judiciary. The king retains wide executive and legislative powers from the government and parliament. The king exercises his powers through the government that he appoints for a four-year term, which is responsible before the parliament that is made up of two chambers: the Senate and the House of Representatives. The judiciary is independent according to the constitution, but in practice often lacks independence. The king is the head of state and commander-in-chief of the Armed Forces. He can declare war and peace, ratify laws and treaties, convene and close legislative sessions, call and postpone elections, dismiss the government and dissolve the parliament. The appointed government can also be dismissed through a majority vote of no confidence by the elected House of Representatives. After a bill is proposed by the government, it must be approved by the House of Representatives then the Senate, and becomes law after being ratified by the king. A royal veto on legislation can be overridden by a two-thirds vote in a joint session of both houses. The parliament also has the right of interpellation. The 65 members of the upper Senate are directly appointed by the king, the constitution mandates that they be veteran politicians, judges and generals who previously served in the government or in the House of Representatives. The 130 members of the lower House of Representatives are elected through party-list proportional representation in 23 constituencies for a 4-year term. Minimum quotas exist in the House of Representatives for women (15 seats, though they won 20 seats in the 2016 election), Christians (9 seats) and Circassians and Chechens (3 seats). Courts are divided into three categories: civil, religious, and special. The civil courts deal with civil and criminal matters, including cases brought against the government. The civil courts include Magistrate Courts, Courts of First Instance, Courts of Appeal, High Administrative Courts which hear cases relating to administrative matters, and the Constitutional Court which was set up in 2012 in order to hear cases regarding the constitutionality of laws. Although Islam is the state religion, the constitution preserves religious and personal freedoms. Religious law only extends to matters of personal status such as divorce and inheritance in religious courts, and is partially based on Islamic Sharia law. The special court deals with cases forwarded by the civil one. The capital city of Jordan is Amman, located in north-central Jordan. Jordan is divided into 12 governorates (muhafazah) (informally grouped into three regions: northern, central, southern). These are subdivided into a total of 52 districts (Liwaa'), which are further divided into neighbourhoods in urban areas or into towns in rural ones. The monarch, Abdullah II, ascended to the throne in February 1999 after the death of his father King Hussein. Abdullah re-affirmed Jordan's commitment to the peace treaty with Israel and its relations with the United States. He refocused the government's agenda on economic reform, during his first year. King Abdullah's eldest son, Prince Hussein, is the Crown Prince of Jordan. The prime minister is Bisher Khasawneh who received his position on 12 October 2020. Abdullah had announced his intention to move Jordan to a parliamentary system, where the largest bloc in parliament forms a government. However, the underdevelopment of political parties in a country where tribal identity remains strong has hampered the effort. Jordan has approximately fifty political parties representing nationalist, leftist, Islamist, and liberal ideologies. Political parties contested one-fifth of the seats in the 2016 elections, the remainder belonging to independent politicians. Freedom House ranked Jordan as "Not Free" in the Freedom in the World 2022 report. Jordan ranked 94th globally in the Cato Institute 's Human Freedom Index in 2021, and ranked 58th in the Corruption Perceptions Index (CPI) issued by Transparency International in 2021. In the 2023 Press Freedom Index by Reporters Without Borders, Jordan ranked 146 out of 180 countries. The overall score for Jordan 42.79, based on a scale from 0 (least free) to 105 (most free). The 2015 report noted "the Arab Spring and the Syrian conflict have led the authorities to tighten their grip on the media and, in particular, the Internet, despite an outcry from civil society". Jordanian media consists of public and private institutions. Popular Jordanian newspapers include Al Ghad and the Jordan Times. Al-Mamlaka, Roya TV and Jordan TV are some Jordanian television channels. Internet penetration in Jordan reached 76% in 2015. There were concerns that the government would use the COVID-19 pandemic in Jordan to silence dissidents.
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Finance
Calculation
Multi
https://en.wikipedia.org/wiki/The_Scarlet_Letter
12
Publication history It was long held that Hawthorne originally planned The Scarlet Letter to be a shorter novelette, part of a collection named Old Time Legends, and that his publisher, James T. Fields, convinced him to expand the work to a full-length novel. This is not true: Fields persuaded Hawthorne to publish The Scarlet Letter alone (along with the earlier-completed "Custom House" essay) but he had nothing to do with the length of the story. Hawthorne's wife Sophia later challenged Fields' claims a little inexactly: "he has made the absurd boast that he was the sole cause of the Scarlet Letter being published!" She noted that her husband's friend Edwin Percy Whipple, a critic, approached Fields to consider its publication. The manuscript was written at the Peter Edgerley House in Salem, Massachusetts, still standing as a private residence at 14 Mall Street. It was the last Salem home where the Hawthorne family lived. The Scarlet Letter was first published in the spring of 1850 by Ticknor and Fields, beginning Hawthorne's most lucrative period. When he delivered the final pages to Fields in February 1850, Hawthorne said that "some portions of the book are powerfully written" but doubted it would be popular. In fact, the book was an instant best-seller, though, over fourteen years, it brought its author only $1,500. Its initial publication brought wide protest from natives of Salem, who did not approve of how Hawthorne had depicted them in his introduction "The Custom-House". A 2,500-copy second edition included a preface by Hawthorne dated March 30, 1850, that stated he had decided to reprint his Introduction "without the change of a word... The only remarkable features of the sketch are its frank and genuine good-humor... As to enmity, or ill-feeling of any kind, personal or political, he utterly disclaims such motives". The Scarlet Letter was also one of the first mass-produced books in America. In the mid-nineteenth century, bookbinders of home-grown literature typically hand-made their books and sold them in small quantities. The first mechanized printing of The Scarlet Letter, 2,500 volumes, sold out within ten days, and was widely read and discussed to an extent not much experienced in the young country up until that time. A signed first edition, first printing of Scarlet Letter from March 1850 published by Ticknor, Reed and Fields sells for $22,500. Unsigned, the retail price is $12,500.
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Store & Facility
Entity search
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https://en.wikipedia.org/wiki/Pittsburgh
8
Theatre The city's first play was produced at the old courthouse in 1803 and the first theater built in 1812. Collegiate companies include the University of Pittsburgh's Repertory Theatre and Kuntu Repertory Theatre, Point Park University's resident companies at its Pittsburgh Playhouse, and Carnegie Mellon University's School of Drama productions and Scotch'n'Soda organization. The Duquesne University Red Masquers, founded in 1912, are the oldest, continuously producing theater company in Pennsylvania. The city's longest-running theater show, Friday Nite Improvs, is an improv jam that has been performed in the Cathedral of Learning and other locations for 20 years. The Pittsburgh New Works Festival utilizes local theater companies to stage productions of original one-act plays by playwrights from all parts of the country. Similarly, Future Ten showcases new ten-minute plays. Saint Vincent Summer Theatre, Off the Wall Productions, Mountain Playhouse, The Theatre Factory, and Stage Right! in nearby Latrobe, Carnegie, Jennerstown, Trafford, and Greensburg, respectively, employ Pittsburgh actors and contribute to the culture of the region. Pittsburgh is well known for being home to the late playwright August Wilson. The August Wilson House now remains in Pittsburgh to celebrate the life and work of August Wilson, continue to produce his plays, and serve as an arts center for the Hill District, where Wilson was from.
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Corporate Management
Database update
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https://en.wikipedia.org/wiki/Anton%C3%ADn_Dvo%C5%99%C3%A1k
20
Numbering A large number of Dvořák's works were given opus numbers, but not always in the order in which they were written or published. To improve sales, some publishers such as N. Simrock preferred to represent budding composers as being well established by giving early works much higher opus numbers than their chronological order would merit. In other cases, Dvořák deliberately assigned lower opus numbers to new works to be able to sell them outside contract obligations to his publishers. An example is the Czech Suite, which Dvořák did not want to sell to Simrock, and had published with Schlesinger as Op. 39 instead of Op. 52. This led to the same opus number being given to more than one of Dvořák's works; for example, the opus number 12 was assigned successively to the opera King and Charcoal Burner (1871), the Concert Overture in F (1871, derived from the opera), the String Quartet No. 6 in A minor (1873), the Furiant in G minor for piano (1879), and the Dumka in C minor for piano (1884). In other cases, a work was given as many as three different opus numbers by different publishers. To add to this confusion, the numbering of Dvořák's symphonies has varied: All of Dvořák's works were catalogued chronologically by Jarmil Burghauser. As an example, in the Burghauser catalogue, the New World Symphony, Op. 95, is B.178. Scholars today often refer to Dvořák's works by their B numbers (for Burghauser), partly because many early works do not have opus numbers. References to the traditional opus numbers are still common because of their historical continuity with earlier scores and printed programs. The opus numbers remain more likely to appear in printed performance programs.
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Music
Document search
Single
https://en.wikipedia.org/wiki/Jazz
43
Afro-Cuban jazz renaissance For most of its history, Afro-Cuban jazz had been a matter of superimposing jazz phrasing over Cuban rhythms. But by the end of the 1970s, a new generation of New York City musicians had emerged who were fluent in both salsa dance music and jazz, leading to a new level of integration of jazz and Cuban rhythms. This era of creativity and vitality is best represented by the Gonzalez brothers Jerry (congas and trumpet) and Andy (bass). During 1974–1976, they were members of one of Eddie Palmieri 's most experimental salsa groups: salsa was the medium, but Palmieri was stretching the form in new ways. He incorporated parallel fourths, with McCoy Tyner-type vamps. The innovations of Palmieri, the Gonzalez brothers and others led to an Afro-Cuban jazz renaissance in New York City. This occurred in parallel with developments in Cuba The first Cuban band of this new wave was Irakere. Their "Chékere-son" (1976) introduced a style of "Cubanized" bebop-flavored horn lines that departed from the more angular guajeo-based lines which were typical of Cuban popular music and Latin jazz up until that time. It was based on Charlie Parker's composition "Billie's Bounce", jumbled together in a way that fused clave and bebop horn lines. In spite of the ambivalence of some band members towards Irakere's Afro-Cuban folkloric / jazz fusion, their experiments forever changed Cuban jazz: their innovations are still heard in the high level of harmonic and rhythmic complexity in Cuban jazz and in the jazzy and complex contemporary form of popular dance music known as timba.
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Video game
Database update
Single
https://en.wikipedia.org/wiki/Computer_monitor
23
Organic light-emitting diode Organic light-emitting diode (OLED) monitors provide most of the benefits of both LCD and CRT monitors with few of their drawbacks, though much like plasma panels or very early CRTs they suffer from burn-in, and remain very expensive.
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Store & Facility
Entity search
Single
https://en.wikipedia.org/wiki/Beta_particle
2
Applications Beta particles can be used to treat health conditions such as eye and bone cancer and are also used as tracers. Strontium-90 is the material most commonly used to produce beta particles. Beta particles are also used in quality control to test the thickness of an item, such as paper, coming through a system of rollers. Some of the beta radiation is absorbed while passing through the product. If the product is made too thick or thin, a correspondingly different amount of radiation will be absorbed. A computer program monitoring the quality of the manufactured paper will then move the rollers to change the thickness of the final product. An illumination device called a betalight contains tritium and a phosphor. As tritium decays, it emits beta particles; these strike the phosphor, causing the phosphor to give off photons, much like the cathode-ray tube in a television. The illumination requires no external power, and will continue as long as the tritium exists (and the phosphors do not themselves chemically change); the amount of light produced will drop to half its original value in 12.32 years, the half-life of tritium. Beta-plus (or positron) decay of a radioactive tracer isotope is the source of the positrons used in positron emission tomography (PET scan).
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Astronomy
Calculation
Single
https://en.wikipedia.org/wiki/Geodesy
3
Coordinate systems in space The locations of points in 3D space most conveniently are described by three cartesian or rectangular coordinates, X, Y, and Z. Since the advent of satellite positioning, such coordinate systems are typically geocentric, with the Z-axis aligned to Earth's (conventional or instantaneous) rotation axis. Before the era of satellite geodesy, the coordinate systems associated with a geodetic datum attempted to be geocentric, but with the origin differing from the geocenter by hundreds of meters due to regional deviations in the direction of the plumbline (vertical). These regional geodetic datums, such as ED 50 (European Datum 1950) or NAD 27 (North American Datum 1927), have ellipsoids associated with them that are regional "best fits" to the geoids within their areas of validity, minimizing the deflections of the vertical over these areas. It is only because GPS satellites orbit about the geocenter that this point becomes naturally the origin of a coordinate system defined by satellite geodetic means, as the satellite positions in space themselves get computed within such a system. Geocentric coordinate systems used in geodesy can be divided naturally into two classes: The coordinate transformation between these two systems to good approximation is described by (apparent) sidereal time, which accounts for variations in Earth's axial rotation (length-of-day variations). A more accurate description also accounts for polar motion as a phenomenon closely monitored by geodesists.
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Physics & Chemistry
Database update
Multi
https://en.wikipedia.org/wiki/Velocity
9
Average velocity Velocity is defined as the rate of change of position with respect to time, which may also be referred to as the instantaneous velocity to emphasize the distinction from the average velocity. In some applications the average velocity of an object might be needed, that is to say, the constant velocity that would provide the same resultant displacement as a variable velocity in the same time interval, v (t), over some time period Δ t. Average velocity can be calculated as: The average velocity is always less than or equal to the average speed of an object. This can be seen by realizing that while distance is always strictly increasing, displacement can increase or decrease in magnitude as well as change direction. In terms of a displacement-time (x vs. t) graph, the instantaneous velocity (or, simply, velocity) can be thought of as the slope of the tangent line to the curve at any point, and the average velocity as the slope of the secant line between two points with t coordinates equal to the boundaries of the time period for the average velocity.
synth_fc_2100_rep21
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Law
Feature search
Single
https://en.wikipedia.org/wiki/Waiting_for_Godot
11
Beckett's objection to the casting of female actors Beckett was not open to most interpretative approaches to his work. He famously objected when, in the 1980s, several women's acting companies began to stage the play. "Women don't have prostates ", said Beckett, a reference to the fact that Vladimir frequently has to leave the stage to urinate. In 1988 a Dutch theatre company, De Haarlemse Toneelschuur, put on a production directed by Matin Van Veldhuizen with all female actors, using a French-to-Dutch translation by Jacoba Van Velde. Beckett brought an unsuccessful lawsuit against the theatre company. "The issue of gender seemed to him to be so vital a distinction for a playwright to make that he reacted angrily, instituting a ban on all productions of his plays in The Netherlands." This ban was short-lived, however. In 1991 (two years after Beckett's death), a French judge ruled that productions with female casts would not cause excessive damage to Beckett's legacy, and allowed the play to be performed by the all-female cast of the Brut de Beton theater company at the Avignon Festival, although an objection by Beckett's representative had to be read before each performance. Similarly, an injunction was issued against a theatre in Pontedera, Tuscany, by lawyers for Samuel Beckett 's estate who did not want female actors to play Vladimir and Estragon in the play, but in 2006 a court in Rome ruled that the women could play the roles. At the 1995 Acco Festival, director Nola Chilton staged a production with Daniella Michaeli in the role of Lucky.
synth_fc_2031_rep13
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Horoscope
Calculation
Single
https://en.wikipedia.org/wiki/Zodiac
6
Hellenistic and Roman era The Babylonian star catalogs entered Greek astronomy in the 4th century BC, via Eudoxus of Cnidus. Babylonia or Chaldea in the Hellenistic world came to be so identified with astrology that "Chaldean wisdom" became among Greeks and Romans the synonym of divination through the planets and stars. Hellenistic astrology derived in part from Babylonian and Egyptian astrology. Horoscopic astrology first appeared in Ptolemaic Egypt (305 BC–30 BC). The Dendera zodiac, a relief dating to c. 50 BC, is the first known depiction of the classical zodiac of twelve signs. The earliest extant Greek text using the Babylonian division of the zodiac into 12 signs of 30 equal degrees each is the Anaphoricus of Hypsicles of Alexandria (fl. 190 BC). Particularly important in the development of Western horoscopic astrology was the astrologer and astronomer Ptolemy, whose work Tetrabiblos laid the basis of the Western astrological tradition. Under the Greeks, and Ptolemy in particular, the planets, Houses, and signs of the zodiac were rationalized and their function set down in a way that has changed little to the present day. Ptolemy lived in the 2nd century AD, three centuries after the discovery of the precession of the equinoxes by Hipparchus around 130 BC. Hipparchus' lost work on precession never circulated very widely until it was brought to prominence by Ptolemy, and there are few explanations of precession outside the work of Ptolemy until late Antiquity, by which time Ptolemy's influence was widely established. Ptolemy clearly explained the theoretical basis of the western zodiac as being a tropical coordinate system, by which the zodiac is aligned to the equinoxes and solstices, rather than the visible constellations that bear the same names as the zodiac signs.
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Finance
Calculation
Single
https://en.wikipedia.org/wiki/Great_Leap_Forward
6
Rash advance movement and anti-rash advance movement In the early years of the New China, due to the lack of experience in financial and economic work, it was a common practice to include the fiscal surplus of the previous year in the budget of the current year. Because of the low level of budgeting in the fiscal sector and inaccurate estimates of economic development, revenues and expenditures were underestimated. However, no problems arose because the government usually managed to end the fiscal year with a surplus. In 1953, when China entered the first five-year plan period, the Chinese economy had improved and the Ministry of Finance still decided to include the fiscal surplus of the previous fiscal year as credit funds in the 1953 budget revenue to cover the current year's expenditures. As a result, budget expenditures were expanded and so was the size of the budget. At that time, only the Soviet expert Kutuzov warned the Chinese fiscal authorities not to use the fiscal surplus of the previous year, however, it was not heeded by the Ministry of Finance. In that year, the gross industrial and agricultural output grew by 21.3%, while the capital construction budget increased by 50% compared to the previous year, which led to an imbalance between production and demand. Such was the "small rash advance" (小冒進) at the start of the first five-year plan period. The issue had caused widespread social controversy. The faction of Li Xiannian, Chen Yun and others did not think it was appropriate to continue this practice, but they also had opponents. Li Xiannian finally decided to hold a collective meeting to discuss the issue, and after listening to the views of all parties, he decided to abolish the practice. Nevertheless, the controversy over the use of the fiscal surplus persisted, which brought another reckless "rash advance" to China's economic development in 1956. At that time, China lacked consideration in three areas: capital construction, employee wages and agricultural loans, making the central treasury tight again. This drew the attention of Zhou Enlai, Li Xiannian and others, and at a state meeting held on June 5, 1956, proposals were made to curb impetuousness and rash advances, revise the 1956 national economic plan, and cut capital construction investment. Such was the anti-"rash advance" movement. The excess of the first five-year plan gave the nation great confidence, and at the Second Plenary Session of the 8th Central Committee, "go all out, aim high, and build socialism with greater, faster, better, and more economical results" (simplified Chinese: 鼓足干劲、力争上游、多快好省地建设社会主义; traditional Chinese: 鼓足幹勁、力爭上游、多快好省地建設社會主義) was adopted as the "General Line for Socialist Construction" in China. In 1955, Mao had already expressed his belief that socialist construction should achieve "greater, faster, better, and more economical" results. These led to the re-emergence of "rash advances", which further led to the reintroduction of policies and tendencies that had previously been overturned. Those who opposed Mao's policies were accused of not upholding the tenets of the "class struggle" under people's cult of Mao.
synth_fc_1932_rep7
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History
Feature search
Multi
https://en.wikipedia.org/wiki/Zurich
37
Name The name is traditionally written in English as Zurich, without the umlaut. It is pronounced / ˈ zj ʊər ɪ k / ZURE -ik. In German, the city name is written Zürich and pronounced. In the local dialect, the name is pronounced without the final consonant and with two short vowels, as Züri, although the adjective remains Zürcher(in). The city is called Zurich in French, Zurigo in Italian, and Turitg in Romansh. The earliest known form of the city's name is Turicum, attested on a tombstone of the late 2nd century AD in the form STA(tio) TURICEN(sis) ("Turicum customs post"). The name is interpreted as a derivation from a given name, possibly the Gaulish personal name Tūros. The toponym * Turīcon would then mean "belonging to Tūros", "place of Tūros". The Latin stress on the long vowel of the Gaulish name,, was lost in German but is preserved in Italian and in Romansh. The first development towards its later Germanic form is attested as early as c. 680–700 with the form Ziurichi. From the 9th century onward, the name is established in an Old High German form Zuri(c)h (857 in villa Zurih, 924 in Zurich curtem, 1416 Zürich Stadt). In Neo-Latin texts dating from c. 1500–1800, Zurich is often referred to as Tigurum; see Tigurini.
synth_fc_1785_rep25
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Health
Calculation
Single
https://en.wikipedia.org/wiki/Credible_interval
6
In Bayesian statistics, a credible interval is an interval used to characterize a probability distribution. It is defined such that an unobserved parameter value has a particular probability α to fall within it. For example, in an experiment that determines the distribution of possible values of the parameter μ, if the probability that μ lies between 35 and 45 is α = 0.95, then 35 ≤ μ ≤ 45 is a 95% credible interval. Credible intervals are typically used to characterize posterior probability distributions or predictive probability distributions. Their generalization to disconnected or multivariate sets is called credible region. Credible intervals are a Bayesian analog to confidence intervals in frequentist statistics. The two concepts arise from different philosophies: Bayesian intervals treat their bounds as fixed and the estimated parameter as a random variable, whereas frequentist confidence intervals treat their bounds as random variables and the parameter as a fixed value. Also, Bayesian credible intervals use knowledge of the situation-specific prior distribution, while the frequentist confidence intervals do not.
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Finance
Calculation
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https://en.wikipedia.org/wiki/Exponentiation
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In mathematics, exponentiation is an operation involving two numbers: the base and the exponent or power. Exponentiation is written as b, where b is the base and n is the power; this is pronounced as " b (raised) to the (power of) n ". When n is a positive integer, exponentiation corresponds to repeated multiplication of the base: that is, b is the product of multiplying n bases: b n = b × b × ⋯ × b × b ⏟ n times. {\displaystyle b^{n}=\underbrace {b\times b\times \dots \times b\times b} _{n{\text{ times}}}.} The exponent is usually shown as a superscript to the right of the base. In that case, b is called " b raised to the n th power", " b (raised) to the power of n ", "the n th power of b ", " b to the n th power", or most briefly as " b to the n (th)". Starting from the basic fact stated above that, for any positive integer n {\displaystyle n}, b n {\displaystyle b^{n}} is n {\displaystyle n} occurrences of b {\displaystyle b} all multiplied by each other, several other properties of exponentiation directly follow. In particular: b n + m = b × ⋯ × b ⏟ n + m times = b × ⋯ × b ⏟ n times × b × ⋯ × b ⏟ m times = b n × b m {\displaystyle {\begin{aligned}b^{n+m}&=\underbrace {b\times \dots \times b} _{n+m{\text{ times}}}\\&=\underbrace {b\times \dots \times b} _{n{\text{ times}}}\times \underbrace {b\times \dots \times b} _{m{\text{ times}}}\\&=b^{n}\times b^{m}\end{aligned}}} In other words, when multiplying a base raised to one exponent by the same base raised to another exponent, the exponents add. From this basic rule that exponents add, we can derive that b 0 {\displaystyle b^{0}} must be equal to 1 for any b ≠ 0 {\displaystyle b\neq 0}, as follows. For any n {\displaystyle n}, b 0 × b n = b 0 + n = b n {\displaystyle b^{0}\times b^{n}=b^{0+n}=b^{n}}. Dividing both sides by b n {\displaystyle b^{n}} gives b 0 = b n / b n = 1 {\displaystyle b^{0}=b^{n}/b^{n}=1}. The fact that b 1 = b {\displaystyle b^{1}=b} can similarly be derived from the same rule. For example, (b 1) 3 = b 1 × b 1 × b 1 = b 1 + 1 + 1 = b 3 {\displaystyle (b^{1})^{3}=b^{1}\times b^{1}\times b^{1}=b^{1+1+1}=b^{3}}. Taking the cube root of both sides gives b 1 = b {\displaystyle b^{1}=b}. The rule that multiplying makes exponents add can also be used to derive the properties of negative integer exponents. Consider the question of what b − 1 {\displaystyle b^{-1}} should mean. In order to respect the "exponents add" rule, it must be the case that b − 1 × b 1 = b − 1 + 1 = b 0 = 1 {\displaystyle b^{-1}\times b^{1}=b^{-1+1}=b^{0}=1}. Dividing both sides by b 1 {\displaystyle b^{1}} gives b − 1 = 1 / b 1 {\displaystyle b^{-1}=1/b^{1}}, which can be more simply written as b − 1 = 1 / b {\displaystyle b^{-1}=1/b}, using the result from above that b 1 = b {\displaystyle b^{1}=b}. By a similar argument, b − n = 1 / b n {\displaystyle b^{-n}=1/b^{n}}. The properties of fractional exponents also follow from the same rule. For example, suppose we consider b {\displaystyle {\sqrt {b}}} and ask if there is some suitable exponent, which we may call r {\displaystyle r}, such that b r = b {\displaystyle b^{r}={\sqrt {b}}}. From the definition of the square root, we have that b × b = b {\displaystyle {\sqrt {b}}\times {\sqrt {b}}=b}. Therefore, the exponent r {\displaystyle r} must be such that b r × b r = b {\displaystyle b^{r}\times b^{r}=b}. Using the fact that multiplying makes exponents add gives b r + r = b {\displaystyle b^{r+r}=b}. The b {\displaystyle b} on the right-hand side can also be written as b 1 {\displaystyle b^{1}}, giving b r + r = b 1 {\displaystyle b^{r+r}=b^{1}}. Equating the exponents on both sides, we have r + r = 1 {\displaystyle r+r=1}. Therefore, r = 1 2 {\displaystyle r={\tfrac {1}{2}}}, so b = b 1 / 2 {\displaystyle {\sqrt {b}}=b^{1/2}}. The definition of exponentiation can be extended to allow any real or complex exponent. Exponentiation by integer exponents can also be defined for a wide variety of algebraic structures, including matrices. Exponentiation is used extensively in many fields, including economics, biology, chemistry, physics, and computer science, with applications such as compound interest, population growth, chemical reaction kinetics, wave behavior, and public-key cryptography. Template:Restore
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https://en.wikipedia.org/wiki/Fourier_transform
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Zero frequency component Substituting ξ = 0 {\displaystyle \xi =0} in the definition, we obtain: f ^ (0) = ∫ − ∞ ∞ f (x) d x. {\displaystyle {\widehat {f}}(0)=\int _{-\infty }^{\infty }f(x)\,dx.} The integral of f {\displaystyle f} over its domain is known as the average value or DC bias of the function.
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https://en.wikipedia.org/wiki/Asunci%C3%B3n
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Twin towns – sister cities Asunción is twinned with:
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Finance
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https://en.wikipedia.org/wiki/Japanese_yen
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Redenomination proposals Numerous proposals have been made since the 1990s to redenominate the yen by introducing a new unit or new yen, equal to 100 yen, and nearly worth one U.S. dollar. This has not happened to date, since the yen remains trusted globally despite its low unit value, and due to the huge costs of reissuing new currency and updating currency-reading hardware. The negative impact of postponing upgrades to various computer software until redenomination occurs, in particular, was also cited.
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Finance
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https://en.wikipedia.org/wiki/Perfume
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Traditional categories The traditional categories which emerged around 1900:
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https://en.wikipedia.org/wiki/Donetsk
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Donetsk (UK: / d ɒ n ˈ j ɛ t s k / don- YETSK, US: / d ə n -/ dən-; Ukrainian: Донецьк; Russian: Донецк), formerly known as Aleksandrovka, Yuzivka (or Hughesovka), Stalin, and Stalino, is an industrial city in eastern Ukraine located on the Kalmius River in Donetsk Oblast, which is currently occupied by Russia as the capital of the Donetsk People's Republic. The population was estimated at 901,645 (2022 estimate) in the city core, with over 2 million in the metropolitan area (2011). According to the 2001 census, Donetsk was the fifth-largest city in Ukraine. Administratively, Donetsk has been the centre of Donetsk Oblast, while historically, it is the unofficial capital and largest city of the larger economic and cultural Donets Basin (Donbas) region. Donetsk is adjacent to another major city, Makiivka, and along with other surrounding cities forms a major urban sprawl and conurbation in the region. Donetsk has been a major economic, industrial and scientific centre of Ukraine with a high concentration of heavy industries and a skilled workforce. The density of heavy industries (predominantly steel production, chemical industry, and coal mining) determined the city's challenging ecological situation. In 2012, a UN report ranked Donetsk among the world's fastest depopulating cities. The original settlement in the south of the European part of the Russian Empire was first mentioned as Aleksandrovka in 1779, during the reign of the Empress Catherine the Great. In 1869, the Welsh businessman John Hughes founded a steel plant and several coal mines in the region, and the town was named Hughesovka or Yuzovka (Юзовка) in recognition of his role ("Yuz" being a Russian-language approximation of Hughes). During Soviet times, the city's steel industry expanded. In 1924, Yuzovka was renamed Stalin. In 1929, Stalin was renamed Stalino, and in 1932, the city became the centre of the Donetsk region. Renamed Donetsk in 1961, the city today remains a centre for coal mining and for the steel industry. Since April 2014, Donetsk and its surrounding areas have been one of the major sites of fighting in the ongoing Russo-Ukrainian War, as pro-Russian separatist forces battle against Ukrainian military forces for control of the city and surrounding areas. Throughout the war, the city of Donetsk has been administered by the pro-Russian separatist forces as the center of the Donetsk People's Republic (DPR), with outlying territories of the Donetsk region divided between the two sides. Donetsk International Airport became the epicenter of the war in 2014 with almost a year-long battle. As of October 2022, Russia has full control of the city, with Ukrainian and Russian forces still in combat near the city.
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https://en.wikipedia.org/wiki/Copyright
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Originality Typically, a work must meet minimal standards of originality in order to qualify for copyright, and the copyright expires after a set period of time (some jurisdictions may allow this to be extended). Different countries impose different tests, although generally the requirements are low; in the United Kingdom there has to be some "skill, labour, and judgment" that has gone into it. In Australia and the United Kingdom it has been held that a single word is insufficient to comprise a copyright work. However, single words or a short string of words can sometimes be registered as a trademark instead. Copyright law recognizes the right of an author based on whether the work actually is an original creation, rather than based on whether it is unique; two authors may own copyright on two substantially identical works, if it is determined that the duplication was coincidental, and neither was copied from the other.
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https://en.wikipedia.org/wiki/Great_Barrier_Reef
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Pollution from mining Mining company Queensland Nickel discharged nitrate-laden water into the Great Barrier Reef in 2009 and 2011 – on the later occasion releasing 516 tonnes (508 long tons; 569 short tons) of waste water. The Great Barrier Reef Marine Park Authority (GBRMPA) stated "We have strongly encouraged the company to investigate options that do not entail releasing the material to the environment and to develop a management plan to eliminate this potential hazard; however, GBRMPA does not have legislative control over how the Yabulu tailings dam is managed".
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https://en.wikipedia.org/wiki/Aeneid
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Book 8: Visit to Pallanteum, site of future Rome Given the impending war, Aeneas seeks help from the Tuscans, enemies of the Rutuli, after having been encouraged to do so in a dream by Tiberinus. At the place where Rome will be, he meets a friendly Greek, King Evander of Arcadia. His son Pallas agrees to join Aeneas and lead troops against the Rutuli. Venus urges her spouse Vulcan to create weapons for Aeneas, which she then presents to Aeneas as a gift. On the shield, the future history of Rome is depicted.
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https://en.wikipedia.org/wiki/Reality_television
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Sports Sport -related reality shows can fall within the aforementioned sub-genres, either using it as the basis of competition, or by following sport as a profession:
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https://en.wikipedia.org/wiki/Food_industry
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Marketing As consumers grow increasingly removed from food production, the role of product creation, advertising, and publicity become the primary vehicles for information about food. With processed food as the dominant category, marketers have almost infinite possibilities in product creation. Of the food advertised to children on television, 73% is fast or convenience foods. One of the main challenges in food industry marketing is the high level of competition in the market. Companies must differentiate themselves from their competitors by offering unique products or using innovative marketing techniques. For example, many food companies are now using social media platforms to promote their products and engage with customers. Another important aspect of food industry marketing is understanding consumer behavior and preferences. This includes factors such as age, gender, income, and cultural background. Companies must also be aware of changing consumer trends and adapt their marketing strategies accordingly.
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https://en.wikipedia.org/wiki/Landfill
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Alternatives In addition to waste reduction and recycling strategies, there are various alternatives to landfills, including waste-to-energy incineration, anaerobic digestion, composting, mechanical biological treatment, pyrolysis and plasma arc gasification. Depending on local economics and incentives, these can be made more financially attractive than landfills.
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https://en.wikipedia.org/wiki/Echo
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In audio signal processing and acoustics, an echo is a reflection of sound that arrives at the listener with a delay after the direct sound. The delay is directly proportional to the distance of the reflecting surface from the source and the listener. Typical examples are the echo produced by the bottom of a well, a building, or the walls of enclosed and empty rooms.
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https://en.wikipedia.org/wiki/Faial_Island
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Faial Island, also known as Fayal Island, is a Portuguese island of the Central Group or Grupo Central of the Azores, in the Atlantic Ocean. The Capelinhos Volcano is the westernmost point of the island and is considered the westernmost point of Europe other than the Monchique Islet. The largest town on the island is Horta with a population of approximately 15,000 inhabitants. The nearby islands of Pico and São Jorge form an area commonly known as the Triângulo or Triangle. Faial Island has also been referred to as the Ilha Azul or Blue Island, a name derived from the writings of Portuguese poet Raul Brandão describing the large number of hydrangeas that bloom during the summer months: The man that had the idea to border the road with these plants should have a statue on the island. In no other place do they prosper better: they need a covering of light, humidity and heat...they are in their place. Their blue is the blue that adorns the Azores on limpid days...this is a blue that is even more blue, the bunches of flowers of a colour more intense and fresh. They are in every direction: rising along the roads and the fields, forming hedges; they serve to divide the plots and to cover the peaceful animals.
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https://en.wikipedia.org/wiki/Wall
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Walls in popular culture Walls are often seen in popular culture, oftentimes representing barriers preventing progress or entry. For example: The progressive/psychedelic rock band Pink Floyd used a metaphorical wall to represent the isolation felt by the protagonist of their 1979 concept album The Wall. The American poet laureate Robert Frost describes a pointless rock wall as a metaphor for the myopia of the culture-bound in his poem " Mending Wall ", published in 1914. Walls are a recurring symbol in Ursula K. Le Guin 's 1974 novel The Dispossessed '. In some cases, a wall may refer to an individual's debilitating mental or physical condition, seen as an impassable barrier. In George R. R. Martin 's A Song of Ice and Fire series and its television adaptation, Game of Thrones, The Wall plays multiple important roles: as a colossal fortification, made of ice and fortified with magic spells; as a cultural barrier; and as a codification of assumptions. Breaches of the wall, who is allowed to cross it and who is not, and its destruction have important symbolic, logistical, and socio-political implications in the storyline. Reportedly over 700 feet high and 100 leagues (300 miles) wide, it divides the northern border of the Seven Kingdoms realm from the domain of the wildlings and several categories of undead who live beyond it. In a real-life example, the Berlin Wall, constructed by the Soviet Union to divide Berlin into NATO and Warsaw Pact zones of occupation, became a worldwide symbol of oppression and isolation. Another common usage is as a communal surface to write upon. For instance the social networking site Facebook previously used an electronic "wall" to log the scrawls of friends until it was replaced by the "timeline" feature.
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https://en.wikipedia.org/wiki/Lake_District
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Climate The Lake District's location on the northwest coast of England, coupled with its mountainous geography, makes it the wettest part of England. The UK Met Office reports average annual precipitation of more than 2,000 mm (80 in), but with considerable local variation. Although the entire region receives above-average rainfall, there is a wide disparity between the amounts of rainfall in the western and eastern lakes, as the Lake District experiences relief rainfall. Seathwaite, Borrowdale is the wettest inhabited place in England with an average of 3,300 mm (130 in) of rain a year, while nearby Sprinkling Tarn is even wetter, recording over 5,000 mm (200 in) per year; by contrast, Keswick, at the lower end of Borrowdale, receives 1,470 mm (58 in) every year, and Penrith (just outside the Lake District) only 870 mm (34 in). March to June tend to be the driest months, with October to January the wettest, but at low levels, there is relatively little difference between months. Although there are gales in the sheltered valleys on only five days a year on average, the Lake District is generally very windy: the coastal areas have 20 days of gales, and the fell tops around 100 days of gales per year. The maritime climate means that the Lake District has relatively moderate temperature variations throughout the year. The mean temperature in the valleys ranges from about 3 °C (37 °F) in January to around 15 °C (59 °F) in July. (By comparison, Moscow, at the same latitude, ranges from −10 to 19 °C (14 to 66 °F).) The relatively low height of most of the fells means that, while snow is expected during the winter, they can be free of snow at any time of the year. Normally, significant snowfall only occurs between November and April. On average, snow falls on Helvellyn 67 days per year. Snow typically falls on 20 days of the year in the valleys, with a further 200 days with some rain, and 145 completely dry days. Hill fog is common at any time of year, and the fells average only around 2.5 hours of sunshine per day, increasing to around 4.1 hours per day on the coastal plains.