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permits students to work with teachers and their courses over the internet. This can be used in cooperation with, or in place of traditional classroom instruction. The online learning can be also paid for by accessing ESA’s and vouchers. Customized Learning This form of tutelage is a student-tailored form of education. This form of instruction can have various combinations. For example, course choice programs, public school courses, and special education therapies can all be integrated into a student's curriculum. There are a myriad of possibilities, especially as learning innovations continue to occur. Debate Support The goal of school choice programs is to give parents more control over their child's education and to allow parents to pursue the most appropriate learning environments for children. For example, school choice may enable parents to choose a school that provides religious instruction, stronger discipline, better foundational skills (including reading, writing, mathematics, and science), everyday skills (from handling money to farming), or other desirable traits. Supporters of voucher models of school choice argue that choice creates competition between schools for students. Schools that fail to attract students can be closed. Advocates of school choice argue that this competition for students (and the dollars that come with them) create a catalyst for schools to create innovative programs, become more responsive to parental demands, and to increase student achievement. Caroline Hoxby suggests that this competition increases the productivity of a school. Hoxby describes a productive school as being one that produces high student achievement for each dollar spent. Others suggest that this competition gives parents more power to influence their child's school in the school marketplace. Parents and students become the consumers and schools must work to attract new students with new programs. Parents also have the ability to punish schools that they judge to be inferior by leaving the 'bad' school for a better, more highly ranked school. Parents look for schools that will advocate for the needs of their child and if the school does not meet the needs required for that child, parents have the choice to find a school that will be more suitable. This freedom to choose puts the consequences of good or bad choosing on the parents instead of the government. Another argument in favor of school choice is based on cost-effectiveness. Studies undertaken by the Cato Institute and other libertarian and conservative think tanks claim that privately run education both costs less and produces superior outcomes compared to public education. Others argue that since children from impoverished families almost exclusively attend D- or F-ranked public schools, school choice programs would give parents the power to opt their children out of poorly-performing schools assigned by zip code and seek better education elsewhere. Supporters say this would level the playing field by broadening opportunities for low-income students—particularly minorities—to attend high-quality schools that would otherwise be accessible only to higher-income families. Proponents also argue school choice programs improve mental health. One study found that states that adopted charter school laws experienced a decline in adolescent suicides, and that private schooling reduces the likelihood of adults reporting mental health issues. Its supporters also believe it can reduce the negative effects from bullying because families could choose to send their kids to a different school if they are experiencing bullying. The "Organisation Internationale pour le Droit à l'Education et la Liberté d'Enseignement (OIDEL)" -- () -- an international non-profit organization for the development of freedom of education, maintains that the right to education is a fundamental human right which cannot exist without the presence of State benefits and the protection of individual liberties. According to the organization, freedom of education notably implies the freedom for parents to choose a school for their children without discrimination on the basis of finances. To advance freedom of education, OIDEL promotes a greater parity between public and private schooling systems. The Walton Foundation has also held charter school investment conferences featuring Standard & Poor's, Piper Jaffray, Bank of America, and Wells Capital Management. Opposition Teachers' unions in the United States are very opposed to school choice. School choice measures are criticized as profiteering in an under-regulated environment. Charter authorization organizations have non-profit status; and contract with related for-profit entities with public funding. Reports indicate that charters create organizational arms that profit by charging high rent, and that while the facilities are used as schools, there are no property taxes. Public school entities are chiefly concerned that these school choice measures are taking funding away from public schools and therefore depleting their already strained resources. Other opponents of certain school choice policies (particularly vouchers) have cited the Establishment Clause and individual state Blaine amendments, which forbid, to one degree or another, the use of direct government aid to religiously affiliated entities. This is of particular concern in the voucher debate because voucher dollars are often spent at parochial schools. Some school choice measures are criticized by public school entities, organizations opposed to church-state entanglement, and self-identified liberal advocacy groups. Plaintiffs who have filed suit to challenge the constitutionality of state-sponsored school choice laws include school boards associations, public school districts, federations for teachers, associations of school business officials, unions for public school teachers, the American Civil Liberties Union, the Freedom From Religion Foundation, and People for the American Way. School choice has been criticized for aiming to privatize schooling. There is evidence that school choice programs reduce housing prices, and that they do so in high-performing districts more than in low-performing districts. International overview and major institutional options Belgium According to the OECD, the Flemish Community of Belgium has a high-performing education system as measured by PISA scores. Most private schools are considered "government-dependent" and subject to government targets and inspections. Schools are not allowed to select students based on results of admissions tests, performance, religious background, or gender. The Flemish education system benefits from the advantages of school choice, such as the choice between teaching styles and competition, while suffering from relatively high socio-economic segregation. Finland The basic compulsory educational system in Finland is the nine-year comprehensive school (Finnish peruskoulu, Swedish grundskola, "basic school"), for which school attendance is mandatory (homeschooling is allowed, but extremely rare). There are no so-called "gifted" programs. The more able children are expected to help those who are slower to catch on. France The French government subsidizes most private primary and secondary schools, including those affiliated with religious denominations, under contracts stipulating that education must follow the same curriculum as public schools and that schools cannot discriminate on grounds of religion or force pupils to attend religion classes. This system of école libre (Free Schooling) is mostly used not for religious reasons, but for practical reasons (private schools may offer more services, such as after-class tutoring) as well as the desire of parents living in disenfranchised areas to send their children away from the local schools, where they perceive that the youth are too prone to delinquency or have too many difficulties keeping up with schooling requirements that the educational content is bound to suffer. The threatened repealing of that status in the 1980s triggered mass street demonstrations (fr) in favor of the status. Sweden Sweden reformed its school system in 1992. Its system of school choice is one of the freest in the world, allowing students to use public funds for the publicly or privately run school of their choice, including religious and for-profit schools. Fifteen years after the reform, private school enrollment had increased from 1% to 10% of the student population. Chile In Chile, there is an extensive voucher system in which the state pays private and municipal schools directly, based on average attendance (90% of the country's students utilize such a system). The result has been a steady increase in the number and recruitment of private schools that show consistently better results in standardized testing than municipal schools. The reduction of students in municipal schools has gone from 78% of all students in 1981, to 57% in 1990, and to less than 50% in 2005. Regarding vouchers in Chile, researchers have found that when controls for the student's background (parental income and education) are introduced, the difference in performance between public and private subsectors is not significant. There is also greater variation within each subsector than between the two systems. United States A variety of forms of school choice exist in the United States. It is a highly debatable subject because some people wish to use taxpayer dollars in order to allow low-income students the choice of private schools by way of vouchers. Scholarship tax credits Scholarship tax credit programs currently exist in Alabama, Arizona, Florida, Georgia, Illinois, Iowa, Kansas, Louisiana, Minnesota, New Hampshire, Oklahoma, Pennsylvania, Rhode Island, and Virginia. Arizona has a well-known and fast-growing tax credit program. In the Arizona Individual Private School Tuition Tax Credit Program, in accordance with A.R.S. §43-1089 and §1089.03, individuals can claim up to $1,053 and couples filing joint returns can claim up to $2106 (for 2014, amounts are indexed annually). Nearly 24,000 children received scholarships in the 2011-2012 school year. Since the program has started in 1998, over 77,500 taxpayers have participated in the program, providing over $500 million in scholarship money for children at private schools across the state. The Arizona program was challenged in court in ACSTO v Winn by a group of state taxpayers on the grounds that the tax credit violated the First Amendment because the tuition grants could go to students who attend private schools with religious affiliations. The suit was initially brought against the state until the Arizona Christian School Tuition Organization (ACSTO), one of the largest School Tuition Organizations in the state, voluntarily stepped in to represent the defense with the help of the Alliance Defending Freedom (formerly Alliance Defense Fund).
California public school district to enroll students outside district lines. To participate in the program, district governing boards only need to declare themselves a District of Choice and set a quota for how many transfer students to accept to participate in the program. School districts cannot discriminate among students to enroll but can limit them through an unbiased lottery system. The program was created in response to several parents' concerns over the lack of choice of schools to enroll their children in. Currently 47 school districts and 10,000 students participate in the program, serving 5 percent of school districts and 0.2 percent of students in California. Education Savings Accounts This variant of school choice allows the parent to withdraw their child out of the public or charter school, and receive a direct deposit of public funds into a government-authorized savings account. These funds are often distributed in the form of a debit card that can be used to pay for various services, such as private school tuition and fees, online programs, private tutoring, community college costs, higher education services, and other approved learning materials and services. ESA’s also acquire the ability to pay for a combination of public school courses and private services. Tax credit/deduction for educational expenses Certain states allow parents to claim a tax credit or deduction as a means to provide relief for certain educational expenses. These can include private school tuition, textbooks, school supplies and equipment, tutoring, and transportation. Currently, Alabama, Illinois, Indiana, Iowa, Louisiana, Minnesota, and Wisconsin have such programs. Individual Tax Credit and Deduction Option This form of choice abates the income tax for parents, so approved educational expenses can be more economical. Approved educational expenses include private school tuition, supplies, computers, books, tutors, and transportation. Online Learning Online learning permits students to work with teachers and their courses over the internet. This can be used in cooperation with, or in place of traditional classroom instruction. The online learning can be also paid for by accessing ESA’s and vouchers. Customized Learning This form of tutelage is a student-tailored form of education. This form of instruction can have various combinations. For example, course choice programs, public school courses, and special education therapies can all be integrated into a student's curriculum. There are a myriad of possibilities, especially as learning innovations continue to occur. Debate Support The goal of school choice programs is to give parents more control over their child's education and to allow parents to pursue the most appropriate learning environments for children. For example, school choice may enable parents to choose a school that provides religious instruction, stronger discipline, better foundational skills (including reading, writing, mathematics, and science), everyday skills (from handling money to farming), or other desirable traits. Supporters of voucher models of school choice argue that choice creates competition between schools for students. Schools that fail to attract students can be closed. Advocates of school choice argue that this competition for students (and the dollars that come with them) create a catalyst for schools to create innovative programs, become more responsive to parental demands, and to increase student achievement. Caroline Hoxby suggests that this competition increases the productivity of a school. Hoxby describes a productive school as being one that produces high student achievement for each dollar spent. Others suggest that this competition gives parents more power to influence their child's school in the school marketplace. Parents and students become the consumers and schools must work to attract new students with new programs. Parents also have the ability to punish schools that they judge to be inferior by leaving the 'bad' school for a better, more highly ranked school. Parents look for schools that will advocate for the needs of their child and if the school does not meet the needs required for that child, parents have the choice to find a school that will be more suitable. This freedom to choose puts the consequences of good or bad choosing on the parents instead of the government. Another argument in favor of school choice is based on cost-effectiveness. Studies undertaken by the Cato Institute and other libertarian and conservative think tanks claim that privately run education both costs less and produces superior outcomes compared to public education. Others argue that since children from impoverished families almost exclusively attend D- or F-ranked public schools, school choice programs would give parents the power to opt their children out of poorly-performing schools assigned by zip code and seek better education elsewhere. Supporters say this would level the playing field by broadening opportunities for low-income students—particularly minorities—to attend high-quality schools that would otherwise be accessible only to higher-income families. Proponents also argue school choice programs improve mental health. One study found that states that adopted charter school laws experienced a decline in adolescent suicides, and that private schooling reduces the likelihood of adults reporting mental health issues. Its supporters also believe it can reduce the negative effects from bullying because families could choose to send their kids to a different school if they are experiencing bullying. The "Organisation Internationale pour le Droit à l'Education et la Liberté d'Enseignement (OIDEL)" -- () -- an international non-profit organization for the development of freedom of education, maintains that the right to education is a fundamental human right which cannot exist without the presence of State benefits and the protection of individual liberties. According to the organization, freedom of education notably implies the freedom for parents to choose a school for their children without discrimination on the basis of finances. To advance freedom of education, OIDEL promotes a greater parity between public and private schooling systems. The Walton Foundation has also held charter school investment conferences featuring Standard & Poor's, Piper Jaffray, Bank of America, and Wells Capital Management. Opposition Teachers' unions in the United States are very opposed to school choice. School choice measures are criticized as profiteering in an under-regulated environment. Charter authorization organizations have non-profit status; and contract with related for-profit entities with public funding. Reports indicate that charters create organizational arms that profit by charging high rent, and that while the facilities are used as schools, there are no property taxes. Public school entities are chiefly concerned that these school choice measures are taking funding away from public schools and therefore depleting their already strained resources. Other opponents of certain school choice policies (particularly vouchers) have cited the Establishment Clause and individual state Blaine amendments, which forbid, to one degree or another, the use of direct government aid to religiously affiliated entities. This is of particular concern in the voucher debate because voucher dollars are often spent at parochial schools. Some school choice measures are criticized by public school entities, organizations opposed to church-state entanglement, and self-identified liberal advocacy groups. Plaintiffs who have filed suit to challenge the constitutionality of state-sponsored school choice laws include school boards associations, public school districts, federations for teachers, associations of school business officials, unions for public school teachers, the American Civil Liberties Union, the Freedom From Religion Foundation, and People for the American Way. School choice has been criticized for aiming to privatize schooling. There is evidence that school choice programs reduce housing prices, and that they do so in high-performing districts more than in low-performing districts. International overview and major institutional options Belgium According to the OECD, the Flemish Community of Belgium has a high-performing education system as measured by PISA scores. Most private schools are considered "government-dependent" and subject to government targets and inspections. Schools are not allowed to select students based on results of admissions tests, performance, religious background, or gender. The Flemish education system benefits from the advantages of school choice, such as the choice between teaching styles and competition, while suffering from relatively high socio-economic segregation. Finland The basic compulsory educational system in Finland is the nine-year comprehensive school (Finnish peruskoulu, Swedish grundskola, "basic school"), for which school attendance is mandatory (homeschooling is allowed, but extremely rare). There are no so-called "gifted" programs. The more able children are expected to help those who are slower to catch on. France The French government subsidizes most private primary and secondary schools, including those affiliated with religious denominations, under contracts stipulating that education must follow the same curriculum as public schools and that schools cannot discriminate on grounds of religion or force pupils to attend religion classes. This system of école libre (Free Schooling) is mostly used not for religious reasons, but for practical reasons (private schools may offer more services, such as after-class tutoring) as well as the desire of parents living in disenfranchised areas to send their children away from the local schools, where they perceive that the youth are too prone to delinquency or have too many difficulties keeping up with schooling requirements that the educational content is bound to suffer. The threatened repealing of that status in the 1980s triggered mass street demonstrations (fr) in favor of the status. Sweden Sweden reformed its school system in 1992. Its system of school choice is one of the freest in the world, allowing students to use public funds for the publicly or privately run school of their choice, including religious and for-profit schools. Fifteen years after the reform, private school enrollment had increased from 1% to 10% of the student population. Chile In Chile, there is an extensive voucher system in which the state pays private and municipal schools directly, based on average attendance (90% of the country's students utilize such a system). The result has been a steady increase in the number and recruitment of private schools that show consistently better results in standardized testing than municipal schools. The reduction of students in municipal schools has gone from 78% of all students in 1981, to 57% in 1990, and to
of the Frontier sector in the basic rulebook were unexplored and undetailed, allowing the Gamemaster (called the "referee" in the game) to put whatever they wished there. Players could take on any number of possible roles in the setting but the default was to act as hired agents of the Pan Galactic corporation in exploring the Frontier and fighting the aggressive incursions of the alien and mysterious worm-like race known as the Sathar. Most published modules for the game followed these themes. Sapient races Dralasites are short, gray amoeboid-like creatures (they are actually multi-cellular unlike true amoebas) capable of changing their form to a limited extent by extending and retracting pseudopods. Lacking a digestive system, they consume their food by surrounding and absorbing it. A network of nerves and veins intersects at a Dralasite's two eye spots. They cannot see colors, but have a well-developed sense of smell. They have a sense of humor that the other races often find strange or quirky, and a love of bad puns. Humans are a race of beings virtually identical to Earthly humans but with 200-year lifespan (possibly due to the advanced technology of the setting). Vrusk are an insectoid race with eight walking legs and two five-clawed manipulating arms. Their ant-like heads included two antennae and two mandibles. They are omnivorous. They are noted for their logical minds and their society is structured as commercial ventures. Many Vrusk give their company name before their given name. The Yazirian race are anthropoids similar to various terrestrial apes. They are muzzled, lightly furred, and have patagia stretching between their arms and legs which they can use to glide over short distances in low gravity (their home worlds are all low-gravity). They are descended from a nocturnal species, and prefer to wear tinted goggles to protect their eyesight during the day. They are said to be rather violent and pushy, and have a custom to choose a "life-enemy", which could be anything; a company, person, or a concept. The fictional species was rehashed as Shadow People in TSR's later Dragonlance series of campaign modules and also as the Hadozee race presented first in Spelljammer and secondly in Stormwrack. Yazirians share several points with the High Martians of GDW's later Space: 1889 RPG. Yazirians, like Wookiees in Star Wars and certain game depictions of fantasy Barbarians, have a "battle rage" or a berserker state of mind. These races were altered heavily and reused in TSR's Spelljammer, and were later loosely republished for d20 Future by Wizards of the Coast. The Sathar are a race of mysterious, worm-like beings who are the enemies of the UPF (they are not intended to be used as a player race). They have wormlike bodies of 3 to 4 meters in length with two tentacular arms that end in fine tentacles for manipulation and two tentacles that end in paddles that can be used for heavy lifting (including acting as "legs", lifting the front of the creature off the ground in a humanoid-like stance). Their eyes have two pupils each, giving them good peripheral vision. The races of the Frontier know little about them other than their basic anatomy and the fact that they are hostile, as no live Sathar has ever been captured. Some of the behaviors and motives of the Sathar were revealed in the printed adventures for the game, and adventures commonly featured mercenaries working for the Sathar to undermine the UPF as villains. There are also other non-player races in the Star Frontiers universe, including many in the printed modules, but these five are the only races who developed space drive technology within the Frontier. Several new player races appeared in a late addition to the line, Zebulon's Guide to Frontier Space, and include the Humma (which resemble kangaroos), Ifshnit (akin to dwarves), Osakar (lanky, parthenogenic quadrupeds) and Mechanons (intelligent robots). Game mechanics The game was a percentile-based system and used only 10-sided dice (d10). Characters had attributes rated from 1-100 (usually in the 25-75 range) which could be rolled against for raw-attribute actions such as lifting items or getting out of the way of falling rocks. There were eight attributes that were paired together (and shared the same rating to begin with)—Strength/Stamina, Dexterity/Reaction Speed, Intuition/Logic, and Personality/Leadership. Characters also each had a Primary Skill Area (PSA—Military, Technological, or Biosocial) which allowed them to buy skills that fell into their PSA at a discount. Skills were rated from 1–6 and usually consisted of a set of subskills that gave a chance for accomplishing a particular action as a base percentage plus a 10% bonus for each skill level the character had in the skill. Weapon skills were based on the character's relevant attribute (Dexterity or Strength) but other skills
A previously undiscovered quirk of the laws of physics allows starships to jump to "The Void", a hyperspatial realm that greatly shortens the travel times between inhabited worlds, once they reach 1% of the speed of light (3,000 km/s). The basic game setting was an area known as "The Frontier Sector" where four sentient races (Dralasite, Humans, Vrusk, and Yazirian) had met and formed the United Planetary Federation (UPF). The original homeworlds of the Dralasites, Humans, and Vrusk were never detailed in the setting and it is possible that they no longer existed. A large number of the star systems shown on the map of the Frontier sector in the basic rulebook were unexplored and undetailed, allowing the Gamemaster (called the "referee" in the game) to put whatever they wished there. Players could take on any number of possible roles in the setting but the default was to act as hired agents of the Pan Galactic corporation in exploring the Frontier and fighting the aggressive incursions of the alien and mysterious worm-like race known as the Sathar. Most published modules for the game followed these themes. Sapient races Dralasites are short, gray amoeboid-like creatures (they are actually multi-cellular unlike true amoebas) capable of changing their form to a limited extent by extending and retracting pseudopods. Lacking a digestive system, they consume their food by surrounding and absorbing it. A network of nerves and veins intersects at a Dralasite's two eye spots. They cannot see colors, but have a well-developed sense of smell. They have a sense of humor that the other races often find strange or quirky, and a love of bad puns. Humans are a race of beings virtually identical to Earthly humans but with 200-year lifespan (possibly due to the advanced technology of the setting). Vrusk are an insectoid race with eight walking legs and two five-clawed manipulating arms. Their ant-like heads included two antennae and two mandibles. They are omnivorous. They are noted for their logical minds and their society is structured as commercial ventures. Many Vrusk give their company name before their given name. The Yazirian race are anthropoids similar to various terrestrial apes. They are muzzled, lightly furred, and have patagia stretching between their arms and legs which they can use to glide over short distances in low gravity (their home worlds are all low-gravity). They are descended from a nocturnal species, and prefer to wear tinted goggles to protect their eyesight during the day. They are said to be rather violent and pushy, and have a custom to choose a "life-enemy", which could be anything; a company, person, or a concept. The fictional species was rehashed as Shadow People in TSR's later Dragonlance series of campaign modules and also as the Hadozee race presented first in Spelljammer and secondly in Stormwrack. Yazirians share several points with the High Martians of GDW's later Space: 1889 RPG. Yazirians, like Wookiees in Star Wars and certain game depictions of fantasy Barbarians, have a "battle rage" or a berserker state of mind. These races were altered heavily and reused in TSR's Spelljammer, and were later loosely republished for d20 Future by Wizards of the Coast. The Sathar are a race of mysterious, worm-like beings who are the enemies of the UPF (they are not intended to be used as a player race). They have wormlike bodies of 3 to 4 meters in length with two tentacular arms that end in fine tentacles for manipulation and two tentacles that end in paddles that can be used for heavy lifting (including acting as "legs", lifting the front of the creature off the ground in a humanoid-like stance). Their eyes have two pupils each, giving them good peripheral vision. The races of the Frontier know little about them other than their basic anatomy and the fact that they are hostile, as no live Sathar has ever been captured. Some of the behaviors and motives of the Sathar were revealed in the printed adventures for the game, and adventures commonly featured mercenaries working for the Sathar to undermine the UPF as villains. There are also other non-player races in the Star Frontiers universe, including many in the printed modules, but these five are the only races who developed space drive technology within the Frontier. Several new player races appeared in a late addition to the line, Zebulon's Guide to Frontier Space, and include the Humma (which resemble kangaroos), Ifshnit (akin to dwarves), Osakar (lanky, parthenogenic quadrupeds) and Mechanons (intelligent robots). Game mechanics The game was a percentile-based system and used only 10-sided dice (d10). Characters had attributes rated from 1-100 (usually in the 25-75 range) which could be rolled against for raw-attribute actions such as lifting items or getting out of the way of falling rocks. There were eight attributes that were paired together (and shared the same rating to begin with)—Strength/Stamina, Dexterity/Reaction Speed, Intuition/Logic, and Personality/Leadership. Characters also each had a Primary Skill Area (PSA—Military, Technological, or Biosocial) which allowed them to buy skills that fell into their PSA at a discount. Skills were rated from 1–6 and usually consisted of a set of subskills that gave a chance for accomplishing a particular action as a base percentage plus a 10% bonus for each skill level the character had in the skill. Weapon skills were based
of view and demonstrated how apparently different social organizations were different permutations of a few basic kinship structures. In the late 1950s, he published Structural Anthropology, a collection of essays outlining his program for structuralism. Lacan and Piaget Blending Freud and Saussure, French (post)structuralist Jacques Lacan applied structuralism to psychoanalysis. Similarly, Jean Piaget applied structuralism to the study of psychology, though in a different way. Piaget, who would better define himself as constructivist, considered structuralism as "a method and not a doctrine," because, for him, "there exists no structure without a construction, abstract or genetic." 'Third order' Proponents of structuralism argue that a specific domain of culture may be understood by means of a structure that is modelled on language and is distinct both from the organizations of reality and those of ideas, or the imagination—the "third order." In Lacan's psychoanalytic theory, for example, the structural order of "the Symbolic" is distinguished both from "the Real" and "the Imaginary;" similarly, in Althusser's Marxist theory, the structural order of the capitalist mode of production is distinct both from the actual, real agents involved in its relations and from the ideological forms in which those relations are understood. Althusser Although French theorist Louis Althusser is often associated with structural social analysis, which helped give rise to "structural Marxism," such association was contested by Althusser himself in the Italian foreword to the second edition of Reading Capital. In this foreword Althusser states the following: Despite the precautions we took to distinguish ourselves from the 'structuralist' ideology…, despite the decisive intervention of categories foreign to 'structuralism'…, the terminology we employed was too close in many respects to the 'structuralist' terminology not to give rise to an ambiguity. With a very few exceptions…our interpretation of Marx has generally been recognized and judged, in homage to the current fashion, as 'structuralist'.… We believe that despite the terminological ambiguity, the profound tendency of our texts was not attached to the 'structuralist' ideology. Assiter In a later development, feminist theorist Alison Assiter enumerated four ideas common to the various forms of structuralism: a structure determines the position of each element of a whole; every system has a structure; structural laws deal with co-existence rather than change; and structures are the "real things" that lie beneath the surface or the appearance of meaning. In linguistics In Ferdinand de Saussure's Course in General Linguistics, the analysis focuses not on the use of language (parole, 'speech'), but rather on the underlying system of language (langue). This approach examines how the elements of language relate to each other in the present, synchronically rather than diachronically. Saussure argued that linguistic signs were composed of two parts: a signifiant ('signifier'): the "sound pattern" of a word, either in mental projection—e.g., as when one silently recites lines from signage, a poem to one's self—or in actual, any kind of text, physical realization as part of a speech act. a signifié '(signified'): the concept or meaning of the word. This differed from previous approaches that focused on the relationship between words and the things in the world that they designate. Although not fully developed by Saussure, other key notions in structural linguistics can be found in structural "idealism." A structural idealism is a class of linguistic units (lexemes, morphemes, or even constructions) that are possible in a certain position in a given syntagm, or linguistic environment (such as a given sentence). The different functional role of each of these members of the paradigm is called 'value' (French: ). Prague School In France, Antoine Meillet and Émile Benveniste continued Saussure's project, and members of the Prague school of linguistics such as Roman Jakobson and Nikolai Trubetzkoy conducted influential research. The clearest and most important example of Prague school structuralism lies in phonemics. Rather than simply compiling a list of which sounds occur in a language, the Prague school examined how they were related. They determined that the inventory of sounds in a language could be analysed as a series of contrasts. Thus, in English, the sounds /p/ and /b/ represent distinct phonemes because there are cases (minimal pairs) where the contrast between the two is the only difference between two distinct words (e.g. 'pat' and 'bat'). Analyzing sounds in terms of contrastive features also opens up comparative scope—for instance, it makes clear the difficulty Japanese speakers have differentiating /r/ and /l/ in English and other languages is because these sounds are not contrastive in Japanese. Phonology would become the paradigmatic basis for structuralism in a number of different fields. Based on the Prague school concept, André Martinet in France, J. R. Firth in the UK and Louis Hjelmslev in Denmark developed their own versions of structural and functional linguistics. In anthropology According to structural theory in anthropology and social anthropology, meaning is produced and reproduced within a culture through various practices, phenomena, and activities that serve as systems of signification. A structuralist approach may study activities as diverse as food-preparation and serving rituals, religious rites, games, literary and non-literary texts, and other forms of entertainment to discover the deep structures by which meaning is produced and reproduced within the culture. For example, Lévi-Strauss analysed in the 1950s cultural phenomena including mythology, kinship (the alliance theory and the incest taboo), and food preparation. In addition to these studies, he produced more linguistically-focused writings in which he applied Saussure's distinction between langue and parole in his search for the fundamental structures of the human mind, arguing that the structures that form the "deep grammar" of society originate in the mind and operate in people unconsciously. Lévi-Strauss took inspiration from mathematics. Another concept used in structural anthropology came from the Prague school of linguistics, where Roman Jakobson and others analysed sounds based on the presence or absence of certain features (e.g., voiceless vs. voiced). Lévi-Strauss included this in his conceptualization of the universal structures of the mind, which he held to operate based on pairs of binary oppositions such as hot-cold, male-female, culture-nature, cooked-raw, or marriageable vs. tabooed women. A third influence came from Marcel Mauss (1872–1950), who had written on gift-exchange systems. Based on Mauss, for instance, Lévi-Strauss argued an alliance theory—that kinship systems are based on the exchange of women between groups—as opposed to the 'descent'-based theory described by Edward Evans-Pritchard and Meyer Fortes. While replacing Mauss at his Ecole Pratique des Hautes Etudes chair, the writings of Lévi-Strauss became widely popular in the 1960s and 1970s and gave rise to the term "structuralism" itself. In Britain, authors such as Rodney Needham and Edmund Leach were highly influenced by structuralism. Authors such as Maurice Godelier and Emmanuel Terray combined Marxism with structural anthropology in France. In the United States, authors such as Marshall Sahlins and James Boon built on structuralism to provide their own analysis of human society. Structural anthropology fell out of favour in the early 1980s for a number of reasons. D'Andrade suggests that this was because it made unverifiable assumptions about the universal structures of the human mind. Authors such as Eric Wolf argued that political economy and colonialism should be at the forefront of anthropology. More generally, criticisms of structuralism by Pierre Bourdieu led to a concern with how cultural and social structures were changed by human agency and practice, a trend which Sherry Ortner has referred to as 'practice theory'. One example is Douglas E. Foley's Learning Capitalist Culture (2010), in which he applied a mixture of structural and Marxist theories to his ethnographic fieldwork among high school students in Texas. Foley analyzed how they reach a shared goal through the lens of social solidarity when he observed "Mexicanos" and "Anglo-Americans" come together on the same football team to defeat the school's rivals. However, he also continually applies a marxist lens and states that he," wanted to wow peers with a new cultural marxist theory of schooling." Some anthropological theorists, however, while finding considerable fault with Lévi-Strauss's version of structuralism, did not turn away from a fundamental structural basis for human
/p/ and /b/ represent distinct phonemes because there are cases (minimal pairs) where the contrast between the two is the only difference between two distinct words (e.g. 'pat' and 'bat'). Analyzing sounds in terms of contrastive features also opens up comparative scope—for instance, it makes clear the difficulty Japanese speakers have differentiating /r/ and /l/ in English and other languages is because these sounds are not contrastive in Japanese. Phonology would become the paradigmatic basis for structuralism in a number of different fields. Based on the Prague school concept, André Martinet in France, J. R. Firth in the UK and Louis Hjelmslev in Denmark developed their own versions of structural and functional linguistics. In anthropology According to structural theory in anthropology and social anthropology, meaning is produced and reproduced within a culture through various practices, phenomena, and activities that serve as systems of signification. A structuralist approach may study activities as diverse as food-preparation and serving rituals, religious rites, games, literary and non-literary texts, and other forms of entertainment to discover the deep structures by which meaning is produced and reproduced within the culture. For example, Lévi-Strauss analysed in the 1950s cultural phenomena including mythology, kinship (the alliance theory and the incest taboo), and food preparation. In addition to these studies, he produced more linguistically-focused writings in which he applied Saussure's distinction between langue and parole in his search for the fundamental structures of the human mind, arguing that the structures that form the "deep grammar" of society originate in the mind and operate in people unconsciously. Lévi-Strauss took inspiration from mathematics. Another concept used in structural anthropology came from the Prague school of linguistics, where Roman Jakobson and others analysed sounds based on the presence or absence of certain features (e.g., voiceless vs. voiced). Lévi-Strauss included this in his conceptualization of the universal structures of the mind, which he held to operate based on pairs of binary oppositions such as hot-cold, male-female, culture-nature, cooked-raw, or marriageable vs. tabooed women. A third influence came from Marcel Mauss (1872–1950), who had written on gift-exchange systems. Based on Mauss, for instance, Lévi-Strauss argued an alliance theory—that kinship systems are based on the exchange of women between groups—as opposed to the 'descent'-based theory described by Edward Evans-Pritchard and Meyer Fortes. While replacing Mauss at his Ecole Pratique des Hautes Etudes chair, the writings of Lévi-Strauss became widely popular in the 1960s and 1970s and gave rise to the term "structuralism" itself. In Britain, authors such as Rodney Needham and Edmund Leach were highly influenced by structuralism. Authors such as Maurice Godelier and Emmanuel Terray combined Marxism with structural anthropology in France. In the United States, authors such as Marshall Sahlins and James Boon built on structuralism to provide their own analysis of human society. Structural anthropology fell out of favour in the early 1980s for a number of reasons. D'Andrade suggests that this was because it made unverifiable assumptions about the universal structures of the human mind. Authors such as Eric Wolf argued that political economy and colonialism should be at the forefront of anthropology. More generally, criticisms of structuralism by Pierre Bourdieu led to a concern with how cultural and social structures were changed by human agency and practice, a trend which Sherry Ortner has referred to as 'practice theory'. One example is Douglas E. Foley's Learning Capitalist Culture (2010), in which he applied a mixture of structural and Marxist theories to his ethnographic fieldwork among high school students in Texas. Foley analyzed how they reach a shared goal through the lens of social solidarity when he observed "Mexicanos" and "Anglo-Americans" come together on the same football team to defeat the school's rivals. However, he also continually applies a marxist lens and states that he," wanted to wow peers with a new cultural marxist theory of schooling." Some anthropological theorists, however, while finding considerable fault with Lévi-Strauss's version of structuralism, did not turn away from a fundamental structural basis for human culture. The Biogenetic Structuralism group for instance argued that some kind of structural foundation for culture must exist because all humans inherit the same system of brain structures. They proposed a kind of neuroanthropology which would lay the foundations for a more complete scientific account of cultural similarity and variation by requiring an integration of cultural anthropology and neuroscience—a program that theorists such as Victor Turner also embraced. In literary criticism and theory In literary theory, structuralist criticism relates literary texts to a larger structure, which may be a particular genre, a range of intertextual connections, a model of a universal narrative structure, or a system of recurrent patterns or motifs. The field of structuralist semiotics argues that there must be a structure in every text, which explains why it is easier for experienced readers than for non-experienced readers to interpret a text. Everything that is written seems to be governed by rules, or "grammar of literature", that one learns in educational institutions and that are to be unmasked. A potential problem for a structuralist interpretation is that it can be highly reductive; as scholar Catherine Belsey puts it: "the structuralist danger of collapsing all difference." An example of such a reading might be if a student concludes the authors of West Side Story did not write anything "really" new, because their work has the same structure as Shakespeare's Romeo and Juliet. In both texts a girl and a boy fall in love (a "formula" with a symbolic operator between them would be "Boy + Girl") despite the fact that they belong to two groups that hate each other ("Boy's Group - Girl's Group" or "Opposing forces") and conflict is resolved by their deaths. Structuralist readings focus on how the structures of the single text resolve inherent narrative tensions. If a structuralist reading focuses on multiple texts, there must be some way in which those texts unify themselves into a coherent system. The versatility of structuralism is such that a literary critic could make the same claim about a story of two friendly families ("Boy's Family + Girl's Family") that arrange a marriage between their children despite the fact that the children hate each other ("Boy - Girl") and then the children commit suicide to escape the arranged marriage; the justification is that the second story's structure is an 'inversion' of the first story's structure: the relationship between the values of love and the two pairs of parties involved have been reversed. Structuralist literary criticism argues that the "literary banter of a text" can lie only in new structure, rather than in the specifics of character development and voice in which that structure is expressed. Literary structuralism often follows the lead of Vladimir Propp, Algirdas Julien Greimas, and Claude Lévi-Strauss in seeking out basic deep elements in stories, myths, and more recently, anecdotes, which are combined in various ways to produce the many versions of the ur-story or ur-myth. There is considerable similarity between structural literary theory and Northrop Frye's archetypal criticism, which is also indebted to the anthropological study of myths. Some critics have also tried to apply the theory to individual works, but the effort to find unique structures in individual literary works runs counter to the structuralist program and has an affinity with New Criticism. In economics Structuralist economics is an approach to economics that emphasizes the importance of taking into account structural features (typically) when undertaking economic analysis. The approach originated with the work of the Economic Commission for Latin America (ECLA or CEPAL) and is primarily associated with its director Raúl Prebisch and Brazilian economist Celso
of the development effort, systems engineering helps mold all the technical contributors into a unified team effort, forming a structured development process that proceeds from concept to production to operation and, in some cases, to termination and disposal. In an acquisition, the holistic integrative discipline combines contributions and balances tradeoffs among cost, schedule, and performance while maintaining an acceptable level of risk covering the entire life cycle of the item. This perspective is often replicated in educational programs, in that systems engineering courses are taught by faculty from other engineering departments, which helps create an interdisciplinary environment. Managing complexity The need for systems engineering arose with the increase in complexity of systems and projects, in turn exponentially increasing the possibility of component friction, and therefore the unreliability of the design. When speaking in this context, complexity incorporates not only engineering systems, but also the logical human organization of data. At the same time, a system can become more complex due to an increase in size as well as with an increase in the amount of data, variables, or the number of fields that are involved in the design. The International Space Station is an example of such a system. The development of smarter control algorithms, microprocessor design, and analysis of environmental systems also come within the purview of systems engineering. Systems engineering encourages the use of tools and methods to better comprehend and manage complexity in systems. Some examples of these tools can be seen here: System architecture, System model, Modeling, and Simulation, Optimization, System dynamics, Systems analysis, Statistical analysis, Reliability analysis, and Decision making Taking an interdisciplinary approach to engineering systems is inherently complex since the behavior of and interaction among system components is not always immediately well defined or understood. Defining and characterizing such systems and subsystems and the interactions among them is one of the goals of systems engineering. In doing so, the gap that exists between informal requirements from users, operators, marketing organizations, and technical specifications is successfully bridged. Scope One way to understand the motivation behind systems engineering is to see it as a method, or practice, to identify and improve common rules that exist within a wide variety of systems. Keeping this in mind, the principles of systems engineering – holism, emergent behavior, boundary, et al. – can be applied to any system, complex or otherwise, provided systems thinking is employed at all levels. Besides defense and aerospace, many information and technology based companies, software development firms, and industries in the field of electronics & communications require systems engineers as part of their team. An analysis by the INCOSE Systems Engineering center of excellence (SECOE) indicates that optimal effort spent on systems engineering is about 15–20% of the total project effort. At the same time, studies have shown that systems engineering essentially leads to reduction in costs among other benefits. However, no quantitative survey at a larger scale encompassing a wide variety of industries has been conducted until recently. Such studies are underway to determine the effectiveness and quantify the benefits of systems engineering. Systems engineering encourages the use of modeling and simulation to validate assumptions or theories on systems and the interactions within them. Use of methods that allow early detection of possible failures, in safety engineering, are integrated into the design process. At the same time, decisions made at the beginning of a project whose consequences are not clearly understood can have enormous implications later in the life of a system, and it is the task of the modern systems engineer to explore these issues and make critical decisions. No method guarantees today's decisions will still be valid when a system goes into service years or decades after first conceived. However, there are techniques that support the process of systems engineering. Examples include soft systems methodology, Jay Wright Forrester's System dynamics method, and the Unified Modeling Language (UML)—all currently being explored, evaluated, and developed to support the engineering decision process. Education Education in systems engineering is often seen as an extension to the regular engineering courses, reflecting the industry attitude that engineering students need a foundational background in one of the traditional engineering disciplines (e.g., aerospace engineering, civil engineering, electrical engineering, mechanical engineering, manufacturing engineering, industrial engineering, chemical engineering)—plus practical, real-world experience to be effective as systems engineers. Undergraduate university programs explicitly in systems engineering are growing in number but remain uncommon, the degrees including such material most often presented as a BS in Industrial Engineering. Typically programs (either by themselves or in combination with interdisciplinary study) are offered beginning at the graduate level in both academic and professional tracks, resulting in the grant of either a MS/MEng or Ph.D./EngD degree. INCOSE, in collaboration with the Systems Engineering Research Center at Stevens Institute of Technology maintains a regularly updated directory of worldwide academic programs at suitably accredited institutions. As of 2017, it lists over 140 universities in North America offering more than 400 undergraduate and graduate programs in systems engineering. Widespread institutional acknowledgment of the field as a distinct subdiscipline is quite recent; the 2009 edition of the same publication reported the number of such schools and programs at only 80 and 165, respectively. Education in systems engineering can be taken as Systems-centric or Domain-centric: Systems-centric programs treat systems engineering as a separate discipline and most of the courses are taught focusing on systems engineering principles and practice. Domain-centric programs offer systems engineering as an option that can be exercised with another major field in engineering. Both of these patterns strive to educate the systems engineer who is able to oversee interdisciplinary projects with the depth required of a core-engineer. Systems engineering topics Systems engineering tools are strategies, procedures, and techniques that aid in performing systems engineering on a project or product. The purpose of these tools vary from database management, graphical browsing, simulation, and reasoning, to document production, neutral import/export and more. System There are many definitions of what a system is in the field of systems engineering. Below are a few authoritative definitions: ANSI/EIA-632-1999: "An aggregation of end products and enabling products to achieve a given purpose." DAU Systems Engineering Fundamentals: "an integrated composite of people, products, and processes that provide a capability to satisfy a stated need or objective." IEEE Std 1220-1998: "A set or arrangement of elements and processes that are related and whose behavior satisfies customer/operational needs and provides for life cycle sustainment of the products." INCOSE Systems Engineering Handbook: "homogeneous entity that exhibits predefined behavior in the real world and is composed of heterogeneous parts that do not individually exhibit that behavior and an integrated configuration of components and/or subsystems." INCOSE: "A system is a construct or collection of different elements that together produce results not obtainable by the elements alone. The elements, or parts, can include people, hardware, software, facilities, policies, and documents; that is, all things required to produce systems-level results. The results include system level qualities, properties, characteristics, functions, behavior and performance. The value added by the system as a whole, beyond that contributed independently by the parts, is primarily created by the relationship among the parts; that is, how they are interconnected." ISO/IEC 15288:2008: "A combination of interacting elements organized to achieve one or more stated purposes." NASA Systems Engineering Handbook: "(1) The combination of elements that function together to produce the capability to meet a need. The elements include all hardware, software, equipment, facilities, personnel, processes, and procedures needed for this purpose. (2) The end product (which performs operational functions) and enabling products (which provide life-cycle support services to the operational end products) that make up a system." Systems engineering processes Systems engineering processes encompass all creative, manual and technical activities necessary to define the product and which need to be carried out to convert a system definition to a sufficiently detailed system design specification for product manufacture and deployment. Design and development of a system can be divided into four stages, each with different definitions: task definition (informative definition), conceptual stage (cardinal definition), design stage (formative definition), and implementation stage (manufacturing definition). Depending on their application, tools are used for various stages of the systems engineering process: Using models Models play important and diverse roles in systems engineering. A model can be defined in several ways, including: An abstraction of reality designed to answer specific questions about the real world An imitation, analogue, or representation of a real world process or structure; or A conceptual, mathematical, or physical tool to assist a decision maker. Together, these definitions are broad enough to encompass physical engineering models used in the verification of a system design, as well as schematic models like a functional flow block diagram and mathematical (i.e., quantitative) models used in the trade study process. This section focuses on the last. The main reason for using mathematical models and diagrams in trade studies is to provide estimates of system effectiveness, performance or technical attributes, and cost from a set of known or estimable quantities. Typically, a collection of separate models is needed to provide all of these outcome variables. The heart of any mathematical model is a set of meaningful quantitative relationships among its inputs and outputs. These relationships can be as simple as adding up constituent quantities to obtain a total, or as complex as a set of differential equations describing the trajectory of a spacecraft in a gravitational field. Ideally, the relationships express causality, not just correlation. Furthermore, key to successful systems engineering activities are also the methods with which these models are efficiently and effectively managed and used to simulate the systems. However, diverse domains often present recurring problems of modeling and simulation for systems engineering, and new advancements are aiming to crossfertilize methods among distinct scientific and engineering communities, under the title of 'Modeling & Simulation-based Systems Engineering'. Modeling formalisms and graphical representations Initially, when the primary purpose of a systems engineer is to comprehend a complex problem, graphic representations of a system are used to communicate a system's functional and data requirements. Common graphical representations include: Functional flow block diagram (FFBD) Model-based design Data flow diagram (DFD) N2 chart IDEF0 diagram Use case diagram Sequence diagram Block diagram Signal-flow graph USL function maps and type maps Enterprise architecture frameworks A graphical representation relates the various subsystems or parts of a system through functions, data, or interfaces. Any or each of the above methods are used in an industry based on its requirements. For instance, the N2 chart may be used where interfaces between systems is important. Part of the design phase is to create structural and behavioral models of the system. Once the requirements are understood, it is now the responsibility of a systems engineer to refine them, and to determine, along with other engineers, the best technology for a job. At this point starting with a trade study, systems engineering encourages the use of weighted choices to determine the best option. A decision matrix, or Pugh method, is one way (QFD is another) to make this choice while considering all criteria that are important. The trade study in turn informs the design, which again affects graphic representations of the system (without changing the requirements). In an SE process, this stage represents the iterative step that is carried out until a feasible solution is found. A decision matrix is often populated using techniques such as statistical analysis, reliability analysis, system dynamics (feedback control), and optimization methods. Other tools Systems Modeling Language (SysML), a modeling language used for systems engineering applications, supports the specification, analysis,
Engineering Management Process. Within Oliver's model, the goal of the Management Process is to organize the technical effort in the lifecycle, while the Technical Process includes assessing available information, defining effectiveness measures, to create a behavior model, create a structure model, perform trade-off analysis, and create sequential build & test plan. Depending on their application, although there are several models that are used in the industry, all of them aim to identify the relation between the various stages mentioned above and incorporate feedback. Examples of such models include the Waterfall model and the VEE model (also called the V model). Interdisciplinary field System development often requires contribution from diverse technical disciplines. By providing a systems (holistic) view of the development effort, systems engineering helps mold all the technical contributors into a unified team effort, forming a structured development process that proceeds from concept to production to operation and, in some cases, to termination and disposal. In an acquisition, the holistic integrative discipline combines contributions and balances tradeoffs among cost, schedule, and performance while maintaining an acceptable level of risk covering the entire life cycle of the item. This perspective is often replicated in educational programs, in that systems engineering courses are taught by faculty from other engineering departments, which helps create an interdisciplinary environment. Managing complexity The need for systems engineering arose with the increase in complexity of systems and projects, in turn exponentially increasing the possibility of component friction, and therefore the unreliability of the design. When speaking in this context, complexity incorporates not only engineering systems, but also the logical human organization of data. At the same time, a system can become more complex due to an increase in size as well as with an increase in the amount of data, variables, or the number of fields that are involved in the design. The International Space Station is an example of such a system. The development of smarter control algorithms, microprocessor design, and analysis of environmental systems also come within the purview of systems engineering. Systems engineering encourages the use of tools and methods to better comprehend and manage complexity in systems. Some examples of these tools can be seen here: System architecture, System model, Modeling, and Simulation, Optimization, System dynamics, Systems analysis, Statistical analysis, Reliability analysis, and Decision making Taking an interdisciplinary approach to engineering systems is inherently complex since the behavior of and interaction among system components is not always immediately well defined or understood. Defining and characterizing such systems and subsystems and the interactions among them is one of the goals of systems engineering. In doing so, the gap that exists between informal requirements from users, operators, marketing organizations, and technical specifications is successfully bridged. Scope One way to understand the motivation behind systems engineering is to see it as a method, or practice, to identify and improve common rules that exist within a wide variety of systems. Keeping this in mind, the principles of systems engineering – holism, emergent behavior, boundary, et al. – can be applied to any system, complex or otherwise, provided systems thinking is employed at all levels. Besides defense and aerospace, many information and technology based companies, software development firms, and industries in the field of electronics & communications require systems engineers as part of their team. An analysis by the INCOSE Systems Engineering center of excellence (SECOE) indicates that optimal effort spent on systems engineering is about 15–20% of the total project effort. At the same time, studies have shown that systems engineering essentially leads to reduction in costs among other benefits. However, no quantitative survey at a larger scale encompassing a wide variety of industries has been conducted until recently. Such studies are underway to determine the effectiveness and quantify the benefits of systems engineering. Systems engineering encourages the use of modeling and simulation to validate assumptions or theories on systems and the interactions within them. Use of methods that allow early detection of possible failures, in safety engineering, are integrated into the design process. At the same time, decisions made at the beginning of a project whose consequences are not clearly understood can have enormous implications later in the life of a system, and it is the task of the modern systems engineer to explore these issues and make critical decisions. No method guarantees today's decisions will still be valid when a system goes into service years or decades after first conceived. However, there are techniques that support the process of systems engineering. Examples include soft systems methodology, Jay Wright Forrester's System dynamics method, and the Unified Modeling Language (UML)—all currently being explored, evaluated, and developed to support the engineering decision process. Education Education in systems engineering is often seen as an extension to the regular engineering courses, reflecting the industry attitude that engineering students need a foundational background in one of the traditional engineering disciplines (e.g., aerospace engineering, civil engineering, electrical engineering, mechanical engineering, manufacturing engineering, industrial engineering, chemical engineering)—plus practical, real-world experience to be effective as systems engineers. Undergraduate university programs explicitly in systems engineering are growing in number but remain uncommon, the degrees including such material most often presented as a BS in Industrial Engineering. Typically programs (either by themselves or in combination with interdisciplinary study) are offered beginning at the graduate level in both academic and professional tracks, resulting in the grant of either a MS/MEng or Ph.D./EngD degree. INCOSE, in collaboration with the Systems Engineering Research Center at Stevens Institute of Technology maintains a regularly updated directory of worldwide academic programs at suitably accredited institutions. As of 2017, it lists over 140 universities in North America offering more than 400 undergraduate and graduate programs in systems engineering. Widespread institutional acknowledgment of the field as a distinct subdiscipline is quite recent; the 2009 edition of the same publication reported the number of such schools and programs at only 80 and 165, respectively. Education in systems engineering can be taken as Systems-centric or Domain-centric: Systems-centric programs treat systems engineering as a separate discipline and most of the courses are taught focusing on systems engineering principles and practice. Domain-centric programs offer systems engineering as an option that can be exercised with another major field in engineering. Both of these patterns strive to educate the systems engineer who is able to oversee interdisciplinary projects with the depth required of a core-engineer. Systems engineering topics Systems engineering tools are strategies, procedures, and techniques that aid in performing systems engineering on a project or product. The purpose of these tools vary from database management, graphical browsing, simulation, and reasoning, to document production, neutral import/export and more. System There are many definitions of what a system is in the field of systems engineering. Below are a few authoritative definitions: ANSI/EIA-632-1999: "An aggregation of end products and enabling products to achieve a given purpose." DAU Systems Engineering Fundamentals: "an integrated composite of people, products, and processes that provide a capability to satisfy a stated need or objective." IEEE Std 1220-1998: "A set or arrangement of elements and processes that are related and whose behavior satisfies customer/operational needs and provides for life cycle sustainment of the products." INCOSE Systems Engineering Handbook: "homogeneous entity that exhibits predefined behavior in the real world and is composed of heterogeneous parts that do not individually exhibit that behavior and an integrated configuration of components and/or subsystems." INCOSE: "A system is a construct or collection of different elements that together produce results not obtainable by the elements alone. The elements, or parts, can include people, hardware, software, facilities, policies, and documents; that is, all things required to produce systems-level results. The results include system level qualities, properties, characteristics, functions, behavior and performance. The value added by the system as a whole, beyond that contributed independently by the parts, is primarily created by the relationship among the parts; that is, how they are interconnected." ISO/IEC 15288:2008: "A combination of interacting elements organized to achieve one or more stated purposes." NASA Systems Engineering Handbook: "(1) The combination of elements that function together to produce the capability to meet a need. The elements include all hardware, software, equipment, facilities, personnel, processes, and procedures needed for this purpose. (2) The end product (which performs operational functions) and enabling products (which provide life-cycle support services to the operational end products) that make up a system." Systems engineering processes Systems engineering processes encompass all creative, manual and technical activities necessary to define the product and which need to be carried out to convert a system definition to a sufficiently detailed system design specification for product manufacture and deployment. Design and development of a system can be divided into four stages, each with different definitions: task definition (informative definition), conceptual stage (cardinal definition), design stage (formative definition), and implementation stage (manufacturing definition). Depending on their application, tools are used for various stages of the systems engineering process: Using models Models play important and diverse roles in systems engineering. A model can be defined in several ways, including: An abstraction of reality designed to answer specific questions about the real world An imitation, analogue, or representation of a real world process or structure; or A conceptual, mathematical, or physical tool to assist a decision maker. Together, these definitions are broad enough to encompass physical engineering models used in the verification of a system design, as well as schematic models like a functional flow block diagram and mathematical (i.e., quantitative) models used in the trade study process. This section focuses on the last. The main reason for using mathematical models and diagrams in trade studies is to provide estimates of system effectiveness, performance or technical attributes, and cost from a set of known or estimable quantities. Typically, a collection of separate models is needed to provide all of these outcome variables. The heart of any mathematical model is a set of meaningful quantitative relationships among its inputs and outputs. These relationships can be as simple as adding up constituent quantities to obtain a total, or as complex as a set of differential equations describing the trajectory of a spacecraft in a gravitational field. Ideally, the relationships express causality, not just correlation. Furthermore, key to successful systems engineering activities are also the methods with which these models are efficiently and effectively managed and used to simulate the systems. However, diverse domains often present recurring problems of modeling and simulation for systems engineering, and new advancements are aiming to crossfertilize methods among distinct scientific and engineering communities, under the title of 'Modeling & Simulation-based Systems Engineering'. Modeling formalisms and graphical representations Initially, when the primary purpose of a systems engineer is to comprehend a complex problem, graphic representations of a system are used to communicate a system's functional and
television host 1959 – Kevin Harrington, Australian actor 1959 – Armin Kogler, Austrian ski jumper 1960 – Kim Thayil, American guitarist and songwriter 1960 – Shailesh Vara, Ugandan-English lawyer and politician 1960 – Damon Wayans, American actor, director, producer, and screenwriter 1961 – Nick Blinko, English singer-songwriter and guitarist 1961 – Lars Jönsson, Swedish film producer 1962 – Kiran More, Indian cricketer 1962 – Ulla Tørnæs, Danish politician, Danish Minister of Education 1962 – Shinya Yamanaka, Japanese physician and biologist, Nobel Prize laureate 1963 – Bobby Jarzombek, American drummer 1963 – John Vanbiesbrouck, American ice hockey player, coach, and manager 1963 – Sami Yaffa, Finnish singer-songwriter and bass player 1964 – Guy Boros, American golfer 1964 – Aadesh Shrivastava, Indian singer-songwriter (d. 2015) 1965 – Sergio Momesso, Canadian ice hockey player and sportscaster 1966 – Yanka Dyagileva, Russian singer-songwriter (d. 1991) 1966 – Jeff Tremaine, American director, producer, and screenwriter 1967 – Darrin Murray, New Zealand cricketer and accountant 1967 – Dezső Szabó, Hungarian decathlete 1968 – John DiMaggio, American voice actor 1968 – Mike Piazza, American baseball player 1969 – Sasha, Welsh DJ and producer 1969 – Ramon Dekkers, Dutch kick-boxer and mixed martial artist (d. 2013) 1969 – Giorgi Margvelashvili, Georgian academic and politician, 4th President of Georgia 1969 – Inga Tuigamala, Samoan-New Zealand rugby player 1970 – Igor Cavalera, Brazilian drummer 1970 – Deni Hines, Australian singer-songwriter 1970 – Ivan Iusco, Italian composer 1970 – Sven Meyer, German footballer 1971 – Lance Klusener, South African cricketer and coach 1971 – Ione Skye, English-American actress 1971 – Maik Taylor, German-Irish footballer and coach 1972 – Steve Leonard, Northern Irish veterinarian and television personality 1973 – Aaron Fultz, American baseball player and coach 1973 – Lazlow Jones, American radio presenter, producer and screenwriter 1974 – Mati Pari, Estonian footballer and coach 1974 – Lincoln Roberts, Tobagonian cricketer 1975 – Sergio Ballesteros, Spanish footballer 1975 – Mark Ronson, English DJ, producer, and songwriter, co-founded Allido Records 1975 – Dave Salmoni, Canadian zoologist, television host, and producer 1976 – Denilson Martins Nascimento, Brazilian footballer 1976 – Mario-Ernesto Rodríguez, Uruguayan-Italian footballer 1977 – Sun-woo Kim, South Korean baseball player 1977 – Lucie Silvas, English singer-songwriter and pianist 1977 – Kia Stevens, American wrestler 1978 – Wes Bentley, American actor and producer 1978 – Terence Newman, American football player 1978 – Frederik Veuchelen, Belgian cyclist 1978 – Christian Walz, Swedish singer-songwriter and producer 1979 – Maxim Afinogenov, Russian ice hockey player 1979 – Pedro Macedo Camacho, Portuguese pianist, composer, and producer 1979 – Kosuke Matsuura, Japanese race car driver 1980 – Max Greenfield, American actor 1980 – Pat Neshek, American baseball player 1981 – Beyoncé, American singer-songwriter, producer, dancer, and actress 1981 – Richard Garcia, Australian footballer 1981 – Lacey Sturm, American singer-songwriter 1982 – Whitney Cummings, American comedian, actress, producer, and screenwriter 1982 – Mark Lewis-Francis, English sprinter 1983 – Yuichi Nakamaru, Japanese singer-songwriter, actor, and radio host 1983 – Guy Pnini, Israeli basketball player 1983 – Margit Rüütel, Estonian tennis player 1983 – Armands Šķēle, Latvian basketball player 1984 – Jonathan Adam, Scottish race car driver 1984 – Hamish McIntosh, Australian footballer 1984 – Kyle Mooney, American comedian, actor, and screenwriter 1985 – Raúl Albiol, Spanish footballer 1985 – Ri Kwang-chon, North Korean footballer 1985 – Walid Mesloub, Algerian footballer 1986 – Ayumi Kaihori, Japanese footballer 1986 – Xavier Woods, American wrestler 1987 – Wesley Blake, American wrestler 1988 – John Tyler Hammons, American politician 1989 – Elliott Whitehead, English rugby league player 1990 – James Bay, English singer-songwriter and guitarist 1990 – Jonny Lomax, English rugby player 1990 – Danny Worsnop, English singer-songwriter 1991 – Adrien Bart, French sprint canoeist 1991 – Anders Zachariassen, Danish handball player 1992 – Hanna Schwamborn, German actress 1992 – Kevin Lee, American mixed martial artist 1992 – Zerkaa, English YouTuber 1993 – Emma Brownlie, Scottish footballer 1993 – Yannick Carrasco, Belgian footballer 1993 – Jody Fannin, English race car driver 1993 – Chantal Škamlová, Slovak tennis player 1994 – Kenny McEvoy, Irish footballer 1994 – Sabina Sharipova, Uzbekistan tennis player 1994 – Thomas Minns, English rugby player 1995 – Jazz Tevaga, New Zealand rugby league player 1996 – Jordan Lilley, English rugby league player 1996 – Ashton Golding, English rugby league player 1998 – Neru Nagahama, Japanese tarento Deaths Pre-1600 422 – Boniface I, pope of the Catholic Church 799 – Musa al-Kadhim, Arabic imam (b. 745) 1037 – Bermudo III, king of León (b. c. 1017) 1063 – Tughril, Seljuq sultan (b. 990) 1199 – Joan of England, queen of Sicily (b. 1165) 1308 – Margaret of Burgundy, queen of Sicily (b. 1250) 1323 – Gegeen Khan, Chinese emperor (b. 1302) 1342 – Anna Anachoutlou, empress of Trebizond 1417 – Robert Hallam, English Catholic bishop 1537 – Johann Dietenberger, German theologian and translator (b. 1475) 1571 – Matthew Stewart, 4th Earl of Lennox, English nobleman (b. 1516) 1588 – Robert Dudley, 1st Earl of Leicester, English academic and politician, Lord Lieutenant of Norfolk (b. 1532) 1601–1900 1625 – Thomas Smythe, English diplomat (b. 1558) 1676 – John Ogilby, Scottish-born impresario and cartographer (b. 1600) 1767 – Charles Townshend, English politician, Chancellor of the Exchequer (b. 1725) 1780 – John Fielding, English lawyer and judge (b. 1721) 1784 – César-François Cassini de Thury, French astronomer and cartographer (b. 1714) 1794 – John Hely-Hutchinson, Anglo-Irish lawyer and politician (b. 1724) 1804 – Richard Somers, American lieutenant (b. 1778) 1820 – Timothy Brown, English banker and merchant (b. 1743/4) 1821 – José Miguel Carrera, Chilean general and politician (b. 1785) 1849 – Friedrich Laun, German author (b. 1770) 1852 – William MacGillivray, Scottish biologist and ornithologist (b. 1796) 1864 – John Hunt Morgan, American general (b. 1825) 1901–present 1907 – Edvard Grieg, Norwegian pianist and composer (b. 1843) 1909 – Clyde Fitch, American playwright and songwriter (b. 1865) 1911 – John Francon Williams, Welsh-born writer, journalist, geographer, historian, cartographer and inventor (b. 1854) 1914 – Charles Péguy, French poet and philosopher (b. 1873) 1923 – Howdy Wilcox, American racing driver (b. 1889) 1940 – George William de Carteret, French-English journalist and author (b. 1869) 1944 – Erich Fellgiebel, German general (b. 1886) 1963 – Robert Schuman, Luxembourgian-French politician, 130th Prime Minister of France (b. 1886) 1965 – Albert Schweitzer, French-Gabonese physician, theologian, and missionary, Nobel Prize laureate (b. 1875)
– Three terrorists suspected to be a part of Al-Qaeda are arrested in Germany after allegedly planning attacks on both the Frankfurt International airport and US military installations. 2010 – A 7.1 magnitude earthquake strikes the South Island of New Zealand causing widespread damage and several power outages. 2020 – Pope Benedict XVI becomes the longest-lived pope, 93 years, four months, 16 days, surpassing Pope Leo XIII, who died in 1903. Births Pre-1600 973 – Al-Biruni, Persian physician and polymath (d. 1048) 1241 – Alexander III, king of Scotland (d. 1286) 1383 – Felix V, antipope of Rome (d. 1451) 1454 – Henry Stafford, 2nd Duke of Buckingham, English politician, Lord High Constable of England (d. 1483) 1557 – Sophie of Mecklenburg-Güstrow, queen consort of Denmark and Norway (d. 1631) 1563 – Wanli, Chinese emperor (d. 1620) 1580 – George Percy, English explorer (d. 1632) 1596 – Constantijn Huygens, Dutch poet and composer (d. 1687) 1601–1900 1681 – Carl Heinrich Biber, Austrian violinist and composer (d. 1749) 1717 – Job Orton, English minister and author (d. 1783) 1745 – Shneur Zalman, Russian rabbi, author and founder of Chabad (d. 1812) 1755 – Axel von Fersen the Younger, Swedish general and politician (d. 1810) 1768 – François-René de Chateaubriand, French historian and politician, Minister of Foreign Affairs for France (d. 1848) 1776 – Stephen Whitney, American businessman (d. 1860) 1798 – Raynold Kaufgetz, Swiss soldier, economist, and politician (d. 1869) 1803 – Sarah Childress Polk, First Lady of the United States (d. 1891) 1809 – Manuel Montt, Chilean scholar and politician, 6th President of Chile (d. 1880) 1809 – Juliusz Słowacki, Polish poet and playwright (d. 1849) 1824 – Anton Bruckner, Austrian organist and composer (d. 1896) 1825 – Dadabhai Naoroji, Indian academic and politician, President of the Indian National Congress (d. 1917) 1826 – Martin Wiberg, Swedish philosopher and engineer (d. 1905) 1832 – Antonio Agliardi, Italian cardinal (d. 1915) 1846 – Daniel Burnham, American architect, designed the World's Columbian Exposition (d. 1912) 1848 – Lewis Howard Latimer, American inventor (d. 1928) 1848 – Jennie Lee, American actress (d. 1925) 1850 – Luigi Cadorna, Italian field marshal (d. 1928) 1851 – John Dillon, Irish poet and politician (d. 1927) 1862 – Franjo Krežma, Croatian violinist and composer (d. 1881) 1885 – Antonio Bacci, Italian cardinal (d. 1971) 1886 – Albert Orsborn, English 6th General of The Salvation Army (d. 1967) 1887 – Roy William Neill, Irish-English director, producer, and screenwriter (d. 1946) 1888 – Oskar Schlemmer, German painter, sculptor, designer and choreographer (d. 1943) 1890 – Gunnar Sommerfeldt, Danish actor, director, and screenwriter (d. 1947) 1891 – Fritz Todt, German engineer and politician (d. 1942) 1892 – Darius Milhaud, French composer and educator (d. 1974) 1896 – Antonin Artaud, French actor, director, and playwright (d. 1948) 1901–present 1901 – William Lyons, English businessman, co-founded Jaguar Cars (d. 1985) 1902 – Tommy Mitchell, English cricketer (d. 1996) 1905 – Mary Renault, English-South African author (d. 1983) 1905 – Walter Zapp, Latvian-Estonian inventor, invented the Minox (d. 2003) 1906 – Ruben Oskar Auervaara, Finnish fraudster (d. 1964) 1906 – Max Delbrück, German-American biophysicist and academic, Nobel Prize laureate (d. 1981) 1907 – Reggie Nalder, Austrian-American actor (d. 1991) 1908 – Edward Dmytryk, Canadian-American director and producer (d. 1999) 1908 – Richard Wright, American novelist, short story writer, essayist, and poet (d. 1960) 1909 – Eduard Wirths, German physician (d. 1945) 1910 – Denis Tomlinson, Zimbabwean-South African cricketer (d. 1993) 1912 – Syd Hoff, American author and illustrator (d. 2004) 1912 – Alexander Liberman, Russian-American publisher, painter, photographer, and sculptor (d. 1999) 1913 – Mickey Cohen, American mob boss (d. 1976) 1913 – Victor Kiernan, English historian and academic (d. 2009) 1913 – Stanford Moore, American biochemist and academic, Nobel Prize laureate (d. 1982) 1913 – Kenzō Tange, Japanese architect, designed the Yoyogi National Gymnasium (d. 2005) 1913 – Shmuel Wosner, Austrian-Israeli rabbi and author (d. 2015) 1914 – Rudolf Leiding, German businessman (d. 2003) 1917 – Henry Ford II, American businessman (d. 1987) 1918 – Paul Harvey, American radio host (d. 2009) 1918 – Gerald Wilson, American trumpet player and composer (d. 2014) 1919 – Howard Morris, American actor, director, and screenwriter (d. 2005) 1920 – Clemar Bucci, Argentinian race car driver (d. 2011) 1920 – Craig Claiborne, American journalist, author, and critic (d. 2000) 1920 – Konstantin Kalser, German-American film producer and advertising executive (d. 1994) 1922 – Per Olof Sundman, Swedish author and politician (d. 1992) 1923 – Ram Kishore Shukla, Indian lawyer and politician (d. 2003) 1924 – Joan Aiken, English author (d. 2004) 1924 – Justinas Lagunavičius, Lithuanian basketball player (d. 1997) 1925 – Asa Earl Carter, American Ku Klux Klan leader and author (d. 1979) 1926 – George William Gray, British chemist who developed liquid crystals that made displays possible (d. 2013) 1926 – Ivan Illich, Austrian priest and philosopher (d. 2002) 1926 – Bert Olmstead, Canadian ice hockey player and coach (d. 2015) 1927 – John McCarthy, American computer scientist and academic (d. 2011) 1927 – Ferenc Sánta, Hungarian author and screenwriter (d. 2008) 1928 – Dick York, American actor (d. 1992) 1929 – Thomas Eagleton, American lawyer and politician, 38th Lieutenant Governor of Missouri (d. 2007) 1929 – Robert V. Keeley, Lebanese-American soldier and diplomat, United States Ambassador to Greece (d. 2015) 1930 – Robert Arneson, American sculptor and academic (d. 1992) 1930 – William Maxson, American general (d. 2013) 1931 – Mitzi Gaynor, American actress, singer, and dancer 1931 – Antonios Trakatellis, Greek biochemist and politician 1932 – Carlos Romero Barceló, Puerto Rican lawyer and politician, 5th Governor of Puerto Rico (d. 2021) 1932 – Vince Dooley, American football player and coach 1934 – Clive Granger, Welsh-American economist and academic, Nobel Prize laureate (d. 2009) 1934 – Antoine Redin, French footballer and manager (d. 2012) 1934 – Eduard Khil, Russian baritone singer (d. 2012) 1934 – Jan Švankmajer, Czech filmmaker and artist 1935 – Charles A. Hines, American general and academic (d. 2013) 1935 – Dallas Willard, American philosopher and academic (d. 2013) 1937 – Dawn Fraser, Australian swimmer and politician 1937 – Gene Ludwig, American organist and composer (d. 2010) 1937 – Virgil A. Richard, American general (d. 2013) 1937 – Les Allen, English footballer and manager 1939 – Denis Lindsay, South African cricketer and referee (d. 2005) 1941 – Marilena de Souza Chaui, Brazilian philosopher and academic 1941 – Ken Harrelson, American baseball player and sportscaster 1941 – Ramesh Sethi, Kenyan cricketer and coach 1941 – Sushilkumar Shinde, Indian lawyer and politician, 19th Governor of Andhra Pradesh 1942 – Raymond Floyd, American golfer 1942 – Jerry Jarrett, American wrestler and promoter, co-founded Total Nonstop Action Wrestling 1942 – Merald "Bubba" Knight, American singer 1944 – Tony Atkinson, English economist and academic (d. 2017) 1944 – Dave Bassett, English footballer and manager 1944 – Gene Parsons, American singer-songwriter, drummer, guitarist, and banjo player 1944 – Jerry Relph, American politician and member of the Minnesota Senate (d. 2020) 1945 – Danny Gatton, American guitarist (d. 1994) 1945 – Bill Kenwright, English actor, singer, and producer 1946 – Gary Duncan, American guitarist (d. 2019) 1946 – Dave Liebman, American saxophonist, flute player, and composer 1946 – Bryan Mauricette, Saint Lucian-Canadian cricketer 1947 – Bob Jenkins, American sportscaster (d. 2021) 1947 – Paul Sait, Australian rugby league player 1949 – Darryl Cotton, Australian singer-songwriter and guitarist (d. 2012) 1949 – Dean Pees, American football player and coach 1949 – Tom Watson, American golfer and sportscaster 1950 – Doyle Alexander, American baseball player 1951 – Martin Chambers, English drummer and singer 1951 – Judith Ivey, American actress 1951 – Marita Ulvskog, Swedish politician, Deputy Prime Minister of Sweden 1952 – Stephen Easley, American businessman and politician (d. 2013) 1953 – Janet Biehl, American philosopher and author 1953 – Michael Stean, English chess player and author 1953 – Fatih Terim, Turkish footballer and manager 1955 – David Broza, Israeli singer-songwriter and guitarist 1955 – Garth Le Roux, South African cricketer 1955 – Brian Schweitzer, American politician, 23rd Governor of Montana 1956 – Blackie Lawless, American singer-songwriter and guitarist 1957 – Khandi Alexander, American actress, dancer, and choreographer 1958 – Jacqueline Hewitt, American astrophysicist and astronomer 1958 – Marzio Innocenti, Italian rugby player and coach 1958 – Drew Pinsky, American radio and television host 1959 – Kevin Harrington, Australian actor 1959 – Armin Kogler, Austrian ski jumper 1960 – Kim Thayil, American guitarist and songwriter 1960 – Shailesh Vara, Ugandan-English lawyer and politician 1960 – Damon Wayans, American actor, director, producer, and screenwriter 1961 – Nick Blinko, English singer-songwriter and guitarist 1961 – Lars Jönsson, Swedish film producer 1962 – Kiran More, Indian cricketer 1962 – Ulla Tørnæs, Danish politician, Danish Minister of Education 1962 – Shinya Yamanaka, Japanese physician and biologist, Nobel Prize laureate 1963 – Bobby Jarzombek, American drummer 1963 – John Vanbiesbrouck, American ice hockey player, coach, and manager 1963 – Sami Yaffa, Finnish singer-songwriter and bass player 1964 – Guy Boros, American golfer 1964 – Aadesh Shrivastava, Indian singer-songwriter (d. 2015) 1965 – Sergio Momesso, Canadian ice hockey player and sportscaster 1966 – Yanka Dyagileva, Russian singer-songwriter (d. 1991) 1966 – Jeff Tremaine, American director, producer, and screenwriter 1967 – Darrin Murray, New Zealand cricketer and accountant 1967 – Dezső Szabó, Hungarian decathlete 1968 – John DiMaggio, American voice actor 1968 – Mike Piazza, American baseball player 1969 – Sasha, Welsh DJ and producer 1969 – Ramon Dekkers, Dutch kick-boxer and mixed martial artist (d. 2013) 1969 – Giorgi Margvelashvili, Georgian academic and politician, 4th President of Georgia 1969 – Inga Tuigamala, Samoan-New Zealand rugby player 1970 – Igor Cavalera, Brazilian drummer 1970 – Deni Hines, Australian singer-songwriter 1970 – Ivan Iusco, Italian composer 1970
Comics and Epic Comics. "Fair Wind to Java" was originally published in 1988 as a Munden's Bar story in the pages of First Comics' Grimjack, featuring the Freelance Police fighting pyramid-building aliens in Ancient Egypt, and was followed in 1989 by "On the Road", a three chapter story showing what Sam and Max do on vacation. In 1990, Christmas-themed story "The Damned Don't Dance" was released. 1992 saw the release of two further comics: "Bad Day On The Moon" took the Freelance Police to deal with a roach infestation bothering giant rats on the Moon, and was later adapted as a story for the animated TV series, whilst "Beast From The Cereal Aisle" focused on the duo conducting an exorcism at the local supermarket. Two more comics were produced in 1997, "The Kids Take Over" and "Belly Of The Beast". The former has Sam and Max wake up from cryogenic sleep to discover that the entire world is now ruled by children while the latter sees the Freelance Police confronting a vampire abducting children at Halloween. Purcell joined LucasArts in 1988 as an artist and game designer, where he was approached about contributing to LucasArts' new quarterly newsletter, The Adventurer, a publication designed to inform customers about upcoming LucasArts games and company news. From its debut issue in 1990 to 1996, Purcell created twelve comic strips for the newsletter. The strips portrayed a variety of stories, from similar plots as in the comic books to parodies of LucasArts games such as Monkey Island and Full Throttle and the Lucasfilm franchises Star Wars and Indiana Jones. In 1995, all of the comics and The Adventurer strips published to that date were released in a compilation, Sam & Max: Surfin' the Highway. Published by Marlowe & Company, the 154 page book was updated and republished in 1996. This original version of Surfin' the Highway went out of print in 1997, becoming a high priced collectors item sold through services such as eBay. In 2007, a 197-page twenty-year anniversary edition, containing all printed comics and strips as well as a variety of other artwork, was co-designed by Steve Purcell and Jake Rodkin and published by Telltale Games. This second publication received an Eisner Award nomination for "Best Graphic Album – Reprint" in 2009. In December 2005, Purcell started a Sam & Max webcomic, hosted on the website of Telltale Games. Entitled "The Big Sleep", the webcomic began with Sam and Max bursting out of their graves at Kilpeck Church in England, symbolizing the Freelance Police's return after nearly a decade. In the twelve page story, Max has to save Sam after earwigs start a colony in Sam's brain. The webcomic concluded in April 2007, and was later awarded the Eisner Award for "Best Digital Comic" of 2007. Video games Following LucasArts' employment of Purcell in 1988, the characters of Sam and Max appeared in internal testing material for new SCUMM engine programmers; Purcell created animated versions of the characters and an office backdrop for the programmers to practice on. In 1992, LucasArts offered Purcell the chance to create a video game out of the characters, out of a wish to use new characters after the success of its two other main adventure titles, Monkey Island and Maniac Mansion, and after a positive reaction from fans to the Sam & Max comic strips featured in LucasArts' The Adventurer newsletter. Consequently, development on a graphic adventure game, Sam & Max Hit the Road, began shortly after. Based on the SCUMM engine and designed by Sean Clark, Michael Stemmle, Steve Purcell and his future wife Collette Michaud, the game was partially based on the 1989 comic "On The Road", and featured the Freelance Police travelling across America in search of an escaped bigfoot. Sam was voiced in the game by comedian Bill Farmer, while actor Nick Jameson voiced Max. Sam & Max Hit the Road was originally released for DOS in November 1993. Soon after Sam & Max Hit the Road, another Sam & Max game using SCUMM entered planning under Purcell and Dave Grossman, but was abandoned. In a later interview Grossman described this sequel's highlight as "a giant spaceship shaped like Max's head". In September 2001 development began on a new project, Sam & Max Plunge Through Space. The game was to be an Xbox exclusive title, developed by Infinite Machine, a small company consisting of a number of former LucasArts employees. The story of the game was developed by Purcell and fellow designer Chuck Jordan and involved the Freelance Police travelling the galaxy to find a stolen Statue of Liberty. However, Infinite Machine went bankrupt within a year, partially due to the failure of their first game, New Legends, and the project was abandoned. At the 2002 Electronic Entertainment Expo convention, nearly a decade after the release of Sam & Max Hit the Road, LucasArts announced the production of a PC sequel, entitled Sam & Max: Freelance Police. Freelance Police, like Hit the Road, was to be a point-and-click graphic adventure game, using a new 3D game engine. Development of Freelance Police was led by Michael Stemmle. Steve Purcell contributed to the project by writing the story and producing concept art. Farmer and Jameson were also set to reprise their voice acting roles. In March 2004, however, quite far into the game's development, Sam & Max: Freelance Police was abruptly cancelled by LucasArts, citing "current market place realities and underlying economic considerations" in a short press release. The fan reaction to the cancellation was strong; a petition of 32,000 signatures stating the disappointment of fans was later presented to LucasArts. After LucasArts' license with Steve Purcell expired in 2005, the Sam & Max franchise moved to Telltale Games, a company of former LucasArts employees who had worked on a number of LucasArts adventure games, including on the development of Freelance Police. Under Telltale Games, a new episodic series of Sam & Max video games was announced. Like both Sam & Max Hit the Road and Freelance Police, Sam & Max Save the World was in a point-and-click graphic adventure game format. The game used a new 3D game engine, different from the one used in Freelance Police. The first season ran for six episodes, each with a self-contained storyline but with an overall story arc involving hypnotism running through the series. The first episode was released on GameTap in October 2006, with episodes following regularly until April 2007. Sam is voiced by David Nowlin, while Max is voiced by William Kasten in all episodes except the first one, where Andrew Chaikin voices the character. In addition, Telltale Games produced fifteen machinima shorts to accompany the main episodes. These shorts were released in groups of three in between the release of each episode, showing the activities of the Freelance Police in between each story. A second season of episodic video games developed by Telltale Games was announced in July 2007. Sam & Max Beyond Time and Space followed the same overall format as Save the World, with each episode having an overarching storyline involving time travel and laundering of the souls of the dead. As with Save the World, episodes were originally published on GameTap before being made available for general release. The season consisted of five episodes and ran from November 2007 to April 2008. Nowlin and Kasten both returned to reprise their voice roles. In addition to the main games, a twenty-minute machinima video was produced, taking the form of a Sam & Max Christmas special. A third game entitled Sam & Max: The Devil's Playhouse was confirmed in May 2008 for release in 2009; the title was later pushed back to 2010, with concept art emerging after Telltale's completion of Tales of Monkey Island. The season again ran for five episodes, released monthly from April to August 2010. The Devil's Playhouse followed a structure similar to Tales of Monkey Island, with each episode forming a part of an ongoing narrative, involving psychic powers and forces that used them for world domination. A two-minute Flash cartoon also accompanied the game, dealing with the origin story of General Skun-ka'pe, one of the game's antagonists. Max also appears in Telltale's 2010 casual game Poker Night at the Inventory alongside Tycho Brahe from Penny Arcade, the Heavy from Team Fortress 2 and Strong Bad from Homestar Runner. Sam and Max (now voiced by Dave Boat) also appear in the game's sequel alongside Claptrap from Borderlands, Brock Samson from The Venture Bros., Ash Williams from Evil Dead and GLaDOS from Portal. A Sam & Max virtual reality game, Sam & Max: This Time It's Virtual, was announced in August 2020 from HappyGiant. Purcell served as a consultant for game design, Stemmle returned as designer and writer, Jared Emerson-Johnson returned as composer, and Nowlin and Boat returned to voice Sam and Max, respectively. The game was released on July 8, 2021 for Oculus Quest, with releases for SteamVR and Viveport Infinity to follow in late 2021, and for PlayStation VR in 2022. Remastered releases of the three Telltale seasons are currently in development, beginning with Save the World Remastered in December 2020. The remasters are developed by Skunkape Games, a studio made up of former members of the original development team and named in reference to the General Skun-ka'pe character from The Devil's Playhouse. Television series Sam & Max were adapted into a cartoon series for Fox in 1997. Produced by Canadian studio Nelvana, the series ran for 24 episodes. Each episode was approximately ten minutes, and were often aired in pairs, with the exception of the first and last episodes, which were 20 minutes long. Broadcast on Fox Kids in the United States, YTV in Canada, and Channel 4 in the United Kingdom, the first episode was aired on October 4, 1997; the series concluded on April 25, 1998. As opposed to the more adult humor in the rest of the series, The Adventures of Sam & Max: Freelance Police was aimed more at children, even though some humor in it was often directed at adults. As such, the violence inherent in the franchise is toned down, including removing Sam and Max's guns, and the characters do not use the moderate profanity that they use in their other appearances. As in most Sam & Max stories, the series revolves around the Freelance Police accepting missions from their mysterious superior, the commissioner, and embarking on cases to a large variety of implausible locations. Sam is voiced by Harvey Atkin, while Max is voiced by Robert Tinkler. The series performed well and was considered a success, and in 1998 received the Gemini Award for "Best Animated Program or Series". Despite the series' success, a second season was never commissioned. In June 2007, it was reported that Shout! Factory were preparing a DVD release of the series. In October 2007, as part of their marketing for Sam & Max Save the World, GameTap hosted the series on their website. The DVD release of the series was later published in March 2008. Music The Sam & Max franchise features a variety of soundtracks that accompany its video game products. This music is mostly grounded in film noir jazz, incorporating various other styles at certain points, such as Dixieland, waltz and mariachi, usually to support the cartoon nature of the series. The first Sam & Max game, Sam & Max Hit the Road, was one of the first games to feature a fully scored music soundtrack, written by LucasArts' composers Clint Bajakian, Michael Land and Peter McConnell. The music was incorporated into the game using Land and McConnell's iMUSE engine, which allowed for audio to be synchronized with the visuals. Although the full soundtrack was never released, audio renders of four of the game's MIDI tracks were included on the CD version of the game. For Sam & Max Save the World, Beyond Time and Space, and The Devil's Playhouse, Telltale Games contracted composer Jared Emerson-Johnson, a musician whose previous work included composition and sound editing for LucasArts, to write the scores. The soundtracks for the first two games were released in two disc sets after the release of the games themselves; the Season One Soundtrack was published in July 2007, whilst the Season Two Soundtrack was released in September 2008. Emerson-Johnson's scores use live performances as opposed to synthesized music often used elsewhere in the video game industry. Critics reacted positively to Emerson-Johnson's scores, IGN described Emerson-Johnson's work as a "breath of fresh air", while 1UP.com praised his work as "top-caliber" and Music4Games stated that
seeing the world as little more than a vessel for his "pinball-like stream of consciousness". This creates a seeming disregard for self-preservation; Max will revel in dangerous situations with little impression that he understands the risks he faces. As a result, Max is usually enthusiastic to engage in any activity, including being used by Sam as a cable cutter or an impromptu bludgeon. Despite this, Max possesses a sharp mind and an observational nature, and enjoys interpreting new experiences in as unpredictable a manner as possible. However, Max has a distaste for long stories and occasionally loses focus during lengthy scenes of plot exposition; by his own admission, Max possesses a particularly short attention span. Despite his seemingly heartless personality, he believes strongly in protecting Sam. However, Max can still act violently towards his friend, stating that when he dies he will take Sam with him. Moreover, Max is extremely possessive of Sam and their status as partners and best friends. Max traditionally carries a Luger pistol, but as he wears no clothes, other characters often make comments as to where Max keeps it on his person. Purcell considers Max to be representative of pure id, the uncoordinated instinctual trends of the human psyche. Max's voice is provided by Nick Jameson in Sam & Max Hit the Road and by Rob Tinkler in the animated series. Andrew Chaikin originally voiced Max in the first episode of Telltale's games before being replaced by William Kasten, while Dave Boat voices the character from Poker Night 2 onward. Media Comic books Sam and Max debuted in the 1987 comic book series Sam & Max: Freelance Police, published by Fishwrap Productions, also the publisher of Fish Police. The first comic, "Monkeys Violating the Heavenly Temple", was Steve Purcell's first full story. The comic came about after Purcell agreed to create a full Sam & Max story for publication alongside Steve Moncuse's Fish Police series. "Monkeys Violating the Heavenly Temple" established many of the key features in the series; the main story of the comic saw the Freelance Police journey to the Philippines to stop a volcano god cult. "Night of the Gilded Heron-Shark" and "Night of the Cringing Wildebeest" accompanied the main story, focusing on a stand-off with a group of gangsters in Sam and Max's office and an investigation into a carnival refreshment booth respectively. Over the subsequent years, several other comics were published, often by different publishers, including Comico Comics and Epic Comics. "Fair Wind to Java" was originally published in 1988 as a Munden's Bar story in the pages of First Comics' Grimjack, featuring the Freelance Police fighting pyramid-building aliens in Ancient Egypt, and was followed in 1989 by "On the Road", a three chapter story showing what Sam and Max do on vacation. In 1990, Christmas-themed story "The Damned Don't Dance" was released. 1992 saw the release of two further comics: "Bad Day On The Moon" took the Freelance Police to deal with a roach infestation bothering giant rats on the Moon, and was later adapted as a story for the animated TV series, whilst "Beast From The Cereal Aisle" focused on the duo conducting an exorcism at the local supermarket. Two more comics were produced in 1997, "The Kids Take Over" and "Belly Of The Beast". The former has Sam and Max wake up from cryogenic sleep to discover that the entire world is now ruled by children while the latter sees the Freelance Police confronting a vampire abducting children at Halloween. Purcell joined LucasArts in 1988 as an artist and game designer, where he was approached about contributing to LucasArts' new quarterly newsletter, The Adventurer, a publication designed to inform customers about upcoming LucasArts games and company news. From its debut issue in 1990 to 1996, Purcell created twelve comic strips for the newsletter. The strips portrayed a variety of stories, from similar plots as in the comic books to parodies of LucasArts games such as Monkey Island and Full Throttle and the Lucasfilm franchises Star Wars and Indiana Jones. In 1995, all of the comics and The Adventurer strips published to that date were released in a compilation, Sam & Max: Surfin' the Highway. Published by Marlowe & Company, the 154 page book was updated and republished in 1996. This original version of Surfin' the Highway went out of print in 1997, becoming a high priced collectors item sold through services such as eBay. In 2007, a 197-page twenty-year anniversary edition, containing all printed comics and strips as well as a variety of other artwork, was co-designed by Steve Purcell and Jake Rodkin and published by Telltale Games. This second publication received an Eisner Award nomination for "Best Graphic Album – Reprint" in 2009. In December 2005, Purcell started a Sam & Max webcomic, hosted on the website of Telltale Games. Entitled "The Big Sleep", the webcomic began with Sam and Max bursting out of their graves at Kilpeck Church in England, symbolizing the Freelance Police's return after nearly a decade. In the twelve page story, Max has to save Sam after earwigs start a colony in Sam's brain. The webcomic concluded in April 2007, and was later awarded the Eisner Award for "Best Digital Comic" of 2007. Video games Following LucasArts' employment of Purcell in 1988, the characters of Sam and Max appeared in internal testing material for new SCUMM engine programmers; Purcell created animated versions of the characters and an office backdrop for the programmers to practice on. In 1992, LucasArts offered Purcell the chance to create a video game out of the characters, out of a wish to use new characters after the success of its two other main adventure titles, Monkey Island and Maniac Mansion, and after a positive reaction from fans to the Sam & Max comic strips featured in LucasArts' The Adventurer newsletter. Consequently, development on a graphic adventure game, Sam & Max Hit the Road, began shortly after. Based on the SCUMM engine and designed by Sean Clark, Michael Stemmle, Steve Purcell and his future wife Collette Michaud, the game was partially based on the 1989 comic "On The Road", and featured the Freelance Police travelling across America in search of an escaped bigfoot. Sam was voiced in the game by comedian Bill Farmer, while actor Nick Jameson voiced Max. Sam & Max Hit the Road was originally released for DOS in November 1993. Soon after Sam & Max Hit the Road, another Sam & Max game using SCUMM entered planning under Purcell and Dave Grossman, but was abandoned. In a later interview Grossman described this sequel's highlight as "a giant spaceship shaped like Max's head". In September 2001 development began on a new project, Sam & Max Plunge Through Space. The game was to be an Xbox exclusive title, developed by Infinite Machine, a small company consisting of a number of former LucasArts employees. The story of the game was developed by Purcell and fellow designer Chuck Jordan and involved the Freelance Police travelling the galaxy to find a stolen Statue of Liberty. However, Infinite Machine went bankrupt within a year, partially due to the failure of their first game, New Legends, and the project was abandoned. At the 2002 Electronic Entertainment Expo convention, nearly a decade after the release of Sam & Max Hit the Road, LucasArts announced the production of a PC sequel, entitled Sam & Max: Freelance Police. Freelance Police, like Hit the Road, was to be a point-and-click graphic adventure game, using a new 3D game engine. Development of Freelance Police was led by Michael Stemmle. Steve Purcell contributed to the project by writing the story and producing concept art. Farmer and Jameson were also set to reprise their voice acting roles. In March 2004, however, quite far into the game's development, Sam & Max: Freelance Police was abruptly cancelled by LucasArts, citing "current market place realities and underlying economic considerations" in a short press release. The fan reaction to the cancellation was strong; a petition of 32,000 signatures stating the disappointment of fans was later presented to LucasArts. After LucasArts' license with Steve Purcell expired in 2005, the Sam & Max franchise moved to Telltale Games, a company of former LucasArts employees who had worked on a number of LucasArts adventure games, including on the development of Freelance Police. Under Telltale Games, a new episodic series of Sam & Max video games was announced. Like both Sam & Max Hit the Road and Freelance Police, Sam & Max Save the World was in a point-and-click graphic adventure game format. The game used a new 3D game engine, different from the one used in Freelance Police. The first season ran for six episodes, each with a self-contained storyline but with an overall story arc involving hypnotism running through the series. The first episode was released on GameTap in October 2006, with episodes following regularly until April 2007. Sam is voiced by David Nowlin, while Max is voiced by William Kasten in all episodes except the first one, where Andrew Chaikin voices the character. In addition, Telltale Games produced fifteen machinima shorts to accompany the main episodes. These shorts were released in groups of three in between the release of each episode, showing the activities of the Freelance Police in between each story. A second season of episodic video games developed by Telltale Games was announced in July 2007. Sam & Max Beyond Time and Space followed the same overall format as Save the World, with each episode having an overarching storyline involving time travel and laundering of the souls of the dead. As with Save the World, episodes were originally published on GameTap before being made available for general release. The season consisted of five episodes and ran from November 2007 to April 2008. Nowlin and Kasten both returned to reprise their voice roles. In addition to the main games, a twenty-minute machinima video was produced, taking the form of a Sam & Max Christmas special. A third game entitled Sam & Max: The Devil's Playhouse was confirmed in May 2008 for release in 2009; the title was later pushed back to 2010, with concept art emerging after Telltale's completion of Tales of Monkey Island. The season again ran for five episodes, released monthly from April to August 2010. The Devil's Playhouse followed a structure similar to Tales of Monkey Island, with each episode forming a part of an ongoing narrative, involving psychic powers and forces that used them for world domination. A two-minute Flash cartoon also accompanied the game, dealing with the origin story of General Skun-ka'pe, one of the game's antagonists. Max also appears in Telltale's 2010 casual game Poker Night at the Inventory alongside Tycho Brahe from Penny Arcade, the Heavy from Team Fortress 2 and Strong Bad from Homestar Runner. Sam and Max (now voiced by Dave Boat) also appear in the game's sequel alongside Claptrap from Borderlands, Brock Samson from The Venture Bros., Ash Williams from Evil Dead and GLaDOS from Portal. A Sam & Max virtual reality game, Sam & Max: This Time It's Virtual, was announced in August 2020 from HappyGiant. Purcell served as a consultant for game design, Stemmle returned as designer and writer, Jared Emerson-Johnson returned as composer, and Nowlin and Boat returned to voice Sam and Max, respectively. The game was released on July 8, 2021 for Oculus Quest, with releases for SteamVR and Viveport Infinity to follow in late 2021, and for PlayStation VR in 2022. Remastered releases of the three Telltale seasons are currently in development, beginning with Save the World Remastered in December 2020. The remasters are developed by Skunkape Games, a studio made up of former members of the original development team and named in reference to the General Skun-ka'pe character from The Devil's Playhouse. Television series Sam & Max were adapted into a cartoon series for Fox in 1997. Produced by Canadian studio Nelvana, the series ran for 24 episodes. Each episode was approximately ten minutes, and were often aired in pairs, with the exception of the first and last episodes, which were 20 minutes long. Broadcast on Fox Kids in the United States, YTV in Canada, and Channel 4 in the United Kingdom, the first episode was aired on October 4, 1997; the series concluded on April 25, 1998. As opposed to the more adult humor in the rest of the series, The Adventures of Sam & Max: Freelance Police was aimed more at children, even though some humor in it was often directed at adults. As such, the violence inherent in the franchise is toned down, including removing Sam and Max's guns, and the characters do not use the moderate profanity that they use in their other appearances. As in most Sam & Max stories, the series revolves around the Freelance Police accepting missions from their
considered to be either high or enhanced definition. "Standard" refers to it being the prevailing specification for broadcast (and later, cable) television in the mid- to late-20th century, and compatible with legacy analog broadcast systems. The two common SDTV signal types are 576i, with 576 interlaced lines of resolution, derived from the European-developed PAL and SECAM systems, and 480i based on the American NTSC system. Common SDTV refresh rates are 25, 29.97 and 30 frames per second. Both systems use a 4:3 aspect ratio. Standards that support digital SDTV broadcast include DVB, ATSC, and ISDB. The last two were originally developed for HDTV, but are also used for their ability to deliver multiple SD video and audio streams via multiplexing. In North America, digital SDTV is broadcast in the same 4:3 aspect ratio as NTSC signals, with widescreen content often being center cut. However, the aspect ratio of widescreen content may be preserved in a 4:3 frame through letterboxing. In other parts of the world that used the PAL or SECAM color systems, digital standard-definition television is now usually shown with a 16:9 aspect ratio, with the transition occurring between the mid-1990s and late-2000s depending on region. Older programs with a 4:3 aspect ratio are broadcast with a flag that switches the display to 4:3. Digital SDTV eliminates the ghosting and noisy images associated
European-developed PAL and SECAM systems, and 480i based on the American NTSC system. Common SDTV refresh rates are 25, 29.97 and 30 frames per second. Both systems use a 4:3 aspect ratio. Standards that support digital SDTV broadcast include DVB, ATSC, and ISDB. The last two were originally developed for HDTV, but are also used for their ability to deliver multiple SD video and audio streams via multiplexing. In North America, digital SDTV is broadcast in the same 4:3 aspect ratio as NTSC signals, with widescreen content often being center cut. However, the aspect ratio of widescreen content may be preserved in a 4:3 frame through letterboxing. In other parts of the world that used the PAL or SECAM color systems, digital standard-definition television is now usually shown with a 16:9 aspect ratio, with the transition occurring between the mid-1990s and late-2000s depending on region. Older programs with a 4:3 aspect ratio are broadcast with a flag that switches the display to 4:3. Digital SDTV eliminates the ghosting and noisy images associated with analog systems. However, if the reception has interference or is poor, where the error correction cannot compensate one will encounter various other artifacts such as image freezing, stuttering or dropouts from missing intra-frames or blockiness from missing macroblocks. Pixel aspect ratio The table below summarizes pixel aspect ratios for the scaling of various kinds of SDTV video lines. The pixel aspect ratio is the same for 720- and 704-pixel resolutions because the visible image (be it 4:3 or 16:9) is contained in the center 704 horizontal pixels of the digital
make up just a small percentage of the grains in a sandstone. Common accessory minerals include micas (muscovite and biotite), olivine, pyroxene, and corundum. Many of these accessory grains are more dense than the silicates that make up the bulk of the rock. These heavy minerals are commonly resistant to weathering and can be used as an indicator of sandstone maturity through the ZTR index. Common heavy minerals include zircon, tourmaline, rutile (hence ZTR), garnet, magnetite, or other dense, resistant minerals derived from the source rock. Matrix Matrix is very fine material, which is present within interstitial pore space between the framework grains. The nature of the matrix within the interstitial pore space results in a twofold classification: Arenites are texturally clean sandstones that are free of or have very little matrix. Wackes are texturally dirty sandstones that have a significant amount of matrix. Cement Cement is what binds the siliciclastic framework grains together. Cement is a secondary mineral that forms after deposition and during burial of the sandstone. These cementing materials may be either silicate minerals or non-silicate minerals, such as calcite. Silica cement can consist of either quartz or opal minerals. Quartz is the most common silicate mineral that acts as cement. In sandstone where there is silica cement present, the quartz grains are attached to cement, which creates a rim around the quartz grain called overgrowth. The overgrowth retains the same crystallographic continuity of quartz framework grain that is being cemented. Opal cement is found in sandstones that are rich in volcanogenic materials, and very rarely is in other sandstones. Calcite cement is the most common carbonate cement. Calcite cement is an assortment of smaller calcite crystals. The cement adheres to the framework grains, cementing the framework grains together. Other minerals that act as cements include: hematite, limonite, feldspars, anhydrite, gypsum, barite, clay minerals, and zeolite minerals. Sandstone that becomes depleted of its cement binder through weathering gradually becomes friable and unstable. This process can be somewhat reversed by the application of tetraethyl orthosilicate (Si(OC2H5)4) which will deposit amorphous silicon dioxide between the sand grains. The reaction is as follows. Si(OC2H5)4 (l) + 2 H2O (l) → SiO2 (s) + 4 C2H5OH (g) Pore space Pore space includes the open spaces within a rock or a soil. The pore space in a rock has a direct relationship to the porosity and permeability of the rock. The porosity and permeability are directly influenced by the way the sand grains are packed together. Porosity is the percentage of bulk volume that is inhabited by interstices within a given rock. Porosity is directly influenced by the packing of even-sized spherical grains, rearranged from loosely packed to tightest packed in sandstones. Permeability is the rate in which water or other fluids flow through the rock. For groundwater, work permeability may be measured in gallons per day through a one square foot cross section under a unit hydraulic gradient. Types of sandstone Sandstones are typically classified by point-counting a thin section using a method like the Gazzi-Dickinson Method. This yields the relative percentages of quartz, feldspar, and lithic grains and the amount of clay matrix. The composition of a sandstone can provide important information on the genesis of the sediments when used with a triangular Quartz, Feldspar, Lithic fragment (QFL diagrams). However, geologist have not been able to agree on a set of boundaries separating regions of the QFL triangle. Visual aids are diagrams that allow geologists to interpret different characteristics of a sandstone. For example, a QFL chart can be marked with a provenance model that shows the likely tectonic origin of sandstones with various compositions of framework grains. Likewise, the stage of textural maturity chart illustrates the different stages that a sandstone goes through as the degree of kinetic processing of the sediments increases. A QFL chart is a representation of the framework grains and matrix that is present in a sandstone. This chart is similar to those used in igneous petrology. When plotted correctly, this model of analysis creates for a meaningful quantitative classification of sandstones. A sandstone provenance chart is typically based on a QFL chart but allows geologists to visually interpret the different types of places from which sandstones can originate. A stage of textural maturity chart shows the differences between immature, submature, mature, and supermature sandstones. As the sandstone becomes more mature, grains become more rounded, and there is less clay in the matrix of the rock. Dott's classification scheme Dott's (1964) sandstone classification scheme is one of many such schemes used by geologists for classifying sandstones. Dott's scheme is a modification of Gilbert's classification of silicate sandstones, and it incorporates R.L. Folk's dual textural and compositional maturity concepts into one classification system. The philosophy behind combining Gilbert's and R. L. Folk's schemes is that it is better able to "portray the continuous nature of textural variation from mudstone to arenite and from stable to unstable grain composition". Dott's classification scheme is based on the mineralogy of framework grains, and on the type of matrix present in between the framework grains. In this specific classification scheme, Dott has set the boundary between arenite and wackes at 15% matrix. In addition, Dott also breaks up the different types of framework grains that can be present in a sandstone into three major categories: quartz, feldspar, and lithic grains. Arenites are types of sandstone that have less than 15% clay matrix in between the framework grains. Quartz arenites are sandstones that contain more than 90% of siliceous grains. Grains can include quartz or chert rock fragments. Quartz arenites are texturally mature to supermature sandstones. These pure quartz sands result from extensive weathering that occurred before and during transport. This weathering removed everything but quartz grains, the most stable mineral. They are commonly affiliated with rocks that are deposited in a stable cratonic environment, such as aeolian beaches or shelf environments. Quartz arenites emanate from multiple recycling of quartz grains, generally
continental margins are also common environments for deposition of sand. As sediments continue to accumulate in the depositional environment, older sand is buried by younger sediments, and it undergoes diagenesis. This mostly consists of compaction and lithification of the sand. Early stages of diagenesis, described as eogenesis, take place at shallow depths (a few tens of meters) and are characterized by bioturbation and mineralogical changes in the sands, with only slight compaction. The red hematite that gives red bed sandstones their color is likely formed during eogenesis. Deeper burial is accompanied by mesogenesis, during which most of the compaction and lithification takes place. Compaction takes place as the sand comes under increasing pressure from overlying sediments. Sediment grains move into more compact arrangements, ductile grains (such as mica grains) are deformed, and pore space is reduced. In addition to this physical compaction, chemical compaction may take place via pressure solution. Points of contact between grains are under the greatest strain, and the strained mineral is more soluble than the rest of the grain. As a result, the contact points are dissolved away, allowing the grains to come into closer contact. Lithification follows closely on compaction, as increased temperatures at depth hasten deposition of cement that binds the grains together. Pressure solution contributes to cementing, as the mineral dissolved from strained contact points is redeposited in the unstrained pore spaces. Mechanical compaction takes place primarily at depths less than . Chemical compaction continues to depths of , and most cementation takes place at depths of . Unroofing of buried sandstone is accompanied by telogenesis, the third and final stage of diagenesis. As erosion reduces the depth of burial, renewed exposure to meteoric water produces additional changes to the sandstone, such as dissolution of some of the cement to produce secondary porosity. Components Framework grains Framework grains are sand-sized ( diameter) detrital fragments that make up the bulk of a sandstone. Most framework grains are composed of quartz or feldspar, which are the common minerals most resistant minerals to weathering processes at the Earth's surface, as seen in the Goldich dissolution series. Framework grains can be classified into several different categories based on their mineral composition: Quartz framework grains are the dominant minerals in most clastic sedimentary rocks; this is because they have exceptional physical properties, such as hardness and chemical stability. These physical properties allow the quartz grains to survive multiple recycling events, while also allowing the grains to display some degree of rounding. Quartz grains evolve from plutonic rock, which are felsic in origin and also from older sandstones that have been recycled. Feldspathic framework grains are commonly the second most abundant mineral in sandstones. Feldspar can be divided into alkali feldspars and plagioclase feldspars, which can be distinguished under a petrographic microscope. Alkali feldspar range in chemical composition from KAlSi3O8 to NaAlSi3O8. Plagioclase feldspar range in composition from NaAlSi3O8 to CaAl2Si2O8. Lithic framework grains (also called lithic fragments or lithic clasts) are pieces of ancient source rock that have yet to weather away to individual mineral grains. Lithic fragments can be any fine-grained or coarse-grained igneous, metamorphic, or sedimentary rock, although the most common lithic fragments found in sedimentary rocks are clasts of volcanic rocks. Accessory minerals are all other mineral grains in a sandstone. These minerals usually make up just a small percentage of the grains in a sandstone. Common accessory minerals include micas (muscovite and biotite), olivine, pyroxene, and corundum. Many of these accessory grains are more dense than the silicates that make up the bulk of the rock. These heavy minerals are commonly resistant to weathering and can be used as an indicator of sandstone maturity through the ZTR index. Common heavy minerals include zircon, tourmaline, rutile (hence ZTR), garnet, magnetite, or other dense, resistant minerals derived from the source rock. Matrix Matrix is very fine material, which is present within interstitial pore space between the framework grains. The nature of the matrix within the interstitial pore space results in a twofold classification: Arenites are texturally clean sandstones that are free of or have very little matrix. Wackes are texturally dirty sandstones that have a significant amount of matrix. Cement Cement is what binds the siliciclastic framework grains together. Cement is a secondary mineral that forms after deposition and during burial of the sandstone. These cementing materials may be either silicate minerals or non-silicate minerals, such as calcite. Silica cement can consist of either quartz or opal minerals. Quartz is the most common silicate mineral that acts as cement. In sandstone where there is silica cement present, the quartz grains are attached to cement, which creates a rim around the quartz grain called overgrowth. The overgrowth retains the same crystallographic continuity of quartz framework grain that is being cemented. Opal cement is found in sandstones that are rich in volcanogenic materials, and very rarely is in other sandstones. Calcite cement is the most common carbonate cement. Calcite cement is an assortment of smaller calcite crystals. The cement adheres to the framework grains, cementing the framework grains together. Other minerals that act as cements include: hematite, limonite, feldspars, anhydrite, gypsum, barite, clay minerals, and zeolite minerals. Sandstone that becomes depleted of its cement binder through weathering gradually becomes friable and unstable. This process can be somewhat reversed by the application of tetraethyl orthosilicate (Si(OC2H5)4) which will deposit amorphous silicon dioxide between the sand grains. The reaction is as follows. Si(OC2H5)4 (l) + 2 H2O (l) → SiO2 (s) + 4 C2H5OH (g) Pore space Pore space includes the open spaces within a rock or a soil. The pore space in a rock has a direct relationship to the porosity and permeability of the rock. The porosity and permeability are directly influenced by the way the sand grains are packed together. Porosity is the percentage of bulk volume that is inhabited by interstices within a given rock. Porosity is directly influenced by the packing of even-sized spherical grains, rearranged from loosely packed to tightest packed in sandstones. Permeability is the rate in which water or other fluids flow through the rock. For groundwater, work permeability may be measured in gallons per day through a one square foot cross section under a unit hydraulic gradient. Types of sandstone Sandstones are typically classified by point-counting a thin section using a method like the Gazzi-Dickinson Method. This yields the relative percentages of quartz, feldspar, and lithic grains and the amount of clay matrix. The composition of a sandstone can provide important information on the genesis of the sediments when used with a triangular Quartz, Feldspar, Lithic fragment (QFL diagrams). However, geologist have
A year after their meeting, the Parliament of England passed the Act of Settlement 1701 declaring that, in the event of no legitimate issue from Anne or William III, the crowns of England and Ireland were to settle upon "the most excellent princess Sophia, electress and duchess-dowager of Hanover" and "the heirs of her body, being Protestant". Scotland being a separate state in international law at the time, this did not mean she would also succeed Anne as Queen of Scotland, which led to a succession crisis and eventually to the Treaty of Union between Scotland and England in 1706/07. The key excerpt from the Act, naming Sophia as heir presumptive, reads: Therefore for a further Provision of the Succession of the Crown in the Protestant Line We Your Majesties most dutifull and Loyall Subjects the Lords Spirituall and Lords Temporall and Commons in this present Parliament assembled do beseech Your Majesty that it may be enacted and declared and be it enacted and declared by the Kings most Excellent Majesty by and with the Advice and Consent of the Lords Spirituall and Temporall and Commons in this present Parliament assembled and by the Authority of the same That the most Excellent Princess Sophia Electress and Dutchess Dowager of Hannover Daughter of the most Excellent Princess Elizabeth late Queen of Bohemia Daughter of our late Sovereign Lord King James the First of happy Memory be and is hereby declared to be the next in Succession in the Protestant Line to the Imperiall Crown and Dignity of the forsaid Realms of England France and Ireland with the Dominions and Territories thereunto belonging after His Majesty and the Princess Anne of Denmark and in Default of Issue of the said Princess Anne and of His Majesty respectively. Sophia was made heir presumptive to cut off a claim by the Roman Catholic James Francis Edward Stuart, who would have become James III and VIII and to deny the throne to the many other Roman Catholics and spouses of Roman Catholics who held a claim. The act restricts the British throne to the "Protestant heirs" of Sophia of Hanover who had never been Roman Catholic or married a Roman Catholic. Some British politicians attempted several times to bring Sophia to England in order to enable her to assume government immediately in the event of Anne's death. It was argued that such a course was necessary to ensure Sophia's succession, for Anne's Roman Catholic half-brother was significantly closer to London than was Sophia. The Electress was eager to move to London, but the proposal was denied, as such action would mortally offend Anne who was strongly opposed to a rival court in her kingdom. Anne might have been aware that Sophia, who was active and lively despite her old age, could cut a better figure than herself. Sophia was completely uncertain of what would happen after Anne's death, saying: "What Parliament does one day, it undoes the next." When the law was passed in mid-1701, Sophia at age 70, five of her children from ages 35 to 41, and three legitimate grandchildren from ages 14 to 18, were alive. Although Sophia was in her seventy-first year, older than Anne by thirty-five years, she was very fit and healthy, and invested time and energy in securing the succession either for herself or her son. There are more than 5,000 legitimate descendants of Sophia, although not all are in the line of succession. The Sophia Naturalization Act 1705 granted the right of British (or more correctly English, as Great Britain only came into existence in 1707) nationality to Sophia's non-Roman Catholic descendants; those who had obtained the right to British citizenship via this Act at any time before its repeal by the British Nationality Act 1948 retain this lawful right today. Death and legacy Although considerably older than Queen Anne, Sophia enjoyed much better health. According to the Countess of Bückeburg in a letter to Sophia's niece, the Raugravine Luise, on 5 June 1714 Sophia felt ill after receiving an angry letter from Queen Anne. Three days later on 8 June she was walking in the gardens of Herrenhausen when she ran to shelter from a sudden downpour of rain and collapsed and died, aged 83—a very advanced age for the era. Just under two months later, on 1 August 1714, Queen Anne died at the age of 49. Had Sophia survived Anne, she would have been the oldest person to ascend the British throne. Upon Sophia's death, her eldest son Elector George Louis of Brunswick-Lüneburg (1660–1727) became heir presumptive in her place and within two months succeeded Anne as George I of Great Britain. Sophia's daughter Sophia Charlotte of Hanover (1668–1705) married Frederick I of Prussia, from whom the later Prussian and German monarchs descend. Sophia was buried in the chapel of Leine Palace in Hanover, as were her husband and, later, their son George I. After destruction of the palace and its chapel during World War II by British air raids, their remains were moved into the mausoleum of King Ernest Augustus I in the Berggarten of Herrenhausen Gardens in 1957. Ancestry Notes References Israel, Johnathan I. Radical Enlightenment. Oxford University Press, 2001, 84. Further reading Duggan, J. N., Sophia of Hanover, From Winter Princess to Heiress of Great Britain; London, Peter Owen, 2010 Klopp, Onno (ed.), Correspondance de Leibniz avec l'électrice Sophie. Hanover, 1864–1875 Van der Cruysse, Dirk; Sophie de Hanovre,
seven children who reached adulthood. They were: George I of Great Britain (1660–1727) Frederick Augustus (1661–90), Imperial General Maximilian William of Brunswick-Lüneburg (1666–1726), field marshal in the Imperial Army Sophia Charlotte (1668–1705), Queen in Prussia Charles Philip of Brunswick-Lüneburg (1669–90), colonel in the Imperial Army Christian Henry of Brunswick-Lüneburg (1671–1703) Ernest Augustus of Brunswick-Lüneburg, Duke of York and Albany (1674–1728), became prince-bishop of Osnabrück Three of her sons were killed in battle. Sophia was absent for almost a year, 1664–65, during a long holiday with Ernest Augustus in Italy. She corresponded regularly with her sons' governess and took a great interest in her sons' upbringing, even more so on her return. After Sophia's tour, she bore Ernest Augustus another four sons and a daughter. In her letters, Sophia describes her eldest son as a responsible, conscientious child who set an example to his younger brothers and sisters. Sophia was, at first, against the marriage of her son George and Sophia Dorothea of Celle, looking down on Sophia Dorothea's mother (who was not of royal birth and who Sophia referred to as "mouse dirt mixed among the pepper") and concerned by Sophia Dorothea's legitimated status, but was eventually won over by the advantages inherent in the marriage. Heir presumptive In September 1700, Sophia met her cousin King William III of England at Het Loo Palace in Apeldoorn, the Netherlands. This happened two months after the death of his nephew Prince William, Duke of Gloucester, son of the future Queen Anne. By this time, given the ailing William III's reluctance to remarry, the inclusion of Sophia in the line of succession was becoming more likely because she was a Protestant, as was her son. Her candidature was aided by the fact that she had grown up in the Netherlands close to William III and was able to converse fluently with him in Dutch, his native tongue. A year after their meeting, the Parliament of England passed the Act of Settlement 1701 declaring that, in the event of no legitimate issue from Anne or William III, the crowns of England and Ireland were to settle upon "the most excellent princess Sophia, electress and duchess-dowager of Hanover" and "the heirs of her body, being Protestant". Scotland being a separate state in international law at the time, this did not mean she would also succeed Anne as Queen of Scotland, which led to a succession crisis and eventually to the Treaty of Union between Scotland and England in 1706/07. The key excerpt from the Act, naming Sophia as heir presumptive, reads: Therefore for a further Provision of the Succession of the Crown in the Protestant Line We Your Majesties most dutifull and Loyall Subjects the Lords Spirituall and Lords Temporall and Commons in this present Parliament assembled do beseech Your Majesty that it may be enacted and declared and be it enacted and declared by the Kings most Excellent Majesty by and with the Advice and Consent of the Lords Spirituall and Temporall and Commons in this present Parliament assembled and by the Authority of the same That the most Excellent Princess Sophia Electress and Dutchess Dowager of Hannover Daughter of the most Excellent Princess Elizabeth late Queen of Bohemia Daughter of our late Sovereign Lord King James the First of happy Memory be and is hereby declared to be the next in Succession in the Protestant Line to the Imperiall Crown and Dignity of the forsaid Realms of England France and Ireland with the Dominions and Territories thereunto belonging after His Majesty and the Princess Anne of Denmark and in Default of Issue of the said Princess Anne and of His Majesty respectively. Sophia was made heir presumptive to cut off a claim by the Roman Catholic James Francis Edward Stuart, who would have become James III and VIII and to deny the throne to the many other Roman Catholics and spouses of Roman Catholics who held a claim. The act restricts the British throne to the "Protestant heirs" of Sophia of Hanover who had never been Roman Catholic or married a Roman Catholic. Some British politicians attempted several times to bring Sophia to England in order to enable her to assume government immediately in the event of Anne's death. It was argued that such a course was necessary to ensure Sophia's succession, for Anne's Roman Catholic half-brother was significantly closer to London than was Sophia. The Electress was eager to move to London, but the proposal was denied, as such action would mortally offend Anne who was strongly opposed to a rival court in her kingdom. Anne might have been aware that Sophia, who was active and lively despite her old age, could cut a better figure than herself. Sophia was completely uncertain of what would happen after Anne's death, saying: "What Parliament does one day, it undoes the next." When the law was passed in mid-1701, Sophia at age 70, five of her children from ages 35 to 41, and three legitimate grandchildren from ages 14 to 18, were alive. Although Sophia was in her seventy-first year, older than Anne by thirty-five years, she was very fit and healthy, and invested time and energy in securing the succession either for herself or her son. There are more than 5,000 legitimate descendants of Sophia, although not all are in the line of succession. The Sophia Naturalization Act 1705 granted the right of British (or more correctly English, as Great Britain only came into existence in 1707) nationality to Sophia's non-Roman Catholic descendants; those who had obtained the right to
adjusts the height of the tip. Principle of operation Quantum tunneling of electrons is a functioning concept of STM that arises from quantum mechanics. Classically, a particle hitting an impenetrable barrier will not pass through. If the barrier is described by a potential acting along z-direction in which an electron of mass me acquires the potential energy U(z), the electron's trajectory will be deterministic, and such that the sum E of its kinetic and potential energies is at all times conserved, The electron will have a defined, non-zero momentum p only in regions where the initial energy E is greater than U(z). In quantum physics, however, particles with a very small mass, such as the electron, have discernible wavelike characteristics and are allowed to leak into classically forbidden regions. This is referred to as tunneling. Rectangular barrier model The simplest model of tunneling between the sample and the tip of a scanning tunneling microscope is that of a rectangular potential barrier. An electron of energy E is incident upon an energy barrier of height U, in the region of space of width w. Electron's behavior in the presence of a potential U(z), assuming one-dimensional case, is described by wave functions that satisfy Schrödinger’s equation, Here, ħ is the reduced Planck’s constant, z is the position, and me is the mass of an electron. In the zero-potential regions on two sides of the barrier, the wave function takes on the following form , for z<0 , for z>w Here, . Inside the barrier, where E < U, the wave function is a superposition of two terms, each decaying from one side of the barrier , for 0<z<w where . The coefficients r and t provide measure of how much of the incident electron's wave is reflected or transmitted through the barrier. Namely, of the whole impinging particle current only will be transmitted, as can be seen from the probability current expression which evaluates to . The transmission coefficient is obtained from the continuity condition on the three parts of the wave function and their derivatives at z=0 and z=w (detailed derivation is in the article Rectangular potential barrier). This gives where . The expression can be further simplified, as follows: In STM experiments, typical barrier height is of the order of the material's surface work function W, which for most metals has a value between 4 and 6 eV. The work function is the minimum energy needed to bring an electron from an occupied level, the highest of which is the Fermi level (for metals at T=0 kelvin), to vacuum level. The electrons can tunnel between two metals only from occupied states on one side into the unoccupied states of the other side of the barrier. Without bias, Fermi energies are flush and there is no tunneling. Bias shifts electron energies in one of the electrodes higher, and those electrons that have no match at the same energy on the other side will tunnel. In experiments, bias voltages of a fraction of 1 V are used, so is of the order of 10 to 12 nm−1, while w is a few tenths of a nanometer. The barrier is strongly attenuating. The expression for the transmission probability reduces to . The tunneling current from a single level is therefore where both wave vectors depend on the level's energy E; and . Tunneling current is exponentially dependent on the separation of the sample and the tip, and typically reduces by an order of magnitude when the separation is increased by 1 Å (0.1 nm). Because of this, even when tunneling occurs from a non-ideally sharp tip, the dominant contribution to the current is from its most protruding atom or orbital. Tunneling between two conductors As a result of the restriction that the tunneling from an occupied energy level on one side of the barrier requires an empty level of the same energy on the other side of the barrier, tunneling occurs mainly with electrons near the Fermi level. The tunneling current can be related to the density of available or filled states in the sample. The current due to an applied voltage V (assume tunneling occurs from the sample to the tip) depends on two factors: 1) the number of electrons between the Fermi level EF and EF−eV in the sample, and 2) the number among them which have corresponding free states to tunnel into on the other side of the barrier at the tip. The higher the density of available states in the tunneling region the greater the tunneling current. By convention, a positive V means that electrons in the tip tunnel into empty states in the sample; for a negative bias, electrons tunnel out of occupied states in the sample into the tip. For small biases and temperatures near absolute zero, the number of electrons in a given volume (the electron concentration) that are available for tunneling is the product of the density of the electronic states ρ(EF) and the energy interval between the two Fermi levels, eV. Half of these electrons will be travelling away from the barrier. The other half will represent the electric current impinging on the barrier, which is given by the product of the electron concentration, charge, and velocity v (Ii=nev), . The tunneling electric current will be a small fraction of the impinging current. The proportion is determined by the transmission probability T, so . In the simplest model of a rectangular potential barrier the transmission probability coefficient T equals |t|2. Bardeen's formalism A model that is based on more realistic wave functions for the two electrodes was devised by John Bardeen in a study of the metal-insulator-metal junction. His model takes two separate orthonormal sets of wave functions for the two electrodes and examines their time evolution as the systems are put close together. Bardeen's novel method, ingenious in itself, solves a time-dependent perturbative problem in which the perturbation emerges from the interaction of the two subsystems rather than an external potential of the standard Rayleigh–Schrödinger perturbation theory. Each of the wave functions for the electrons of the sample (S) and the tip (T) decay into the vacuum after hitting the surface potential barrier, roughly of the size of the surface work function. The wave functions are the solutions of two separate Schrödinger's equations for electrons in potentials US and UT. When the time dependence of the states of known energies and is factored out, the wave functions have the following general form If the two systems are put closer together, but are still separated by a thin vacuum region, the potential acting on an electron in the combined system is UT + US. Here, each of the potentials is spatially limited to its own side of the barrier. Only because the tail of a wave function of one electrode is in the range of the potential of the other, there is a finite probability for any state to evolve over time into the states of the other electrode. The future of the sample's state μ can be written as a linear combination with time-dependent coefficients of and all , with the initial condition . When the new wave function is inserted into the Schrödinger’s equation for the potential UT + US, the obtained equation is projected onto each separate (that is, the equation is multiplied by a and integrated over the whole volume) to single out the coefficients . All are taken to be nearly orthogonal to all (their overlap is a small fraction of the total wave functions), and only first order quantities retained. Consequently, the time evolution of the coefficients is given by . Because the potential UT is zero at the distance of a few atomic diameters away from the surface of the electrode, the integration over z can be done from a point zo somewhere inside the barrier and into the volume of the tip (z>zo). If the tunneling matrix element is defined as , the probability of the sample's state μ evolving in time t into the state of the tip ν is . In a system with many electrons impinging on the barrier, this probability will give the proportion of those that successfully tunnel. If at a time t this fraction was , at a later time t+dt the total fraction of would have tunneled. The current of tunneling electrons at each instance is therefore proportional to divided by , which is the time derivative of , . The time scale of the measurement in STM is many orders of magnitude larger than the typical femtosecond time scale of electron processes in materials, and is large. The fraction part of the formula is a fast oscillating function of that rapidly decays away from the central peak where . In other words, the most probable tunneling process, by far, is the elastic one, in which the electron's energy is conserved. The fraction, as written above, is a representation of the delta function, so . Solid-state systems are commonly described in terms of continuous rather than discrete energy levels. The term can be thought of as the density of states of the tip at energy , giving . The number of energy levels in the sample between the energies and is . When occupied, these levels are spin-degenerate (except in a few special classes of materials) and contain charge of either spin. With the sample biased to voltage , tunneling can occur only between states whose occupancies, given for each electrode by the Fermi–Dirac distribution , are not the same, that is, when either one or the other is occupied, but not both. That will be for all energies for which is not zero. For example, an electron will tunnel from energy level in the sample into energy level in the tip (), an electron at in the sample will find unoccupied states in the tip at (), and so will be for all energies in-between. The tunneling current is therefore the sum of little contributions over all these energies of the product of three factors: representing available electrons, for those that are allowed to tunnel, and the probability factor for those that will actually tunnel. . Typical experiments are run at a liquid helium temperature (around 4 K) at which the Fermi level cut-off of the electron population is less than a millielectronvolt wide. The allowed energies are only those between the two step-like Fermi levels, and the integral becomes . When the bias is small, it is reasonable to assume that the electron wave functions and, consequently, the tunneling matrix element do not change significantly in the narrow range of energies. Then the tunneling current is simply the convolution of the densities of states of the sample surface and the tip, . How the tunneling current depends on distance between the two electrodes is contained in the tunneling matrix element . This formula can be transformed so that no explicit dependence on the potential remains. First, the part is taken out from the Schrödinger equation for the tip, and the elastic tunneling condition is used so that . Now is present in the Schrödinger equation for the sample, and equals the kinetic plus the potential operator acting on . However, the potential part containing US is on the tip side of the barrier nearly zero. What remains, can be integrated over z because the integrand in the parentheses equals . Bardeen's tunneling matrix element is an integral of the wave functions and their gradients over a surface separating the two planar electrodes, . The exponential dependence of the tunneling current on the separation of the electrodes comes from the very wave functions that leak through the potential step at the surface and exhibit exponential decay into the classically forbidden region outside of the material. The tunneling matrix elements show appreciable energy dependence, which is such that tunneling from the upper end of the eV interval is nearly an order of magnitude more likely than tunneling from the states at its bottom. When the sample is biased positively, its unoccupied levels are probed as if the density of states of the tip is concentrated at its Fermi level. Conversely, when the sample is biased negatively, its occupied electronic states are probed but the spectrum of the electronic states of the tip dominates. In this case it is important that the density of states of the tip is as flat as possible.
separation is increased by 1 Å (0.1 nm). Because of this, even when tunneling occurs from a non-ideally sharp tip, the dominant contribution to the current is from its most protruding atom or orbital. Tunneling between two conductors As a result of the restriction that the tunneling from an occupied energy level on one side of the barrier requires an empty level of the same energy on the other side of the barrier, tunneling occurs mainly with electrons near the Fermi level. The tunneling current can be related to the density of available or filled states in the sample. The current due to an applied voltage V (assume tunneling occurs from the sample to the tip) depends on two factors: 1) the number of electrons between the Fermi level EF and EF−eV in the sample, and 2) the number among them which have corresponding free states to tunnel into on the other side of the barrier at the tip. The higher the density of available states in the tunneling region the greater the tunneling current. By convention, a positive V means that electrons in the tip tunnel into empty states in the sample; for a negative bias, electrons tunnel out of occupied states in the sample into the tip. For small biases and temperatures near absolute zero, the number of electrons in a given volume (the electron concentration) that are available for tunneling is the product of the density of the electronic states ρ(EF) and the energy interval between the two Fermi levels, eV. Half of these electrons will be travelling away from the barrier. The other half will represent the electric current impinging on the barrier, which is given by the product of the electron concentration, charge, and velocity v (Ii=nev), . The tunneling electric current will be a small fraction of the impinging current. The proportion is determined by the transmission probability T, so . In the simplest model of a rectangular potential barrier the transmission probability coefficient T equals |t|2. Bardeen's formalism A model that is based on more realistic wave functions for the two electrodes was devised by John Bardeen in a study of the metal-insulator-metal junction. His model takes two separate orthonormal sets of wave functions for the two electrodes and examines their time evolution as the systems are put close together. Bardeen's novel method, ingenious in itself, solves a time-dependent perturbative problem in which the perturbation emerges from the interaction of the two subsystems rather than an external potential of the standard Rayleigh–Schrödinger perturbation theory. Each of the wave functions for the electrons of the sample (S) and the tip (T) decay into the vacuum after hitting the surface potential barrier, roughly of the size of the surface work function. The wave functions are the solutions of two separate Schrödinger's equations for electrons in potentials US and UT. When the time dependence of the states of known energies and is factored out, the wave functions have the following general form If the two systems are put closer together, but are still separated by a thin vacuum region, the potential acting on an electron in the combined system is UT + US. Here, each of the potentials is spatially limited to its own side of the barrier. Only because the tail of a wave function of one electrode is in the range of the potential of the other, there is a finite probability for any state to evolve over time into the states of the other electrode. The future of the sample's state μ can be written as a linear combination with time-dependent coefficients of and all , with the initial condition . When the new wave function is inserted into the Schrödinger’s equation for the potential UT + US, the obtained equation is projected onto each separate (that is, the equation is multiplied by a and integrated over the whole volume) to single out the coefficients . All are taken to be nearly orthogonal to all (their overlap is a small fraction of the total wave functions), and only first order quantities retained. Consequently, the time evolution of the coefficients is given by . Because the potential UT is zero at the distance of a few atomic diameters away from the surface of the electrode, the integration over z can be done from a point zo somewhere inside the barrier and into the volume of the tip (z>zo). If the tunneling matrix element is defined as , the probability of the sample's state μ evolving in time t into the state of the tip ν is . In a system with many electrons impinging on the barrier, this probability will give the proportion of those that successfully tunnel. If at a time t this fraction was , at a later time t+dt the total fraction of would have tunneled. The current of tunneling electrons at each instance is therefore proportional to divided by , which is the time derivative of , . The time scale of the measurement in STM is many orders of magnitude larger than the typical femtosecond time scale of electron processes in materials, and is large. The fraction part of the formula is a fast oscillating function of that rapidly decays away from the central peak where . In other words, the most probable tunneling process, by far, is the elastic one, in which the electron's energy is conserved. The fraction, as written above, is a representation of the delta function, so . Solid-state systems are commonly described in terms of continuous rather than discrete energy levels. The term can be thought of as the density of states of the tip at energy , giving . The number of energy levels in the sample between the energies and is . When occupied, these levels are spin-degenerate (except in a few special classes of materials) and contain charge of either spin. With the sample biased to voltage , tunneling can occur only between states whose occupancies, given for each electrode by the Fermi–Dirac distribution , are not the same, that is, when either one or the other is occupied, but not both. That will be for all energies for which is not zero. For example, an electron will tunnel from energy level in the sample into energy level in the tip (), an electron at in the sample will find unoccupied states in the tip at (), and so will be for all energies in-between. The tunneling current is therefore the sum of little contributions over all these energies of the product of three factors: representing available electrons, for those that are allowed to tunnel, and the probability factor for those that will actually tunnel. . Typical experiments are run at a liquid helium temperature (around 4 K) at which the Fermi level cut-off of the electron population is less than a millielectronvolt wide. The allowed energies are only those between the two step-like Fermi levels, and the integral becomes . When the bias is small, it is reasonable to assume that the electron wave functions and, consequently, the tunneling matrix element do not change significantly in the narrow range of energies. Then the tunneling current is simply the convolution of the densities
technique to create random mutants STMicroelectronics, an Italian-French manufacturer of electronics and semiconductors STM (Turkish company) (), a military technology company in Turkey STM-1, Synchronous Transport Module, the basic rate of transmission of the SDH ITU-T fiber optic network STM32, a family of 32-bit microcontroller integrated circuits by STMicroelectronics Software transactional memory, a method of handling concurrency in multithreaded systems Stepper motor, a type of electric motor Canon autofocus lenses that use stepper motor technology which makes them especially quiet .stm, a filename extension used by: Web administration panel, of Belkin routers Streaming Media File, in Microsoft Exchange Server Scream Tracker, music tracker software Transportation Société de transport de Montréal, the public
Software transactional memory, a method of handling concurrency in multithreaded systems Stepper motor, a type of electric motor Canon autofocus lenses that use stepper motor technology which makes them especially quiet .stm, a filename extension used by: Web administration panel, of Belkin routers Streaming Media File, in Microsoft Exchange Server Scream Tracker, music tracker software Transportation Société de transport de Montréal, the public transport provider in Montreal, Quebec, Canada Amtrak ticketing code for Stamford Transportation Center, a railway station in Stamford, Connecticut, US Sea traffic management, a set of systems and procedures to guide and monitor sea traffic in a manner similar to air traffic management Space traffic management Strategic Traffic Manager, a Bus Priority application designed to work as part of an intelligent transportation system Santarém-Maestro Wilson Fonseca Airport, Santarém, Pará|Santarém, Brazil, by IATA airport code Publishing International Association of Scientific, Technical, and Medical
of 2021, when the latest volume appeared, work has progressed to the letter Å inclusively. The dictionary has approximately 450,000 main entries. The searchable web version has been available since 1997. See also Svenska Akademiens ordlista External links Svenska Akademiens ordbok The Swedish Academy – Official site (in English) Swedish
the letter Å inclusively. The dictionary has approximately 450,000 main entries. The searchable web version has been available since 1997. See also Svenska Akademiens ordlista External links Svenska Akademiens ordbok The Swedish Academy – Official site (in English) Swedish non-fiction literature
Riley, known collectively as Mark and Lard. As part of their BBC Radio 1 shows, the pair produced pastiches of chart songs, such as "You're Gormless", a parody of Babybird's "You're Gorgeous", "Lardy Boy", a parody of Placebo's "Nancy Boy", and "Why Is It Always Dairylea", spoofing Travis's "Why Does It Always Rain on Me?", using the band names 'Baby Bloke', 'Gazebo' and 'Dave Lee Travisty' respectively. When they rewrote The Seahorses' "Love Is the Law" as "(Now) I Know (Where I'm Going) Our Kid", they chose the stage-name Shirehorses, which they then retained for future recordings and performances. Other parodies include "I Want a Roll with It" (spoofing "Roll with It" by Oasis), "Feel Like Shite" ("Alright" by Supergrass), and "Country Spouse" ("Country House" by Blur). The band toured
Other parodies include "I Want a Roll with It" (spoofing "Roll with It" by Oasis), "Feel Like Shite" ("Alright" by Supergrass), and "Country Spouse" ("Country House" by Blur). The band toured extensively, playing many small, university gigs to exploit their popularity with students. However, they also performed at larger venues, supporting Blur on a 1997 UK tour, taking in several stadia, and appearing at Glastonbury Festival in 1997. Marc Riley was formerly a member of British Manchester band the Fall and
Ink family. Furthermore, reprogramming efficiency is correlated with the number of cell divisions happened during the stochastic phase, which is suggested by the growing inefficiency of reprogramming of older or slow diving cells. Lineage Lineage is an important procedure to analyze developing embryos. Since cell lineages shows the relationship between cells at each division. This helps in analyzing stem cell lineages along the way which helps recognize stem cell effectiveness, lifespan, and other factors. With the technique of cell lineage mutant genes can be analyzed in stem cell clones that can help in genetic pathways. These pathways can regulate how the stem cell perform. To ensure self-renewal, stem cells undergo two types of cell division (see Stem cell division and differentiation diagram). Symmetric division gives rise to two identical daughter cells both endowed with stem cell properties. Asymmetric division, on the other hand, produces only one stem cell and a progenitor cell with limited self-renewal potential. Progenitors can go through several rounds of cell division before terminally differentiating into a mature cell. It is possible that the molecular distinction between symmetric and asymmetric divisions lies in differential segregation of cell membrane proteins (such as receptors) between the daughter cells. An alternative theory is that stem cells remain undifferentiated due to environmental cues in their particular niche. Stem cells differentiate when they leave that niche or no longer receive those signals. Studies in Drosophila germarium have identified the signals decapentaplegic and adherens junctions that prevent germarium stem cells from differentiating. Therapies Stem cell therapy is the use of stem cells to treat or prevent a disease or condition. Bone marrow transplant is a form of stem cell therapy that has been used for many years because it has proven to be effective in clinical trials. Stem cell implantation may help in strengthening the left-ventricle of the heart, as well as retaining the heart tissue to patients who have suffered from heart attacks in the past. Advantages Stem cell treatments may lower symptoms of the disease or condition that is being treated. The lowering of symptoms may allow patients to reduce the drug intake of the disease or condition. Stem cell treatment may also provide knowledge for society to further stem cell understanding and future treatments. The physicians' creed would be to do no injury, and stem cells make that simpler than ever before. Surgical processes by their character are harmful. Tissue has to be dropped as a way to reach a successful outcome. One may prevent the dangers of surgical interventions using stem cells. Additionally, there's a possibility of disease, and whether the procedure fails, further surgery may be required. Risks associated with anesthesia can also be eliminated with stem cells. On top of that, stem cells have been harvested from the patient's body and redeployed in which they're wanted. Since they come from the patient’s own body, this is referred to as an autologous treatment. Autologous remedies are thought to be the safest because there's likely zero probability of donor substance rejection. Disadvantages Stem cell treatments may require immunosuppression because of a requirement for radiation before the transplant to remove the person's previous cells, or because the patient's immune system may target the stem cells. One approach to avoid the second possibility is to use stem cells from the same patient who is being treated. Pluripotency in certain stem cells could also make it difficult to obtain a specific cell type. It is also difficult to obtain the exact cell type needed, because not all cells in a population differentiate uniformly. Undifferentiated cells can create tissues other than desired types. Some stem cells form tumors after transplantation; pluripotency is linked to tumor formation especially in embryonic stem cells, fetal proper stem cells, induced pluripotent stem cells. Fetal proper stem cells form tumors despite multipotency. Ethical concerns are also raised about the practice of using or researching embryonic stem cells. Harvesting cells from the blastocyst result in the death of the blastocyst. The concern is whether or not the blastocyst should be considered as a human life. The debate on this issue is mainly a philosophical one, not a scientific one. Stem cell tourism Stem cell tourism is the industry in which patients (and sometimes their families) travel to another jurisdiction, to obtain stem cell procedures which are not approved but which are advertised on the Internet as proven cures. The United States, in recent years, has had an explosion of "stem cell clinics". Stem cell procedures are highly profitable for clinics. The advertising sounds authoritative but the efficacy and safety of the procedures is unproven. Patients sometimes experience complications, such as spinal tumors and death. The high expense can also lead to financial ruin. According to researchers, there is a need to educate the public, patients, and doctors about this issue. According to the International Society for Stem Cell Research, the largest academic organization that advocates for stem cell research, stem cell therapies are under development and cannot yet be said to be proven. Doctors should inform patients that clinical trials continue to investigate whether these therapies are safe and effective but that unethical clinics present them as proven. Research Some of the fundamental patents covering human embryonic stem cells are owned by the Wisconsin Alumni Research Foundation (WARF) – they are patents 5,843,780, 6,200,806, and 7,029,913 invented by James A. Thomson. WARF does not enforce these patents against academic scientists, but does enforce them against companies. In 2006, a request for the US Patent and Trademark Office (USPTO) to re-examine the three patents was filed by the Public Patent Foundation on behalf of its client, the non-profit patent-watchdog group Consumer Watchdog (formerly the Foundation for Taxpayer and Consumer Rights). In the re-examination process, which involves several rounds of discussion between the USPTO and the parties, the USPTO initially agreed with Consumer Watchdog and rejected all the claims in all three patents, however in response, WARF amended the claims of all three patents to make them more narrow, and in 2008 the USPTO found the amended claims in all three patents to be patentable. The decision on one of the patents (7,029,913) was appealable, while the decisions on the other two were not. Consumer Watchdog appealed the granting of the '913 patent to the USPTO's Board of Patent Appeals and Interferences (BPAI) which granted the appeal, and in 2010 the BPAI decided that the amended claims of the '913 patent were not patentable. However, WARF was able to re-open prosecution of the case and did so, amending the claims of the '913 patent again to make them more narrow, and in January 2013 the amended claims were allowed. In July 2013, Consumer Watchdog announced that it would appeal the decision to allow the claims of the '913 patent to the US Court of Appeals for the Federal Circuit (CAFC), the federal appeals court that hears patent cases. At a hearing in December 2013, the CAFC raised the question of whether Consumer Watchdog had legal standing to appeal; the case could not proceed until that issue was resolved. Investigations Diseases and conditions where stem cell treatment is being investigated include: Diabetes Androgenic Alopecia and hair loss Rheumatoid arthritis Parkinson's disease Alzheimer's disease Osteoarthritis Stroke and traumatic brain injury repair Learning disability due to congenital disorder Spinal cord injury repair Heart infarction Anti-cancer treatments Baldness reversal Replace missing teeth Repair hearing Restore vision and repair damage to the cornea Amyotrophic lateral sclerosis Crohn's disease Wound healing Male infertility due to absence of spermatogonial stem cells. In recent studies, scientist have found a way to solve this problem by reprogramming a cell and turning it into a spermatozoon. Other studies have proven the restoration of spermatogenesis by introducing human iPSC cells in mice testicles. This could mean the end of azoospermia. Female infertility: oocytes made from embryonic stem cells. Scientists have found the ovarian stem cells, a rare type of cells (0.014%) found in the ovary. They could be used as a treatment not only for infertility, but also for premature ovarian insufficiency. Research is underway to develop various sources for stem cells, and to apply stem cell treatments for neurodegenerative diseases and conditions, diabetes, heart disease, and other conditions. Research is also underway in generating organoids using stem cells, which would allow for further understanding of human development, organogenesis, and modeling of human diseases. In more recent years, with the ability of scientists to isolate and culture embryonic stem cells, and with scientists' growing ability to create stem cells using somatic cell nuclear transfer and techniques to create induced pluripotent stem cells, controversy has crept in, both related to abortion politics and to human cloning. Hepatotoxicity and drug-induced liver injury account for a substantial number of failures of new drugs in development and market withdrawal, highlighting the need for screening assays such as stem cell-derived hepatocyte-like cells, that are capable of detecting toxicity early in the drug development process. Notable studies In August 2021, researchers in the Princess Margaret Cancer Centre at the University Health Network published their discovery of a dormancy mechanism in key stem cells which could help develop cancer treatments in the future. See also Cell bank Human genome Meristem Mesenchymal stem cell Partial cloning Plant stem cell Stem cell controversy Stem cell marker References Further reading External links National Institutes
accident. The workers all survived. In 1981, embryonic stem (ES) cells were first isolated and successfully cultured using mouse blastocysts by British biologists Martin Evans and Matthew Kaufman. This allowed the formation of murine genetic models, a system in which the genes of mice are deleted or altered in order to study their function in pathology. By 1998, embryonic stem cells were first isolated by American biologist James Thomson, which made it possible to have new transplantation methods or various cell types for testing new treatments. In 2006, Shinya Yamanaka’s team in Kyoto, Japan converted fibroblasts into pluripotent stem cells by modifying the expression of only four genes. The feat represents the origin of induced pluripotent stem cells, known as iPS cells. In 2011, a female maned wolf, run over by a truck, underwent stem cell treatment at the Zoo Brasília, this being the first recorded case of the use of stem cells to heal injuries in a wild animal. Properties The classical definition of a stem cell requires that it possesses two properties: Self-renewal: the ability to go through numerous cycles of cell growth and cell division, known as cell proliferation, while maintaining the undifferentiated state. Potency: the capacity to differentiate into specialized cell types. In the strictest sense, this requires stem cells to be either totipotent or pluripotent—to be able to give rise to any mature cell type, although multipotent or unipotent progenitor cells are sometimes referred to as stem cells. Apart from this, it is said that stem cell function is regulated in a feedback mechanism. Self-renewal Two mechanisms ensure that a stem cell population is maintained (doesn't shrink in size): 1. Asymmetric cell division: a stem cell divides into one mother cell, which is identical to the original stem cell, and another daughter cell, which is differentiated. When a stem cell self-renews, it divides and does not disrupt the undifferentiated state. This self-renewal demands control of cell cycle as well as upkeep of multipotency or pluripotency, which all depends on the stem cell. 2. Stochastic differentiation: when one stem cell grows and divides into two differentiated daughter cells, another stem cell undergoes mitosis and produces two stem cells identical to the original. Stem cells use telomerase, a protein that restores telomeres, to protect their DNA and extend their cell division limit (the Hayflick limit). Potency meaning Potency specifies the differentiation potential (the potential to differentiate into different cell types) of the stem cell. Totipotent (also known as omnipotent) stem cells can differentiate into embryonic and extraembryonic cell types. Such cells can construct a complete, viable organism. These cells are produced from the fusion of an egg and sperm cell. Cells produced by the first few divisions of the fertilized egg are also totipotent. Pluripotent stem cells are the descendants of totipotent cells and can differentiate into nearly all cells, i.e. cells derived from any of the three germ layers. Multipotent stem cells can differentiate into a number of cell types, but only those of a closely related family of cells. Oligopotent stem cells can differentiate into only a few cell types, such as lymphoid or myeloid stem cells. Unipotent cells can produce only one cell type, their own, but have the property of self-renewal, which distinguishes them from non-stem cells (e.g. progenitor cells, which cannot self-renew). Identification In practice, stem cells are identified by whether they can regenerate tissue. For example, the defining test for bone marrow or hematopoietic stem cells (HSCs) is the ability to transplant the cells and save an individual without HSCs. This demonstrates that the cells can produce new blood cells over a long term. It should also be possible to isolate stem cells from the transplanted individual, which can themselves be transplanted into another individual without HSCs, demonstrating that the stem cell was able to self-renew. Properties of stem cells can be illustrated in vitro, using methods such as clonogenic assays, in which single cells are assessed for their ability to differentiate and self-renew. Stem cells can also be isolated by their possession of a distinctive set of cell surface markers. However, in vitro culture conditions can alter the behavior of cells, making it unclear whether the cells shall behave in a similar manner in vivo. There is considerable debate as to whether some proposed adult cell populations are truly stem cells. Embryonic Embryonic stem cells (ESCs) are the cells of the inner cell mass of a blastocyst, formed prior to implantation in the uterus. In human embryonic development the blastocyst stage is reached 4–5 days after fertilization, at which time it consists of 50–150 cells. ESCs are pluripotent and give rise during development to all derivatives of the three germ layers: ectoderm, endoderm and mesoderm. In other words, they can develop into each of the more than 200 cell types of the adult body when given sufficient and necessary stimulation for a specific cell type. They do not contribute to the extraembryonic membranes or to the placenta. During embryonic development the cells of the inner cell mass continuously divide and become more specialized. For example, a portion of the ectoderm in the dorsal part of the embryo specializes as 'neurectoderm', which will become the future central nervous system. Later in development, neurulation causes the neurectoderm to form the neural tube. At the neural tube stage, the anterior portion undergoes encephalization to generate or 'pattern' the basic form of the brain. At this stage of development, the principal cell type of the CNS is considered a neural stem cell. The neural stem cells self-renew and at some point transition into radial glial progenitor cells (RGPs). Early-formed RGPs self-renew by symmetrical division to form a reservoir group of progenitor cells. These cells transition to a neurogenic state and start to divide asymmetrically to produce a large diversity of many different neuron types, each with unique gene expression, morphological, and functional characteristics. The process of generating neurons from radial glial cells is called neurogenesis. The radial glial cell, has a distinctive bipolar morphology with highly elongated processes spanning the thickness of the neural tube wall. It shares some glial characteristics, most notably the expression of glial fibrillary acidic protein (GFAP). The radial glial cell is the primary neural stem cell of the developing vertebrate CNS, and its cell body resides in the ventricular zone, adjacent to the developing ventricular system. Neural stem cells are committed to the neuronal lineages (neurons, astrocytes, and oligodendrocytes), and thus their potency is restricted. Nearly all research to date has made use of mouse embryonic stem cells (mES) or human embryonic stem cells (hES) derived from the early inner cell mass. Both have the essential stem cell characteristics, yet they require very different environments in order to maintain an undifferentiated state. Mouse ES cells are grown on a layer of gelatin as an extracellular matrix (for support) and require the presence of leukemia inhibitory factor (LIF) in serum media. A drug cocktail containing inhibitors to GSK3B and the MAPK/ERK pathway, called 2i, has also been shown to maintain pluripotency in stem cell culture. Human ESCs are grown on a feeder layer of mouse embryonic fibroblasts and require the presence of basic fibroblast growth factor (bFGF or FGF-2). Without optimal culture conditions or genetic manipulation, embryonic stem cells will rapidly differentiate. A human embryonic stem cell is also defined by the expression of several transcription factors and cell surface proteins. The transcription factors Oct-4, Nanog, and Sox2 form the core regulatory network that ensures the suppression of genes that lead to differentiation and the maintenance of pluripotency. The cell surface antigens most commonly used to identify hES cells are the glycolipids stage specific embryonic antigen 3 and 4, and the keratan sulfate antigens Tra-1-60 and Tra-1-81. The molecular definition of a stem cell includes many more proteins and continues to be a topic of research. By using human embryonic stem cells to produce specialized cells like nerve cells or heart cells in the lab, scientists can gain access to adult human cells without taking tissue from patients. They can then study these specialized adult cells in detail to try to discern complications of diseases, or to study cell reactions to proposed new drugs. Because of their combined abilities of unlimited expansion and pluripotency, embryonic stem cells remain a theoretically potential source for regenerative medicine and tissue replacement after injury or disease., however, there are currently no approved treatments using ES cells. The first human trial was approved by the US Food and Drug Administration in January 2009. However, the human trial was not initiated until October 13, 2010 in Atlanta for spinal cord injury research. On November 14, 2011 the company conducting the trial (Geron Corporation) announced that it will discontinue further development of its stem cell programs. Differentiating ES cells into usable cells while avoiding transplant rejection are just a few of the hurdles that embryonic stem cell researchers still face. Embryonic stem cells, being pluripotent, require specific signals for correct differentiation – if injected directly into another body, ES cells will differentiate into many different types of cells, causing a teratoma. Ethical considerations regarding the use of unborn human tissue are another reason for the lack of approved treatments using embryonic stem cells. Many nations currently have moratoria or limitations on either human ES cell research or the production of new human ES cell lines. Mesenchymal stem cells Mesenchymal stem cells (MSC) are known to be multipotent, which can be found in adult tissues, for example, in the muscle, liver, bone marrow. Mesenchymal stem cells usually function as structural support in various organs as mentioned above, and control the movement of substances. MSC can differentiate into numerous cell categories as an illustration of adipocytes, osteocytes, and chondrocytes, derived by the mesodermal layer. Where the mesoderm layer provides an increase to the body’s skeletal elements, such as relating to the cartilage or bone. The term “meso” means middle, infusion originated from the Greek, signifying that mesenchymal cells are able to range and travel in early embryonic growth among the ectodermal and endodermal layers. This mechanism helps with space-filling thus, key for repairing wounds in adult organisms that have to do with mesenchymal cells in the dermis (skin), bone, or muscle. Mesenchymal stem cells are known to be essential for regenerative medicine. They are broadly studied in clinical trials. Since they are easily isolated and obtain high yield, high plasticity, which makes able to facilitate inflammation and encourage cell growth, cell differentiation, and restoring tissue derived from immunomodulation and immunosuppression. MSC comes from the bone marrow, which requires an aggressive procedure when it comes to isolating the quantity and quality of the isolated cell, and it varies by how old the donor. When comparing the rates of MSC in the bone marrow aspirates and bone marrow stroma, the aspirates tend to have lower rates of MSC than the stroma. MSC are known to be heterogeneous, and they express a high level of pluripotent markers when compared to other types of stem cells, such as embryonic stem cells. Cell cycle control Embryonic stem cells (ESCs) have the ability to divide indefinitely while keeping their pluripotency, which is made possible through specialized mechanisms of cell cycle control. Compared to proliferating somatic cells, ESCs have unique cell cycle characteristics—such as rapid cell division caused by shortened G1 phase, absent G0 phase, and modifications in cell cycle checkpoints—which leaves the cells mostly in S phase at any given time. ESCs’ rapid division is demonstrated by their short doubling time, which ranges from 8 to 10 hours, whereas somatic cells have doubling time of approximately 20 hours or longer. As cells differentiate, these properties change: G1 and G2 phases lengthen, leading to longer cell division cycles. This suggests that a specific cell cycle structure may contribute to the establishment of pluripotency. Particularly because G1 phase is the phase in which cells have increased sensitivity to differentiation, shortened G1 is one of the key characteristics of ESCs and plays an important role in maintaining undifferentiated phenotype. Although the exact molecular mechanism remains only partially understood, several studies have shown insight on how ESCs progress through G1—and potentially other phases—so rapidly. The cell cycle is regulated by complex network of cyclins, cyclin-dependent kinases (Cdk), cyclin-dependent kinase inhibitors (Cdkn), pocket proteins of the retinoblastoma (Rb) family, and other accessory factors. Foundational insight into the distinctive regulation of ESC cell cycle was gained by studies on mouse ESCs (mESCs). mESCs showed a cell cycle with highly abbreviated G1 phase, which enabled cells to rapidly alternate between M phase and S phase. In a somatic cell cycle, oscillatory activity of Cyclin-Cdk complexes is observed in sequential action, which controls crucial regulators of the cell cycle to induce unidirectional transitions between phases: Cyclin D and Cdk4/6 are active in the G1 phase, while Cyclin E and Cdk2 are active during the late G1 phase and S phase; and Cyclin A and Cdk2 are active in the S phase and G2, while Cyclin B and Cdk1 are active in G2 and M phase. However, in mESCs, this typically ordered and oscillatory activity of Cyclin-Cdk complexes is absent. Rather, the Cyclin E/Cdk2 complex is constitutively active throughout the cycle, keeping retinoblastoma protein (pRb) hyperphosphorylated and thus inactive. This allows for direct transition from M phase to the late G1 phase, leading to absence of D-type cyclins and therefore a shortened G1 phase. Cdk2 activity is crucial for both cell cycle regulation and cell-fate decisions in mESCs; downregulation of Cdk2 activity prolongs G1 phase progression, establishes a somatic cell-like cell cycle, and induces expression of differentiation markers. In human ESCs (hESCs), the duration of G1 is dramatically shortened. This has been attributed to high mRNA levels of G1-related Cyclin D2 and Cdk4 genes and low levels of cell cycle regulatory
each of the first three books contained poems in a single specific metre. Ancient editions of Sappho, possibly starting with the Alexandrian edition, seem to have ordered the poems in at least the first book of Sappho's poetry – which contained works composed in Sapphic stanzas – alphabetically. Even after the publication of the standard Alexandrian edition, Sappho's poetry continued to circulate in other poetry collections. For instance, the Cologne Papyrus on which the Tithonus poem is preserved was part of a Hellenistic anthology of poetry, which contained poetry arranged by theme, rather than by metre and incipit, as it was in the Alexandrian edition. Surviving poetry The earliest surviving manuscripts of Sappho, including the potsherd on which fragment 2 is preserved, date to the third century BC, and thus predate the Alexandrian edition. The latest surviving copies of Sappho's poems transmitted directly from ancient times are written on parchment codex pages from the sixth and seventh centuries AD, and were surely reproduced from ancient papyri now lost. Manuscript copies of Sappho's works may have survived a few centuries longer, but around the 9th century her poetry appears to have disappeared, and by the twelfth century, John Tzetzes could write that "the passage of time has destroyed Sappho and her works". According to legend, Sappho's poetry was lost because the church disapproved of her morals. These legends appear to have originated in the Renaissance – around 1550, Jerome Cardan wrote that Gregory Nazianzen had Sappho's work publicly destroyed, and at the end of the sixteenth century Joseph Justus Scaliger claimed that Sappho's works were burned in Rome and Constantinople in 1073 on the orders of Pope Gregory VII. In reality, Sappho's work was probably lost as the demand for it was insufficiently great for it to be copied onto parchment when codices superseded papyrus scrolls as the predominant form of book. A contributing factor to the loss of Sappho's poems may have been her Aeolic dialect, considered provincial in a period where the Attic dialect was seen as the true classical Greek, and had become the standard for literary compositions. Consequently, many readers found Sappho's dialect difficult to understand: in the second century AD, the Roman author Apuleius specifically remarks on its "strangeness", and several commentaries on the subject demonstrate the difficulties that readers had with it. This was part of a more general decline in interest in the archaic poets; indeed, the surviving papyri suggest that Sappho's poetry survived longer than that of her contemporaries such as Alcaeus. Only approximately 650 lines of Sappho's poetry still survive, of which just one poem – the "Ode to Aphrodite" – is complete, and more than half of the original lines survive in around ten more fragments. Many of the surviving fragments of Sappho contain only a single word – for example, fragment 169A is simply a word meaning "wedding gifts", and survives as part of a dictionary of rare words. The two major sources of surviving fragments of Sappho are quotations in other ancient works, from a whole poem to as little as a single word, and fragments of papyrus, many of which were discovered at Oxyrhynchus in Egypt. Other fragments survive on other materials, including parchment and potsherds. The oldest surviving fragment of Sappho currently known is the Cologne papyrus which contains the Tithonus poem, dating to the third century BC. Until the last quarter of the nineteenth century, only the ancient quotations of Sappho survived. In 1879, the first new discovery of a fragment of Sappho was made at Fayum. By the end of the nineteenth century, Grenfell and Hunt had begun to excavate an ancient rubbish dump at Oxyrhynchus, leading to the discoveries of many previously unknown fragments of Sappho. Fragments of Sappho continue to be rediscovered. Most recently, major discoveries in 2004 (the "Tithonus poem" and a new, previously unknown fragment) and 2014 (fragments of nine poems: five already known but with new readings, four, including the "Brothers Poem", not previously known) have been reported in the media around the world. Style Sappho clearly worked within a well-developed tradition of Lesbian poetry, which had evolved its own poetic diction, meters, and conventions. Prior to Sappho and her contemporary Alcaeus, Lesbos was associated with poetry and music through the mythical Orpheus and Arion, and the seventh-century BC poet Terpander. Nonetheless, her work is innovative; it is some of the earliest Greek poetry to adopt the "lyric 'I'" – to write poetry adopting the viewpoint of a specific person, in contrast to the earlier epic poets Homer and Hesiod, who present themselves more as "conduits of divine inspiration". Her poetry explores individual identity and personal emotions – desire, jealousy, and love; it also adopts and reinterprets the existing imagery of epic poetry in exploring these themes. Sappho's poetry seems to have been composed for multiple occasions – including wedding songs, other ritual occasions, and more private situations – and probably encompassed both monodic and choral works. Sappho's poetry is known for its clear language and simple thoughts, sharply-drawn images, and use of direct quotation which brings a sense of immediacy. Unexpected word-play is a characteristic feature of her style. An example is from fragment 96: "now she stands out among Lydian women as after sunset the rose-fingered moon exceeds all stars", a variation of the Homeric epithet "rosy-fingered Dawn". Sappho's poetry often uses hyperbole, according to ancient critics "because of its charm". An example is found in fragment 111, where Sappho writes that "The groom approaches like Ares [...] Much bigger than a big man". Leslie Kurke groups Sappho with those archaic Greek poets from what has been called the "élite" ideological tradition, which valued luxury (habrosyne) and high birth. These elite poets tended to identify themselves with the worlds of Greek myths, gods, and heroes, as well as the wealthy East, especially Lydia. Thus in fragment 2 Sappho has Aphrodite "pour into golden cups nectar lavishly mingled with joys", while in the Tithonus poem she explicitly states that "I love the finer things [habrosyne]". According to Page DuBois, the language, as well as the content, of Sappho's poetry evokes an aristocratic sphere. She contrasts Sappho's "flowery,[...] adorned" style with the "austere, decorous, restrained" style embodied in the works of later classical authors such as Sophocles, Demosthenes, and Pindar. Traditional modern literary critics of Sappho's poetry have tended to see her poetry as a vivid and skilled but spontaneous and naive expression of emotion: typical of this view are the remarks of H. J. Rose that "Sappho wrote as she spoke, owing practically nothing to any literary influence," and that her verse displays "the charm of absolute naturalness." Against this essentially romantic view, one school of more recent critics argues that, on the contrary, Sappho's poetry displays and depends for its effect on a sophisticated deployment of the strategies of traditional Greek rhetorical genres – so that it seems spontaneous, whilst actually being very crafted. Sexuality The common term lesbian is an allusion to Sappho, originating from the name of the island of Lesbos, where she was born. However, she has not always been considered so. In classical Athenian comedy (from the Old Comedy of the fifth century to Menander in the late fourth and early third centuries BC), Sappho was caricatured as a promiscuous heterosexual woman, and it is not until the Hellenistic period that the first testimonia which explicitly discuss Sappho's homoeroticism are preserved. The earliest of these is a fragmentary biography written on papyrus in the late third or early second century BC, which states that Sappho was "accused by some of being irregular in her ways and a woman-lover". Denys Page comments that the phrase "by some" implies that even the full corpus of Sappho's poetry did not provide conclusive evidence of whether she described herself as having sex with women. These ancient authors do not appear to have believed that Sappho did, in fact, have sexual relationships with other women, and as late as the tenth century the Suda records that Sappho was "slanderously accused" of having sexual relationships with her "female pupils". Among modern scholars, Sappho's sexuality is still debated – André Lardinois has described it as the "Great Sappho Question". Early translators of Sappho sometimes heterosexualised her poetry. Ambrose Philips' 1711 translation of the Ode to Aphrodite portrayed the object of Sappho's desire as male, a reading that was followed by virtually every other translator of the poem until the twentieth century, while in 1781 Alessandro Verri interpreted fragment 31 as being about Sappho's love for Phaon. Friedrich Gottlieb Welcker argued that Sappho's feelings for other women were "entirely idealistic and non-sensual", while Karl Otfried Müller wrote that fragment 31 described "nothing but a friendly affection": Glenn Most comments that "one wonders what language Sappho would have used to describe her feelings if they had been ones of sexual excitement", if this theory were correct. By 1970, it would be argued that the same poem contained "proof positive of [Sappho's] lesbianism". Today, it is generally accepted that Sappho's poetry portrays homoerotic feelings: as Sandra Boehringer puts it, her works "clearly celebrate eros between women". Toward the end of the twentieth century, though, some scholars began to reject the question of whether or not Sappho was a lesbian – Glenn Most wrote that Sappho herself "would have had no idea what people mean when they call her nowadays a homosexual", André Lardinois stated that it is "nonsensical" to ask whether Sappho was a lesbian, and Page duBois calls the question a "particularly obfuscating debate". One of the major focuses of scholars studying Sappho has been to attempt to determine the cultural context in which Sappho's poems were composed and performed. Various cultural contexts and social roles played by Sappho have been suggested, including teacher, cult-leader, and
is some of the earliest Greek poetry to adopt the "lyric 'I'" – to write poetry adopting the viewpoint of a specific person, in contrast to the earlier epic poets Homer and Hesiod, who present themselves more as "conduits of divine inspiration". Her poetry explores individual identity and personal emotions – desire, jealousy, and love; it also adopts and reinterprets the existing imagery of epic poetry in exploring these themes. Sappho's poetry seems to have been composed for multiple occasions – including wedding songs, other ritual occasions, and more private situations – and probably encompassed both monodic and choral works. Sappho's poetry is known for its clear language and simple thoughts, sharply-drawn images, and use of direct quotation which brings a sense of immediacy. Unexpected word-play is a characteristic feature of her style. An example is from fragment 96: "now she stands out among Lydian women as after sunset the rose-fingered moon exceeds all stars", a variation of the Homeric epithet "rosy-fingered Dawn". Sappho's poetry often uses hyperbole, according to ancient critics "because of its charm". An example is found in fragment 111, where Sappho writes that "The groom approaches like Ares [...] Much bigger than a big man". Leslie Kurke groups Sappho with those archaic Greek poets from what has been called the "élite" ideological tradition, which valued luxury (habrosyne) and high birth. These elite poets tended to identify themselves with the worlds of Greek myths, gods, and heroes, as well as the wealthy East, especially Lydia. Thus in fragment 2 Sappho has Aphrodite "pour into golden cups nectar lavishly mingled with joys", while in the Tithonus poem she explicitly states that "I love the finer things [habrosyne]". According to Page DuBois, the language, as well as the content, of Sappho's poetry evokes an aristocratic sphere. She contrasts Sappho's "flowery,[...] adorned" style with the "austere, decorous, restrained" style embodied in the works of later classical authors such as Sophocles, Demosthenes, and Pindar. Traditional modern literary critics of Sappho's poetry have tended to see her poetry as a vivid and skilled but spontaneous and naive expression of emotion: typical of this view are the remarks of H. J. Rose that "Sappho wrote as she spoke, owing practically nothing to any literary influence," and that her verse displays "the charm of absolute naturalness." Against this essentially romantic view, one school of more recent critics argues that, on the contrary, Sappho's poetry displays and depends for its effect on a sophisticated deployment of the strategies of traditional Greek rhetorical genres – so that it seems spontaneous, whilst actually being very crafted. Sexuality The common term lesbian is an allusion to Sappho, originating from the name of the island of Lesbos, where she was born. However, she has not always been considered so. In classical Athenian comedy (from the Old Comedy of the fifth century to Menander in the late fourth and early third centuries BC), Sappho was caricatured as a promiscuous heterosexual woman, and it is not until the Hellenistic period that the first testimonia which explicitly discuss Sappho's homoeroticism are preserved. The earliest of these is a fragmentary biography written on papyrus in the late third or early second century BC, which states that Sappho was "accused by some of being irregular in her ways and a woman-lover". Denys Page comments that the phrase "by some" implies that even the full corpus of Sappho's poetry did not provide conclusive evidence of whether she described herself as having sex with women. These ancient authors do not appear to have believed that Sappho did, in fact, have sexual relationships with other women, and as late as the tenth century the Suda records that Sappho was "slanderously accused" of having sexual relationships with her "female pupils". Among modern scholars, Sappho's sexuality is still debated – André Lardinois has described it as the "Great Sappho Question". Early translators of Sappho sometimes heterosexualised her poetry. Ambrose Philips' 1711 translation of the Ode to Aphrodite portrayed the object of Sappho's desire as male, a reading that was followed by virtually every other translator of the poem until the twentieth century, while in 1781 Alessandro Verri interpreted fragment 31 as being about Sappho's love for Phaon. Friedrich Gottlieb Welcker argued that Sappho's feelings for other women were "entirely idealistic and non-sensual", while Karl Otfried Müller wrote that fragment 31 described "nothing but a friendly affection": Glenn Most comments that "one wonders what language Sappho would have used to describe her feelings if they had been ones of sexual excitement", if this theory were correct. By 1970, it would be argued that the same poem contained "proof positive of [Sappho's] lesbianism". Today, it is generally accepted that Sappho's poetry portrays homoerotic feelings: as Sandra Boehringer puts it, her works "clearly celebrate eros between women". Toward the end of the twentieth century, though, some scholars began to reject the question of whether or not Sappho was a lesbian – Glenn Most wrote that Sappho herself "would have had no idea what people mean when they call her nowadays a homosexual", André Lardinois stated that it is "nonsensical" to ask whether Sappho was a lesbian, and Page duBois calls the question a "particularly obfuscating debate". One of the major focuses of scholars studying Sappho has been to attempt to determine the cultural context in which Sappho's poems were composed and performed. Various cultural contexts and social roles played by Sappho have been suggested, including teacher, cult-leader, and poet performing for a circle of female friends. However, the performance contexts of many of Sappho's fragments are not easy to determine, and for many more than one possible context is conceivable. One longstanding suggestion of a social role for Sappho is that of "Sappho as schoolmistress". At the beginning of the twentieth century, the German classicist Ulrich von Wilamowitz-Moellendorff posited that Sappho was a sort of schoolteacher, to "explain away Sappho's passion for her 'girls and defend her from accusations of homosexuality. The view continues to be influential, both among scholars and the general public, though more recently the idea has been criticised by historians as anachronistic and has been rejected by several prominent classicists as unjustified by the evidence. In 1959, Denys Page, for example, stated that Sappho's extant fragments portray "the loves and jealousies, the pleasures and pains, of Sappho and her companions"; and he adds, "We have found, and shall find, no trace of any formal or official or professional relationship between them... no trace of Sappho the principal of an academy." David A. Campbell in 1967 judged that Sappho may have "presided over a literary coterie", but that "evidence for a formal appointment as priestess or teacher is hard to find". None of Sappho's own poetry mentions her teaching, and the earliest testimonium to support the idea of Sappho as a teacher comes from Ovid, six centuries after Sappho's lifetime. Despite these problems, many newer interpretations of Sappho's social role are still based on this idea. In these interpretations, Sappho was involved in the ritual education of girls, for instance as a trainer of choruses of girls. Even if Sappho did compose songs for training choruses of young girls, not all of her poems can be interpreted in this light, and despite scholars' best attempts to find one, Yatromanolakis argues that there is no single performance context to which all of Sappho's poems can be attributed. Parker argues that Sappho should be considered as part of a group of female friends for whom she would have performed, just as her contemporary Alcaeus is. Some of her poetry appears to have been composed for identifiable formal occasions, but many of her songs are about – and possibly were to be performed at – banquets. Legacy Ancient reputation In antiquity, Sappho's poetry was highly admired, and several ancient sources refer to her as the "tenth Muse". The earliest surviving poem to do so is a third-century BC epigram by Dioscorides, but poems are preserved in the Greek Anthology by Antipater of Sidon and attributed to Plato on the same theme. She was sometimes referred to as "The Poetess", just as Homer was "The Poet". The scholars of Alexandria included her in the canon of nine lyric poets. According to Aelian, the Athenian lawmaker and poet Solon asked to be taught a song by Sappho "so that I may learn it and then die". This story may well be apocryphal, especially as Ammianus Marcellinus tells a similar story about Socrates and a song of Stesichorus, but it is indicative of how highly Sappho's poetry was considered in the ancient world. Sappho's poetry also influenced other ancient authors. In Greek, the Hellenistic poet Nossis was described by Marilyn B. Skinner as an imitator of Sappho, and Kathryn Gutzwiller argues that Nossis explicitly positioned herself as an inheritor of Sappho's position as a woman poet. Beyond poetry, Plato cites Sappho in his Phaedrus, and Socrates' second speech on love in that dialogue appears to echo Sappho's descriptions of the physical effects of desire in fragment 31. In the first century BC, Catullus established the themes and metres of Sappho's poetry as a part of Latin literature, adopting the Sapphic stanza, believed in antiquity to have been invented by Sappho, giving his lover in his poetry the name "Lesbia" in reference to Sappho, and adapting and translating Sappho's 31st fragment in his poem 51. Other ancient poets wrote about Sappho's life. She was a popular character in ancient Athenian comedy, and at least six separate comedies called Sappho are known. The earliest known ancient comedy to take Sappho as its main subject was the early-fifth or late-fourth century BC Sappho by Ameipsias, though nothing is known of it apart from its name. Sappho was also a favourite subject in the visual arts, the most commonly depicted poet on
the time of the codification of the Talmud, where the name is always rendered "Simon bar Koziba" () or Bar Kozevah. Revolt Background Despite the devastation wrought by the Romans during the First Jewish–Roman War (66–73 CE), which left the population and countryside in ruins, a series of laws passed by Roman Emperors provided the incentive for the second rebellion. Based on the delineation of years in Eusebius' Chronicon (whose Latin translation is known as the Chronicle of Jerome) the Jewish revolt began under the Roman governor Tineius (Tynius) Rufus in the 16th year of Hadrian's reign, or what was equivalent to the 4th year of the 227th Olympiad. Hadrian sent an army to crush the resistance, but it faced a strong opponent, since Bar Kokhba, as the recognised leader of Israel, punished any Jew who refused to join his ranks. Two and a half years later, after the war had ended, the Roman emperor Hadrian barred Jews from entering Ælia Capitolina, the pagan city he had built on the ruins of Jewish Jerusalem. The name Aelia was derived from one of the emperor's names, Aelius. According to Philostorgius, this was done so that its former Jewish inhabitants "might not find in the name of the city a pretext for claiming it as their country." Overview The second Jewish rebellion took place 60 years after the first and established an independent state lasting three years. For many Jews of the time, this turn of events was heralded as the long hoped for Messianic Age. The Romans fared very poorly during the initial revolt facing a unified Jewish force, in contrast to the First Jewish-Roman War, where Flavius Josephus records three separate Jewish armies fighting each other for control of the Temple Mount during the three weeks after the Romans had breached Jerusalem's walls and were fighting their way to the center. Being outnumbered and taking heavy casualties, the Romans adopted a scorched earth policy which reduced and demoralised the Judean populace, slowly grinding away at the will of the Judeans to sustain the war. During the final phase of the war, Bar Kokhba took up refuge in the fortress of Betar. The Romans eventually captured it after laying siege to the city. The Jerusalem Talmud makes several claims considered as non-historical by modern scholarship. One such claim is that the duration of the siege was of three and half years, although the war itself lasted, according to the same author, two and half years. Another part of the Talmudic narrative is that the Romans killed all the defenders except for one Jewish youth, Simeon ben Gamliel, whose life was spared. According to Cassius Dio, 580,000 Jews were killed in overall war operations across the country, and some 50 fortified towns and 985 villages razed to the ground, while the number of those who perished by famine, disease and fire was past finding out. Outcome and aftermath So costly was the Roman victory, that the Emperor Hadrian, when reporting to the Roman Senate, did not see fit to begin with the customary greeting "If you and your children are healthy, it is well; I and the legions are healthy." In the aftermath of the war, Hadrian consolidated the older political units of Judaea, Galilee and Samaria into the new province of Syria Palaestina, which is commonly interpreted as an attempt to complete the disassociation with Judaea. Archaeological findings Over the past few decades, new information about the revolt has come to light, from the discovery of several collections of letters, some possibly by Bar Kokhba himself, in the
Bar Koseva that is implied by this change of name was carried on by later rabbinic scholarship at least to the time of the codification of the Talmud, where the name is always rendered "Simon bar Koziba" () or Bar Kozevah. Revolt Background Despite the devastation wrought by the Romans during the First Jewish–Roman War (66–73 CE), which left the population and countryside in ruins, a series of laws passed by Roman Emperors provided the incentive for the second rebellion. Based on the delineation of years in Eusebius' Chronicon (whose Latin translation is known as the Chronicle of Jerome) the Jewish revolt began under the Roman governor Tineius (Tynius) Rufus in the 16th year of Hadrian's reign, or what was equivalent to the 4th year of the 227th Olympiad. Hadrian sent an army to crush the resistance, but it faced a strong opponent, since Bar Kokhba, as the recognised leader of Israel, punished any Jew who refused to join his ranks. Two and a half years later, after the war had ended, the Roman emperor Hadrian barred Jews from entering Ælia Capitolina, the pagan city he had built on the ruins of Jewish Jerusalem. The name Aelia was derived from one of the emperor's names, Aelius. According to Philostorgius, this was done so that its former Jewish inhabitants "might not find in the name of the city a pretext for claiming it as their country." Overview The second Jewish rebellion took place 60 years after the first and established an independent state lasting three years. For many Jews of the time, this turn of events was heralded as the long hoped for Messianic Age. The Romans fared very poorly during the initial revolt facing a unified Jewish force, in contrast to the First Jewish-Roman War, where Flavius Josephus records three separate Jewish armies fighting each other for control of the Temple Mount during the three weeks after the Romans had breached Jerusalem's walls and were fighting their way to the center. Being outnumbered and taking heavy casualties, the Romans adopted a scorched earth policy which reduced and demoralised the Judean populace, slowly grinding away at the will of the Judeans to sustain the war. During the final phase of the war, Bar Kokhba took up refuge in the fortress of Betar. The Romans eventually captured it after laying siege to the city. The Jerusalem Talmud makes several claims considered as non-historical by modern scholarship. One such claim is that the duration of the siege was of three and half years, although the war itself lasted, according to the same author, two and half years. Another part of the Talmudic narrative is that the Romans killed all the defenders except for one Jewish youth, Simeon ben Gamliel, whose life was spared. According to Cassius Dio, 580,000 Jews were killed in overall war operations across the country, and some 50 fortified towns and 985 villages razed to the ground, while the number of those who perished by famine, disease and fire was past finding out. Outcome and aftermath So costly was the Roman victory, that the Emperor Hadrian, when reporting to the Roman Senate, did not see fit to begin with the customary greeting "If you and your children are healthy, it is well; I and the legions are healthy." In the aftermath of the war, Hadrian consolidated the older political units of Judaea, Galilee and Samaria into the new province of Syria Palaestina, which is commonly interpreted as an attempt to complete the disassociation with Judaea. Archaeological findings Over the past few decades, new information about the revolt has come to light, from the discovery of several collections of letters, some possibly by Bar Kokhba himself, in the Cave of Letters overlooking the Dead Sea. These letters can now be seen at the Israel Museum. Ideology and language According to Israeli archaeologist Yigael Yadin, Bar Kokhba tried to revive Hebrew and make Hebrew the official language of the Jews as part of his messianic ideology. In A Roadmap to the Heavens: An Anthropological Study of Hegemony among Priests, Sages, and Laymen (Judaism and Jewish Life) by Sigalit Ben-Zion (page 155), Yadin remarked: "it seems that this change came as a result of the order that was given by Bar Kokhba, who wanted to revive the Hebrew language and make it the official language of the state." Character Talmud Simon bar Kokhba is portrayed in rabbinic literature as being somewhat irrational and irascible in conduct. The Talmud says that he presided over an army of Jewish insurgents numbering some 200,000, but had compelled its young recruits to prove their valor by each man chopping off one of his own fingers. The Sages of Israel complained to him why he marred the people of Israel with such blemishes. Whenever he would go forth into battle, he was reported as saying: "O Master of the universe, there is no need for you to assist us [against our enemies], but do not embarrass us either!" It is also said of him that he killed his maternal uncle, Rabbi Elazar Hamudaʻi, after suspecting him of collaborating with the enemy, thereby forfeiting Divine protection, which led to the destruction of Betar in which Bar Kokhba himself also perished. Hadrian is thought to have personally supervised the closing military operations in the siege against Betar. When the Roman army eventually took the city, soldiers carried Bar Kokhba's severed head to Hadrian, and when Hadrian asked who it was that killed him, a Samaritan replied that he had killed him. When Hadrian requested that they bring the severed head (Latin:protome) of the slain victim close to him that he might see it, Hadrian observed that a serpent was wrapped around the head. Hadrian then replied: "Had it not been for God who killed him, who would have been able to kill him!?" Eusebius Bar Kokhba was a ruthless leader, punishing any Jew who refused to join his ranks. According to Eusebius' Chronicon, he severely
mental disorders, such as panic disorder, obsessive–compulsive disorder, or substance use disorder. These are separate disorders that require treatment. When comorbid with schizophrenia, substance use disorder and antisocial personality disorder both increase the risk for violence. Comorbid substance use disorder also increases risk for suicide. Sleep disorders often co-occur with schizophrenia, and may be an early sign of relapse. Sleep disorders are linked with positive symptoms such as disorganized thinking and can adversely affect cortical plasticity and cognition. The consolidation of memories is disrupted in sleep disorders. They are associated with severity of illness, a poor prognosis, and poor quality of life. Sleep onset and maintenance insomnia is a common symptom, regardless of whether treatment has been received or not. Genetic variations have been found associated with these conditions involving the circadian rhythm, dopamine and histamine metabolism, and signal transduction. Limited positive evidence has been found for the use of acupuncture as an add-on. Differential diagnosis To make a diagnosis of schizophrenia other possible causes of psychosis need to be excluded. Psychotic symptoms lasting less than a month may be diagnosed as brief psychotic disorder, or as schizophreniform disorder. Psychosis is noted in Other specified schizophrenia spectrum and other psychotic disorders as a DSM-5 category. Schizoaffective disorder is diagnosed if symptoms of mood disorder are substantially present alongside psychotic symptoms. Psychosis that results from a general medical condition or substance is termed secondary psychosis. Psychotic symptoms may be present in several other conditions, including bipolar disorder, borderline personality disorder, substance intoxication, substance-induced psychosis, and a number of drug withdrawal syndromes. Non-bizarre delusions are also present in delusional disorder, and social withdrawal in social anxiety disorder, avoidant personality disorder and schizotypal personality disorder. Schizotypal personality disorder has symptoms that are similar but less severe than those of schizophrenia. Schizophrenia occurs along with obsessive–compulsive disorder (OCD) considerably more often than could be explained by chance, although it can be difficult to distinguish obsessions that occur in OCD from the delusions of schizophrenia. There can be considerable overlap with the symptoms of post-traumatic stress disorder. A more general medical and neurological examination may be needed to rule out medical illnesses which may rarely produce psychotic schizophrenia-like symptoms, such as metabolic disturbance, systemic infection, syphilis, HIV-associated neurocognitive disorder, epilepsy, limbic encephalitis, and brain lesions. Stroke, multiple sclerosis, hyperthyroidism, hypothyroidism, and dementias such as Alzheimer's disease, Huntington's disease, frontotemporal dementia, and the Lewy body dementias may also be associated with schizophrenia-like psychotic symptoms. It may be necessary to rule out a delirium, which can be distinguished by visual hallucinations, acute onset and fluctuating level of consciousness, and indicates an underlying medical illness. Investigations are not generally repeated for relapse unless there is a specific medical indication or possible adverse effects from antipsychotic medication. In children hallucinations must be separated from typical childhood fantasies. It is difficult to distinguish childhood schizophrenia from autism. Prevention Prevention of schizophrenia is difficult as there are no reliable markers for the later development of the disorder. There is tentative though inconclusive evidence for the effectiveness of early intervention to prevent schizophrenia in the prodrome phase. There is some evidence that early intervention in those with first-episode psychosis may improve short-term outcomes, but there is little benefit from these measures after five years. Cognitive behavioral therapy may reduce the risk of psychosis in those at high risk after a year and is recommended in this group, by the National Institute for Health and Care Excellence (NICE). Another preventive measure is to avoid drugs that have been associated with development of the disorder, including cannabis, cocaine, and amphetamines. Antipsychotics are prescribed following a first-episode psychosis, and following remission a preventive maintenance use is continued to avoid relapse. However, it is recognised that some people do recover following a single episode and that long-term use of antipsychotics will not be needed but there is no way of identifying this group. Management The primary treatment of schizophrenia is the use of antipsychotic medications, often in combination with psychosocial interventions and social supports. Community support services including drop-in centers, visits by members of a community mental health team, supported employment, and support groups are common. The time between the onset of psychotic symptoms to being given treatment – the duration of untreated psychosis (DUP) – is associated with a poorer outcome in both the short term and the long term. Voluntary or involuntary admittance to hospital may be imposed by doctors and courts who deem a person to be having a severe episode. In the UK, large mental hospitals termed asylums began to be closed down in the 1950s with the advent of antipsychotics, and with an awareness of the negative impact of long-term hospital stays on recovery. This process was known as deinstitutionalization, and community and supportive services were developed in order to support this change. Many other countries followed suit with the US starting in the 60s. There still remain a smaller group of people who doctors and courts do not agree to discharge. In some countries that lack the necessary supportive and social services, long-term hospital stays are more usual. Medication The first-line treatment for schizophrenia is an antipsychotic. The first-generation antipsychotics, now called typical antipsychotics, are dopamine antagonists that block D2 receptors, and affect the neurotransmission of dopamine. Those brought out later, the second-generation antipsychotics known as atypical antipsychotics, can also have effect on another neurotransmitter, serotonin. Antipsychotics can reduce the symptoms of anxiety within hours of their use but for other symptoms they may take several days or weeks to reach their full effect. They have little effect on negative and cognitive symptoms, which may be helped by additional psychotherapies and medications. There is no single antipsychotic suitable for first-line treatment for everyone, as responses and tolerances vary between people. Stopping medication may be considered after a single psychotic episode where there has been a full recovery with no symptoms for twelve months. Repeated relapses worsen the long-term outlook and the risk of relapse following a second episode is high, and long-term treatment is usually recommended. Tobacco smoking increases the metabolism of some antipsychotics, by strongly activitating CYP1A2, the enzyme that breaks them down, and a significant difference is found in these levels between smokers and non-smokers. It is recommended that the dosage for those smokers on clozapine be increased by 50%, and for those on olanzapine by 30%. The result of stopping smoking can lead to an increased concentration of the antipsychotic that may result in toxicity, so that monitoring of effects would need to take place with a view to decreasing the dosage; many symptoms may be noticeably worsened, and extreme fatigue, and seizures are also possible with a risk of relapse. Likewise those who resume smoking may need their dosages adjusted accordingly. The altering effects are due to compounds in tobacco smoke and not to nicotine; the use of nicotine replacement therapy therefore has the equivalent effect of stopping smoking and monitoring would still be needed. About 30 to 50 percent of people with schizophrenia fail to accept that they have an illness or comply with their recommended treatment. For those who are unwilling or unable to take medication regularly, long-acting injections of antipsychotics may be used, which reduce the risk of relapse to a greater degree than oral medications. When used in combination with psychosocial interventions, they may improve long-term adherence to treatment. Research findings suggested that other neurotransmission systems, including serotonin, glutamate, GABA, and acetycholine, were implicated in the development of schizophrenia, and that a more inclusive medication was needed. A new first-in-class antipsychotic that targets multiple neurotransmitter systems called lumateperone (ITI-007), was trialed and approved by the FDA in December 2019 for the treatment of schizophrenia in adults. Lumateperone is a small molecule agent that shows improved safety, and tolerance. It interacts with dopamine, serotonin, and glutamate in a complex, uniquely selective manner, and is seen to improve negative and positive symptoms, and social functioning. Lumateperone was also found to reduce potential metabolic dysfunction, have lower rates of movement disorders, and have lower cardiovascular side effects such as a fast heart rate. Side effects Typical antipsychotics are associated with a higher rate of movement disorders including akathisia. Some atypicals are associated with considerable weight gain, diabetes and the risk of metabolic syndrome. Risperidone (atypical) has a similar rate of extrapyramidal symptoms to haloperidol (typical). A rare but potentially lethal condition of neuroleptic malignant syndrome (NMS) has been associated with the use of antipsychotics. Through its early recognition, and timely intervention rates have declined. However, an awareness of the syndrome is advised to enable intervention. Another less rare condition of tardive dyskinesia can occur due to long-term use of antipsychotics, developing after many months or years of use. It is more often reported with use of typical antipsychotics. Clozapine is associated with side effects that include weight gain, tiredness, and hypersalivation. More serious adverse effects include seizures, NMS, neutropenia, and agranulocytosis (lowered white blood cell count) and its use needs careful monitoring. Studies have found that antipsychotic treatment following NMS and neutropenia may sometimes be successfully rechallenged (restarted) with clozapine. Clozapine is also associated with thromboembolism (including pulmonary embolism), myocarditis, and cardiomyopathy. A systematic review of clozapine-associated pulmonary embolism indicates that this adverse effect can often be fatal, and that it has an early onset, and is dose-dependent. The findings advised the consideration of using a prevention therapy for venous thromboembolism after starting treatment with clozapine, and continuing this for six months. Constipation is three times more likely to occur with the use of clozapine, and severe cases can lead to ileus and bowel ischemia resulting in many fatalities. However, the risk of serious adverse effects from clozapine is low, and there are the beneficial effects to be gained of a reduced risk of suicide, and aggression. Typical antipsychotics and atypical risperidone can have a side effect of sexual dysfunction. Clozapine, olanzapine, and quetiapine are associated with beneficial effects on sexual functioning helped by various psychotherapies. Unwanted side effects cause people to stop treatment, resulting in relapses. Treatment resistant schizophrenia About half of those with schizophrenia will respond favourably to antipsychotics, and have a good return of functioning. However, positive symptoms persist in up to a third of people. Following two trials of different antipsychotics over six weeks, that also prove ineffective, they will be classed as having treatment resistant schizophrenia (TRS), and clozapine will be offered. Clozapine is of benefit to around half of this group although it has the potentially serious side effect of agranulocytosis (lowered white blood cell count) in less than 4% of people. Between 12 and 20 per cent will not respond to clozapine and this group is said to have ultra treatment resistant schizophrenia. ECT may be offered to treat TRS as an add-on therapy, and is shown to sometimes be of benefit. A review concluded that this use only has an effect on medium-term TRS and that there is not enough evidence to support its use other than for this group. TRS is often accompanied by a low quality of life, and greater social dysfunction. TRS may be the result of inadequate rather than inefficient treatment; it also may be a false label due to medication not being taken regularly, or at all. About 16 per cent of people who had initially been responsive to treatment later develop resistance. This could relate to the length of time on APs, with treatment becoming less responsive. This finding also supports the involvement of dopamine in the development of schizophrenia. Studies suggest that TRS may be a more heritable form. TRS may be evident from first episode psychosis, or from a relapse. It can vary in its intensity and response to other therapies. This variation is seen to possibly indicate an underlying neurobiology such as dopamine supersensitivity (DSS), glutamate or serotonin dysfunction, inflammation and oxidative stress. Studies have found that dopamine supersensitivity is found in up to 70% of those with TRS. The variation has led to the suggestion that treatment responsive and treatment resistant schizophrenia be considered as two different subtypes. It is further suggested that if the subtypes could be distinguished at an early stage significant implications could follow for treatment considerations, and for research. Neuroimaging studies have found a significant decrease in the volume of grey matter in those with TRS with no such change seen in those who are treatment responsive. In those with ultra treatment resistance the decrease in grey matter volume was larger. A link has been made between the gut microbiota and the development of TRS. The most prevalent cause put forward for TRS is that of mutation in the genes responsible for drug effectiveness. These include liver enzyme genes that control the availability of a drug to brain targets, and genes responsible for the structure and function of these targets. In the colon the bacteria encode a hundred times more genes than exist in the human genome. Only a fraction of ingested drugs reach the colon, having been already exposed to small intestinal bacteria, and absorbed in the portal circulation. This small fraction is then subject to the metabolic action of many communities of bacteria. Activation of the drug depends on the composition and enzymes of the bacteria and of the specifics of the drug, and therefore a great deal of individual variation can affect both the usefulness of the drug and its tolerability. It is suggested that parenteral administration of antipsychotics would bypass the gut and be more successful in overcoming TRS. The composition of gut microbiota is variable between individuals, but they are seen to remain stable. However, phyla can change in response to many factors including ageing, diet, substance use, and medications – especially antibiotics, laxatives, and antipsychotics. In FEP, schizophrenia has been linked to significant changes in the gut microbiota that can predict response to treatment. Psychosocial interventions A number of psychosocial interventions that include several types of psychotherapy may be useful in the treatment of schizophrenia such as: family therapy, group therapy, cognitive remediation therapy (CRT), cognitive behavioral therapy (CBT), and metacognitive training. Skills training, and help with substance use, and weight management – often needed as a side effect of an antipsychotic – are also offered. In the US, interventions for first episode psychosis have been brought together in an overall approach known as coordinated speciality care (CSC) and also includes support for education. In the UK care across all phases is a similar approach that covers many of the treatment guidelines recommended. The aim is to reduce the number of relapses and stays in hospital. Other support services for education, employment, and housing are usually offered. For people suffering from severe schizophrenia, and discharged from a stay in hospital, these services are often brought together in an integrated approach to offer support in the community away from the hospital setting. In addition to medicine management, housing, and finances, assistance is given for more routine matters such as help with shopping and using public transport. This approach is known as assertive community treatment (ACT) and has been shown to achieve positive results in symptoms, social functioning and quality of life. Another more intense approach is known as intensive care management (ICM). ICM is a stage further than ACT and emphasises support of high intensity in smaller caseloads, (less than twenty). This approach is to provide long-term care in the community. Studies show that ICM improves many of the relevant outcomes including social functioning. Some studies have shown little evidence for the effectiveness of CBT in either reducing symptoms or preventing relapse. However, other studies have found that CBT does improve overall psychotic symptoms (when in use with medication) and it has been recommended in Canada, but has been seen to have no effect on social function, relapse, or quality of life. In the UK it is recommended as an add-on therapy in the treatment of schizophrenia; one study questions its use in treatment resistant schizophrenia. Arts therapies are seen to improve negative symptoms in some people, and are recommended by NICE in the UK. This approach is criticised as having not been well-researched, and arts therapies are not recommended in Australian guidelines for example. Peer support, in which people with personal experience of schizophrenia, provide help to each other, is of unclear benefit. Other Exercise including aerobic exercise has been shown to improve positive and negative symptoms, cognition, working memory, and improve quality of life. Exercise has also been shown to increase the volume of the hippocampus in those with schizophrenia. A decrease in hippocampal volume is one of the factors linked to the development of the disease. However, there still remains the problem of increasing motivation for, and maintaining participation in physical activity. Supervised sessions are recommended. In the UK healthy eating advice is offered alongside exercise programs. An inadequate diet is often found in schizophrenia, and associated vitamin deficiencies including those of folate, and vitamin D are linked to the risk factors for the development of schizophrenia and for early death including heart disease. Those with schizophrenia possibly have the worst diet of all the mental disorders. Lower levels of folate and vitamin D have been noted as significantly lower in first episode psychosis. The use of supplemental folate is recommended. A zinc deficiency has also been noted. Vitamin B12 is also often deficient and this is linked to worse symptoms. Supplementation with B vitamins has been shown to significantly improve symptoms, and to put in reverse some of the cognitive deficits. It is also suggested that the noted dysfunction in gut microbiota might benefit from the use of probiotics. Violence Most people with schizophrenia are not aggressive, and are more likely to be victims of violence rather than perpetrators. Schizophrenic people are commonly exploited and victimized by violent crime as part of a broader dynamic of social exclusion. People diagnosed with schizophrenia are also subject to forced drug injections, seclusion, and restraint at high rates. The risk of violence by schizophrenic people is small. There are minor subgroups where the risk is high. This risk is usually associated with a comorbid disorder such as a substance use disorder – in particular alcohol, or with antisocial personality disorder. Substance use disorder is strongly linked, and other risk factors are linked to deficits in cognition and social cognition including facial perception and insight that are in part included in theory of mind impairments. Poor cognitive functioning, decision-making, and facial perception may contribute to making a wrong judgement of a situation that could result in an inappropriate response such as violence. These associated risk factors are also present in antisocial personality disorder which when present as a comorbid disorder greatly increases the risk of violence. A review in 2012 showed that 6 percent of people convicted of homicide in Western countries had been diagnosed as schizophrenic. Another wider review put the figure at between 5 and 20 percent. People convicted of homicide were found more likely to have committed it during first episode psychosis, and this accounted for 38.5 percent (of the 5 to 20 percent of perpetrators who were diagnosed schizophrenic, so 2 to 7.7 percent of perpetrators total). The association between schizophrenia and violence is complex. Homicide is linked with young age, male sex, a history of violence, and a stressful event in the preceding year. Clinical risk factors are severe untreated psychotic symptoms – untreated due to either not taking medication or to the condition being treatment resistant. A comorbid substance use disorder or an antisocial personality disorder increases the risk for homicidal behaviour by 8-fold, in contrast to the 2-fold risk in those without the comorbid disorders. Rates of homicide linked to psychosis are similar to those linked to substance misuse, and parallel the overall rate in a region. What role schizophrenia has on violence independent of substance misuse is controversial, but certain aspects of individual histories or mental states may be factors. Hostility is anger felt and directed at a person or group and has related dimensions of impulsiveness and aggression. When this impulsive aggression is evident in schizophrenia neuroimaging has suggested the malfunctioning of a neural circuit that modulates hostile thoughts and behaviours that are linked with negative emotions in social interactions. This circuit includes the amygdala, striatum, prefrontal cortex, anterior cingulate cortex, insula, and hippocampus. Hostility has been reported during acute psychosis, and following hospital discharge. There is a known association between low cholesterol levels, and impulsivity, and violence. A review finds that people with schizophrenia, and lower cholesterol levels are four times more likely to instigate violent acts. This association is also linked to the increased number of suicides in schizophrenia. It is suggested that cholesterol levels could serve as a biomarker for violent and suicidal tendencies. A review found that just under 10 percent of those with schizophrenia showed violent behaviour compared to 1.6 percent of the general population. An excessive risk of violence is associated with drugs or alcohol and increases the risk by as much as 4-fold. Violence often leads to imprisonment. Clozapine is an effective medication that can be used in penal settings such as prisons. However, a condition of benign ethnic neutropenia in many African-Americans excludes them from the use of clozapine, the most effective medication. Cognitive deficits are recognised as playing an important part in the origin and maintenance of aggression, and cognitive remediation therapy may therefore help to prevent the risk of violence in schizophrenia. Prognosis Schizophrenia has great human and economic costs. It results in a decreased life expectancy of 20 years. This is primarily because of its association with obesity, poor diet, a sedentary lifestyle, and smoking, with an increased rate of suicide playing a lesser role. Side effects of antipsychotics may also increase the risk. These differences in life expectancy increased between the 1970s and 1990s. An Australian study puts the rate of early death at 25 years, and views the main cause to be related to heart disease. Several studies indicate that almost 40% of those with schizophrenia die from complications of cardiovascular disease including heart attacks, and sudden cardiac death which is seen to be increasingly associated. An underlying factor of sudden cardiac death may be Brugada syndrome (BrS) – BrS mutations that overlap with those linked with schizophrenia are the calcium channel mutations. BrS may also be drug-induced from certain antipsychotics and antidepressants. Primary polydipsia, or excessive fluid intake, is relatively common in people with chronic schizophrenia. This may lead to hyponatremia which can be life-threatening. Antipsychotics can lead to a dry mouth, but there are several other factors that may contribute to the disorder. It is suggested to lead to a reduction in life expectancy by 13 per cent. A study has suggested that real barriers to improving the mortality rate in schizophrenia are poverty, overlooking the symptoms of other illnesses, stress, stigma, and medication side effects, and that these need to be changed. Schizophrenia is a major cause of disability. In 2016 it was classed as the 12th most disabling condition. Approximately 75% of people with schizophrenia have ongoing disability with relapses and 16.7 million people globally are deemed to have moderate or severe disability from the condition. Some people do recover completely and others function well in society. Most people with schizophrenia live independently with community support. About 85% are unemployed. In people with a first episode of psychosis in schizophrenia a good long-term outcome occurs in 31%, an intermediate outcome in 42% and a poor outcome in 31%. Males are affected more often than females, and have a worse outcome. But according to some reports, there is no difference in prevalence. Outcomes for schizophrenia appear better in the developing than the developed world. These conclusions have been questioned. Social problems, such as long-term unemployment, poverty, homelessness, exploitation, stigmatization and victimization are common consequences, and lead to social exclusion. There is a higher than average suicide rate associated with schizophrenia estimated at around 5% to 6%, most often occurring in the period following onset or first hospital admission. Several times more (20 to 40%) attempt suicide at least once. There are a variety of risk factors, including male gender, depression, a high IQ, heavy smoking, and substance use. Repeated relapse is linked to an increased risk of suicidal behavior. The use of clozapine can reduce the risk of suicide and aggression. A strong association between schizophrenia and tobacco smoking has been shown in worldwide studies. Smoking is especially high in those diagnosed with schizophrenia, with estimates ranging from 80 to 90% being regular smokers, as compared to 20% of the general population. Those who smoke tend to smoke heavily, and additionally smoke cigarettes with high nicotine content. Some propose that this is in an effort to improve symptoms. Among people with schizophrenia use of cannabis is also common. It has been shown that schizophrenia leads to an increased risk of dementia. Epidemiology In 2017, the Global Burden of Disease Study estimated there were 1.1 million new cases, and in 2019 the World Health Organization (WHO) reported a total of 20 million cases globally. Schizophrenia affects around 0.3–0.7% of people at some point in their life. It occurs 1.4 times more frequently in males than females and typically appears earlier in men – the peak ages of onset are 25 years for males and 27 years for females. Onset in childhood, before the age of 13 can sometimes occur. Other reviews find no difference in the prevalence of schizophrenia between the sexes. A later onset can occur between the ages of 40 and 60, known as late onset, and also after 60 known as very late onset. Worldwide, schizophrenia is the most common psychotic disorder. The frequency of schizophrenia varies across the world, within countries, and at the local and neighborhood level. This variation has been estimated to be fivefold. It causes approximately one percent of worldwide disability adjusted life years and resulted in 17,000 deaths in 2015. In 2000, WHO found the percentage of people affected and the number of new cases that develop each year is roughly similar around the world, with age-standardized prevalence per 100,000 ranging from 343 in Africa to 544 in Japan and Oceania for men, and from 378 in Africa to 527 in Southeastern Europe for women. About 1.1% of adults have schizophrenia in the United States. However, in areas of conflict this figure can rise to between 4.0 and 6.5%. History Accounts of a schizophrenia-like syndrome are rare in records before the 19th century. The earliest cases detailed were reported in 1797, and 1809. Dementia praecox, meaning premature dementia was used by German psychiatrist Heinrich Schüle in 1886, and then in 1891 by Arnold Pick in a case report of hebephrenia. In 1893 Emil Kraepelin used the term in making a distinction, known as the Kraepelinian dichotomy, between the two psychoses – dementia praecox, and manic depression (now called bipolar disorder). Kraepelin believed that dementia praecox was probably caused by a systemic disease that affected many organs and nerves, affecting the brain after puberty in a final decisive cascade. It was thought to be an early form of dementia, a degenerative disease. When it became evident that the disorder was not degenerative it was renamed schizophrenia by Eugen Bleuler in 1908. The word schizophrenia translates as "splitting of the mind" and is Modern Latin from the Greek words schizein (σχίζειν, "to split") and phrēn, (φρήν, "mind") Its use was intended to describe the separation of function between personality, thinking, memory, and perception. The term schizophrenia used to be associated with split personality by the general population but that usage went into decline when split personality became known as a separate disorder, first as multiple identity disorder , and later as dissociative identity disorder. In 2002 in Japan the name was changed to integration disorder, and in 2012 in South Korea, the name was changed to attunement disorder. In the
distinction be made between a current condition of schizophrenia and its historical progress, to achieve a clearer overall characterization. A dimensional assessment has been included in DSM-5 covering eight dimensions of symptoms to be rated (using the Scale to Assess the Severity of Symptom Dimensions) – these include the five diagnostic criteria plus cognitive impairments, mania, and depression. This can add relevant information for the individual in regard to treatment, prognosis, and functional outcome; it also enables the response to treatment to be more accurately described. Two of the negative symptoms – avolition and diminished emotional expression – have been given more prominence in both manuals. Comorbidities Many people with schizophrenia may have one or more other mental disorders, such as panic disorder, obsessive–compulsive disorder, or substance use disorder. These are separate disorders that require treatment. When comorbid with schizophrenia, substance use disorder and antisocial personality disorder both increase the risk for violence. Comorbid substance use disorder also increases risk for suicide. Sleep disorders often co-occur with schizophrenia, and may be an early sign of relapse. Sleep disorders are linked with positive symptoms such as disorganized thinking and can adversely affect cortical plasticity and cognition. The consolidation of memories is disrupted in sleep disorders. They are associated with severity of illness, a poor prognosis, and poor quality of life. Sleep onset and maintenance insomnia is a common symptom, regardless of whether treatment has been received or not. Genetic variations have been found associated with these conditions involving the circadian rhythm, dopamine and histamine metabolism, and signal transduction. Limited positive evidence has been found for the use of acupuncture as an add-on. Differential diagnosis To make a diagnosis of schizophrenia other possible causes of psychosis need to be excluded. Psychotic symptoms lasting less than a month may be diagnosed as brief psychotic disorder, or as schizophreniform disorder. Psychosis is noted in Other specified schizophrenia spectrum and other psychotic disorders as a DSM-5 category. Schizoaffective disorder is diagnosed if symptoms of mood disorder are substantially present alongside psychotic symptoms. Psychosis that results from a general medical condition or substance is termed secondary psychosis. Psychotic symptoms may be present in several other conditions, including bipolar disorder, borderline personality disorder, substance intoxication, substance-induced psychosis, and a number of drug withdrawal syndromes. Non-bizarre delusions are also present in delusional disorder, and social withdrawal in social anxiety disorder, avoidant personality disorder and schizotypal personality disorder. Schizotypal personality disorder has symptoms that are similar but less severe than those of schizophrenia. Schizophrenia occurs along with obsessive–compulsive disorder (OCD) considerably more often than could be explained by chance, although it can be difficult to distinguish obsessions that occur in OCD from the delusions of schizophrenia. There can be considerable overlap with the symptoms of post-traumatic stress disorder. A more general medical and neurological examination may be needed to rule out medical illnesses which may rarely produce psychotic schizophrenia-like symptoms, such as metabolic disturbance, systemic infection, syphilis, HIV-associated neurocognitive disorder, epilepsy, limbic encephalitis, and brain lesions. Stroke, multiple sclerosis, hyperthyroidism, hypothyroidism, and dementias such as Alzheimer's disease, Huntington's disease, frontotemporal dementia, and the Lewy body dementias may also be associated with schizophrenia-like psychotic symptoms. It may be necessary to rule out a delirium, which can be distinguished by visual hallucinations, acute onset and fluctuating level of consciousness, and indicates an underlying medical illness. Investigations are not generally repeated for relapse unless there is a specific medical indication or possible adverse effects from antipsychotic medication. In children hallucinations must be separated from typical childhood fantasies. It is difficult to distinguish childhood schizophrenia from autism. Prevention Prevention of schizophrenia is difficult as there are no reliable markers for the later development of the disorder. There is tentative though inconclusive evidence for the effectiveness of early intervention to prevent schizophrenia in the prodrome phase. There is some evidence that early intervention in those with first-episode psychosis may improve short-term outcomes, but there is little benefit from these measures after five years. Cognitive behavioral therapy may reduce the risk of psychosis in those at high risk after a year and is recommended in this group, by the National Institute for Health and Care Excellence (NICE). Another preventive measure is to avoid drugs that have been associated with development of the disorder, including cannabis, cocaine, and amphetamines. Antipsychotics are prescribed following a first-episode psychosis, and following remission a preventive maintenance use is continued to avoid relapse. However, it is recognised that some people do recover following a single episode and that long-term use of antipsychotics will not be needed but there is no way of identifying this group. Management The primary treatment of schizophrenia is the use of antipsychotic medications, often in combination with psychosocial interventions and social supports. Community support services including drop-in centers, visits by members of a community mental health team, supported employment, and support groups are common. The time between the onset of psychotic symptoms to being given treatment – the duration of untreated psychosis (DUP) – is associated with a poorer outcome in both the short term and the long term. Voluntary or involuntary admittance to hospital may be imposed by doctors and courts who deem a person to be having a severe episode. In the UK, large mental hospitals termed asylums began to be closed down in the 1950s with the advent of antipsychotics, and with an awareness of the negative impact of long-term hospital stays on recovery. This process was known as deinstitutionalization, and community and supportive services were developed in order to support this change. Many other countries followed suit with the US starting in the 60s. There still remain a smaller group of people who doctors and courts do not agree to discharge. In some countries that lack the necessary supportive and social services, long-term hospital stays are more usual. Medication The first-line treatment for schizophrenia is an antipsychotic. The first-generation antipsychotics, now called typical antipsychotics, are dopamine antagonists that block D2 receptors, and affect the neurotransmission of dopamine. Those brought out later, the second-generation antipsychotics known as atypical antipsychotics, can also have effect on another neurotransmitter, serotonin. Antipsychotics can reduce the symptoms of anxiety within hours of their use but for other symptoms they may take several days or weeks to reach their full effect. They have little effect on negative and cognitive symptoms, which may be helped by additional psychotherapies and medications. There is no single antipsychotic suitable for first-line treatment for everyone, as responses and tolerances vary between people. Stopping medication may be considered after a single psychotic episode where there has been a full recovery with no symptoms for twelve months. Repeated relapses worsen the long-term outlook and the risk of relapse following a second episode is high, and long-term treatment is usually recommended. Tobacco smoking increases the metabolism of some antipsychotics, by strongly activitating CYP1A2, the enzyme that breaks them down, and a significant difference is found in these levels between smokers and non-smokers. It is recommended that the dosage for those smokers on clozapine be increased by 50%, and for those on olanzapine by 30%. The result of stopping smoking can lead to an increased concentration of the antipsychotic that may result in toxicity, so that monitoring of effects would need to take place with a view to decreasing the dosage; many symptoms may be noticeably worsened, and extreme fatigue, and seizures are also possible with a risk of relapse. Likewise those who resume smoking may need their dosages adjusted accordingly. The altering effects are due to compounds in tobacco smoke and not to nicotine; the use of nicotine replacement therapy therefore has the equivalent effect of stopping smoking and monitoring would still be needed. About 30 to 50 percent of people with schizophrenia fail to accept that they have an illness or comply with their recommended treatment. For those who are unwilling or unable to take medication regularly, long-acting injections of antipsychotics may be used, which reduce the risk of relapse to a greater degree than oral medications. When used in combination with psychosocial interventions, they may improve long-term adherence to treatment. Research findings suggested that other neurotransmission systems, including serotonin, glutamate, GABA, and acetycholine, were implicated in the development of schizophrenia, and that a more inclusive medication was needed. A new first-in-class antipsychotic that targets multiple neurotransmitter systems called lumateperone (ITI-007), was trialed and approved by the FDA in December 2019 for the treatment of schizophrenia in adults. Lumateperone is a small molecule agent that shows improved safety, and tolerance. It interacts with dopamine, serotonin, and glutamate in a complex, uniquely selective manner, and is seen to improve negative and positive symptoms, and social functioning. Lumateperone was also found to reduce potential metabolic dysfunction, have lower rates of movement disorders, and have lower cardiovascular side effects such as a fast heart rate. Side effects Typical antipsychotics are associated with a higher rate of movement disorders including akathisia. Some atypicals are associated with considerable weight gain, diabetes and the risk of metabolic syndrome. Risperidone (atypical) has a similar rate of extrapyramidal symptoms to haloperidol (typical). A rare but potentially lethal condition of neuroleptic malignant syndrome (NMS) has been associated with the use of antipsychotics. Through its early recognition, and timely intervention rates have declined. However, an awareness of the syndrome is advised to enable intervention. Another less rare condition of tardive dyskinesia can occur due to long-term use of antipsychotics, developing after many months or years of use. It is more often reported with use of typical antipsychotics. Clozapine is associated with side effects that include weight gain, tiredness, and hypersalivation. More serious adverse effects include seizures, NMS, neutropenia, and agranulocytosis (lowered white blood cell count) and its use needs careful monitoring. Studies have found that antipsychotic treatment following NMS and neutropenia may sometimes be successfully rechallenged (restarted) with clozapine. Clozapine is also associated with thromboembolism (including pulmonary embolism), myocarditis, and cardiomyopathy. A systematic review of clozapine-associated pulmonary embolism indicates that this adverse effect can often be fatal, and that it has an early onset, and is dose-dependent. The findings advised the consideration of using a prevention therapy for venous thromboembolism after starting treatment with clozapine, and continuing this for six months. Constipation is three times more likely to occur with the use of clozapine, and severe cases can lead to ileus and bowel ischemia resulting in many fatalities. However, the risk of serious adverse effects from clozapine is low, and there are the beneficial effects to be gained of a reduced risk of suicide, and aggression. Typical antipsychotics and atypical risperidone can have a side effect of sexual dysfunction. Clozapine, olanzapine, and quetiapine are associated with beneficial effects on sexual functioning helped by various psychotherapies. Unwanted side effects cause people to stop treatment, resulting in relapses. Treatment resistant schizophrenia About half of those with schizophrenia will respond favourably to antipsychotics, and have a good return of functioning. However, positive symptoms persist in up to a third of people. Following two trials of different antipsychotics over six weeks, that also prove ineffective, they will be classed as having treatment resistant schizophrenia (TRS), and clozapine will be offered. Clozapine is of benefit to around half of this group although it has the potentially serious side effect of agranulocytosis (lowered white blood cell count) in less than 4% of people. Between 12 and 20 per cent will not respond to clozapine and this group is said to have ultra treatment resistant schizophrenia. ECT may be offered to treat TRS as an add-on therapy, and is shown to sometimes be of benefit. A review concluded that this use only has an effect on medium-term TRS and that there is not enough evidence to support its use other than for this group. TRS is often accompanied by a low quality of life, and greater social dysfunction. TRS may be the result of inadequate rather than inefficient treatment; it also may be a false label due to medication not being taken regularly, or at all. About 16 per cent of people who had initially been responsive to treatment later develop resistance. This could relate to the length of time on APs, with treatment becoming less responsive. This finding also supports the involvement of dopamine in the development of schizophrenia. Studies suggest that TRS may be a more heritable form. TRS may be evident from first episode psychosis, or from a relapse. It can vary in its intensity and response to other therapies. This variation is seen to possibly indicate an underlying neurobiology such as dopamine supersensitivity (DSS), glutamate or serotonin dysfunction, inflammation and oxidative stress. Studies have found that dopamine supersensitivity is found in up to 70% of those with TRS. The variation has led to the suggestion that treatment responsive and treatment resistant schizophrenia be considered as two different subtypes. It is further suggested that if the subtypes could be distinguished at an early stage significant implications could follow for treatment considerations, and for research. Neuroimaging studies have found a significant decrease in the volume of grey matter in those with TRS with no such change seen in those who are treatment responsive. In those with ultra treatment resistance the decrease in grey matter volume was larger. A link has been made between the gut microbiota and the development of TRS. The most prevalent cause put forward for TRS is that of mutation in the genes responsible for drug effectiveness. These include liver enzyme genes that control the availability of a drug to brain targets, and genes responsible for the structure and function of these targets. In the colon the bacteria encode a hundred times more genes than exist in the human genome. Only a fraction of ingested drugs reach the colon, having been already exposed to small intestinal bacteria, and absorbed in the portal circulation. This small fraction is then subject to the metabolic action of many communities of bacteria. Activation of the drug depends on the composition and enzymes of the bacteria and of the specifics of the drug, and therefore a great deal of individual variation can affect both the usefulness of the drug and its tolerability. It is suggested that parenteral administration of antipsychotics would bypass the gut and be more successful in overcoming TRS. The composition of gut microbiota is variable between individuals, but they are seen to remain stable. However, phyla can change in response to many factors including ageing, diet, substance use, and medications – especially antibiotics, laxatives, and antipsychotics. In FEP, schizophrenia has been linked to significant changes in the gut microbiota that can predict response to treatment. Psychosocial interventions A number of psychosocial interventions that include several types of psychotherapy may be useful in the treatment of schizophrenia such as: family therapy, group therapy, cognitive remediation therapy (CRT), cognitive behavioral therapy (CBT), and metacognitive training. Skills training, and help with substance use, and weight management – often needed as a side effect of an antipsychotic – are also offered. In the US, interventions for first episode psychosis have been brought together in an overall approach known as coordinated speciality care (CSC) and also includes support for education. In the UK care across all phases is a similar approach that covers many of the treatment guidelines recommended. The aim is to reduce the number of relapses and stays in hospital. Other support services for education, employment, and housing are usually offered. For people suffering from severe schizophrenia, and discharged from a stay in hospital, these services are often brought together in an integrated approach to offer support in the community away from the hospital setting. In addition to medicine management, housing, and finances, assistance is given for more routine matters such as help with shopping and using public transport. This approach is known as assertive community treatment (ACT) and has been shown to achieve positive results in symptoms, social functioning and quality of life. Another more intense approach is known as intensive care management (ICM). ICM is a stage further than ACT and emphasises support of high intensity in smaller caseloads, (less than twenty). This approach is to provide long-term care in the community. Studies show that ICM improves many of the relevant outcomes including social functioning. Some studies have shown little evidence for the effectiveness of CBT in either reducing symptoms or preventing relapse. However, other studies have found that CBT does improve overall psychotic symptoms (when in use with medication) and it has been recommended in Canada, but has been seen to have no effect on social function, relapse, or quality of life. In the UK it is recommended as an add-on therapy in the treatment of schizophrenia; one study questions its use in treatment resistant schizophrenia. Arts therapies are seen to improve negative symptoms in some people, and are recommended by NICE in the UK. This approach is criticised as having not been well-researched, and arts therapies are not recommended in Australian guidelines for example. Peer support, in which people with personal experience of schizophrenia, provide help to each other, is of unclear benefit. Other Exercise including aerobic exercise has been shown to improve positive and negative symptoms, cognition, working memory, and improve quality of life. Exercise has also been shown to increase the volume of the hippocampus in those with schizophrenia. A decrease in hippocampal volume is one of the factors linked to the development of the disease. However, there still remains the problem of increasing motivation for, and maintaining participation in physical activity. Supervised sessions are recommended. In the UK healthy eating advice is offered alongside exercise programs. An inadequate diet is often found in schizophrenia, and associated vitamin deficiencies including those of folate, and vitamin D are linked to the risk factors for the development of schizophrenia and for early death including heart disease. Those with schizophrenia possibly have the worst diet of all the mental disorders. Lower levels of folate and vitamin D have been noted as significantly lower in first episode psychosis. The use of supplemental folate is recommended. A zinc deficiency has also been noted. Vitamin B12 is also often deficient and this is linked to worse symptoms. Supplementation with B vitamins has been shown to significantly improve symptoms, and to put in reverse some of the cognitive deficits. It is also suggested that the noted dysfunction in gut microbiota might benefit from the use of probiotics. Violence Most people with schizophrenia are not aggressive, and are more likely to be victims of violence rather than perpetrators. Schizophrenic people are commonly exploited and victimized by violent crime as part of a broader dynamic of social exclusion. People diagnosed with schizophrenia are also subject to forced drug injections, seclusion, and restraint at high rates. The risk of violence by schizophrenic people is small. There are minor subgroups where the risk is high. This risk is usually associated with a comorbid disorder such as a substance use disorder – in particular alcohol, or with antisocial personality disorder. Substance use disorder is strongly linked, and other risk factors are linked to deficits in cognition and social cognition including facial perception and insight that are in part included in theory of mind impairments. Poor cognitive functioning, decision-making, and facial perception may contribute to making a wrong judgement of a situation that could result in an inappropriate response such as violence. These associated risk factors are also present in antisocial personality disorder which when present as a comorbid disorder greatly increases the risk of violence. A review in 2012 showed that 6 percent of people convicted of homicide in Western countries had been diagnosed as schizophrenic. Another wider review put the figure at between 5 and 20 percent. People convicted of homicide were found more likely to have committed it during first episode psychosis, and this accounted for 38.5 percent (of the 5 to 20 percent of perpetrators who were diagnosed schizophrenic, so 2 to 7.7 percent of perpetrators total). The association between schizophrenia and violence is complex. Homicide is linked with young age, male sex, a history of violence, and a stressful event in the preceding year. Clinical risk factors are severe untreated psychotic symptoms – untreated due to either not taking medication or to the condition being treatment resistant. A comorbid substance use disorder or an antisocial personality disorder increases the risk for homicidal behaviour by 8-fold, in contrast to the 2-fold risk in those without the comorbid disorders. Rates of homicide linked to psychosis are similar to those linked to substance misuse, and parallel the overall rate in a region. What role schizophrenia has on violence independent of substance misuse is controversial, but certain aspects of individual histories or mental states may be factors. Hostility is anger felt and directed at a person or group and has related dimensions of impulsiveness and aggression. When this impulsive aggression is evident in schizophrenia neuroimaging has suggested the malfunctioning of a neural circuit that modulates hostile thoughts and behaviours that are linked with negative emotions in social interactions. This circuit includes the amygdala, striatum, prefrontal cortex, anterior cingulate cortex, insula, and hippocampus. Hostility has been reported during acute psychosis, and following hospital discharge. There is a known association between low cholesterol levels, and impulsivity, and violence. A review finds that people with schizophrenia, and lower cholesterol levels are four times more likely to instigate violent acts. This association is also linked to the increased number of suicides in schizophrenia. It is suggested that cholesterol levels could serve as a biomarker for violent and suicidal tendencies. A review found that just under 10 percent of those with schizophrenia showed violent behaviour compared to 1.6 percent of the general population. An excessive risk of violence is associated with drugs or alcohol and increases the risk by as much as 4-fold. Violence often leads to imprisonment. Clozapine is an effective medication that can be used in penal settings such as prisons. However, a condition of benign ethnic neutropenia in many African-Americans excludes them from the use of clozapine, the most effective medication. Cognitive deficits are recognised as playing an important part in the origin and maintenance of aggression, and cognitive remediation therapy may therefore help to prevent the risk of violence in schizophrenia. Prognosis Schizophrenia has great human and economic costs. It results in a decreased life expectancy of 20 years. This is primarily because of its association with obesity, poor diet, a sedentary lifestyle, and smoking, with an increased rate of suicide playing a lesser role. Side effects of antipsychotics may also increase the risk. These differences in life expectancy increased between the 1970s and 1990s. An Australian study puts the rate of early death at 25 years, and views the main cause to be related to heart disease. Several studies indicate that almost 40% of those with schizophrenia die from complications of cardiovascular disease including heart attacks, and sudden cardiac death which is seen to be increasingly associated. An underlying factor of sudden cardiac death may be Brugada syndrome (BrS) – BrS mutations that overlap with those linked with schizophrenia are the calcium channel mutations. BrS may also be drug-induced from certain antipsychotics and antidepressants. Primary polydipsia, or excessive fluid intake, is relatively common in people with chronic schizophrenia. This may lead to hyponatremia which can be life-threatening. Antipsychotics can lead to a dry mouth, but there are several other factors that may contribute to the disorder. It is suggested to lead to a reduction in life expectancy by 13 per cent. A study has suggested that real barriers to improving the mortality rate in schizophrenia are poverty, overlooking the symptoms of other illnesses, stress, stigma, and medication side effects, and that these need to be changed. Schizophrenia is a major cause of disability. In 2016 it was classed as the 12th most disabling condition. Approximately 75% of people with schizophrenia have ongoing disability with relapses and 16.7 million people globally are deemed to have moderate or severe disability from the condition. Some people do recover completely and others function well in society. Most people with schizophrenia live independently with community support. About 85% are unemployed. In people with a first episode of psychosis in schizophrenia a good long-term outcome occurs in 31%, an intermediate outcome in 42% and a poor outcome in 31%. Males are affected more often than females, and have a worse outcome. But according to some reports, there is no difference in prevalence. Outcomes for schizophrenia appear better in the developing than the developed world. These conclusions have been questioned. Social problems, such as long-term unemployment, poverty, homelessness, exploitation, stigmatization and victimization are common consequences, and lead to social exclusion. There is a higher than average suicide rate associated with schizophrenia estimated at around 5% to 6%, most often occurring in the period following onset or first hospital admission. Several times more (20 to 40%) attempt suicide at least once. There are a variety of risk factors, including male gender, depression, a high IQ, heavy smoking, and substance use. Repeated relapse is linked to an increased risk of suicidal behavior. The use of clozapine can reduce the risk of suicide and aggression. A strong association between schizophrenia and tobacco smoking has been shown in worldwide studies. Smoking is especially high in those diagnosed with schizophrenia, with estimates ranging from 80 to 90% being regular smokers, as compared to 20% of the general population. Those who smoke tend to smoke heavily, and additionally smoke cigarettes with high nicotine content. Some propose that this is in an effort to improve symptoms. Among people with schizophrenia use of cannabis is also common. It has been shown that schizophrenia leads to an increased risk of dementia. Epidemiology In 2017, the Global Burden of Disease Study estimated there were 1.1 million new cases, and in 2019 the World Health Organization (WHO) reported a total of 20 million cases globally. Schizophrenia affects around 0.3–0.7% of people at some point in their life. It occurs 1.4 times more frequently in males than females and typically appears earlier in men – the peak ages of onset are 25 years for males and 27 years for females. Onset in childhood, before the age of 13 can sometimes occur. Other reviews find no difference in the prevalence of schizophrenia between the sexes. A later onset can occur between the ages of 40 and 60, known as late onset, and also after 60 known as very late onset. Worldwide, schizophrenia is the most common psychotic disorder. The frequency of schizophrenia varies across the world, within countries, and at the local and neighborhood level. This variation has been estimated to be fivefold. It causes approximately one percent of worldwide disability adjusted life years and resulted in 17,000 deaths in 2015. In 2000, WHO found the percentage of people affected and the number of new cases that develop each year is roughly similar around the world, with age-standardized prevalence per 100,000 ranging from 343 in Africa to 544 in Japan and Oceania for men, and from 378 in Africa to 527 in Southeastern Europe for women. About 1.1% of adults have schizophrenia in the United States. However, in areas of conflict this figure can rise to between 4.0 and 6.5%. History Accounts of a schizophrenia-like syndrome are rare in records before the 19th century. The earliest cases detailed were reported in 1797, and 1809. Dementia praecox, meaning premature dementia was used by German psychiatrist Heinrich Schüle in 1886, and then in 1891 by Arnold Pick in a case report of hebephrenia. In 1893 Emil Kraepelin used the term in making a distinction, known as the Kraepelinian dichotomy, between the two psychoses – dementia praecox, and manic depression (now called bipolar disorder). Kraepelin believed that dementia praecox was probably caused by a systemic disease that affected many organs and nerves, affecting the brain after puberty in a final decisive cascade. It was thought to be an early form of dementia, a degenerative disease. When it became evident that the disorder was not degenerative it was renamed schizophrenia by Eugen Bleuler in 1908. The word schizophrenia translates as "splitting of the mind" and is Modern Latin from the Greek words schizein (σχίζειν, "to split") and phrēn, (φρήν, "mind") Its use was intended to describe the separation of function between personality, thinking, memory, and perception. The term schizophrenia used to be associated with split personality by the general population but that usage went into decline when split personality became known as a separate disorder, first as multiple identity disorder , and later as dissociative identity disorder. In 2002 in Japan the name was changed to integration disorder, and
the only entrant to the competition. In 1809 Germain began work. Legendre assisted by giving her equations, references, and current research. She submitted her paper early in the fall of 1811 and did not win the prize. The judging commission felt that "the true equations of the movement were not established", even though "the experiments presented ingenious results". Lagrange was able to use Germain's work to derive an equation that was "correct under special assumptions". Subsequent attempts for the Prize The contest was extended by two years, and Germain decided to try again for the prize. At first Legendre continued to offer support, but then he refused all help. Germain's anonymous 1813 submission was still littered with mathematical errors, especially involving double integrals, and it received only an honorable mention because "the fundamental base of the theory [of elastic surfaces] was not established". The contest was extended once more, and Germain began work on her third attempt. This time she consulted with Poisson. In 1814 he published his own work on elasticity and did not acknowledge Germain's help (although he had worked with her on the subject and, as a judge on the Academy commission, had had access to her work). Germain submitted her third paper, "", under her own name, and on 8 January 1816 she became the first woman to win a prize from the Paris Academy of Sciences. She did not appear at the ceremony to receive her award. Although Germain had at last been awarded the , the Academy was still not fully satisfied. Germain had derived the correct differential equation (a special case of the Kirchhoff–Love equation), but her method did not predict experimental results with great accuracy, as she had relied on an incorrect equation from Euler, which led to incorrect boundary conditions. Here is Germain's final equation for the vibration of a plane lamina: where N2 is a constant. After winning the Academy contest, she was still not able to attend its sessions because of the Academy's tradition of excluding women other than the wives of members. Seven years later this situation was transformed, when she made friends with Joseph Fourier, a secretary of the Academy, who obtained tickets to the sessions for her. Later work in elasticity Germain published her prize-winning essay at her own expense in 1821, mostly because she wanted to present her work in opposition to that of Poisson. In the essay she pointed out some of the errors in her method. In 1826 she submitted a revised version of her 1821 essay to the Academy. According to Andrea Del Centina, the revision included attempts to clarify her work by "introducing certain simplifying hypotheses". This put the Academy in an awkward position, as they felt the paper to be "inadequate and trivial", but they did not want to "treat her as a professional colleague, as they would any man, by simply rejecting the work". So Augustin-Louis Cauchy, who had been appointed to review her work, recommended her to publish it, and she followed his advice. One further work of Germain's on elasticity was published posthumously in 1831, her "". She used the mean curvature in her research (see Honors in number theory). Later work in number theory Renewed interest Germain's best work was in number theory, and her most significant contribution to number theory dealt with Fermat's Last Theorem. In 1815, after the elasticity contest, the Academy offered a prize for a proof of Fermat's Last Theorem. It reawakened Germain's interest in number theory, and she wrote to Gauss again after ten years of no correspondence. In the letter, Germain said that number theory was her preferred field and that it was in her mind all the time she was studying elasticity. She outlined a strategy for a general proof of Fermat's Last Theorem, including a proof for a special case. Germain's letter to Gauss contained her substantial progress toward a proof. She asked Gauss whether her approach to the theorem was worth pursuing. Gauss never answered. Her work on Fermat's Last Theorem Fermat's Last Theorem can be divided into two cases. Case 1 involves all powers p that do not divide any of x, y, or z. Case 2 includes all p that divide at least one of x, y, or z. Germain proposed the following, commonly called "Sophie Germain's theorem": Let p be an odd prime. If there exists an auxiliary prime P = 2Np + 1 (N is any positive integer not divisible by 3) such that: if xp + yp + zp ≡ 0 (mod P), then P divides xyz, and p is not a p-th power residue (mod P). Then the first case of Fermat's Last Theorem holds true for p. Germain used this result to prove the first case of Fermat's Last Theorem for all odd primes p < 100, but according to Andrea Del Centina, "she had actually shown that it holds for every exponent p < 197". L. E. Dickson later used Germain's theorem to prove the first case of Fermat's Last Theorem for odd primes less than 1700. In an unpublished manuscript titled , Germain showed that any counterexamples to Fermat's theorem for p > 5 must be numbers "whose size frightens the imagination", around 40 digits long. Germain did not publish this work. Her brilliant theorem is known only because of the footnote in Legendre's treatise on number theory, where he used it to prove Fermat's Last Theorem for p = 5 (see Correspondence with Legendre). Germain also proved or nearly proved several results that were attributed to Lagrange or were rediscovered years later. Del Centina states that "after almost two hundred years her ideas were still central", but ultimately her method did not work. Work in philosophy In addition to mathematics, Germain studied philosophy and psychology. She wanted to classify facts and generalize them into laws that could form a system of psychology and sociology, which were then just coming into existence. Her philosophy was highly praised by Auguste Comte. Two of her philosophical works, and , were published, both posthumously. This was due in part to the efforts of Lherbette, her nephew, who collected her philosophical writings and published them. is a history of science and mathematics with Germain's commentary. In , the work admired by Comte, Germain argues that there are no differences between the sciences and the humanities. Final years In 1829 Germain learned that she had breast cancer. Despite the pain, she continued to work. In 1831 Crelle's Journal published her paper on the curvature of elastic surfaces and "a note about finding and in ". Mary Gray records: "She also published in an examination of principles which led to the discovery of the laws of equilibrium and movement of elastic solids." On 27 June 1831, she died in the house at 13 rue de Savoie. Despite Germain's intellectual achievements, her death certificate lists her as a "" (property holder), not a "". But her work was not unappreciated by everyone. When the matter of honorary degrees came up at the University of Göttingen in 1837—six years after Germain's death—Gauss lamented: "she [Germain] proved to the world that even a woman can accomplish something worthwhile in the most rigorous and abstract of the sciences and for
with Joseph Fourier, a secretary of the Academy, who obtained tickets to the sessions for her. Later work in elasticity Germain published her prize-winning essay at her own expense in 1821, mostly because she wanted to present her work in opposition to that of Poisson. In the essay she pointed out some of the errors in her method. In 1826 she submitted a revised version of her 1821 essay to the Academy. According to Andrea Del Centina, the revision included attempts to clarify her work by "introducing certain simplifying hypotheses". This put the Academy in an awkward position, as they felt the paper to be "inadequate and trivial", but they did not want to "treat her as a professional colleague, as they would any man, by simply rejecting the work". So Augustin-Louis Cauchy, who had been appointed to review her work, recommended her to publish it, and she followed his advice. One further work of Germain's on elasticity was published posthumously in 1831, her "". She used the mean curvature in her research (see Honors in number theory). Later work in number theory Renewed interest Germain's best work was in number theory, and her most significant contribution to number theory dealt with Fermat's Last Theorem. In 1815, after the elasticity contest, the Academy offered a prize for a proof of Fermat's Last Theorem. It reawakened Germain's interest in number theory, and she wrote to Gauss again after ten years of no correspondence. In the letter, Germain said that number theory was her preferred field and that it was in her mind all the time she was studying elasticity. She outlined a strategy for a general proof of Fermat's Last Theorem, including a proof for a special case. Germain's letter to Gauss contained her substantial progress toward a proof. She asked Gauss whether her approach to the theorem was worth pursuing. Gauss never answered. Her work on Fermat's Last Theorem Fermat's Last Theorem can be divided into two cases. Case 1 involves all powers p that do not divide any of x, y, or z. Case 2 includes all p that divide at least one of x, y, or z. Germain proposed the following, commonly called "Sophie Germain's theorem": Let p be an odd prime. If there exists an auxiliary prime P = 2Np + 1 (N is any positive integer not divisible by 3) such that: if xp + yp + zp ≡ 0 (mod P), then P divides xyz, and p is not a p-th power residue (mod P). Then the first case of Fermat's Last Theorem holds true for p. Germain used this result to prove the first case of Fermat's Last Theorem for all odd primes p < 100, but according to Andrea Del Centina, "she had actually shown that it holds for every exponent p < 197". L. E. Dickson later used Germain's theorem to prove the first case of Fermat's Last Theorem for odd primes less than 1700. In an unpublished manuscript titled , Germain showed that any counterexamples to Fermat's theorem for p > 5 must be numbers "whose size frightens the imagination", around 40 digits long. Germain did not publish this work. Her brilliant theorem is known only because of the footnote in Legendre's treatise on number theory, where he used it to prove Fermat's Last Theorem for p = 5 (see Correspondence with Legendre). Germain also proved or nearly proved several results that were attributed to Lagrange or were rediscovered years later. Del Centina states that "after almost two hundred years her ideas were still central", but ultimately her method did not work. Work in philosophy In addition to mathematics, Germain studied philosophy and psychology. She wanted to classify facts and generalize them into laws that could form a system of psychology and sociology, which were then just coming into existence. Her philosophy was highly praised by Auguste Comte. Two of her philosophical works, and , were published, both posthumously. This was due in part to the efforts of Lherbette, her nephew, who collected her philosophical writings and published them. is a history of science and mathematics with Germain's commentary. In , the work admired by Comte, Germain argues that there are no differences between the sciences and the humanities. Final years In 1829 Germain learned that she had breast cancer. Despite the pain, she continued to work. In 1831 Crelle's Journal published her paper on the curvature of elastic surfaces and "a note about finding and in ". Mary Gray records: "She also published in an examination of principles which led to the discovery of the laws of equilibrium and movement of elastic solids." On 27 June 1831, she died in the house at 13 rue de Savoie. Despite Germain's intellectual achievements, her death certificate lists her as a "" (property holder), not a "". But her work was not unappreciated by everyone. When the matter of honorary degrees came up at the University of Göttingen in 1837—six years after Germain's death—Gauss lamented: "she [Germain] proved to the world that even a woman can accomplish something worthwhile in the most rigorous and abstract of the sciences and for that reason would well have deserved an honorary degree". Honors Memorials Germain's resting place in the Père Lachaise Cemetery in Paris is marked by a gravestone. At the centennial celebration of her life, a street and a girls' school were named after her, and a plaque was placed at the house where she died. The school houses a bust commissioned by the Paris City Council. In January 2020, Satellogic, a high-resolution Earth observation imaging and analytics company, launched a ÑuSat type micro-satellite named in honor of Sophie Germain. Honors in number theory E. Dubouis defined a sophien of a prime to be a prime where , for such that yield such that has no solutions when and are prime to . A Sophie Germain prime is a prime such that is also prime. The Germain curvature (also called mean curvature) is , where and are the maximum and minimum values of the normal curvature. Sophie Germain's identity states that for any , Criticisms Contemporary praise and criticisms Vesna Petrovich found that the educated world's response to the publication in 1821 of Germain's prize-winning essay "ranged from polite to indifferent". Yet, some critics had high praise for it. Of her essay in 1821, Cauchy said: "[it] was a work for which the name of its author and the importance of the subject both deserved the attention of mathematicians". Germain was also included in H. J. Mozans' book "Woman in Science", although Marilyn Bailey Ogilvie claims that the biography "is inaccurate and the notes and bibliography
documentary film about the Holocaust Amata shoa, a moth of the family Erebidae SHOA, Hydrographic and Oceanographic Service of the Chilean Navy
The Holocaust, also known as "the Shoah" or Ha-Shoah in Hebrew Shewa, a region of Ethiopia, sometimes spelled Shoa Shoah (film), 1985 French documentary film about the Holocaust Amata
The male counterpart to the succubus is the incubus. Etymology The term derives from Late Latin succuba "paramour" from succubare "to lie beneath" (sub- "under" and cubare "to lie"), used to describe this female supernatural being's implied sexual position relative to the male sleeper's position. The English word succubus dates from the late 14th century. In folklore As depicted in the Jewish mystical treatise Zohar and the medieval Jewish satirical text Alphabet of Ben Sira, Lilith was Adam's first wife, who later became a succubus. She left Adam and refused to return to the Garden of Eden after she mated with the archangel Samael. In Zoharistic Kabbalah, there were four succubi who mated with the archangel Samael. There were four original queens of the demons: Lilith, Eisheth, Agrat bat Mahlat, and Naamah. A succubus may take a form of a beautiful young girl but closer inspection may reveal deformities of her body, such as bird-like claws or serpentine tails. Folklore also describes the act of cunnilingus on their vulvas, which drip with urine and other fluids. In later folklore, a succubus took the form of a siren. Throughout history, priests and rabbis, including Hanina Ben Dosa and Abaye, tried to curb the power of succubi over humans. However, not all succubi were malevolent. According to Walter Map in the satire De Nugis Curialium (Trifles of Courtiers), Pope Sylvester II (999–1003) was allegedly involved with a succubus named Meridiana, who helped him achieve his high rank in the Catholic Church. Before his death, he confessed of his sins and died repentant. Ability to reproduce According to the Kabbalah and the school of Rashba, the original three queens of the demons, Agrat Bat Mahlat, Naamah, Eisheth Zenunim, and all their cohorts give birth to children, except Lilith. According to other legends, the children of Lilith are called Lilin. According to the Malleus Maleficarum, or "Witches' Hammer", written by Heinrich Kramer (Institoris) in 1486, succubi collect semen from men they seduce. Incubi, or male demons, then use the semen to impregnate human females, thus explaining how demons could apparently sire children despite the traditional belief that they were incapable of reproduction.
rank in the Catholic Church. Before his death, he confessed of his sins and died repentant. Ability to reproduce According to the Kabbalah and the school of Rashba, the original three queens of the demons, Agrat Bat Mahlat, Naamah, Eisheth Zenunim, and all their cohorts give birth to children, except Lilith. According to other legends, the children of Lilith are called Lilin. According to the Malleus Maleficarum, or "Witches' Hammer", written by Heinrich Kramer (Institoris) in 1486, succubi collect semen from men they seduce. Incubi, or male demons, then use the semen to impregnate human females, thus explaining how demons could apparently sire children despite the traditional belief that they were incapable of reproduction. Children so begotten—cambions—were supposed to be those that were born deformed, or more susceptible to supernatural influences. While the book does not address why a human female impregnated with the semen of a human male would not produce regular human offspring, an explanation could be that the semen is altered before being transferred to the female host. However in some lore, the child is born deformed because the conception was unnatural. King James in his dissertation titled Dæmonologie refutes the possibility for angelic entities to reproduce and instead offered a suggestion that a devil would carry out two methods of impregnating women: the first, to steal the sperm out of a dead man and deliver it into a woman. If a demon could extract the semen quickly, the substance could not be instantly transported to a female host, causing it to go cold. This explains his view that succubi and incubi were the same demonic entity only to be described differently based on the tormented sexes being conversed with. The second method was the idea that a dead body could be possessed by a devil, causing it to rise and have sexual relations with others. However, there is no mention of a female corpse being possessed to elicit sex from men. In non-Western literature Buddhist canon A Buddhist scripture regarding prayer to Avalokiteśvara, the Dharani Sutra of Amoghapāśa, promises to those who pray that
album, "Woman on the Tier", was featured on the soundtrack of the movie Dead Man Walking. In 1997 she took a singing part on the concept album Heaven and Hell, a musical interpretation of the seven deadly sins by her colleague Joe Jackson, with whom she had already collaborated in 1986 on "Left of Center" from the Pretty in Pink soundtrack (with Vega singing and Jackson playing piano). In 1999, Avon Books published Vega's book The Passionate Eye: The Collected Writings of Suzanne Vega, a volume of poems, lyrics, essays and journalistic pieces. 2000s In September 2001, Vega released a new album entitled Songs in Red and Gray. Three songs deal with Vega's divorce from her first husband, Mitchell Froom. At the memorial concert for her brother Tim Vega in December 2002, Vega began her role as the subject of the direct-cinema documentary, Some Journey, directed by Christopher Seufert of Mooncusser Films. The documentary has not been completed. Underground hip hop duo Felt named a track on their album Felt: A Tribute to Christina Ricci, released in 2002, "Suzanne Vega". In 2003, the 21-song greatest hits compilation Retrospective: The Best of Suzanne Vega was released. (The UK version of Retrospective included an eight-song bonus CD as well as a DVD containing 12 songs). In the same year she was invited by Grammy Award-winning jazz guitarist Bill Frisell to play at the Century of Song concerts at the famed Ruhrtriennale in Germany. In 2003, she hosted the American Public Media radio series American Mavericks, about 20th century American composers, which received the Peabody Award for Excellence in Broadcasting. On August 3, 2006, Vega became the first major recording artist to perform live in the Internet-based virtual world, Second Life. The event was hosted by John Hockenberry of public radio's The Infinite Mind. On September 17, 2006, she performed in Central Park, as part of a benefit concert for the Save Darfur Coalition. During the concert she highlighted her support for Amnesty International, of which she has been a member since 1988. In early October 2006, Vega participated in the Academia Film Olomouc (AFO) in Olomouc, the Czech Republic, the oldest festival of documentary films in Europe, in which she appeared as a main guest. She was invited there as the subject of the documentary film by director Christopher Seufert, that had a test screening at the festival. At the end of the festival she performed her classic songs and added one brand new piece called "New York Is a Woman". Vega is also interviewed in the book Everything Is Just a Bet which was published in Czech in October 2006. The book contains 12 interview transcriptions from the talk show called Stage Talks that regularly runs in the Švandovo divadlo (Švandovo Theatre) in Prague. Vega introduced the book to the audience of the Švandovo divadlo (Švandovo Theatre), and together with some other Czech celebrities gave a signing session. She signed a new recording contract with Blue Note Records in the spring of 2006, and released Beauty & Crime on July 17, 2007. The album, produced by Jimmy Hogarth, won a Grammy Award for Best Engineered Album, Non-Classical. Her contract was not renewed and she was released in June 2008. In 2007, Vega followed the lead of numerous other mainstream artists and released her track "Pornographer's Dream" as podsafe. The song spent two weeks at number-one during 2007 and finished as the No. 11 hit of the year on the PMC Top10's annual countdown. In 2015, Vega joined The 14th Annual Independent Music Awards judging panel to assist independent musicians' careers. She was also a judge for the 6th, 7th, 8th, 9th, 10th, 11th, 12th and 13th Independent Music Awards. In 2008, fire at a Universal Music Group vault in Los Angeles County resulted in the loss or damage of some Vega recordings. 2010s A partial cover version of her song Tom's Diner was used to introduce the 2010 British movie 4.3.2.1, with its lyrics largely rewritten to echo the plot. This musical hybrid was released as "Keep Moving". Vega participated in the Danger Mouse/Sparklehorse/David Lynch collaboration Dark Night of the Soul. She wrote both melody and lyrics for her song, which is titled "The Man Who Played God", inspired by a biography of Pablo Picasso. Vega sang lead vocals on the song "Now I Am an Arsonist" with singer-songwriter Jonathan Coulton on his 2011 album, Artificial Heart. Vega has re-recorded her back-catalogue, both for artistic and commercial (and control) reasons, in the Close-up series. Vol. 1 (Love Songs) and Vol. 2 (People & Places) appeared in 2010 while Vol. 3 (States of Being) was released in July 2011 followed by Vol. 4 (Songs of Family) in September 2012. Volumes 2, 3 and 4 of the Close-Up albums included previously unrecorded material; Volumes 2 and 3 each included one new collaboratively written song, while Volume 4 included three songs that Vega had written years earlier, but had not previously gotten around to recording. In all, Vega's Close-Up series features 60 re-recorded songs and five new compositions, representing about three-quarters of her lifetime songwriting output. While performing live, Vega and long-term collaborator Gerry Leonard began to introduce a number of new songs into the setlist, including the live favorite "I Never Wear White". Over the course of a year, the songs were completed and recorded in a live-studio setting with the help of a number of guests. Produced by Leonard, Tales from the Realm of the Queen of Pentacles was released in February
death threats from an obsessed fan ahead of the festival. The acappella "Tom's Diner" from Solitude Standing became a hit in 1990, having been remixed by two British dance producers under the name DNA. The track was originally a bootleg, until Vega allowed DNA to release it through her record company, and it became her biggest hit. 1990s Vega's third album, Days of Open Hand (1990), continued in the style of her first two albums. In 1992, she released the album 99.9F°. It consists of a mixture of folk music, dance beats and industrial music. This record was awarded Gold status by the RIAA in recognition of selling over 500,000 copies in the U.S. The single "Blood Makes Noise" from this album peaked at number-one on Billboard's Modern Rock Tracks. Vega later married the album's producer Mitchell Froom. Her fifth album, Nine Objects of Desire, was released in 1996. The music varies between a frugal, simple style and the industrial production of 99.9F°. This album contains "Caramel", featured in the movie The Truth About Cats & Dogs, and later the trailer for the movie Closer. A song not included on that album, "Woman on the Tier", was featured on the soundtrack of the movie Dead Man Walking. In 1997 she took a singing part on the concept album Heaven and Hell, a musical interpretation of the seven deadly sins by her colleague Joe Jackson, with whom she had already collaborated in 1986 on "Left of Center" from the Pretty in Pink soundtrack (with Vega singing and Jackson playing piano). In 1999, Avon Books published Vega's book The Passionate Eye: The Collected Writings of Suzanne Vega, a volume of poems, lyrics, essays and journalistic pieces. 2000s In September 2001, Vega released a new album entitled Songs in Red and Gray. Three songs deal with Vega's divorce from her first husband, Mitchell Froom. At the memorial concert for her brother Tim Vega in December 2002, Vega began her role as the subject of the direct-cinema documentary, Some Journey, directed by Christopher Seufert of Mooncusser Films. The documentary has not been completed. Underground hip hop duo Felt named a track on their album Felt: A Tribute to Christina Ricci, released in 2002, "Suzanne Vega". In 2003, the 21-song greatest hits compilation Retrospective: The Best of Suzanne Vega was released. (The UK version of Retrospective included an eight-song bonus CD as well as a DVD containing 12 songs). In the same year she was invited by Grammy Award-winning jazz guitarist Bill Frisell to play at the Century of Song concerts at the famed Ruhrtriennale in Germany. In 2003, she hosted the American Public Media radio series American Mavericks, about 20th century American composers, which received the Peabody Award for Excellence in Broadcasting. On August 3, 2006, Vega became the first major recording artist to perform live in the Internet-based virtual world, Second Life. The event was hosted by John Hockenberry of public radio's The Infinite Mind. On September 17, 2006, she performed in Central Park, as part of a benefit concert for the Save Darfur Coalition. During the concert she highlighted her support for Amnesty International, of which she has been a member since 1988. In early October 2006, Vega participated in the Academia Film Olomouc (AFO) in Olomouc, the Czech Republic, the oldest festival of documentary films in Europe, in which she appeared as a main guest. She was invited there as the subject of the documentary film by director Christopher Seufert, that had a test screening at the festival. At the end of the festival she performed her classic songs and added one brand new piece called "New York Is a Woman". Vega is also interviewed in the book Everything Is Just a Bet which was published in Czech in October 2006. The book contains 12 interview transcriptions from the talk show called Stage Talks that regularly runs in the Švandovo divadlo (Švandovo Theatre) in Prague. Vega introduced the book to the audience of the Švandovo divadlo (Švandovo Theatre), and together with some other Czech celebrities gave a signing session. She signed a new recording contract with Blue Note Records in the spring of 2006, and released Beauty & Crime on July 17, 2007. The album, produced by Jimmy Hogarth, won a Grammy Award for Best Engineered Album, Non-Classical. Her contract was not renewed and she was released in June 2008. In 2007, Vega followed the lead of numerous other mainstream artists and released her track "Pornographer's Dream" as podsafe. The song spent two weeks at number-one during 2007 and finished as the No. 11 hit of the year on the PMC Top10's annual countdown. In 2015, Vega joined The 14th Annual Independent Music Awards judging panel to assist independent musicians' careers. She was also a judge for the 6th, 7th, 8th, 9th, 10th, 11th, 12th and 13th Independent Music Awards. In 2008, fire at a Universal Music Group vault in Los Angeles County resulted in the loss or damage of some Vega recordings. 2010s A partial cover version of her song Tom's Diner was used to introduce the 2010 British movie 4.3.2.1, with its lyrics largely rewritten to echo the plot. This musical hybrid was released as "Keep Moving". Vega participated in the Danger Mouse/Sparklehorse/David Lynch collaboration Dark Night of the Soul. She wrote both melody and lyrics for her song, which is titled "The Man Who Played God", inspired by a biography of Pablo Picasso. Vega sang lead vocals on the song "Now I Am an Arsonist" with singer-songwriter Jonathan Coulton on his 2011 album, Artificial Heart. Vega has re-recorded her back-catalogue, both for artistic and commercial (and control) reasons, in the Close-up series. Vol. 1 (Love Songs) and Vol. 2 (People & Places) appeared in 2010 while Vol. 3 (States of Being) was released in July 2011 followed by Vol. 4 (Songs of Family) in September 2012. Volumes 2, 3 and 4 of the Close-Up albums included previously unrecorded material; Volumes 2 and 3 each included one new collaboratively written song, while Volume 4 included three songs that Vega had written years earlier, but had not previously gotten around to recording. In all, Vega's Close-Up series features 60 re-recorded songs and five new compositions, representing
formed by adjoining an element to and defining for all . The notation denotes a monoid obtained from by adjoining an identity if necessary ( for a monoid). Similarly, every magma has at most one absorbing element, which in semigroup theory is called a zero. Analogous to the above construction, for every semigroup , one can define , a semigroup with 0 that embeds . Subsemigroups and ideals The semigroup operation induces an operation on the collection of its subsets: given subsets A and B of a semigroup S, their product , written commonly as AB, is the set (This notion is defined identically as it is for groups.) In terms of this operation, a subset A is called a subsemigroup if AA is a subset of A, a right ideal if AS is a subset of A, and a left ideal if SA is a subset of A. If A is both a left ideal and a right ideal then it is called an ideal (or a two-sided ideal). If S is a semigroup, then the intersection of any collection of subsemigroups of S is also a subsemigroup of S. So the subsemigroups of S form a complete lattice. An example of a semigroup with no minimal ideal is the set of positive integers under addition. The minimal ideal of a commutative semigroup, when it exists, is a group. Green's relations, a set of five equivalence relations that characterise the elements in terms of the principal ideals they generate, are important tools for analysing the ideals of a semigroup and related notions of structure. The subset with the property that every element commutes with any other element of the semigroup is called the center of the semigroup. The center of a semigroup is actually a subsemigroup. Homomorphisms and congruences A semigroup homomorphism is a function that preserves semigroup structure. A function between two semigroups is a homomorphism if the equation . holds for all elements a, b in S, i.e. the result is the same when performing the semigroup operation after or before applying the map f. A semigroup homomorphism between monoids preserves identity if it is a monoid homomorphism. But there are semigroup homomorphisms which are not monoid homomorphisms, e.g. the canonical embedding of a semigroup without identity into . Conditions characterizing monoid homomorphisms are discussed further. Let be a semigroup homomorphism. The image of is also a semigroup. If is a monoid with an identity element , then is the identity element in the image of . If is also a monoid with an identity element and belongs to the image of , then , i.e. is a monoid homomorphism. Particularly, if is surjective, then it is a monoid homomorphism. Two semigroups S and T are said to be isomorphic if there exists a bijective semigroup homomorphism . Isomorphic semigroups have the same structure. A semigroup congruence is an equivalence relation that is compatible with the semigroup operation. That is, a subset that is an equivalence relation and and implies for every in S. Like any equivalence relation, a semigroup congruence induces congruence classes and the semigroup operation induces a binary operation on the congruence classes: Because is a congruence, the set of all congruence classes of forms a semigroup with , called the quotient semigroup or factor semigroup, and denoted . The mapping is a semigroup homomorphism, called the quotient map, canonical surjection or projection; if S is a monoid then quotient semigroup is a monoid with identity . Conversely, the kernel of any semigroup homomorphism is a semigroup congruence. These results are nothing more than a particularization of the first isomorphism theorem in universal algebra. Congruence classes and factor monoids are the objects of study in string rewriting systems. A nuclear congruence on S is one which is the kernel of an endomorphism of S. A semigroup S satisfies the maximal condition on congruences if any family of congruences on S, ordered by inclusion, has a maximal element. By Zorn's lemma, this is equivalent to saying that the ascending chain condition holds: there is no infinite strictly ascending chain of congruences on S. Every ideal I of a semigroup induces a factor semigroup, the Rees factor semigroup, via the congruence ρ defined by if either , or both x and y are in I. Quotients and divisions The following notions introduce the idea that a semigroup is contained in another one. A semigroup T is a quotient of a semigroup S if there is a surjective semigroup morphism from S to T. For example, is a quotient of , using the morphism consisting of taking the remainder modulo 2 of an integer. A semigroup T divides a semigroup S, noted if T is a quotient of a subsemigroup S. In particular, subsemigroups of S divides T, while it is not necessarily the case that there are a quotient of S. Both of those relation are transitive. Structure of semigroups For any subset A of S there is a smallest subsemigroup T of S which contains A, and we say that A generates T. A single element x of S generates the subsemigroup { xn n ∈ Z+ }. If this is finite, then x is said to be of finite order, otherwise it is of infinite order. A semigroup is said to be periodic if all of its elements are of finite order. A semigroup generated by a single element is said to be monogenic (or cyclic). If a monogenic semigroup is infinite then it is isomorphic to the semigroup of positive integers with the operation of addition. If it is finite and nonempty, then it must contain at least one idempotent. It follows that every nonempty periodic semigroup has at least one idempotent. A subsemigroup which is also a group is called a subgroup. There is a close relationship between the subgroups of a semigroup and its idempotents. Each subgroup contains exactly one idempotent, namely the identity element of the subgroup. For each idempotent e of the semigroup there is a unique maximal subgroup containing e. Each maximal subgroup arises in this way, so there is a one-to-one correspondence between idempotents and maximal subgroups. Here the term maximal subgroup differs from its standard use in group theory. More can often be said when the order is finite. For example, every nonempty finite semigroup is periodic, and has a minimal ideal and at least one idempotent. The number of finite semigroups of a given size (greater than 1) is (obviously) larger than the number of groups of the same size. For example, of the sixteen possible "multiplication tables" for a set of two elements eight form semigroups whereas only four of these are monoids and only two form groups. For more on the structure of finite semigroups, see Krohn–Rhodes theory. Special classes of semigroups A monoid is a semigroup with an identity element. A group is a semigroup with an identity element and an inverse element. A subsemigroup is a subset of a semigroup that is closed under the semigroup operation. A cancellative semigroup is one having the cancellation property: implies and similarly for . A band is a semigroup whose operation is idempotent. A semilattice is a semigroup whose operation is idempotent and commutative. 0-simple semigroups. Transformation semigroups: any finite semigroup S can be represented by transformations of a (state-) set Q of at most states. Each element x of S then maps Q into itself and sequence xy is defined by for each q in Q. Sequencing clearly is an associative operation, here equivalent to function composition. This representation is basic for any automaton or finite-state machine (FSM). The bicyclic semigroup is in fact a monoid, which can be described as the free semigroup on two generators p and q, under the relation . C0-semigroups. Regular semigroups. Every element x has at least one inverse y satisfying and ; the elements x and y are sometimes called "mutually inverse". Inverse semigroups are regular semigroups where every element has exactly one inverse. Alternatively, a regular semigroup is inverse if and only if any two idempotents commute. Affine semigroup: a semigroup that is isomorphic to a finitely-generated subsemigroup of Zd. These semigroups have applications to commutative algebra. Structure theorem for commutative semigroups There is a structure theorem for commutative semigroups in terms of semilattices. A semilattice (or more precisely a meet-semilattice) is a partially ordered set where every pair of elements has a greatest lower bound, denoted . The operation makes into a semigroup satisfying the additional idempotence law . Given a homomorphism from an arbitrary semigroup to a semilattice, each inverse image is a (possibly empty) semigroup. Moreover, becomes graded by , in the sense that If is onto, the semilattice is isomorphic to the quotient of by the equivalence relation such that if and only if . This equivalence relation is a semigroup congruence, as defined above. Whenever we take the quotient of a commutative semigroup by a congruence, we get another commutative semigroup. The structure theorem says that for any commutative semigroup , there is a finest congruence such that the quotient of by this equivalence relation is a semilattice. Denoting this semilattice by , we get a homomorphism from onto . As mentioned, becomes graded by this semilattice. Furthermore, the components are all Archimedean semigroups. An Archimedean semigroup is one where given any pair of elements , there exists an element and such that . The Archimedean property follows immediately from the ordering in the semilattice , since with this ordering we have if and only if for some and . Group of fractions The group of fractions or group completion of a semigroup S is the group generated by the elements of S as generators and all equations which hold true in S as relations. There is an obvious semigroup homomorphism which sends each element of S to the corresponding generator. This has a universal property for morphisms from S to a group: given any group H and any semigroup homomorphism , there exists a unique group homomorphism with k=fj. We may think of G as the "most general" group that contains a homomorphic image of S. An important question is to characterize those semigroups for which this map is an embedding. This need not
classes and factor monoids are the objects of study in string rewriting systems. A nuclear congruence on S is one which is the kernel of an endomorphism of S. A semigroup S satisfies the maximal condition on congruences if any family of congruences on S, ordered by inclusion, has a maximal element. By Zorn's lemma, this is equivalent to saying that the ascending chain condition holds: there is no infinite strictly ascending chain of congruences on S. Every ideal I of a semigroup induces a factor semigroup, the Rees factor semigroup, via the congruence ρ defined by if either , or both x and y are in I. Quotients and divisions The following notions introduce the idea that a semigroup is contained in another one. A semigroup T is a quotient of a semigroup S if there is a surjective semigroup morphism from S to T. For example, is a quotient of , using the morphism consisting of taking the remainder modulo 2 of an integer. A semigroup T divides a semigroup S, noted if T is a quotient of a subsemigroup S. In particular, subsemigroups of S divides T, while it is not necessarily the case that there are a quotient of S. Both of those relation are transitive. Structure of semigroups For any subset A of S there is a smallest subsemigroup T of S which contains A, and we say that A generates T. A single element x of S generates the subsemigroup { xn n ∈ Z+ }. If this is finite, then x is said to be of finite order, otherwise it is of infinite order. A semigroup is said to be periodic if all of its elements are of finite order. A semigroup generated by a single element is said to be monogenic (or cyclic). If a monogenic semigroup is infinite then it is isomorphic to the semigroup of positive integers with the operation of addition. If it is finite and nonempty, then it must contain at least one idempotent. It follows that every nonempty periodic semigroup has at least one idempotent. A subsemigroup which is also a group is called a subgroup. There is a close relationship between the subgroups of a semigroup and its idempotents. Each subgroup contains exactly one idempotent, namely the identity element of the subgroup. For each idempotent e of the semigroup there is a unique maximal subgroup containing e. Each maximal subgroup arises in this way, so there is a one-to-one correspondence between idempotents and maximal subgroups. Here the term maximal subgroup differs from its standard use in group theory. More can often be said when the order is finite. For example, every nonempty finite semigroup is periodic, and has a minimal ideal and at least one idempotent. The number of finite semigroups of a given size (greater than 1) is (obviously) larger than the number of groups of the same size. For example, of the sixteen possible "multiplication tables" for a set of two elements eight form semigroups whereas only four of these are monoids and only two form groups. For more on the structure of finite semigroups, see Krohn–Rhodes theory. Special classes of semigroups A monoid is a semigroup with an identity element. A group is a semigroup with an identity element and an inverse element. A subsemigroup is a subset of a semigroup that is closed under the semigroup operation. A cancellative semigroup is one having the cancellation property: implies and similarly for . A band is a semigroup whose operation is idempotent. A semilattice is a semigroup whose operation is idempotent and commutative. 0-simple semigroups. Transformation semigroups: any finite semigroup S can be represented by transformations of a (state-) set Q of at most states. Each element x of S then maps Q into itself and sequence xy is defined by for each q in Q. Sequencing clearly is an associative operation, here equivalent to function composition. This representation is basic for any automaton or finite-state machine (FSM). The bicyclic semigroup is in fact a monoid, which can be described as the free semigroup on two generators p and q, under the relation . C0-semigroups. Regular semigroups. Every element x has at least one inverse y satisfying and ; the elements x and y are sometimes called "mutually inverse". Inverse semigroups are regular semigroups where every element has exactly one inverse. Alternatively, a regular semigroup is inverse if and only if any two idempotents commute. Affine semigroup: a semigroup that is isomorphic to a finitely-generated subsemigroup of Zd. These semigroups have applications to commutative algebra. Structure theorem for commutative semigroups There is a structure theorem for commutative semigroups in terms of semilattices. A semilattice (or more precisely a meet-semilattice) is a partially ordered set where every pair of elements has a greatest lower bound, denoted . The operation makes into a semigroup satisfying the additional idempotence law . Given a homomorphism from an arbitrary semigroup to a semilattice, each inverse image is a (possibly empty) semigroup. Moreover, becomes graded by , in the sense that If is onto, the semilattice is isomorphic to the quotient of by the equivalence relation such that if and only if . This equivalence relation is a semigroup congruence, as defined above. Whenever we take the quotient of a commutative semigroup by a congruence, we get another commutative semigroup. The structure theorem says that for any commutative semigroup , there is a finest congruence such that the quotient of by this equivalence relation is a semilattice. Denoting this semilattice by , we get a homomorphism from onto . As mentioned, becomes graded by this semilattice. Furthermore, the components are all Archimedean semigroups. An Archimedean semigroup is one where given any pair of elements , there exists an element and such that . The Archimedean property follows immediately from the ordering in the semilattice , since with this ordering we have if and only if for some and . Group of fractions The group of fractions or group completion of a semigroup S is the group generated by the elements of S as generators and all equations which hold true in S as relations. There is an obvious semigroup homomorphism which sends each element of S to the corresponding generator. This has a universal property for morphisms from S to a group: given any group H and any semigroup homomorphism , there exists a unique group homomorphism with k=fj. We may think of G as the "most general" group that contains a homomorphic image of S. An important question is to characterize those semigroups for which this map is an embedding. This need not always be the case: for example, take S to be the semigroup of subsets of some set X with set-theoretic intersection as the binary operation (this is an example of a semilattice). Since holds for all elements of S, this must be true for all generators of G(S) as well: which is therefore the trivial group. It is clearly necessary for embeddability that S have the cancellation property. When S is commutative this condition is also sufficient and the Grothendieck group of the semigroup provides a construction of the group of fractions. The problem for non-commutative semigroups can be traced to the first substantial paper on semigroups. Anatoly Maltsev gave necessary and sufficient conditions for embeddability in 1937. Semigroup methods in partial differential equations Semigroup theory can be used to study some problems in the field of partial differential equations. Roughly speaking, the semigroup approach is to regard a time-dependent partial differential equation as an ordinary differential equation on a function space. For example, consider the following initial/boundary value problem for the heat equation on the spatial interval and times : Let be the Lp space of square-integrable real-valued functions with domain the interval and let A be the second-derivative operator with domain where H2 is a Sobolev space. Then the above initial/boundary value problem can be interpreted as an initial value problem for an ordinary differential equation on the space X: On an heuristic level, the solution to this problem "ought" to be . However, for a rigorous treatment, a meaning must be given to the exponential of tA. As a function of t, exp(tA) is a semigroup of operators from X to itself, taking the initial state u0 at time to the state at time t. The operator A is said to be the infinitesimal generator of the semigroup. History The study of semigroups trailed behind that of other algebraic structures with more complex axioms such as groups or rings. A number of sources attribute the first use of the term (in French) to J.-A. de Séguier in Élements de la Théorie des Groupes Abstraits (Elements of the Theory of Abstract Groups) in 1904. The term is used in English in 1908 in Harold Hinton's Theory of Groups of Finite Order. Anton Sushkevich obtained the first non-trivial results about semigroups. His 1928 paper "Über die endlichen Gruppen ohne das Gesetz der eindeutigen Umkehrbarkeit" ("On finite groups without the rule of unique invertibility") determined the structure of finite simple semigroups and showed that the minimal ideal (or Green's relations J-class) of a finite semigroup is simple. From that point on, the foundations of semigroup theory
on their top 100 games of all time in 2001 praising how the games mode 7 revolutionized racing games. In 2018, Complex listed Super Mario Kart 7th on its "The Best Super Nintendo Games of All Time." LegacySuper Mario Kart has been credited with inventing the "kart racing" subgenre of video gaming and soon after its release several other developers attempted to duplicate its success. In 1994, less than two years after the release of Super Mario Kart, Sega released Sonic Drift; a kart racing game featuring characters from the Sonic the Hedgehog series. Also in 1994 Ubisoft released Street Racer, a kart racing game for the SNES and Mega Drive/Genesis which included a four player mode not present in Super Mario Kart. Apogee Software released Wacky Wheels for PC and Atari Corporation released Atari Karts for the Atari Jaguar in 1995. Future games that followed in the mould of Super Mario Kart include South Park Rally, Konami Krazy Racers, Diddy Kong Racing, Sonic & Sega All-Stars Racing and several racing games in the Crash Bandicoot series. Response to the karting games released since Super Mario Kart has been mixed, with GameSpot describing them as tending to be bad while 1UP.com notes that countless developers have tried to improve upon the Mario Kart formula without success.Super Mario Kart is also credited as being the first non-platforming game to feature multiple playable characters from the Mario franchise. As well as several sequels Nintendo has released numerous other sporting and non-sporting Mario spin-offs since Super Mario Kart; a trend in part accredited to the commercial and critical success of the game. The Mario characters have appeared in many sports games including those relating to basketball, baseball, golf, tennis, and soccer. Non-sporting franchises using the Mario characters have also been created, including the Super Smash Bros. series of fighting games and the Mario Party series of board game based, party games. Mario series characters have also made cameos in games from other series such as SSX on Tour and NBA Street V3, both published by EA Sports. The genre-spanning nature of the Mario series that was sparked off by the success of Super Mario Kart has been described as key to the success and longevity of the franchise; keeping fans interested despite the infrequency of traditional Mario platforming games. Following this model the Mario series has gone on to become the best selling video game franchise of all time with 193 million units sold as of January 2007, almost 40 million units ahead of second-ranked franchise (Pokémon, also by Nintendo).Super Mario Kart was re-released on the Japanese Virtual Console on June 9, 2009, and later in North America on November 23, 2009. Previously, when naming it as one of the most wanted games for the platform in November 2008, Eurogamer stated that problems emulating the Mode 7 graphics were responsible for its absence. The game was also released for the Wii U Virtual Console in Japan during June 2013, and in Europe on March 27, 2014. In addition, North America users were able to get the game starting from August 6, 2014 to celebrate the 22nd anniversary of the game, which also includes the new game update of Mario Kart 8 on August 27, 2014. In 2016, the game was re-released for the New Nintendo 3DS. Nintendo re-released Super Mario Kart in 2017 as part of the company's Super NES Classic Edition.Super Mario 3D World has a stage with a look based on the Mario Circuit racetracks from Super Mario Kart. A remixed version of the music can also be heard. Super Mario Odyssey also has a remix, when racing an RC car around a track in New Donk City in the Metro Kingdom. Sequels Several sequels to Super Mario Kart have been brought out for successive generations of Nintendo consoles, each receiving commercial success and critical acclaim. While some elements have developed throughout the series, the core experience from Super Mario Kart has remained intact. The first sequel, Mario Kart 64, was released in 1996 for the Nintendo 64 and was the first Mario Kart game to feature fully 3D graphics. Although reviewers including IGN and GameSpot felt that the single player gameplay was lacking compared to its predecessor, the simultaneous four-person multiplayer modes – a first for the Nintendo 64 – were praised. The second sequel, Mario Kart: Super Circuit, was released for the Game Boy Advance in 2001. It was described by GameSpot as more of a remake of Super Mario Kart than a sequel to Mario Kart 64 and featured a return to the graphical style of the original. As well as featuring all new tracks, players are able to unlock the original SNES tracks if certain achievements are completed. Mario Kart: Double Dash was released for the GameCube in 2003. Unlike any other Mario Kart game before or since, it features two riders in each kart, allowing for a new form of cooperative multiplayer where one player controls the kart's movement and the other fires weapons. Mario Kart DS, released for the Nintendo DS in 2005, was the first Mario Kart game to include online play via the Nintendo Wi-Fi Connection. It went on to become the best selling hand-held racing game of all time, selling 7.83 million units. The game also marks the debut of tracks appearing in previous games. Mario Kart Wii was released for the Wii in 2008 and incorporates motion controls and 12-player racing. Like Mario Kart DS, it includes on-line play; it also allows racers to play as user-created Miis (after unlocking the Mii character) as well as Mario series characters and comes packaged with the Wii Wheel peripheral, which can act as the game's primary control mechanism when coupled with a Wii Remote. Mario Kart Wii went on to be the worldwide best-selling game of 2008 ahead of another Nintendo game – Wii Fit – and the critically acclaimed Grand Theft Auto IV. Mario Kart 7 for the Nintendo 3DS was released in 2011, which features racing on land, sea, and air. Also in Mario Kart 7 is the ability to customize your kart and to race in first-person mode. Three Mario Kart arcade games have also been released, Mario Kart Arcade GP in 2005, Mario Kart Arcade GP 2 in 2007, and Mario Kart Arcade GP DX in 2013. All of them were developed jointly by Nintendo and Namco and feature classic Namco characters including Pac-Man and Blinky. The most recent entry in the series is Mario Kart 8 for the Wii U, which was released at the end of May 2014, which brings back gliders and propellers from Mario Kart 7 as well as 12-player racing in Mario Kart Wii. Mario Kart 8 also includes a new feature called Mario Kart TV, where players can watch highlights of previous races and uploading them to YouTube. Another new feature is anti-gravity racing, where players can race on walls and ceilings. An enhanced port titled “Mario Kart 8 Deluxe” was released on the Nintendo Switch on April 28, 2017. The game keeps most elements from the Wii U version, while adding more characters, kart parts, battle modes, and battle stages. The port received universal critical acclaim,
positions in a race; first to fourth place receive nine, six, three and one points. If a player finished in the same position three times in a row, then an extra life is awarded. The finishing order for that race will then become the starting grid for the next race; for example, if a player finished in first place, then that player will start the next race in the same position. The racer with the highest number of points after all five races have been completed wins the cup. In time trial mode, players race against the clock through the same tracks that are present in Mario Kart GP mode, attempting to set the fastest time possible. Super Mario Kart also has three multiplayer modes; Mario Kart GP, Match Race, and Battle Mode. The multiplayer modes support two players and the second player uses the bottom half of the screen which is used as a map in the single-player modes. Mario Kart GP is the same as in single-player, the only difference being that there are now two human-controlled and six computer-controlled drivers. Match Race involves the two players going head to head on a track of their choice without any opponents. In Battle Mode, the two players again go head to head, but this time in one of four dedicated Battle Mode courses. Each player starts with three balloons around their kart which can be popped by power-ups fired by the other player. The first player to have all three of their balloons popped loses. Characters Super Mario Kart features eight playable characters from the Mario series – Mario, Luigi, Princess Peach, Yoshi, Bowser, Donkey Kong Jr., Koopa Troopa and Toad. Each character's kart has different capabilities with differing levels of top speed, acceleration and handling. Mario, Luigi, Peach, Yoshi, Bowser and Toad returned in all of the subsequent Mario Kart games starting with Mario Kart 64. During races, computer-controlled characters have special items, or superpowers, which they are able to use. These powers are specific to each character; for example, Yoshi drops eggs which cause players who hit them to lose coins and spin, while Donkey Kong Jr. throws bananas. The characters are rendered as sprites portrayed from sixteen different angles. More recently, Nintendojo called the sprites "not-so-pretty" when they are rendered at a distance, and IGN has commented on the dated look of the game. Super Mario Kart was the first game to feature playable characters from the Mario series other than Mario or Luigi in a non-platforming game and the selection and different attributes of the characters is regarded as one of the game's strengths, IGN describing a well-balanced "all-star cast". All of the characters present in Super Mario Kart have gone on to appear in later games in the series, except for Donkey Kong Jr. and Koopa Troopa, who have only appeared intermittently after being replaced by Wario and Donkey Kong respectively in Mario Kart 64. Tracks The tracks in Super Mario Kart are based on locations in Super Mario World such as Donut Plains. Each of the four cups contains five different tracks for a total of twenty unique tracks, additionally there are four unique Battle Mode courses. The course outlines are marked out by impassable barriers and feature a variety of bends ranging from sharp hairpins to wide curves which players can power slide around. Numerous obstacles themed from the Mario series appear, such as Thwomps in the Bowser's Castle tracks, the Cheep-Cheeps from Super Mario World in Koopa Beach and pipe barriers which are found in the Mario Circuit tracks. Other features include off-road sections which slow down the karts such as the mud bogs in the Choco Island tracks. Each single-player track is littered with coins and power-up tiles, as well as turbo tiles which give the karts a boost of speed and jumps which launch the karts into the air. The tracks have received positive commentary with GameSpy describing them as wonderfully designed and IGN calling them perfect. When naming its top five Mario Kart tracks of all time in 2008, 1UP.com named Battle Mode Course 4 at number three and Rainbow Road – along with its subsequent versions in the series – at number one. The track themes in Super Mario Kart influenced later games in the series; recurring themes that first appeared in Super Mario Kart include haunted tracks, Bowser's castle and Rainbow Road. Some of the tracks from Super Mario Kart have been duplicated in later games. All twenty of the original tracks are unlockable as an extra feature in the Game Boy Advance sequel Mario Kart: Super Circuit. Remakes of Mario Circuit 1, Donut Plains 1, Koopa Beach 2 and Choco Island 2 appear as part of the Retro Grand Prix series in Mario Kart DS, remakes of Ghost Valley 2, Mario Circuit 3, and Battle Course 4 appear as part of the Retro Grand Prix and battles in Mario Kart Wii, remakes of Mario Circuit 2 and Rainbow Road appear as part of the Retro Grand Prix in Mario Kart 7, a remake of Donut Plains 3 appears as part of the Retro Grand Prix and battles in Mario Kart 8, a second remake of Rainbow Road appears in Mario Kart 8's first downloadable content pack, and a remake of Battle Course 1 appears as a Retro Battle Course in Mario Kart 8 Deluxe. Development Super Mario Kart was produced by Mario creator Shigeru Miyamoto and directed by Tadashi Sugiyama and Hideki Konno. The development team set out to produce a racing game capable of displaying two players on the same game screen simultaneously, in contrast to the single-player gameplay F-Zero. This led to simpler tracks than those of F-Zero. Computer and Video Games suggest that this initial emphasis on creating a two player experience is the reason for the game's horizontal split-screen during single-player. Battle Mode was developed from the desire to create a one-on-one mode where victory was not determined simply by competing for rank. Masato Kimura, who worked on F-Zero, served as the lead programmer for Super Mario Kart. The game did not start out as a Mario series game and the first prototype featured a generic kart racer character; the team decided that characters three heads tall would best suit the design of the karts. They did not decide to incorporate Mario characters until a few months into development. The choice was made after the development team when observing how one kart looked to another driving past it, decided to see what it would look like with Mario in the kart. Thinking that having Mario in the kart looked better than previous designs, the idea of a Mario themed racing game was born. Notable in the development of Super Mario Kart was its use of Mode 7 graphics. First seen in F-Zero, Mode 7 is a form of texture mapping available on the SNES which allows a plane to be rotated and scaled freely, achieving a pseudo-three-dimensional appearance. 1UP.com have credited the use of Mode 7 with giving the game graphics which at the time of release were considered to be "breathtaking". Retrospective reflection on the Mode 7 visuals was mixed, with IGN stating that the once revolutionary technology now looks "crude and flickery". Super Mario Kart featured a DSP (Digital Signal Processor) chip; DSPs were used in SNES games as they provided a better handling of floating point calculations to assist with three-dimensional maths. The DSP-1 chip that was used in Super Mario Kart went on to be the most popular DSP chip to be used in SNES games. The music for the title was created by composer Soyo Oka. Reception Super Mario Kart received critical acclaim and proved to be a commercial success; it received a Player's Choice release after selling one million copies and went on to sell 8.76 million copies worldwide, becoming the fourth best-selling game ever for the SNES. In Japan, it was the top-selling game in September 1992 and became a multi-million seller in 1992, eventually selling a total of in Japan. In Europe, it was the top-selling game during the first quarter of 1993, above the Sega Mega Drive titles Sonic the Hedgehog 2 and Streets of Rage 2 during the same period. In the United Kingdom, Super Mario Kart was the top-selling Super NES game in February 1993, and it went on to be the seventh best-selling game of 1993 with more than 250,000 sales in the country. Aggregate scoring sites GameRankings and MobyGames both give an average of more than 90 percent. Critics praised the game's Mode 7 graphics. Another aspect of the game to have been praised is its gameplay, which Thunderbolt has described as the "deepest [and] most addictive... to be found on the SNES console". Retrospective reviews of the game have been positive with perfect scores given by review sites including Thunderbolt and HonestGamers. The use of the style and characters from the Mario franchise was also praised as well as the individual characteristics of each racer. Mean Machines described the game as having "struck gold" in a way that no other – not even its sequels – has matched and GameSpot named the game as one of the greatest games of all time for its innovation, gameplay and visual style. Entertainment Weekly wrote that although the game might appear to be a "cynical attempt by Nintendo to cash in on its Super Mario franchise" the review concluded that "plunking the familiar characters down in souped-up go-carts actually makes for a delightful racing game." GamePro said the game "does an excellent job of capturing the thrill of Go-card racing, and wraps it up in the familiar, fun, Mario-land atmosphere." The reviewer also praised the use of Mode 7 and challenging CPU-controlled opponents. Super Mario Kart has been listed among the best games ever made several times. In 1996, Next Generation listed it as number 37 on their "Top 100 Games of All Time", commenting that the controls are elegantly designed to offer "supreme fun." In 1999, Next Generation listed Super Mario Kart as number 7 on their "Top 50 Games of All Time", commenting that, "Imitated a thousand times, but never, ever, equalled, Mario Kart changed the rules for the driving game and gave the world one of the most engrossing and addictive two-player experiences ever." Electronic Gaming Monthly ranked it as the 15th best console video game of
ideas as well as Papert". Papert has rethought how schools should work, based on these theories of learning. Logo Papert used Piaget's work in his development of the Logo programming language while at MIT. He created Logo as a tool to improve the way children think and solve problems. A small mobile robot called the "Logo Turtle" was developed, and children were shown how to use it to solve simple problems in an environment of play. A main purpose of the Logo Foundation research group is to strengthen the ability to learn knowledge. Papert insisted a simple language or program that children can learn—like Logo—can also have advanced functionality for expert users. Other work As part of his work with technology, Papert has been a proponent of the Knowledge Machine. He was one of the principals for the One Laptop Per Child initiative to manufacture and distribute The Children's Machine in developing nations. Papert also collaborated with the construction toy manufacturer Lego on their Logo-programmable Lego Mindstorms robotics kits, which were named after his groundbreaking 1980 book. A curated archive of Papert's articles, speeches, and interviews may be found at The Daily Papert. Personal life Papert became a political and anti-apartheid activist early in his life in South Africa. He subsequently chose self exile. He was a leading figure in the revolutionary socialist circle around Socialist Review while living in London in the 1950s. Papert was also a prominent activist against South African apartheid policies during his university education. Papert was married to Dona Strauss, and later to Androula Christofides Henriques . Papert's third wife was MIT professor Sherry Turkle, and together they wrote the influential paper "Epistemological Pluralism and the Revaluation of the Concrete". In his final 24 years, Papert was married to Suzanne Massie, who is a Russian scholar and author of Pavlovsk: The Life of a Russian Palace and Land of the Firebird. Accident in Hanoi Papert (then aged 78), received a serious brain injury when struck by a motor scooter on 5 December 2006 while crossing the street with colleague Uri Wilensky when they were both attending the 17th International Commission on Mathematical Instruction (ICMI) Study conference in Hanoi, Vietnam. He underwent emergency surgery to remove a blood clot at the French Hospital of Hanoi before being transferred in a complex operation by Swiss Air Ambulance (REGA) Bombardier Challenger Jet to Boston, Massachusetts. He was moved to a hospital closer to his home in January 2007, but then developed sepsis which damaged a heart valve, which was later replaced. By 2008 he had returned home, could think and communicate clearly and walk "almost unaided", but still had "some complicated speech problems" and was in receipt of extensive rehabilitation support. His rehabilitation team used some of the very principles of experiential, hands-on learning that he had pioneered. Papert died at his home in Blue Hill, Maine, on 31 July 2016. Awards, honours, and legacy Papert's work has been used by other researchers in the fields of education and computer science. He influenced the work of Uri Wilensky in the design of NetLogo and collaborated with him on the study of knowledge restructurations, as well as the work of Andrea diSessa and the development of "dynaturtles". In 1981, Papert along with several others in the Logo group at MIT, started Logo Computer Systems
in 1963. He held this position until 1967, when he became professor of applied math and was made co-director of the MIT Artificial Intelligence Laboratory by its founding director Professor Marvin Minsky, until 1981; he also served as Cecil and Ida Green professor of education at MIT from 1974 to 1981. Research Papert worked on learning theories, and was known for focusing on the impact of new technologies on learning in general, and in schools as learning organizations in particular. Constructionism At MIT, Papert went on to create the Epistemology and Learning Research Group at the MIT Architecture Machine Group which later became the MIT Media Lab. Here, he was the developer of a theory on learning called constructionism, built upon the work of Jean Piaget in constructivist learning theories. Papert had worked with Piaget at the University of Geneva from 1958 to 1963 and was one of Piaget's protégés; Piaget himself once said that "no one understands my ideas as well as Papert". Papert has rethought how schools should work, based on these theories of learning. Logo Papert used Piaget's work in his development of the Logo programming language while at MIT. He created Logo as a tool to improve the way children think and solve problems. A small mobile robot called the "Logo Turtle" was developed, and children were shown how to use it to solve simple problems in an environment of play. A main purpose of the Logo Foundation research group is to strengthen the ability to learn knowledge. Papert insisted a simple language or program that children can learn—like Logo—can also have advanced functionality for expert users. Other work As part of his work with technology, Papert has been a proponent of the Knowledge Machine. He was one of the principals for the One Laptop Per Child initiative to manufacture and distribute The Children's Machine in developing nations. Papert also collaborated with the construction toy manufacturer Lego on their Logo-programmable Lego Mindstorms robotics kits, which were named after his groundbreaking 1980 book. A curated archive of Papert's articles, speeches, and interviews may be found at The Daily Papert. Personal life Papert became a political and anti-apartheid activist early in his life in South Africa. He subsequently chose self exile. He
acquisition in the course of second-language learning. A number of spaced repetition software programs have been developed to aid the learning process. It is also possible to perform spaced repetition with flashcards using the Leitner system. Alternative names for spaced repetition include spaced rehearsal, expanding rehearsal, graduated intervals, repetition spacing, repetition scheduling, spaced retrieval and expanded retrieval. History Over the years, techniques and tests have been formed to better patients with memory difficulties. Spaced repetition is one of these solutions to help better the patients' minds. Spaced repetition is used in many different areas of memory from remembering facts to remembering how to ride a bike to remembering past events from childhood. Recovery practice is used to see if an individual is able to recall something immediately after they have seen or studied it. Increasing recovery practice is frequently used as a technique in improving long-term memory, essentially for young children trying to learn and older individuals with memory diseases. The basis for spaced repetition research was laid by Hermann Ebbinghaus, who suggested that information loss over time follows a forgetting curve, but that forgetting could be reset with repetition based on active recall. The spaced repetition training was first tested by Landauer and Bjork in 1978; they gathered a group of psychology students showing the students pictures of a certain individual followed by that individual's name. This is also known as a face-name association. With the repetition of seeing the person's name and face they were able to associate the name and face of that individual shown with the expansion of time due to the spaced repetition. Schacter, Rich, and Stampp in 1985 furthered the research to include people suffering from amnesia and other memory disorders. The findings showed that using spaced repetition can not only help students with name face association but individuals dealing with memory diseases. In 1989, C. J. Camp decided that using this technique with Alzheimer's patients may increase their duration of remembering particular things. These results show that the expansion of the time interval shows the strongest benefits for memory. Spaced repetition is a method where the subject is asked to remember a certain fact with the time intervals increasing each time the fact is presented or said. If the subject is able to recall the information correctly the time is doubled to further help them keep the information fresh in their mind to recall in the future. With this method, the patient is able to place the information in their long-term memory. If they are unable to remember the information they go back to the previous step and continue to practice to help make the technique lasting (Vance & Farr, 2007). The expansion is done to ensure a high success level of recalling the information on the first time and increasing the time interval to make the information long-lasting to help keep the information always accessible in their mind. Throughout the development of spaced repetition, they have found that patients using this technique with dementia are able to recall the information weeks—even months—later. The technique has been successful in helping dementia patients remember particular objects' names, daily tasks, name face association, information about themselves, and many other facts and behaviors (Small, 2012). Sufficient test evidence shows that spaced repetition is valuable in learning new information and recalling information from the past. Small combines the works and findings of quite a few scientists to come up with five reasons why spaced repetition works: it helps show the relationship of routine memories, it shows the benefits of learning things with an expansion of time, it helps the patient with Alzheimer's dementia keep their brain active, it has a high success level with little to no errors, and the technique is meaningful for the patient to do and remember more things (Small, 2012). Joltin et al. (2003), had a caregiver train a woman with Alzheimer's by giving her the name of her grandchild over the phone while asking her to associate with the picture of the grandchild posted on the refrigerator. After training, the woman was able to recall the name of her grandchild five days later. Research and application The notion that spaced repetition could be used for improving learning was first proposed in the book Psychology of Study by Prof. C. A. Mace in 1932: "Perhaps the most important discoveries are those which relate to the appropriate distribution of the periods of study... Acts of revision should be spaced in gradually increasing intervals, roughly intervals of one day, two days, four days, eight days, and so on." In 1939, H. F. Spitzer tested the effects of a type of spaced repetition on sixth-grade students in Iowa who were learning science facts. Spitzer tested over 3600 students in Iowa and showed that spaced repetition was effective. This early work went unnoticed, and the field was relatively quiet until the late 1960s when cognitive psychologists, including Melton and Landauer and Bjork, explored manipulation of repetition timing as a means to improve recall. Around the same time, Pimsleur language courses pioneered the practical application of spaced repetition theory to language learning, and in 1973 Sebastian Leitner devised his "Leitner system", an all-purpose spaced repetition learning system based on flashcards. With the increase in access to personal computers in the 1980s, spaced repetition began to be implemented with computer-assisted language learning software-based solutions (see ), enabling automated scheduling and statistic gathering, scaling to thousands of cards scheduled individually. To enable the user to reach a target level of achievement (e.g.
target level of achievement (e.g. 90% of all material correctly recalled at any given time point), the software adjusts the repetition spacing interval. Material that is hard appears more often and material that is easy less often, with difficulty defined according to the ease with which the user is able to produce a correct response. The data behind this initial research indicated that an increasing space between rehearsals (expanding) would yield a greater percentage of accuracy at test points. Spaced repetition with expanding intervals is believed to be so effective because with each expanded interval of repetition it becomes more difficult to retrieve the information because of the time elapsed between test periods; this creates a deeper level of processing of the learned information in long-term memory at each point. Another reason that the expanding repetition model is believed to work so effectively is that the first test happens early on in the rehearsal process. The purpose of this is to increase repetition success. By having a first test that followed initial learning with a successful repetition, people are more likely to remember this successful repetition on the following tests. Although expanding retrieval is commonly associated with spaced repetition, a uniform retrieval schedule is also a form of spaced repetition procedure. Spaced repetition is typically studied through the use of memorizing facts. Traditionally speaking, it has not been applied to fields that required some manipulation or thought beyond simple factual/semantic information. A more recent study has shown that spaced repetition can benefit tasks such as solving math problems. In a study conducted by Pashler, Rohrer, Cepeda, and Carpenter, participants had to learn a simple math principle in either a spaced or massed retrieval schedule. The participants given the spaced repetition learning tasks showed higher scores on a final test distributed after their final practice session. This is unique in the sense that it shows spaced repetition can be used to not only remember simple facts or contextual data but it can also be used in fields, such as math, where manipulation and the use of particular principles or formulas (e.g. y = mx + b) is necessary. These researchers also found that it is beneficial for feedback to be applied when administering the tests. When a participant gave a wrong response, they were likely to get it correct on the following tests if the researcher gave them the correct answer after a delayed period. Spaced repetition is a useful tool for learning that is relevant to many domains such as fact learning or mathematics, and many different tasks (expanding or uniform retrieval). Many studies over the years have contributed to the use and implementation of spaced repetition, and it still remains a subject of interest for many researchers. Algorithms There are several families of algorithms for scheduling spaced repetition: Neural networks based Leitner system: 5 levels and an arbitrary number of stages SM-family of algorithms (SuperMemo): SM-0 (a paper implementation) to SM-18 (in SuperMemo 18) Some have theorized that the precise length of intervals does not have a great impact on algorithm effectiveness, although it has been suggested by others that the interval (expanded interval vs. fixed interval, etc.) is quite important. The experimental results regarding this point are mixed. Implementations Software Most spaced repetition software (SRS) is modeled after the manual style of learning with physical flashcards: items to memorize are entered into the program as question-answer pairs. When a pair is due to be reviewed, the question is displayed on a screen, and the user must attempt to answer. After answering, the user manually reveals the answer and then tells the program (subjectively) how difficult answering was. The program schedules pairs based on spaced repetition algorithms. Without a computer program, the user has to schedule physical flashcards; this is time-intensive and limits users to simple algorithms like the Leitner system. Further refinements with regard to software: Questions and/or answers can be a sound file to train recognition of spoken words. Automatic generation of pairs (e.g. for vocabulary, it is useful to generate three question-pairs: written foreign word, its pronunciation and its meaning, but data only has to be entered once.) Additional information retrieved automatically is available, such as example sentences containing a word. Opportunities to combine spaced repetition with online community functions, e.g. sharing courses. Flash cards The Leitner system is a widely used method of efficiently using flashcards that was proposed by the German science journalist Sebastian Leitner in the 1970s. It is a simple implementation of the principle of spaced repetition, where cards are reviewed at increasing intervals. In this method, flashcards are sorted into groups according to how well the learner knows each one in Leitner's learning box. The learners try to recall the solution written on a flashcard. If they succeed, they send the card to the next group. If they fail, they send it back to the first group. Each succeeding group has a longer period of time before the learner is required to revisit the cards. In Leitner's original method, published in his book (How to learn to learn), the schedule of repetition was governed by the size of the partitions in the learning box. These were 1, 2, 5, 8 and 14 cm. Only when a partition became full was the learner to review some of the cards it contained, moving them forward or back, depending on whether they remembered them. Problems and contradictions Spaced repetition with expanding intervals has long been argued to be the most beneficial version of this learning procedure, but current research, which compared repetition procedures, has shown the difference between expanding repetition and uniform retrieval is either very little to nonexistent. Some researchers have found cases where uniform retrieval is better than expanding. The main speculation for this range of results is that prior research has not accounted for the possibility of their results being affected by either the spacing condition or the number of successful repetitions during study periods. There are two forms of implementing spacing in spaced repetition. The first form is absolute spacing. Absolute spacing is the measurement of all the trials within the learning and testing periods. An example of this would be that participants would study for a total of thirty trial periods, but the spacing of these trials can either be expanding or uniform. The second form is called relative spacing. Relative spacing measures the spacing of trials between each test. An example of this would be if the absolute spacing was thirty, participants
Piotr Woźniak in Poland from 1985 to the present. It is based on research into long-term memory, and is a practical application of the spaced repetition learning method that has been proposed for efficient instruction by a number of psychologists as early as in the 1930s. The method is available as a computer program for Windows, Windows CE, Windows Mobile, (Pocket PC), Palm OS (PalmPilot), etc. Course software by the same company (SuperMemo World) can also be used in a web browser or even without a computer. The desktop version of SuperMemo (since v. 2002) supports incremental reading, as well as traditional creation of question and answer flashcards. Software implementation The SuperMemo program stores a database of questions and answers constructed by the user. When reviewing information saved in the database, the program uses the SuperMemo algorithm to decide what questions to show the user. The user then answers the question and rates their relative ease of recall - with grades of 1 to 5 (1 is the hardest, 5 is the easiest) - and their rating is used to calculate how soon they should be shown the question again. While the exact algorithm varies with the version of SuperMemo, in general, items that are harder to remember show up more frequently. Besides simple text questions and answers, the latest version of SuperMemo supports images, video, and HTML questions and answers. Since 2002, SuperMemo has had a unique set of features that distinguish it from other spaced repetition programs, called incremental reading (IR or "increading"). Whereas earlier versions were built around users entering information they wanted to use, using IR, users can import text that they want to learn from. The user reads the text inside of SuperMemo, and tools are provided to bookmark one's location in the text and automatically schedule it to be revisited later, extract valuable information, and turn extracts into questions for the user to learn. By automating the entire process of reading and extracting knowledge to be remembered all in the same program, time is saved from having to manually prepare information, and insights into the nature of learning can be used to make the entire process more natural for the user. Furthermore, since the process of extracting knowledge can often lead to the extraction of more information than can actually be feasibly remembered, a priority system is implemented that allows the user to ensure that the most important information is remembered when they can't review all information in the system. Algorithms The specific algorithms SuperMemo uses have been published, and re-implemented in other programs. Different
algorithms have been used; SM–0 refers to the original (non-computer-based) algorithm, while SM-2 refers to the original computer-based algorithm released in the 1987 (used in SuperMemo versions 1.0 through 3.0, referred to as SM-2 because SuperMemo version 2 was the most popular of these). Subsequent versions of the software have claimed to further optimize the algorithm, though there is little research on whether these modifications are beneficial to learning. Piotr Woźniak, the developer of SuperMemo algorithms, released the description for SM-5 in a paper titled Optimization of repetition spacing in the practice of learning. Little detail is specified in the algorithms released later than that. In 1995, SM-8, which capitalized on data collected by users of SuperMemo 6 and SuperMemo 7 and added a number of improvements that strengthened the theoretical validity of the function of optimum intervals and made it possible to accelerate its adaptation, was introduced in SuperMemo 8. In 2002, SM-11, the first SuperMemo algorithm that was resistant to interference from the delay or advancement of repetitions was introduced in SuperMemo 11 (aka SuperMemo 2002). In 2005, SM-11 was tweaked to introduce boundaries on A and B parameters computed from the Grade vs. Forgetting Index data. In 2011, SM-15, which notably eliminated two weaknesses of SM-11 that would show up in heavily overloaded collections with very large item delays, was introduced in Supermemo 15. In 2016, SM-17, the first version of the algorithm to incorporate the two component model of memory, was introduced in SuperMemo 17. The latest version of the SuperMemo algorithm is SM-18, released in 2019. Description of SM-2 algorithm The first computer-based SuperMemo algorithm (SM-2) tracks three properties for each card being studied: The repetition number n, which is the number of times the card has been successfully recalled (meaning it was given a grade ≥ 3) in a row since the last time it was not. The easiness factor EF, which loosely indicates how "easy" the card is (more precisely, it determines how quickly the inter-repetition interval grows). The initial value of EF is 2.5. The inter-repetition interval I, which is the length of time (in days) SuperMemo will wait after the previous review before asking the user to review the card again. Every time the user starts a review session, SuperMemo provides the user with the cards whose last review occurred at least I days ago. For each review, the user tries to recall the information and (after being shown the correct answer) specifies a grade q (from 0 to 5) indicating a self-evaluation the quality of their response, with each grade having the following meaning: 0: "Total blackout", complete failure to recall the information. 1: Incorrect response, but upon seeing the correct answer it felt familiar. 2: Incorrect response, but upon seeing the correct answer it seemed easy to remember. 3: Correct response, but required significant effort to recall. 4:
mortality was high and he was soon the oldest survivor. He was baptised at St Bride's Church on 3 March 1633. Pepys did not spend all of his infancy in London; for a while, he was sent to live with nurse Goody Lawrence at Kingsland, just north of the city. In about 1644, Pepys attended Huntingdon Grammar School before being educated at St Paul's School, London, c. 1646–1650. He attended the execution of Charles I in 1649. In 1650, he went to the University of Cambridge, having received two exhibitions from St Paul's School (perhaps owing to the influence of Sir George Downing, who was chairman of the judges and for whom he later worked at the Exchequer) and a grant from the Mercers' Company. In October, he was admitted as a sizar to Magdalene College; he moved there in March 1651 and took his Bachelor of Arts degree in 1654. Later in 1654 or early in 1655, he entered the household of one of his father's cousins, Sir Edward Montagu, who was later dubbed the 1st Earl of Sandwich. When he was 22, Pepys married fourteen-year-old Elisabeth de St Michel, a descendant of French Huguenot immigrants, first in a religious ceremony on 10 October 1655 and later in a civil ceremony on 1 December 1655 at St Margaret's, Westminster. Illness From a young age, Pepys suffered from bladder stones in his urinary tract—a condition from which his mother and brother John also later suffered. He was almost never without pain, as well as other symptoms, including "blood in the urine" (hematuria). By the time of his marriage, the condition was very severe. In 1657 Pepys decided to undergo surgery; not an easy option, as the operation was known to be especially painful and hazardous. Nevertheless, Pepys consulted surgeon Thomas Hollier and, on 26 March 1658, the operation took place in a bedroom in the house of Pepys's cousin Jane Turner. Pepys's stone was successfully removed and he resolved to hold a celebration on every anniversary of the operation, which he did for several years. However, there were long-term effects from the operation. The incision on his bladder broke open again late in his life. The procedure may have left him sterile, though there is no direct evidence for this, as he was childless before the operation. In mid-1658 Pepys moved to Axe Yard, near the modern Downing Street. He worked as a teller in the Exchequer under George Downing. Diary [[File:Samuel Pepys bookplate 1.jpg|thumb|Samuel Pepys's bookplate. The motto reads Mens cujusque is est Quisque – "Mind Makes the Man".<ref>Edmund Lodge, The Peerage and Baronetage of the British Empire", Published 1861 (page 835)</ref>]] On 1 January 1660 ("1 January 1659/1660" in contemporary terms), Pepys began to keep a diary. He recorded his daily life for almost ten years. This record of a decade of Pepys's life is more than a million words long and is often regarded as Britain's most celebrated diary. Pepys has been called the greatest diarist of all time due to his frankness in writing concerning his own weaknesses and the accuracy with which he records events of daily British life and major events in the 17th century. Pepys wrote about the contemporary court and theatre (including his amorous affairs with the actresses), his household, and major political and social occurrences. Historians have been using his diary to gain greater insight and understanding of life in London in the 17th century. Pepys wrote consistently on subjects such as personal finances, the time he got up in the morning, the weather, and what he ate. He wrote at length about his new watch which he was very proud of (and which had an alarm, a new accessory at the time), a country visitor who did not enjoy his time in London because he felt that it was too crowded, and his cat waking him up at one in the morning. Pepys's diary is one of a very few sources which provides such length in details of everyday life of an upper-middle-class man during the seventeenth century. Aside from day-to-day activities, Pepys also commented on the significant and turbulent events of his nation. England was in disarray when he began writing his diary. Oliver Cromwell had died just a few years before, creating a period of civil unrest and a large power vacuum to be filled. Pepys had been a strong supporter of Cromwell, but he converted to the Royalist cause upon the Protector's death. He was on the ship that returned Charles II to England to take up his throne, and gave first-hand accounts of other significant events from the early years of the Restoration, such as the coronation of Charles II, the Great Plague, the Great Fire of London and the Anglo–Dutch Wars. Pepys did not plan on his contemporaries ever seeing his diary, which is evident from the fact that he wrote in shorthand and sometimes in a "code" of various Spanish, French, and Italian words (especially when describing his illicit affairs). However, Pepys often juxtaposed profanities in his native English amidst his "code" of foreign words, a practice which would reveal the details to any casual reader. He did intend future generations to see the diary, as evidenced by its inclusion in his library and its catalogue before his death along with the shorthand guide he used and the elaborate planning by which he ensured his library survived intact after his death. The women whom he pursued, his friends, and his dealings are all laid out. His diary reveals his jealousies, insecurities, trivial concerns, and his fractious relationship with his wife. It has been an important account of London in the 1660s. The juxtaposition of his commentary on politics and national events, alongside the very personal, can be seen from the beginning. His opening paragraphs, written in January 1660, begin: The entries from the first few months were filled with news of General George Monck's march on London. In April and May of that year, he was encountering problems with his wife, and he accompanied Montagu's fleet to the Netherlands to bring Charles II back from exile. Montagu was made Earl of Sandwich on 18 June, and Pepys secured the position of Clerk of the Acts to the Navy Board on 13 July. As secretary to the board, Pepys was entitled to a £350 annual salary plus the various gratuities and benefits that came with the job—including bribes. He rejected an offer of £1,000 for the position from a rival and soon afterwards moved to official accommodation in Seething Lane in the City of London. Pepys stopped writing his diary in 1669. His eyesight began to trouble him and he feared that writing in dim light was damaging his eyes. He did imply in his last entries that he might have others write his diary for him, but doing so would result in a loss of privacy and it seems that he never went through with those plans. In the end, Pepys lived another 34 years without going blind, but he never took to writing his diary again. However, Pepys dictated a journal for two months in 1669–70 as a record of his dealings with the Commissioners of Accounts at that period. He also kept a diary for a few months in 1683 when he was sent to Tangier, Morocco as the most senior civil servant in the navy, during the English evacuation. The diary mostly covers work-related matters. Public life On the Navy Board, Pepys proved to be a more able and efficient worker than colleagues in higher positions. This often annoyed Pepys and provoked much harsh criticism in his diary. Among his colleagues were Admiral Sir William Penn, Sir George Carteret, Sir John Mennes and Sir William Batten. Pepys learned arithmetic from a private tutor and used models of ships to make up for his lack of first-hand nautical experience, and ultimately came to play a significant role in the board's activities. In September 1660, he was made a Justice of the Peace; on 15 February 1662, Pepys was admitted as a Younger Brother of Trinity House; and on 30 April, he received the freedom of Portsmouth. Through Sandwich, he was involved in the administration of the short-lived English colony at Tangier. He joined the Tangier committee in August 1662 when the colony was first founded and became its treasurer in 1665. In 1663, he independently negotiated a £3,000 contract for Norwegian masts, demonstrating the freedom of action that his superior abilities allowed. He was appointed to a commission of the royal fishery on 8 April 1664. Pepys's job required him to meet many people to dispense money and make contracts. He often laments how he "lost his labour" having gone to some appointment at a coffee house or tavern, only to discover that the person whom he was seeking was not there. These occasions were a constant source of frustration to Pepys. Major events Pepys's diary provides a first-hand account of the Restoration, and includes detailed accounts of several major events of the 1660s, along with the lesser known diary of John Evelyn. In particular, it is an invaluable source for the study of the Second Anglo-Dutch War of 1665–7, the Great Plague of 1665, and the Great Fire of London in 1666. In relation to the Plague and Fire, C. S. Knighton has written: "From its reporting of these two disasters to the metropolis in which he thrived, Pepys's diary has become a national monument." Robert Latham, editor of the definitive edition of the diary, remarks concerning the Plague and Fire: "His descriptions of both—agonisingly vivid—achieve their effect by being something more than superlative reporting; they are written with compassion. As always with Pepys it is people, not literary effects, that matter." Second Anglo-Dutch War In early 1665, the start of the Second Anglo-Dutch War placed great pressure on Pepys. His colleagues were either engaged elsewhere or incompetent, and Pepys had to conduct a great deal of business himself. He excelled under the pressure, which was extreme due to the complexity and under-funding of the Royal Navy. At the outset, he proposed a centralised approach to supplying the fleet. His idea was accepted, and he was made surveyor-general of victualling in October 1665. The position brought a further £300 a year. Pepys wrote about the Second Anglo-Dutch War: "In all things, in wisdom, courage, force and success, the Dutch have the best of us and do end the war with victory on their side". And King Charles II said: "Don't fight the Dutch, imitate them". In 1667, with the war lost, Pepys helped to discharge the navy. The Dutch had defeated England on open water and now began to threaten English soil itself. In June 1667, they conducted their Raid on the Medway, broke the defensive chain at Gillingham, and towed away the , one of the Royal Navy's most important ships. As he had done during the Fire and the Plague, Pepys again removed his wife and his gold from London. The Dutch raid was a major concern in itself, but Pepys was personally placed under a different kind of pressure: the Navy Board and his role as Clerk of the Acts came under scrutiny from the public and from Parliament. The war ended in August and, on 17 October, the House of Commons created a committee of "miscarriages". On 20 October, a list was demanded from Pepys of ships and commanders at the time of the division of the fleet in 1666. However, these demands were actually quite desirable for him, as tactical and strategic mistakes were not the responsibility of the Navy Board. The Board did face some allegations regarding the Medway raid, but they could exploit the criticism already attracted by commissioner of Chatham Peter Pett to deflect criticism from themselves. The committee accepted this tactic when they reported in February 1668. The Board was, however, criticised for its use of tickets to pay seamen. These tickets could only be exchanged for cash at the Navy's treasury in London. Pepys made a long speech at the bar of the Commons on 5 March 1668 defending this practice. It was, in the words of C. S. Knighton, a "virtuoso performance". The commission was followed by an investigation led by a more powerful authority, the commissioners of accounts. They met at Brooke House, Holborn and spent two years scrutinising how the war had been financed. In 1669, Pepys had to prepare detailed answers to the committee's eight "Observations" on the Navy Board's conduct. In 1670, he was forced to defend his own role. A seaman's ticket with Pepys's name on it was produced as incontrovertible evidence of his corrupt dealings but, thanks to the intervention of the king, Pepys emerged from the sustained investigation relatively unscathed. Great Plague Outbreaks of plague were not unusual events in London; major epidemics had occurred in 1592, 1603, 1625 and 1636. Furthermore, Pepys was not among the group of people who were most at risk. He did not live in cramped housing, he did not routinely mix with the poor, and he was not required to keep his family in London in the event of a crisis. It was not until June 1665 that the unusual seriousness of the plague became apparent, so Pepys's activities in the first five months of 1665 were not significantly affected by it. Claire Tomalin wrote that 1665 was, to Pepys, one of the happiest years of his life. He worked very hard that year, and the outcome was that he quadrupled his fortune. In his annual summary on 31 December, he wrote, "I have never lived so merrily (besides that I never got so much) as I have done this plague time". Nonetheless, Pepys was certainly concerned about the plague. On 16 August he wrote: He also chewed tobacco as a protection against infection, and worried that wig-makers might be using hair from the corpses as a raw material. Furthermore, it was Pepys who suggested that the Navy Office should evacuate to Greenwich, although he did offer to remain in town himself. He later took great pride in his stoicism. Meanwhile, Elisabeth Pepys was sent to Woolwich. She did
about the Second Anglo-Dutch War: "In all things, in wisdom, courage, force and success, the Dutch have the best of us and do end the war with victory on their side". And King Charles II said: "Don't fight the Dutch, imitate them". In 1667, with the war lost, Pepys helped to discharge the navy. The Dutch had defeated England on open water and now began to threaten English soil itself. In June 1667, they conducted their Raid on the Medway, broke the defensive chain at Gillingham, and towed away the , one of the Royal Navy's most important ships. As he had done during the Fire and the Plague, Pepys again removed his wife and his gold from London. The Dutch raid was a major concern in itself, but Pepys was personally placed under a different kind of pressure: the Navy Board and his role as Clerk of the Acts came under scrutiny from the public and from Parliament. The war ended in August and, on 17 October, the House of Commons created a committee of "miscarriages". On 20 October, a list was demanded from Pepys of ships and commanders at the time of the division of the fleet in 1666. However, these demands were actually quite desirable for him, as tactical and strategic mistakes were not the responsibility of the Navy Board. The Board did face some allegations regarding the Medway raid, but they could exploit the criticism already attracted by commissioner of Chatham Peter Pett to deflect criticism from themselves. The committee accepted this tactic when they reported in February 1668. The Board was, however, criticised for its use of tickets to pay seamen. These tickets could only be exchanged for cash at the Navy's treasury in London. Pepys made a long speech at the bar of the Commons on 5 March 1668 defending this practice. It was, in the words of C. S. Knighton, a "virtuoso performance". The commission was followed by an investigation led by a more powerful authority, the commissioners of accounts. They met at Brooke House, Holborn and spent two years scrutinising how the war had been financed. In 1669, Pepys had to prepare detailed answers to the committee's eight "Observations" on the Navy Board's conduct. In 1670, he was forced to defend his own role. A seaman's ticket with Pepys's name on it was produced as incontrovertible evidence of his corrupt dealings but, thanks to the intervention of the king, Pepys emerged from the sustained investigation relatively unscathed. Great Plague Outbreaks of plague were not unusual events in London; major epidemics had occurred in 1592, 1603, 1625 and 1636. Furthermore, Pepys was not among the group of people who were most at risk. He did not live in cramped housing, he did not routinely mix with the poor, and he was not required to keep his family in London in the event of a crisis. It was not until June 1665 that the unusual seriousness of the plague became apparent, so Pepys's activities in the first five months of 1665 were not significantly affected by it. Claire Tomalin wrote that 1665 was, to Pepys, one of the happiest years of his life. He worked very hard that year, and the outcome was that he quadrupled his fortune. In his annual summary on 31 December, he wrote, "I have never lived so merrily (besides that I never got so much) as I have done this plague time". Nonetheless, Pepys was certainly concerned about the plague. On 16 August he wrote: He also chewed tobacco as a protection against infection, and worried that wig-makers might be using hair from the corpses as a raw material. Furthermore, it was Pepys who suggested that the Navy Office should evacuate to Greenwich, although he did offer to remain in town himself. He later took great pride in his stoicism. Meanwhile, Elisabeth Pepys was sent to Woolwich. She did not return to Seething Lane until January 1666, and was shocked by the sight of St Olave's churchyard, where 300 people had been buried. Great Fire of London In the early hours of 2 September 1666, Pepys was awakened by Jane the maid, his servant, who had spotted a fire in the Billingsgate area. He decided that the fire was not particularly serious and returned to bed. Shortly after waking, his servant returned and reported that 300 houses had been destroyed and that London Bridge was threatened. Pepys went to the Tower of London to get a better view. Without returning home, he took a boat and observed the fire for over an hour. In his diary, Pepys recorded his observations as follows: The wind was driving the fire westward, so he ordered the boat to go to Whitehall and became the first person to inform the king of the fire. According to his entry of 2 September 1666, Pepys recommended to the king that homes be pulled down in the path of the fire in order to stem its progress. Accepting this advice, the king told him to go to Lord Mayor Thomas Bloodworth and tell him to start pulling down houses. Pepys took a coach back as far as St Paul's Cathedral before setting off on foot through the burning city. He found the Lord Mayor, who said, "Lord! what can I do? I am spent: people will not obey me. I have been pulling down houses; but the fire overtakes us faster than we can do it." At noon, he returned home and "had an extraordinary good dinner, and as merry, as at this time we could be", before returning to watch the fire in the city once more. Later, he returned to Whitehall, then met his wife in St. James's Park. In the evening, they watched the fire from the safety of Bankside. Pepys writes that "it made me weep to see it". Returning home, Pepys met his clerk Tom Hayter who had lost everything. Hearing news that the fire was advancing, he started to pack up his possessions by moonlight. A cart arrived at 4 a.m. on 3 September and Pepys spent much of the day arranging the removal of his possessions. Many of his valuables, including his diary, were sent to a friend from the Navy Office at Bethnal Green. At night, he "fed upon the remains of yesterday's dinner, having no fire nor dishes, nor any opportunity of dressing any thing." The next day, Pepys continued to arrange the removal of his possessions. By then, he believed that Seething Lane was in grave danger, so he suggested calling men from Deptford to help pull down houses and defend the king's property. He described the chaos in the city and his curious attempt at saving his own goods: Pepys had taken to sleeping on his office floor; on Wednesday, 5 September, he was awakened by his wife at 2 a.m. She told him that the fire had almost reached All Hallows-by-the-Tower and that it was at the foot of Seething Lane. He decided to send her and his gold—about £2,350—to Woolwich. In the following days, Pepys witnessed looting, disorder, and disruption. On 7 September, he went to Paul's Wharf and saw the ruins of St Paul's Cathedral, of his old school, of his father's house, and of the house in which he had had his stone removed. Despite all this destruction, Pepys's house, office, and diary were saved. Personal life The diary gives a detailed account of Pepys's personal life. He was fond of wine, plays, and the company of other people. He also spent time evaluating his fortune and his place in the world. He was always curious and often acted on that curiosity, as he acted upon almost all his impulses. Periodically, he would resolve to devote more time to hard work instead of leisure. For example, in his entry for New Year's Eve, 1661, he writes: "I have newly taken a solemn oath about abstaining from plays and wine…" The following months reveal his lapses to the reader; by 17 February, it is recorded, "Here I drank wine upon necessity, being ill for the want of it." Pepys was one of the most important civil servants of his age, and was also a widely cultivated man, taking an interest in books, music, the theatre and science. Aside from English, he was fluent in French and read many texts in Latin. His favourite author was Virgil. He was passionately interested in music; he composed, sang, and played for pleasure, and even arranged music lessons for his servants. He played the lute, viol, violin, flageolet, recorder and spinet to varying degrees of proficiency. He was also a keen singer, performing at home, in coffee houses, and even in Westminster Abbey. He and his wife took flageolet lessons from master Thomas Greeting. He also taught his wife to sing and paid for dancing lessons for her (although these stopped when he became jealous of the dancing master). He was known to be brutal to his servants, once beating a servant Jane with a broom until she cried. He kept a boy servant whom he frequently beat with a cane, a birch rod, a whip or a rope's end. Pepys was an investor in the Company of Royal Adventurers Trading to Africa, which held the Royal monopoly on trading along the west coast of Africa in gold, silver, ivory and slaves. Sexual relations Propriety did not prevent him from engaging in a number of extramarital liaisons with various women that were chronicled in his diary, often in some detail when relating the intimate details. The most dramatic of these encounters was with Deborah Willet, a young woman engaged as a companion for Elisabeth Pepys. On 25 October 1668, Pepys was surprised by his wife as he embraced Deb Willet; he writes that his wife "coming up suddenly, did find me imbracing the girl con [with] my hand sub [under] su [her] coats; and endeed I was with my main [hand] in her cunny. I was at a wonderful loss upon it and the girl also...." Following this event, he was characteristically filled with remorse, but (equally characteristically) continued to pursue Willet after she had been dismissed from the Pepys household. Pepys also had a habit of fondling the breasts of his maid Mary Mercer while she dressed him in the morning. Pepys may also have dallied with a leading actress of the Restoration period, Mary Knep. "Mrs Knep was the wife of a Smithfield horsedealer, and the mistress of Pepys"—or at least "she granted him a share of her favours". Scholars disagree on the full extent of the Pepys/Knep relationship, but much of later generations' knowledge of Knep comes from the diary. Pepys first met Knep on 6 December 1665. He described her as "pretty enough, but the most excellent, mad-humoured thing, and sings the noblest that I ever heard in my life." He called her husband "an ill, melancholy, jealous-looking fellow" and suspected him of abusing his wife. Knep provided Pepys with backstage access and was a conduit for theatrical and social gossip. When they wrote notes to each other, Pepys signed himself "Dapper Dickey", while Knep was "Barbry Allen" (a popular song that was an item in her musical repertory). Pepys reference to purchasing the pornographic book L'Escole des Filles appears to be the first English reference to pornography. He writes in his diary that it was a "mighty lewd book," and burned it after reading it. Text of the diary The diary was written in one of the many standard forms of shorthand used in Pepys's time, in this case called tachygraphy and devised by Thomas Shelton. It is clear from its content that it was written as a purely personal record of his life and not for publication, yet there are indications that Pepys took steps to preserve the bound manuscripts of his diary. He wrote it out in fair copy from rough notes, and he also had the loose pages bound into six volumes, catalogued them in his library with all his other books, and is likely to have suspected that eventually someone would find them interesting. Simplified Pepys family tree This tree summarizes, in a more compact form and with a few additional details, trees published elsewhere in a box-like form.Latham & Matthews (1970–83), Vol. X – Companion. It is meant to help the reader of the Diary and also integrates some biographical informations found in the same sources. William Pepys of Cottenham (Cambs.) (? – 1519) Thomas Pepys Richard Pepys (? – c. 1571) William Pepys of Norwich, draper (1561 – c. 1639) Richard Pepys of London, upholsterer (? – 1679) John Pepys of South Creak (Norf.) (? – 1542) Thomas Pepys (? – 1569) Jerome Pepys (1548–1634) John Pepys of Ashtead (Surrey), man of business to Chief Justice Edward Coke (1576–1652) +(1610)+ Anne Walpole Edward Pepys of Broomsthorpe (Norf.), lawyer (1617–1663) + Elizabeth Walpole Elizabeth Pepys + Thomas Dyke Jane Pepys (“Madam Turner”) (1623–1686) +(1650)+ John Turner, Yorkshire lawyer (1631–1689) Charles Turner + Margaret Cholmley Theophila Turner (“The”) (1652–1702) +(1673)+ Sir Arthur Harris, 1st Baronet, of Stowford, M.P. for Okehampton (c. 1650 – 1686) William Turner + Mary Foulis Elizabeth Turner (“Betty”) + William Hooker William Pepys of Cottenham (Cambs.) John Pepys of Cottenham and Impington (Cambs.) (? – 1589) (1) + ? ? (2) + Edith Talbot (? – 1583) John Pepys 1 (? – 1604) + Elizabeth Bendish of Essex Sir Richard Pepys, M.P. for Sudbury and Lord Chief Justice of Ireland (1589–1659) (1) +(1620)+ Judith Cutte (2) + Mary Gosnold Richard Pepys of Ashen (Essex), lawyer (? – 1664) Samuel Pepys of Dublin, clergyman Elizabeth Pepys + Thomas Strudwick, confectioner Judith Pepys (? – 1664) + Benjamin Scott, pewterer (? – 1664) Thomas Pepys (“the Black”) 1 (? – 1606) + Mary Day Robert Pepys of Brampton (Hunts.), bailiff at Hinchingbrooke (? – 1661) + Anne, widow Trice Thomas Pepys of St Alphage (1595–1676) + Mary Syvret [Chiveret] Thomas Pepys (“the turner”), trader with the W. Indies +(1664)+ Elizabeth Howes Charles Pepys (“the joiner”), Master-Joiner with the Chatham yard (c. 1632 – c. 1701) +(1662)+ Joan, widow Smith Mary Pepys (? – 1667) +(1662)+ Samuel de Santhune, weaver of Huguenot origin Jane Pepys (? – 1666) + John Perkin of Parson Drove (Cambs.) Jane Perkin Frank Perkin, miller and fiddler Mary Pepys (1597 – ?) + Robert Holcroft John Holcroft Edith Pepys (“Aunt Bell”) (1599–1665) + John Bell John Pepys, tailor in Salisbury Court (1601–1680) +(1626)+ Margaret Kite, washmaid (? – 1667) Mary Pepys (1627–1640) Paulina Pepys (1628–1632) Esther Pepys (1630–1631) John Pepys (1632–1640) SAMUEL PEPYS, diarist, naval administrator, and M.P. for Castle Rising and Harwich (1633–1703) +(1655)+ Élisabeth de Saint-Michel, born from an Anglo-French wedding, of Angevin gentry by her father (1640–1669) Thomas Pepys (“Tom”), tailor against his will (1634–1664) Elizabeth Taylor, an illegitimate daughter with his maid Margeret Sarah Pepys (1635–1641) Jacob Pepys (1637–1637) Robert Pepys (1638–1638) Paulina Pepys (“Pall”) (1640–1689) +(1668)+ John Jackson, farmer in Ellington (Hunts.) (? – 1680) Samuel Jackson (1669 – ?) John Jackson, secretary and heir to SP (1673–1724) + Anne Edgeley John Jackson (? – 1780) 1 other son and 2 daughters Anne Jackson + Brabazon Hallows Paulina Jackson + Admiral R. Collins Frances Jackson (1722–1769) +(1747)+ John Cockerell of Bishops Hull (Somer.) (1714–1767) John Cockerell Charles Cockerell Samuel Pepys Cockerell, architect (1754–1827) Charles Robert Cockerell, architect (1788–1863) +(1828)+ Anna Rennie (1803–1872) Frederick Pepys Cockerell, architect (1833–1878) +(1867)+ Mary Mulock 6 children 9 other children 2 other children dead in infancy John Pepys, naval administrator, unmarr. (1642–1677) Thomas Pepys (“the Red”) 1 of Hatcham Barnes (Surrey) (? – 1615) + Kezia ? Thomas Pepys (“the Executor”), lawyer (1611–1675) (1) +(1654)+ Anne Cope (2) +(1660)+ Ursula Stapleton (? – c. 1693) 1 son and 1 daughter by the second wedding Elizabeth Pepys +(1633)+ Percival Angier, business man (? – 1665) Elizabeth Pepys 1 +(1593)+ Henry Alcock issue Apollo Pepys 1 (1576–1645) Paulina Pepys 2 (1581–1638) +(1618)+ Sidney Montagu (? – 1644) Elizabeth Montagu (1620 – ?) +(1638)+ Sir Gilbert Pickering, 1st Baronet, Lord Chamberlain to Oliver and Richard Cromwell (1613–1668) Elizabeth Pickering +(1668)+ John Creed, secretary to Edward Montagu and SP's principal rival (? – 1701) 11 children 11 other children Henry Montagu (1622–1625) Edward Montagu, 1st Earl of Sandwich (“My Lord”) (1625–1672) +(1642)+ Jemima Crew (“My Lady”) (1625–1674) Jemima Montagu (“Lady Jem”) (1646–1671) +(1665)+ Philip Carteret, commissioned lieutenant in the Navy (1643–1672) George Carteret, 1st Baron Carteret, (1667–1695) + Lady Grace Granville (1654–1744) John Carteret, 2nd Earl Granville, Prime Minister to George II (1690–1763) + Lady Frances Worsley 2 other sons Edward Montagu, 2nd Earl of Sandwich (“Ned”) (1648–1688) +(1668)+ Lady Anne Boyle (? – 1671) descent of the Earls of Sandwich Paulina Montagu (1649–1669) Sidney Montagu, later Wortley-Montagu (1650–1727) + ? ?, Yorkshire heiress issue Anne Montagu (1653–1729) (1) +(1671)+ Richard Edgcumbe (1640–1688) (2) + Christopher Montagu Oliver Montagu (1655–1693) John Montagu, Dean of Durham (1655–1729) Charles Montagu (1658–1721) (1) + Elizabeth Forester (2) + Sarah Rogers issue by both weddings Catherine Montagu (1661–1757) (1) + Nicholas Bacon, M.P. for Ipswich (1622–1687) (2) + Balthazar Gardeman, clergyman James Montagu (1664 – ?) Talbot Pepys 2 of Impington (Cambs.), Recorder and M.P. for Cambridge, remarried 3 times (1583–1666) + Beatrice Castell Roger Pepys of Impington (Cambs.), Recorder and M.P. for Cambridge (1617–1688) (1) + Anne Banks (2) +(c. 1646)+ Barbara Bacon (? – 1657) (3) + Parnell Duke (4) +(1669)+ Esther, widow Dickenson (“the good-humoured fat widow”) Talbot Pepys 2 (1647–1681) Barbara Pepys (“Bab”) 2 (1649–1689) +(1674)+ Dr Thomas Gale, High Master of St Paul's School and Dean of York (1635–1702) Charles Gale Thomas Gale Elizabeth Gale Roger Gale, antiquary (1672–1744) Samuel Gale, antiquary (1682–1754) Elizabeth Pepys (“Betty”) 2 (1651–1716) +(1680)+ Charles Long, fellow of Caius College and rector of Risby (Suff.) John Pepys 3 Dr John Pepys, fellow of Trinity Hall and lawyer (1618–1692) + Catherine, widow Hobson Dr Thomas Pepys, physician, poorly appreciated by SP, unmarr. Paulina Pepys + Hammond Claxton of Booton (Norf.) After the diary Pepys's health suffered from the long hours that he worked throughout the period of the diary. Specifically, he believed that his eyesight had been affected by his work. He reluctantly concluded in his last entry, dated 31 May 1669, that he should completely stop writing for the sake of his eyes, and only dictate to his clerks from then on, which meant that he could no longer keep his diary. Pepys and his wife took a holiday to France and the Low Countries in June–October 1669; on their return, Elisabeth fell ill and died on 10 November 1669. Pepys erected a monument to her in the church of St Olave's, Hart Street, London. Pepys never remarried, but he did have a long-term housekeeper named Mary Skinner who was assumed by many of his contemporaries to be his mistress and sometimes referred to as Mrs. Pepys. In his will, he left her an annuity of £200 and many of his possessions. Member of Parliament and Secretary of the Admiralty In 1672 he became an Elder Brother of Trinity House and served in this capacity until 1689; he was Master of Trinity House in 1676–1677 and again in 1685–1686. In 1673 he was promoted to Secretary of the Admiralty Commission and elected MP for Castle Rising in Norfolk. In 1673 he was involved with the establishment of the Royal Mathematical School at Christ's Hospital, which was to train 40 boys annually in navigation, for the benefit of the Royal Navy and the English Merchant Navy. In 1675 he was appointed a Governor of Christ's Hospital and for many years he took a close interest in its affairs. Among his papers are two detailed memoranda on the administration of the school. In 1699, after the successful conclusion of a seven-year campaign to get the master of the Mathematical School replaced by a man who knew more about the sea, he was rewarded for his service as a Governor by being made a Freeman of the City of London. He also served as Master (without ever having been a Freeman or Liveryman) of the Clothworkers' Company (1677-8).
to thermally-induced oscillations of both it and the receptor, making it available to be broken down metabolically outside the neuron or to be reabsorbed. Enzymes within the subsynaptic membrane may inactivate/metabolize the neurotransmitter. Reuptake pumps may actively pump the neurotransmitter back into the presynaptic axon terminal for reprocessing and re-release following a later action potential. Synaptic strength The strength of a synapse has been defined by Sir Bernard Katz as the product of (presynaptic) release probability pr, quantal size q (the postsynaptic response to the release of a single neurotransmitter vesicle, a 'quantum'), and n, the number of release sites. "Unitary connection" usually refers to an unknown number of individual synapses connecting a presynaptic neuron to a postsynaptic neuron. The amplitude of postsynaptic potentials (PSPs) can be as low as 0.4 mV to as high as 20 mV. The amplitude of a PSP can be modulated by neuromodulators or can change as a result of previous activity. Changes in the synaptic strength can be short-term, lasting seconds to minutes, or long-term (long-term potentiation, or LTP), lasting hours. Learning and memory are believed to result from long-term changes in synaptic strength, via a mechanism known as synaptic plasticity. Receptor desensitization Desensitization of the postsynaptic receptors is a decrease in response to the same neurotransmitter stimulus. It means that the strength of a synapse may in effect diminish as a train of action potentials arrive in rapid succession – a phenomenon that gives rise to the so-called frequency dependence of synapses. The nervous system exploits this property for computational purposes, and can tune its synapses through such means as phosphorylation of the proteins involved. Synaptic plasticity Synaptic transmission can be changed by previous activity. These changes are called synaptic plasticity and may result in either a decrease in the efficacy of the synapse, called depression, or an increase in efficacy, called potentiation. These changes can either be long-term or short-term. Forms of short-term plasticity include synaptic fatigue or depression and synaptic augmentation. Forms of long-term plasticity include long-term depression and long-term potentiation. Synaptic plasticity can be either homosynaptic (occurring at a single synapse) or heterosynaptic (occurring at multiple synapses). Homosynaptic plasticity Homosynaptic plasticity (or also homotropic modulation) is a change in the synaptic strength that results from the history of activity at a particular synapse. This can result from changes in presynaptic calcium as well as feedback onto presynaptic receptors, i.e. a form of autocrine signaling. Homosynaptic plasticity can affect the number and replenishment rate of vesicles or it can affect the relationship between calcium and vesicle release. Homosynaptic plasticity can also be postsynaptic in nature. It can result in either an increase or decrease in synaptic strength. One example is neurons of the sympathetic nervous system (SNS), which release noradrenaline, which, besides affecting postsynaptic receptors, also affects presynaptic α2-adrenergic receptors, inhibiting further release of noradrenaline. This effect is utilized with clonidine to perform inhibitory effects on the SNS. Heterosynaptic plasticity Heterosynaptic plasticity (or also heterotropic modulation) is a change in synaptic strength that results from the activity of other neurons. Again, the plasticity can alter the number of vesicles or their replenishment rate or the relationship between calcium and vesicle release. Additionally, it could directly affect calcium influx. Heterosynaptic plasticity can also be postsynaptic in nature, affecting receptor sensitivity. One example is again neurons of the sympathetic nervous system, which release noradrenaline, which, in addition, generates an inhibitory effect on presynaptic terminals of neurons of the parasympathetic nervous system. Integration of synaptic inputs In general, if an excitatory synapse is strong enough, an action potential in the presynaptic neuron will trigger an action potential in the postsynaptic cell. In many cases the excitatory postsynaptic potential (EPSP) will not reach the threshold for eliciting an action potential. When action potentials from multiple presynaptic neurons fire simultaneously, or if a single presynaptic neuron fires at a high enough frequency, the EPSPs can overlap and summate. If enough EPSPs overlap, the summated EPSP can reach the threshold for initiating an action potential. This process is known as summation, and can serve as a high pass filter for neurons. On the other hand, a presynaptic neuron releasing an inhibitory neurotransmitter, such as GABA, can cause an inhibitory postsynaptic potential (IPSP) in the postsynaptic neuron, bringing the membrane potential farther away from the threshold, decreasing its excitability and making it more difficult for the neuron to initiate an action potential. If an IPSP overlaps with an EPSP, the IPSP can in many cases prevent the neuron from firing an action potential. In this way, the output of a neuron may depend on the input of many different neurons, each of which may have a different degree of influence, depending on the strength and type of synapse with that neuron. John Carew Eccles performed some of the important early experiments on synaptic integration, for which he received the Nobel Prize for Physiology or Medicine in 1963. Volume transmission When a neurotransmitter is released at a synapse, it reaches its highest concentration inside the narrow space of the synaptic cleft, but some of it is certain to diffuse away before being reabsorbed or broken down. If it diffuses away, it has the potential to activate receptors that are located either at other synapses or on the membrane away from any synapse. The extrasynaptic activity of a neurotransmitter is known as volume transmission. It is well established that such effects occur to some degree, but their functional importance has long been a matter of controversy. Recent work indicates that volume transmission may be the predominant mode of interaction for some special types of neurons. In the mammalian cerebral cortex, a class of neurons called neurogliaform cells can inhibit other nearby cortical neurons by releasing the neurotransmitter GABA into the extracellular space. Along the same vein, GABA released from neurogliaform cells into the extracellular space also acts on surrounding astrocytes, assigning a role for volume transmission in the control of ionic and neurotransmitter homeostasis. Approximately 78% of neurogliaform cell boutons do not form classical synapses. This may be the first definitive example of neurons communicating chemically where classical synapses are not present. Relationship to electrical synapses An electrical synapse is an electrically conductive link between two abutting neurons that is formed at a narrow gap between the pre- and postsynaptic cells, known as a gap junction. At gap junctions, cells approach within about 3.5 nm of each other, rather than the 20 to 40 nm distance that separates cells at chemical synapses. As opposed to chemical synapses, the postsynaptic potential in electrical synapses is not caused by the opening of ion channels by chemical transmitters, but rather by direct electrical coupling between both neurons. Electrical synapses are faster than chemical synapses. Electrical synapses are found throughout the nervous system, including in the retina, the reticular nucleus of the thalamus, the neocortex, and in the hippocampus. While chemical synapses are found between both excitatory and inhibitory neurons, electrical synapses are most commonly found between smaller local inhibitory neurons. Electrical synapses can exist between two axons, two dendrites, or between an axon and a dendrite. In some fish and amphibians, electrical synapses can be found within the same terminal of a chemical
reaches the synapse. The electrical depolarization of the membrane at the synapse causes channels to open that are permeable to calcium ions. Calcium ions flow through the presynaptic membrane, rapidly increasing the calcium concentration in the interior. The high calcium concentration activates a set of calcium-sensitive proteins attached to vesicles that contain a neurotransmitter chemical. These proteins change shape, causing the membranes of some "docked" vesicles to fuse with the membrane of the presynaptic cell, thereby opening the vesicles and dumping their neurotransmitter contents into the synaptic cleft, the narrow space between the membranes of the pre- and postsynaptic cells. The neurotransmitter diffuses within the cleft. Some of it escapes, but some of it binds to chemical receptor molecules located on the membrane of the postsynaptic cell. The binding of neurotransmitter causes the receptor molecule to be activated in some way. Several types of activation are possible, as described in more detail below. In any case, this is the key step by which the synaptic process affects the behavior of the postsynaptic cell. Due to thermal vibration, the motion of atoms, vibrating about their equilibrium positions in a crystalline solid, neurotransmitter molecules eventually break loose from the receptors and drift away. The neurotransmitter is either reabsorbed by the presynaptic cell, and then repackaged for future release, or else it is broken down metabolically. Neurotransmitter release The release of a neurotransmitter is triggered by the arrival of a nerve impulse (or action potential) and occurs through an unusually rapid process of cellular secretion (exocytosis). Within the presynaptic nerve terminal, vesicles containing neurotransmitter are localized near the synaptic membrane. The arriving action potential produces an influx of calcium ions through voltage-dependent, calcium-selective ion channels at the down stroke of the action potential (tail current). Calcium ions then bind to synaptotagmin proteins found within the membranes of the synaptic vesicles, allowing the vesicles to fuse with the presynaptic membrane. The fusion of a vesicle is a stochastic process, leading to frequent failure of synaptic transmission at the very small synapses that are typical for the central nervous system. Large chemical synapses (e.g. the neuromuscular junction), on the other hand, have a synaptic release probability of 1. Vesicle fusion is driven by the action of a set of proteins in the presynaptic terminal known as SNAREs. As a whole, the protein complex or structure that mediates the docking and fusion of presynaptic vesicles is called the active zone. The membrane added by the fusion process is later retrieved by endocytosis and recycled for the formation of fresh neurotransmitter-filled vesicles. An exception to the general trend of neurotransmitter release by vesicular fusion is found in the type II receptor cells of mammalian taste buds. Here the neurotransmitter ATP is released directly from the cytoplasm into the synaptic cleft via voltage gated channels. Receptor binding Receptors on the opposite side of the synaptic gap bind neurotransmitter molecules. Receptors can respond in either of two general ways. First, the receptors may directly open ligand-gated ion channels in the postsynaptic cell membrane, causing ions to enter or exit the cell and changing the local transmembrane potential. The resulting change in voltage is called a postsynaptic potential. In general, the result is excitatory in the case of depolarizing currents, and inhibitory in the case of hyperpolarizing currents. Whether a synapse is excitatory or inhibitory depends on what type(s) of ion channel conduct the postsynaptic current(s), which in turn is a function of the type of receptors and neurotransmitter employed at the synapse. The second way a receptor can affect membrane potential is by modulating the production of chemical messengers inside the postsynaptic neuron. These second messengers can then amplify the inhibitory or excitatory response to neurotransmitters. Termination After a neurotransmitter molecule binds to a receptor molecule, it must be removed to allow for the postsynaptic membrane to continue to relay subsequent EPSPs and/or IPSPs. This removal can happen through one or more processes: The neurotransmitter may diffuse away due to thermally-induced oscillations of both it and the receptor, making it available to be broken down metabolically outside the neuron or to be reabsorbed. Enzymes within the subsynaptic membrane may inactivate/metabolize the neurotransmitter. Reuptake pumps may actively pump the neurotransmitter back into the presynaptic axon terminal for reprocessing and re-release following a later action potential. Synaptic strength The strength of a synapse has been defined by Sir Bernard Katz as the product of (presynaptic) release probability pr, quantal size q (the postsynaptic response to the release of a single neurotransmitter vesicle, a 'quantum'), and n, the number of release sites. "Unitary connection" usually refers to an unknown number of individual synapses connecting a presynaptic neuron to a postsynaptic neuron. The amplitude of postsynaptic potentials (PSPs) can be as low as 0.4 mV to as high as 20 mV. The amplitude of a PSP can be modulated by neuromodulators or can change as a result of previous activity. Changes in the synaptic strength can be short-term, lasting seconds to minutes, or long-term (long-term potentiation, or LTP), lasting hours. Learning and memory are believed to result from long-term changes in synaptic strength, via a mechanism known as synaptic plasticity. Receptor desensitization Desensitization of the postsynaptic receptors is a decrease in response to the same neurotransmitter stimulus. It means that the strength of a synapse may in effect diminish as a train of action potentials arrive in rapid succession – a phenomenon that gives rise to the so-called frequency dependence of synapses. The nervous system exploits this property for computational purposes, and can tune its synapses through such means as phosphorylation of the proteins involved. Synaptic plasticity Synaptic transmission can be changed by previous activity. These changes are called synaptic plasticity and may result in either a decrease in the efficacy of the synapse, called depression, or an increase in efficacy, called potentiation. These changes can either be long-term or short-term. Forms of short-term plasticity include synaptic fatigue or depression and synaptic augmentation. Forms of long-term plasticity include long-term depression and long-term potentiation. Synaptic plasticity can be either homosynaptic (occurring at a single synapse) or heterosynaptic (occurring at multiple synapses). Homosynaptic plasticity Homosynaptic plasticity (or also homotropic modulation) is a change in the synaptic strength that results from the history of activity at a particular synapse. This can result from changes in presynaptic calcium as well as feedback onto presynaptic receptors, i.e. a form of autocrine signaling. Homosynaptic plasticity can affect the number and replenishment rate of vesicles or it can affect the relationship between calcium and vesicle release. Homosynaptic plasticity can also be postsynaptic in nature. It can result in either an increase or decrease in synaptic strength. One example is neurons of the sympathetic nervous system (SNS), which release noradrenaline, which, besides affecting postsynaptic receptors, also affects presynaptic α2-adrenergic receptors, inhibiting further release of noradrenaline. This effect is utilized with clonidine to perform inhibitory effects on the SNS. Heterosynaptic plasticity Heterosynaptic plasticity (or also heterotropic modulation) is a change in synaptic strength that results from the activity of other neurons. Again, the plasticity
also learned interference pairs right before being retested to try to disrupt the previously learned word pairs. The results showed that sleep was of some help in retaining the word pair associations, while against the interference pair, sleep helped significantly. After sleep, there is increased insight. This is because sleep helps people to reanalyze their memories. The same patterns of brain activity that occur during learning have been found to occur again during sleep, only faster. One way that sleep strengthens memories is by weeding out the less successful connections between neurons in the brain. This weeding out is essential to prevent overactivity. The brain compensates for strengthening some synapses (connections) between neurons, by weakening others. The weakening process occurs mostly during sleep. This weakening during sleep allows for strengthening of other connections while we are awake. Learning is the process of strengthening connections, therefore this process could be a major explanation for the benefits that sleep has on memory. Research has shown that taking an afternoon nap increases learning capacity. A study tested two groups of subjects on a nondeclarative memory task. One group engaged in REM sleep, and one group did not (meaning that they engaged in NREM sleep). The investigators found that the subjects who engaged only in NREM sleep did not show much improvement. The subjects who engaged in REM sleep performed significantly better, indicating that REM sleep facilitated the consolidation of nondeclarative memories. A more recent study demonstrated that a procedural task was learned and retained better if it was encountered immediately before going to sleep, while a declarative task was learned better in the afternoon. Electrophysiological evidence in rats A 2009 study based on electrophysiological recordings of large ensembles of isolated cells in the prefrontal cortex of rats revealed that cell assemblies that formed upon learning were more preferentially active during subsequent sleep episodes. More specifically, those replay events were more prominent during slow wave sleep and were concomitant with hippocampal reactivation events. This study has shown that neuronal patterns in large brain networks are tagged during learning so that they are replayed, and supposedly consolidated, during subsequent sleep. There have been other studies that have shown similar reactivation of learning pattern during motor skill and neuroprosthetic learning. Notably, new evidence is showing that reactivation and rescaling may be co-occurring during sleep. Sleep in relation to school Sleep has been directly linked to the grades of students. One in four U.S. high school students admit to falling asleep in class at least once a week. Consequently, results have shown that those who sleep less do poorly. In the United States, sleep deprivation is common with students because almost all schools begin early in the morning and many of these students either choose to stay awake late into the night or cannot do otherwise due to delayed sleep phase syndrome. As a result, students that should be getting between 8.5 and 9.25 hours of sleep are getting only 7 hours. Perhaps because of this sleep deprivation, their grades are lower and their concentration is impaired. As a result of studies showing the effects of sleep deprivation on grades, and the different sleep patterns for teenagers, a school in New Zealand, changed its start time to 10:30 a.m., in 2006, to allow students to keep to a schedule that allowed more sleep. In 2009, Monkseaton High School, in North Tyneside, had 800 pupils aged 13–19 starting lessons at 10 a.m. instead of the normal 9 a.m. and reported that general absence dropped by 8% and persistent absenteeism by 27%. Similarly, a high school in Copenhagen has committed to providing at least one class per year for students who will start at 10 a.m. or later. College students represent one of the most sleep-deprived segments of our population. Only 11% of American college students sleep well, and 40% of students feel well rested only two days per
This study gives evidence that REM sleep is a significant factor in consolidating motor skill procedural memories, therefore sleep deprivation can impair performance on a motor learning task. This memory decrement results specifically from the loss of stage 2, REM sleep. Declarative memory has also been shown to benefit from sleep, but not in the same way as procedural memory. Declarative memories benefit from the slow-waves nREM sleep. A study was conducted where the subjects learned word pairs, and the results showed that sleep not only prevents the decay of memory, but also actively fixates declarative memories. Two of the groups learned word pairs, then either slept or stayed awake, and were tested again. The other two groups did the same thing, except they also learned interference pairs right before being retested to try to disrupt the previously learned word pairs. The results showed that sleep was of some help in retaining the word pair associations, while against the interference pair, sleep helped significantly. After sleep, there is increased insight. This is because sleep helps people to reanalyze their memories. The same patterns of brain activity that occur during learning have been found to occur again during sleep, only faster. One way that sleep strengthens memories is by weeding out the less successful connections between neurons in the brain. This weeding out is essential to prevent overactivity. The brain compensates for strengthening some synapses (connections) between neurons, by weakening others. The weakening process occurs mostly during sleep. This weakening during sleep allows for strengthening of other connections while we are awake. Learning is the process of strengthening connections, therefore this process could be a major explanation for the benefits that sleep has on memory. Research has shown that taking an afternoon nap increases learning capacity. A study tested two groups of subjects on a nondeclarative memory task. One group engaged in REM sleep, and one group did not (meaning that they engaged in NREM sleep). The investigators found that the subjects who engaged only in NREM sleep did not show much improvement. The subjects who engaged in REM sleep performed significantly better, indicating that REM sleep facilitated the consolidation of nondeclarative memories. A more recent study demonstrated that a procedural task was learned and retained better if it was encountered immediately before going to sleep, while a declarative task was learned better in the afternoon. Electrophysiological evidence in rats A 2009 study based on electrophysiological recordings of large ensembles of isolated cells in the prefrontal cortex of rats revealed that cell assemblies that formed upon learning were more preferentially active during subsequent sleep episodes. More specifically, those replay events were more prominent during slow wave sleep and were concomitant with hippocampal reactivation events. This study has shown that neuronal patterns in large brain networks are tagged during learning so that they are replayed, and supposedly consolidated, during subsequent sleep. There have been other studies that have shown similar reactivation of learning pattern during motor skill and neuroprosthetic learning. Notably, new evidence is showing that reactivation and rescaling may be co-occurring during sleep. Sleep in relation to school Sleep has been directly linked to the grades of students. One in four U.S. high school students admit to falling asleep in class at least once a week. Consequently, results have shown that those who sleep less do poorly. In the United States, sleep deprivation is common with students because almost all schools begin early in the morning and many of these students either choose to stay awake late into the night or cannot do otherwise
in mass circulation Bullion coins Hard money (policy) Commodity money Specie Circular,
other metal money in mass circulation Bullion coins Hard money (policy) Commodity money Specie Circular, 1836
wrote of "systematic botany" rather than using the term "systematics". In 1970 Michener et al. defined "systematic biology" and "taxonomy" (terms that are often confused and used interchangeably) in relationship to one another as follows: Systematic biology (hereafter called simply systematics) is the field that (a) provides scientific names for organisms, (b) describes them, (c) preserves collections of them, (d) provides classifications for the organisms, keys for their identification, and data on their distributions, (e) investigates their evolutionary histories, and (f) considers their environmental adaptations. This is a field with a long history that in recent years has experienced a notable renaissance, principally with respect to theoretical content. Part of the theoretical material has to do with evolutionary areas (topics e and f above), the rest relates especially to the problem of classification. Taxonomy is that part of Systematics concerned with topics (a) to (d) above. The term "taxonomy" was coined by Augustin Pyramus de Candolle while the term "systematic" was coined by Carl Linnaeus the father of taxonomy. Taxonomy, systematic biology, systematics, biosystematics, scientific classification, biological classification, phylogenetics: At various times in history, all these words have had overlapping, related meanings. However, in modern usage, they can all be considered synonyms of each other. For example, Webster's 9th New Collegiate Dictionary of 1987 treats "classification", "taxonomy", and "systematics" as synonyms. According to this work, the terms originated in 1790, c. 1828, and in 1888 respectively. Some claim systematics alone deals specifically with relationships through time, and that it can be synonymous with phylogenetics, broadly dealing with the inferred hierarchy of organisms. This means it would be a subset of taxonomy as it is sometimes regarded, but the inverse is claimed by others. Europeans tend to use the terms "systematics" and "biosystematics" for the study of biodiversity as a whole, whereas North Americans tend to use "taxonomy" more frequently. However, taxonomy, and in particular alpha taxonomy, is more specifically the identification, description, and naming (i.e. nomenclature) of organisms, while "classification" focuses on placing organisms within hierarchical groups that show their relationships to other organisms. All of these biological disciplines can deal with both extinct and extant organisms. Systematics uses taxonomy as a primary tool in understanding, as nothing about an organism's relationships with other living things can be understood without it first being properly studied and described in sufficient detail to identify and classify it correctly. Scientific classifications are aids in recording and reporting information to other scientists and to laymen. The systematist, a scientist who specializes in systematics, must, therefore, be able to use existing classification systems, or at least know them well enough to skilfully justify not using them. Phenetics was an attempt to determine the relationships of organisms through a measure of overall similarity, making no distinction between plesiomorphies (shared ancestral traits) and apomorphies (derived
in systematics, must, therefore, be able to use existing classification systems, or at least know them well enough to skilfully justify not using them. Phenetics was an attempt to determine the relationships of organisms through a measure of overall similarity, making no distinction between plesiomorphies (shared ancestral traits) and apomorphies (derived traits). From the late-20th century onwards, it was superseded by cladistics, which rejects plesiomorphies in attempting to resolve the phylogeny of Earth's various organisms through time. systematists generally make extensive use of molecular biology and of computer programs to study organisms. Taxonomic characters Taxonomic characters are the taxonomic attributes that can be used to provide the evidence from which relationships (the phylogeny) between taxa are inferred. Kinds of taxonomic characters include: Morphological characters General external morphology Special structures (e.g. genitalia) Internal morphology (anatomy) Embryology Karyology and other cytological factors Physiological characters Metabolic factors Body secretions Genic sterility factors Molecular characters Immunological distance Electrophoretic differences Amino acid sequences of proteins DNA hybridization DNA and RNA sequences Restriction endonuclease analyses Other molecular differences Behavioral characters Courtship and other ethological isolating mechanisms Other behavior patterns Ecological characters Habit and habitats Food Seasonal variations Parasites and hosts Geographic characters General biogeographic distribution patterns Sympatric-allopatric relationship of populations See also Cladistics – a methodology in systematics Evolutionary systematics – a school of systematics Global biodiversity Phenetics – a methodology in systematics that does not infer phylogeny Phylogeny – the historical relationships between lineages of organism 16S ribosomal RNA – an intensively studied nucleic acid that has been useful in phylogenetics Phylogenetic comparative methods – use of evolutionary trees in other studies, such as biodiversity, comparative biology. adaptation, or evolutionary mechanisms References Notes Further reading Schuh, Randall T. and Andrew V. Z. Brower. 2009. Biological Systematics: Principles and Applications, 2nd edn. Simpson, Michael G. 2005. Plant Systematics. Wiley, Edward O. and Bruce S. Lieberman. 2011. "Phylogenetics: Theory and Practice of Phylogenetic Systematics, 2nd edn." External links Society of
wave, a mathematical function Sine and cosine transforms Sine quadrant Sine-Gordon equation Places Sinë, village in Albania Sine, Washington, a community in the United States Kingdom of Sine, a former kingdom in modern Senegal See also SINE (disambiguation) Port of Sines, a deep-water port in
refer to: Maurice Sinet or Siné (1928–2016), a French cartoonist Sine FM, a community radio station based in Doncaster, South Yorkshire Short interspersed nuclear elements (SINEs), a short DNA sequences in eukaryote genomes Sine bar Sine (album), a 2008 album by C418 Mathematics Abbe sine
conscious. Their eyes may be closed and all of their body is taking a break, where the body is starting to slow down. Beta waves take over alpha waves when a person is at attention, as they might be completing a task or concentrating on something. Beta waves although consist of the highest of frequencies and the lowest of amplitude, at this point a person is fully alert. Alpha and beta waves are the only waves seen when a person is in an awake state. Gamma waves are seen when a person is highly focused on a task or using all their concentration. Theta waves occur during the period of a person being awake, and continue they transition into Stage 1 of sleep on in stage 2. Delta waves are seen in stage 3 and 4 of sleep, when a person is in their deepest of sleep. Non-REM and REM sleep Sleep is divided into two broad types: non-rapid eye movement (non-REM or NREM) sleep and rapid eye movement (REM) sleep. Non-REM and REM sleep are so different that physiologists identify them as distinct behavioral states. Non-REM sleep occurs first and after a transitional period is called slow-wave sleep or deep sleep. During this phase, body temperature and heart rate fall, and the brain uses less energy. REM sleep, also known as paradoxical sleep, represents a smaller portion of total sleep time. It is the main occasion for dreams (or nightmares), and is associated with desynchronized and fast brain waves, eye movements, loss of muscle tone, and suspension of homeostasis. The sleep cycle of alternate NREM and REM sleep takes an average of 90 minutes, occurring 4–6 times in a good night's sleep. The American Academy of Sleep Medicine (AASM) divides NREM into three stages: N1, N2, and N3, the last of which is also called delta sleep or slow-wave sleep. The whole period normally proceeds in the order: N1 → N2 → N3 → N2 → REM. REM sleep occurs as a person returns to stage 2 or 1 from a deep sleep. There is a greater amount of deep sleep (stage N3) earlier in the night, while the proportion of REM sleep increases in the two cycles just before natural awakening. Awakening Awakening can mean the end of sleep, or simply a moment to survey the environment and readjust body position before falling back asleep. Sleepers typically awaken soon after the end of a REM phase or sometimes in the middle of REM. Internal circadian indicators, along with a successful reduction of homeostatic sleep need, typically bring about awakening and the end of the sleep cycle. Awakening involves heightened electrical activation in the brain, beginning with the thalamus and spreading throughout the cortex. During a night's sleep, a small amount of time is usually spent in a waking state. As measured by electroencephalography, young females are awake for 0–1% of the larger sleeping period; young males are awake for 0–2%. In adults, wakefulness increases, especially in later cycles. One study found 3% awake time in the first ninety-minute sleep cycle, 8% in the second, 10% in the third, 12% in the fourth, and 13–14% in the fifth. Most of this awake time occurred shortly after REM sleep. Today, many humans wake up with an alarm clock; however, people can also reliably wake themselves up at a specific time with no need for an alarm. Many sleep quite differently on workdays versus days off, a pattern which can lead to chronic circadian desynchronization. Many people regularly look at television and other screens before going to bed, a factor which may exacerbate disruption of the circadian cycle. Scientific studies on sleep have shown that sleep stage at awakening is an important factor in amplifying sleep inertia. Timing Sleep timing is controlled by the circadian clock (Process C), sleep-wake homeostasis (Process S), and to some extent by the individual will. Circadian clock Sleep timing depends greatly on hormonal signals from the circadian clock, or Process C, a complex neurochemical system which uses signals from an organism's environment to recreate an internal day–night rhythm. Process C counteracts the homeostatic drive for sleep during the day (in diurnal animals) and augments it at night. The suprachiasmatic nucleus (SCN), a brain area directly above the optic chiasm, is presently considered the most important nexus for this process; however, secondary clock systems have been found throughout the body. An organism whose circadian clock exhibits a regular rhythm corresponding to outside signals is said to be entrained; an entrained rhythm persists even if the outside signals suddenly disappear. If an entrained human is isolated in a bunker with constant light or darkness, he or she will continue to experience rhythmic increases and decreases of body temperature and melatonin, on a period that slightly exceeds 24 hours. Scientists refer to such conditions as free-running of the circadian rhythm. Under natural conditions, light signals regularly adjust this period downward, so that it corresponds better with the exact 24 hours of an Earth day. The circadian clock exerts constant influence on the body, affecting sinusoidal oscillation of body temperature between roughly 36.2 °C and 37.2 °C. The suprachiasmatic nucleus itself shows conspicuous oscillation activity, which intensifies during subjective day (i.e., the part of the rhythm corresponding with daytime, whether accurately or not) and drops to almost nothing during subjective night. The circadian pacemaker in the suprachiasmatic nucleus has a direct neural connection to the pineal gland, which releases the hormone melatonin at night. Cortisol levels typically rise throughout the night, peak in the awakening hours, and diminish during the day. Circadian prolactin secretion begins in the late afternoon, especially in women, and is subsequently augmented by sleep-induced secretion, to peak in the middle of the night. Circadian rhythm exerts some influence on the nighttime secretion of growth hormone. The circadian rhythm influences the ideal timing of a restorative sleep episode. Sleepiness increases during the night. REM sleep occurs more during body temperature minimum within the circadian cycle, whereas slow-wave sleep can occur more independently of circadian time. The internal circadian clock is profoundly influenced by changes in light, since these are its main clues about what time it is. Exposure to even small amounts of light during the night can suppress melatonin secretion, and increase body temperature and wakefulness. Short pulses of light, at the right moment in the circadian cycle, can significantly 'reset' the internal clock. Blue light, in particular, exerts the strongest effect, leading to concerns that electronic media use before bed may interfere with sleep. Modern humans often find themselves desynchronized from their internal circadian clock, due to the requirements of work (especially night shifts), long-distance travel, and the influence of universal indoor lighting. Even if they have sleep debt, or feel sleepy, people can have difficulty staying asleep at the peak of their circadian cycle. Conversely, they can have difficulty waking up in the trough of the cycle. A healthy young adult entrained to the sun will (during most of the year) fall asleep a few hours after sunset, experience body temperature minimum at 6 a.m., and wake up a few hours after sunrise. Process S Generally speaking, the longer an organism is awake, the more it feels a need to sleep ("sleep debt"). This driver of sleep is referred to as Process S. The balance between sleeping and waking is regulated by a process called homeostasis. Induced or perceived lack of sleep is called sleep deprivation. Process S is driven by the depletion of glycogen and accumulation of adenosine in the forebrain that disinhibits the ventrolateral preoptic nucleus, allowing for inhibition of the ascending reticular activating system. Sleep deprivation tends to cause slower brain waves in the frontal cortex, shortened attention span, higher anxiety, impaired memory, and a grouchy mood. Conversely, a well-rested organism tends to have improved memory and mood. Neurophysiological and functional imaging studies have demonstrated that frontal regions of the brain are particularly responsive to homeostatic sleep pressure. There is disagreement on how much sleep debt is possible to accumulate, and whether sleep debt is accumulated against an individual's average sleep or some other benchmark. It is also unclear whether the prevalence of sleep debt among adults has changed appreciably in the industrialized world in recent decades. Sleep debt does show some evidence of being cumulative. Subjectively, however, humans seem to reach maximum sleepiness after 30 hours of waking up. It is likely that in Western societies, children are sleeping less than they previously have. One neurochemical indicator of sleep debt is adenosine, a neurotransmitter that inhibits many of the bodily processes associated with wakefulness. Adenosine levels increase in the cortex and basal forebrain during prolonged wakefulness, and decrease during the sleep-recovery period, potentially acting as a homeostatic regulator of sleep. Coffee and caffeine temporarily block the effect of adenosine, prolong sleep latency, and reduce total sleep time and quality. Social timing Humans are also influenced by aspects of social time, such as the hours when other people are awake, the hours when work is required, the time on the clock, etc. Time zones, standard times used to unify the timing for people in the same area, correspond only approximately to the natural rising and setting of the sun. The approximate nature of the time zone can be shown with China, a country which used to span five time zones and now officially uses only one (UTC+8). Distribution In polyphasic sleep, an organism sleeps several times in a 24-hour cycle, whereas in monophasic sleep this occurs all at once. Under experimental conditions, humans tend to alternate more frequently between sleep and wakefulness (i.e., exhibit more polyphasic sleep) if they have nothing better to do. Given a 14-hour period of darkness in experimental conditions, humans tended towards bimodal sleep, with two sleep periods concentrated at the beginning and at the end of the dark time. Bimodal sleep in humans was more common before the industrial revolution. Different characteristic sleep patterns, such as the familiarly so-called "early bird" and "night owl", are called chronotypes. Genetics and sex have some influence on chronotype, but so do habits. Chronotype is also liable to change over the course of a person's lifetime. Seven-year-olds are better disposed to wake up early in the morning than are fifteen-year-olds. Chronotypes far outside the normal range are called circadian rhythm sleep disorders. Naps This is a short period of sleep that one might take during the daytime, in order to get the necessary amount of rest. As we start taking naps at a young age, most people assume you grow out of this phase of sleeping pattern. Yet around one-third of American adults partake in this, daily. The right amount of nap time is around 10–20 minutes, as researchers have proven that it takes at least 30 minutes to enter the slow-wave sleep where one is at their deepest of sleep. If one naps for too long, getting into the slow wave cycles, it can be hard to awake from this nap and leaving one feeling unrested. This is called sleep inertia, which means that one would be in a state of drowsiness for a period of time. Each nap can be taken for various reason, some have categorized them into types of naps. The categories include; Recovery, Prophylactic, Appetitive, Fulfillment, and Essential. A recovery nap is a way to make up for sleep loss. Prophylactic means to prevent, so in napping terms this means to get sleep needed before an anticipated long period of being awake. An Appetitive nap are simply taken because a person simply enjoys the activity of napping. Fulfillment naps are exactly how it sounds, naps taken to fulfill your body. These are often seen as scheduled naps but can also occur at any time of the day, when a person becomes in need of rest. The naps taken when one is sick and needs extra rest in order for their body's immune system to heal are Essential naps. The siesta habit has recently been associated with a 37% lower coronary mortality, possibly due to reduced cardiovascular stress mediated by daytime sleep. Short naps at mid-day and mild evening exercise were found to be effective for improved sleep, cognitive tasks, and mental health in elderly people. Genetics Monozygotic (identical) but not dizygotic (fraternal) twins tend to have similar sleep habits. Neurotransmitters, molecules whose production can be traced to specific genes, are one genetic influence on sleep that can be analyzed. The circadian clock has its own set of genes. Genes which may influence sleep include ABCC9, DEC2, Dopamine receptor D2 and variants near PAX 8 and VRK2. While the latter have been found in a GWAS study that primarily detects correlations (but not necessarily causation), other genes have been shown to have a more direct effect. For instance, mice lacking dihydropyrimidine dehydrogenase (Dpyd) had 78.4 min less sleep during the lights-off period than wild-type mice. Dpyd encodes the rate-limiting enzyme in the metabolic pathway that catabolizes uracil and thymidine to β-alanine, an inhibitory neurotransmitter. This also supports the role of β-alanine as a neurotransmitter that promotes sleep in mice. Quality The quality of sleep may be evaluated from an objective and a subjective point of view. Objective sleep quality refers to how difficult it is for a person to fall asleep and remain in a sleeping state, and how many times they wake up during a single night. Poor sleep quality disrupts the cycle of transition between the different stages of sleep. Subjective sleep quality in turn refers to a sense of being rested and regenerated after awaking from sleep. A study by A. Harvey et al. (2002) found that insomniacs were more demanding in their evaluations of sleep quality than individuals who had no sleep problems. Homeostatic sleep propensity (the need for sleep as a function of the amount of time elapsed since the last adequate sleep episode) must be balanced against the circadian element for satisfactory sleep. Along with corresponding messages from the circadian clock, this tells the body it needs to sleep. The timing is correct when the following two circadian markers occur after the middle of the sleep episode and before awakening: maximum concentration of the hormone melatonin, and minimum core body temperature. Ideal duration Human sleep-needs vary by age and amongst individuals; sleep is considered to be adequate when there is no daytime sleepiness or dysfunction. Moreover, self-reported sleep duration is only moderately correlated with actual sleep time as measured by actigraphy, and those affected with sleep state misperception may typically report having slept only four hours despite having slept a full eight hours. Researchers have found that sleeping 6–7 hours each night correlates with longevity and cardiac health in humans, though many underlying factors may be involved in the causality behind this relationship. Sleep difficulties are furthermore associated with psychiatric disorders such as depression, alcoholism, and bipolar disorder. Up to 90 percent of adults with depression are found to have sleep difficulties. Dysregulation detected by EEG includes disturbances in sleep continuity, decreased delta sleep and altered REM patterns with regard to latency, distribution across the night and density of eye movements. Sleep duration can also vary according to season. Up to 90% of people report longer sleep duration in winter, which may lead to more pronounced seasonal affective disorder. Children By the time infants reach the age of two, their brain size has reached 90 percent of an adult-sized brain; a majority of this brain growth has occurred during the period of life with the highest rate of sleep. The hours that children spend asleep influence their ability to perform on cognitive tasks. Children who sleep through the night and have few night waking episodes have higher cognitive attainments and easier temperaments than other children. Sleep also influences language development. To test this, researchers taught infants a faux language and observed their recollection of the rules for that language. Infants who slept within four hours of learning the language could remember the language rules better, while infants who stayed awake longer did not recall those rules as well. There is also a relationship between infants' vocabulary and sleeping: infants who sleep longer at night at 12 months have better vocabularies at 26 months. Children can greatly benefit from a structured bedtime routine. This can look differently among families, but will generally consist of a rituals such as reading a bedtime story, a bath, brushing teeth, and can also include a show of affection from the parent to the child such a hug or kiss before bed. A bedtime routine will also include a consistent time that the child is expected to be in bed ready for sleep. Having a reliable bedtime routine can help improve a child's quality of sleep as well as prepare them to make and keep healthy sleep hygiene habits in the future. Hours of sleep Children need many hours of sleep per day in order to develop and function properly: up to 18 hours for newborn babies, with a declining rate as a child ages. Early in 2015, after a two-year study, the National Sleep Foundation in the US announced newly revised recommendations as shown in the table below. Functions Restoration The human organism physically restores itself during sleep, occurring mostly during slow-wave sleep during which body temperature, heart rate, and brain oxygen consumption decrease. In both the brain and body, the reduced rate of metabolism enables countervailing restorative processes. The brain requires sleep for restoration, whereas these processes can take place during quiescent waking in the rest of the body. The essential function of sleep may be its restorative effect on the brain: "Sleep is of the brain, by the brain and for the brain." This theory is strengthened by the fact that sleep is observed to be a necessary behavior across most of the animal kingdom, including some of the least evolved animals which have no need for other functions of sleep, such as memory consolidation or dreaming. While awake, brain metabolism generates end products, such as reactive oxygen species, which may be damaging to brain cells and inhibit their proper function. During sleep, metabolic rates decrease and reactive
to concerns that electronic media use before bed may interfere with sleep. Modern humans often find themselves desynchronized from their internal circadian clock, due to the requirements of work (especially night shifts), long-distance travel, and the influence of universal indoor lighting. Even if they have sleep debt, or feel sleepy, people can have difficulty staying asleep at the peak of their circadian cycle. Conversely, they can have difficulty waking up in the trough of the cycle. A healthy young adult entrained to the sun will (during most of the year) fall asleep a few hours after sunset, experience body temperature minimum at 6 a.m., and wake up a few hours after sunrise. Process S Generally speaking, the longer an organism is awake, the more it feels a need to sleep ("sleep debt"). This driver of sleep is referred to as Process S. The balance between sleeping and waking is regulated by a process called homeostasis. Induced or perceived lack of sleep is called sleep deprivation. Process S is driven by the depletion of glycogen and accumulation of adenosine in the forebrain that disinhibits the ventrolateral preoptic nucleus, allowing for inhibition of the ascending reticular activating system. Sleep deprivation tends to cause slower brain waves in the frontal cortex, shortened attention span, higher anxiety, impaired memory, and a grouchy mood. Conversely, a well-rested organism tends to have improved memory and mood. Neurophysiological and functional imaging studies have demonstrated that frontal regions of the brain are particularly responsive to homeostatic sleep pressure. There is disagreement on how much sleep debt is possible to accumulate, and whether sleep debt is accumulated against an individual's average sleep or some other benchmark. It is also unclear whether the prevalence of sleep debt among adults has changed appreciably in the industrialized world in recent decades. Sleep debt does show some evidence of being cumulative. Subjectively, however, humans seem to reach maximum sleepiness after 30 hours of waking up. It is likely that in Western societies, children are sleeping less than they previously have. One neurochemical indicator of sleep debt is adenosine, a neurotransmitter that inhibits many of the bodily processes associated with wakefulness. Adenosine levels increase in the cortex and basal forebrain during prolonged wakefulness, and decrease during the sleep-recovery period, potentially acting as a homeostatic regulator of sleep. Coffee and caffeine temporarily block the effect of adenosine, prolong sleep latency, and reduce total sleep time and quality. Social timing Humans are also influenced by aspects of social time, such as the hours when other people are awake, the hours when work is required, the time on the clock, etc. Time zones, standard times used to unify the timing for people in the same area, correspond only approximately to the natural rising and setting of the sun. The approximate nature of the time zone can be shown with China, a country which used to span five time zones and now officially uses only one (UTC+8). Distribution In polyphasic sleep, an organism sleeps several times in a 24-hour cycle, whereas in monophasic sleep this occurs all at once. Under experimental conditions, humans tend to alternate more frequently between sleep and wakefulness (i.e., exhibit more polyphasic sleep) if they have nothing better to do. Given a 14-hour period of darkness in experimental conditions, humans tended towards bimodal sleep, with two sleep periods concentrated at the beginning and at the end of the dark time. Bimodal sleep in humans was more common before the industrial revolution. Different characteristic sleep patterns, such as the familiarly so-called "early bird" and "night owl", are called chronotypes. Genetics and sex have some influence on chronotype, but so do habits. Chronotype is also liable to change over the course of a person's lifetime. Seven-year-olds are better disposed to wake up early in the morning than are fifteen-year-olds. Chronotypes far outside the normal range are called circadian rhythm sleep disorders. Naps This is a short period of sleep that one might take during the daytime, in order to get the necessary amount of rest. As we start taking naps at a young age, most people assume you grow out of this phase of sleeping pattern. Yet around one-third of American adults partake in this, daily. The right amount of nap time is around 10–20 minutes, as researchers have proven that it takes at least 30 minutes to enter the slow-wave sleep where one is at their deepest of sleep. If one naps for too long, getting into the slow wave cycles, it can be hard to awake from this nap and leaving one feeling unrested. This is called sleep inertia, which means that one would be in a state of drowsiness for a period of time. Each nap can be taken for various reason, some have categorized them into types of naps. The categories include; Recovery, Prophylactic, Appetitive, Fulfillment, and Essential. A recovery nap is a way to make up for sleep loss. Prophylactic means to prevent, so in napping terms this means to get sleep needed before an anticipated long period of being awake. An Appetitive nap are simply taken because a person simply enjoys the activity of napping. Fulfillment naps are exactly how it sounds, naps taken to fulfill your body. These are often seen as scheduled naps but can also occur at any time of the day, when a person becomes in need of rest. The naps taken when one is sick and needs extra rest in order for their body's immune system to heal are Essential naps. The siesta habit has recently been associated with a 37% lower coronary mortality, possibly due to reduced cardiovascular stress mediated by daytime sleep. Short naps at mid-day and mild evening exercise were found to be effective for improved sleep, cognitive tasks, and mental health in elderly people. Genetics Monozygotic (identical) but not dizygotic (fraternal) twins tend to have similar sleep habits. Neurotransmitters, molecules whose production can be traced to specific genes, are one genetic influence on sleep that can be analyzed. The circadian clock has its own set of genes. Genes which may influence sleep include ABCC9, DEC2, Dopamine receptor D2 and variants near PAX 8 and VRK2. While the latter have been found in a GWAS study that primarily detects correlations (but not necessarily causation), other genes have been shown to have a more direct effect. For instance, mice lacking dihydropyrimidine dehydrogenase (Dpyd) had 78.4 min less sleep during the lights-off period than wild-type mice. Dpyd encodes the rate-limiting enzyme in the metabolic pathway that catabolizes uracil and thymidine to β-alanine, an inhibitory neurotransmitter. This also supports the role of β-alanine as a neurotransmitter that promotes sleep in mice. Quality The quality of sleep may be evaluated from an objective and a subjective point of view. Objective sleep quality refers to how difficult it is for a person to fall asleep and remain in a sleeping state, and how many times they wake up during a single night. Poor sleep quality disrupts the cycle of transition between the different stages of sleep. Subjective sleep quality in turn refers to a sense of being rested and regenerated after awaking from sleep. A study by A. Harvey et al. (2002) found that insomniacs were more demanding in their evaluations of sleep quality than individuals who had no sleep problems. Homeostatic sleep propensity (the need for sleep as a function of the amount of time elapsed since the last adequate sleep episode) must be balanced against the circadian element for satisfactory sleep. Along with corresponding messages from the circadian clock, this tells the body it needs to sleep. The timing is correct when the following two circadian markers occur after the middle of the sleep episode and before awakening: maximum concentration of the hormone melatonin, and minimum core body temperature. Ideal duration Human sleep-needs vary by age and amongst individuals; sleep is considered to be adequate when there is no daytime sleepiness or dysfunction. Moreover, self-reported sleep duration is only moderately correlated with actual sleep time as measured by actigraphy, and those affected with sleep state misperception may typically report having slept only four hours despite having slept a full eight hours. Researchers have found that sleeping 6–7 hours each night correlates with longevity and cardiac health in humans, though many underlying factors may be involved in the causality behind this relationship. Sleep difficulties are furthermore associated with psychiatric disorders such as depression, alcoholism, and bipolar disorder. Up to 90 percent of adults with depression are found to have sleep difficulties. Dysregulation detected by EEG includes disturbances in sleep continuity, decreased delta sleep and altered REM patterns with regard to latency, distribution across the night and density of eye movements. Sleep duration can also vary according to season. Up to 90% of people report longer sleep duration in winter, which may lead to more pronounced seasonal affective disorder. Children By the time infants reach the age of two, their brain size has reached 90 percent of an adult-sized brain; a majority of this brain growth has occurred during the period of life with the highest rate of sleep. The hours that children spend asleep influence their ability to perform on cognitive tasks. Children who sleep through the night and have few night waking episodes have higher cognitive attainments and easier temperaments than other children. Sleep also influences language development. To test this, researchers taught infants a faux language and observed their recollection of the rules for that language. Infants who slept within four hours of learning the language could remember the language rules better, while infants who stayed awake longer did not recall those rules as well. There is also a relationship between infants' vocabulary and sleeping: infants who sleep longer at night at 12 months have better vocabularies at 26 months. Children can greatly benefit from a structured bedtime routine. This can look differently among families, but will generally consist of a rituals such as reading a bedtime story, a bath, brushing teeth, and can also include a show of affection from the parent to the child such a hug or kiss before bed. A bedtime routine will also include a consistent time that the child is expected to be in bed ready for sleep. Having a reliable bedtime routine can help improve a child's quality of sleep as well as prepare them to make and keep healthy sleep hygiene habits in the future. Hours of sleep Children need many hours of sleep per day in order to develop and function properly: up to 18 hours for newborn babies, with a declining rate as a child ages. Early in 2015, after a two-year study, the National Sleep Foundation in the US announced newly revised recommendations as shown in the table below. Functions Restoration The human organism physically restores itself during sleep, occurring mostly during slow-wave sleep during which body temperature, heart rate, and brain oxygen consumption decrease. In both the brain and body, the reduced rate of metabolism enables countervailing restorative processes. The brain requires sleep for restoration, whereas these processes can take place during quiescent waking in the rest of the body. The essential function of sleep may be its restorative effect on the brain: "Sleep is of the brain, by the brain and for the brain." This theory is strengthened by the fact that sleep is observed to be a necessary behavior across most of the animal kingdom, including some of the least evolved animals which have no need for other functions of sleep, such as memory consolidation or dreaming. While awake, brain metabolism generates end products, such as reactive oxygen species, which may be damaging to brain cells and inhibit their proper function. During sleep, metabolic rates decrease and reactive oxygen species generation is reduced, enabling restorative processes. The sleeping brain has been shown to remove metabolic end products at a faster rate than during an awake state. The mechanism for this removal appears to be the glymphatic system. Sleep may facilitate the synthesis of molecules that help repair and protect the brain from metabolic end products generated during waking. Anabolic hormones, such as growth hormones, are secreted preferentially during sleep. The brain concentration of glycogen increases during sleep, and is depleted through metabolism during wakefulness. The effect of sleep duration on somatic growth is not completely known. One study recorded growth, height, and weight, as correlated to parent-reported time in bed in 305 children over a period of nine years (age 1–10). It was found that "the variation of sleep duration among children does not seem to have an effect on growth." Slow-wave sleep affects growth hormone levels in adult men. During eight hours of sleep, men with a high percentage of slow-wave sleep (SWS) (average 24%) also had high growth hormone secretion, while subjects with a low percentage of SWS (average 9%) had low growth hormone secretion. Memory processing It has been widely accepted that sleep must support the formation of long-term memory, and generally increasing previous learning and experiences recalls. However, its benefit seems to depend on the phase of sleep and the type of memory. For example, declarative and procedural memory-recall tasks applied over early and late nocturnal sleep, as well as wakefulness controlled conditions, have been shown that declarative memory improves more during early sleep (dominated by SWS) while procedural memory during late sleep (dominated by REM sleep) does so. With regard to declarative memory, the functional role of SWS has been associated with hippocampal replays of previously encoded neural patterns that seem to facilitate long-term memory consolidation. This assumption is based on the active system consolidation hypothesis, which states that repeated reactivations of newly encoded information in the hippocampus during slow oscillations in NREM sleep mediate the stabilization and gradual integration of declarative memory with pre-existing knowledge networks on the cortical level. It assumes the hippocampus might hold information only temporarily and in a fast-learning rate, whereas the neocortex is related to long-term storage and a slow-learning rate. This dialogue between the hippocampus and neocortex occurs in parallel with hippocampal sharp-wave ripples and thalamo-cortical spindles, synchrony that drives the formation of the spindle-ripple event which seems to be a prerequisite for the formation of long-term memories. Reactivation of memory also occurs during wakefulness and its function is associated with serving to update the reactivated memory with newly encoded information, whereas reactivations during SWS are presented as crucial for memory stabilization. Based on targeted memory reactivation (TMR) experiments that use associated memory cues to triggering memory traces during sleep, several studies have been reassuring the importance of nocturnal reactivations for the formation of persistent memories in neocortical networks, as well as highlighting the possibility of increasing people's memory performance at declarative recalls. Furthermore, nocturnal reactivation seems to share the same neural oscillatory patterns as reactivation during wakefulness, processes which might be coordinated by theta activity. During wakefulness, theta oscillations have been often related to successful performance in memory tasks, and cued memory reactivations during sleep have been showing that theta activity is significantly stronger in subsequent recognition of cued stimuli as compared to uncued ones, possibly indicating a strengthening of memory traces and lexical integration by cuing during sleep. However, the beneficial effect of TMR for memory consolidation seems to occur only if the cued memories can be related to prior knowledge. Dreaming During sleep, especially REM sleep, humans tend to experience dreams. These are elusive and mostly unpredictable first-person experiences which seem logical and realistic to the dreamer while they are in progress, despite their frequently bizarre, irrational, and/or surreal qualities that become apparent when assessed after waking. Dreams often seamlessly incorporate concepts, situations, people, and objects within a person's mind that would not normally go together. They can include apparent sensations of all types, especially vision and movement. Dreams tend to rapidly fade from memory after waking. Some people choose to keep a dream journal, which they believe helps them build dream recall and facilitate the ability to experience lucid dreams. People have proposed many hypotheses about the functions of dreaming. Sigmund Freud postulated that dreams are the symbolic expression of frustrated desires that have been relegated to the unconscious mind, and he used dream interpretation in the form of psychoanalysis in attempting to uncover these desires. Counterintuitively, penile erections during sleep are not more frequent during sexual dreams than during other dreams. The parasympathetic nervous system experiences increased activity during REM sleep which may cause erection of the penis or clitoris. In males, 80% to 95% of REM sleep is normally accompanied by partial to full penile erection, while only about 12% of men's dreams contain sexual content. John Allan Hobson and Robert McCarley propose that dreams are caused by the random firing of neurons in the cerebral cortex during the REM period. Neatly, this theory helps explain the irrationality of the mind during REM periods, as, according to this theory, the forebrain then creates a story in an attempt to reconcile and make sense of the nonsensical sensory information presented to it. This would explain the odd nature of many dreams. Disorders Insomnia Insomnia is a general term for difficulty falling asleep and/or staying asleep. Insomnia is the most common sleep problem, with many adults reporting occasional insomnia, and 10–15% reporting a chronic condition. Insomnia can have many different causes, including psychological stress, a poor sleep environment, an inconsistent sleep schedule, or excessive mental or physical stimulation in the hours before bedtime. Insomnia is often treated through behavioral changes like keeping a regular sleep schedule, avoiding stimulating or stressful activities before bedtime, and cutting down on stimulants such as caffeine. The sleep environment may be improved by installing heavy drapes to shut out all sunlight, and keeping computers, televisions, and work materials out of the sleeping area. A 2010 review of published scientific research suggested that exercise generally improves sleep for most people, and helps sleep disorders such as insomnia. The optimum time to exercise may be 4 to 8 hours before bedtime, though exercise at any time of day is beneficial, with the exception of heavy exercise taken shortly before bedtime, which may disturb sleep. However, there is insufficient evidence to draw detailed conclusions about the relationship between exercise and sleep. Sleeping medications such as Ambien and Lunesta are an increasingly popular treatment for insomnia. Although these nonbenzodiazepine medications are generally believed to be better and safer than earlier generations of sedatives, they have still generated some controversy and discussion regarding side effects. White noise appears to be a promising treatment for insomnia. Obstructive sleep apnea Obstructive sleep apnea is a condition in which major pauses in breathing occur during sleep, disrupting the normal progression of sleep and often causing other more severe health problems. Apneas occur when the muscles around the patient's airway relax during sleep, causing the airway to collapse and block the intake of oxygen. Obstructive sleep apnea is more common than central sleep apnea. As oxygen levels in the blood drop, the patient then comes out of deep sleep in order to resume breathing. When several of these episodes occur per hour, sleep apnea rises to a level of seriousness that may require treatment. Diagnosing sleep apnea usually requires a professional sleep study performed in a sleep clinic, because the episodes of wakefulness caused by the disorder are extremely brief and patients usually do not remember experiencing them. Instead, many patients simply feel tired after getting several hours of sleep and have no idea why. Major risk factors for sleep apnea include chronic fatigue, old age, obesity, and snoring. Aging and sleep People over age 60 with prolonged sleep (8–10 hours or more; average sleep duration of 7–8 hours in the elderly) have a 33% increased risk of all-cause mortality and 43% increased risk of cardiovascular diseases, while those with short sleep (less than 7 hours) have a 6% increased risk of all-cause mortality. Sleep disorders, including sleep apnea, insomnia, or periodic limb movements, occur more commonly in the elderly, each possibly impacting sleep quality and duration. A 2017 review indicated that older adults do not need less sleep, but rather have an impaired ability to obtain their sleep needs, and may be able to deal with sleepiness better than younger adults. Various practices are recommended to mitigate sleep disturbances in the elderly, such as having a light bedtime snack, avoidance of caffeine, daytime naps, excessive evening stimulation, and tobacco products, and using regular bedtime and wake schedules. Other disorders Sleep disorders include narcolepsy, periodic limb movement disorder (PLMD), restless leg syndrome (RLS), upper airway resistance syndrome (UARS), and the circadian rhythm sleep disorders. Fatal familial insomnia, or FFI, an extremely rare genetic disease with no known treatment or cure, is characterized by increasing insomnia as one of its symptoms; ultimately sufferers of the disease stop sleeping entirely, before dying of the disease. Somnambulism, known as sleepwalking, is a sleeping disorder, especially among children. Sleep health Low quality sleep has been linked with health conditions like cardiovascular disease, obesity, and mental illness. While poor sleep is common among those with cardiovascular disease, some research indicates that poor sleep can be a contributing cause. Short sleep duration
the plant makes them counteract stress very effectively. There are three well-known and -studied classes of SOD metallic coenzymes that exist in plants. First, Fe SODs consist of two species, one homodimer (containing 1–2 g Fe) and one tetramer (containing 2–4 g Fe). They are thought to be the most ancient SOD metalloenzymes and are found within both prokaryotes and eukaryotes. Fe SODs are most abundantly localized inside plant chloroplasts, where they are indigenous. Second, Mn SODs consist of a homodimer and homotetramer species each containing a single Mn(III) atom per subunit. They are found predominantly in mitochondrion and peroxisomes. Third, Cu-Zn SODs have electrical properties very different from those of the other two classes. These are concentrated in the chloroplast, cytosol, and in some cases the extracellular space. Note that Cu-Zn SODs provide less protection than Fe SODs when localized in the chloroplast. Bacteria Human white blood cells use enzymes such as NADPH oxidase to generate superoxide and other reactive oxygen species to kill bacteria. During infection, some bacteria (e.g., Burkholderia pseudomallei) therefore produce superoxide dismutase to protect themselves from being killed. Biochemistry SOD out-competes damaging reactions of superoxide, thus protecting the cell from superoxide toxicity. The reaction of superoxide with non-radicals is spin-forbidden. In biological systems, this means that its main reactions are with itself (dismutation) or with another biological radical such as nitric oxide (NO) or with a transition-series metal. The superoxide anion radical () spontaneously dismutes to O2 and hydrogen peroxide () quite rapidly (~105 M−1s−1 at pH 7). SOD is necessary because superoxide reacts with sensitive and critical cellular targets. For example, it reacts with the NO radical, and makes toxic peroxynitrite. Because the uncatalysed dismutation reaction for superoxide requires two superoxide molecules to react with each other, the dismutation rate is second-order with respect to initial superoxide concentration. Thus, the half-life of superoxide, although very short at high concentrations (e.g., 0.05 seconds at 0.1mM) is actually quite long at low concentrations (e.g., 14 hours at 0.1 nM). In contrast, the reaction of superoxide with SOD is first order with respect to superoxide concentration. Moreover, superoxide dismutase has the largest kcat/KM (an approximation of catalytic efficiency) of any known enzyme (~7 x 109 M−1s−1), this reaction being limited only by the frequency of collision between itself and superoxide. That is, the reaction rate is "diffusion-limited". The high efficiency of superoxide dismutase seems necessary: even at the subnanomolar concentrations achieved by the high concentrations of SOD within cells, superoxide inactivates the citric acid cycle enzyme aconitase, can poison energy metabolism, and releases potentially toxic iron. Aconitase is one of several iron-sulfur-containing (de)hydratases in metabolic pathways shown to be inactivated by superoxide. Stability and folding mechanism SOD1 is an extremely stable protein. In the holo form (both copper and zinc bound) the melting point is > 90 °C. In the apo form (no copper or zinc bound) the melting point is ~60 °C. By differential scanning calorimetry (DSC), holo SOD1 unfolds by a two-state mechanism: from dimer to two unfolded monomers. In chemical denaturation experiments, holo SOD1 unfolds by a three-state mechanism with observation of a folded monomeric intermediate. Physiology Superoxide is one of the main reactive oxygen species in the cell. As a consequence, SOD serves a key antioxidant role. The physiological importance of SODs is illustrated by the severe pathologies evident in mice genetically engineered to lack these enzymes. Mice lacking SOD2 die several days after birth, amid massive oxidative stress. Mice lacking SOD1 develop a wide range of pathologies, including hepatocellular carcinoma, an acceleration of age-related muscle mass loss, an earlier incidence of cataracts, and a reduced lifespan. Mice lacking SOD3 do not show any obvious defects and exhibit a normal lifespan, though they are more sensitive to hyperoxic injury. Knockout mice of any SOD enzyme are more sensitive to the lethal effects of superoxide-generating compounds, such as paraquat and diquat (herbicides). Drosophila lacking SOD1 have a dramatically shortened lifespan, whereas flies lacking SOD2 die before birth. Depletion of SOD1 and SOD2 in the nervous system and muscles of Drosophila is associated with reduced lifespan. The accumulation of neuronal and muscular ROS appears to contribute to age-associated impairments. When overexpression of mitochondrial SOD2 is induced, the lifespan of adult Drosophila is extended. Among black garden ants (Lasius niger), the lifespan of queens is an order of magnitude greater than of workers despite no systematic nucleotide sequence difference between them. The SOD3 gene was found to be the most differentially over-expressed in the brains of queen vs worker ants. This finding raises the possibility of an important role of antioxidant function in modulating lifespan. SOD knockdowns in the worm C. elegans do not cause major physiological disruptions. However, the lifespan of C. elegans can be extended by superoxide/catalase mimetics suggesting that oxidative stress is a major determinant of the rate of aging. Knockout or null mutations in SOD1 are highly detrimental to aerobic growth in the budding yeast Saccharomyces cerevisiae and result in a dramatic reduction in post-diauxic lifespan. In wild-type S. cerevisiae, DNA damage rates increased 3-fold with age, but more than 5-fold in mutants deleted for either the SOD1
monomeric intermediate. Physiology Superoxide is one of the main reactive oxygen species in the cell. As a consequence, SOD serves a key antioxidant role. The physiological importance of SODs is illustrated by the severe pathologies evident in mice genetically engineered to lack these enzymes. Mice lacking SOD2 die several days after birth, amid massive oxidative stress. Mice lacking SOD1 develop a wide range of pathologies, including hepatocellular carcinoma, an acceleration of age-related muscle mass loss, an earlier incidence of cataracts, and a reduced lifespan. Mice lacking SOD3 do not show any obvious defects and exhibit a normal lifespan, though they are more sensitive to hyperoxic injury. Knockout mice of any SOD enzyme are more sensitive to the lethal effects of superoxide-generating compounds, such as paraquat and diquat (herbicides). Drosophila lacking SOD1 have a dramatically shortened lifespan, whereas flies lacking SOD2 die before birth. Depletion of SOD1 and SOD2 in the nervous system and muscles of Drosophila is associated with reduced lifespan. The accumulation of neuronal and muscular ROS appears to contribute to age-associated impairments. When overexpression of mitochondrial SOD2 is induced, the lifespan of adult Drosophila is extended. Among black garden ants (Lasius niger), the lifespan of queens is an order of magnitude greater than of workers despite no systematic nucleotide sequence difference between them. The SOD3 gene was found to be the most differentially over-expressed in the brains of queen vs worker ants. This finding raises the possibility of an important role of antioxidant function in modulating lifespan. SOD knockdowns in the worm C. elegans do not cause major physiological disruptions. However, the lifespan of C. elegans can be extended by superoxide/catalase mimetics suggesting that oxidative stress is a major determinant of the rate of aging. Knockout or null mutations in SOD1 are highly detrimental to aerobic growth in the budding yeast Saccharomyces cerevisiae and result in a dramatic reduction in post-diauxic lifespan. In wild-type S. cerevisiae, DNA damage rates increased 3-fold with age, but more than 5-fold in mutants deleted for either the SOD1 or SOD2 genes. Reactive oxygen species levels increase with age in these mutant strains and show a similar pattern to the pattern of DNA damage increase with age. Thus it appears that superoxide dismutase plays a substantial role in preserving genome integrity during aging in S. cerevisiae. SOD2 knockout or null mutations cause growth inhibition on respiratory carbon sources in addition to decreased post-diauxic lifespan. In the fission yeast Schizosaccharomyces pombe, deficiency of mitochondrial superoxide dismutase SOD2 accelerates chronological aging. Several prokaryotic SOD null mutants have been generated, including E. coli. The loss of periplasmic CuZnSOD causes loss of virulence and might be an attractive target for new antibiotics. Role in disease Mutations in the first SOD enzyme (SOD1) can cause familial amyotrophic lateral sclerosis (ALS, a form of motor neuron disease). The most common mutation in the U.S. is A4V, while the most intensely studied is G93A. The other two isoforms of SOD have not been linked to many human diseases, however, in mice inactivation of SOD2 causes perinatal lethality and inactivation of SOD1 causes hepatocellular carcinoma. Mutations in SOD1 can cause familial ALS (several pieces of evidence also show that wild-type SOD1, under conditions of cellular stress, is implicated in a significant fraction of sporadic ALS cases, which represent 90% of ALS patients.), by a mechanism that is presently not understood, but not due to loss of enzymatic activity or a decrease in the conformational stability of the SOD1 protein. Overexpression of SOD1 has been linked to the neural disorders seen in Down syndrome. In patients with thalassemia, SOD will increase as a form of compensation mechanism. However, in the chronic stage, SOD does not seem to be sufficient and tends to decrease due to the destruction of proteins from the massive reaction of oxidant-antioxidant. In mice, the extracellular superoxide dismutase (SOD3, ecSOD) contributes to the development of hypertension. Diminished SOD3 activity has been linked to lung diseases such as Acute Respiratory Distress Syndrome (ARDS) or Chronic obstructive pulmonary disease (COPD). Superoxide dismutase is also not expressed in neural crest cells in the developing fetus. Hence, high levels of free radicals can cause damage to them and induce dysraphic anomalies (neural tube defects). Pharmacological activity SOD has powerful antiinflammatory activity. For example, SOD is a highly effective experimental treatment of chronic inflammation in colitis. Treatment with SOD decreases reactive oxygen species generation and oxidative stress and, thus, inhibits endothelial activation. Therefore, such antioxidants may be important new therapies for the treatment of inflammatory bowel disease. Likewise, SOD has multiple pharmacological activities. E.g., it ameliorates cis-platinum-induced nephrotoxicity in rodents. As "Orgotein" or "ontosein", a pharmacologically-active purified bovine liver SOD, it is also effective in the treatment of urinary tract inflammatory disease in man. For a time, bovine liver SOD even had regulatory approval in several European countries for such use. This was cut short by concerns about prion disease. An SOD-mimetic agent, TEMPOL, is currently in clinical trials for radioprotection and to prevent radiation-induced dermatitis. TEMPOL and similar SOD-mimetic nitroxides exhibit a multiplicity of actions in diseases involving oxidative stress. Cosmetic uses SOD may reduce free radical damage to skin—for example, to reduce fibrosis following radiation for breast cancer. Studies of this kind must be regarded as tentative, however, as there were not adequate controls in the study including a lack of randomization, double-blinding, or placebo. Superoxide dismutase is known to reverse fibrosis, possibly through de-differentiation of myofibroblasts back to fibroblasts. Commercial sources SOD is commercially obtained from marine phytoplankton, bovine liver, horseradish, cantaloupe, and certain bacteria. For therapeutic purpose, SOD is usually injected locally. There is no evidence that ingestion of unprotected SOD or SOD-rich foods can have any physiological effects, as all ingested SOD is broken down into amino acids before
For example, the first four odd numbers form the sequence (1, 3, 5, 7). This notation is used for infinite sequences as well. For instance, the infinite sequence of positive odd integers is written as (1, 3, 5, 7, ...). Because notating sequences with ellipsis leads to ambiguity, listing is most useful for customary infinite sequences which can be easily recognized from their first few elements. Other ways of denoting a sequence are discussed after the examples. Examples The prime numbers are the natural numbers greater than 1 that have no divisors but 1 and themselves. Taking these in their natural order gives the sequence (2, 3, 5, 7, 11, 13, 17, ...). The prime numbers are widely used in mathematics, particularly in number theory where many results related to them exist. The Fibonacci numbers comprise the integer sequence whose elements are the sum of the previous two elements. The first two elements are either 0 and 1 or 1 and 1 so that the sequence is (0, 1, 1, 2, 3, 5, 8, 13, 21, 34, ...). Other examples of sequences include those made up of rational numbers, real numbers and complex numbers. The sequence (.9, .99, .999, .9999, ...), for instance, approaches the number 1. In fact, every real number can be written as the limit of a sequence of rational numbers (e.g. via its decimal expansion). As another example, is the limit of the sequence (3, 3.1, 3.14, 3.141, 3.1415, ...), which is increasing. A related sequence is the sequence of decimal digits of , that is, (3, 1, 4, 1, 5, 9, ...). Unlike the preceding sequence, this sequence does not have any pattern that is easily discernible by inspection. The On-Line Encyclopedia of Integer Sequences comprises a large list of examples of integer sequences. Indexing Other notations can be useful for sequences whose pattern cannot be easily guessed or for sequences that do not have a pattern such as the digits of . One such notation is to write down a general formula for computing the nth term as a function of n, enclose it in parentheses, and include a subscript indicating the set of values that n can take. For example, in this notation the sequence of even numbers could be written as . The sequence of squares could be written as . The variable n is called an index, and the set of values that it can take is called the index set. It is often useful to combine this notation with the technique of treating the elements of a sequence as individual variables. This yields expressions like , which denotes a sequence whose nth element is given by the variable . For example: One can consider multiple sequences at the same time by using different variables; e.g. could be a different sequence than . One can even consider a sequence of sequences: denotes a sequence whose mth term is the sequence . An alternative to writing the domain of a sequence in the subscript is to indicate the range of values that the index can take by listing its highest and lowest legal values. For example, the notation denotes the ten-term sequence of squares . The limits and are allowed, but they do not represent valid values for the index, only the supremum or infimum of such values, respectively. For example, the sequence is the same as the sequence , and does not contain an additional term "at infinity". The sequence is a bi-infinite sequence, and can also be written as . In cases where the set of indexing numbers is understood, the subscripts and superscripts are often left off. That is, one simply writes for an arbitrary sequence. Often, the index k is understood to run from 1 to ∞. However, sequences are frequently indexed starting from zero, as in In some cases, the elements of the sequence are related naturally to a sequence of integers whose pattern can be easily inferred. In these cases, the index set may be implied by a listing of the first few abstract elements. For instance, the sequence of squares of odd numbers could be denoted in any of the following ways. Moreover, the subscripts and superscripts could have been left off in the third, fourth, and fifth notations, if the indexing set was understood to be the natural numbers. In the second and third bullets, there is a well-defined sequence , but it is not the same as the sequence denoted by the expression. Defining a sequence by recursion Sequences whose elements are related to the previous elements in a straightforward way are often defined using recursion. This is in contrast to the definition of sequences of elements as functions of their positions. To define a sequence by recursion, one needs a rule, called recurrence relation to construct each element in terms of the ones before it. In addition, enough initial elements must be provided so that all subsequent elements of the sequence can be computed by successive applications of the recurrence relation. The Fibonacci sequence is a simple classical example, defined by the recurrence relation with initial terms and . From this, a simple computation shows that the first ten terms of this sequence are 0, 1, 1, 2, 3, 5, 8, 13, 21, and 34. A complicated example of a sequence defined by a recurrence relation is Recamán's sequence, defined by the recurrence relation with initial term A linear recurrence with constant coefficients is a recurrence relation of the form where are constants. There is a general method for expressing the general term of such a sequence as a function of ; see Linear recurrence. In the case of the Fibonacci sequence, one has and the resulting function of is given by Binet's formula. A holonomic sequence is a sequence defined by a recurrence relation of the form where are polynomials in . For most holonomic sequences, there is no explicit formula for expressing explicitly as a function of . Nevertheless, holonomic sequences play an important role in various areas of mathematics. For example, many special functions have a Taylor series whose sequence of coefficients is holonomic. The use of the recurrence relation allows a fast computation of values of such special functions. Not all sequences can be specified by a recurrence relation. An example is the sequence of prime numbers in their natural order (2, 3, 5, 7, 11, 13, 17, ...). Formal definition and basic properties There are many different notions of sequences in mathematics, some of which (e.g., exact sequence) are not covered by the definitions and notations introduced below. Definition In this article, a sequence is formally defined as a function whose domain is an interval of integers. This definition covers several different uses of the word "sequence", including one-sided infinite sequences, bi-infinite sequences, and finite sequences (see below for definitions of these kinds of sequences). However, many authors use a narrower definition by requiring the domain of a sequence to be the set of natural numbers. This narrower definition has the disadvantage that it rules out finite sequences and bi-infinite sequences, both of which are usually called sequences in standard mathematical practice. Another disadvantage is that, if one removes the first terms of a sequence, one needs reindexing the remainder terms for fitting this definition. In some contexts, to shorten exposition, the codomain of the sequence is fixed by context, for example by requiring it to be the set R of real numbers, the set C of complex numbers, or a topological space. Although sequences are a type of function, they are usually distinguished notationally from functions in that the input is written as a subscript rather than in parentheses, that is, rather than . There are terminological differences as well: the value of a sequence at the lowest input (often 1) is called the "first element" of the sequence, the value at the second smallest input (often 2) is called the "second element", etc. Also, while a function abstracted from its input is usually denoted by a single letter, e.g. f, a sequence abstracted from its input is usually written by a notation such as , or just as Here is the domain, or index set, of the sequence. Sequences and their limits (see below) are important concepts for studying topological spaces. An important generalization of sequences is the concept of nets. A net is a function from a (possibly uncountable) directed set to a topological space. The notational conventions for sequences normally apply to nets as well. Finite and infinite The length of a sequence is defined as the number of terms in the sequence.
but it is not the same as the sequence denoted by the expression. Defining a sequence by recursion Sequences whose elements are related to the previous elements in a straightforward way are often defined using recursion. This is in contrast to the definition of sequences of elements as functions of their positions. To define a sequence by recursion, one needs a rule, called recurrence relation to construct each element in terms of the ones before it. In addition, enough initial elements must be provided so that all subsequent elements of the sequence can be computed by successive applications of the recurrence relation. The Fibonacci sequence is a simple classical example, defined by the recurrence relation with initial terms and . From this, a simple computation shows that the first ten terms of this sequence are 0, 1, 1, 2, 3, 5, 8, 13, 21, and 34. A complicated example of a sequence defined by a recurrence relation is Recamán's sequence, defined by the recurrence relation with initial term A linear recurrence with constant coefficients is a recurrence relation of the form where are constants. There is a general method for expressing the general term of such a sequence as a function of ; see Linear recurrence. In the case of the Fibonacci sequence, one has and the resulting function of is given by Binet's formula. A holonomic sequence is a sequence defined by a recurrence relation of the form where are polynomials in . For most holonomic sequences, there is no explicit formula for expressing explicitly as a function of . Nevertheless, holonomic sequences play an important role in various areas of mathematics. For example, many special functions have a Taylor series whose sequence of coefficients is holonomic. The use of the recurrence relation allows a fast computation of values of such special functions. Not all sequences can be specified by a recurrence relation. An example is the sequence of prime numbers in their natural order (2, 3, 5, 7, 11, 13, 17, ...). Formal definition and basic properties There are many different notions of sequences in mathematics, some of which (e.g., exact sequence) are not covered by the definitions and notations introduced below. Definition In this article, a sequence is formally defined as a function whose domain is an interval of integers. This definition covers several different uses of the word "sequence", including one-sided infinite sequences, bi-infinite sequences, and finite sequences (see below for definitions of these kinds of sequences). However, many authors use a narrower definition by requiring the domain of a sequence to be the set of natural numbers. This narrower definition has the disadvantage that it rules out finite sequences and bi-infinite sequences, both of which are usually called sequences in standard mathematical practice. Another disadvantage is that, if one removes the first terms of a sequence, one needs reindexing the remainder terms for fitting this definition. In some contexts, to shorten exposition, the codomain of the sequence is fixed by context, for example by requiring it to be the set R of real numbers, the set C of complex numbers, or a topological space. Although sequences are a type of function, they are usually distinguished notationally from functions in that the input is written as a subscript rather than in parentheses, that is, rather than . There are terminological differences as well: the value of a sequence at the lowest input (often 1) is called the "first element" of the sequence, the value at the second smallest input (often 2) is called the "second element", etc. Also, while a function abstracted from its input is usually denoted by a single letter, e.g. f, a sequence abstracted from its input is usually written by a notation such as , or just as Here is the domain, or index set, of the sequence. Sequences and their limits (see below) are important concepts for studying topological spaces. An important generalization of sequences is the concept of nets. A net is a function from a (possibly uncountable) directed set to a topological space. The notational conventions for sequences normally apply to nets as well. Finite and infinite The length of a sequence is defined as the number of terms in the sequence. A sequence of a finite length n is also called an n-tuple. Finite sequences include the empty sequence ( ) that has no elements. Normally, the term infinite sequence refers to a sequence that is infinite in one direction, and finite in the other—the sequence has a first element, but no final element. Such a sequence is called a singly infinite sequence or a one-sided infinite sequence when disambiguation is necessary. In contrast, a sequence that is infinite in both directions—i.e. that has neither a first nor a final element—is called a bi-infinite sequence, two-way infinite sequence, or doubly infinite sequence. A function from the set Z of all integers into a set, such as for instance the sequence of all even integers ( ..., −4, −2, 0, 2, 4, 6, 8, ... ), is bi-infinite. This sequence could be denoted . Increasing and decreasing A sequence is said to be monotonically increasing if each term is greater than or equal to the one before it. For example, the sequence is monotonically increasing if and only if an+1 an for all n ∈ N. If each consecutive term is strictly greater than (>) the previous term then the sequence is called strictly monotonically increasing. A sequence is monotonically decreasing, if each consecutive term is less than or equal to the previous one, and strictly monotonically decreasing, if each is strictly less than the previous. If a sequence is either increasing or decreasing it is called a monotone sequence. This is a special case of the more general notion of a monotonic function. The terms nondecreasing and nonincreasing are often used in place of increasing and decreasing in order to avoid any possible confusion with strictly increasing and strictly decreasing, respectively. Bounded If the sequence of real numbers (an) is such that all the terms are less than some real number M, then the sequence is said to be bounded from above. In other words, this means that there exists M such that for all n, an ≤ M. Any such M is called an upper bound. Likewise, if, for some real m, an ≥ m for all n greater than some N, then the sequence is bounded from below and any such m is called a lower bound. If a sequence is both bounded from above and bounded from below, then the sequence is said to be bounded. Subsequences A subsequence of a given sequence is a sequence formed from the given sequence by deleting some of the elements without disturbing the relative positions of the remaining elements. For instance, the sequence of positive even integers (2, 4, 6, ...) is a subsequence of the positive integers (1, 2, 3, ...). The positions of some elements change when other elements are deleted. However, the relative positions are preserved. Formally, a subsequence of the sequence is any sequence of the form , where is a strictly increasing sequence of positive integers. Other types of sequences Some other types of sequences that are easy to define include: An integer sequence is a sequence whose terms are integers. A polynomial sequence is a sequence whose terms are polynomials. A positive integer sequence is sometimes called multiplicative, if anm = an am for all pairs n, m such that n and m are coprime. In other instances, sequences are often called multiplicative, if an = na1 for all n. Moreover, a multiplicative Fibonacci sequence satisfies the recursion relation an = an−1 an−2. A binary sequence is a sequence whose terms have one of two discrete values, e.g. base 2 values (0,1,1,0, ...), a series of coin tosses (Heads/Tails) H,T,H,H,T, ..., the answers to a set of True or False questions (T, F, T, T, ...), and so on. Limits and convergence An important property of a sequence is convergence. If a sequence converges, it converges to a particular value known as the limit. If a sequence converges to some limit, then it is convergent. A sequence that does not converge is divergent. Informally, a sequence has a limit if the elements of the sequence become closer and closer to some value (called the limit of the sequence), and they become and remain arbitrarily close to , meaning that given a real number greater than zero, all but a finite number of the elements of the sequence have a distance from less than . For example, the sequence shown to the right converges to the value 0. On the other hand, the sequences (which begins 1, 8, 27, …) and (which begins −1, 1, −1, 1, …) are both divergent. If a sequence converges, then the value it converges to is unique. This value is called
more serious. Unlike haiku, do not include a (cutting word), and do not generally include a , or season word. Form and content is named after Edo period poet , whose collection launched the genre into the public consciousness. A typical example from the collection: This , which can also be translated "Catching him / I see the robber / is my son," is not so much a personal experience of the author as an example of a type of situation (provided by a short comment called a or fore-verse, which usually prefaces a number of examples) and/or a brief or witty rendition of an incident from history or the arts (plays, songs, tales, poetry, etc.). English-language publications In the 1970s, Michael McClintock edited Seer Ox: American Senryu Magazine. In 1993, Michael Dylan Welch edited and published Fig Newtons: to Go, the first anthology of English-language . Prune Juice, a journal of
Award for best unpublished . Since about 1990, the Haiku Poets of Northern California has been running a contest, as part of its San Francisco International Haiku and Senryu Contest. See also References Bibliography and further reading J C Brown, Senryu: Poems of the People, Simon & Schuster Ltd, 1991, R. H. Blyth, translator, Senryu: Japanese Satirical Verses. 1949, The Hokuseido Press, . Includes black and white sketches and some colored plates R. H. Blyth, translator, Japanese Humour. 1957, Japan Travel Bureau R. H. Blyth, translator, Japanese Life and Character in Senryu. 1960, The Hokuseido Press R. H. Blyth, translator, Oriental Humour. 1960, The Hokuseido Press R. H. Blyth, translator, Edo Satirical Verse Anthologies. 1961, The Hokuseido Press Robin D. Gill, compiler and translator, Octopussy, Dry Kidney & Blue Spots – dirty themes from 18-19c Japanese poems, Paraverse Press, 2007. . Chronicles 1,300 – Blyth mentioned that he could only introduce what the censors allowed; these are the type of that were not allowed. Lorraine Ellis Harr (tombo), Selected Senryu. 1976, J & C Transcripts. One of the earliest English-language -only publications James Day Hodgson, American Senryu. 1992, The Japan Times, Howard S. Levy and Junko Ohsawa, One Hundred Senryu Selections. 1979, So. Pasadena, CA, Langstaff Publications, Alan Pizzarelli, Senryu Magazine. 2001, River Willow. Although this book looks like a regular journal, it is the effort of Alan Pizzarelli only, done as a parody of haiku journals. Makoto Ueda, Light Verse from the Floating World: An Anthology of Premodern Japanese Senryu, Columbia University Press, 1999. cloth Michael Dylan Welch, ed. Fig Newtons: Senryu to Go, Press Here, 1993 (the first anthology of English-language ) External links 'A Brief Survey
Moore, English organist and composer 1943 – Ian Ogilvy, English-American actor, playwright, and author 1944 – Diane Dufresne, Canadian singer and painter 1944 – Jimmy Johnstone, Scottish footballer (d. 2006) 1944 – Red Robbins, American basketball player (d. 2009) 1945 – Richard Edwin Hills, English astronomer and academic 1945 – Ehud Olmert, Israeli lawyer and politician, 12th Prime Minister of Israel 1946 – Fran Brill, American actress, singer, and puppeteer 1946 – Robert Gascoyne-Cecil, 7th Marquess of Salisbury, English academic and politician, Leader of the House of Lords 1946 – Héctor Lavoe, Puerto Rican-American singer-songwriter (d. 1993) 1946 – Jochen Mass, German race car driver 1946 – Paul Sheahan, Australian cricketer and educator 1946 – Claude Vorilhon, French journalist, founded Raëlism 1947 – Marc Bolan, English singer-songwriter and guitarist (d. 1977) 1947 – Rula Lenska, English actress 1948 – Craig Kusick, American baseball player and coach (d. 2006) 1950 – Laura Esquivel, Mexican author and screenwriter 1950 – Victoria Tennant, English actress and dancer 1951 – John Lloyd, English screenwriter and producer 1951 – Barry Marshall, Australian physician and academic, Nobel Prize laureate 1951 – Simon White, English astrophysicist and academic 1952 – John Lombardo, American singer-songwriter and guitarist 1953 – Matt Abts, American drummer 1953 – Deborah Allen, American country music singer-songwriter, author, and actress 1954 – Basia, Polish singer-songwriter and record producer 1954 – Scott Fields, American guitarist and composer 1954 – Patrice Rushen, American singer-songwriter and producer 1955 – Andy Bechtolsheim, German engineer, co-founded Sun Microsystems 1955 – Frankie Kennedy, Northern Irish flute player (d. 1994) 1956 – Trevor Morgan, English footballer and manager 1957 – Fran Drescher, American actress, producer, and screenwriter 1958 – Marty Stuart, American singer-songwriter and guitarist 1959 – Ettore Messina, Italian basketball player and coach 1960 – Julia Adamson, Canadian-English keyboard player, composer, and producer 1960 – Nicola Griffith, English-American author 1960 – Miki Howard, American singer-songwriter, producer, and actress 1960 – Blanche Lincoln, American politician 1961 – Gary Coyne, Australian rugby league player 1961 – Eric Stoltz, American actor, director, and producer 1961 – Mel Stride, English politician 1961 – Eric van de Poele, Belgian race car driver 1963 – David Barbe, American bass player and producer 1964 – Trey Anastasio, American singer-songwriter, guitarist, and composer 1964 – Monica Bellucci, Italian actress and fashion model 1965 – Omid Djalili, English comedian, actor, and producer 1966 – Gary Armstrong, Scottish rugby player 1966 – Markus Burger, German pianist, composer, and educator 1967 – Emmanuelle Houdart, Swiss-French author and illustrator 1969 – Gintaras Einikis, Lithuanian basketball player 1969 – Chris von Erich, American wrestler (d. 1991) 1970 – Tony Hale, American actor and producer 1970 – Damian Mori, Australian footballer and manager 1971 – Jenna Elfman, American actress and producer 1972 – Jamal Anderson, American football player and sportscaster 1972 – Ari Behn, Danish-Norwegian author and playwright (d. 2019) 1972 – John Campbell, American bass player and songwriter 1972 – Mayumi Kojima, Japanese singer-songwriter 1972 – José Lima, Dominican-American baseball player (d. 2010) 1974 – Jeremy Giambi, American baseball player 1974 – Tom Greatrex, English politician 1974 – Ben Phillips, English cricketer 1974 – Daniel Wu, American–born Hong Kong actor, director, and producer 1975 – Jay Asher, American author 1975 – Marion Cotillard, French-American actress and singer 1975 – Carlos Guillén, Venezuelan baseball player 1975 – Laure Pequegnot, French skier 1975 – Christopher Jackson, American actor, singer, musician, and composer 1976 – Georgie Bingham, British radio and television presenter 1977 – Roy Carroll, Northern Irish goalkeeper and manager 1977 – Nick Curran, American singer-songwriter, guitarist, and producer (d. 2012) 1978 – Małgorzata Glinka-Mogentale, Polish female volleyball player 1979 – Cameron Bruce, Australian footballer and coach 1979 – Andy van der Meyde, Dutch footballer 1980 – Martina Hingis, Czechoslovakia-born Swiss tennis player 1980 – Milagros Sequera, Venezuelan tennis player 1981 – Cecelia Ahern, Irish author 1981 – Dominique Moceanu, American gymnast 1982 – Lacey Chabert, American actress 1982 – Ryane Clowe, Canadian ice hockey player. 1982 – Kieran Culkin, American actor. 1982 – Yan Stastny, Canadian ice hockey player 1982 – Dmytro Boyko, Ukrainian footballer 1983 – Boniek Forbes, Guinea-Bissau footballer 1983 – Andreea Răducan, Romanian gymnast 1984 – Georgios Eleftheriou, Greek footballer 1984 – T-Pain, American rapper, producer, and actor 1985 – Adam Cooney, Australian footballer 1985 – David Gower, Australian rugby league player 1985 – Téa Obreht, Serbian-American author 1985 – Cristian Rodríguez, Uruguayan footballer 1986 – Olivier Giroud, French footballer 1986 – Martin Guptill, New Zealand cricketer 1986 – Ben Lovett, Welsh musician and songwriter 1986 – Cristián Zapata, Colombian footballer 1987 – Aida Garifullina, Russian operatic soprano 1988 – Eglė Staišiūnaitė, Lithuanian hurdler 1989 – André Weis, German footballer 1991 – Thomas Röhler, German javelin thrower 1992 – Ezra Miller, American actor and singer 1994 – Aliya Mustafina, Russian gymnast 1996 – Jacob Host, Australian rugby league player 1997 – Yana Kudryavtseva, Russian gymnast 1997 – Max Verstappen, Dutch Formula One driver 1998 – Yui Imaizumi, Japanese tarento 1998 – Trevi Moran, American youtuber and singer 2002 – Maddie Ziegler, American dancer and actress 2002 – Levi Miller, Australian actor and model Deaths Pre-1600 420 – Jerome, Roman priest, theologian, and saint 653 – Honorius of Canterbury, Italian archbishop and saint 940 – Fan Yanguang, Chinese general 954 – Louis IV of France (b. 920) 1101 – Anselm IV, Italian archbishop 1246 – Yaroslav II of Vladimir (b. 1191) 1288 – Leszek II the Black, Polish prince, Duke of Łęczyca, Sieradz, Kraków, Sandomierz (b. 1241) 1440 – Reginald Grey, 3rd Baron Grey de Ruthyn, Welsh soldier and politician (b. 1362) 1487 – John Sutton, 1st Baron Dudley, English politician, Lord Lieutenant of Ireland (b. 1400) 1551 – Ōuchi Yoshitaka, Japanese daimyō (b. 1507) 1560 – Melchior Cano, Spanish theologian (b. 1525) 1572 – Francis Borgia, 4th Duke of Gandía, Spanish priest and saint, 3rd Superior General of the Society of Jesus (b. 1510) 1581 – Hubert Languet, French diplomat and reformer (b. 1518) 1601–1900 1626 – Nurhaci, Chinese emperor (b. 1559) 1628 – Fulke Greville, 1st Baron Brooke, English poet and politician, Chancellor of the Exchequer (b. 1554) 1770 – Thomas Robinson, 1st Baron Grantham, English politician and diplomat, Secretary of State for the Southern Department (b. 1695) 1770 – George Whitefield, English-American priest and theologian (b. 1714) 1865 – Samuel David Luzzatto, Italian poet and scholar (b. 1800) 1866 – Per Gustaf Svinhufvud af Qvalstad, Swedo-Finnish treasurer of Tavastia province, manor host, and paternal grandfather of President P. E. Svinhufvud (b. 1804) 1891 – Georges Ernest Boulanger, French general and politician, French Minister of War (b. 1837) 1897 – Thérèse of Lisieux, French nun and saint (b. 1873) 1901–present 1910 – Maurice Lévy, French mathematician and engineer (b. 1838) 1942 – Hans-Joachim Marseille, German captain and pilot (b. 1919) 1943 – Franz Oppenheimer, German-American sociologist and economist (b. 1864) 1946 – Takashi Sakai, Japanese general and politician, Governor of Hong Kong (b. 1887) 1955 – James Dean, American actor (b. 1931) 1959 – Henry Barwell, Australian politician, 28th Premier of South Australia (b. 1877) 1961 – Onésime Gagnon, Canadian scholar and politician, 20th Lieutenant Governor of Quebec (b. 1888) 1973 – Peter Pitseolak, Canadian photographer and author (b. 1902) 1974 – Carlos Prats, Chilean general and politician, Chilean Minister of Defense (b. 1915) 1977 – Mary Ford, American singer and guitarist (b. 1924) 1978 – Edgar Bergen, American actor and ventriloquist (b. 1903) 1985 – Charles Francis Richter, American seismologist and physicist (b. 1900) 1985 – Simone Signoret, French actress (b. 1921) 1986 – Nicholas Kaldor, Hungarian-British economist (b. 1908) 1987 – Alfred Bester, American author and screenwriter (b. 1913) 1988 – Al Holbert, American race car driver (b. 1946) 1989 – Virgil Thomson, American composer and critic (b. 1896) 1990 – Rob Moroso, American race car driver (b. 1968) 1990 – Alice Parizeau, Polish-Canadian journalist and author (b. 1930) 1990 – Patrick White, Australian novelist, poet, and playwright, Nobel Prize laureate (b. 1912) 1991 – Toma Zdravković, Serbian singer-songwriter (b. 1938) 1994 – André Michel Lwoff, French microbiologist and virologist, Nobel Prize laureate (b. 1902) 1998 – Marius Goring, English actor (b. 1912) 1998 – Dan Quisenberry, American baseball player and poet (b. 1953) 1998 – Robert Lewis Taylor, American soldier and author (b. 1912) 2002 – Göran Kropp, Swedish race car driver and mountaineer (b. 1966) 2002 – Hans-Peter Tschudi, Swiss lawyer and politician, 63rd President of the Swiss Confederation (b. 1913) 2003 – Yusuf Bey, American activist, founded Your Black Muslim Bakery (b. 1935) 2003 – Ronnie Dawson, American singer-songwriter and guitarist (b. 1939) 2003 – Robert Kardashian, American lawyer and businessman (b. 1944) 2004 – Gamini Fonseka, Sri Lankan actor, director, and politician (b. 1936) 2004 – Jacques Levy, American director and songwriter (b. 1935) 2004 – Michael Relph, English director, producer, and screenwriter (b. 1915) 2008 – J. B. Jeyaretnam, Singaporean lawyer and politician (b. 1926) 2010 – Stephen J. Cannell, American screenwriter and producer (b. 1941) 2011 – Anwar al-Awlaki, American-Yemeni terrorist (b. 1971) 2011 – Ralph M. Steinman, Canadian-American immunologist and biologist, Nobel Prize laureate (b. 1943) 2012 – Turhan Bey, Austrian actor and producer (b. 1922) 2012 – Barry Commoner, American biologist, academic, and politician (b. 1917) 2012 – Bobby Jaggers, American wrestler and engineer (b. 1948) 2012 – Clara Stanton Jones, American librarian (b. 1913) 2012 – Barbara Ann Scott, Canadian-American figure skater (b. 1928) 2012 – Boris Šprem, Croatian lawyer and politician, 8th Speaker of the Croatian Parliament (b. 1956) 2013 – Janet Powell, Australian educator and politician (b. 1942) 2014 – Molvi Iftikhar Hussain Ansari, Indian cleric and politician (b. 1940) 2014 – Martin Lewis Perl, American physicist and engineer, Nobel Prize laureate (b. 1927) 2015 – Guido Altarelli, Italian-Swiss physicist and academic (b. 1941) 2015 – Claude Dauphin, French businessman (b. 1951) 2015 – Göran Hägg, Swedish author and critic (b. 1947) 2017 – Monty Hall, American game show host (b. 1921) 2018 – Kim Larsen, Danish rock musician (b. 1945) 2018 – Geoffrey Hayes, British television presenter and actor (b. 1942) 2018 – Sonia Orbuch, Polish resistance fighter during the Second World War and Holocaust educator. (b. 1925) 2019 – Victoria Braithwaite, British research scientist who proved fish feel pain
baggage train. 1399 – Henry IV is proclaimed king of England. 1520 – Suleiman the Magnificent is proclaimed sultan of the Ottoman Empire. 1541 – Spanish conquistador Hernando de Soto and his forces enter Tula territory in present-day western Arkansas, encountering fierce resistance. 1551 – A coup by the military establishment of Japan's Ōuchi clan forces their lord to commit suicide, and their city is burned. 1601–1900 1744 – War of the Austrian Succession: France and Spain defeat Sardinia at the Battle of Madonna dell'Olmo, but soon have to withdraw from Sardinia anyway. 1791 – The first performance of Mozart's opera The Magic Flute takes place two months before his death. 1791 – France's National Constituent Assembly is dissolved, to be replaced the next day by the National Legislative Assembly. 1882 – Thomas Edison's first commercial hydroelectric power plant (later known as Appleton Edison Light Company) begins operation. 1888 – Jack the Ripper kills his third and fourth victims, Elizabeth Stride and Catherine Eddowes. 1901–present 1906 – The Royal Galician Academy, the Galician language's biggest linguistic authority, starts working in La Coruña, Spain. 1907 – The McKinley National Memorial, the final resting place of assassinated U.S. President William McKinley and his family, is dedicated in Canton, Ohio. 1909 – The Cunard Line's RMS Mauretania makes a record-breaking westbound crossing of the Atlantic, that will not be bettered for 20 years. 1915 – World War I: Radoje Ljutovac becomes the first soldier in history to shoot down an enemy aircraft with ground-to-air fire. 1935 – The Hoover Dam, astride the border between the U.S. states of Arizona and Nevada, is dedicated. 1938 – Britain, France, Germany and Italy sign the Munich Agreement, whereby Germany annexes the Sudetenland region of Czechoslovakia. 1938 – The League of Nations unanimously outlaws "intentional bombings of civilian populations". 1939 – World War II: General Władysław Sikorski becomes prime minister of the Polish government-in-exile. 1939 – NBC broadcasts the first televised American football game. 1941 – World War II: The Babi Yar massacre comes to an end. 1943 – The United States Merchant Marine Academy is dedicated by President Roosevelt. 1944 – The Germans commence a counter offensive to retake the Nijmegen salient, this having been captured by the allies during Operation Market Garden. 1945 – The Bourne End rail crash, in Hertfordshire, England, kills 43. 1947 – The 1947 World Series begins. It is the first to be televised, to include an African-American player, to exceed $2 million in receipts, to see a pinch-hit home run, and to have six umpires on the field. 1947 – Pakistan joins the United Nations. 1949 – The Berlin Airlift ends. 1954 – The U.S. Navy submarine is commissioned as the world's first nuclear-powered vessel. 1962 – James Meredith enters the University of Mississippi, defying racial segregation rules. 1966 – Bechuanaland declares its independence, and becomes the Republic of Botswana. 1968 – The Boeing 747 is rolled out and shown to the public for the first time. 1970 – Jordan makes a deal with the PFLP for the release of the remaining hostages from the Dawson's Field hijackings. 1975 – Malév Flight 240 crashes into the Mediterranean Sea while on approach to Beirut International Airport in Beirut, Lebanon, killing 60. 1978 – Finnair Flight 405 aircraft was hijacked by Aarno Lamminparras in Oulu, Finland. 1980 – Ethernet specifications are published by Xerox working with Intel and Digital Equipment Corporation. 1993 – The 6.2 Latur earthquake shakes Maharashtra, India with a maximum Mercalli intensity of VIII (Severe) killing 9,748 and injuring 30,000. 1999 – The Tokaimura nuclear accident causes the deaths of two technicians in Japan's second-worst nuclear accident. 2000 – Israeli-Palestinian conflict: Twelve-year-old Muhammad al-Durrah is shot and killed on the second day of the Second Intifada. 2005 – Controversial drawings of Muhammad are printed in a Danish newspaper. 2009 – The 7.6 Sumatra earthquake leaves 1,115 people dead. 2016 – Hurricane Matthew becomes a Category 5 hurricane, making it the strongest hurricane to form in the Caribbean Sea since 2007. 2016 – Two paintings with a combined value of $100 million are recovered after having been stolen from the Van Gogh Museum in 2002. Births Pre-1600 1207 – Rumi, Persian mystic and poet (d. 1273) 1227 – Pope Nicholas IV (d. 1292) 1530 – Girolamo Mercuriale, Italian philologist and physician (d. 1606) 1550 – Michael Maestlin, German astronomer and mathematician (d. 1631) 1601–1900 1622 – Johann Sebastiani, German composer (d. 1683) 1689 – Jacques Aubert, French violinist and composer (d. 1753) 1700 – Stanisław Konarski, Polish monk, poet, and playwright (d. 1773) 1710 – John Russell, 4th Duke of Bedford, English politician, Lord President of the Council (d. 1771) 1714 – Étienne Bonnot de Condillac, French epistemologist and philosopher (d. 1780) 1732 – Jacques Necker, Swiss-French politician, Prime Minister of France (d. 1804) 1743 – Christian Ehregott Weinlig, German cantor and composer (d. 1813) 1765 – José María Morelos, Mexican priest and general (d. 1815) 1800 – Decimus Burton, English architect, designed the Pharos Lighthouse (d. 1881) 1813 – John Rae, Scottish physician and explorer (d. 1893) 1814 – Lucinda Hinsdale Stone, American feminist, educator, and philanthropist (d. 1900) 1827 – Ellis H. Roberts, American journalist and politician, 20th Treasurer of the United States (d. 1918) 1832 – Ann Jarvis, American activist, co-founded Mother's Day (d. 1905) 1836 – Remigio Morales Bermúdez, Peruvian politician, 56th President of Peru (d. 1894) 1852 – Charles Villiers Stanford, Irish composer, conductor, and educator (d. 1924) 1861 – William Wrigley, Jr., American businessman, founded Wrigley Company (d. 1932) 1863 – Reinhard Scheer, German admiral (d. 1928) 1870 – Thomas W. Lamont, American banker and philanthropist (d. 1948) 1870 – Jean Baptiste Perrin, French-American physicist and chemist, Nobel Prize laureate (d. 1942) 1882 – Hans Geiger, German physicist and academic (d. 1945) 1883 – Bernhard Rust, German educator and politician (d. 1945) 1883 – Nora Stanton Blatch Barney, American civil engineer, architect, and suffragist (d. 1971) 1887 – Lil Dagover, Indonesian-German actress (d. 1980) 1893 – Lansdale Ghiselin Sasscer, American lieutenant, lawyer, and politician (d. 1964) 1895 – Lewis Milestone, Moldovan-American director, producer, and screenwriter (d. 1980) 1897 – Alfred Wintle, Russian-English soldier and politician (d. 1966) 1897 – Charlotte Wolff, German-English physician and psychotherapist (d. 1986) 1898 – Renée Adorée, French-American actress (d. 1933) 1898 – Princess Charlotte, Duchess of Valentinois (d. 1977) 1898 – Edgar Parin d'Aulaire, German-American author and illustrator (d. 1986) 1901–present 1901 – Thelma Terry, American bassist and bandleader (d. 1966) 1904 – Waldo Williams, Welsh poet and academic (d. 1971) 1905 – Nevill Francis Mott, English physicist and
doing this, he tries to break the boundary between "us" (the people watching on TV) and "them" (those before the camera) by becoming one of them (albeit for just a month). Living with Corruption, his latest documentary to be shown on CNN, describes the shocking reality of how corruption is spread across society both in Sierra Leone and Kenya, affecting mostly the poor. In 2010, Samura investigated attitudes to homosexuality in Africa in the Dispatches documentary Africa's Last Taboo, produced for Channel 4. Samura is also one of the directors of Insight News TV, an independent television production company in the UK focused on international current affairs programming. Samura attended the Methodist Boys High School
Award and a Peabody. Exodus from Africa shows the harrowing effort by the best of young African male blood to break through to Europe via death- and danger-ridden paths from Sierra Leone and Nigeria, via Mali, the Sahara desert, Algeria, and Morocco through the Strait of Gibraltar to Spain. In his recent two projects Living with Hunger and Living with Refugees (nominated for an Emmy award), he takes reality television to its extreme, becoming the central character in the films by living the lifestyle of an Ethiopian villager and Sudanese refugee respectively; in doing this, he tries to break the boundary between "us" (the people watching on TV) and "them" (those before the camera) by becoming one of them (albeit for just a month). Living with Corruption, his latest documentary to be shown on CNN, describes the shocking reality of how corruption is spread across society both in Sierra Leone and Kenya, affecting mostly the poor. In 2010, Samura investigated attitudes to homosexuality in Africa in the Dispatches documentary Africa's
pilot inexperience as probable causes of the crash. Wozniak did not immediately return to Apple after recovering from the airplane crash, seeing it as a good reason to leave. Infinite Loop characterized this time: "Coming out of the semi-coma had been like flipping a reset switch in Woz's brain. It was as if in his thirty-year old body he had regained the mind he'd had at eighteen before all the computer madness had begun. And when that happened, Woz found he had little interest in engineering or design. Rather, in an odd sort of way, he wanted to start over fresh." UC Berkeley and US Festivals Later in 1981, after recovering from the plane crash, Wozniak enrolled back at UC Berkeley to complete his degree. Because his name was well known at this point, he enrolled under the name Rocky Raccoon Clark, which is the name listed on his diploma, although he did not officially receive his degree in electrical engineering and computer science until 1987. In May 1982 and 1983, Wozniak, with help from professional concert promoter Bill Graham, founded the company Unuson, an abbreviation of "unite us in song", which sponsored two US Festivals, with "US" pronounced like the pronoun, not as initials. Initially intended to celebrate evolving technologies, the festivals ended up as a technology exposition and a rock festival as a combination of music, computers, television, and people. After losing several million dollars on the 1982 festival, Wozniak stated that unless the 1983 event turned a profit, he would end his involvement with rock festivals and get back to designing computers. Later that year, Wozniak returned to Apple product development, desiring no more of a role than that of an engineer and a motivational factor for the Apple workforce. Return to Apple product development In the mid-1980s he designed the Apple Desktop Bus, a proprietary bit-serial peripheral bus that became the basis of all Macintosh and NeXT computer models. Starting in the mid-1980s, as the Macintosh experienced slow but steady growth, Apple's corporate leadership, including Steve Jobs, increasingly disrespected its flagship cash cow Apple II seriesand Wozniak along with it. The Apple II divisionother than Wozniakwas not invited to the Macintosh introduction event, and Wozniak was seen kicking the dirt in the parking lot. Although Apple II products provided about 85% of Apple's sales in early 1985, the company's January 1985 annual meeting did not mention the Apple II division or its employees, a typical situation that frustrated Wozniak. Final departure from Apple workforce Even with the success he had helped to create at Apple, Wozniak believed that the company was hindering him from being who he wanted to be, and that it was "the bane of his existence". He enjoyed engineering, not management, and said that he missed "the fun of the early days". As other talented engineers joined the growing company, he no longer believed he was needed there, and by early 1985, Wozniak left Apple again, stating that the company had "been going in the wrong direction for the last five years". He then sold most of his stock. The Apple II platform financially carried the company well into the Macintosh era of the late 1980s; it was made semi-portable with the Apple IIc of 1984, was extended, with some input from Wozniak, by the 16-bit Apple IIGS of 1986, and was discontinued altogether when the Apple IIe was discontinued on November 15, 1993 (although the Apple IIe card, which allowed compatible Macintosh computers to run Apple II software and use certain Apple II peripherals, was produced until May 1995). Post-Apple career After his career at Apple, Wozniak founded CL 9 in 1985, which developed and brought the first programmable universal remote control to market in 1987, called the "CORE". Beyond engineering, Wozniak's second lifelong goal had always been to teach elementary school because of the important role teachers play in students' lives. Eventually, he did teach computer classes to children from the fifth through ninth grades, and teachers as well. Unuson continued to support this, funding additional teachers and equipment. In 2001, Wozniak founded Wheels of Zeus (WOZ) to create wireless GPS technology to "help everyday people find everyday things much more easily". In 2002, he joined the board of directors of Ripcord Networks, Inc., joining Apple alumni Ellen Hancock, Gil Amelio, Mike Connor, and Wheels of Zeus co-founder Alex Fielding in a new telecommunications venture. Later the same year he joined the board of directors of Danger, Inc., the maker of the Hip Top. In 2006, Wheels of Zeus was closed, and Wozniak founded Acquicor Technology, a holding company for acquiring technology companies and developing them, with Apple alumni Hancock and Amelio. From 2009 through 2014 he was chief scientist at Fusion-io. In 2014 he became chief scientist at Primary Data, which was founded by some former Fusion-io executives. Silicon Valley Comic Con (SVCC) is an annual pop culture and technology convention at the San Jose McEnery Convention Center in San Jose, California. The convention was co-founded by Wozniak and Rick White, with Trip Hunter as CEO. Wozniak announced the annual event in 2015 along with Marvel legend Stan Lee. In October 2017, Wozniak founded Woz U, an online educational technology service for independent students and employees. As of December 2018, Woz U was licensed as a school with the Arizona state board. Though permanently leaving Apple as an active employee in 1985, Wozniak chose to never remove himself from the official employee list, and continues to represent the company at events or in interviews. Today he receives a stipend from Apple for this role, estimated in 2006 to be per year. He is also an Apple shareholder. He maintained a friendly acquaintance with Steve Jobs until Jobs's death in October 2011. However, in 2006, Wozniak stated that he and Jobs were not as close as they used to be. In a 2013 interview, Wozniak said that the original Macintosh "failed" under Steve Jobs, and that it was not until Jobs left that it became a success. He called the Apple Lisa group the team that had kicked Jobs out, and that Jobs liked to call the Lisa group "idiots for making [the Lisa computer] too expensive". To compete with the Lisa, Jobs and his new team produced a cheaper computer, one that, according to Wozniak, was "weak", "lousy" and "still at a fairly high price". "He made it by cutting the RAM down, by forcing you to swap disks here and there", says Wozniak. He attributed the eventual success of the Macintosh to people like John Sculley "who worked to build a Macintosh market when the Apple II went away". At the end of 2020, Wozniak announced the launch of a new company helmed by him. Efforce is described as a marketplace for funding ecologically friendly projects. It used a WOZX cryptocurrency token for funding and blockchain to redistribute the profit to token holders and businesses engaged on the platform. In its first week trading, the WOZX cryptocurrency token increased 1,400%. In September 2021, it was reported that Wozniak was also starting a company alongside co-founder Alex Fielding named Privateer Space to address the problem of space debris. Patents Wozniak is listed as the sole inventor on the following Apple patents: US Patent No. 4,136,359: "Microcomputer for use with video display"—for which he was inducted into the National Inventors Hall of Fame. US Patent No. 4,210,959: "Controller for magnetic disc, recorder, or the like" US Patent No. 4,217,604: "Apparatus for digitally controlling PAL color display" US Patent No. 4,278,972: "Digitally-controlled color signal generation means for use with display" Philanthropy In 1990, Wozniak helped found the Electronic Frontier Foundation, providing some of the organization's initial funding and serving on its founding Board of Directors. He is the founding sponsor of the Tech Museum, Silicon Valley Ballet and Children's Discovery Museum of San Jose. Also since leaving Apple, Wozniak has provided all the money, and much onsite technical support, for the technology program in his local school district in Los Gatos. Un.U.Son. (Unite Us In Song), an organization Wozniak formed to organize the two US festivals, is now primarily tasked with supporting his educational and philanthropic projects. In 1986, Wozniak lent his name to the Stephen G. Wozniak Achievement Awards (popularly known as "Wozzie Awards"), which he presented to six Bay Area high school and college students for their innovative use of computers in the fields of business, art, and music. Wozniak is the subject of a student-made film production of his friend's (Joe Patane) nonprofit Dream Camp Foundation for high-level-need youth entitled Camp Woz: The Admirable Lunacy of Philanthropy. Honors and awards In 1979, Wozniak was awarded the ACM Grace Murray Hopper Award. In 1985, both he and Steve Jobs received the National Medal of Technology from US President Ronald Reagan. Later he donated funds to create the "Woz Lab" at the University of Colorado at Boulder. In 1998, he was named a Fellow of the Computer History Museum "for co-founding Apple Computer and inventing the Apple I personal computer." In September 2000, Wozniak was inducted into the National Inventors Hall of Fame, and in 2001 he was awarded the 7th Annual Heinz Award for Technology, the Economy and Employment. The American Humanist Association awarded him the Isaac Asimov Science Award in 2011. In 2004, Wozniak was given the 5th Annual Telluride Tech Festival Award of Technology. He was awarded the Global Award of the President of Armenia for Outstanding Contribution to Humanity Through IT in 2011. On February 17, 2014, in Los Angeles, Wozniak was awarded the 66th Hoover Medal from IEEE President & CEO J. Roberto de Marca. The award is presented to an engineer whose professional achievements and personal endeavors have advanced the well-being of humankind and is administered by a board representing five engineering organizations: The American Society of Mechanical Engineers; the American Society of Civil Engineers; the American Institute of Chemical Engineers; the American Institute of Mining, Metallurgical, and Petroleum Engineers; and Institute of Electrical and Electronics Engineers. The New York City Chapter of Young Presidents' Organization presented their 2014 Lifetime Achievement Award to Wozniak on October 16, 2014, at the American Museum of Natural History. In November 2014, Industry Week added Wozniak to the Manufacturing Hall of Fame. On June 19, 2015, Wozniak received the Legacy for Children Award from the Children's Discovery Museum of San Jose. The Legacy for Children Award honors an individual whose legacy has significantly benefited the learning and lives of children. The purpose of the Award is to focus Silicon Valley's attention on the needs of our children, encouraging us all to take responsibility for their well-being. Candidates are nominated by a committee of notable community members involved in children's education, health care, human and social services, and the arts. The city of San Jose named a street "Woz Way" in his honor. The street address of the Children's Discovery Museum of San Jose is 180 Woz Way. On June 20, 2015, The Cal Alumni Association (UC Berkeley's Alumni Association) presented Wozniak with the 2015 Alumnus of the Year Award. "We are honored to recognize Steve Wozniak with CAA's most esteemed award", said CAA President Cynthia So Schroeder '91. "His invaluable contributions to education and to UC Berkeley place him among Cal's most accomplished and respected alumni." In March 2016, High Point University announced that Wozniak will serve as their Innovator in Residence. Wozniak was High Point University's commencement speaker in 2013. Through this ongoing partnership, Wozniak will connect with High Point University students on a variety of topics and make campus-visits periodically. In March 2017, Wozniak was listed by UK-based company Richtopia at number 18 on its list of the 200 Most Influential Philanthropists and Social Entrepreneurs. Wozniak is the 2021 recipient of the IEEE Masaru Ibuka Consumer Electronics Award "for pioneering the design of consumer-friendly personal computers." Honorary degrees For his contributions to technology, Wozniak has been awarded a number of Honorary Doctor of Engineering degrees, which include the following: University of Colorado Boulder: 1989 North Carolina State University: 2004 Kettering University: 2005 Nova Southeastern University, Fort Lauderdale: 2005 ESPOL University in Ecuador: 2008 Michigan State University, in East Lansing 2011 Concordia University in Montreal, Canada: June 22, 2011 State Engineering University of Armenia: November 11, 2011 Santa Clara University: June 16, 2012 University Camilo José Cela in Madrid, Spain: November 8, 2013 In media Steve Wozniak has been mentioned, represented, or interviewed countless times in media from the founding of Apple to the present. Wired magazine described him as a person of "tolerant, ingenuous self-esteem" who interviews with "a nonstop, singsong voice". Documentaries Steve Jobs: The Man in the Machine (2015) Camp Woz: The Admirable Lunacy of Philanthropy a 2009 documentary Geeks On Board a 2007 documentary The Secret History of Hacking a 2001 documentary film featuring Wozniak and other phreakers and computer hackers. Triumph of the Nerds a 1996 PBS documentary series about the rise of the personal computer. Steve Wozniak's Formative Moment a March 15, 2016, original short feature film from Reddit Formative Moment Feature films 1999: Pirates of Silicon Valley a TNT film directed by Martyn Burke. Wozniak is portrayed by Joey Slotnick while Jobs is played by Noah Wyle. 2013: Jobs a film directed by Joshua Michael Stern. Wozniak is portrayed by Josh Gad, while Jobs is portrayed by Ashton Kutcher. 2015: Steve Jobs a feature film by Danny Boyle, with a screenplay written by Aaron Sorkin. Wozniak is portrayed by Seth Rogen, while Jobs is portrayed by Michael Fassbender. 2015: Steve Jobs vs. Bill Gates: The Competition to Control the Personal Computer, 1974–1999: Original film from the National Geographic Channel for the American Genius series. Television TechTV - The Screen Savers 2002-09-27 (Steve Wozniak and Kevin Mitnik a convicted hacker) Featuring an interview with Adrian Lamo https://www.youtube.com/watch?v=PMDI4-DNecw After seeing her stand-up performance in Saratoga, California, Wozniak began dating comedian Kathy Griffin. Together, they attended the 2007 Emmy Awards, and subsequently made many appearances on the fourth season of her show Kathy Griffin: My Life on the D-List. Wozniak is on the show as her date for the Producers Guild of America award show. However, on a June 19, 2008 appearance on The Howard Stern Show, Griffin confirmed that they were no longer dating and decided to remain friends. Wozniak portrays a parody of himself in the first episode of the television series Code Monkeys; he plays the owner of Gameavision before selling it to help fund his next enterprise. He later appears again in the 12th episode when he is in Las Vegas at the annual Video Game Convention and sees Dave and Jerry. He also appears in a parody of the "Get a Mac" ads featured in the final episode of Code Monkeys second season. Wozniak is also interviewed and featured in the documentary Hackers Wanted and on the BBC. Wozniak competed on Season 8 of Dancing with the Stars in 2009 where he danced with Karina Smirnoff. Though Wozniak and Smirnoff received 10 combined points from the three judges out of 30, the lowest score of the evening, he remained in the competition. He later posted on a social networking site that he believed that the vote count was not legitimate and suggested that the Dancing with the Stars judges had lied about the vote count to keep him on the show. After being briefed on the method of judging and vote counting, he retracted and apologized for his statements. Though suffering a pulled hamstring and a fracture in his foot, Wozniak continued to compete, but was eliminated from the competition on March 31, with a score of 12 out of 30 for an Argentine Tango. On September 30, 2010, he appeared as himself on The Big Bang Theory season 4 episode "The Cruciferous Vegetable Amplification". While dining in The Cheesecake Factory where Penny works, he is approached by Sheldon via telepresence on a Texai robot. Leonard tries to explain to Penny who Wozniak is, but she says she already knows him from Dancing with the Stars. On September 30, 2013, he appeared along with early Apple employees Daniel Kottke and Andy Hertzfeld on the television show John Wants
the Hip Top. In 2006, Wheels of Zeus was closed, and Wozniak founded Acquicor Technology, a holding company for acquiring technology companies and developing them, with Apple alumni Hancock and Amelio. From 2009 through 2014 he was chief scientist at Fusion-io. In 2014 he became chief scientist at Primary Data, which was founded by some former Fusion-io executives. Silicon Valley Comic Con (SVCC) is an annual pop culture and technology convention at the San Jose McEnery Convention Center in San Jose, California. The convention was co-founded by Wozniak and Rick White, with Trip Hunter as CEO. Wozniak announced the annual event in 2015 along with Marvel legend Stan Lee. In October 2017, Wozniak founded Woz U, an online educational technology service for independent students and employees. As of December 2018, Woz U was licensed as a school with the Arizona state board. Though permanently leaving Apple as an active employee in 1985, Wozniak chose to never remove himself from the official employee list, and continues to represent the company at events or in interviews. Today he receives a stipend from Apple for this role, estimated in 2006 to be per year. He is also an Apple shareholder. He maintained a friendly acquaintance with Steve Jobs until Jobs's death in October 2011. However, in 2006, Wozniak stated that he and Jobs were not as close as they used to be. In a 2013 interview, Wozniak said that the original Macintosh "failed" under Steve Jobs, and that it was not until Jobs left that it became a success. He called the Apple Lisa group the team that had kicked Jobs out, and that Jobs liked to call the Lisa group "idiots for making [the Lisa computer] too expensive". To compete with the Lisa, Jobs and his new team produced a cheaper computer, one that, according to Wozniak, was "weak", "lousy" and "still at a fairly high price". "He made it by cutting the RAM down, by forcing you to swap disks here and there", says Wozniak. He attributed the eventual success of the Macintosh to people like John Sculley "who worked to build a Macintosh market when the Apple II went away". At the end of 2020, Wozniak announced the launch of a new company helmed by him. Efforce is described as a marketplace for funding ecologically friendly projects. It used a WOZX cryptocurrency token for funding and blockchain to redistribute the profit to token holders and businesses engaged on the platform. In its first week trading, the WOZX cryptocurrency token increased 1,400%. In September 2021, it was reported that Wozniak was also starting a company alongside co-founder Alex Fielding named Privateer Space to address the problem of space debris. Patents Wozniak is listed as the sole inventor on the following Apple patents: US Patent No. 4,136,359: "Microcomputer for use with video display"—for which he was inducted into the National Inventors Hall of Fame. US Patent No. 4,210,959: "Controller for magnetic disc, recorder, or the like" US Patent No. 4,217,604: "Apparatus for digitally controlling PAL color display" US Patent No. 4,278,972: "Digitally-controlled color signal generation means for use with display" Philanthropy In 1990, Wozniak helped found the Electronic Frontier Foundation, providing some of the organization's initial funding and serving on its founding Board of Directors. He is the founding sponsor of the Tech Museum, Silicon Valley Ballet and Children's Discovery Museum of San Jose. Also since leaving Apple, Wozniak has provided all the money, and much onsite technical support, for the technology program in his local school district in Los Gatos. Un.U.Son. (Unite Us In Song), an organization Wozniak formed to organize the two US festivals, is now primarily tasked with supporting his educational and philanthropic projects. In 1986, Wozniak lent his name to the Stephen G. Wozniak Achievement Awards (popularly known as "Wozzie Awards"), which he presented to six Bay Area high school and college students for their innovative use of computers in the fields of business, art, and music. Wozniak is the subject of a student-made film production of his friend's (Joe Patane) nonprofit Dream Camp Foundation for high-level-need youth entitled Camp Woz: The Admirable Lunacy of Philanthropy. Honors and awards In 1979, Wozniak was awarded the ACM Grace Murray Hopper Award. In 1985, both he and Steve Jobs received the National Medal of Technology from US President Ronald Reagan. Later he donated funds to create the "Woz Lab" at the University of Colorado at Boulder. In 1998, he was named a Fellow of the Computer History Museum "for co-founding Apple Computer and inventing the Apple I personal computer." In September 2000, Wozniak was inducted into the National Inventors Hall of Fame, and in 2001 he was awarded the 7th Annual Heinz Award for Technology, the Economy and Employment. The American Humanist Association awarded him the Isaac Asimov Science Award in 2011. In 2004, Wozniak was given the 5th Annual Telluride Tech Festival Award of Technology. He was awarded the Global Award of the President of Armenia for Outstanding Contribution to Humanity Through IT in 2011. On February 17, 2014, in Los Angeles, Wozniak was awarded the 66th Hoover Medal from IEEE President & CEO J. Roberto de Marca. The award is presented to an engineer whose professional achievements and personal endeavors have advanced the well-being of humankind and is administered by a board representing five engineering organizations: The American Society of Mechanical Engineers; the American Society of Civil Engineers; the American Institute of Chemical Engineers; the American Institute of Mining, Metallurgical, and Petroleum Engineers; and Institute of Electrical and Electronics Engineers. The New York City Chapter of Young Presidents' Organization presented their 2014 Lifetime Achievement Award to Wozniak on October 16, 2014, at the American Museum of Natural History. In November 2014, Industry Week added Wozniak to the Manufacturing Hall of Fame. On June 19, 2015, Wozniak received the Legacy for Children Award from the Children's Discovery Museum of San Jose. The Legacy for Children Award honors an individual whose legacy has significantly benefited the learning and lives of children. The purpose of the Award is to focus Silicon Valley's attention on the needs of our children, encouraging us all to take responsibility for their well-being. Candidates are nominated by a committee of notable community members involved in children's education, health care, human and social services, and the arts. The city of San Jose named a street "Woz Way" in his honor. The street address of the Children's Discovery Museum of San Jose is 180 Woz Way. On June 20, 2015, The Cal Alumni Association (UC Berkeley's Alumni Association) presented Wozniak with the 2015 Alumnus of the Year Award. "We are honored to recognize Steve Wozniak with CAA's most esteemed award", said CAA President Cynthia So Schroeder '91. "His invaluable contributions to education and to UC Berkeley place him among Cal's most accomplished and respected alumni." In March 2016, High Point University announced that Wozniak will serve as their Innovator in Residence. Wozniak was High Point University's commencement speaker in 2013. Through this ongoing partnership, Wozniak will connect with High Point University students on a variety of topics and make campus-visits periodically. In March 2017, Wozniak was listed by UK-based company Richtopia at number 18 on its list of the 200 Most Influential Philanthropists and Social Entrepreneurs. Wozniak is the 2021 recipient of the IEEE Masaru Ibuka Consumer Electronics Award "for pioneering the design of consumer-friendly personal computers." Honorary degrees For his contributions to technology, Wozniak has been awarded a number of Honorary Doctor of Engineering degrees, which include the following: University of Colorado Boulder: 1989 North Carolina State University: 2004 Kettering University: 2005 Nova Southeastern University, Fort Lauderdale: 2005 ESPOL University in Ecuador: 2008 Michigan State University, in East Lansing 2011 Concordia University in Montreal, Canada: June 22, 2011 State Engineering University of Armenia: November 11, 2011 Santa Clara University: June 16, 2012 University Camilo José Cela in Madrid, Spain: November 8, 2013 In media Steve Wozniak has been mentioned, represented, or interviewed countless times in media from the founding of Apple to the present. Wired magazine described him as a person of "tolerant, ingenuous self-esteem" who interviews with "a nonstop, singsong voice". Documentaries Steve Jobs: The Man in the Machine (2015) Camp Woz: The Admirable Lunacy of Philanthropy a 2009 documentary Geeks On Board a 2007 documentary The Secret History of Hacking a 2001 documentary film featuring Wozniak and other phreakers and computer hackers. Triumph of the Nerds a 1996 PBS documentary series about the rise of the personal computer. Steve Wozniak's Formative Moment a March 15, 2016, original short feature film from Reddit Formative Moment Feature films 1999: Pirates of Silicon Valley a TNT film directed by Martyn Burke. Wozniak is portrayed by Joey Slotnick while Jobs is played by Noah Wyle. 2013: Jobs a film directed by Joshua Michael Stern. Wozniak is portrayed by Josh Gad, while Jobs is portrayed by Ashton Kutcher. 2015: Steve Jobs a feature film by Danny Boyle, with a screenplay written by Aaron Sorkin. Wozniak is portrayed by Seth Rogen, while Jobs is portrayed by Michael Fassbender. 2015: Steve Jobs vs. Bill Gates: The Competition to Control the Personal Computer, 1974–1999: Original film from the National Geographic Channel for the American Genius series. Television TechTV - The Screen Savers 2002-09-27 (Steve Wozniak and Kevin Mitnik a convicted hacker) Featuring an interview with Adrian Lamo https://www.youtube.com/watch?v=PMDI4-DNecw After seeing her stand-up performance in Saratoga, California, Wozniak began dating comedian Kathy Griffin. Together, they attended the 2007 Emmy Awards, and subsequently made many appearances on the fourth season of her show Kathy Griffin: My Life on the D-List. Wozniak is on the show as her date for the Producers Guild of America award show. However, on a June 19, 2008 appearance on The Howard Stern Show, Griffin confirmed that they were no longer dating and decided to remain friends. Wozniak portrays a parody of himself in the first episode of the television series Code Monkeys; he plays the owner of Gameavision before selling it to help fund his next enterprise. He later appears again in the 12th episode when he is in Las Vegas at the annual Video Game Convention and sees Dave and Jerry. He also appears in a parody of the "Get a Mac" ads featured in the final episode of Code Monkeys second season. Wozniak is also interviewed and featured in the documentary Hackers Wanted and on the BBC. Wozniak competed on Season 8 of Dancing with the Stars in 2009 where he danced with Karina Smirnoff. Though Wozniak and Smirnoff received 10 combined points from the three judges out of 30, the lowest score of the evening, he remained in the competition. He later posted on a social networking site that he believed that the vote count was not legitimate and suggested that the Dancing with the Stars judges had lied about the vote count to keep him on the show. After being briefed on the method of judging and vote counting, he retracted and apologized for his statements. Though suffering a pulled hamstring and a fracture in his foot, Wozniak continued to compete, but was eliminated from the competition on March 31, with a score of 12 out of 30 for an Argentine Tango. On September 30, 2010, he appeared as himself on The Big Bang Theory season 4 episode "The Cruciferous Vegetable Amplification". While dining in The Cheesecake Factory where Penny works, he is approached by Sheldon via telepresence on a Texai robot. Leonard tries to explain to Penny who Wozniak is, but she says she already knows him from Dancing with the Stars. On September 30, 2013, he appeared along with early Apple employees Daniel Kottke and Andy Hertzfeld on the television show John Wants Answers to discuss the movie Jobs. In April 2021, Wozniak became a panelist for the new TV series Unicorn Hunters, a business investment show from the makers of the series The Masked Singer. Views on artificial superintelligence In March 2015, Wozniak stated that while he had originally dismissed Ray Kurzweil's opinion that machine intelligence would outpace human intelligence within several decades, Wozniak had changed his mind: Wozniak stated that he had started to identify a contradictory sense of foreboding about artificial intelligence, while still supporting the advance of technology. By June 2015, Wozniak changed his mind again, stating that a superintelligence takeover would be good for humans: In 2016, Wozniak changed his mind again, stating that he no longer worried about the possibility of superintelligence emerging because he is skeptical that computers will be able to compete with human "intuition": "A computer could figure out a logical endpoint decision, but that's not the way intelligence works in humans". Wozniak added that if computers do become superintelligent, "they're going to be partners of humans over all other species just forever". Personal life Wozniak lives in Los Gatos, California. He applied for Australian citizenship in 2012, and has stated that he would like to live in Melbourne, Australia in the future. Wozniak has been referred to frequently by the nickname "Woz", or "The Woz"; he has also been called "The Wonderful Wizard of Woz" and "The Second Steve" (in regard to his early business partner and longtime friend, Steve Jobs). "WoZ" (short for "Wheels of Zeus") is the name of a company Wozniak founded in 2002; it closed in 2006. Wozniak describes his impetus for joining the Freemasons in 1979 as being able to spend more time with his then-wife, Alice Robertson, who belonged to the Order of the Eastern Star, associated with the Masons. Wozniak has said that he quickly rose to a third degree Freemason because, whatever he does, he tries to do well. He was initiated in 1979 at Charity Lodge No. 362 in Campbell, California, now part of Mt. Moriah Lodge No. 292 in Los Gatos. Today he is no longer involved: "I did become a Freemason and know what it's about but it doesn't really fit my tech/geek personality. Still, I can be polite to others from other walks of life. After our divorce was filed I never attended again but I did contribute enough for a lifetime membership." Wozniak was married to slalom canoe gold-medalist Candice Clark from June 1981 to 1987. They have three children together, the youngest being born after their divorce was finalized. After a high-profile relationship with actress Kathy Griffin, who described him on Tom Green's House Tonight in 2008 as "the biggest techno-nerd in the Universe", Wozniak married Janet Hill, his current spouse. On his religious views, Wozniak has called himself an "atheist or agnostic". He is a member of a Segway Polo team, the Silicon Valley Aftershocks, and is considered a "super fan" of the NHL ice hockey team San Jose Sharks. In 2006, he co-authored with Gina Smith his autobiography, iWoz: From Computer Geek
Italian Saxons were allowed to settle with their families in Austrasia. Gathering their families and belongings in Italy, they returned to Provence in two groups in 573. One group proceeded by way of Nice and another via Embrun, joining up at Avignon. They plundered the territory and were as a consequence stopped from crossing the Rhône by Mummolus. They were forced to pay compensation for what they had robbed before they could enter Austrasia. These people are known only by documents, and their settlement cannot be compared to the archeological artifacts and remains that attest to Saxon settlements in northern and western Gaul. Gaul A Saxon king named Eadwacer conquered Angers in 463 only to be dislodged by Childeric I and the Salian Franks, allies of the Roman Empire. It is possible that Saxon settlement of Great Britain began only in response to expanding Frankish control of the Channel coast. Some Saxons already lived along the Saxon shore of Gaul as Roman foederati. They can be traced in documents, but also in archeology and in toponymy. The Notitia Dignitatum mentions the Tribunus cohortis primae novae Armoricanae, Grannona in litore Saxonico. The location of Grannona is uncertain and was identified by the historians and toponymists at different places: mainly with the town known today as Granville (in Normandy) or nearby. The Notitia Dignitatum does not explain where these "Roman" soldiers came from. Some toponymists have proposed Graignes (Grania 1109–1113) as the location for Grannona/Grannonum. Although some scholars believe it could be the same element *gran, that is recognised in Guernsey (Greneroi 11th century), it most likely derives from the Gaulish god Grannos. This location is closer to Bayeux, where Gregory of Tours evokes otherwise the Saxones Bajocassini (Bessin Saxons), which were ineffective against the Breton Waroch II in 579. A Saxon unit of laeti settled at Bayeuxthe Saxones Baiocassenses. These Saxons became subjects of Clovis I late in the fifth century. The Saxons of Bayeux comprised a standing army and were often called upon to serve alongside the local levy of their region in Merovingian military campaigns. In 589, the Saxons wore their hair in the Breton fashion at the orders of Fredegund and fought with them as allies against Guntram. Beginning in 626, the Saxons of the Bessin were used by Dagobert I for his campaigns against the Basques. One of their own, Aeghyna, was created a dux over the region of Vasconia. In 843 and 846 under king Charles the Bald, other official documents mention a pagus called Otlinga Saxonia in the Bessin region, but the meaning of Otlinga is unclear. Different Bessin toponyms were identified as typically Saxon, ex : Cottun (Coltun 1035–1037 ; Colas "town"). It is the only place name in Normandy that can be interpreted as a -tun one (English -ton; cf. Colton). In contrast to this one example in Normandy are numerous -thun villages in the north of France, in Boulonnais, for example Alincthun, Verlincthun, and Pelingthun, showing, with other toponyms, an important Saxon or Anglo-Saxon settlement. Comparing the concentration of -ham/-hem (Anglo-Saxon hām > home) toponyms in the Bessin and in the Boulonnais gives more examples of Saxon settlement. In the area known today as Normandy, the -ham cases of Bessin are uniquethey do not exist elsewhere. Other cases were considered, but there is no determining example. For example, Canehan (Kenehan 1030/Canaan 1030–1035) could be the biblical name Canaan or Airan (Heidram 9th century), the Germanic masculine name Hairammus. The Bessin examples are clear; for example, Ouistreham (Oistreham 1086), Étréham (Oesterham 1350 ?), Huppain (*Hubbehain ; Hubbas "home"), and Surrain (Surrehain 11thcentury). Another significant example can be found in the Norman onomastics: the widespread surname Lecesne, with variant spellings: LeCesne, Lesène, Lecène, and Cesne. It comes from Gallo-Romance *SAXINU "the Saxon", which is saisne in Old French. These examples are not derived from more recent Anglo-Scandinavian toponyms, because in that case they would have been numerous in the Norman regions (pays deCaux, Basse-Seine, North-Cotentin) settled by Germanic peoples. That is not the case, nor does Bessin belong to the pagii, which were affected by an important wave of Anglo-Scandinavian immigration. In addition, archaeological finds add evidence to the documents and the results of toponymic research. Around the city of Caen and in the Bessin (Vierville-sur-Mer, Bénouville, Giverville, Hérouvillette), excavations have yielded numerous examples of Anglo-Saxon jewellery, design elements, settings, and weapons. All of these things were discovered in cemeteries in a context of the fifth, sixth and seventh centuries AD. The oldest and most spectacular Saxon site found in France to date is Vron, in Picardy. There, archaeologists excavated a large cemetery with tombs dating from the Roman Empire until the sixth century. Furniture and other grave goods, as well as the human remains, revealed a group of people buried in the fourth and fifth centuries AD. Physically different from the usual local inhabitants found before this period, they instead resembled the Germanic populations of the north. Starting around 375 AD the burials are located in the region known in Roman times as the Saxon Shores. 92% of these burials were inhumations, and sometimes included weapons of typical Germanic type. Starting from around 440 AD the burial ground displaced eastward. The burials were now arranged in rows and displayed a strong Anglo-Saxon influence until around 520 AD, when this influence subsided. Archaeological material, neighbouring toponymy, and historical accounts support the conclusion of settlement of Saxon foederati with their families on the shores of the English Channel. Further anthropological research by Joël Blondiaux shows these people were from Lower Saxony. Saxons in Britain Saxons, along with Angles, Frisians and Jutes, invaded or migrated to the island of Great Britain (Britannia) around the time of the collapse of the Western Roman Empire. Saxon raiders had been harassing the eastern and southern shores of Britannia for centuries before, prompting the construction of a string of coastal forts called the Litora Saxonica or Saxon Shore. Before the end of Roman rule in Britannia, many Saxons and other folk had been permitted to settle in these areas as farmers. According to tradition, the Saxons (and other tribes) first entered Britain en masse as part of an agreement to protect the Britons from the incursions of the Picts, Gaels and others. The story, as reported in such sources as the Historia Brittonum and Gildas, indicates that the British king Vortigern allowed the Germanic warlords, later named as Hengist and Horsa by Bede, to settle their people on the Isle of Thanet in exchange for their service as mercenaries. According to Bede, Hengist manipulated Vortigern into granting more land and allowing for more settlers to come in, paving the way for the Germanic settlement of Britain. Historians are divided about what followed: some argue that the takeover of southern Great Britain by the Anglo-Saxons was peaceful. The known account from a native Briton who lived in the mid-5th century AD, Gildas, described events as a forced takeover by armed attack: Gildas described how the Saxons were later slaughtered at the battle of Mons Badonicus 44 years before he wrote his history, and their conquest of Britain halted. The eighth-century English historian Bede tells how their advance resumed thereafter. He said this resulted in a swift overrunning of the entirety of South-Eastern Britain, and the foundation of the Anglo-Saxon kingdoms. Four separate Saxon realms emerged: East Saxons: created the Kingdom of Essex. Middle Saxons: created the province of Middlesex South Saxons: led by Aelle, created the Kingdom of Sussex West Saxons: created the Kingdom of Wessex During the period of the reigns from Egbert to Alfred the Great, the kings of Wessex emerged as Bretwalda, unifying the country. They eventually organised it as the kingdom of England in the face of Viking invasions. Later Saxons in Germany The Continental Saxons living in what was known as Old Saxony (c. 531–804) appear to have become consolidated by the end of the eighth century. After subjugation by the Emperor Charlemagne, a political entity called the Duchy of Saxony (804-1296) appeared, covering Westphalia, Eastphalia, Angria and Nordalbingia (Holstein, southern part of
cemeteries in a context of the fifth, sixth and seventh centuries AD. The oldest and most spectacular Saxon site found in France to date is Vron, in Picardy. There, archaeologists excavated a large cemetery with tombs dating from the Roman Empire until the sixth century. Furniture and other grave goods, as well as the human remains, revealed a group of people buried in the fourth and fifth centuries AD. Physically different from the usual local inhabitants found before this period, they instead resembled the Germanic populations of the north. Starting around 375 AD the burials are located in the region known in Roman times as the Saxon Shores. 92% of these burials were inhumations, and sometimes included weapons of typical Germanic type. Starting from around 440 AD the burial ground displaced eastward. The burials were now arranged in rows and displayed a strong Anglo-Saxon influence until around 520 AD, when this influence subsided. Archaeological material, neighbouring toponymy, and historical accounts support the conclusion of settlement of Saxon foederati with their families on the shores of the English Channel. Further anthropological research by Joël Blondiaux shows these people were from Lower Saxony. Saxons in Britain Saxons, along with Angles, Frisians and Jutes, invaded or migrated to the island of Great Britain (Britannia) around the time of the collapse of the Western Roman Empire. Saxon raiders had been harassing the eastern and southern shores of Britannia for centuries before, prompting the construction of a string of coastal forts called the Litora Saxonica or Saxon Shore. Before the end of Roman rule in Britannia, many Saxons and other folk had been permitted to settle in these areas as farmers. According to tradition, the Saxons (and other tribes) first entered Britain en masse as part of an agreement to protect the Britons from the incursions of the Picts, Gaels and others. The story, as reported in such sources as the Historia Brittonum and Gildas, indicates that the British king Vortigern allowed the Germanic warlords, later named as Hengist and Horsa by Bede, to settle their people on the Isle of Thanet in exchange for their service as mercenaries. According to Bede, Hengist manipulated Vortigern into granting more land and allowing for more settlers to come in, paving the way for the Germanic settlement of Britain. Historians are divided about what followed: some argue that the takeover of southern Great Britain by the Anglo-Saxons was peaceful. The known account from a native Briton who lived in the mid-5th century AD, Gildas, described events as a forced takeover by armed attack: Gildas described how the Saxons were later slaughtered at the battle of Mons Badonicus 44 years before he wrote his history, and their conquest of Britain halted. The eighth-century English historian Bede tells how their advance resumed thereafter. He said this resulted in a swift overrunning of the entirety of South-Eastern Britain, and the foundation of the Anglo-Saxon kingdoms. Four separate Saxon realms emerged: East Saxons: created the Kingdom of Essex. Middle Saxons: created the province of Middlesex South Saxons: led by Aelle, created the Kingdom of Sussex West Saxons: created the Kingdom of Wessex During the period of the reigns from Egbert to Alfred the Great, the kings of Wessex emerged as Bretwalda, unifying the country. They eventually organised it as the kingdom of England in the face of Viking invasions. Later Saxons in Germany The Continental Saxons living in what was known as Old Saxony (c. 531–804) appear to have become consolidated by the end of the eighth century. After subjugation by the Emperor Charlemagne, a political entity called the Duchy of Saxony (804-1296) appeared, covering Westphalia, Eastphalia, Angria and Nordalbingia (Holstein, southern part of modern-day Schleswig-Holstein state). The Saxons long resisted becoming Christians and being incorporated into the orbit of the Frankish kingdom. In 776 the Saxons promised to convert to Christianity and vow loyalty to the king, but, during Charlemagne's campaign in Hispania (778), the Saxons advanced to Deutz on the Rhine and plundered along the river. This was an oft-repeated pattern when Charlemagne was distracted by other matters. They were conquered by Charlemagne in a long series of annual campaigns, the Saxon Wars (772804). With defeat came enforced baptism and conversion as well as the union of the Saxons with the rest of the Germanic, Frankish empire. Their sacred tree or pillar, a symbol of Irminsul, was destroyed. Charlemagne also deported 10,000 Nordalbingian Saxons to Neustria and gave their now largely vacant lands in Wagria (approximately modern Plön and Ostholstein districts) to the loyal king of the Abotrites. Einhard, Charlemagne's biographer, says on the closing of this grand conflict: The war that had lasted so many years was at length ended by their acceding to the terms offered by the king; which were renunciation of their national religious customs and the worship of devils, acceptance of the sacraments of the Christian faith and religion, and union with the Franks to form one people. Under Carolingian rule, the Saxons were reduced to tributary status. There is evidence that the Saxons, as well as Slavic tributaries such as the Abodrites and the Wends, often provided troops to their Carolingian overlords. The dukes of Saxony became kings (Henry I, the Fowler, 919) and later the first emperors (Henry's son, Otto I, the Great) of Germany during the tenth century, but they lost this position in 1024. The duchy was divided in 1180 when Duke Henry the Lion refused to follow his cousin, Emperor Frederick Barbarossa, into war in Lombardy. During the High Middle Ages, under the Salian emperors and, later, under the Teutonic Knights, German settlers moved east of the Saale into the area of a western Slavic tribe, the Sorbs. The Sorbs were gradually Germanised. This region subsequently acquired the name Saxony through political circumstances, though it was initially called the March of Meissen. The rulers of Meissen acquired control of the Duchy of Saxony (only a remnant of the previous Duchy) in 1423; they eventually applied the name Saxony to the whole of their kingdom. Since then, this part of eastern Germany has been referred to as Saxony (), a source of some misunderstanding about the original homeland of the Saxons, with a central part in the present-day German state of Lower Saxony (). Culture Social structure Bede, a Northumbrian writing around the year 730, remarks that "the old (that is, the continental) Saxons have no king, but they are governed by several ealdormen (or satrapa) who, during war, cast lots for leadership but who, in time of peace, are equal in power." The regnum Saxonum was divided into three provinces – Westphalia, Eastphalia and Angria – which comprised about one hundred pagi or Gaue. Each Gau had its own satrap with enough military power to level whole villages that opposed him. In the mid-9th century, Nithard first described the social structure of the Saxons beneath their leaders. The caste structure was rigid; in the Saxon language the three castes, excluding slaves, were called the edhilingui (related to the term aetheling), frilingi and lazzi. These terms were subsequently Latinised as nobiles or nobiliores; ingenui, ingenuiles or liberi; and liberti, liti or serviles. According to very early traditions that are presumed to contain a good deal of historical truth, the edhilingui were the descendants of the Saxons who led the tribe out of Holstein and during the migrations of the sixth century. They were a conquering warrior elite. The frilingi represented the descendants of the amicii, auxiliarii and manumissi of that caste. The lazzi represented the descendants of the original inhabitants of the conquered territories, who were forced to make oaths of submission and pay tribute to the edhilingui. The Lex Saxonum regulated the Saxons' unusual society. Intermarriage between the castes was forbidden by the Lex, and wergilds were set based upon caste membership. The edhilingui were worth 1,440 solidi, or about 700 head of cattle, the highest wergild on the continent; the price of a bride was also very high. This was six times as much as that of the frilingi and eight times as much as the lazzi. The gulf between noble and ignoble was very large, but the difference between a freeman and an indentured labourer was small. According to the Vita Lebuini antiqua, an important source for early Saxon history, the Saxons held an annual council at Marklo (Westphalia) where they "confirmed their laws, gave judgment on outstanding cases, and determined by common counsel whether they would go to war or be in peace that year." All three castes participated in the general council; twelve representatives from each caste were sent from each Gau. In 782, Charlemagne abolished the system of Gaue and replaced it with the Grafschaftsverfassung, the system of counties typical of Francia. By prohibiting the Marklo councils, Charlemagne pushed the frilingi and lazzi out of political power. The old Saxon system of Abgabengrundherrschaft, lordship based on dues and taxes, was replaced by a form of feudalism based on service and labour, personal relationships and oaths. Religion Germanic Religion Saxon religious practices were closely related to their political practices. The annual councils of the entire tribe began with invocations of the gods. The procedure by which dukes were elected in wartime, by drawing lots, is presumed to have had religious significance, i.e. in giving trust to divine providenceit seemsto guide the random decision making. There were also sacred rituals and objects, such as the pillars called Irminsul; these were believed to connect heaven and earth, as with other examples of trees or ladders to heaven in numerous religions. Charlemagne had one such pillar chopped down in 772 close to the Eresburg stronghold. Early Saxon religious practices in Britain can be gleaned from place names and the Germanic calendar in use at that time. The Germanic gods Woden, Frigg, Tiw and Thunor, who are attested to in every Germanic tradition, were worshipped in Wessex, Sussex and Essex. They are the only ones directly attested to, though the names of the third and fourth months (March and April) of the Old English calendar bear the names Hrethmonath and Eosturmonath, meaning "month of Hretha" and "month of Ēostre." It is presumed that these are the names of two goddesses who were worshipped around that season. The Saxons offered cakes to their gods in February (Solmonath). There was a religious festival associated with the harvest, Halegmonath ("holy month" or "month of offerings", September). The Saxon calendar began on 25 December, and the months of December and January were called Yule (or Giuli). They contained a Modra niht or "night of the mothers", another religious festival of unknown content. The Saxon freemen and servile class remained faithful to their original beliefs long after their nominal conversion to Christianity. Nursing a hatred of the upper class, which, with Frankish assistance, had marginalised them from political power, the lower classes (the plebeium vulgus or cives) were a problem for Christian authorities as late as 836. The Translatio S.Liborii remarks on their obstinacy in pagan ritus et superstitio (usage and superstition). Christianity The conversion of the Saxons in England from their original Germanic religion to Christianity occurred in the early to late seventh century under the influence of the already converted Jutes of Kent. In the 630s, Birinus became the "apostle to the West Saxons" and converted Wessex, whose first Christian king was Cynegils. The West Saxons begin to emerge from obscurity only with their conversion to Christianity and keeping written records. The Gewisse, a West Saxon people, were especially resistant to Christianity; Birinus exercised more efforts against them and ultimately succeeded in conversion. In Wessex, a bishopric was founded at Dorchester. The South Saxons were first evangelised extensively under Anglian influence; Aethelwalh of Sussex was converted by Wulfhere, King of Mercia and allowed Wilfrid, Bishop of York, to evangelise his people beginning in 681. The chief South Saxon bishopric was that of Selsey. The East Saxons were more pagan than the southern or western Saxons; their territory had a superabundance of pagan sites. Their king, Saeberht, was converted early and a diocese was established at London. Its first bishop, Mellitus, was expelled by Saeberht's heirs. The conversion of the East Saxons was completed under Cedd in the 650s and 660s. The continental Saxons were evangelised largely by English missionaries in the late seventh and early eighth centuries. Around 695, two early English missionaries, Hewald the White and Hewald the Black, were martyred by the vicani, that is, villagers. Throughout the century that followed, villagers and other peasants proved to be the greatest opponents of Christianisation, while missionaries often received the support of the edhilingui and other noblemen. Saint Lebuin, an Englishman who between 745 and 770 preached to the Saxons, mainly in the eastern Netherlands, built a church and made many friends among the nobility. Some of them rallied to save him from an angry mob at the annual council at Marklo (near river Weser, Bremen). Social tensions arose between the Christianity-sympathetic noblemen and the pagan lower castes, who were staunchly faithful to their traditional religion. Under Charlemagne, the Saxon
at the beginning of the measurement. In the former case, the nanoparticle will appear to be in the superparamagnetic state whereas in the latter case it will appear to be “blocked” in its initial state. The state of the nanoparticle (superparamagnetic or blocked) depends on the measurement time. A transition between superparamagnetism and blocked state occurs when . In several experiments, the measurement time is kept constant but the temperature is varied, so the transition between superparamagnetism and blocked state is seen as a function of the temperature. The temperature for which is called the blocking temperature: For typical laboratory measurements, the value of the logarithm in the previous equation is in the order of 20–25. Equivalently, blocking temperature is the temperature below which a material shows slow relaxation of magnetization. Effect of a magnetic field When an external magnetic field H is applied to an assembly of superparamagnetic nanoparticles, their magnetic moments tend to align along the applied field, leading to a net magnetization. The magnetization curve of the assembly, i.e. the magnetization as a function of the applied field, is a reversible S-shaped increasing function. This function is quite complicated but for some simple cases: If all the particles are identical (same energy barrier and same magnetic moment), their easy axes are all oriented parallel to the applied field and the temperature is low enough (TB < T ≲ KV/(10 kB)), then the magnetization of the assembly is . If all the particles are identical and the temperature is high enough (T ≳ KV/kB), then, irrespective of the orientations of the easy axes: In the above equations: n is the density of nanoparticles in the sample is the magnetic permeability of vacuum is the magnetic moment of a nanoparticle is the Langevin function The initial slope of the function is the magnetic susceptibility of the sample : The latter susceptibility is also valid for all temperatures if the easy axes of the nanoparticles are randomly oriented. It can be seen from these equations that large nanoparticles have a larger µ and so a larger susceptibility. This explains why superparamagnetic nanoparticles have a much larger susceptibility than standard paramagnets: they behave exactly as a paramagnet with a huge magnetic moment. Time dependence of the magnetization There is no time-dependence of the magnetization when the nanoparticles are either completely blocked () or completely superparamagnetic (). There is, however, a narrow window around where the measurement time and the relaxation time have comparable magnitude. In this case, a frequency-dependence of the susceptibility can be observed. For a randomly oriented sample, the complex susceptibility is: where is the frequency of the applied field is the susceptibility in the superparamagnetic state is the susceptibility in the blocked state is the relaxation time of the assembly From this frequency-dependent susceptibility, the time-dependence of the magnetization for low-fields can be derived: Measurements A superparamagnetic system can be measured with AC susceptibility measurements, where an applied magnetic field varies in time, and the magnetic response of the system is measured. A superparamagnetic system will show a characteristic frequency dependence: When the frequency is much higher than 1/τN, there will be a different magnetic response than when the frequency is much lower than 1/τN, since in the latter case, but not the former, the ferromagnetic clusters will have time to respond to the field by flipping their magnetization. The precise dependence can be calculated from the Néel–Arrhenius equation, assuming that the neighboring clusters behave independently of one another (if clusters interact, their behavior becomes more complicated). It is also possible to perform magneto-optical AC susceptibility measurements with magneto-optically active superparamagnetic materials such as iron oxide nanoparticles in the visible wavelength range. Effect on hard drives Superparamagnetism sets a limit
longer than the Néel relaxation time, their magnetization appears to be in average zero; they are said to be in the superparamagnetic state. In this state, an external magnetic field is able to magnetize the nanoparticles, similarly to a paramagnet. However, their magnetic susceptibility is much larger than that of paramagnets. The Néel relaxation in the absence of magnetic field Normally, any ferromagnetic or ferrimagnetic material undergoes a transition to a paramagnetic state above its Curie temperature. Superparamagnetism is different from this standard transition since it occurs below the Curie temperature of the material. Superparamagnetism occurs in nanoparticles which are single-domain, i.e. composed of a single magnetic domain. This is possible when their diameter is below 3–50 nm, depending on the materials. In this condition, it is considered that the magnetization of the nanoparticles is a single giant magnetic moment, sum of all the individual magnetic moments carried by the atoms of the nanoparticle. Those in the field of superparamagnetism call this "macro-spin approximation". Because of the nanoparticle’s magnetic anisotropy, the magnetic moment has usually only two stable orientations antiparallel to each other, separated by an energy barrier. The stable orientations define the nanoparticle’s so called “easy axis”. At finite temperature, there is a finite probability for the magnetization to flip and reverse its direction. The mean time between two flips is called the Néel relaxation time and is given by the following Néel–Arrhenius equation: , where: is thus the average length of time that it takes for the nanoparticle’s magnetization to randomly flip as a result of thermal fluctuations. is a length of time, characteristic of the material, called the attempt time or attempt period (its reciprocal is called the attempt frequency); its typical value is between 10−9 and 10−10 second. K is the nanoparticle’s magnetic anisotropy energy density and V its volume. KV is therefore the energy barrier associated with the magnetization moving from its initial easy axis direction, through a “hard plane”, to the other easy axis direction. kB is the Boltzmann constant. T is the temperature. This length of time can be anywhere from a few nanoseconds to years or much longer. In particular, it can be seen that the Néel relaxation time is an exponential function of the grain volume, which explains why the flipping probability becomes rapidly negligible for bulk materials or large nanoparticles. Blocking temperature Let us imagine that the magnetization of a single superparamagnetic nanoparticle is measured and let us define as the measurement time. If , the nanoparticle magnetization will flip several times during the measurement, then the measured magnetization will average to zero. If , the magnetization will not flip during the measurement, so the measured magnetization will be what the instantaneous magnetization was at the beginning of the measurement. In the former case, the nanoparticle will appear to be in the superparamagnetic state whereas in the latter case it will appear to be “blocked” in its initial state. The state of the nanoparticle (superparamagnetic or blocked) depends on the measurement time. A transition between superparamagnetism and blocked state occurs when . In several experiments, the measurement time is kept constant but the temperature is varied, so the transition between superparamagnetism and blocked state is seen as a function of the temperature. The temperature for which is called the blocking temperature: For typical laboratory measurements, the value of the logarithm in the previous equation is in the order of 20–25. Equivalently, blocking temperature is the temperature below which a material shows slow relaxation of magnetization. Effect of a magnetic field When an external magnetic field H is applied to an assembly of superparamagnetic nanoparticles, their magnetic moments tend to align along the applied field, leading to a net magnetization. The magnetization curve of the assembly, i.e. the magnetization as a function of the applied field, is a reversible S-shaped increasing function. This function is quite complicated but for some simple cases: If all the particles are identical (same energy barrier and same
permutation Separable polynomial, a polynomial whose number of distinct roots is equal to its degree Separable sigma algebra, a separable space in measure theory Separable space, a topological space that contains a countable, dense subset Linear separability, a geometric property of a pair of sets of points in Euclidean geometry Recursively inseparable sets, in computability theory, pairs of sets of natural numbers that cannot be "separated" with a recursive set Other uses Separable states, in quantum mechanics, states without
generalization to associative algebras of the notion of a separable field extension Separable differential equation, in which separation of variables is achieved by various means Separable extension, in field theory, an algebraic field extension Separable filter, a product of two or more simple filters in image processing Separable ordinary differential equation, a class of
, where is the cardinality of the continuum. For this closure is characterized in terms of limits of filter bases: if and , then if and only if there exists a filter base consisting of subsets of that converges to . The cardinality of the set of such filter bases is at most . Moreover, in a Hausdorff space, there is at most one limit to every filter base. Therefore, there is a surjection when The same arguments establish a more general result: suppose that a Hausdorff topological space contains a dense subset of cardinality . Then has cardinality at most and cardinality at most if it is first countable. The product of at most continuum many separable spaces is a separable space . In particular the space of all functions from the real line to itself, endowed with the product topology, is a separable Hausdorff space of cardinality . More generally, if is any infinite cardinal, then a product of at most spaces with dense subsets of size at most has itself a dense subset of size at most (Hewitt–Marczewski–Pondiczery theorem). Constructive mathematics Separability is especially important in numerical analysis and constructive mathematics, since many theorems that can be proved for nonseparable spaces have constructive proofs only for separable spaces. Such constructive proofs can be turned into algorithms for use in numerical analysis, and they are the only sorts of proofs acceptable in constructive analysis. A famous example of a theorem of this sort is the Hahn–Banach theorem. Further examples Separable spaces Every compact metric space (or metrizable space) is separable. Any topological space that is the union of a countable number of separable subspaces is separable. Together, these first two examples give a different proof that -dimensional Euclidean space is separable. The space of all continuous functions from a compact subset to the real line is separable. The Lebesgue spaces , over a separable measure space , are separable for any . The space of continuous real-valued functions on the unit interval with the metric of uniform convergence is a separable space, since it follows from the Weierstrass approximation theorem that the set of polynomials in one variable with rational coefficients is a countable dense subset of . The Banach–Mazur theorem asserts that any separable Banach space is isometrically isomorphic to a closed linear subspace
proofs can be turned into algorithms for use in numerical analysis, and they are the only sorts of proofs acceptable in constructive analysis. A famous example of a theorem of this sort is the Hahn–Banach theorem. Further examples Separable spaces Every compact metric space (or metrizable space) is separable. Any topological space that is the union of a countable number of separable subspaces is separable. Together, these first two examples give a different proof that -dimensional Euclidean space is separable. The space of all continuous functions from a compact subset to the real line is separable. The Lebesgue spaces , over a separable measure space , are separable for any . The space of continuous real-valued functions on the unit interval with the metric of uniform convergence is a separable space, since it follows from the Weierstrass approximation theorem that the set of polynomials in one variable with rational coefficients is a countable dense subset of . The Banach–Mazur theorem asserts that any separable Banach space is isometrically isomorphic to a closed linear subspace of . A Hilbert space is separable if and only if it has a countable orthonormal basis. It follows that any separable, infinite-dimensional Hilbert space is isometric to the space of square-summable sequences. An example of a separable space that is not second-countable is the Sorgenfrey line , the set of real numbers equipped with the lower limit topology. A separable σ-algebra is a σ-algebra that is a separable space when considered as a metric space with metric for and a given measure (and with being the symmetric difference operator). Non-separable spaces The first uncountable ordinal , equipped with its natural order topology, is not separable. The Banach space of all bounded real sequences, with the supremum norm, is not separable. The same holds for . The Banach space of functions of bounded variation is not separable; note however that this space has very important applications in mathematics, physics and engineering. Properties A subspace of a separable space need not be separable (see the Sorgenfrey plane and the Moore plane), but every open subspace of a separable space is separable, . Also every subspace of a separable metric space is separable. In fact, every topological space is a subspace of a separable space of the same cardinality. A construction adding at most countably many points is given in ; if the space was a Hausdorff space then the space constructed that it embeds into is also a Hausdorff space. The set of all real-valued continuous functions on a separable space has a cardinality equal to , the cardinality of the continuum. This follows since such functions are determined by their values on dense subsets. From the above property, one can deduce the following: If X is a separable space having an uncountable closed discrete subspace, then X cannot be normal. This shows that the Sorgenfrey plane is not normal. For a compact Hausdorff space X, the following are equivalent: (i) X is second countable. (ii) The space of continuous real-valued functions on X with the supremum norm is separable. (iii) X is metrizable. Embedding separable metric spaces Every separable metric space is homeomorphic to a subset of the Hilbert cube. This is established in the proof of the Urysohn metrization theorem.
the Copenhagen interpretation of quantum mechanics. The scenario is often featured in theoretical discussions of the interpretations of quantum mechanics, particularly in situations involving the measurement problem. Origin and motivation Schrödinger intended his thought experiment as a discussion of the EPR article—named after its authors Einstein, Podolsky, and Rosen—in 1935. The EPR article highlighted the counterintuitive nature of quantum superpositions, in which a quantum system such as an atom or photon can exist as a combination of multiple states corresponding to different possible outcomes. The prevailing theory, called the Copenhagen interpretation, says that a quantum system remains in superposition until it interacts with, or is observed by the external world. When this happens, the superposition collapses into one or another of the possible definite states. The EPR experiment shows that a system with multiple particles separated by large distances can be in such a superposition. Schrödinger and Einstein exchanged letters about Einstein's EPR article, in the course of which Einstein pointed out that the state of an unstable keg of gunpowder will, after a while, contain a superposition of both exploded and unexploded states. To further illustrate, Schrödinger described how one could, in principle, create a superposition in a large-scale system by making it dependent on a quantum particle that was in a superposition. He proposed a scenario with a cat in a locked steel chamber, wherein the cat's life or death depended on the state of a radioactive atom, whether it had decayed and emitted radiation or not. According to Schrödinger, the Copenhagen interpretation implies that the cat remains both alive and dead until the state has been observed. Schrödinger did not wish to promote the idea of dead-and-live cats as a serious possibility; on the contrary, he intended the example to illustrate the absurdity of the existing view of quantum mechanics. The idea that quantum superpositions of macroscopic states could be possible led to the Many-worlds interpretation of quantum theory. Since Schrödinger's time, various interpretations of the mathematics of quantum mechanics have been advanced by physicists, some of which regard the "alive and dead" cat superposition as quite real, others do not. Intended as a critique of the Copenhagen interpretation (the prevailing orthodoxy in 1935), the Schrödinger's cat thought experiment remains a touchstone for modern interpretations of quantum mechanics and can be used to illustrate and compare their strengths and weaknesses. Thought experiment Schrödinger wrote: Schrödinger's famous thought experiment poses the question, "when does a quantum system stop existing as a superposition of states and become one or the other?" (More technically, when does the actual quantum state stop being a non-trivial linear combination of states, each of which resembles different classical states, and instead begin to have a unique classical description?) If the cat survives, it remembers only being alive. But explanations of the EPR experiments that are consistent with standard microscopic quantum mechanics require that macroscopic objects, such as cats and notebooks, do not always have unique classical descriptions. The thought experiment illustrates this apparent paradox. Our intuition says that no observer can be in more than one state simultaneously—yet the cat, it seems from the thought experiment, can be in such a condition. Is the cat required to be an observer, or does its existence in a single well-defined classical state require another external observer? Each alternative seemed absurd to Einstein, who was impressed by the ability of the thought experiment to highlight these issues. In a letter to Schrödinger dated 1950, he wrote: Note that the charge of gunpowder is not mentioned in Schrödinger's setup, which uses a Geiger counter as an amplifier and hydrocyanic poison instead of gunpowder. The gunpowder had been mentioned in Einstein's original suggestion to Schrödinger 15 years before, and Einstein carried it forward to the present discussion. Interpretations Since Schrödinger's time, other interpretations of quantum mechanics have been proposed that give different answers to the questions posed by Schrödinger's cat of how long superpositions last and when (or whether) they collapse. Copenhagen interpretation A commonly held interpretation of quantum mechanics is the Copenhagen interpretation. In the Copenhagen interpretation, a system stops being a superposition of states and becomes either one or the other when an observation takes place. This thought experiment makes apparent the fact that the nature of measurement, or observation, is not well-defined in this interpretation. The experiment can be interpreted to mean that while the box is closed, the system simultaneously exists in a superposition of the states "decayed nucleus/dead cat" and "undecayed nucleus/living cat", and that only when the box is opened and an observation performed does the wave function collapse into one of the two states. One of the main scientists associated with the Copenhagen interpretation, Niels Bohr, offered an interpretation that is independent of a subjective observer-induced collapse of the wave function, or of measurement; instead, an "irreversible" or effectively irreversible process causes the decay of quantum coherence which imparts the classical behavior of "observation" or "measurement". Thus, Schrödinger's cat would be either dead or alive long before the box is observed. Analysis of an actual experiment found that measurement alone (for example by a Geiger counter) is sufficient to collapse a quantum wave function before there is any conscious observation of the measurement, although the validity of their design is disputed. Many-worlds interpretation and consistent histories In 1957, Hugh Everett formulated the many-worlds interpretation of quantum mechanics, which does not single out observation as a special process. In the many-worlds interpretation, both alive and dead states of the cat persist after the box is opened, but are decoherent from each other. In other words, when the box is opened, the observer and the possibly-dead cat split into an observer looking at a box with a dead cat, and an observer looking at a box with a live cat. But since the dead and alive states are decoherent, there is no effective communication or interaction between them. When opening the box, the observer becomes entangled with the cat, so "observer states" corresponding to the cat's being alive and dead are formed; each observer state is entangled or linked with the cat so that the "observation of the cat's state" and the "cat's state" correspond with each other. Quantum decoherence ensures that the different outcomes have no interaction with each other. The same mechanism of quantum decoherence is also important for the interpretation in terms of consistent histories. Only the "dead cat" or the "live cat" can be a part of a consistent history in this interpretation. Decoherence is generally considered to prevent simultaneous observation of multiple states. A variant of the Schrödinger's cat experiment, known as the quantum suicide machine, has been proposed by cosmologist Max Tegmark. It examines the Schrödinger's cat experiment from the point of view of the cat, and argues that by using this approach, one may be able to distinguish between the Copenhagen interpretation and many-worlds. Ensemble interpretation The ensemble interpretation states that superpositions are nothing but subensembles of a larger statistical ensemble. The state vector would not apply to individual cat experiments, but only to the statistics of many similarly prepared cat experiments. Proponents of this interpretation state that this makes the Schrödinger's cat paradox a
observer looking at a box with a live cat. But since the dead and alive states are decoherent, there is no effective communication or interaction between them. When opening the box, the observer becomes entangled with the cat, so "observer states" corresponding to the cat's being alive and dead are formed; each observer state is entangled or linked with the cat so that the "observation of the cat's state" and the "cat's state" correspond with each other. Quantum decoherence ensures that the different outcomes have no interaction with each other. The same mechanism of quantum decoherence is also important for the interpretation in terms of consistent histories. Only the "dead cat" or the "live cat" can be a part of a consistent history in this interpretation. Decoherence is generally considered to prevent simultaneous observation of multiple states. A variant of the Schrödinger's cat experiment, known as the quantum suicide machine, has been proposed by cosmologist Max Tegmark. It examines the Schrödinger's cat experiment from the point of view of the cat, and argues that by using this approach, one may be able to distinguish between the Copenhagen interpretation and many-worlds. Ensemble interpretation The ensemble interpretation states that superpositions are nothing but subensembles of a larger statistical ensemble. The state vector would not apply to individual cat experiments, but only to the statistics of many similarly prepared cat experiments. Proponents of this interpretation state that this makes the Schrödinger's cat paradox a trivial matter, or a non-issue. This interpretation serves to discard the idea that a single physical system in quantum mechanics has a mathematical description that corresponds to it in any way. Relational interpretation The relational interpretation makes no fundamental distinction between the human experimenter, the cat, or the apparatus, or between animate and inanimate systems; all are quantum systems governed by the same rules of wavefunction evolution, and all may be considered "observers". But the relational interpretation allows that different observers can give different accounts of the same series of events, depending on the information they have about the system. The cat can be considered an observer of the apparatus; meanwhile, the experimenter can be considered another observer of the system in the box (the cat plus the apparatus). Before the box is opened, the cat, by nature of its being alive or dead, has information about the state of the apparatus (the atom has either decayed or not decayed); but the experimenter does not have information about the state of the box contents. In this way, the two observers simultaneously have different accounts of the situation: To the cat, the wavefunction of the apparatus has appeared to "collapse"; to the experimenter, the contents of the box appear to be in superposition. Not until the box is opened, and both observers have the same information about what happened, do both system states appear to "collapse" into the same definite result, a cat that is either alive or dead. Transactional interpretation In the transactional interpretation the apparatus emits an advanced wave backward in time, which combined with the wave that the source emits forward in time, forms a standing wave. The waves are seen as physically real, and the apparatus is considered an "observer". In the transactional interpretation, the collapse of the wavefunction is "atemporal" and occurs along the whole transaction between the source and the apparatus. The cat is never in superposition. Rather the cat is only in one state at any particular time, regardless of when the human experimenter looks in the box. The transactional interpretation resolves this quantum paradox. Zeno effects The Zeno effect is known to cause delays to any changes from the initial state. On the other hand, the anti-Zeno effect accelerates the changes. For example, if you peek a look into the cat box frequently you may either cause delays to the fateful choice or, conversely, accelerate it. Both the Zeno effect and the anti-Zeno effect are real and known to happen to real atoms. The quantum system being measured must be strongly coupled to the surrounding environment (in this case to the apparatus, the experiment room ... etc.) in order to obtain more accurate information. But while there is no information passed to the outside world, it is considered to be a quasi-measurement, but as soon as the information about the cat's well-being is passed on to the outside world (by peeking into the box) quasi-measurement turns into measurement. Quasi-measurements, like measurements, cause the Zeno effects. Zeno effects teach us that even without peeking into the box, the death of the cat would have been delayed or accelerated anyway due to its environment. Objective collapse theories According to objective collapse theories, superpositions are destroyed spontaneously (irrespective of external observation), when some objective physical threshold (of time, mass, temperature, irreversibility, etc.) is reached. Thus, the cat would be expected to have settled into a definite state long before the box is opened. This could loosely be phrased as "the cat observes itself", or "the environment observes the cat". Objective collapse theories require a modification of standard quantum mechanics to allow superpositions to be destroyed by the process of time evolution. These models could ideally be tested by creating mesoscopic superposition states in the experiment. For instance, energy cat states has been proposed as a precise detector of the quantum gravity related energy decoherence models. Applications and tests The experiment as described is a purely theoretical one, and the machine proposed is not known to have been constructed. However, successful experiments involving similar principles, e.g. superpositions of relatively large (by the standards of quantum physics) objects have been performed. These experiments do not show that a cat-sized object can be superposed, but the known upper limit on "cat states" has been pushed upwards by them. In many cases the state is short-lived, even when cooled to near absolute zero. A "cat state" has been achieved with photons. A beryllium ion has been trapped in a superposed state. An experiment involving a superconducting quantum interference device ("SQUID") has been linked to the theme of the thought experiment: "The superposition state does not correspond to a billion electrons flowing one way and a billion others flowing the other way. Superconducting electrons move en masse. All the superconducting electrons in the SQUID flow both ways around the loop at once when they are in the Schrödinger's cat state." A piezoelectric "tuning fork" has been constructed, which can be placed into a superposition of vibrating and non vibrating states. The resonator comprises about 10 trillion atoms. An experiment involving a flu virus has been proposed. An experiment involving a bacterium and an electromechanical oscillator has been proposed. In quantum computing the phrase "cat state" sometimes refers to the GHZ state, wherein several qubits are in an equal superposition of all being 0 and all being 1; e.g., According to at least one proposal, it may be possible to
the sphere with equation and the cylinder with equation is not just one or two circles. It is the solution of the non-linear system of equations (see implicit curve and the diagram) Eleven properties of the sphere In their book Geometry and the Imagination, David Hilbert and Stephan Cohn-Vossen describe eleven properties of the sphere and discuss whether these properties uniquely determine the sphere. Several properties hold for the plane, which can be thought of as a sphere with infinite radius. These properties are: The points on the sphere are all the same distance from a fixed point. Also, the ratio of the distance of its points from two fixed points is constant. The first part is the usual definition of the sphere and determines it uniquely. The second part can be easily deduced and follows a similar result of Apollonius of Perga for the circle. This second part also holds for the plane. The contours and plane sections of the sphere are circles. This property defines the sphere uniquely. The sphere has constant width and constant girth. The width of a surface is the distance between pairs of parallel tangent planes. Numerous other closed convex surfaces have constant width, for example the Meissner body. The girth of a surface is the circumference of the boundary of its orthogonal projection on to a plane. Each of these properties implies the other. All points of a sphere are umbilics. At any point on a surface a normal direction is at right angles to the surface because the sphere these are the lines radiating out from the center of the sphere. The intersection of a plane that contains the normal with the surface will form a curve that is called a normal section, and the curvature of this curve is the normal curvature. For most points on most surfaces, different sections will have different curvatures; the maximum and minimum values of these are called the principal curvatures. Any closed surface will have at least four points called umbilical points. At an umbilic all the sectional curvatures are equal; in particular the principal curvatures are equal. Umbilical points can be thought of as the points where the surface is closely approximated by a sphere. For the sphere the curvatures of all normal sections are equal, so every point is an umbilic. The sphere and plane are the only surfaces with this property. The sphere does not have a surface of centers. For a given normal section exists a circle of curvature that equals the sectional curvature, is tangent to the surface, and the center lines of which lie along on the normal line. For example, the two centers corresponding to the maximum and minimum sectional curvatures are called the focal points, and the set of all such centers forms the focal surface. For most surfaces the focal surface forms two sheets that are each a surface and meet at umbilical points. Several cases are special: * For channel surfaces one sheet forms a curve and the other sheet is a surface * For cones, cylinders, tori and cyclides both sheets form curves. * For the sphere the center of every osculating circle is at the center of the sphere and the focal surface forms a single point. This property is unique to the sphere. All geodesics of the sphere are closed curves. Geodesics are curves on a surface that give the shortest distance between two points. They are a generalization of the concept of a straight line in the plane. For the sphere the geodesics are great circles. Many other surfaces share this property. Of all the solids having a given volume, the sphere is the one with the smallest surface area; of all solids having a given surface area, the sphere is the one having the greatest volume. It follows from isoperimetric inequality. These properties define the sphere uniquely and can be seen in soap bubbles: a soap bubble will enclose a fixed volume, and surface tension minimizes its surface area for that volume. A freely floating soap bubble therefore approximates a sphere (though such external forces as gravity will slightly distort the bubble's shape). It can also be seen in planets and stars where gravity minimizes surface area for large celestial bodies. The sphere has the smallest total mean curvature among all convex solids with a given surface area. The mean curvature is the average of the two principal curvatures, which is constant because the two principal curvatures are constant at all points of the sphere. The sphere has constant mean curvature. The sphere is the only imbedded surface that lacks boundary or singularities with constant positive mean curvature. Other such immersed surfaces as minimal surfaces have constant mean curvature. The sphere has constant positive Gaussian curvature. Gaussian curvature is the product of the two principal curvatures. It is an intrinsic property that can be determined by measuring length and angles and is independent of how the surface is embedded in space. Hence, bending a surface will not alter the Gaussian curvature, and other surfaces with constant positive Gaussian curvature can be obtained by cutting a small slit in the sphere and bending it. All these other surfaces would have boundaries, and the sphere is the only surface that lacks a boundary with constant, positive Gaussian curvature. The pseudosphere is an example of a surface with constant negative Gaussian curvature. The sphere is transformed into itself by a three-parameter family of rigid motions. Rotating around any axis a unit sphere at the origin will map the sphere onto itself. Any rotation about a line through the origin can be expressed as a combination of rotations around the three-coordinate axis (see Euler angles). Therefore, a three-parameter family of rotations exists such that each rotation transforms the sphere onto itself; this family is the rotation group SO(3). The plane is the only other surface with a three-parameter family of transformations (translations along the - and -axes and rotations around the origin). Circular cylinders are the only surfaces with two-parameter families of rigid motions and the surfaces of revolution and helicoids are the only surfaces with a one-parameter family. Generalizations Ellipsoids An ellipsoid is a sphere that has been stretched or compressed in one or more directions. More exactly, it is the image of a sphere under an affine transformation. An ellipsoid bears the same relationship to the sphere that an ellipse does to a circle. Dimensionality Spheres can be generalized to spaces of any number of dimensions. For any natural number , an "-sphere," often written as , is the set of points in ()-dimensional Euclidean space that are at a fixed distance from a central point of that space, where is, as before, a positive real number. In particular: : a 0-sphere consists of two discrete points, and : a 1-sphere is a circle of radius r : a 2-sphere is an ordinary sphere : a 3-sphere is a sphere in 4-dimensional Euclidean space. Spheres for are sometimes called hyperspheres. The -sphere of unit radius centered at the origin is denoted and is often referred to as "the" -sphere. The ordinary sphere is a 2-sphere, because it is a 2-dimensional surface which is embedded in 3-dimensional space. Metric spaces More generally, in a metric space , the sphere of center and radius is the set of points such that . If the center is a distinguished point that is considered to be the origin of , as in a normed space, it is not mentioned in the definition and notation. The same applies for the radius if it is taken to equal one, as in the case of a unit sphere. Unlike a ball, even a large sphere may be an empty set. For example, in with Euclidean metric, a sphere of radius is nonempty only if can be written as sum of squares of integers. An octahedron is a sphere in taxicab geometry, and a cube is a sphere in geometry using the Chebyshev distance. History The geometry of the sphere was studied by the Greeks. Euclid's Elements defines the sphere in book XI, discusses various properties of the sphere in book XII, and shows how to inscribe the five regular polyhedra within a sphere in book XIII. Euclid does not include the area and volume of a sphere, only a theorem that the volume of a sphere varies as the third power of its diameter, probably due to Eudoxus of Cnidus. The volume and area formulas were first determined in Archimedes's On the Sphere and Cylinder by the method of exhaustion. Zenodorus was the first to state that, for a given surface area, the sphere is the solid of maximum volume. Archimedes wrote about the problem of dividing a sphere into segments whose volumes
geometry is a form of elliptic geometry, which together with hyperbolic geometry makes up non-Euclidean geometry. Differential geometry The sphere is a smooth surface with constant Gaussian curvature at each point equal to . As per Gauss's Theorema Egregium, this curvature is independent of the sphere's embedding in 3-dimensional space. Also following from Gauss, a sphere cannot be mapped to a plane while maintaining both areas and angles. Therefore, any map projection introduces some form of distortion. A sphere of radius has area element . This can be found from the volume element in spherical coordinates with held constant. A sphere of any radius centered at zero is an integral surface of the following differential form: This equation reflects that the position vector and tangent plane at a point are always orthogonal to each other. Furthermore, the outward-facing normal vector is equal to the position vector scaled by . In Riemannian geometry, the filling area conjecture states that the hemisphere is the optimal (least area) isometric filling of the Riemannian circle. Topology In topology, an -sphere is defined as a space homeomorphic to the boundary of an -ball; thus, it is homeomorphic to the Euclidean -sphere, but perhaps lacking its metric. A 0-sphere is a pair of points with the discrete topology. A 1-sphere is a circle (up to homeomorphism); thus, for example, (the image of) any knot is a 1-sphere. A 2-sphere is an ordinary sphere (up to homeomorphism); thus, for example, any spheroid is a 2-sphere. The -sphere is denoted . It is an example of a compact topological manifold without boundary. A sphere need not be smooth; if it is smooth, it need not be diffeomorphic to the Euclidean sphere (an exotic sphere). The sphere is the inverse image of a one-point set under the continuous function , so it is closed; is also bounded, so it is compact by the Heine–Borel theorem. Remarkably, it is possible to turn an ordinary sphere inside out in a three-dimensional space with possible self-intersections but without creating any creases, in a process called sphere eversion. The antipodal quotient of the sphere is the surface called the real projective plane, which can also be thought of as the Northern Hemisphere with antipodal points of the equator identified. Curves on a sphere Circles Circles on the sphere are, like circles in the plane, made up of all points a certain distance from a fixed point on the sphere. The intersection of a sphere and a plane is a circle, a point, or empty. Great circles are the intersection of the sphere with a plane passing through the center of a sphere: others are called small circles. More complicated surfaces may intersect a sphere in circles, too: the intersection of a sphere with a surface of revolution whose axis contains the center of the sphere (are coaxial) consists of circles and/or points if not empty. For example, the diagram to the right shows the intersection of a sphere and a cylinder, which consists of two circles. If the cylinder radius were that of the sphere, the intersection would be a single circle. If the cylinder radius were larger than that of the sphere, the intersection would be empty. Loxodrome In navigation, a rhumb line or loxodrome is an arc crossing all meridians of longitude at the same angle. Loxodromes are the same as straight lines in the Mercator projection. A rhumb line is not a spherical spiral. Except for some simple cases, the formula of a rhumb line is complicated. Clelia curves A Clelia curve is a curve on a sphere for which the longitude and the colatitude satisfy the equation . Special cases are: Viviani's curve () and spherical spirals () such as Seiffert's spiral. Clelia curves approximate the path of satellites in polar orbit. Spherical conics The analog of a conic section on the sphere is a spherical conic, a quartic curve which can be defined in several equivalent ways, including: as the intersection of a sphere with a quadratic cone whose vertex is the sphere center; as the intersection of a sphere with an elliptic or hyperbolic cylinder whose axis passes through the sphere center; as the locus of points whose sum or difference of great-circle distances from a pair of foci is a constant. Many theorems relating to planar conic sections also extend to spherical conics. Intersection of a sphere with a more general surface If a sphere is intersected by another surface, there may be more complicated spherical curves. Example sphere – cylinder The intersection of the sphere with equation and the cylinder with equation is not just one or two circles. It is the solution of the non-linear system of equations (see implicit curve and the diagram) Eleven properties of the sphere In their book Geometry and the Imagination, David Hilbert and Stephan Cohn-Vossen describe eleven properties of the sphere and discuss whether these properties uniquely determine the sphere. Several properties hold for the plane, which can be thought of as a sphere with infinite radius. These properties are: The points on the sphere are all the same distance from a fixed point. Also, the ratio of the distance of its points from two fixed points is constant. The first part is the usual definition of the sphere and determines it uniquely. The second part can be easily deduced and follows a similar result of Apollonius of Perga for the circle. This second part also holds for the plane. The contours and plane sections of the sphere are circles. This property defines the sphere uniquely. The sphere has constant width and constant girth. The width of a surface is the distance between pairs of parallel tangent planes. Numerous other closed convex surfaces have constant width, for example the Meissner body. The girth of a surface is the circumference of the boundary of its orthogonal projection on to a plane. Each of these properties implies the other. All points of a sphere are umbilics. At any point on a surface a normal direction is at right angles to the surface because the sphere these are the lines radiating out from the center of the sphere. The intersection of a plane that contains the normal with the surface will form a curve that is called a normal section, and the curvature of this curve is the normal curvature. For most points on most surfaces, different sections will have different curvatures; the maximum and minimum values of these are called the principal curvatures. Any closed surface will have at least four points called umbilical points. At an umbilic all the sectional curvatures are equal; in particular the principal curvatures are equal. Umbilical points can be thought of as the points where the surface is closely approximated by a sphere. For the sphere the curvatures of all normal sections are equal, so every point is an umbilic. The sphere and plane are the only surfaces with this property. The sphere does not have a surface of centers. For a given normal section exists a circle of curvature that equals the sectional curvature, is tangent to the surface, and the center lines of which lie along on the normal line. For example, the two centers corresponding to the maximum and minimum sectional curvatures are called the focal points, and the set of all such centers forms the focal surface. For most surfaces the focal surface forms two sheets that are each a surface and meet at umbilical points. Several cases are special: * For channel surfaces one sheet forms a curve and the other sheet is a surface * For cones, cylinders, tori and cyclides both sheets form curves. * For the sphere the center of every osculating circle is at the center of the sphere and the focal surface forms a single point. This property is unique to the sphere. All geodesics of the sphere are closed curves. Geodesics are curves on a surface that give the shortest distance between two points. They are a generalization of the concept of a straight line in the plane. For the sphere the geodesics are great circles. Many other surfaces share this property. Of all the solids having a given volume, the sphere is the one with the smallest surface area; of all solids having a given surface area, the sphere is the one having the greatest volume. It follows from isoperimetric inequality. These properties define the sphere uniquely and can be seen in soap bubbles: a soap bubble will enclose a fixed volume, and surface tension minimizes its surface area for that volume. A freely floating soap bubble therefore approximates a sphere (though such external forces as gravity will slightly distort the bubble's shape). It can also be seen in planets and stars where gravity minimizes surface area for large celestial bodies. The sphere has the smallest total mean curvature among all convex solids with a given surface area. The mean curvature is the average of the two principal curvatures, which is constant because the two principal curvatures are constant at all points of the sphere. The sphere has constant mean curvature. The sphere is the only imbedded surface that lacks boundary or singularities with constant positive mean curvature. Other such immersed surfaces as minimal surfaces have constant mean curvature. The sphere has constant positive Gaussian curvature. Gaussian curvature is the product of the two principal curvatures. It is an intrinsic property that can be determined by measuring length and angles and is independent of how the surface is embedded in space. Hence, bending a surface will not alter the Gaussian curvature, and other surfaces with constant positive Gaussian curvature can be obtained by cutting a small slit in the sphere and bending it. All these other surfaces would have boundaries, and the sphere is the only surface that lacks a boundary with constant, positive Gaussian curvature. The pseudosphere is an example of a surface with constant negative Gaussian curvature. The sphere is transformed into itself by a three-parameter family of rigid motions. Rotating around any axis a unit sphere at the origin will map the sphere onto itself. Any rotation about a line through the origin can be expressed as a combination of rotations around the three-coordinate axis (see Euler angles). Therefore, a three-parameter family of rotations exists such that each rotation transforms the sphere onto itself; this family is the rotation group SO(3). The plane is the only other surface with a three-parameter family of transformations (translations along the - and -axes and rotations around the origin). Circular cylinders are the only surfaces with two-parameter families of rigid motions and the surfaces of revolution and helicoids are the only surfaces with a one-parameter family. Generalizations Ellipsoids An ellipsoid is a sphere that has been stretched or compressed in one or more directions. More exactly, it is the image of a sphere under an affine transformation. An ellipsoid bears the same relationship to the sphere that an ellipse does to a circle. Dimensionality Spheres can be generalized to spaces of any number of dimensions. For any natural number , an "-sphere," often written as , is the set of points in ()-dimensional Euclidean space that are at a fixed distance from a central point of that space, where is, as before, a positive real number. In particular: : a 0-sphere consists of two discrete points, and : a 1-sphere is a circle of radius r : a 2-sphere is an ordinary sphere : a 3-sphere is a sphere in 4-dimensional Euclidean space. Spheres for are sometimes called hyperspheres. The -sphere of unit radius centered at the origin is denoted and is often referred to as "the" -sphere. The ordinary sphere is a 2-sphere, because it is a 2-dimensional surface which is embedded in 3-dimensional space. Metric spaces More generally, in a metric space , the sphere of center and radius is the set of points such that . If the center is a distinguished point that is considered to be the origin of , as in a normed space, it is not mentioned in the definition and notation. The same applies for the radius if it is taken to equal one, as in the case of a unit sphere. Unlike a ball, even a large sphere may be an empty set. For example, in with Euclidean metric, a sphere of radius is nonempty only if can be written as sum of squares of integers. An octahedron is a sphere in taxicab geometry, and a cube is a sphere in geometry using the Chebyshev distance. History The geometry of the sphere was studied by the Greeks. Euclid's Elements defines the sphere in book XI, discusses various properties of the sphere in book XII, and shows how to inscribe the five regular polyhedra within a sphere in book XIII. Euclid does not include the area and volume of a sphere, only a theorem that the volume of a sphere varies as the third power of its diameter, probably due to Eudoxus of Cnidus. The volume and area formulas
province (oblast'), but parts of this area lie outside Sápmi. About 758,600 of Murmansk's population claim to be exclusively Russian. Ethnic Russians also live elsewhere in Sápmi. The Russian side of Sápmi is ethnically diverse, with particularly big Ukrainian and Belarusian minorities. The Sami are one of the minor minorities in this part of Sápmi. Norwegians About 850,000 people inhabit the Norwegian regions of North Norway (fully within Sápmi) and Trøndelag (mostly within Sápmi). However, many of the regions' inhabitants—particularly those of North Norway—are not exclusively Norwegian. Notable minority groups include the Sami, Finns, and Kvens. Swedes About 700,000 people inhabit the Swedish counties Norrbotten, Västerbotten, Västernorrland, and Jämtland. Many of the counties' inhabitants are not exclusively Swedish. Notable minority groups in the former three counties include the Sami, Tornedalians, and Finns. Finns 13,226 people inhabit the Sami native region of Lapland, Finland. A great portion of these are Sami. Tornedalians and Kvens These two ethnic groups, closely related to each other and also the Finns, mainly live on the Finnish, Swedish and Norwegian sides of Nordkalotten, respectively. In Sweden, there are two meanings to the word 'Norrbotten'. One is the older 'landskap' Norrbotten, which is much smaller than the modern county, 'län', Norrbotten, which encompasses all of north Sweden from Jävre. Norrbottens län also encompasses the northern part of the 'landskap' Lappland. The modern county Norrbotten has only a small minority of reindeer-herding Sami. The Tornedalians, who have lived, hunted, fished and farmed, mainly south and east of the line of arable climate and land (that line mostly coincides approximately with the border between the two landscapes Lappland and Norrbotten) for 700–1000 years, is a much larger minority. There are also a lot of Tornedalians in the mining district around Kiruna and Gällivare, and the increasingly restrictions on leisure, movement, fishing, and hunting for all but the reindeer-herding Sami minority are controversial and contested in Norrbotten. Politics Sami political structures Norway, Finland and Sweden all have Sami Parliaments that to varying degrees are involved in governing the region—though mostly they only have authority over the matters of the Sami citizens of the states in which they are situated. Sami Parliaments Every Norwegian citizen registered as a Sami has the right to vote in the elections for the Sami Parliament of Norway. Elections are held every four years by direct vote from seven constituencies covering all of Norway (six of which are in Sápmi), and run parallel to the general Norwegian parliamentary elections. This is the Sami Parliament with the most influence over any part of Sápmi, as it is involved in the autonomy established by the Finnmark Act. The parliament is in Kárášjohka and its current president is Aili Keskitalo from the Norwegian Sami Association. The Sami Parliament of Sweden, situated in Kiruna (Northern Sami: Giron), is elected by a general vote where all registered Sami citizens of Sweden may attend. The current president is Lars-Anders Baer. Voting for elections to the Sámi Parliament of Finland is restricted to inhabitants of the Sami Domicile Area. The Parliament is in Inari (), and its current president is Pekka Aikio. In Russia there is no Sami Parliament. There are two Sami organizations that are members of the national umbrella organisation of indigenous peoples, the Russian Association of Indigenous Peoples of the North (RAIPON), and represent the Russian Sami in the Sami Council. RAIPON is represented in Russia's Public Chamber by Pavel Sulyandziga. On 14 December 2008 the first Congress of the Russian Sámi took place. The Conference decided to demand the formation of a Russian Sámi Parliament, to be elected by the local Sami. A suggestion to have the Russian Federation pick representatives to the Parliament was voted down with a clear majority. The Congress also chose a Council of Representatives that were to work for the establishment of a parliament and otherwise represent the Russian Sami. It is headed by Valentina Sovkina. Sami Parliamentary Council On 2 March 2000, the Sami parliaments of Norway and Finland founded the Sami Parliamentary Council, and the Sami Parliament of Sweden joined two years later. Each parliament sends seven representatives, and observers are sent from the Sami organizations of Russia and the Sami Council. The Sami Parliamentary Council discuss cross-border cooperation, hand out the annual Gollegiella language development award, and represent the Sami people abroad. Saami Council In addition to the parliaments and their common council, there is a Saami Council based on Saami organizations. This council also organizes interstate cooperation between the Saami, and also often represents the Saami in international fora such as the Barents Region. This organization is older than the Parliamentary Council, but not connected to the parliaments except that some of the NGOs double as party lists in Sami parliament elections. Russian side The Russian side of Sápmi is within Murmansk Oblast. Oblasts are governed by popularly elected parliaments and formally headed by governors. The governors are nominated by the president of Russia, and accepted or rejected by the local parliaments. However, should the parliament refuse to accept the president's nominee, the president is entitled to dissolve parliament and call local elections. Murmansk Oblast covers the Kola Peninsula and is home to Murmansk, the largest city north of the Arctic Circle and in the Sápmi. It is subdivided into several districts, of which the geographically largest is Lovozersky District. This is also the part of Russia where the Sami population is most numerous and visible. The Lapland Nature Reserve (, Laplandskiy zapovednik) is a Russian zapovednik (strict nature reserve) in Murmansk Oblast, above the Arctic Circle. Its administrative center is the rural locality of Laplandsky Zapovednik. First established during 1930-1951 and reestablished in 1957, the reserve protects an area of to the northwest of Lake Imandra, including 86 km² of inland water. Norwegian side The counties of Norway are governed by popularly elected assemblies, headed by county mayors. Formally, the counties are headed by county governors, but in practice these have limited influence today. The largest of Norway's landscapes, Finnmárku (Northern Sami) or Finnmark (Norwegian), is in Sápmi and has a special form of autonomy: 95% (about ) of the area is owned by the Finnmark Estate. The board of the Estate consists of equally many representatives from the Sami Parliament of Norway and Finnmark's county council. The two institutions appoint leaders of the board alternately. The administrative centre of Finnmárku (Finnmark) is Čáhcesuolu or Vadsø, in the far east of the county. The current county governor is Runar Sjåstad from the Norwegian Labour Party. Romsa or Troms is southwest of Finnmárku. Its administrative centre is the city after which the county is named, Romsa or Tromsø. Romsa is North Norway's biggest city and Sápmi's biggest city after Murmansk. Current fylkesordfører is Terje Olsen from the Conservative Party. A similar solution to the Finnmark Estate, Hålogalandsallmenningen, has been proposed for Romsa county and its southern neighbour Nordlánda. Nordland covers a long strip of coast that includes both North Sami, Julev Sami, Bithun Sami, and South Sami areas. Its administrative centre is Bådåddjo or Bodø. The current county governor is Mariette Korsrud from the Norwegian Labour Party. The southernmost parts of Norwegian Sapmi lie in Nord-Trøndelag and partially in Sør-Trøndelag, and the administrative centres of which are Steinkjer and Trondheim respectively. The latter city is outside Sápmi but well known for being the site of the first international Sami conference in February 1917. The county governors are Gunnar Viken (the Conservative Party) in Nord-Trøndelag and Tore Sandvik (Norwegian Labour Party) in Sør-Trøndelag. Swedish side Lapland is a large northwestern province of Sweden, wholly within Sápmi. The traditional provinces of Sweden are cultural and historical entities; for administrative and political purposes they were replaced by the counties of Sweden (län) in 1634. Five counties are wholly or partially within Sápmi. Län are formally governed by the landshövding, who is an envoy of the government and runs the government-appointed länsstyrelse that coordinates administration with national political goals for the county. Much of county politics is run by the county council or landsting, which is elected by the inhabitants of the county; but the counties' top positions are still determined by those who win the general elections of Sweden. Norrbotten is mostly covered by Sápmi, although the lower Tornedalen region is often excluded. The administrative centre is Luleå in the Julev Sami area (Norrbotten includes North, Julev and Bithun areas). Current landshövding is Per-Ola Eriksson of the Centre Party. Sápmi covers the interior majority of Västerbotten, which are Ubmeje and South Sami regions. The administrative centre is Umeå, and the current landshövding is Chris Heister from the conservative Moderate Party. Västernorrland is an old part of Sapmi and still is. There are a lot of Sami in the coast of Baltic Sea (Gulf of Bothnia). Jämtland is sometimes considered a part of the Sápmi cultural region, and is a South Sami county. The administrative centre is Östersund. Current landshövding is Jöran Hägglund from the centre party Centerpartiet. Finnish side Finland is subdivided into nineteen regions (maakunta). The regions are governed by regional councils, which are generally forums of cooperation between the municipalities and not elected by direct popular vote. Lapland (Lappi) is the northernmost of the regions, which stretches farther south than Sápmi. North Sami, Skolt Sami, and Aanaar Sami are indigenous to the region. Four municipalities in the northern part of Finnish Lapland constitute the Sami Domicile Area, Sámiid Ruovttoguovlu, a region that is autonomous on issues regarding Sami culture and language. Coats of Arms of Sami Communities Sports The region has its own football team, the Sápmi football team, which is organized by FA Sápmi. It is a member of ConIFA and the host of 2014 ConIFA World Football Cup. Sápmi football team won the 2006 VIVA World Cup and hosted the 2008 event. The Tour de Barents is a cross-country skiing race held in the region. Notable places The following towns and villages have a significant Sami population or host Sami institutions. Norwegian, Swedish, Finnish, or Russian toponyms are in parentheses.
now Troms og Finnmark. Sápmi refers to the areas where the Sámi people have traditionally lived but overlaps with other regions and definitions. In practice most of the Sámi population is largely concentrated in a few traditional areas in the northernmost part of Sápmi, such as Kautokeino and Karasjok, with the exception of those who have left for the larger cities. Culturally, Inari is considered one of the centers of Sámi culture, and because of that, it is also widely known as the "capital of Sámi culture". The Sámi people are estimated to make up only 2.5% to 5% of the total population in the Sápmi area. No political organization advocates secession, although several groups desire more territorial autonomy or more self-determination for the region's indigenous population. Etymology Sápmi (and corresponding terms in other Sami languages) refers to both the Sami land and the Sami people. The word "Sámi" is the accusative-genitive form of the noun "Sápmi"—making the name's (Sámi olbmot) meaning "people of Sápmi". The origin of the word is speculated to be related to the Baltic word *žēmē, meaning "land". Also "Häme", the Finnish name for Tavastia, a historical province of Finland, is thought to have the same origin, and the same word is at least speculated to be the origin of "", the Finnish name for Finland. Sápmi is the name in North Sami, while the Julev Sami name is Sábme and the South Sami name is Saepmie. In modern Swedish and Norwegian, Sápmi is known as "Sameland". In older Swedish it was known as "Lappmarken" or "Lappland". Norwegian Sápmi was historically called Finnmǫrk (not Lapland), a name used for the modern county Finnmark that covers key parts of historical Sápmi. Some English language sources have transferred Lapland (or Lappland) to areas in Norway notably in the context of tourism marketing. Originally these names referred to all of Sápmi, but subsequently became applied to areas exclusively inhabited by the Sami. "Lappland" (Laponia) became the name of Sweden's northernmost province (landskap) which in 1809 was split into one part that remained Swedish and one part falling under Finland (which became part of the Russian Empire). "Lappland" survives as the name of both Sweden's northernmost province and Finland's, also containing part of the old Ostrobothnian province. In the 17th century, Johannes Schefferus assumed the etymology of the term "Lapland" to be related to the Swedish word for "running", "löpa" (cognate with English, to leap).The terms "Lapp" and "Lappland" are now regarded as offensive by many Sami people, who prefer the area's name in their own language "" , because over time the term "Lapp" has acquired the pejorative connotation of "silly", "uneducated", "backwards", etc. in the major languages of the Scandinavian countries that include Sapmi. In older Norwegian, Sápmi was known as "Finnmork" or "Finnmark"; which is now the name of Norway's northernmost county. Northern Norway and Murmansk Oblast are sometimes marketed as Norwegian Lapland and Russian Lapland, respectively. Geography Landscape The largest part of Sápmi lies north of the Arctic Circle. The western portion is an area of fjords, deep valleys, glaciers and mountains, the highest point being Mount Kebnekaise (), in Swedish Lapland. The Swedish part of Sápmi is characterized by great rivers running from the northwest to the southeast. From the Norwegian province of Troms and Finnmark and eastward, the terrain is that of a low plateau with many marshes and lakes, the largest of which is Lake Inari in Finnish Lapland. The extreme northeastern section lies within the tundra region, but it does not have permafrost. In the 19th century scientific expeditions to Sápmi were undertaken, for instance by Jöns Svanberg. Climate The climate is subarctic and vegetation is sparse, except in the densely forested southern portion. The mountainous west coast has significantly milder winters and more precipitation than the large areas east of the mountain chain. North of the Arctic Circle polar night characterize the winter season and midnight sun the summer season—both phenomena are longer the further north you go. Traditionally, the Sami divide the year in eight seasons instead of four. Natural resources Reindeer, wolf, bear, and birds are the main forms of animal life, in addition to a myriad of insects in the short summer. Sea and river fisheries abound in the region. Steamers are operated on some of the lakes, and many ports are ice-free throughout the year. All ports along the Norwegian Sea in the west and the Barents Sea in the northeast to Murmansk are ice-free all year. The Gulf of Bothnia usually freezes over in winter. The ocean floor to the north and west of Sápmi has deposits of petroleum and natural gas. Sápmi contains valuable mineral deposits, particularly iron ore in Sweden, copper in Norway, and nickel and apatite in Russia. Cultural subdivisions East Sápmi East Sápmi consists of the Kola peninsula and the Lake Inari region and is home to the eastern Sami languages. While being the most-heavily populated part of Sápmi, this is also the region where the indigenous population and their culture is weakest. Corresponds to the regions marked 6 through 9 on the map below. Central Sápmi Central Sápmi consists of the western part of Finland's Sami Domicile Area, the parts of Norway north of the Saltfjellet mountains and areas on the Swedish side corresponding to this. Central Sápmi is the region where Sami culture is strongest, and home to North Sami—the most widely used Sami language. In the southernmost part of this subregion, however, Sami culture is rather weak—this is where the moribund Bithun Sami language is used. The areas around the Tysfjord fjord in Norway and the river Lule in Sweden are home to the Julev Sami language, one of the more widely used Sami languages. These correspond to the regions marked 3 through 5 on the map below. South Sápmi South Sápmi consists of the areas south of Saltfjellet and corresponding areas in Sweden, and is home to the southern languages. In this area Sami culture is mostly visible inland and on the coast of Baltic Sea, and the languages are spoken by few. Corresponds to the regions marked 1 and 2 on the map below to the south-east of region 1 in Sweden. Lapland The inner parts of Sápmi are often referred to as Lappi. The name is also found on the Russian side as Laplandige (the name of a natural reservation) and the Norwegian landscape of Finnmark is sometimes titled the "Norwegian Lapland", especially by the travel industry. Lappi- appears as a common component of place-names throughout central and southern Finland as well; in many cases, it probably refers to earlier Sami presence, though in some cases the underlying meaning may be merely "periphery" or "outlying district". "Sides" Finally, Sápmi may also be sub-divided into cultural regions according to the states' borders, that obviously affects daily life for people no matter their ethnicity. These regions are commonly referred to as "sides" by Sami, for example "the Norwegian side" (norgga bealli) or "the Finnish side" (suoma bealli). Languages Sámi languages The Saamic languages are the region's main minority languages and also its oldest attested languages. They belong to the Uralic language family, and are most closely related to the Finnic languages. Many Sami languages are mutually unintelligible, but the
the natives Eora people. "Eora" is the term the indigenous population used to explain their origins upon first contact with the British. Its literal meaning is "from this place". Around 29 clan groups of the Eora Nation inhabited the region at the time of European contact. Sydney Cove from Port Jackson to Petersham was inhabited by the Cadigal clan. The principal language groups were Darug, Guringai, and Dharawal. The first Europeans to visit noted that the indigenous people were camping and fishing, using trees for bark and food, collecting shells, and cooking fish. Establishment of the colony Britain—before that, England—and Ireland had for a long time been sending their convicts across the Atlantic to the American colonies. That practice was ended with the Declaration of Independence by the United States in 1776. Britain decided in 1786 to found a new penal outpost in the territory discovered by Cook some 16 years earlier. Captain Phillip led the First Fleet of 11 ships and about 850 convicts into Botany Bay on 18 January 1788, though deemed the location unsuitable due to poor soil and a lack of fresh water. He travelled a short way further north and arrived at Sydney Cove on 26 January 1788. This was to become the location of the new colony. Phillip described Port Jackson as being "without exception the finest harbour in the world". The colony was at first to be titled "New Albion" (after Albion, another name for Great Britain), but Phillip decided on "Sydney", whom he named after Thomas Townshend, 1st Viscount Sydney. The official proclamation and naming of the colony happened on 7 February 1788. Lieutenant William Dawes produced a town plan in 1790, but it was ignored by the colony's leaders, and Sydney's layout today reflects this lack of planning. Between 1788 and 1792, 3,546 male and 766 female convicts were landed at Sydney, many of them "professional criminals" with few of the skills required for the establishment of a colony. The food situation reached crisis point in 1790. Early efforts at agriculture were fraught and supplies from overseas were scarce. From 1791 on, however, the more regular arrival of ships and the beginnings of trade lessened the feeling of isolation and improved supplies. The colony was not founded on the principles of freedom and prosperity. Maps from this time show no prison buildings; the punishment for convicts was transportation rather than incarceration, but serious offences were penalised by flogging and hanging. Phillip sent exploratory missions in search of better soils and fixed on the Parramatta region as a promising area for expansion, and moved many of the convicts from late 1788 to establish a small township, which became the main centre of the colony's economic life, leaving Sydney Cove only as an important port and focus of social life. Poor equipment and unfamiliar soils and climate continued to hamper the expansion of farming from Farm Cove to Parramatta and Toongabbie, but a building programme, assisted by convict labour, advanced steadily. Officers and convicts alike faced starvation as supplies ran low and little could be cultivated from the land. The region's indigenous population was also suffering. It is estimated that half the native people in Sydney died during the smallpox epidemic of 1789. Enlightened for his time, Phillip's personal intent was to establish harmonious relations with local Aboriginal people and try to reform as well as discipline the convicts of the colony. Phillip and several of his officers – most notably Watkin Tench – left journals and accounts that tell of immense hardships during the first years of settlement. Part of Macquarie's effort to transform the colony was his authorisation for convicts to re-enter society as free citizens. Roads, bridges, wharves, and public buildings were constructed using convict labour and by 1822 the town had banks, markets, and well-established thoroughfares. Parramatta Road was opened in 1811, being one of Sydney's oldest roads and Australia's first highway between two cities – Sydney (present day city centre) and Parramatta. Conditions in the colony were not conducive to the development of a thriving metropolis, but the more regular arrival of ships and the beginnings of maritime trade (such as in wool) helped to lessen the burden of isolation. Between 1788 and 1792, convicts and their jailers made up the majority of the population; in one generation, however, a population of emancipated convicts who could be granted land began to grow. These people pioneered Sydney's private sector economy and were later joined by soldiers whose military service had expired, and later still by free settlers who began arriving from Britain. Governor Phillip departed the colony for England on 11 December 1792, with the new settlement having survived near starvation and immense isolation for four years. Conflicts Between 1790 and 1816, Sydney was one of the many sites of the Australian Frontier Wars, a series of conflicts between the Kingdom of Great Britain and the resisting Indigenous clans. In 1790, when the British established farms along the Hawkesbury River, an Aboriginal leader Pemulwuy resisted the Europeans by waging a guerrilla-style warfare on the settlers in a series of wars known as the Hawkesbury and Nepean Wars, which took place in western Sydney. He raided farms until Governor Macquarie dispatched troops from the British Army 46th Regiment in 1816 and ended the conflict by killing 14 Indigenous Australians in a raid on their campsite. In 1804, Irish convicts led the Castle Hill Rebellion, a rebellion by convicts against colonial authority in the Castle Hill area of the British colony of New South Wales. The first and only major convict uprising in Australian history suppressed under martial law, the rebellion ended in a battle fought between convicts and the colonial forces of Australia at Rouse Hill. The Rum Rebellion of 1808 was the only successful armed takeover of government in Australian history, where the Governor of New South Wales, William Bligh, was ousted by the New South Wales Corps under the command of Major George Johnston, who led the rebellion. Conflicts arose between the governors and the officers of the Rum Corps, many of which were land owners such as John Macarthur. Modern development 19th century Early Sydney was moulded by the hardship suffered by early settlers. In the early years, drought and disease caused widespread problems, but the situation soon improved. The military colonial government was reliant on the army, the New South Wales Corps. Macquarie served as the last autocratic Governor of New South Wales, from 1810 to 1821 and had a leading role in the social and economic development of Sydney which saw it transition from a penal colony to a budding free society. He established public works, a bank, churches, and charitable institutions and sought good relations with the Aborigines. A gold rush occurred in the colony in 1851, and over the next century, Sydney transformed from a colonial outpost into a major global cultural and economic centre. Over the course of the 19th-century Sydney established many of its major cultural institutions. Governor Lachlan Macquarie's vision for Sydney included the construction of grand public buildings and institutions fit for a colonial capital. Macquarie Street began to take shape as a ceremonial thoroughfare of grand buildings. The year 1840 was the final year of convict transportation to Sydney, which by this time had a population of 35,000. Gold was discovered in the colony in 1851 and with it came thousands of people seeking their fortune. Sydney's population reached 200,000 by 1871 and during this time the city entered a period of prosperity which was reflected in the construction of grand edifices. Temperance coffee palaces, hotels as well as other civic buildings such as libraries and museums were erected in the city. Demand for infrastructure to support the growing population and subsequent economic activity led to massive improvements to the city's railway and port systems throughout the 1850s and 1860s. After a period of rapid growth, further discoveries of gold in Victoria began drawing new residents away from Sydney towards Melbourne in the 1850s, which created a historically strong rivalry between Sydney and Melbourne. Nevertheless, Sydney exceeded Melbourne's population in the early twentieth century and remains Australia's largest city. Following the depression of the 1890s, the six colonies agreed to form the Commonwealth of Australia. Sydney's beaches had become popular seaside holiday resorts, but daylight sea bathing was considered indecent until the early 20th century. 20th century–present Under the reign of Queen Victoria federation of the six colonies occurred on 1 January 1901. Sydney, with a population of 481,000, then became the state capital of New South Wales. The Great Depression of the 1930s had a severe effect on Sydney's economy, as it did with most cities throughout the industrial world. For much of the 1930s up to one in three breadwinners were unemployed. Construction of the Sydney Harbour Bridge served to alleviate some of the effects of the economic downturn by employing 1,400 men between 1924 and 1932. The population continued to boom despite the Depression, having reached 1 million in 1925. The city had one of the largest tram networks in the British Empire until it was dismantled in 1961. When Britain declared war on Germany in 1939, Australia also entered. During the war, Sydney experienced a surge in industrial development to meet the needs of a wartime economy. Far from mass unemployment, there were now labour shortages and women becoming active in male roles. Sydney's harbour was attacked by the Japanese in May and June 1942 with a direct attack from Japanese submarines with some loss of life. Households throughout the city had built air raid shelters and performed drills. Consequently, Sydney experienced population growth and increased cultural diversification throughout the post-war period. The people of Sydney warmly welcomed Queen Elizabeth II in 1954 when the reigning monarch stepped onto Australian soil for the first time to commence her Australian Royal Tour. Having arrived on the Royal Yacht Britannia through Sydney Heads, Her Majesty came ashore at Farm Cove. There were 1.7 million people living in Sydney in 1950 and almost 3 million by 1975. The Australian government launched a large scale multicultural immigration program. New industries such as information technology, science, education, culture, financial services and the arts have risen. Sydney's iconic Opera House was opened in 1973 by Her Majesty. A new skyline of concrete and steel skyscrapers swept away much of the old lowrise and often sandstone skyline of the city in the 1960s and 1970s, with Australia Square being the tallest building in Sydney from its completion in 1967 until 1976 and is also notable for being the first skyscraper in Australia. This prolific growth of contemporary high-rise architecture was put in check by heritage laws in the 1990s onwards, which prevent the demolition of any structure deemed historically significant. Since the 1970s Sydney has undergone a rapid economic and social transformation. As a result of immigration, the city has become a cosmopolitan melting pot. To relieve congestion on the Sydney Harbour Bridge, the Sydney Harbour Tunnel opened in August 1992. The 2000 Summer Olympics were held in Sydney and became known as the "best Olympic Games ever" by the President of the International Olympic Committee. Sydney has maintained extensive political, economic and cultural influence over Australia as well as international renown in recent decades. Following the Olympics, the city hosted the 2003 Rugby World Cup, the APEC Australia 2007 and Catholic World Youth Day 2008, led by Pope Benedict XVI. Geography Topography Sydney is a coastal basin with the Tasman Sea to the east, the Blue Mountains to the west, the Hawkesbury River to the north, and the Woronora Plateau to the south. The inner city measures , the Greater Sydney region covers , and the city's urban area is in size. Greater Sydney's boundaries stretch 88 kilometres (55 mi) from Palm Beach in the north to Waterfall in the south, and 70 kilometres (43 mi) from Bondi Beach in the east to Emu Plains in the west. Sydney spans two geographic regions. The Cumberland Plain lies to the south and west of the Harbour and is relatively flat. The Hornsby Plateau is located to the north and is dissected by steep valleys. The flat areas of the south were the first to be developed as the city grew. It was not until the construction of the Sydney Harbour Bridge that the northern reaches of the coast became more heavily populated. Seventy surf beaches can be found along its coastline with Bondi Beach being one of the most famous. The Nepean River wraps around the western edge of the city and becomes the Hawkesbury River before reaching Broken Bay. Most of Sydney's water storages can be found on tributaries of the Nepean River. The Parramatta River is mostly industrial and drains a large area of Sydney's western suburbs into Port Jackson. The southern parts of the city are drained by the Georges River and the Cooks River into Botany Bay. According to calculations by the Senseable City Lab at the Massachusetts Institute of Technology (MIT), 25.9% of Sydney is covered by trees, making it the third largest city in the world with the most trees after Singapore and Oslo, respectively, tying with Vancouver. Geology Sydney is made up of mostly Triassic rock with some recent igneous dykes and volcanic necks (typically found in the Prospect dolerite intrusion, west of Sydney). The Sydney Basin was formed when the Earth's crust expanded, subsided, and filled with sediment in the early Triassic period. The sand that was to become the sandstone of today was washed there by rivers from the south and northwest and laid down between 360 and 200 million years ago. The sandstone has shale lenses and fossil riverbeds. The Sydney Basin bioregion includes coastal features of cliffs, beaches, and estuaries. Deep river valleys known as rias were carved during the Triassic period in the Hawkesbury sandstone of the coastal region where Sydney now lies. The rising sea level between 18,000 and 6,000 years ago flooded the rias to form estuaries and deep harbours. Port Jackson, better known as Sydney Harbour, is one such ria. Sydney features two major soil types; sandy soils (which originate from the Hawkesbury sandstone) and clay (which are from shales and volcanic rocks), though some soils may be a mixture of the two. Directly overlying the older Hawkesbury sandstone is the Wianamatta shale, a geological feature found in western Sydney that was deposited in connection with a large river delta during the Middle Triassic period which shifted over time from west to east. The Wianamatta shale generally comprises fine grained sedimentary rocks such as shales, mudstones, ironstones, siltstones and laminites, with less common sandstone units. The Wianamatta Group is made up of the following units (listed in stratigraphic order): Bringelly Shale, Minchinbury Sandstone and Ashfield Shale. Ecology The most prevalent plant communities in the Sydney region are open grassy woodlands and some pockets of dry sclerophyll forests, which consist of eucalyptus trees, casuarinas, melaleucas, corymbias and angophoras, with shrubs (typically wattles, callistemons, grevilleas and banksias), and a semi-continuous grass in the understory. The plants in this community tend to have rough and spiky leaves, as they're grown in areas with low soil fertility. Sydney also features a few areas of wet sclerophyll forests which are found in the wetter, elevated areas in the north and the northeast. These forests are defined by straight, tall tree canopies with a moist understory of soft-leaved shrubs, tree ferns and herbs. Sydney is home to dozens of bird species, which commonly include the Australian raven, Australian magpie, crested pigeon, noisy miner and the pied currawong, among others. Introduced bird species ubiquitously found in Sydney are the common myna, common starling, house sparrow and the spotted dove. Reptile species are also numerous and predominantly include skinks. Sydney has a few mammal and spider species, such as the grey-headed flying fox and the Sydney funnel-web, respectively, and has a huge diversity of marine species inhabiting its harbour and many beaches. Climate Under the classic system, Sydney has a temperate climate but under the Köppen–Geiger classification, Sydney has a humid subtropical climate (Cfa) with "warm [and] sometimes hot" summers and "cool" winters, as described by the Australian Bureau of Statistics. The El Niño–Southern Oscillation, the Indian Ocean Dipole and the Southern Annular Mode play an important role in determining Sydney's weather patterns: drought and bushfire on the one hand, and storms and flooding on the other, associated with the opposite phases of the oscillation in Australia. At Sydney's primary weather station at Observatory Hill, extreme temperatures have ranged from on 18 January 2013 to on 22 June 1932. An average of 14.9 days a year have temperatures at or above in the central business district (CBD). In contrast, the metropolitan area averages between 35 and 65 days, depending on the suburb. The hottest day in the Sydney metropolitan area occurred in Penrith on 4 January 2020, where a high of was recorded. The average annual temperature of the sea ranges from in September to in February. Sydney has an average of 7.2 hours of sunshine per day and 109.5 clear days annually. The weather is moderated by proximity to the ocean, and more extreme temperatures are recorded in the inland western suburbs. Sydney experiences an urban heat island effect. This makes certain parts of the city more vulnerable to extreme heat, including coastal suburbs. In late spring and summer, temperatures over are not uncommon, though hot, dry conditions are usually ended by a southerly buster, a powerful southerly that brings gale winds and a rapid fall in temperature. Since Sydney borders the Great Dividing Range, it can occasionally experience dry, westerly föhn-like winds usually between winter and spring. Due to the inland location, frost is recorded early in the morning in Western Sydney a few times in winter. Autumn and spring are the transitional seasons, with spring showing a larger temperature variation than autumn. Rainfall has a moderate to low variability and has historically been fairly uniform throughout the year, although in recent years it has been more summer-dominant and erratic. Precipitation is usually higher in late summer through to early winter and lower in late winter to early spring. In late autumn and winter, east coast lows may bring large amounts of rainfall, especially in the CBD. In the warm season black nor'easters are usually the cause of heavy rain events, though other forms of low-pressure areas, including remnants of ex-cyclones, may also bring heavy deluge and afternoon thunderstorms, particularly in the western suburbs. Snowfall was last reported in the Sydney City area in 1836, while a fall of graupel, or soft hail, was mistaken by many for snow, in July 2008. In 2009, dry conditions brought a severe dust storm towards the city. Regions The regions of Sydney include the CBD or City of Sydney (colloquially referred to as 'the City') and Inner West, the Eastern Suburbs, Southern Sydney (including St George and Sutherland Shire), Greater Western Sydney (including South Western Sydney, Hills District and the Macarthur Region), and Northern Sydney (including the North Shore and Northern Beaches). The Greater Sydney Commission divides Sydney into five districts based on the 33 LGAs in the metropolitan area; the Western City, the Central City, the Eastern City, the North District, and the South District. The Australian Bureau of Statistics includes City of Central Coast (the former Gosford City and Wyong Shire) as part of Greater Sydney for population counts. This adds another 330,000 people to the metropolitan area covered by Greater Sydney Commission. Recent statements by the state government (on the topic of the COVID-19 pandemic) have included the Blue Mountains, the Central Coast, and Wollongong as parts of Greater Sydney. Inner suburbs The CBD extends about south from Sydney Cove. It is bordered by Farm Cove within the Royal Botanic Garden to the east and Darling Harbour to the west. Suburbs surrounding the CBD include Woolloomooloo and Potts Point to the east, Surry Hills and Darlinghurst to the south, Pyrmont and Ultimo to the west, and Millers Point and The Rocks to the north. Most of these suburbs measure less than in area. The Sydney CBD is characterised by considerably narrow streets and thoroughfares, created in its convict beginnings in the 18th century. Several localities, distinct from suburbs, exist throughout Sydney's inner reaches. Central and Circular Quay are transport hubs with ferry, rail, and bus interchanges. Chinatown, Darling Harbour, and Kings Cross are important locations for culture, tourism, and recreation. The Strand Arcade, which is located between Pitt Street Mall and George Street, is a historical Victorian-style shopping arcade. Opened on 1 April 1892, its shop fronts are an exact replica of the original internal shopping facades. Westfield Sydney, located beneath the Sydney Tower, is the largest shopping centre by area in Sydney. There is a long trend of gentrification amongst Sydney's inner suburbs. Pyrmont located on the harbour was redeveloped from a centre of shipping and international trade to an area of high density housing, tourist accommodation, and gambling. Originally located well outside of the city, Darlinghurst is the location of the historic, former Darlinghurst Gaol, manufacturing, and mixed housing. It had a period when it was known as an area of prostitution. The terrace style housing has largely been retained and Darlinghurst has undergone significant gentrification since the 1980s. Green Square is a former industrial area of Waterloo which is undergoing urban renewal worth $8 billion. On the city harbour edge, the historic suburb and wharves of Millers Point are being built up as the new area of Barangaroo. The enforced rehousing of local residents due to the Millers Point/Barangaroo development has caused significant controversy despite the $6 billion worth of economic activity it is expected to generate. The suburb of Paddington is a well known suburb for its streets of restored terrace houses, Victoria Barracks, and shopping including the weekly Oxford Street markets. Inner West The Inner West generally includes the Inner West Council, Municipality of Burwood, Municipality of Strathfield, and City of Canada Bay. These span up to about 11 km west of the CBD. Suburbs in the Inner West have historically housed working class industrial workers, but have undergone gentrification over the 20th century. The region now mainly features medium- and high-density housing. Major features in the area include the University of Sydney and the Parramatta River, as well as a large cosmopolitan community and the nightlife hub on King Street in Newtown. The Anzac Bridge spans Johnstons Bay and connects Rozelle to Pyrmont and the city, forming part of the Western Distributor. The area is serviced by the T1, T2, and T3 railway lines, including the Main Suburban Line; which is the first to be constructed in New South Wales. Strathfield Railway Station is a secondary railway hub within Sydney, and major station on the Suburban and Northern lines. It was constructed in 1876, and will be a future terminus of Parramatta Light Rail. The area is also serviced by numerous bus routes and cycleways. Other shopping centres in the area include Westfield Burwood and DFO in Homebush. Eastern suburbs The Eastern Suburbs encompass the Municipality of Woollahra, the City of Randwick, the Waverley Municipal Council, and parts of the Bayside Council. The Greater Sydney Commission envisions a resident population of 1,338,250 people by 2036 in its Eastern City District (including the City and Inner West). They include some of the most affluent and advantaged areas in the country, with some streets being amongst the most expensive in the world. Wolseley Road, in Point Piper, has a top price of $20,900 per square metre, making it the ninth-most expensive street in the world. More than 75% of neighbourhoods in the Electoral District of Wentworth fall under the top decile of SEIFA advantage, making it the least disadvantaged area in the country. Major landmarks include Bondi Beach, a major tourist site; which was added to the Australian National Heritage List in 2008; and Bondi Junction, featuring a Westfield shopping centre and an estimated office work force of 6,400 by 2035, as well as a train station on the T4 Eastern Suburbs Line. The suburb of Randwick contains the Randwick Racecourse, the Royal Hospital for Women, the Prince of Wales Hospital, Sydney Children's Hospital, and the UNSW Kensington Campus. Randwick's 'Collaboration Area' has a baseline estimate of 32,000 jobs by 2036, according to the Greater Sydney Commission. Construction of the CBD and South East Light Rail was completed in April 2020. Main construction was due to be completed in 2018 but was delayed until 2020. The project aims to provide reliable and high-capacity tram services to residents in the City and South-East. Major shopping centres in the area include Westfield Bondi Junction and Westfield Eastgardens. Southern Sydney Southern Sydney includes the suburbs in the local government areas of former Rockdale, Georges River Council (collectively known as the St George area), and broadly it also includes the suburbs in the local government area of Sutherland, south of the Georges River (colloquially known as 'The Shire'). The Kurnell peninsula, near Botany Bay, is the site of the first landfall on the eastern coastline made by Lt. (later Captain) James Cook in 1770. La Perouse, a historic suburb named after the French navigator Jean-François de Galaup, comte de Lapérouse (1741–88), is notable for its old military outpost at Bare Island and the Botany Bay National Park. The suburb of Cronulla in southern Sydney is close to Royal National Park, Australia's oldest national park. Hurstville, a large suburb with a multitude of commercial buildings and high-rise residential buildings dominating the skyline, has become a CBD for the southern suburbs. Northern Sydney 'Northern Sydney' may also include the suburbs in the Upper North Shore, Lower North Shore and the Northern Beaches. The Northern Suburbs include several landmarks – Macquarie University, Gladesville Bridge, Ryde Bridge, Macquarie Centre and Curzon Hall in Marsfield. This area includes suburbs in the local government areas of Hornsby Shire, City of Ryde, the Municipality of Hunter's Hill and parts of the City of Parramatta. The North Shore, an informal geographic term referring to the northern metropolitan area of Sydney, consists of , , , , Killara, , , and many others. The Lower North Shore usually refers to the suburbs adjacent to the harbour such as , , Mosman, , Cremorne Point, , Milsons Point, , Northbridge, and North Sydney. and are often also considered as being part of the Lower North Shore. The Lower North Shore's eastern boundary is Middle Harbour, or at the Roseville Bridge at and . The Upper North Shore usually refers to the suburbs between and . It is made up of suburbs located within Ku-ring-gai and Hornsby Shire councils. The North Shore includes the commercial centres of North Sydney and Chatswood. North Sydney itself consists of a large commercial centre, with its own business centre, which contains the second largest concentration of high-rise buildings in Sydney, after the CBD. North Sydney is dominated by advertising, marketing businesses and associated trades, with many large corporations holding office in the region. The Northern Beaches area includes Manly, one of Sydney's most popular holiday destinations for much of the nineteenth and twentieth centuries. The region also features Sydney Heads, a series of headlands which form the wide entrance to Sydney Harbour. The Northern Beaches area extends south to the entrance of Port Jackson (Sydney Harbour), west to Middle Harbour and north to the entrance of Broken Bay. The 2011 Australian census found the Northern Beaches to be the most white and mono-ethnic district in Australia, contrasting with its more-diverse neighbours, the North Shore and the Central Coast. Hills district The Hills district generally refers to the suburbs in north-western Sydney including the local government areas of The Hills Shire, parts of the City of Parramatta Council and Hornsby Shire. Actual suburbs and localities that are considered to be in the Hills District can be somewhat amorphous and variable. For example, the Hills District Historical Society restricts its definition to the Hills Shire local government area, yet its study area extends from Parramatta to the Hawkesbury. The region is so named for its characteristically comparatively hilly topography as the Cumberland Plain lifts up, joining the Hornsby Plateau. Several of its suburbs also have "Hill" or "Hills" in their names, such as Baulkham Hills, Castle Hill, Seven Hills, Beaumont Hills, and Winston Hills, among others. Windsor and Old Windsor Roads are historic roads in Australia, as they are the second and third roads, respectively, laid in the colony. Western suburbs The greater western suburbs encompasses the areas of Parramatta, the sixth largest business district in Australia, settled the same year as the harbour-side colony, Bankstown, Liverpool, Penrith, and Fairfield. Covering and having an estimated resident population as at 2017 of 2,288,554, western Sydney has the most multicultural suburbs in the country. The population is predominantly of a working class background, with major employment in the heavy industries and vocational trade. Toongabbie is noted for being the third mainland settlement (after Sydney and Parramatta) set up after the British colonisation of Australia began in 1788, although the site of the settlement is actually in the separate suburb of Old Toongabbie. The western suburb of Prospect, in the City of Blacktown, is home to Raging Waters, a water park operated by Parques Reunidos. Auburn Botanic Gardens, a botanical garden situated in Auburn, attracts thousands of visitors each year, including a significant number from outside Australia. Another prominent park and garden in the west is Central Gardens Nature Reserve in Merrylands West. The greater west also includes Sydney Olympic Park, a suburb created to host the 2000 Summer Olympics, and Sydney Motorsport Park, a motorsport circuit located in Eastern Creek. The Boothtown Aqueduct in Greystanes is a 19th-century water bridge that is listed on the New South Wales State Heritage Register as a site of State significance. To the northwest, Featherdale Wildlife Park, an Australian zoo in Doonside, near Blacktown, is a major tourist attraction, not just for Western Sydney, but for NSW and Australia. Westfield Parramatta in Parramatta is Australia's busiest Westfield shopping centre, having 28.7 million customer visits per annum. Established in 1799, the Old Government House, a historic house museum and tourist spot in Parramatta, was included in the Australian National Heritage List on 1 August 2007 and World Heritage List in 2010 (as part of the 11 penal sites constituting the Australian Convict Sites), making it the only site in greater western Sydney to be featured in such lists. Moreover, the house is Australia's oldest surviving public building. Prospect Hill, a historically significant ridge in the west and the only area in Sydney with ancient volcanic activity, is also listed on the NSW State Heritage Register. Further to the southwest is the region of Macarthur and the city of Campbelltown, a significant population centre until the 1990s considered a region separate to Sydney proper. Macarthur Square, a shopping complex in Campbelltown, has become one of the largest shopping complexes in Sydney. The southwest also features Bankstown Reservoir, the oldest elevated reservoir constructed in reinforced concrete that is still in use and is listed on the New South Wales State Heritage Register. The southwest is home to one of Sydney's oldest trees, the Bland Oak, which was planted in the 1840s by William Bland in the suburb of Carramar. Urban structure Architecture The earliest structures in the colony were built to the bare minimum of standards. Upon his appointment, Governor Lachlan Macquarie set ambitious targets for the architectural design of new construction projects. The city now has a world heritage listed building, several national heritage listed buildings, and dozens of Commonwealth heritage listed buildings as evidence of the survival of Macquarie's ideals. In 1814 the Governor called on a convict named Francis Greenway to design Macquarie Lighthouse. The lighthouse and its Classical design earned Greenway a pardon from Macquarie in 1818 and introduced a culture of refined architecture that remains to this day. Greenway went on to design the Hyde Park Barracks in 1819 and the Georgian style St James's Church in 1824. Gothic-inspired architecture became more popular from the 1830s. John Verge's Elizabeth Bay House and St Philip's Church of 1856 were built in Gothic Revival style along with Edward Blore's Government House of 1845. Kirribilli House, completed in 1858, and St Andrew's Cathedral, Australia's oldest cathedral, are rare examples of Victorian Gothic construction. From the late 1850s there was a shift towards Classical architecture. Mortimer Lewis designed the Australian Museum in 1857. The General Post Office, completed in 1891 in Victorian Free Classical style, was designed by James Barnet. Barnet also oversaw the 1883 reconstruction of Greenway's Macquarie Lighthouse. Customs House was built in 1844 to the specifications of Lewis, with additions from Barnet in 1887 and W L Vernon in 1899. The neo-Classical and French Second Empire style Town Hall was completed in 1889. Romanesque designs gained favour amongst Sydney's architects from the early 1890s. Sydney Technical College was completed in 1893 using both Romanesque Revival and Queen Anne approaches. The Queen Victoria Building was designed in Romanesque Revival fashion by George McRae and completed in 1898. It was built on the site of the Sydney Central Markets and accommodates 200 shops across its three storeys. As the wealth of the settlement increased, and as Sydney developed into a metropolis after Federation in 1901, its buildings became taller. Sydney's first tower was Culwulla Chambers on the corner of King Street and Castlereagh Street which topped out at making 12 floors. The Commercial Traveller's Club, located in Martin Place and built in 1908, was of similar height at 10 floors. It was built in a brick stone veneer and demolished in 1972 to make way for Harry Seidler's MLC Centre. This heralded a change in Sydney's cityscape and with the lifting of height restrictions in the 1960s there came a surge of high-rise construction. Acclaimed architects such as Jean Nouvel, Harry Seidler, Richard Rogers, Renzo Piano, Norman Foster, and Frank Gehry have each made their own contribution to the city's skyline. The Great Depression had a tangible influence on Sydney's architecture. New structures became more restrained with far less ornamentation than was common before the 1930s. The most notable architectural feat of this period is the Harbour Bridge. Its steel arch was designed by John Bradfield and completed in 1932. A total of 39,000 tonnes of structural steel span the between Milsons Point and Dawes Point. Modern and International architecture came to Sydney from the 1940s. Since its completion in 1973 the city's Opera House has become a World Heritage Site and one of the world's most renowned pieces of Modern design. It was conceived by Jørn Utzon with contributions from Peter Hall, Lionel Todd, and David Littlemore. Utzon was awarded the Pritzker Prize in 2003 for his work on the Opera House. Sydney is home to Australia's first building by renowned Canadian-American architect Frank Gehry, the Dr Chau Chak Wing Building (2015), based on the design of a tree house. An entrance from The Goods Line–a pedestrian pathway and former railway line–is located on the eastern border of the site. Contemporary buildings in the CBD include Citigroup Centre, Aurora Place, Chifley Tower, the Reserve Bank building, Deutsche Bank Place, MLC Centre, and Capita Centre. The tallest structure is Sydney Tower, designed by Donald Crone and completed in 1981. Regulations limited new buildings to a height of due to the proximity of Sydney Airport, although strict restrictions employed in the early 2000s have slowly been relaxed in the past ten years, with a maximum height restriction now sitting at 330 metres (1083 feet). Green bans and heritage overlays have been in place since at least 1977 to protect Sydney's heritage after controversial demolitions in the 1970s led to an outcry from Sydneysiders to preserve the old and keep history intact, sufficiently balancing old and new architecture. Housing Sydney surpasses both New York City and Paris real estate prices, having some of the most expensive in the world. The city remains Australia's most expensive housing market, with the mean house price at $1,142,212 as of December 2019 (over 25% higher the national mean house price). There were 1.76 million dwellings in Sydney in 2016 including 925,000 (57%) detached houses, 227,000 (14%) semi-detached terrace houses and 456,000 (28%) units and apartments. Whilst terrace houses are common in the inner city areas, it is detached houses that dominate the landscape in the outer suburbs. Due to environmental and economic pressures, there has been a noted trend towards denser housing. There was a 30% increase in the number of apartments in Sydney between 1996 and 2006. Public housing in Sydney is managed by the Government of New South Wales. Suburbs with large concentrations of public housing include Claymore, Macquarie Fields, Waterloo, and Mount Druitt. The Government has announced plans to sell nearly 300 historic public housing properties in the harbourside neighbourhoods of Millers Point, Gloucester Street, and The Rocks. Sydney is one of the most expensive real estate markets globally. It is only second to Hong Kong with the average property costing 14 times the annual Sydney salary as of December 2016. A range of heritage housing styles can be found throughout Sydney. Terrace houses are found in the inner suburbs such as Paddington, The Rocks, Potts Point and Balmain–many of which have been the subject of gentrification. These terraces, particularly those in suburbs such as The Rocks, were historically home to Sydney's miners and labourers. In the present day, terrace houses now make up some of the most valuable real estate in the city. Federation homes, constructed around the time of Federation in 1901, are located in suburbs such as Penshurst, Turramurra, and in Haberfield. Haberfield is known as "The Federation Suburb" due to the extensive number of Federation homes. Workers cottages are found in Surry Hills, Redfern, and Balmain. California bungalows are common in Ashfield, Concord, and Beecroft.
one of the largest shopping complexes in Sydney. The southwest also features Bankstown Reservoir, the oldest elevated reservoir constructed in reinforced concrete that is still in use and is listed on the New South Wales State Heritage Register. The southwest is home to one of Sydney's oldest trees, the Bland Oak, which was planted in the 1840s by William Bland in the suburb of Carramar. Urban structure Architecture The earliest structures in the colony were built to the bare minimum of standards. Upon his appointment, Governor Lachlan Macquarie set ambitious targets for the architectural design of new construction projects. The city now has a world heritage listed building, several national heritage listed buildings, and dozens of Commonwealth heritage listed buildings as evidence of the survival of Macquarie's ideals. In 1814 the Governor called on a convict named Francis Greenway to design Macquarie Lighthouse. The lighthouse and its Classical design earned Greenway a pardon from Macquarie in 1818 and introduced a culture of refined architecture that remains to this day. Greenway went on to design the Hyde Park Barracks in 1819 and the Georgian style St James's Church in 1824. Gothic-inspired architecture became more popular from the 1830s. John Verge's Elizabeth Bay House and St Philip's Church of 1856 were built in Gothic Revival style along with Edward Blore's Government House of 1845. Kirribilli House, completed in 1858, and St Andrew's Cathedral, Australia's oldest cathedral, are rare examples of Victorian Gothic construction. From the late 1850s there was a shift towards Classical architecture. Mortimer Lewis designed the Australian Museum in 1857. The General Post Office, completed in 1891 in Victorian Free Classical style, was designed by James Barnet. Barnet also oversaw the 1883 reconstruction of Greenway's Macquarie Lighthouse. Customs House was built in 1844 to the specifications of Lewis, with additions from Barnet in 1887 and W L Vernon in 1899. The neo-Classical and French Second Empire style Town Hall was completed in 1889. Romanesque designs gained favour amongst Sydney's architects from the early 1890s. Sydney Technical College was completed in 1893 using both Romanesque Revival and Queen Anne approaches. The Queen Victoria Building was designed in Romanesque Revival fashion by George McRae and completed in 1898. It was built on the site of the Sydney Central Markets and accommodates 200 shops across its three storeys. As the wealth of the settlement increased, and as Sydney developed into a metropolis after Federation in 1901, its buildings became taller. Sydney's first tower was Culwulla Chambers on the corner of King Street and Castlereagh Street which topped out at making 12 floors. The Commercial Traveller's Club, located in Martin Place and built in 1908, was of similar height at 10 floors. It was built in a brick stone veneer and demolished in 1972 to make way for Harry Seidler's MLC Centre. This heralded a change in Sydney's cityscape and with the lifting of height restrictions in the 1960s there came a surge of high-rise construction. Acclaimed architects such as Jean Nouvel, Harry Seidler, Richard Rogers, Renzo Piano, Norman Foster, and Frank Gehry have each made their own contribution to the city's skyline. The Great Depression had a tangible influence on Sydney's architecture. New structures became more restrained with far less ornamentation than was common before the 1930s. The most notable architectural feat of this period is the Harbour Bridge. Its steel arch was designed by John Bradfield and completed in 1932. A total of 39,000 tonnes of structural steel span the between Milsons Point and Dawes Point. Modern and International architecture came to Sydney from the 1940s. Since its completion in 1973 the city's Opera House has become a World Heritage Site and one of the world's most renowned pieces of Modern design. It was conceived by Jørn Utzon with contributions from Peter Hall, Lionel Todd, and David Littlemore. Utzon was awarded the Pritzker Prize in 2003 for his work on the Opera House. Sydney is home to Australia's first building by renowned Canadian-American architect Frank Gehry, the Dr Chau Chak Wing Building (2015), based on the design of a tree house. An entrance from The Goods Line–a pedestrian pathway and former railway line–is located on the eastern border of the site. Contemporary buildings in the CBD include Citigroup Centre, Aurora Place, Chifley Tower, the Reserve Bank building, Deutsche Bank Place, MLC Centre, and Capita Centre. The tallest structure is Sydney Tower, designed by Donald Crone and completed in 1981. Regulations limited new buildings to a height of due to the proximity of Sydney Airport, although strict restrictions employed in the early 2000s have slowly been relaxed in the past ten years, with a maximum height restriction now sitting at 330 metres (1083 feet). Green bans and heritage overlays have been in place since at least 1977 to protect Sydney's heritage after controversial demolitions in the 1970s led to an outcry from Sydneysiders to preserve the old and keep history intact, sufficiently balancing old and new architecture. Housing Sydney surpasses both New York City and Paris real estate prices, having some of the most expensive in the world. The city remains Australia's most expensive housing market, with the mean house price at $1,142,212 as of December 2019 (over 25% higher the national mean house price). There were 1.76 million dwellings in Sydney in 2016 including 925,000 (57%) detached houses, 227,000 (14%) semi-detached terrace houses and 456,000 (28%) units and apartments. Whilst terrace houses are common in the inner city areas, it is detached houses that dominate the landscape in the outer suburbs. Due to environmental and economic pressures, there has been a noted trend towards denser housing. There was a 30% increase in the number of apartments in Sydney between 1996 and 2006. Public housing in Sydney is managed by the Government of New South Wales. Suburbs with large concentrations of public housing include Claymore, Macquarie Fields, Waterloo, and Mount Druitt. The Government has announced plans to sell nearly 300 historic public housing properties in the harbourside neighbourhoods of Millers Point, Gloucester Street, and The Rocks. Sydney is one of the most expensive real estate markets globally. It is only second to Hong Kong with the average property costing 14 times the annual Sydney salary as of December 2016. A range of heritage housing styles can be found throughout Sydney. Terrace houses are found in the inner suburbs such as Paddington, The Rocks, Potts Point and Balmain–many of which have been the subject of gentrification. These terraces, particularly those in suburbs such as The Rocks, were historically home to Sydney's miners and labourers. In the present day, terrace houses now make up some of the most valuable real estate in the city. Federation homes, constructed around the time of Federation in 1901, are located in suburbs such as Penshurst, Turramurra, and in Haberfield. Haberfield is known as "The Federation Suburb" due to the extensive number of Federation homes. Workers cottages are found in Surry Hills, Redfern, and Balmain. California bungalows are common in Ashfield, Concord, and Beecroft. Larger modern homes are predominantly found in the outer suburbs, such as Stanhope Gardens, Kellyville Ridge, Bella Vista to the northwest, Bossley Park, Abbotsbury, and Cecil Hills to the west, and Hoxton Park, Harrington Park, and Oran Park to the southwest. Parks and open spaces The Anzac War Memorial in Hyde Park is a public memorial dedicated to the achievement of the Australian Imperial Force of World War I. The Royal Botanic Garden is the most iconic green space in the Sydney region, hosting both scientific and leisure activities. There are 15 separate parks under the administration of the City of Sydney. Parks within the city centre include Hyde Park, The Domain and Prince Alfred Park. The Centennial Parklands is the largest park in the City of Sydney, comprising . The inner suburbs include Centennial Park and Moore Park in the east (both within the City of Sydney local government area), while the outer suburbs contain Sydney Park and Royal National Park in the south, Ku-ring-gai Chase National Park in the north, and Western Sydney Parklands in the west, which is one of the largest urban parks in the world. The Royal National Park was proclaimed on 26 April 1879 and with is the second oldest national park in the world. Hyde Park is the oldest parkland in the country. The largest park in the Sydney metropolitan area is Ku-ring-gai Chase National Park, established in 1894 with an area of . It is regarded for its well-preserved records of indigenous habitation and more than 800 rock engravings, cave drawings and middens have been located in the park. The area now known as The Domain was set aside by Governor Arthur Phillip in 1788 as his private reserve. Under the orders of Macquarie the land to the immediate north of The Domain became the Royal Botanic Garden in 1816. This makes them the oldest botanic garden in Australia. The Gardens are not just a place for exploration and relaxation, but also for scientific research with herbarium collections, a library and laboratories. The two parks have a total area of with 8,900 individual plant species and receive over 3.5 million annual visits. To the south of The Domain is Hyde Park, the oldest public parkland in Australia which measures in area. Its location was used for both relaxation and the grazing of animals from the earliest days of the colony. Macquarie dedicated it in 1810 for the "recreation and amusement of the inhabitants of the town" and named it in honour of the original Hyde Park in London. Economy Researchers from Loughborough University have ranked Sydney amongst the top ten world cities that are highly integrated into the global economy. The Global Economic Power Index ranks Sydney number eleven in the world. The Global Cities Index recognises it as number fourteen in the world based on global engagement. There is a significant concentration of foreign banks and multinational corporations in Sydney and the city is promoted as Australia's financial capital and one of Asia Pacific's leading financial hubs. The prevailing economic theory in effect during early colonial days was mercantilism, as it was throughout most of Western Europe. The economy struggled at first due to difficulties in cultivating the land and the lack of a stable monetary system. Governor Lachlan Macquarie solved the second problem by creating two coins from every Spanish silver dollar in circulation. The economy was clearly capitalist in nature by the 1840s as the proportion of free settlers increased, the maritime and wool industries flourished, and the powers of the East India Company were curtailed. Wheat, gold, and other minerals became additional export industries towards the end of the 1800s. Significant capital began to flow into the city from the 1870s to finance roads, railways, bridges, docks, courthouses, schools and hospitals. Protectionist policies after federation allowed for the creation of a manufacturing industry which became the city's largest employer by the 1920s. These same policies helped to relieve the effects of the Great Depression during which the unemployment rate in New South Wales reached as high as 32%. From the 1960s onwards Parramatta gained recognition as the city's second CBD and finance and tourism became major industries and sources of employment. Sydney's nominal gross domestic product was AU$400.9 billion and AU$80,000 per capita in 2015. Its gross domestic product was AU$337 billion in 2013, the largest in Australia. The Financial and Insurance Services industry accounts for 18.1% of gross product and is ahead of Professional Services with 9% and Manufacturing with 7.2%. In addition to Financial Services and Tourism, the Creative and Technology sectors are focus industries for the City of Sydney and represented 9% and 11% of its economic output in 2012. Corporate citizens There were 451,000 businesses based in Sydney in 2011, including 48% of the top 500 companies in Australia and two-thirds of the regional headquarters of multinational corporations. Global companies are attracted to the city in part because its time zone spans the closing of business in North America and the opening of business in Europe. Most foreign companies in Sydney maintain significant sales and service functions but comparably less production, research, and development capabilities. There are 283 multinational companies with regional offices in Sydney. Domestic economics Sydney has been ranked between the fifteenth and the fifth most expensive city in the world and is the most expensive city in Australia. Of the 15 categories only measured by UBS in 2012, workers receive the seventh highest wage levels of 77 cities in the world. Working residents of Sydney work an average of 1,846 hours per annum with 15 days of leave. The labour force of Greater Sydney Region in 2016 was 2,272,722 with a participation rate of 61.6%. It was made up of 61.2% full-time workers, 30.9% part-time workers, and 6.0% unemployed individuals. The largest reported occupations are professionals, clerical and administrative workers, managers, technicians and trades workers, and community and personal service workers. The largest industries by employment across Greater Sydney are Health Care and Social Assistance with 11.6%, Professional Services with 9.8%, Retail Trade with 9.3%, Construction with 8.2%, Education and Training with 8.0%, Accommodation and Food Services 6.7%, and Financial and Insurance Services with 6.6%. The Professional Services and Financial and Insurance Services industries account for 25.4% of employment within the City of Sydney. In 2016, 57.6% of working age residents had a total weekly income of less than $1,000 and 14.4% had a total weekly income of $1,750 or more. The median weekly income for the same period was $719 for individuals, $1,988 for families, and $1,750 for household. Unemployment in the City of Sydney averaged 4.6% for the decade to 2013, much lower than the current rate of unemployment in Western Sydney of 7.3%. Western Sydney continues to struggle to create jobs to meet its population growth despite the development of commercial centres like Parramatta. Each day about 200,000 commuters travel from Western Sydney to the CBD and suburbs in the east and north of the city. Home ownership in Sydney was less common than renting prior to the Second World War but this trend has since reversed. Median house prices have increased by an average of 8.6% per annum since 1970. The median house price in Sydney in March 2014 was $630,000. The primary cause for rising prices is the increasing cost of land and scarcity which made up 32% of house prices in 1977 compared to 60% in 2002. 31.6% of dwellings in Sydney are rented, 30.4% are owned outright and 34.8% are owned with a mortgage. 11.8% of mortgagees in 2011 had monthly loan repayments of less than $1,000 and 82.9% had monthly repayments of $1,000 or more. 44.9% of renters for the same period had weekly rent of less than $350 whilst 51.7% had weekly rent of $350 or more. The median weekly rent in Sydney is $450. Financial services Macquarie gave a charter in 1817 to form the first bank in Australia, the Bank of New South Wales. New private banks opened throughout the 1800s but the financial system was unstable. Bank collapses were a frequent occurrence and a crisis point was reached in 1893 when 12 banks failed. The Bank of New South Wales exists to this day as Westpac. The Commonwealth Bank of Australia was formed in Sydney in 1911 and began to issue notes backed by the resources of the nation. It was replaced in this role in 1959 by the Reserve Bank of Australia which is also based in Sydney. The Australian Securities Exchange began operating in 1987 and with a market capitalisation of $1.6 trillion is now one of the ten largest exchanges in the world. The Financial and Insurance Services industry now constitutes 43% of the economic product of the City of Sydney. Sydney makes up half of Australia's finance sector and has been promoted by consecutive Commonwealth Governments as Asia Pacific's leading financial centre.. In the 2017 Global Financial Centres Index, Sydney was ranked as having the eighth most competitive financial centre in the world. In 1985 the Federal Government granted 16 banking licences to foreign banks and now 40 of the 43 foreign banks operating in Australia are based in Sydney, including the People's Bank of China, Bank of America, Citigroup, UBS, Mizuho Bank, Bank of China, Banco Santander, Credit Suisse, Standard Chartered, State Street, HSBC, Deutsche Bank, Barclays, Royal Bank of Canada, Société Générale, Royal Bank of Scotland, Sumitomo Mitsui, ING Group, BNP Paribas, and Investec. Manufacturing Sydney has been a manufacturing city since the protectionist policies of the 1920s. By 1961 the industry accounted for 39% of all employment and by 1970 over 30% of all Australian manufacturing jobs were in Sydney. Its status has declined in more recent decades, making up 12.6% of employment in 2001 and 8.5% in 2011. Between 1970 and 1985 there was a loss of 180,000 manufacturing jobs. Despite this, Sydney still overtook Melbourne as the largest manufacturing centre in Australia in the 2010s. Its manufacturing output of $21.7 billion in 2013 was greater than that of Melbourne with $18.9 billion. Observers have noted Sydney's focus on the domestic market and high-tech manufacturing as reasons for its resilience against the high Australian dollar of the early 2010s. The Smithfield-Wetherill Park Industrial Estate in Western Sydney is the largest industrial estate in the Southern Hemisphere and is the centre of manufacturing and distribution in the region. Tourism and international education Sydney is a gateway to Australia for many international visitors. It has hosted over 2.8 million international visitors in 2013, or nearly half of all international visits to Australia. These visitors spent 59 million nights in the city and a total of $5.9 billion. The countries of origin in descending order were China, New Zealand, the United Kingdom, the United States, South Korea, Japan, Singapore, Germany, Hong Kong, and India. The city also received 8.3 million domestic overnight visitors in 2013 who spent a total of $6 billion. 26,700 workers in the City of Sydney were directly employed by tourism in 2011. There were 480,000 visitors and 27,500 people staying overnight each day in 2012. On average, the tourism industry contributes $36 million to the city's economy per day. Popular destinations include the Sydney Opera House, the Sydney Harbour Bridge, Watsons Bay, The Rocks, Sydney Tower, Darling Harbour, the State Library of New South Wales, the Royal Botanic Garden, the Australian Museum, the Museum of Contemporary Art, the Art Gallery of New South Wales, the Queen Victoria Building, Sea Life Sydney Aquarium, Taronga Zoo, Bondi Beach, and Sydney Olympic Park. Major developmental projects designed to increase Sydney's tourism sector include a casino and hotel at Barangaroo and the redevelopment of East Darling Harbour, which involves a new exhibition and convention centre, now Australia's largest. Sydney is the highest-ranking city in the world for international students. More than 50,000 international students study at the city's universities and a further 50,000 study at its vocational and English language schools. International education contributes $1.6 billion to the local economy and creates demand for 4,000 local jobs each year. Demographics The population of Sydney in 1788 was less than 1,000. With convict transportation it almost tripled in ten years to 2,953. For each decade since 1961 the population has increased by more than 250,000. Sydney's population at the time of the 2016 census was 5,005,400. It has been forecast that the population will grow to between 8 and 8.9 million by 2061. Despite this increase, the Australian Bureau of Statistics predicts that Melbourne will replace Sydney as Australia's most populous city by 2026. The four most densely populated suburbs in Australia are located in Sydney with each having more than 13,000 residents per square kilometre (33,700 residents per square mile). Between 1971 and 2018, Sydney lost a net number of 716,832 people to the rest of Australia but its population has continued to grow, largely due to immigration. The median age of Sydney residents is 36 and 12.9% of people are 65 or older. The married population accounts for 49.7% of Sydney whilst 34.7% of people have never been married. 48.9% of families are couples with children, 33.5% are couples without children, and 15.7% are single-parent families. Ancestry and immigration Most immigrants to Sydney between 1840 and 1930 were British, Irish or Chinese. At the 2016 census, the most commonly nominated ancestries were: At the 2016 census, there were 2,071,872 people living in Sydney that were born outside the country, accounting for 42.9% of the population, below Miami (58.3%) and Toronto (47.0%), but above Vancouver (42.5%), Los Angeles (37.7%), New York City (37.5%), Chicago (20.7%), Paris (14.6%) and Berlin (13%). Only 33.1% of the population had both parents born in Australia. Sydney has the eighth-largest immigrant population among world metropolitan areas. Foreign countries of birth with the greatest representation are Mainland China, England, India, New Zealand, Vietnam and the Philippines. 1.5% of the population, or 70,135 people, identified as Indigenous Australians (Aboriginal Australians and Torres Strait Islanders) in 2016. Language 38.2% of people in Sydney speak a language other than English at home with Mandarin (4.7%), Arabic (4.0%), Cantonese (2.9%), Vietnamese (2.1%) and Greek (1.6%) the most widely spoken. At the time of the , more than 250 different languages were spoken in Sydney. In the 2016 Census, about 35.8% of residents spoke a language other than English at home. Religion The indigenous people of Sydney held totemic beliefs known as "dreamings". Governor Lachlan Macquarie made an effort to found a culture of formal religion throughout the early settlement and ordered the construction of churches such as St Matthew's, St Luke's, St James's, and St Andrew's. In 2011, 28.3% of Sydney residents identified themselves as Catholic, whilst 17.6% practised no religion. Additionally, 16.1% were Anglican, 4.7% were Muslim, 4.2% were Eastern Orthodox, 4.1% were Buddhist, 2.6% were Hindu, and 0.9% were Jewish. However, according to the 2016 census, 1,082,448 (25%) residents of Sydney's Urban Centre describe themselves as Catholic, while another 1,053,500 (24.4%) people consider themselves non-religious. A further 10.9% of residents identified themselves as Anglicans and an additional 5.8% as Muslim. These and other religious institutions have significantly contributed to the education and health of Sydney's residents over time, particularly through the building and management of schools and hospitals. Crime Crime in Sydney is low, with The Independent ranking Sydney as the fifth safest city in the world in 2019. One of the biggest crime related issues to face the city in recent times was the introduction of lock-out laws in February 2014, in an attempt to curb alcohol fuelled violence. Patrons could not enter clubs or bars in the inner-city after 1:30am, and last drinks were called at 3am. The lock-out laws were removed in January 2020. Culture Science, art, and history Ku-ring-gai Chase National Park is rich in Indigenous Australian heritage, containing around 1,500 pieces of Aboriginal rock art – the largest cluster of Indigenous sites in Australia, surpassing Kakadu, which has around 5,000 sites but over a much greater landmass. The park's indigenous sites include petroglyphs, art sites, burial sites, caves, marriage areas, birthing areas, midden sites, and tool manufacturing locations, among others, which are dated to be around 5,000 years old. The inhabitants of the area were the Garigal people. Other rock art sites exist in the Sydney region, such as in Terrey Hills and Bondi, although the locations of most are not publicised to prevent damage by vandalism, and to retain their quality, as they are still regarded as sacred sites by Indigenous Australians. The Australian Museum opened in Sydney in 1827 with the purpose of collecting and displaying the natural wealth of the colony. It remains Australia's oldest natural history museum. In 1995 the Museum of Sydney opened on the site of the first Government House. It recounts the story of the city's development. Other museums based in Sydney include the Powerhouse Museum and the Australian National Maritime Museum. The State Library of New South Wales holds the oldest library collections in Australia, being first established as the Australian Subscription Library in 1826. In 1866 then Queen Victoria gave her assent to the formation of the Royal Society of New South Wales. The Society exists "for the encouragement of studies and investigations in science, art, literature, and philosophy". It is based in a terrace house in Darlington owned by the University of Sydney. The Sydney Observatory building was constructed in 1859 and used for astronomy and meteorology research until 1982 before being converted into a museum. The Museum of Contemporary Art was opened in 1991 and occupies an Art Deco building in Circular Quay. Its collection was founded in the 1940s by artist and art collector John Power and has been maintained by the University of Sydney. Sydney's other significant art institution is the Art Gallery of New South Wales which coordinates the coveted Archibald Prize for portraiture. Contemporary art galleries are found in Waterloo, Surry Hills, Darlinghurst, Paddington, Chippendale, Newtown, and Woollahra. Entertainment Sydney's first commercial theatre opened in 1832 and nine more had commenced performances by the late 1920s. The live medium lost much of its popularity to the cinema during the Great Depression before experiencing a revival after World War II. Prominent theatres in the city today include State Theatre, Theatre Royal, Sydney Theatre, The Wharf Theatre, and Capitol Theatre. Sydney Theatre Company maintains a roster of local, classical, and international plays. It occasionally features Australian theatre icons such as David Williamson, Hugo Weaving, and Geoffrey Rush. The city's other prominent theatre companies are New Theatre, Belvoir, and Griffin Theatre Company. Sydney is also home to Event Cinemas' first theatre, which opened on George St in 1913, under its former Greater Union brand; the theatre currently operates, and is regarded as one of Australia's busiest cinema locations. The Sydney Opera House is the home of Opera Australia and Sydney Symphony. It has staged over 100,000 performances and received 100 million visitors since opening in 1973. Two other important performance venues in Sydney are Town Hall and the City Recital Hall. The Sydney Conservatorium of Music is located adjacent to the Royal Botanic Garden and serves the Australian music community through education and its biannual Australian Music Examinations Board exams. Many writers have originated in and set their work in Sydney. Others have visited the city and commented on it. Some of them are commemorated in the Sydney Writers Walk at Circular Quay. The city was the headquarters for Australia's first published newspaper, the Sydney Gazette. Watkin Tench's A Narrative of the Expedition to Botany Bay (1789) and A Complete Account of the Settlement at Port Jackson in New South Wales (1793) have remained the best-known accounts of life in early Sydney. Since the infancy of the establishment, much of the literature set in Sydney were concerned with life in the city's slums and working-class communities, notably William Lane's The Working Man's Paradise (1892), Christina Stead's Seven Poor Men of Sydney (1934) and Ruth Park's The Harp in the South (1948). The first Australian-born female novelist, Louisa Atkinson, set various of her novels in Sydney. Contemporary writers, such as Elizabeth Harrower, were born in the city and thus set most of the work there–Harrower's debut novel Down in the City (1957) was mostly set in a King's Cross apartment. Well known contemporary novels set in the city include Melina Marchetta's Looking for Alibrandi (1992), Peter Carey's 30 Days in Sydney: A Wildly Distorted Account (1999), J.M. Coetzee's Diary of a Bad Year (2007) and Kate Grenville's The Secret River (2010). The Sydney Writers' Festival is held every year between April and May. Filmmaking in Sydney was quite prolific until the 1920s when spoken films were introduced and American productions gained dominance in Australian cinema. The Australian New Wave of filmmaking saw a resurgence in film production in the city–with many notable features shot in the city between the 1970s and 80s, helmed by directors such as Bruce Beresford, Peter Weir and Gillian Armstrong. Fox Studios Australia commenced production in Sydney in 1998. Successful films shot in Sydney since then include The Matrix, Lantana, Mission: Impossible 2, Moulin Rouge!, Star Wars: Episode II – Attack of the Clones, Australia, and The Great Gatsby. The National Institute of Dramatic Art is based in Sydney and has several famous alumni such as Mel Gibson, Judy Davis, Baz Luhrmann, Cate Blanchett, Hugo Weaving and Jacqueline Mckenzie. Sydney is the host of several festivals throughout the year. The city's New Year's Eve celebrations are the largest in Australia. The Royal Easter Show is held every year at Sydney Olympic Park. Sydney Festival is Australia's largest arts festival. The travelling rock music festival Big Day Out originated in Sydney. The city's two largest film festivals are Sydney Film Festival and Tropfest. Vivid Sydney is an annual outdoor exhibition of art installations, light projections, and music. In 2015, Sydney was ranked 13th for being the top fashion capitals in the world.
quality steel. This gave the blade a very hard cutting edge and beautiful patterns. For these reasons it became a very popular trading material. The Firangi (, derived from the Arabic term for a Western European a "Frank") was a sword type which used blades manufactured in Western Europe and imported by the Portuguese, or made locally in imitation of European blades. Because of its length the firangi is usually regarded as primarily a cavalry weapon. The sword has been especially associated with the Marathas, who were famed for their cavalry. However, the firangi was also widely used by Sikhs and Rajputs. The Talwar () is a type of curved sword from India and other countries of the Indian subcontinent, it was adopted by communities such as Rajputs, Sikhs and Marathas, who favored the sword as their main weapon. It became more widespread in the medieval era. The Urumi ( , lit. curling blade; ; Hindi: ) is a "sword" with a flexible whip-like blade. Early modern history Military sword A single-edged type of sidearm used by the Hussites was popularized in 16th-century Germany under its Czech name Dusack, also known as Säbel auf Teutsch gefasst ("sabre fitted in the German manner"). A closely related weapon is the schnepf or Swiss sabre used in Early Modern Switzerland. The cut-and-thrust mortuary sword was used after 1625 by cavalry during the English Civil War. This (usually) two-edged sword sported a half-basket hilt with a straight blade some 90–105 cm long. Later in the 17th century, the swords used by cavalry became predominantly single-edged. The so-called walloon sword (épée wallone) was common in the Thirty Years' War and Baroque era. Its hilt was ambidextrous with shell-guards and knuckle-bow that inspired 18th century continental hunting hangers. Following their campaign in the Netherlands in 1672, the French began producing this weapon as their first regulation sword. Weapons of this design were also issued to the Swedish army from the time of Gustavus Adolphus until as late as the 1850s. Duelling sword The rapier is believed to have evolved either from the Spanish espada ropera or from the swords of the Italian nobility somewhere in the later part of the 16th century. The rapier differed from most earlier swords in that it was not a military weapon but a primarily civilian sword. Both the rapier and the Italian schiavona developed the crossguard into a basket-shaped guard for hand protection. During the 17th and 18th centuries, the shorter small sword became an essential fashion accessory in European countries and the New World, though in some places such as the Scottish Highlands large swords as the basket-hilted broadsword were preferred, and most wealthy men and military officers carried one slung from a belt. Both the small sword and the rapier remained popular dueling swords well into the 18th century. As the wearing of swords fell out of fashion, canes took their place in a gentleman's wardrobe. This developed to the gentlemen in the Victorian era to use the umbrella. Some examples of canes—those known as sword canes or swordsticks—incorporate a concealed blade. The French martial art la canne developed to fight with canes and swordsticks and has now evolved into a sport. The English martial art singlestick is very similar. With the rise of the pistol duel, the duelling sword fell out of fashion long before the practice of duelling itself. By about 1770, English duelists enthusiastically adopted the pistol, and sword duels dwindled. However, the custom of duelling with epées persisted well into the 20th century in France. Such modern duels were not fought to the death; the duellists' aim was instead merely to draw blood from the opponent's sword arm. Late modern history Military sidearm Towards the end of its useful life, the sword served more as a weapon of self-defence than for use on the battlefield, and the military importance of swords steadily decreased during the Modern Age. Even as a personal sidearm, the sword began to lose its preeminence in the early 19th century, reflecting the development of reliable handguns. However, swords were still normally carried in combat by cavalrymen and by officers of other branches throughout the 19th and early 20th centuries, both in colonial and European warfare. For example, during the Aceh War the Acehnese Klewangs, a sword similar to the machete, proved very effective in close quarters combat with Dutch troops, leading the Royal Netherlands East Indies Army to adopt a heavy cutlass, also called klewang (very similar in appearance to the US Navy Model 1917 Cutlass) to counter it. Mobile troops armed with carbines and klewangs succeeded in suppressing Aceh resistance where traditional infantry with rifle and bayonet had failed. From that time on until the 1950s the Royal Dutch East Indies Army, Royal Dutch Army, Royal Dutch Navy and Dutch police used these cutlasses called Klewang. Swords continued in general peacetime use by cavalry of most armies during the years prior to World War I. The British Army formally adopted a completely new design of cavalry sword in 1908, almost the last change in British Army weapons before the outbreak of the war. At the outbreak of World War I infantry officers in all combatant armies then involved (French, German, British, Austro-Hungarian, Russian, Belgian and Serbian) still carried swords as part of their field equipment. On mobilization in August 1914 all serving British Army officers were required to have their swords sharpened as the only peacetime use of the weapon had been for saluting on parade. The high visibility and limited practical use of the sword however led to it being abandoned within weeks, although most cavalry continued to carry sabres throughout the war. While retained as a symbol of rank and status by at least senior officers of infantry, artillery and other branches the sword was usually left with non-essential baggage when units reached the front line. It was not until the late 1920s and early 1930s that this historic weapon was finally discarded for all but ceremonial purposes by most remaining horse mounted regiments of Europe and the Americas. In China troops used the long anti-cavalry Miao dao well into the Second Sino-Japanese War. The last units of British heavy cavalry switched to using armoured vehicles as late as 1938. Swords and other dedicated melee weapons were used occasionally by many countries during World War II, but typically as a secondary weapon as they were outclassed by coexisting firearms. A notable exception was the Imperial Japanese Army where, for cultural reasons, all officers and warrant officers carried the Type 94 shin-gunto ("new military sword") into battle from 1934 until 1945. Ceremonial use Swords are commonly worn as a ceremonial item by officers in many military and naval services throughout the world. Occasions to wear swords include any event in dress uniforms where the rank-and-file carry arms: parades, reviews, courts-martial, tattoos, and changes of command. They are also commonly worn for officers' weddings, and when wearing dress uniforms to church—although they are rarely actually worn in the church itself. In the British forces they are also worn for any appearance at Court. In the United States, every Naval officer at or above the rank of Lieutenant Commander is required to own a sword, which can be prescribed for any formal outdoor ceremonial occasion; they are normally worn for changes of command and parades. For some Navy parades, cutlasses are issued to Petty Officers and Chief Petty Officers. In the U.S. Marine Corps every officer must own a sword, which is prescribed for formal parades and other ceremonies where dress uniforms are worn and the rank-and-file are under arms. On these occasions depending on their billet, Marine Non-Commissioned Officers (E-4 and above) may also be required to carry swords, which have hilts of a pattern similar to U.S. Naval officers' swords but are actually sabres. The USMC Model 1859 NCO Sword is the longest continuously-issued edged weapon in the U.S. inventory The Marine officer swords are of the Mameluke pattern which was adopted in 1825 in recognition of the Marines' key role in the capture of the Tripolitan city of Derna during the First Barbary War. Taken out of issue for approximately 20 years from 1855 until 1875, it was restored to service in the year of the Corps' centennial and has remained in issue since. Religious In the occult practices of Wicca, a sword or knife often referred to as an athame is used as a magical tool. Sword replicas The production of replicas of historical swords originates with 19th-century historicism. Contemporary replicas can range from cheap factory produced look-alikes to exact recreations of individual artifacts, including an approximation of the historical production methods. Some kinds of swords are still commonly used today as weapons, often as a side arm for military infantry. The Japanese katana, wakizashi and tanto are carried by some infantry and officers in Japan and other parts of Asia and the kukri is the official melee weapon for Nepal. Other swords in use today are the sabre, the scimitar, the shortsword and the machete. In the case of a rat-tail tang, the maker welds a thin rod to the end of the blade at the crossguard; this rod goes through the grip. In traditional construction, Swordsmiths peened such tangs over the end of the pommel, or occasionally welded the hilt furniture to the tang and threaded the end for screwing on a pommel. This style is often referred to as a "narrow" or "hidden" tang. Modern, less traditional, replicas often feature a threaded pommel or a pommel nut which holds the hilt together and allows dismantling. In a "full" tang (most commonly used in knives and machetes), the tang has about the same width as the blade, and is generally the same shape as the grip. In European or Asian swords sold today, many advertised "full" tangs may actually involve a forged rat-tail tang. Morphology The sword consists of the blade and the hilt. The term scabbard applies to the cover for the sword blade when not in use. Blade There is considerable variation in the detailed design of sword blades. The diagram opposite shows a typical Medieval European sword. Early iron blades have rounded points due to the limited metallurgy of the time. These were still effective for thrusting against lightly armoured opponents. As armour advanced, blades were made narrower, stiffer and sharply pointed to defeat the armour by thrusting. Dedicated cutting blades are wide and thin, and often have grooves known as fullers which lighten the blade at the cost of some of the blade's stiffness. The edges of a cutting sword are almost parallel. Blades oriented for the thrust have thicker blades, sometimes with a distinct midrib for increased stiffness, with a strong taper and an acute point. The geometry of a cutting sword blade allows for acute edge angles. An edge with an acuter angle is more inclined to degrade quickly in combat situations than an edge with a more obtuse angle. Also, an acute edge angle is not the primary factor of a blade's sharpness. The part of the blade between the center of percussion (CoP) and the point is called the foible (weak) of the blade, and that between the center of balance (CoB) and the hilt is the forte (strong). The section in between the CoP and the CoB is the middle. The ricasso or shoulder identifies a short section of blade immediately below the guard that is left completely unsharpened. Many swords have no ricasso. On some large weapons, such as the German Zweihänder, a metal cover surrounded the ricasso, and a swordsman might grip it in one hand to wield the weapon more easily in close-quarter combat. The ricasso normally bears the maker's mark. The tang is the extension of the blade to which the hilt is fitted. On Japanese blades, the maker's mark appears on the tang under the grip. Hilt The hilt is the collective term for the parts allowing for the handling and control of the blade; these consist of the grip, the pommel, and a simple or elaborate guard, which in post-Viking Age swords could consist of only a crossguard (called a cruciform hilt or quillons). The pommel was originally designed as a stop to prevent the sword slipping from the hand. From around the 11th century onward it became a counterbalance to the blade, allowing a more fluid style of fighting. It can also be used as a blunt instrument at close range, and its weight affects the centre of percussion. In later times a sword knot or tassel was sometimes added. By the 17th century, with the growing use of firearms and the accompanying decline in the use of armour, many rapiers and dueling swords had developed elaborate basket hilts, which protect the palm of the wielder and rendered the gauntlet obsolete. In late medieval and Renaissance era European swords, a flap of leather called the chappe or rain guard was attached to a sword's crossguard at the base of the hilt to protect the mouth of the scabbard and prevent water from entering. Sword scabbards and suspension Common accessories to the sword include the scabbard, as well as the 'sword belt'. The scabbard, also known as the sheath, is a protective cover often provided for the sword blade. Over the millennia, scabbards have been made of many materials, including leather, wood, and metals such as brass or steel. The metal fitting where the blade enters the leather or metal scabbard is called the throat, which is often part of a larger scabbard mount, or locket, that bears a carrying ring or stud to facilitate wearing the sword. The blade's point in leather scabbards is usually protected by a metal tip, or chape, which on both leather and metal scabbards is often given further protection from wear by an extension called a drag, or shoe. A sword belt is a belt with an attachment for the sword's scabbard, used to carry it when not in use. It is usually fixed to the scabbard of the sword, providing a fast means of drawing the sword in battle. Examples of sword belts include the Balteus used by the Roman legionary. Typology Sword typology is based on morphological criteria on one hand (blade shape (cross-section, taper, and length), shape and size of the hilt and pommel) and age and place of origin on the other (Bronze Age, Iron Age, European (medieval, early modern, modern), Asian). The relatively comprehensive Oakeshott typology was created by historian and illustrator Ewart Oakeshott as a way to define and catalogue European swords of the medieval period based on physical form, including blade shape and hilt configuration. The typology also focuses on the smaller, and in some cases contemporary, single-handed swords such as the arming sword. Single and double-edged As noted above, the terms longsword, broad sword, great sword, and Gaelic claymore are used relative to the era under consideration, and each term designates a particular type of sword. Jian In most Asian countries, a sword (jian 劍, geom (검), ken/tsurugi (剣) is a double-edged straight-bladed weapon, while a knife or saber (dāo 刀, do (도), to/katana (刀) refers to a single-edged object. Kirpan Among the Sikhs, the sword is held in very high esteem. A single-edged sword is called a kirpan, and its double-edged counterpart a khanda or tega. Churika
armies used a sword that was originally of Scythian design called the akinaka (acinaces). However, the great conquests of the Persians made the sword more famous as a Persian weapon, to the extent that the true nature of the weapon has been lost somewhat as the name Akinaka has been used to refer to whichever form of sword the Persian army favoured at the time. It is widely believed that the original akinaka was a 35 to 45 cm (14 to 18 inch) double-edged sword. The design was not uniform and in fact identification is made more on the nature of the scabbard than the weapon itself; the scabbard usually has a large, decorative mount allowing it to be suspended from a belt on the wearer's right side. Because of this, it is assumed that the sword was intended to be drawn with the blade pointing downwards ready for surprise stabbing attacks. In the 12th century, the Seljuq dynasty had introduced the curved shamshir to Persia, and this was in extensive use by the early 16th century. Chinese antiquity Chinese iron swords made their first appearance in the later part of the Western Zhou Dynasty, but iron and steel swords were not widely used until the 3rd century BC Han Dynasty. The Chinese Dao (刀 pinyin dāo) is single-edged, sometimes translated as sabre or broadsword, and the Jian (劍 or 剑 pinyin jiàn) is double-edged. The zhanmadao (literally "horse chopping sword"), an extremely long, anti-cavalry sword from the Song dynasty era. Middle Ages Early medieval Europe During the Middle Ages sword technology improved, and the sword became a very advanced weapon. The spatha type remained popular throughout the Migration period and well into the Middle Ages. Vendel Age spathas were decorated with Germanic artwork (not unlike the Germanic bracteates fashioned after Roman coins). The Viking Age saw again a more standardized production, but the basic design remained indebted to the spatha. Around the 10th century, the use of properly quenched hardened and tempered steel started to become much more common than in previous periods. The Frankish 'Ulfberht' blades (the name of the maker inlaid in the blade) were of particularly consistent high quality. Charles the Bald tried to prohibit the export of these swords, as they were used by Vikings in raids against the Franks. Wootz steel which is also known as Damascus steel was a unique and highly prized steel developed on the Indian subcontinent as early as the 5th century BC. Its properties were unique due to the special smelting and reworking of the steel creating networks of iron carbides described as a globular cementite in a matrix of pearlite. The use of Damascus steel in swords became extremely popular in the 16th and 17th centuries. It was only from the 11th century that Norman swords began to develop the crossguard (quillons). During the Crusades of the 12th to 13th century, this cruciform type of arming sword remained essentially stable, with variations mainly concerning the shape of the pommel. These swords were designed as cutting weapons, although effective points were becoming common to counter improvements in armour, especially the 14th-century change from mail to plate armour. It was during the 14th century, with the growing use of more advanced armour, that the hand and a half sword, also known as a "bastard sword", came into being. It had an extended grip that meant it could be used with either one or two hands. Though these swords did not provide a full two-hand grip they allowed their wielders to hold a shield or parrying dagger in their off hand, or to use it as a two-handed sword for a more powerful blow. In the Middle Ages, the sword was often used as a symbol of the word of God. The names given to many swords in mythology, literature, and history reflected the high prestige of the weapon and the wealth of the owner. Later Middle Ages From around 1300 to 1500, in concert with improved armour, innovative sword designs evolved more and more rapidly. The main transition was the lengthening of the grip, allowing two-handed use, and a longer blade. By 1400, this type of sword, at the time called langes Schwert (longsword) or spadone, was common, and a number of 15th- and 16th-century Fechtbücher offering instructions on their use survive. Another variant was the specialized armour-piercing swords of the estoc type. The longsword became popular due to its extreme reach and its cutting and thrusting abilities. The estoc became popular because of its ability to thrust into the gaps between plates of armour. The grip was sometimes wrapped in wire or coarse animal hide to provide a better grip and to make it harder to knock a sword out of the user's hand. A number of manuscripts covering longsword combat and techniques dating from the 13th–16th centuries exist in German, Italian, and English, providing extensive information on longsword combatives as used throughout this period. Many of these are now readily available online. In the 16th century, the large zweihänder was used by the elite German and Swiss mercenaries known as doppelsöldners. Zweihänder, literally translated, means two-hander. The zweihänder possesses a long blade, as well as a huge guard for protection. It is estimated that some zweihänder swords were over long, with the one ascribed to Frisian warrior Pier Gerlofs Donia being long. The gigantic blade length was perfectly designed for manipulating and pushing away enemy pole-arms, which were major weapons around this time, in both Germany and Eastern Europe. Doppelsöldners also used katzbalgers, which means 'cat-gutter'. The katzbalger's S-shaped guard and blade made it perfect for bringing in when the fighting became too close to use a zweihänder. Civilian use of swords became increasingly common during the late Renaissance, with duels being a preferred way to honourably settle disputes. The side-sword was a type of war sword used by infantry during the Renaissance of Europe. This sword was a direct descendant of the arming sword. Quite popular between the 16th and 17th centuries, they were ideal for handling the mix of armoured and unarmoured opponents of that time. A new technique of placing one's finger on the ricasso to improve the grip (a practice that would continue in the rapier) led to the production of hilts with a guard for the finger. This sword design eventually led to the development of the civilian rapier, but it was not replaced by it, and the side-sword continued to be used during the rapier's lifetime. As it could be used for both cutting and thrusting, the term cut and thrust sword is sometimes used interchangeably with side-sword. As rapiers became more popular, attempts were made to hybridize the blade, sacrificing the effectiveness found in each unique weapon design. These are still considered side-swords and are sometimes labeled sword rapier or cutting rapier by modern collectors. Side-swords used in conjunction with bucklers became so popular that it caused the term swashbuckler to be coined. This word stems from the new fighting style of the side-sword and buckler which was filled with much "swashing and making a noise on the buckler". Within the Ottoman Empire, the use of a curved sabre called the Yatagan started in the mid-16th century. It would become the weapon of choice for many in Turkey and the Balkans. The sword in this time period was the most personal weapon, the most prestigious, and the most versatile for close combat, but it came to decline in military use as technology, such as the crossbow and firearms changed warfare. However, it maintained a key role in civilian self-defence. Near East and Africa The earliest evidence of curved swords, or scimitars (and other regional variants as the Arabian saif, the Persian shamshir and the Turkic kilij) is from the 9th century, when it was used among soldiers in the Khurasan region of Persia. The takoba is a type of broadsword originating in the Sahel, descended from the various Byzantine and Islamic swords used across North Africa. Strongly associated with the Tuaregs, it has a straight double-edged blade measuring about 1 meter in length, usually imported from Europe. Abyssinian swords related to the Persian shamshir are known as shotel. The Ashanti people adopted swords under the name of akrafena. They are still used today in ceremonies, such as the Odwira festival. East Asia As steel technology improved, single-edged weapons became popular throughout Asia. Derived from the Chinese Jian or dao, the Korean hwandudaedo are known from the early medieval Three Kingdoms. Production of the Japanese tachi, a precursor to the katana, is recorded from c. AD 900 (see Japanese sword). Japan was famous for the swords it forged in the early 13th century for the class of warrior-nobility known as the Samurai. Western historians have said that Japanese katana were among the finest cutting weapons in world military history. The types of swords used by the Samurai included the ōdachi (extra long field sword), tachi (long cavalry sword), katana (long sword), and wakizashi (shorter companion sword for katana). Japanese swords that pre-date the rise of the samurai caste include the tsurugi (straight double-edged blade) and chokutō (straight one-edged blade). Japanese swordmaking reached the height of its development in the 15th and 16th centuries, when samurai increasingly found a need for a sword to use in closer quarters, leading to the creation of the modern katana. High quality Japanese swords have been exported to neighboring Asian countries since before the 11th century. From the 15th century to the 16th century, more than 200,000 swords were exported, reaching a quantitative peak, but these were simple swords made exclusively for mass production, specialized for export and lending to conscripted farmers (ashigaru). South and Southeast Asia In Indonesia, the images of Indian style swords can be found in Hindu gods statues from ancient Java circa 8th to 10th century. However the native types of blade known as kris, parang, klewang and golok were more popular as weapons. These daggers are shorter than a sword but longer than a common dagger. In the Philippines, traditional large swords known as the Kampilan and the Panabas were used in combat by the natives. A notable wielder of the kampilan was Lapu-Lapu, the king of Mactan and his warriors who defeated the Spaniards and killed Portuguese explorer Ferdinand Magellan at the Battle of Mactan on 27 April 1521. Traditional swords in the Philippines were immediately banned, but the training in swordsmanship was later hidden from the occupying Spaniards by practices in dances. But because of the banning, Filipinos were forced to use swords that were disguised as farm tools. Bolos and baliswords were used during the revolutions against the colonialists not only because ammunition for guns was scarce, but also for concealability while walking in crowded streets and homes. Bolos were also used by young boys who joined their parents in the revolution and by young girls and their mothers in defending the town while the men were on the battlefields. During the Philippine–American War in events such as the Balangiga Massacre, most of an American company was hacked to death or seriously injured by bolo-wielding guerillas in Balangiga, Samar. When the Japanese took control of the country, several American special operations groups stationed in the Philippines were introduced to the Filipino Martial Arts and swordsmanship, leading to this style reaching America despite the fact that natives were reluctant to allow outsiders in on their fighting secrets. The Khanda is a double-edge straight sword. It is often featured in religious iconography, theatre and art depicting the ancient history of India. Some communities venerate the weapon as a symbol of Shiva. It is a common weapon in the martial arts in the Indian subcontinent. Khanda often appears in Hindu, Buddhist and Sikh scriptures and art. In Sri Lanka, a unique wind furnace was used to produce the high quality steel. This gave the blade a very hard cutting edge and beautiful patterns. For these reasons it became a very popular trading material. The Firangi (, derived from the Arabic term for a Western European a "Frank") was a sword type which used blades manufactured in Western Europe and imported by the Portuguese, or made locally in imitation of European blades. Because of its length the firangi is usually regarded as primarily a cavalry weapon. The sword has been especially associated with the Marathas, who were famed for their cavalry. However, the firangi was also widely used by Sikhs and Rajputs. The Talwar () is a type of curved sword from India and other countries of the Indian subcontinent, it was adopted by communities such as Rajputs, Sikhs and Marathas, who favored the sword as their main weapon. It became more widespread in the medieval era. The Urumi ( , lit. curling blade; ; Hindi: ) is a "sword" with a flexible whip-like blade. Early modern history Military sword A single-edged type of sidearm used by the Hussites was popularized in 16th-century Germany under its Czech name Dusack, also known as Säbel auf Teutsch gefasst ("sabre fitted in the German manner"). A closely related weapon is the schnepf or Swiss sabre used in Early Modern Switzerland. The cut-and-thrust mortuary sword was used after 1625 by cavalry during the English Civil War. This (usually) two-edged sword sported a half-basket hilt with a straight blade some 90–105 cm long. Later in the 17th century, the swords used by cavalry became predominantly single-edged. The so-called walloon sword (épée wallone) was common in the Thirty Years' War and Baroque era. Its hilt was ambidextrous with shell-guards and knuckle-bow that inspired 18th century continental hunting hangers. Following their campaign in the Netherlands in 1672, the French began producing this weapon as their first regulation sword. Weapons of this design were also issued to the Swedish army from the time of Gustavus Adolphus until as late as the 1850s. Duelling sword The rapier is believed to have evolved either from the Spanish espada ropera or from the swords of the Italian nobility somewhere in the later part of the 16th century. The rapier differed from most earlier swords in that it was not a military weapon but a primarily civilian sword. Both the rapier and the Italian schiavona developed the crossguard into a basket-shaped guard for hand protection. During the 17th and 18th centuries, the shorter small sword became an essential fashion accessory in European countries and the New World, though in some places such as the Scottish Highlands large swords as the basket-hilted broadsword were preferred, and most wealthy men and military officers carried one slung from a belt. Both the small sword and the rapier remained popular dueling swords well into the 18th century. As the wearing of swords fell out of fashion, canes took their place in a gentleman's wardrobe. This developed to the gentlemen in the Victorian era to use the umbrella. Some examples of canes—those known as sword canes or swordsticks—incorporate a concealed blade. The French martial art la canne developed to fight with canes and swordsticks and has now evolved into a sport. The English martial art singlestick is very similar. With the rise of the pistol duel, the duelling sword fell out of fashion long before the practice of duelling itself. By about 1770, English duelists enthusiastically adopted the pistol, and sword duels dwindled. However, the custom of duelling with epées persisted well into the 20th century in France. Such modern duels were not fought to the death; the duellists' aim was instead merely to draw blood from the opponent's sword arm. Late modern history Military sidearm Towards the end of its useful life, the sword served more as a weapon of self-defence than for use on the battlefield, and the military importance of swords steadily decreased during the Modern Age. Even as a personal sidearm, the sword began to lose its preeminence in the early 19th century, reflecting the development of reliable handguns. However, swords were still normally carried in combat by cavalrymen and by officers of other branches throughout the 19th and early 20th centuries, both in colonial and European warfare. For example, during the Aceh War the Acehnese Klewangs, a sword similar to the machete, proved very effective in close quarters combat with Dutch troops, leading the Royal Netherlands East Indies Army to adopt a heavy cutlass, also called klewang (very similar in appearance to the US Navy Model 1917 Cutlass) to counter it. Mobile troops armed with carbines and klewangs succeeded in suppressing Aceh resistance where traditional infantry with rifle and bayonet had failed. From that time
these boundary components are circles. The Euler characteristic of is the sum of the Euler characteristics of the summands, minus two: The sphere S is an identity element for the connected sum, meaning that . This is because deleting a disk from the sphere leaves a disk, which simply replaces the disk deleted from M upon gluing. Connected summation with the torus T is also described as attaching a "handle" to the other summand M. If M is orientable, then so is . The connected sum is associative, so the connected sum of a finite collection of surfaces is well-defined. The connected sum of two real projective planes, , is the Klein bottle K. The connected sum of the real projective plane and the Klein bottle is homeomorphic to the connected sum of the real projective plane with the torus; in a formula, . Thus, the connected sum of three real projective planes is homeomorphic to the connected sum of the real projective plane with the torus. Any connected sum involving a real projective plane is nonorientable. Closed surfaces A closed surface is a surface that is compact and without boundary. Examples of closed surfaces include the sphere, the torus and the Klein bottle. Examples of non-closed surfaces include an open disk (which is a sphere with a puncture), a cylinder (which is a sphere with two punctures), and the Möbius strip. A surface embedded in three-dimensional space is closed if and only if it is the boundary of a solid. As with any closed manifold, a surface embedded in Euclidean space that is closed with respect to the inherited Euclidean topology is not necessarily a closed surface; for example, a disk embedded in that contains its boundary is a surface that is topologically closed but not a closed surface. Classification of closed surfaces The classification theorem of closed surfaces states that any connected closed surface is homeomorphic to some member of one of these three families: the sphere, the connected sum of g tori for g ≥ 1, the connected sum of k real projective planes for k ≥ 1. The surfaces in the first two families are orientable. It is convenient to combine the two families by regarding the sphere as the connected sum of 0 tori. The number g of tori involved is called the genus of the surface. The sphere and the torus have Euler characteristics 2 and 0, respectively, and in general the Euler characteristic of the connected sum of g tori is . The surfaces in the third family are nonorientable. The Euler characteristic of the real projective plane is 1, and in general the Euler characteristic of the connected sum of k of them is . It follows that a closed surface is determined, up to homeomorphism, by two pieces of information: its Euler characteristic, and whether it is orientable or not. In other words, Euler characteristic and orientability completely classify closed surfaces up to homeomorphism. Closed surfaces with multiple connected components are classified by the class of each of their connected components, and thus one generally assumes that the surface is connected. Monoid structure Relating this classification to connected sums, the closed surfaces up to homeomorphism form a commutative monoid under the operation of connected sum, as indeed do manifolds of any fixed dimension. The identity is the sphere, while the real projective plane and the torus generate this monoid, with a single relation , which may also be written , since . This relation is sometimes known as after Walther von Dyck, who proved it in , and the triple cross surface is accordingly called . Geometrically, connect-sum with a torus () adds a handle with both ends attached to the same side of the surface, while connect-sum with a Klein bottle () adds a handle with the two ends attached to opposite sides of an orientable surface; in the presence of a projective plane (), the surface is not orientable (there is no notion of side), so there is no difference between attaching a torus and attaching a Klein bottle, which explains the relation. Proof The classification of closed surfaces has been known since the 1860s, and today a number of proofs exist. Topological and combinatorial proofs in general rely on the difficult result that every compact 2-manifold is homeomorphic to a simplicial complex, which is of interest in its own right. The most common proof of the classification is , which brings every triangulated surface to a standard form. A simplified proof, which avoids a standard form, was discovered by John H. Conway circa 1992, which he called the "Zero Irrelevancy Proof" or "ZIP proof" and is presented in . A geometric proof, which yields a stronger geometric result, is the uniformization theorem. This was originally proven only for Riemann surfaces in the 1880s and 1900s by Felix Klein, Paul Koebe, and Henri Poincaré. Surfaces with boundary Compact surfaces, possibly with boundary, are simply closed surfaces with a finite number of holes (open discs that have been removed). Thus, a connected compact surface is classified by the number of boundary components and the genus of the corresponding closed surface – equivalently, by the number of boundary components, the orientability, and Euler characteristic. The genus of a compact surface is defined as the genus of the corresponding closed surface. This classification follows almost immediately from the classification of closed surfaces: removing an open disc from a closed surface yields a compact surface with a circle for boundary component, and removing k open discs yields a compact surface with k disjoint circles for boundary components. The precise locations of the holes are irrelevant, because the homeomorphism group acts k-transitively on any connected manifold of dimension at least 2. Conversely, the boundary of a compact surface is a closed 1-manifold, and is therefore the disjoint union of a finite number of circles; filling these circles with disks (formally, taking the cone) yields a closed surface. The unique compact orientable surface of genus g and with k boundary components is often denoted for example in the study of the mapping class group. Non-compact surfaces Non-compact surfaces are more difficult to classify. As a simple example, a non-compact surface can be obtained by puncturing (removing a finite set of points from) a closed manifold. On the other hand, any open subset of a compact
topological space is not considered a subspace of another space. In this sense, the definition given above, which is the definition that mathematicians use at present, is intrinsic. A surface defined as intrinsic is not required to satisfy the added constraint of being a subspace of Euclidean space. It may seem possible for some surfaces defined intrinsically to not be surfaces in the extrinsic sense. However, the Whitney embedding theorem asserts every surface can in fact be embedded homeomorphically into Euclidean space, in fact into E4: The extrinsic and intrinsic approaches turn out to be equivalent. In fact, any compact surface that is either orientable or has a boundary can be embedded in E3; on the other hand, the real projective plane, which is compact, non-orientable and without boundary, cannot be embedded into E3 (see Gramain). Steiner surfaces, including Boy's surface, the Roman surface and the cross-cap, are models of the real projective plane in E3, but only the Boy surface is an immersed surface. All these models are singular at points where they intersect themselves. The Alexander horned sphere is a well-known pathological embedding of the two-sphere into the three-sphere. The chosen embedding (if any) of a surface into another space is regarded as extrinsic information; it is not essential to the surface itself. For example, a torus can be embedded into E3 in the "standard" manner (which looks like a bagel) or in a knotted manner (see figure). The two embedded tori are homeomorphic, but not isotopic: They are topologically equivalent, but their embeddings are not. The image of a continuous, injective function from R2 to higher-dimensional Rn is said to be a parametric surface. Such an image is so-called because the x- and y- directions of the domain R2 are 2 variables that parametrize the image. A parametric surface need not be a topological surface. A surface of revolution can be viewed as a special kind of parametric surface. If f is a smooth function from R3 to R whose gradient is nowhere zero, then the locus of zeros of f does define a surface, known as an implicit surface. If the condition of non-vanishing gradient is dropped, then the zero locus may develop singularities. Construction from polygons Each closed surface can be constructed from an oriented polygon with an even number of sides, called a fundamental polygon of the surface, by pairwise identification of its edges. For example, in each polygon below, attaching the sides with matching labels (A with A, B with B), so that the arrows point in the same direction, yields the indicated surface. Any fundamental polygon can be written symbolically as follows. Begin at any vertex, and proceed around the perimeter of the polygon in either direction until returning to the starting vertex. During this traversal, record the label on each edge in order, with an exponent of -1 if the edge points opposite to the direction of traversal. The four models above, when traversed clockwise starting at the upper left, yield sphere: real projective plane: torus: Klein bottle: . Note that the sphere and the projective plane can both be realized as quotients of the 2-gon, while the torus and Klein bottle require a 4-gon (square). The expression thus derived from a fundamental polygon of a surface turns out to be the sole relation in a presentation of the fundamental group of the surface with the polygon edge labels as generators. This is a consequence of the Seifert–van Kampen theorem. Gluing edges of polygons is a special kind of quotient space process. The quotient concept can be applied in greater generality to produce new or alternative constructions of surfaces. For example, the real projective plane can be obtained as the quotient of the sphere by identifying all pairs of opposite points on the sphere. Another example of a quotient is the connected sum. Connected sums The connected sum of two surfaces M and N, denoted M # N, is obtained by removing a disk from each of them and gluing them along the boundary components that result. The boundary of a disk is a circle, so these boundary components are circles. The Euler characteristic of is the sum of the Euler characteristics of the summands, minus two: The sphere S is an identity element for the connected sum, meaning that . This is because deleting a disk from the sphere leaves a disk, which simply replaces the disk deleted from M upon gluing. Connected summation with the torus T is also described as attaching a "handle" to the other summand M. If M is orientable, then so is . The connected sum is associative, so the connected sum of a finite collection of surfaces is well-defined. The connected sum of two real projective planes, , is the Klein bottle K. The connected sum of the real projective plane and the Klein bottle is homeomorphic to the connected sum of the real projective plane with the torus; in a formula, . Thus, the connected sum of three real projective planes is homeomorphic to the connected sum of the real projective plane with the torus. Any connected sum involving a real projective plane is nonorientable. Closed surfaces A closed surface is a surface that is compact and without boundary. Examples of closed surfaces include the sphere, the torus and the Klein bottle. Examples of non-closed surfaces include an open disk (which is a sphere with a puncture), a cylinder (which is a sphere with two punctures), and the Möbius strip. A surface embedded in three-dimensional space is closed if and only if it is the boundary of a solid. As with any closed manifold, a surface embedded in Euclidean space that is closed with respect to the inherited Euclidean topology is not necessarily a closed surface; for example, a disk embedded in that contains its boundary is a surface that is topologically closed but not a closed surface. Classification of closed surfaces The classification theorem of closed surfaces states that any connected closed surface is homeomorphic to some member of one of these three families: the sphere, the connected sum of g tori for g ≥ 1, the connected sum of k real projective planes for k ≥ 1. The surfaces in the first two families are orientable. It is convenient to combine the two families by regarding the sphere as the connected sum of 0 tori. The number g of tori involved is called the genus of the surface. The sphere and the torus have Euler characteristics 2 and 0, respectively, and in general the Euler characteristic of the connected sum of g tori is . The surfaces in the third family are nonorientable. The Euler characteristic of the real projective plane is 1, and in general the Euler characteristic of the connected sum of k of them is . It follows that a closed surface is determined, up to homeomorphism, by two pieces of information: its Euler characteristic, and whether it is orientable or not. In other words, Euler characteristic and orientability completely classify closed surfaces up to homeomorphism. Closed surfaces with multiple connected components are classified by the class of each of their connected components, and thus one generally assumes that the surface is connected. Monoid structure Relating this classification to connected sums, the closed surfaces up to homeomorphism form a commutative monoid under the operation of connected sum, as indeed do manifolds of any fixed dimension. The identity is the sphere, while the real projective plane and the torus generate this monoid, with a single relation , which may also be written , since . This relation is sometimes known as after Walther von Dyck, who proved it in , and the triple cross surface is accordingly called . Geometrically, connect-sum with a torus () adds a handle with both ends attached to the same side of the surface, while connect-sum with a Klein bottle () adds a handle with the two ends attached to opposite sides of an orientable surface; in the presence of a projective plane (), the surface is not orientable (there is no notion of side), so there is no difference between attaching a torus and attaching a Klein bottle, which explains the relation. Proof The classification of closed surfaces has been known since the 1860s, and today a number of proofs exist. Topological and combinatorial proofs in general rely on the difficult result that every compact 2-manifold is homeomorphic to a simplicial complex, which is of interest in its own right. The most common proof of the classification is , which brings every triangulated surface to a standard form. A simplified proof, which avoids a standard form, was discovered by John H. Conway circa 1992, which he called the "Zero Irrelevancy Proof" or "ZIP proof" and is presented in . A geometric proof, which yields a stronger geometric result, is the uniformization theorem. This was originally proven only for Riemann surfaces in the 1880s and 1900s by Felix Klein, Paul Koebe, and Henri
(Kartli, eastern Georgia) from 779/780 to 788 Stephen III of Naples (died 832), duke of Naples Stephen III of Hungary (1147–1172), King of Hungary and Croatia Stefan Dragutin of Serbia, Stephen III of Serbia (died in 1316)
Serbia, Stephen III of Serbia (died in 1316) Stephen III, Duke of Bavaria (1337–1413) Stephen III Báthory (died 1444), Hungarian nobleman and commander, Palatine of Hungary Stephen III of Moldavia (c. 1433 – 1504), aka
refer to: Stephen II of Iberia (died c. 650), prince of Iberia (Kartli, eastern Georgia) Pope-elect Stephen (died 752), considered (from the 16th century to 1960) a valid pope under the name Stephen II Pope Stephen II (died 757), his successor, called Stephen III until 1961 Stephen II of Troyes
of Iberia (Kartli, eastern Georgia) Pope-elect Stephen (died 752), considered (from the 16th century to 1960) a valid pope under the name Stephen II Pope Stephen II (died 757), his
such that x2 = −1. However, the function defined by (with the restricted codomain) is surjective, since for every y in the nonnegative real codomain Y, there is at least one x in the real domain X such that x2 = y. The natural logarithm function is a surjective and even bijective (mapping from the set of positive real numbers to the set of all real numbers). Its inverse, the exponential function, if defined with the set of real numbers as the domain, is not surjective (as its range is the set of positive real numbers). The matrix exponential is not surjective when seen as a map from the space of all n×n matrices to itself. It is, however, usually defined as a map from the space of all n×n matrices to the general linear group of degree n (that is, the group of all n×n invertible matrices). Under this definition, the matrix exponential is surjective for complex matrices, although still not surjective for real matrices. The projection from a cartesian product to one of its factors is surjective, unless the other factor is empty. In a 3D video game, vectors are projected onto a 2D flat screen by means of a surjective function. Properties A function is bijective if and only if it is both surjective and injective. If (as is often done) a function is identified with its graph, then surjectivity is not a property of the function itself, but rather a property of the mapping. This is, the function together with its codomain. Unlike injectivity, surjectivity cannot be read off of the graph of the function alone. Surjections as right invertible functions The function is said to be a right inverse of the function if f(g(y)) = y for every y in Y (g can be undone by f). In other words, g is a right inverse of f if the composition of g and f in that order is the identity function on the domain Y of g. The function g need not be a complete inverse of f because the composition in the other order, , may not be the identity function on the domain X of f. In other words, f can undo or "reverse" g, but cannot necessarily be reversed by it. Every function with a right inverse is necessarily a surjection. The proposition that every surjective function has a right inverse is equivalent to the axiom of choice. If is surjective and B is a subset of Y, then f(f −1(B)) = B. Thus, B can be recovered from its preimage . For example, in the first illustration above, there is some function g such that g(C) = 4. There is also some function f such that f(4) = C. It doesn't matter that g(C) can also equal 3; it only matters that f "reverses" g. Surjections as epimorphisms A function is surjective if and only if it is right-cancellative: given any functions , whenever g o f = h o f, then g = h. This property is formulated
induces a surjection by restricting its codomain to the image of its domain. Every surjective function has a right inverse, and every function with a right inverse is necessarily a surjection. The composition of surjective functions is always surjective. Any function can be decomposed into a surjection and an injection. Definition A surjective function is a function whose image is equal to its codomain. Equivalently, a function with domain and codomain is surjective if for every in there exists at least one in with . Surjections are sometimes denoted by a two-headed rightwards arrow (), as in . Symbolically, If , then is said to be surjective if . Examples For any set X, the identity function idX on X is surjective. The function defined by f(n) = n mod 2 (that is, even integers are mapped to 0 and odd integers to 1) is surjective. The function defined by f(x) = 2x + 1 is surjective (and even bijective), because for every real number y, we have an x such that f(x) = y: such an appropriate x is (y − 1)/2. The function defined by f(x) = x3 − 3x is surjective, because the pre-image of any real number y is the solution set of the cubic polynomial equation x3 − 3x − y = 0, and every cubic polynomial with real coefficients has at least one real root. However, this function is not injective (and hence not bijective), since, for example, the pre-image of y = 2 is {x = −1, x = 2}. (In fact, the pre-image of this function for every y, −2 ≤ y ≤ 2 has more than one element.) The function defined by g(x) = x2 is not surjective, since there is no real number x such that x2 = −1. However, the function defined by (with the restricted codomain) is surjective, since for every y in the nonnegative real codomain Y, there is at least one x in the real domain X such that x2 = y. The natural logarithm function is a surjective and even bijective (mapping from the set of positive real numbers to the set of all real numbers). Its inverse, the exponential function, if defined with the set of real numbers as the domain, is not surjective (as its range is the set of positive real numbers). The matrix exponential is not surjective when seen as a map from the space of all n×n matrices to itself. It is, however, usually defined as a map from the space of all n×n matrices to the general linear group of degree n (that is, the group of all n×n invertible matrices). Under this definition, the matrix exponential is surjective for complex matrices, although still not surjective for real matrices. The projection from a cartesian product to one of its factors is surjective, unless the other factor is empty. In a 3D video game, vectors are projected onto a 2D flat screen by means of a surjective function. Properties A function is bijective if and only if it is both surjective and injective. If (as is often done) a function is identified with its graph, then surjectivity is not a property of the function itself, but rather a property of
the concluding paragraph of Charles Darwin's Origin of Species) from January 1974 to January 2001, amounting to a continuous publication of 300 essays. Many of his essays were reprinted in collected volumes that became bestselling books such as Ever Since Darwin and The Panda's Thumb, Hen's Teeth and Horse's Toes, and The Flamingo's Smile. A passionate advocate of evolutionary theory, Gould wrote prolifically on the subject, trying to communicate his understanding of contemporary evolutionary biology to a wide audience. A recurring theme in his writings is the history and development of pre-evolutionary and evolutionary thought. He was also an enthusiastic baseball fan and sabermetrician (analyst of baseball statistics), and made frequent reference to the sport in his essays. Many of his baseball essays were anthologized in his posthumously published book Triumph and Tragedy in Mudville (2003). Although a self-described Darwinist, Gould's emphasis was less gradualist and reductionist than most neo-Darwinists. He fiercely opposed many aspects of sociobiology and its intellectual descendant evolutionary psychology. He devoted considerable time to fighting against creationism, creation science, and intelligent design. Most notably, Gould provided expert testimony against the equal-time creationism law in McLean v. Arkansas. Gould later developed the term "non-overlapping magisteria" (NOMA) to describe how, in his view, science and religion should not comment on each other's realm. Gould went on to develop this idea in some detail, particularly in the books Rocks of Ages (1999) and The Hedgehog, the Fox, and the Magister's Pox (2003). In a 1982 essay for Natural History Gould wrote: An anti-evolution petition drafted by the Discovery Institute inspired the National Center for Science Education to create a pro-evolution counterpart called "Project Steve," which is named in Gould's honor. In 2011 the executive council of the Committee for Skeptical Inquiry (CSI) selected Gould for inclusion in CSI's "Pantheon of Skeptics" created to remember the legacy of deceased CSI fellows and their contributions to the cause of scientific skepticism. Gould also became a noted public face of science, often appearing on television. In 1984 Gould received his own NOVA special on PBS. Other appearances included interviews on CNN's Crossfire and Talkback Live, NBC's The Today Show, and regular appearances on PBS's Charlie Rose show. Gould was also a guest in all seven episodes of the Dutch talk series A Glorious Accident, in which he appeared with his close friend Oliver Sacks. Gould was featured prominently as a guest in Ken Burns's PBS documentary Baseball, as well as PBS's Evolution series. Gould was also on the Board of Advisers to the influential Children's Television Workshop television show 3-2-1 Contact, where he made frequent guest appearances. Since 2013, Gould has been listed on the Advisory Council of the National Center for Science Education. In 1997, he voiced a cartoon version of himself on the television series The Simpsons. In the episode "Lisa the Skeptic", Lisa finds a skeleton that many people believe is an apocalyptic angel. Lisa contacts Gould and asks him to test the skeleton's DNA. The fossil is discovered to be a marketing gimmick for a new mall. During production, the only phrase Gould objected to was a line in the script that introduced him as the "world's most brilliant paleontologist". In 2002, the show paid tribute to Gould after his death, dedicating the season 13 finale to his memory. Gould had died two days before the episode aired. The "Darwin Wars" Gould received many accolades for his scholarly work and popular expositions of natural history, but a number of biologists felt his public presentations were out of step with mainstream evolutionary thinking. The public debates between Gould's supporters and detractors have been so quarrelsome that they have been dubbed "The Darwin Wars" by several commentators. Also John Maynard Smith, the eminent British evolutionary biologist, was among Gould's strongest critics. Maynard Smith thought that Gould misjudged the vital role of adaptation in biology, and was critical of Gould's acceptance of species selection as a major component of biological evolution. In a review of Daniel Dennett's book Darwin's Dangerous Idea, Maynard Smith wrote that Gould "is giving non-biologists a largely false picture of the state of evolutionary theory." But Maynard Smith was not consistently negative, writing in a review of The Panda's Thumb that "Stephen Gould is the best writer of popular science now active... Often he infuriates me, but I hope he will go right on writing essays like these." Maynard Smith was also among those who welcomed Gould's reinvigoration of evolutionary paleontology. One reason for criticism was that Gould appeared to be presenting his ideas as a revolutionary way of understanding evolution, and argued for the importance of mechanisms other than natural selection, mechanisms which he believed had been ignored by many professional evolutionists. As a result, many non-specialists sometimes inferred from his early writings that Darwinian explanations had been proven to be unscientific (which Gould never tried to imply). Along with many other researchers in the field, Gould's works were sometimes deliberately taken out of context by creationists as "proof" that scientists no longer understood how organisms evolved. Gould himself corrected some of these misinterpretations and distortions of his writings in later works. The conflicts between Richard Dawkins and Gould were popularized by philosopher Kim Sterelny in his 2001 book Dawkins vs. Gould. Sterelny documents their disagreements over theoretical issues, including the prominence of gene selection in evolution. Dawkins argues that natural selection is best understood as competition among genes (or replicators), while Gould advocated multi-level selection, which includes selection amongst genes, nucleic acid sequences, cell lineages, organisms, demes, species, and clades. Dawkins accused Gould of deliberately underplaying the differences between rapid gradualism and macromutation in his published accounts of punctuated equilibrium. He also devoted entire chapters to critiquing Gould's account of evolution in his books The Blind Watchmaker and Unweaving the Rainbow, as did Daniel Dennett in his 1995 book Darwin's Dangerous Idea. Other biologists contemporary to Gould went further, as in the case of Robert Trivers who classified it as "intellectual fraud". In general, many of the most relevant biologists did not find the usefulness that Gould claimed some of his work had. Cambrian fauna In his book Wonderful Life (1989) Gould famously described the Cambrian fauna of the Burgess Shale, emphasizing their bizarre anatomical designs, their sudden appearance, and the role chance played in determining which members survived. He used the Cambrian fauna as an example of the role contingency has in shaping the broader pattern of evolution. His view of contingency was criticized by Simon Conway Morris in his 1998 book The Crucible of Creation. Conway Morris stressed members of the Cambrian fauna that resemble modern taxa. He also argued that convergent evolution has a tendency to produce "similarities of organization" and that the forms of life are restricted and channelled. In his book Life's Solution (2003) Conway Morris argued that the appearance of human-like animals is also likely. Paleontologist Richard Fortey noted that prior to the release of Wonderful Life, Conway Morris shared a similar thesis to Gould's, but after Wonderful Life Conway Morris revised his interpretation and adopted a more deterministic position on the history of life. Paleontologists Derek Briggs and Richard Fortey have also argued that much of the Cambrian fauna may be regarded as stem groups of living taxa, though this is still a subject of intense research and debate, and the relationship of many Cambrian taxa to modern phyla has not been established in the eyes of many palaeontologists. Richard Dawkins disagrees with the view that new phyla suddenly appeared in the Cambrian, arguing that for a new phylum "to spring into existence, what actually has to happen on the ground is that a child is born which suddenly, out of the blue, is as different from its parents as a snail is from an earthworm. No zoologist who thinks through the implications, not even the most ardent saltationist, has ever supported any such notion." In the Structure of Evolutionary Theory Gould stresses the difference between phyletic splitting and large anatomical transitions, noting that the two events may be separated by millions of years. Gould argues that no paleontologist regards the Cambrian explosion "as a genealogical event—that is as the actual time of initial splitting", but rather it "marks an anatomical transition in the overt phenotypes of bilaterian organisms." Opposition to sociobiology and evolutionary psychology Gould also had a long-running public feud with E. O. Wilson and other evolutionary biologists concerning the disciplines of human sociobiology and evolutionary psychology, both of which Gould and Lewontin opposed, but which Richard Dawkins, Daniel Dennett, and Steven Pinker advocated. These debates reached their climax in the 1970s, and included strong opposition from groups such as the Sociobiology Study Group and Science for the People. Pinker accuses Gould, Lewontin, and other opponents of evolutionary psychology of being "radical scientists", whose stance on human nature is influenced by politics rather than science. Gould stated that he made "no attribution of motive in Wilson's or anyone else's case" but cautioned that all human beings are influenced, especially unconsciously, by our personal expectations and biases. He wrote: Gould's primary criticism held that human sociobiological explanations lacked evidential support, and argued that adaptive behaviors are frequently assumed to be genetic for no other reason than their supposed universality, or their adaptive nature. Gould emphasized that adaptive behaviors can be passed on through culture as well, and either hypothesis is equally plausible. Gould did not deny the relevance of biology to human nature, but reframed the debate as "biological potentiality vs. biological determinism." Gould stated that the human brain allows for a wide range of behaviors. Its flexibility "permits us to be aggressive or peaceful, dominant or submissive, spiteful or generous… Violence, sexism, and general nastiness are biological since they represent one subset of a possible range of behaviors. But peacefulness, equality, and kindness are just as biological—and we may see their influence increase if we can create social structures that permit them to flourish." The Mismeasure of Man Gould was the author of The Mismeasure of Man (1981), a history and inquiry of psychometrics and intelligence testing, generating perhaps the greatest controversy of all his books and receiving both widespread praise and extensive criticism, including claims of misrepresentation. Gould investigated the methods of nineteenth century craniometry, as well as the history of psychological testing. Gould wrote that both theories developed from an unfounded belief in biological determinism, the view that "social and economic differences between human groups—primarily races, classes, and sexes—arise from inherited, inborn distinctions and that society, in this sense, is an accurate reflection of biology." The book was reprinted in 1996 with the addition of a new foreword and a critical review of The Bell Curve. In 2011, a study conducted by six anthropologists criticized Gould's claim that Samuel Morton unconsciously manipulated his skull measurements, arguing that his analysis of Morton was influenced by his opposition to racism. The group's paper was reviewed in an editorial in the journal Nature, which pointed out that the paper's authors might have been influenced by their own motivations, recommending a degree of caution, stating "the critique leaves the majority of Gould's work unscathed," and noted that "because they couldn't measure all the skulls, they do not know whether the average cranial capacities that Morton reported represent his sample accurately. The journal stated that Gould's opposition to racism may have biased his interpretation of Morton's data, but also noted that "Lewis and his colleagues have their own motivations. Several in the group have an association with the University of Pennsylvania, to whom Morton donated his collection of skulls, and have an interest in seeing the valuable but understudied skull collection freed from the stigma of bias and did not accept Gould's theory "that the scientific method is inevitably tainted by bias." In 2014, the group's paper was critically reviewed in the journal Evolution & Development by University of Pennsylvania philosopher professor Michael Weisberg, who tended to support Gould's original accusations, concluding that "there is prima facie evidence of a racial bias in Morton's measurements". Weisberg concludes that although Gould did make several errors and overstated his case in a number of places, Morton's work "remains a cautionary example of racial bias in the science of human differences". In 2015, biologists and philosophers Jonathan Kaplan, Massimo Pigliucci, and Joshua Banta published an article arguing that no meaningful conclusions could be drawn from Morton's data. They agreed with Gould, and disagreed with the 2011 study, insofar as Morton's study was seriously flawed; but they agreed with the 2011 study insofar as Gould's analysis was in many ways not better than Morton's. University of Pennsylvania anthropology doctoral student Paul Wolff Mitchell published an analysis of Morton's original, unpublished data, which neither Gould nor subsequent commentators had directly addressed, and concluded that while Gould's specific argument about Morton's unconscious bias in measurement is not supported upon closer examination but concluded that it was true, as Gould had claimed, that Morton's racial biases influenced how he reported and interpreted his measurements, arguing that Morton's interpretation of his data was arbitrary and tendentious; he investigated averages and ignored variations in skull size so large that there was significant overlap. A contemporary of
biology. Inexpensive but increasingly powerful personal computers made it possible to process large quantities of data about organisms and their characteristics. Around the same time the development of effective polymerase chain reaction techniques made it possible to apply cladistic methods of analysis to biochemical and genetic features as well. Technical work on land snails Most of Gould's empirical research pertained to land snails. He focused his early work on the Bermudian genus Poecilozonites, while his later work concentrated on the West Indian genus Cerion. According to Gould "Cerion is the land snail of maximal diversity in form throughout the entire world. There are 600 described species of this single genus. In fact, they're not really species, they all interbreed, but the names exist to express a real phenomenon which is this incredible morphological diversity. Some are shaped like golf balls, some are shaped like pencils. ... Now my main subject is the evolution of form, and the problem of how it is that you can get this diversity amid so little genetic difference, so far as we can tell, is a very interesting one. And if we could solve this we'd learn something general about the evolution of form." Given Cerion extensive geographic diversity, Gould later lamented that if Christopher Columbus had only catalogued a single Cerion it would have ended the scholarly debate about which island Columbus had first set foot on in America. Influence Gould is one of the most frequently cited scientists in the field of evolutionary theory. His 1979 "spandrels" paper has been cited more than 5,000 times. In Paleobiology—the flagship journal of his own speciality—only Charles Darwin and George Gaylord Simpson have been cited more often. Gould was also a considerably respected historian of science. Historian Ronald Numbers has been quoted as saying: "I can't say much about Gould's strengths as a scientist, but for a long time I've regarded him as the second most influential historian of science (next to Thomas Kuhn)." The Structure of Evolutionary Theory Shortly before his death, Gould published The Structure of Evolutionary Theory (2002), a long treatise recapitulating his version of modern evolutionary theory. In an interview for the Dutch TV series Of Beauty and Consolation Gould remarked, "In a couple of years I will be able to gather in one volume my view of how evolution works. It is to me a great consolation because it represents the putting together of a lifetime of thinking into one source. That book will never be particularly widely read. It's going to be far too long, and it's only for a few thousand professionals—very different from my popular science writings—but it is of greater consolation to me because it is a chance to put into one place a whole way of thinking about evolution that I've struggled with all my life." As a public figure Gould became widely known through his popular essays on evolution in the Natural History magazine. His essays were published in a series entitled This View of Life (a phrase from the concluding paragraph of Charles Darwin's Origin of Species) from January 1974 to January 2001, amounting to a continuous publication of 300 essays. Many of his essays were reprinted in collected volumes that became bestselling books such as Ever Since Darwin and The Panda's Thumb, Hen's Teeth and Horse's Toes, and The Flamingo's Smile. A passionate advocate of evolutionary theory, Gould wrote prolifically on the subject, trying to communicate his understanding of contemporary evolutionary biology to a wide audience. A recurring theme in his writings is the history and development of pre-evolutionary and evolutionary thought. He was also an enthusiastic baseball fan and sabermetrician (analyst of baseball statistics), and made frequent reference to the sport in his essays. Many of his baseball essays were anthologized in his posthumously published book Triumph and Tragedy in Mudville (2003). Although a self-described Darwinist, Gould's emphasis was less gradualist and reductionist than most neo-Darwinists. He fiercely opposed many aspects of sociobiology and its intellectual descendant evolutionary psychology. He devoted considerable time to fighting against creationism, creation science, and intelligent design. Most notably, Gould provided expert testimony against the equal-time creationism law in McLean v. Arkansas. Gould later developed the term "non-overlapping magisteria" (NOMA) to describe how, in his view, science and religion should not comment on each other's realm. Gould went on to develop this idea in some detail, particularly in the books Rocks of Ages (1999) and The Hedgehog, the Fox, and the Magister's Pox (2003). In a 1982 essay for Natural History Gould wrote: An anti-evolution petition drafted by the Discovery Institute inspired the National Center for Science Education to create a pro-evolution counterpart called "Project Steve," which is named in Gould's honor. In 2011 the executive council of the Committee for Skeptical Inquiry (CSI) selected Gould for inclusion in CSI's "Pantheon of Skeptics" created to remember the legacy of deceased CSI fellows and their contributions to the cause of scientific skepticism. Gould also became a noted public face of science, often appearing on television. In 1984 Gould received his own NOVA special on PBS. Other appearances included interviews on CNN's Crossfire and Talkback Live, NBC's The Today Show, and regular appearances on PBS's Charlie Rose show. Gould was also a guest in all seven episodes of the Dutch talk series A Glorious Accident, in which he appeared with his close friend Oliver Sacks. Gould was featured prominently as a guest in Ken Burns's PBS documentary Baseball, as well as PBS's Evolution series. Gould was also on the Board of Advisers to the influential Children's Television Workshop television show 3-2-1 Contact, where he made frequent guest appearances. Since 2013, Gould has been listed on the Advisory Council of the National Center for Science Education. In 1997, he voiced a cartoon version of himself on the television series The Simpsons. In the episode "Lisa the Skeptic", Lisa finds a skeleton that many people believe is an apocalyptic angel. Lisa contacts Gould and asks him to test the skeleton's DNA. The fossil is discovered to be a marketing gimmick for a new mall. During production, the only phrase Gould objected to was a line in the script that introduced him as the "world's most brilliant paleontologist". In 2002, the show paid tribute to Gould after his death, dedicating the season 13 finale to his memory. Gould had died two days before the episode aired. The "Darwin Wars" Gould received many accolades for his scholarly work and popular expositions of natural history, but a number of biologists felt his public presentations were out of step with mainstream evolutionary thinking. The public debates between Gould's supporters and detractors have been so quarrelsome that they have been dubbed "The Darwin Wars" by several commentators. Also John Maynard Smith, the eminent British evolutionary biologist, was among Gould's strongest critics. Maynard Smith thought that Gould misjudged the vital role of adaptation in biology, and was critical of Gould's acceptance of species selection as a major component of biological evolution. In a review of Daniel Dennett's book Darwin's Dangerous Idea, Maynard Smith wrote that Gould "is giving non-biologists a largely false picture of the state of evolutionary theory." But Maynard Smith was not consistently negative, writing in a review of The Panda's Thumb that "Stephen Gould is the best writer of popular science now active... Often he infuriates me, but I hope he will go right on writing essays like these." Maynard Smith was also among those who welcomed Gould's reinvigoration of evolutionary paleontology. One reason for criticism was that Gould appeared to be presenting his ideas as a revolutionary way of understanding evolution, and argued for the importance of mechanisms other than natural selection, mechanisms which he believed had been ignored by many professional evolutionists. As a result, many non-specialists sometimes inferred from his early writings that Darwinian explanations had been proven to be unscientific (which Gould never tried to imply). Along with many other researchers in the field, Gould's works were sometimes deliberately taken out of context by creationists as "proof" that scientists no longer understood how organisms evolved. Gould himself corrected some of these misinterpretations and distortions of his writings in later works. The conflicts between Richard Dawkins and Gould were popularized by philosopher Kim Sterelny in his 2001 book Dawkins vs. Gould. Sterelny documents their disagreements over theoretical issues, including the prominence of gene selection in evolution. Dawkins argues that natural selection is best understood as competition among genes (or replicators), while Gould advocated multi-level selection, which includes selection amongst genes, nucleic acid sequences, cell lineages, organisms, demes, species, and clades. Dawkins accused Gould of deliberately underplaying the differences between rapid gradualism and macromutation in his published accounts of punctuated equilibrium. He also devoted entire chapters to critiquing Gould's account of evolution in his books The Blind Watchmaker and Unweaving the Rainbow, as did Daniel Dennett in his 1995 book Darwin's Dangerous Idea. Other biologists contemporary to Gould went further, as in the case of Robert Trivers who classified it as "intellectual fraud". In general, many of the most relevant biologists did not find the usefulness that Gould claimed some of his work had. Cambrian fauna In his book Wonderful Life (1989) Gould famously described the Cambrian fauna of the Burgess Shale, emphasizing their bizarre anatomical designs, their sudden appearance, and the role chance played in determining which members survived. He used the Cambrian fauna as an example of the role contingency has in shaping the broader pattern of evolution. His view of contingency was criticized by Simon Conway Morris in his 1998 book The Crucible of Creation. Conway Morris stressed members of the Cambrian fauna that resemble modern taxa. He also argued that convergent evolution has a tendency to produce "similarities of organization" and that the forms of life are restricted and channelled. In his book Life's Solution (2003) Conway Morris argued that the appearance of human-like animals is also likely. Paleontologist Richard Fortey noted that prior to the release of Wonderful Life, Conway Morris shared a similar thesis to Gould's, but after Wonderful Life Conway Morris revised his interpretation and adopted a more deterministic position on the history of life. Paleontologists Derek Briggs and Richard Fortey have also argued that much of the Cambrian fauna may be regarded as stem groups of living taxa, though this is still a subject of intense research and debate, and the relationship of many Cambrian taxa to modern phyla has not been established in the eyes of many palaeontologists. Richard Dawkins disagrees with the view that new phyla suddenly appeared in the Cambrian, arguing that for a new phylum "to spring into existence, what actually has to happen on the ground is that a child is born which suddenly, out of the blue, is as different from its parents as a snail is from an earthworm. No zoologist who thinks through the implications, not even the most ardent saltationist, has ever supported any such notion." In the Structure of Evolutionary Theory Gould stresses the difference between phyletic splitting and large anatomical transitions, noting that the two events may be separated by millions of years. Gould argues that no paleontologist regards the Cambrian explosion "as a genealogical event—that is as the actual time of initial splitting", but rather it "marks an anatomical transition in the overt phenotypes of bilaterian organisms." Opposition to sociobiology and evolutionary psychology Gould also had a long-running public feud with E. O. Wilson and other evolutionary biologists concerning the disciplines of human sociobiology and evolutionary psychology, both of which Gould and Lewontin opposed, but which Richard Dawkins, Daniel Dennett, and Steven Pinker advocated. These debates reached their climax in the 1970s, and included strong opposition from groups such as the Sociobiology Study Group and Science for the People. Pinker accuses Gould, Lewontin, and other opponents of evolutionary psychology of being "radical scientists", whose stance on human nature is influenced by politics rather than science. Gould stated that he made "no attribution of motive in Wilson's or anyone else's case" but cautioned that all human beings are influenced, especially unconsciously, by our personal expectations and biases. He wrote: Gould's primary criticism held that human sociobiological explanations lacked evidential support, and argued that adaptive behaviors are frequently assumed to be genetic for no other reason than their supposed universality, or their adaptive nature. Gould emphasized that adaptive behaviors can be passed on through culture as well, and either hypothesis is equally plausible. Gould did not deny the relevance of biology to human nature, but reframed the debate as "biological potentiality vs. biological determinism." Gould stated that the human brain allows for a wide range of behaviors. Its flexibility "permits us to be aggressive or peaceful, dominant or submissive, spiteful or generous… Violence, sexism, and general nastiness are biological since they represent one subset of a possible range of behaviors. But peacefulness, equality, and kindness are just as biological—and we may see their influence increase if we can create social structures that permit them to flourish." The Mismeasure of Man Gould was the author of The Mismeasure of Man (1981), a history and inquiry of psychometrics and intelligence testing, generating perhaps the greatest controversy of all his books and receiving both widespread praise and extensive criticism, including claims of misrepresentation. Gould investigated the methods of nineteenth century craniometry, as well as the history of psychological testing. Gould wrote that both theories developed from an unfounded belief in biological determinism, the view that "social and economic differences between human groups—primarily races, classes, and sexes—arise from inherited, inborn distinctions and that society, in this sense, is an accurate reflection of biology." The book was reprinted in 1996 with the addition of a new foreword and a critical review of The Bell Curve. In 2011, a study conducted by six anthropologists criticized Gould's claim that Samuel Morton unconsciously manipulated his skull measurements, arguing that his analysis of Morton was influenced by his opposition to racism. The group's paper was reviewed in an editorial in the journal Nature, which pointed out that the paper's authors might have been influenced by their own motivations, recommending a degree of caution, stating "the critique leaves the majority of Gould's work unscathed," and noted that "because they couldn't measure all the skulls, they do not know whether the average cranial capacities that Morton reported represent his sample accurately. The journal stated that Gould's opposition to racism may have biased his interpretation of Morton's data, but also noted that "Lewis and his colleagues have their own motivations. Several in the group have an association with the University of Pennsylvania, to whom Morton donated his collection of skulls, and have an interest in seeing the valuable but understudied skull collection freed from the stigma of bias and did not accept Gould's theory "that the scientific method is inevitably tainted by bias." In 2014, the group's paper was critically reviewed in the journal Evolution & Development by University of Pennsylvania philosopher professor Michael Weisberg, who tended to support Gould's original accusations, concluding that "there is prima facie evidence of a racial bias in Morton's measurements". Weisberg concludes that although Gould did make several errors and overstated his case in a number of places, Morton's work "remains a cautionary example of racial bias in the science of human differences". In 2015, biologists and philosophers Jonathan Kaplan, Massimo Pigliucci, and Joshua Banta published an article arguing that no meaningful conclusions could be drawn from Morton's data. They agreed with Gould, and disagreed with the 2011 study, insofar as Morton's study was seriously flawed; but they agreed with the 2011 study insofar as Gould's analysis was in many ways not better than Morton's. University of Pennsylvania anthropology doctoral student Paul Wolff Mitchell published an analysis of Morton's original, unpublished data, which neither Gould nor subsequent commentators had directly addressed, and concluded that while Gould's specific argument about Morton's unconscious bias in measurement is not supported upon closer examination but concluded that it was true, as Gould had claimed, that Morton's racial biases influenced how he reported and interpreted his measurements, arguing that Morton's interpretation of his data was arbitrary and tendentious; he investigated averages and ignored variations in skull size so large that there was significant overlap. A contemporary of Morton, Friedrich Tiedemann, had collected almost identical skull data and drawn conclusions opposite to Morton's on the basis of this overlap, arguing strongly against any conception of a racial hierarchy.Mitchell, P.W. and Michael, J.S. (2019). "Bias, Brains, and Skulls Tracing the Legacy of Scientific Racism in the Nineteenth-Century Works of Samuel George Morton and Friedrich Tiedemann" In Jackson, Christina, and Thomas, Jamie (eds.). Embodied Difference: Divergent Bodies in Public Discourse. Lanham, MD: Rowman and Littefield. p. 77-98. . Retrieved 2019-07-26. Non-overlapping magisteria In his book Rocks of Ages (1999), Gould put forward what he described as "a blessedly simple and entirely conventional resolution to ... the supposed conflict between science and religion." He defines the term magisterium as "a domain where one form of teaching holds the appropriate tools for meaningful discourse and resolution." The non-overlapping magisteria (NOMA) principle therefore divides the magisterium of science to cover "the empirical realm: what the Universe is made of (fact) and why does it work in this way (theory). The magisterium of religion extends over questions of ultimate meaning and moral value. These two magisteria do not overlap, nor do they encompass all inquiry." He suggests that "NOMA enjoys strong and fully explicit support, even from the primary cultural stereotypes of hard-line traditionalism" and that NOMA is "a sound position of general consensus, established by long struggle among people of goodwill in both magisteria." This view has not been without criticism, however. In his book The God Delusion, Richard Dawkins argues that the division between religion and science is not so simple as Gould claims, as few religions exist without claiming the existence of miracles, which "by definition violate the principles of science." Dawkins also opposes the idea that religion has anything meaningful to say about ethics and values, and therefore has no authority to claim a magisterium of its own. He goes on to say that he believes Gould is "bending over backwards to be nice to an unworthy but powerful opponent". Similarly, humanist philosopher Paul Kurtz argues that Gould was wrong to posit that science has nothing to say about questions of ethics. In fact, Kurtz claims that science is a much better method than religion for determining moral principles. Publications Articles Gould's publications were numerous.
the Prose Edda and Heimskringla, both written in the 13th century by Snorri Sturluson. All sources note that the ship is the finest of ships, and the Poetic Edda and Prose Edda attest that it is owned by the god Freyr, while the euhemerized account in Heimskringla attributes it to the magic of Odin. Both Heimskringla and the Prose Edda attribute to it the ability to be folded up–as cloth may be–into one's pocket when not needed. Attestations References to the ship occur in the Poetic Edda, the Prose Edda, and in Heimskringla. The ship is mentioned twice in the Poetic Edda and both incidents therein occur in the poem Grímnismál. In Grímnismál, Odin (disguised as Grímnir), tortured, starved, and thirsty, imparts in the young Agnar cosmological knowledge, including information about the origin of the ship Skíðblaðnir: Skíðblaðnir is mentioned several times in the Prose Edda, where it appears in the books Gylfaginning and Skáldskaparmál. The first mention of Skíðblaðnir in the Poetic Edda occurs in chapter 43, where the enthroned figure of High tells Gangleri (king Gylfi in disguise) that the god Odin is an important deity. High quotes the second of the above-mentioned Grímnismál stanzas in support. The boat is first directly addressed in chapter 43; there Gangleri asks that, if Skíðblaðnir is the best of ships, what there is to know about it, and asks if there is no other ship as good or as large as it. High responds that while Skíðblaðnir is the finest ship and the most ingeniously
of the ship occurs in Skáldskaparmál where, in chapter 6, poetic ways of referring to Freyr are provided. Among other names, Freyr is referred to as "possessor of Skidbladnir and of the boar known as Gullinbursti". The first of the two Grímnismál stanzas mentioned above is then provided as reference. In chapter 35, a myth explaining Skíðblaðnirs creation is provided. The chapter details that the god Loki once cut off the goddess's Sif's hair in an act of mischief. Sif's husband, Thor, enraged, found Loki, caught hold of him, and threatened to break every last bone in his body. Loki promises to have the Svartálfar make Sif a new head of hair that will grow just as any other. Loki goes to the dwarfs known as Ivaldi's sons, and they made not only Sif a new head of gold hair but also Skíðblaðnir and the spear Gungnir. As the tale continues, Loki risks his neck for the creation of the devastating hammer Mjöllnir, the multiplying ring Draupnir, and the speedy, sky-and-water traveling, bright-bristled boar Gullinbursti. In the end, Loki's wit saves him his head, but results in the stitching together of his lips. The newly created items are doled out by the dwarfs to Sif, Thor, Odin, and Freyr. Freyr is gifted both Gullinbursti and Skíðblaðnir, the latter of which is again said to receive fair wind whenever its sail was set, and that it will go wherever it needs to, and that it can be folded up much as cloth and placed in one's pocket at will. Skíðblaðnir receives a final mention in Skáldskaparmál where, in chapter 75, it appears on a list of ships. The ship gets a single mention in the Heimskringla book Ynglinga saga. In chapter 7, an euhemerized Odin is said to have had various magical abilities, including that "he was also able with mere words to extinguish fires, to calm the sea, and to turn the winds any way he pleased. He had a ship called Skíthblathnir with which he sailed over great seas. It could be folded together like a cloth." See also Stone ship, a Germanic burial custom Notes References Bellows, Henry Adams (1923). The Poetic Edda. American-Scandinavian Foundation. Faulkes, Anthony (Trans.) (1995). Edda. Everyman. Hollander, Lee Milton. (Trans.) (2007). Heimskringla: History of the Kings of Norway. University of Texas Press. Simek, Rudolf (2007) translated by Angela Hall. Dictionary of Northern Mythology. D.S. Brewer. Thorpe, Benjamin (Trans.) (1866) The Elder Edda of Saemund Sigon. Norrœna Society. Freyr
Mjöllnir. However, Loki had "such dealings" with Svaðilfari that "somewhat later" Loki gave birth to a grey foal with eight legs; the horse Sleipnir, "the best horse among gods and men." In chapter 49, High describes the death of the god Baldr. Hermóðr agrees to ride to Hel to offer a ransom for Baldr's return, and so "then Odin's horse Sleipnir was fetched and led forward." Hermóðr mounts Sleipnir and rides away. Hermóðr rides for nine nights in deep, dark valleys where Hermóðr can see nothing. The two arrive at the river Gjöll and then continue to Gjöll bridge, encountering a maiden guarding the bridge named Móðguðr. Some dialogue occurs between Hermóðr and Móðguðr, including that Móðguðr notes that recently there had ridden five battalions of dead men across the bridge that made less sound than he. Sleipnir and Hermóðr continue "downwards and northwards" on the road to Hel, until the two arrive at Hel's gates. Hermóðr dismounts from Sleipnir, tightens Sleipnir's girth, mounts him, and spurs Sleipnir on. Sleipnir "jumped so hard and over the gate that it came nowhere near." Hermóðr rides up to the hall, and dismounts from Sleipnir. After Hermóðr's pleas to Hel to return Baldr are accepted under a condition, Hermóðr and Baldr retrace their path backward and return to Asgard. In chapter 16 of the book Skáldskaparmál, a kenning given for Loki is "relative of Sleipnir." In chapter 17, a story is provided in which Odin rides Sleipnir into the land of Jötunheimr and arrives at the residence of the jötunn Hrungnir. Hrungnir asks "what sort of person this was" wearing a golden helmet, "riding sky and sea," and says that the stranger "has a marvellously good horse." Odin wagers his head that no horse as good could be found in all of Jötunheimr. Hrungnir admitted that it was a fine horse, yet states that he owns a much longer-paced horse; Gullfaxi. Incensed, Hrungnir leaps atop Gullfaxi, intending to attack Odin for Odin's boasting. Odin gallops hard ahead of Hrungnir, and, in his, fury, Hrungnir finds himself having rushed into the gates of Asgard. In chapter 58, Sleipnir is mentioned among a list of horses in Þorgrímsþula: "Hrafn and Sleipnir, splendid horses [...]". In addition, Sleipnir occurs twice in kennings for "ship" (once appearing in chapter 25 in a work by the skald Refr, and "sea-Sleipnir" appearing in chapter 49 in Húsdrápa, a work by the 10th century skald Úlfr Uggason). Hervarar saga ok Heiðreks In Hervarar saga ok Heiðreks, the poem Heiðreks gátur contains a riddle that mentions Sleipnir and Odin: 36. Gestumblindi said: "Who are the twain that on ten feet run? three eyes they have, but only one tail. Alright guess now this riddle, Heithrek!" Heithrek said: "Good is thy riddle, Gestumblindi, and guessed it is: that is Odin riding on Sleipnir." Völsunga saga In chapter 13 of Völsunga saga, the hero Sigurðr is on his way to a wood and he meets a long-bearded old man he had never seen before. Sigurd tells the old man that he is going to choose a horse, and asks the old man to come with him to help him decide. The old man says that they should drive the horses down to the river Busiltjörn. The two drive the horses down into the deeps of Busiltjörn, and all of the horses swim back to land but a large, young, and handsome grey horse that no one had ever mounted. The grey-bearded old man says that the horse is from "Sleipnir's kin" and that "he must be raised carefully, because he will become better than any other horse." The old man vanishes. Sigurd names the horse Grani, and the narrative adds that the old man was none other than (the god) Odin. Gesta Danorum Sleipnir is generally considered as appearing in a sequence of events described in book I of Gesta Danorum. In book I, the young Hadingus encounters "a certain man of great age who had lost an eye" who allies him with Liserus. Hadingus and Liserus set out to wage war on Lokerus, ruler of Kurland. Meeting defeat, the old man takes Hadingus with him onto his horse as they flee to the old man's house, and the two drink an invigorating draught. The old man sings a prophecy, and takes Hadingus back to where he found him on his horse. During the ride back, Hadingus trembles beneath the old man's mantle, and peers out of its holes. Hadingus realizes that he is flying through the air: "and he saw that before the steps of the horse lay the sea; but was told not to steal a glimpse of the forbidden thing, and therefore turned his amazed eyes from the dread spectacle of the roads that he journeyed." In book II, Biarco mentions Odin and Sleipnir: "If I may look on the awful husband of Frigg, howsoever he be covered in his white shield, and guide his tall steed, he shall in no way go safe out of Leire; it is lawful to lay low in war the war-waging god." Archaeological record Two of the 8th century picture stones from the island of Gotland, Sweden depict eight-legged horses, which are thought by most scholars to depict Sleipnir: the Tjängvide image stone and the Ardre VIII image stone. Both stones feature a rider sitting atop an eight-legged horse, which some scholars view as Odin. Above the rider on the Tjängvide image stone is a horizontal figure holding a spear, which may be a valkyrie, and a female figure greets the rider with a cup. The scene has been interpreted as a rider arriving at the world of the dead. The mid-7th century Eggja stone bearing the Odinic name haras (Old Norse 'army god') may be interpreted as depicting Sleipnir. Theories John Lindow theorizes that Sleipnir's "connection to the world of the dead grants a special poignancy to one of the kennings in which Sleipnir turns up as a horse word," referring to the skald Úlfr Uggason's usage of "sea-Sleipnir" in his Húsdrápa, which describes the funeral of Baldr. Lindow continues that "his use of Sleipnir in the kenning may show that Sleipnir's role in the failed recovery of Baldr was known at that time and place in Iceland; it certainly indicates that Sleipnir was an active participant in the mythology of the last decades of paganism." Lindow adds that the eight legs of Sleipnir "have been interpreted as an indication of great speed or as being connected in some unclear way with cult activity." Hilda Ellis Davidson says that "the eight-legged horse of Odin is the typical steed of the shaman" and that in the shaman's journeys to the heavens or the underworld, a shaman "is usually represented as riding on some bird or animal." Davidson says that while the creature may vary, the horse is fairly common "in the lands where horses are in general use, and Sleipnir's ability to bear the god through the air is typical of the shaman's steed" and cites an example from a study of shamanism by Mircea Eliade of an eight-legged foal from a story of a Buryat shaman. Davidson says that while attempts have been made to connect Sleipnir with hobby horses and steeds with more than four feet that appear in carnivals and processions, but that "a more fruitful resemblance seems to be on the bier on which a dead man is carried in the funeral procession by four bearers; borne along thus, he may be described as riding on a steed with eight legs." As an example, Davidson cites a funeral dirge from the Gondi people in India as recorded by Verrier Elwin, stating
traditional sources, and the Prose Edda, written in the 13th century by Snorri Sturluson. In both sources, Sleipnir is Odin's steed, is the child of Loki and Svaðilfari, is described as the best of all horses, and is sometimes ridden to the location of Hel. The Prose Edda contains extended information regarding the circumstances of Sleipnir's birth, and details that he is grey in color. Sleipnir is also mentioned in a riddle found in the 13th century legendary saga Hervarar saga ok Heiðreks, in the 13th-century legendary saga Völsunga saga as the ancestor of the horse Grani, and book I of Gesta Danorum, written in the 12th century by Saxo Grammaticus, contains an episode considered by many scholars to involve Sleipnir. Sleipnir is generally accepted as depicted on two 8th century Gotlandic image stones: the Tjängvide image stone and the Ardre VIII image stone. Scholarly theories have been proposed regarding Sleipnir's potential connection to shamanic practices among the Norse pagans. In modern times, Sleipnir appears in Icelandic folklore as the creator of Ásbyrgi, in works of art, literature, software, and in the names of ships. Attestations Poetic Edda In the Poetic Edda, Sleipnir appears or is mentioned in the poems Grímnismál, Sigrdrífumál, Baldrs draumar, and Hyndluljóð. In Grímnismál, Grimnir (Odin in disguise and not yet having revealed his identity) tells the boy Agnar in verse that Sleipnir is the best of horses ("Odin is the best of the Æsir, Sleipnir of horses"). In Sigrdrífumál, the valkyrie Sigrdrífa tells the hero Sigurðr that runes should be cut "on Sleipnir's teeth and on the sledge's strap-bands." In Baldrs draumar, after the Æsir convene about the god Baldr's bad dreams, Odin places a saddle on Sleipnir and the two proceed to the location of Hel. The Völuspá hin skamma section of Hyndluljóð says that Loki produced "the wolf" with Angrboða, produced Sleipnir with Svaðilfari, and thirdly "one monster that was thought the most baleful, who was descended from Býleistr's brother." Prose Edda In the Prose Edda book Gylfaginning, Sleipnir is first mentioned in chapter 15 where the enthroned figure of High says that every day the Æsir ride across the bridge Bifröst, and provides a list of the Æsir's horses. The list begins with Sleipnir: "best is Sleipnir, he is Odin's, he has eight legs." In chapter 41, High quotes the Grímnismál stanza that mentions Sleipnir. In chapter 42, Sleipnir's origins are described. Gangleri (described earlier in the book as King Gylfi in disguise) asks High who the horse Sleipnir belongs to and what there is to tell about it. High expresses surprise in Gangleri's lack of knowledge about Sleipnir and its origin. High tells a story set "right at the beginning of the gods' settlement, when the gods established Midgard and built Val-Hall" about an unnamed builder who has offered to build a fortification for the gods in three seasons that will keep out invaders in exchange for the goddess Freyja, the sun, and the moon. After some debate, the gods agree to this, but place a number of restrictions on the builder, including that he must complete the work within three seasons with the help of no man. The builder makes a single request; that he may have help from his stallion Svaðilfari, and due to Loki's influence, this is allowed. The stallion Svaðilfari performs twice the deeds of strength as the builder, and hauls enormous rocks to the surprise of the gods. The builder, with Svaðilfari, makes fast progress on the wall, and three days before the deadline of summer, the builder was nearly at the entrance to the fortification. The gods convene, and figured out who was responsible, resulting in a unanimous agreement that, along with most trouble, Loki was to blame. The gods declare that Loki would deserve a horrible death if he could not find a scheme that would cause the builder to forfeit his payment, and threatened to attack him. Loki, afraid, swore oaths that he would devise a scheme to cause the builder to forfeit the payment, whatever it would cost himself. That night, the builder drove out to fetch stone with his stallion Svaðilfari, and out from a wood ran a mare. The mare neighed at Svaðilfari, and "realizing what kind of horse it was," Svaðilfari became frantic, neighed, tore apart his tackle, and ran towards the mare. The mare ran to the wood, Svaðilfari followed, and the builder chased after. The two horses ran around all night, causing the building work to be held up for the night, and the previous momentum of building work that the builder had been able to maintain was not continued. When the Æsir realize that the builder is a hrimthurs, they disregard their previous oaths with the builder, and call for Thor. Thor arrives, and kills the builder by smashing the builder's skull into shards with the hammer Mjöllnir. However, Loki had "such dealings" with Svaðilfari that "somewhat later" Loki gave birth to a grey foal with eight legs; the horse Sleipnir, "the best horse among gods and men." In chapter 49, High describes the death of the god Baldr. Hermóðr agrees to ride to Hel to offer a ransom for Baldr's return, and so "then Odin's horse Sleipnir was fetched and led forward." Hermóðr mounts Sleipnir and rides away. Hermóðr rides for nine nights in deep, dark valleys where Hermóðr can see nothing. The two arrive at the river Gjöll and then continue to Gjöll bridge, encountering a maiden guarding the bridge named Móðguðr. Some dialogue occurs between Hermóðr and Móðguðr, including that Móðguðr notes that recently there had ridden five battalions of dead men across the bridge that made less sound than he. Sleipnir and Hermóðr continue "downwards and northwards" on the road to Hel, until the two arrive at Hel's gates. Hermóðr dismounts from Sleipnir, tightens Sleipnir's girth, mounts him, and spurs Sleipnir on. Sleipnir "jumped so hard and over the gate that it came nowhere near." Hermóðr rides up to the hall, and dismounts from Sleipnir. After Hermóðr's pleas to Hel to return Baldr are accepted under a condition, Hermóðr and Baldr retrace their path backward and return to Asgard. In chapter 16 of the book Skáldskaparmál, a kenning given for Loki is "relative of Sleipnir." In chapter 17, a story is provided in which Odin rides Sleipnir into the land of Jötunheimr and arrives at the residence of the jötunn Hrungnir. Hrungnir asks "what sort of person this was" wearing a golden helmet, "riding sky and sea," and says that the stranger "has a marvellously good horse." Odin wagers his head that no horse as good could be found in all of Jötunheimr. Hrungnir admitted that it was a
1314. Both works had generally favourable receptions and sold well, but without rivalling the huge success of The Lady of the Lake. Scott also produced four minor narrative or semi-narrative poems between 1811 and 1817: The Vision of Don Roderick (1811, celebrating Wellington's successes in the Peninsular Campaign, with profits donated to Portuguese war sufferers); The Bridal of Triermain (published anonymously in 1813); The Field of Waterloo (1815); and Harold the Dauntless (published anonymously in 1817). Throughout his creative life Scott was an active reviewer. Although himself a Tory he reviewed for The Edinburgh Review between 1803 and 1806, but that journal's advocacy of peace with Napoleon led him to cancel his subscription in 1808. The following year, at the height of his poetic career, he was instrumental in establishing a Tory rival, The Quarterly Review to which he contributed reviews for the rest of his life. In 1813 Scott was offered the position of Poet Laureate. He declined, feeling that "such an appointment would be a poisoned chalice," as the Laureateship had fallen into disrepute due to the decline in quality of work suffered by previous title holders, "as a succession of poetasters had churned out conventional and obsequious odes on royal occasions." He sought advice from the 4th Duke of Buccleuch, who counselled him to retain his literary independence. The position went to Scott's friend, Robert Southey. The novelist Gothic novel That Scott was influenced by Gothic romance, and had collaborated in 1801 with 'Monk' Lewis on Tales of Wonder. Historic romances Scott's career as a novelist was attended with uncertainty. The first few chapters of Waverley were complete by roughly 1805, but the project was abandoned as a result of unfavourable criticism from a friend. Soon after, Scott was asked by the publisher John Murray to posthumously edit and complete the last chapter of an unfinished romance by Joseph Strutt. Published in 1808 and set in 15th-century England, Queenhoo Hall was not a success due to its archaic language and excessive display of antiquarian information. The success of his Highland narrative poem The Lady of the Lake in 1810 seems to have put it into his head to resume the narrative and have his hero Edward Waverley journey to Scotland. Although Waverley was announced for publication at that stage, it was again laid by and not resumed until late 1813, then published in 1814. Only a thousand copies were printed, but the work was an immediate success and 3,000 more were added in two further editions the same year. Waverley turned out to be the first of 27 novels (eight published in pairs), and by the time the sixth of them, Rob Roy, was published, the print run for the first edition had been increased to 10,000 copies, which became the norm. Given Scott's established status as a poet and the tentative nature of Waverley'''s emergence, it is not surprising that he followed a common practice in the period and published it anonymously. He continued this until his financial ruin in 1826, the novels mostly appearing as 'By the Author of Waverley' (or variants thereof) or as Tales of My Landlord. It is not clear why he chose to do this (no fewer than eleven reasons have been suggested), especially as it was a fairly open secret, but as he himself said, with Shylock, "such was my humour." Scott was an almost exclusively historical novelist. Only one of his 27 novels – Saint Ronan's Well – has a wholly modern setting. The settings of the others range from 1794 in The Antiquary back to 1096 or 1097, the time of the First Crusade, in Count Robert of Paris. Sixteen take place in Scotland. The first nine, from Waverley (1814) to A Legend of Montrose (1819), all have Scottish locations and 17th or 18th-century settings. Scott was better versed in his material than anyone: he could draw on oral tradition and a wide range of written sources in his ever-expanding library (many of the books rare and some unique copies).Lindsay Levy, 2012. "Was Sir Walter Scott a Bibliomaniac?", in From Compositors to Collectors: Essays on Book-Trade History, ed. John Hinks and Matthew Day. New Castle, Delaware. pp. 309‒321. In general it is these pre-1820 novels that have drawn the attention of modern critics – especially: Waverley, with its presentation of the 1745 Jacobites drawn from the Highland clans as obsolete and fanatical idealists; Old Mortality (1816) with its treatment of the 1679 Covenanters as fanatical and often ridiculous (prompting John Galt to produce a contrasting picture in his novel Ringan Gilhaize in 1823); The Heart of Mid-Lothian (1818) with its low-born heroine Jeanie Deans making a perilous journey to Windsor in 1737 to secure a promised royal pardon for her sister, falsely accused of infanticide; and the tragic The Bride of Lammermoor (1819), with its stern account of a declined aristocratic family, with Edgar Ravenswood and his fiancée as victims of the wife of an upstart lawyer in a time of political power-struggle before the Act of Union in 1707. In 1820, in a bold move, Scott shifted period and location for Ivanhoe (1820) to 12th-century England. This meant he was dependent on a limited range of sources, all of them printed: he had to bring together material from different centuries and invent an artificial form of speech based on Elizabethan and Jacobean drama. The result is as much myth as history, but the novel remains his best-known work, the most likely to be found by the general reader. Eight of the subsequent 17 novels also have medieval settings, though most are set towards the end of the era, for which Scott had a better supply of contemporaneous sources. His familiarity with Elizabethan and 17th-century English literature, partly resulting from editorial work on pamphlets and other minor publications, meant that four of his works set in the England of that period – Kenilworth (1821), The Fortunes of Nigel and Peveril of the Peak (1821), and Woodstock (1826) – present rich pictures of their societies. The most generally esteemed of Scott's later fictions, though, are three short stories: a supernatural narrative in Scots, "Wandering Willie's Tale" in Redgauntlet (1824), and "The Highland Widow" and "The Two Drovers" in Chronicles of the Canongate (1827). Crucial to Scott's historical thinking is the concept that very different societies can move through the same stages as they develop, and that humanity is basically unchanging, or as he puts it in the first chapter of Waverley that there are "passions common to men in all stages of society, and which have alike agitated the human heart, whether it throbbed under the steel corslet of the fifteenth century, the brocaded coat of the eighteenth, or the blue frock and white dimity waistcoat of the present day." It was one of Scott's main achievements to give lively, detailed pictures of different stages of Scottish, British, and European society while making it clear that for all the differences in form, they took the same human passions as those of his own age. His readers could therefore appreciate the depiction of an unfamiliar society, while having no difficulty in relating to the characters. Scott is fascinated by striking moments of transition between stages in societies. Coleridge, in a discussion of his early novels, found that they derive their "long-sustained interest" from "the contest between the two great moving Principles of social Humanity – religious adherence to the Past and the Ancient, the Desire & the admiration of Permanence, on the one hand; and the Passion for increase of Knowledge, for Truth as the offspring of Reason, in short, the mighty Instincts of Progression and Free-agency, on the other." This is clear, for example, in Waverley, as the hero is captivated by the romantic allure of the Jacobite cause embodied in Bonnie Prince Charlie and his followers before accepting that the time for such enthusiasms has passed and accepting the more rational, humdrum reality of Hanoverian Britain. Another example appears in 15th-century Europe in the yielding of the old chivalric world view of Charles Duke of Burgundy to the Machiavellian pragmatism of Louis XI. Scott is intrigued by the way different stages of societal development can exist side by side in one country. When Waverley has his first experience of Highland ways after a raid on his Lowland host's cattle, it "seemed like a dream ... that these deeds of violence should be familiar to men's minds, and currently talked of, as falling with the common order of things, and happening daily in the immediate neighbourhood, without his having crossed the seas, and while he was yet in the otherwise well-ordered island of Great Britain." A more complex version of this comes in Scott's second novel, Guy Mannering (1815), which "set in 1781‒2, offers no simple opposition: the Scotland represented in the novel is at once backward and advanced, traditional and modern – it is a country in varied stages of progression in which there are many social subsets, each with its own laws and customs." Scott's process of composition can be traced through the manuscripts (mostly preserved), the more fragmentary sets of proofs, his correspondence, and publisher's records. He did not create detailed plans for his stories, and the remarks by the figure of "the Author" in the Introductory Epistle to The Fortunes of Nigel probably reflect his own experience: "I think there is a dæmon who seats himself on the feather of my pen when I begin to write, and leads it astray from the purpose. Characters expand under my hand; incidents are multiplied; the story lingers, while the materials increase – my regular mansion turns out a Gothic anomaly, and the work is complete long before I have attained the point I proposed." Yet the manuscripts rarely show major deletions or changes of direction, and Scott could clearly keep control of his narrative. That was important, for as soon as he had made fair progress with a novel he would start sending batches of manuscript to be copied (to preserve his anonymity), and the copies were sent to be set up in type. (As usual at the time, the compositors would supply the punctuation.) He received proofs, also in batches, and made many changes at that stage, but these were almost always local corrections and enhancements. As the number of novels grew, they were republished in small collections: Novels and Tales (1819: Waverley to A Tale of Montrose); Historical Romances (1822: Ivanhoe to Kenilworth); Novels and Romances (1824 [1823]: The Pirate to Quentin Durward); and two series of Tales and Romances (1827: St Ronan's Well to Woodstock; 1833: Chronicles of the Canongate to Castle Dangerous). In his last years Scott marked up interleaved copies of these collected editions to produce a final version of what were now officially the Waverley Novels, often called his 'Magnum Opus' or 'Magnum Edition'. Scott provided each novel with an introduction and notes and made mostly piecemeal adjustments to the text. Issued in 48 smart monthly volumes between June 1829 and May 1833 at a modest price of five shillings (25p) these were an innovative and profitable venture aimed at a wide readership: the print run was an astonishing 30,000. In a "General Preface" to the "Magnum Edition", Scott wrote that one factor prompting him to resume work on the Waverley manuscript in 1813 had been a desire to do for Scotland what had been done in the fiction of Maria Edgeworth, "whose Irish characters have gone so far to make the English familiar with the character of their gay and kind-hearted neighbours of Ireland, that she may be truly said to have done more towards completing the Union, than perhaps all the legislative enactments by which it has been followed up [the Act of Union of 1801]." Most of Scott's readers were English: with Quentin Durward (1823) and Woodstock (1826), for example, some 8000 of the 10,000 copies of the first edition went to London. In the Scottish novels the lower-class characters normally speak Scots, but Scott is careful not to make the Scots too dense, so that those unfamiliar with it can follow the gist without understanding every word. Some have also argued that although Scott was formally a supporter of the Union with England (and Ireland) his novels have a strong nationalist subtext for readers attuned to that wavelength. Scott's new career as a novelist in 1814 did not mean he abandoned poetry. The Waverley Novels contain much original verse, including familiar songs such as "Proud Maisie" from The Heart of Mid-Lothian (Ch. 41) and "Look not thou on Beauty's charming" from The Bride of Lammermoor, (Ch. 3). In most of the novels Scott preceded each chapter with an epigram or "motto"; most of these are in verse, and many are of his own composition, often imitating other writers such as Beaumont and Fletcher. Recovery of the Crown Jewels, baronetcy, and ceremonial pageantry Prompted by Scott, the Prince Regent (the future George IV) gave Scott and other officials permission in a Royal Warrant dated 28 October 1817 to conduct a search for the Crown Jewels ("Honours of Scotland"). During the Protectorate under Cromwell these had been hidden away, but had subsequently been used to crown Charles II. They were not used to crown subsequent monarchs, but were regularly taken to sittings of Parliament, to represent the absent monarch, until the Act of Union 1707. So the honours were stored in Edinburgh Castle, but their large locked box was not opened for more than 100 years, and stories circulated that they had been "lost" or removed. On 4 February 1818, Scott and a small military team opened the box and "unearthed" the honours from the Crown Room of Edinburgh Castle. On 19 August 1818 through Scott's effort, his friend Adam Ferguson was appointed Deputy Keeper of the "Scottish Regalia". The Scottish patronage system swung into action and after elaborate negotiations the Prince Regent granted Scott the title of baronet: in April 1820 he received the baronetcy in London, becoming Sir Walter Scott, 1st Baronet. After George's accession, the city council of Edinburgh invited Scott, at the sovereign's behest, to stage-manage the 1822 visit of King George IV to Scotland. With only three weeks to work with, Scott created a spectacular, comprehensive pageant, designed not only to impress the King, but in some way to heal the rifts that had destabilised Scots society. He used the event to contribute to drawing a line under an old world that pitched his homeland into regular bouts of bloody strife. Probably fortified by his vivid depiction of the pageant staged for the reception of Queen Elizabeth in Kenilworth he and his "production team" mounted what in modern days would be a PR event, with the King dressed in tartan and greeted by his people, many of them also in similar tartan ceremonial dress. This form of dress, proscribed after the Jacobite rising of 1745, became one of the seminal, potent and ubiquitous symbols of Scottish identity. Financial problems and death In 1825, a UK-wide banking crisis resulted in the collapse of the Ballantyne printing business, of which Scott was the only partner with a financial interest. Its debts of £130,000 () caused his very public ruin. Rather than declare himself bankrupt or accept any financial support from his many supporters and admirers (including the King himself), he placed his house and income in a trust belonging to his creditors and set out to write his way out of debt. To add to his burdens, his wife Charlotte died in 1826. Despite these events or because of them, Scott kept up his prodigious output. Between 1826 and 1832 he produced six novels, two short stories and two plays, eleven works or volumes of non-fiction, and a journal, along with several unfinished works. The non-fiction included the Life of Napoleon Buonaparte in 1827, two volumes of the History of Scotland in 1829 and 1830, and four instalments of the series entitled Tales of a Grandfather – Being Stories Taken From Scottish History, written one per year over the period 1828–1831, among several others. Finally, Scott had recently been inspired by the diaries of Samuel Pepys and Lord Byron, and he began keeping a journal over the period, which, however, would not be published until 1890, as The Journal of Sir Walter Scott. By then Scott's health was failing, and on 29 October 1831, in a vain search for improvement, he set off on a voyage to Malta and Naples on board HMS Barham, a frigate put at his disposal by the Admiralty. He was welcomed and celebrated wherever he went, but on his journey home he had a final stroke and was transported back to die at Abbotsford on 21 September 1832. He was 61. Scott was buried in Dryburgh Abbey, where his wife had earlier been interred. Lady Scott had been buried as an Episcopalian; at Scott's own funeral, three ministers of the Church of Scotland officiated at Abbotsford and the service at Dryburgh was conducted by an Episcopal clergyman. Although Scott died owing money, his novels continued to sell, and the debts encumbering his estate were discharged shortly after his death. Religion Scott was raised as a Presbyterian in the Church of Scotland. He was ordained as an elder in Duddingston Kirk in 1806, and sat in the General Assembly for a time as representative elder of the burgh of Selkirk. In adult life he also adhered to the Scottish Episcopal Church: he seldom attended church but read the Book of Common Prayer services in family worship. Freemasonry Scott's father was a Freemason, being a member of Lodge St David, No. 36 (Edinburgh), and Scott also became a Freemason in his father's Lodge in 1801, albeit only after the death of his father. Abbotsford House When Scott was a boy, he sometimes travelled with his father from Selkirk to Melrose, where some of his novels are set. At a certain spot, the old gentleman would stop the carriage and take his son to a stone on the site of the Battle of Melrose (1526). During the summers from 1804, Scott made his home at the large house of Ashestiel, on the south bank of the River Tweed, north of Selkirk. When his lease on this property expired in 1811, he bought Cartley Hole Farm, downstream on the Tweed nearer Melrose. The farm had the nickname of "Clarty Hole", and Scott renamed it "Abbotsford" after a neighbouring ford used by the monks of Melrose Abbey. Following a modest enlargement of the original farmhouse in 1811–12, massive expansions took place in 1816–19 and 1822–24. Scott described the resulting building as 'a sort of romance in Architecture' and 'a kind of Conundrum Castle to be sure'. With his architects William Atkinson and Edward Blore Scott was a pioneer of the Scottish Baronial style
to Kenilworth); Novels and Romances (1824 [1823]: The Pirate to Quentin Durward); and two series of Tales and Romances (1827: St Ronan's Well to Woodstock; 1833: Chronicles of the Canongate to Castle Dangerous). In his last years Scott marked up interleaved copies of these collected editions to produce a final version of what were now officially the Waverley Novels, often called his 'Magnum Opus' or 'Magnum Edition'. Scott provided each novel with an introduction and notes and made mostly piecemeal adjustments to the text. Issued in 48 smart monthly volumes between June 1829 and May 1833 at a modest price of five shillings (25p) these were an innovative and profitable venture aimed at a wide readership: the print run was an astonishing 30,000. In a "General Preface" to the "Magnum Edition", Scott wrote that one factor prompting him to resume work on the Waverley manuscript in 1813 had been a desire to do for Scotland what had been done in the fiction of Maria Edgeworth, "whose Irish characters have gone so far to make the English familiar with the character of their gay and kind-hearted neighbours of Ireland, that she may be truly said to have done more towards completing the Union, than perhaps all the legislative enactments by which it has been followed up [the Act of Union of 1801]." Most of Scott's readers were English: with Quentin Durward (1823) and Woodstock (1826), for example, some 8000 of the 10,000 copies of the first edition went to London. In the Scottish novels the lower-class characters normally speak Scots, but Scott is careful not to make the Scots too dense, so that those unfamiliar with it can follow the gist without understanding every word. Some have also argued that although Scott was formally a supporter of the Union with England (and Ireland) his novels have a strong nationalist subtext for readers attuned to that wavelength. Scott's new career as a novelist in 1814 did not mean he abandoned poetry. The Waverley Novels contain much original verse, including familiar songs such as "Proud Maisie" from The Heart of Mid-Lothian (Ch. 41) and "Look not thou on Beauty's charming" from The Bride of Lammermoor, (Ch. 3). In most of the novels Scott preceded each chapter with an epigram or "motto"; most of these are in verse, and many are of his own composition, often imitating other writers such as Beaumont and Fletcher. Recovery of the Crown Jewels, baronetcy, and ceremonial pageantry Prompted by Scott, the Prince Regent (the future George IV) gave Scott and other officials permission in a Royal Warrant dated 28 October 1817 to conduct a search for the Crown Jewels ("Honours of Scotland"). During the Protectorate under Cromwell these had been hidden away, but had subsequently been used to crown Charles II. They were not used to crown subsequent monarchs, but were regularly taken to sittings of Parliament, to represent the absent monarch, until the Act of Union 1707. So the honours were stored in Edinburgh Castle, but their large locked box was not opened for more than 100 years, and stories circulated that they had been "lost" or removed. On 4 February 1818, Scott and a small military team opened the box and "unearthed" the honours from the Crown Room of Edinburgh Castle. On 19 August 1818 through Scott's effort, his friend Adam Ferguson was appointed Deputy Keeper of the "Scottish Regalia". The Scottish patronage system swung into action and after elaborate negotiations the Prince Regent granted Scott the title of baronet: in April 1820 he received the baronetcy in London, becoming Sir Walter Scott, 1st Baronet. After George's accession, the city council of Edinburgh invited Scott, at the sovereign's behest, to stage-manage the 1822 visit of King George IV to Scotland. With only three weeks to work with, Scott created a spectacular, comprehensive pageant, designed not only to impress the King, but in some way to heal the rifts that had destabilised Scots society. He used the event to contribute to drawing a line under an old world that pitched his homeland into regular bouts of bloody strife. Probably fortified by his vivid depiction of the pageant staged for the reception of Queen Elizabeth in Kenilworth he and his "production team" mounted what in modern days would be a PR event, with the King dressed in tartan and greeted by his people, many of them also in similar tartan ceremonial dress. This form of dress, proscribed after the Jacobite rising of 1745, became one of the seminal, potent and ubiquitous symbols of Scottish identity. Financial problems and death In 1825, a UK-wide banking crisis resulted in the collapse of the Ballantyne printing business, of which Scott was the only partner with a financial interest. Its debts of £130,000 () caused his very public ruin. Rather than declare himself bankrupt or accept any financial support from his many supporters and admirers (including the King himself), he placed his house and income in a trust belonging to his creditors and set out to write his way out of debt. To add to his burdens, his wife Charlotte died in 1826. Despite these events or because of them, Scott kept up his prodigious output. Between 1826 and 1832 he produced six novels, two short stories and two plays, eleven works or volumes of non-fiction, and a journal, along with several unfinished works. The non-fiction included the Life of Napoleon Buonaparte in 1827, two volumes of the History of Scotland in 1829 and 1830, and four instalments of the series entitled Tales of a Grandfather – Being Stories Taken From Scottish History, written one per year over the period 1828–1831, among several others. Finally, Scott had recently been inspired by the diaries of Samuel Pepys and Lord Byron, and he began keeping a journal over the period, which, however, would not be published until 1890, as The Journal of Sir Walter Scott. By then Scott's health was failing, and on 29 October 1831, in a vain search for improvement, he set off on a voyage to Malta and Naples on board HMS Barham, a frigate put at his disposal by the Admiralty. He was welcomed and celebrated wherever he went, but on his journey home he had a final stroke and was transported back to die at Abbotsford on 21 September 1832. He was 61. Scott was buried in Dryburgh Abbey, where his wife had earlier been interred. Lady Scott had been buried as an Episcopalian; at Scott's own funeral, three ministers of the Church of Scotland officiated at Abbotsford and the service at Dryburgh was conducted by an Episcopal clergyman. Although Scott died owing money, his novels continued to sell, and the debts encumbering his estate were discharged shortly after his death. Religion Scott was raised as a Presbyterian in the Church of Scotland. He was ordained as an elder in Duddingston Kirk in 1806, and sat in the General Assembly for a time as representative elder of the burgh of Selkirk. In adult life he also adhered to the Scottish Episcopal Church: he seldom attended church but read the Book of Common Prayer services in family worship. Freemasonry Scott's father was a Freemason, being a member of Lodge St David, No. 36 (Edinburgh), and Scott also became a Freemason in his father's Lodge in 1801, albeit only after the death of his father. Abbotsford House When Scott was a boy, he sometimes travelled with his father from Selkirk to Melrose, where some of his novels are set. At a certain spot, the old gentleman would stop the carriage and take his son to a stone on the site of the Battle of Melrose (1526). During the summers from 1804, Scott made his home at the large house of Ashestiel, on the south bank of the River Tweed, north of Selkirk. When his lease on this property expired in 1811, he bought Cartley Hole Farm, downstream on the Tweed nearer Melrose. The farm had the nickname of "Clarty Hole", and Scott renamed it "Abbotsford" after a neighbouring ford used by the monks of Melrose Abbey. Following a modest enlargement of the original farmhouse in 1811–12, massive expansions took place in 1816–19 and 1822–24. Scott described the resulting building as 'a sort of romance in Architecture' and 'a kind of Conundrum Castle to be sure'. With his architects William Atkinson and Edward Blore Scott was a pioneer of the Scottish Baronial style of architecture, and Abbotsford is festooned with turrets and stepped gabling. Through windows enriched with the insignia of heraldry the sun shone on suits of armour, trophies of the chase, a library of more than 9,000 volumes, fine furniture, and still finer pictures. Panelling of oak and cedar and carved ceilings relieved by coats of arms in their correct colours added to the beauty of the house. It is estimated that the building cost Scott more than £25,000 (). More land was purchased until Scott owned nearly . In 1817 as part of the land purchases Scott bought the nearby mansion-house of Toftfield for his friend Adam Ferguson to live in along with his brothers and sisters and on which, at the ladies' request, he bestowed the name of Huntlyburn. Ferguson commissioned Sir David Wilkie to paint the Scott family resulting in the painting The Abbotsford Family in which Scott is seated with his family represented as a group of country folk. Ferguson is standing to the right with the feather in his cap and Thomas Scott, Scott's Uncle, is behind. The painting was exhibited at the Royal Academy in 1818. Abbotsford later gave its name to the Abbotsford Club, founded in 1834 in memory of Sir Walter Scott. Reputation Later assessment Although he continued to be extremely popular and widely read, both at home and abroad, Scott's critical reputation declined in the last half of the 19th century as serious writers turned from romanticism to realism, and Scott began to be regarded as an author suitable for children. This trend accelerated in the 20th century. For example, in his classic study Aspects of the Novel (1927), E. M. Forster harshly criticized Scott's clumsy and slapdash writing style, "flat" characters, and thin plots. In contrast, the novels of Scott's contemporary Jane Austen, once appreciated only by the discerning few (including, as it happened, Scott himself) rose steadily in critical esteem, though Austen, as a female writer, was still faulted for her narrow ("feminine") choice of subject matter, which, unlike Scott, avoided the grand historical themes traditionally viewed as masculine. Nevertheless, Scott's importance as an innovator continued to be recognised. He was acclaimed as the inventor of the genre of the modern historical novel (which others trace to Jane Porter, whose work in the genre predates Scott's) and the inspiration for enormous numbers of imitators and genre writers both in Britain and on the European continent. In the cultural sphere, Scott's Waverley novels played a significant part in the movement (begun with James Macpherson's Ossian cycle) in rehabilitating the public perception of the Scottish Highlands and its culture, which had been formerly been viewed by the southern mind as a barbaric breeding ground of hill bandits, religious fanaticism, and Jacobite risings. Scott served as chairman of the Royal Society of Edinburgh and was also a member of the Royal Celtic Society. His own contribution to the reinvention of Scottish culture was enormous, even though his re-creations of the customs of the Highlands were fanciful at times. Through the medium of Scott's novels, the violent religious and political conflicts of the country's recent past could be seen as belonging to history—which Scott defined, as the subtitle of Waverley ("'Tis Sixty Years Since") indicates, as something that happened at least 60 years earlier. His advocacy of objectivity and moderation and his strong repudiation of political violence on either side also had a strong, though unspoken, contemporary resonance in an era when many conservative English speakers lived in mortal fear of a revolution in the French style on British soil. Scott's orchestration of King George IV's visit to Scotland, in 1822, was a pivotal event intended to inspire a view of his home country that, in his view, accentuated the positive aspects of the past while allowing the age of quasi-medieval blood-letting to be put to rest, while envisioning a more useful, peaceful future. After Scott's work had been essentially unstudied for many decades, a revival of critical interest began in the middle of the 20th century. While F. R. Leavis had disdained Scott, seeing him as a thoroughly bad novelist and a thoroughly bad influence (The Great Tradition [1948]), György Lukács (The Historical Novel [1937, trans. 1962]) and David Daiches (Scott's Achievement as a Novelist [1951]) offered a Marxian political reading of Scott's fiction that generated a great deal of genuine interest in his work. These were followed in 1966 by a major thematic analysis covering most of the novels by Francis R. Hart (Scott's Novels: The Plotting of Historic Survival). Scott has proved particularly responsive to Postmodern approaches, most notably to the concept of the interplay of multiple voices highlighted by Mikhail Bakhtin, as suggested by the title of the volume with selected papers from the Fourth International Scott Conference held in Edinburgh in 1991, Scott in Carnival. Scott is now increasingly recognised not only as the principal inventor of the historical novel and a key figure in the development of Scottish and world literature, but also as a writer of a depth and subtlety who challenges his readers as well as entertaining them. Memorials and commemoration During his lifetime, Scott's portrait was painted by Sir Edwin Landseer and fellow Scots Sir Henry Raeburn and James Eckford Lauder. In Edinburgh, the 61.1-metre-tall Victorian Gothic spire of the Scott Monument was designed by George Meikle Kemp. It was completed in 1844, 12 years after Scott's death, and dominates the south side of Princes Street. Scott is also commemorated on a stone slab in Makars' Court, outside The Writers' Museum, Lawnmarket, Edinburgh, along with other prominent Scottish writers; quotes from his work are also visible on the Canongate Wall of the Scottish Parliament building in Holyrood. There is a tower dedicated to his memory on Corstorphine Hill in the west of the city and Edinburgh's Waverley railway station, opened in 1854, takes its name from his first novel. In Glasgow, Walter Scott's Monument dominates the centre of George Square, the main public square in the city. Designed by David Rhind in 1838, the monument features a large column topped by a statue of Scott. There is a statue of Scott in New York City's Central Park. Numerous Masonic Lodges have been named after Scott and his novels. For example: Lodge Sir Walter Scott, No. 859 (Perth, Australia) and Lodge Waverley, No. 597, (Edinburgh, Scotland). The annual Walter Scott Prize for Historical Fiction was created in 2010 by the Duke and Duchess of Buccleuch, whose ancestors were closely linked to Sir Walter Scott. At £25,000, it is one of the largest prizes in British literature. The award has been presented at Scott's historic home, Abbotsford House. Scott has been credited with rescuing the Scottish banknote. In 1826, there was outrage in Scotland at the attempt of Parliament to prevent the production of banknotes of less than five pounds. Scott wrote a series of letters to the Edinburgh Weekly Journal under the pseudonym "Malachi Malagrowther" for retaining the right of Scottish banks to issue their own banknotes. This provoked such a response that the Government was forced to relent and allow the Scottish banks to continue printing pound notes. This campaign is commemorated by his continued appearance on the front of all notes issued by the Bank of Scotland. The image on the 2007 series of banknotes is based on the portrait by Henry Raeburn. During and immediately after World War I there was a movement spearheaded by President Wilson and other eminent people to inculcate patriotism in American school children, especially immigrants, and to stress the American connection with the literature and institutions of the "mother country" of Great Britain, using selected readings in middle school textbooks. Scott's Ivanhoe continued to be required reading for many American high school students until the end of the 1950s. A bust of Scott is in the Hall of Heroes of the National Wallace Monument in Stirling. Twelve streets in Vancouver, British Columbia are named after Scott's books or characters. In The Inch district of Edinburgh, some 30 streets developed in the early 1950s are named for Scott (Sir Walter Scott Avenue) and for characters and places from his poems and novels. Examples include Saddletree Loan (after Bartoline Saddletree, a character in The Heart of Midlothian), Hazelwood Grove (after Charles Hazelwood, a character in Guy Mannering) and Redgauntlet Terrace (after the 1824 novel of that name). Influence On novelists Walter Scott had an immense impact throughout Europe. "His historical fiction ... created for the first time a sense of the past as a place where people thought, felt and dressed differently". His historical romances "influenced Balzac, Dostoevsky, Flaubert, Tolstoy, Dumas, Pushkin, and many others; and his interpretation of history was seized on by Romantic nationalists, particularly in Eastern Europe". An early and "highly influential translations was that of Defauconpret in France". Letitia Elizabeth Landon was a great admirer of Scott and, on his death, she wrote two tributes to him: On Walter Scott in the Literary Gazette, and Sir Walter Scott in Fisher's Drawing Room Scrap Book, 1833. Towards the end of her life she began a series called The Female Picture Gallery with a series of character analyses based on the women in Scott's works. Alessandro Manzoni's The Betrothed (1827) has similarities with Walter Scott's historic novel Ivanhoe, although evidently distinct. In Charles Baudelaire's La Fanfarlo (1847), poet Samuel Cramer says of Scott: In the novella, however, Cramer proves as deluded a romantic as any hero in one of Scott's novels. Emily Brontë's Wuthering Heights was influenced by the novels of Walter Scott. In particular, according to Juliet Barker, Rob Roy (1819) had a significant influence on Brontë's novel, which, though "regarded as the archetypal Yorkshire novel ... owed as much, if not more, to Walter Scott's Border country". Rob Roy is set "in the wilds of Northumberland, among the uncouth and quarrelsome squirearchical Osbaldistones", while Cathy Earnshaw "has strong similarities with Diana Vernon, who is equally out of place among her boorish relations" (Barker p. 501). In Anne Brontë's The Tenant of Wildfell Hall (1848) the narrator, Gilbert Markham, brings an elegantly bound copy of Marmion as a present to the independent "tenant of Wildfell Hall" (Helen Graham) whom he is courting, and is mortified when she insists on paying for it. The many other British novelists whom Scott influenced included Edward Bulwer-Lytton, Charles Kingsley, and Robert Louis Stevenson. He also shaped children's writers like Charlotte Yonge and G. A. Henty. In a speech delivered at Salem, Massachusetts, on 6 January 1860, to raise money for the families of the executed abolitionist John Brown and his followers, Ralph Waldo Emerson calls Brown an example of true chivalry, which consists not in noble birth but in helping the weak and defenseless and declares that "Walter Scott would have delighted to draw his picture and trace his adventurous career." In his 1870 memoir, Army Life in a Black Regiment, New England abolitionist Thomas Wentworth Higginson (later editor of Emily Dickinson), described how he wrote down and preserved Negro spirituals or "shouts" while serving as a colonel in the First South Carolina Volunteers, the first authorized Union Army regiment recruited from freedmen during the Civil War. He wrote that he was "a faithful student of the Scottish ballads, and had always envied Sir Walter the delight of tracing them out amid their own heather, and of writing them down piecemeal from the lips of aged crones." According to Marx's daughter Eleanor, Scott was "an author to whom Karl Marx again and again returned, whom he admired and knew as well as he did Balzac and Fielding." Mark Twain, in his 1883 Life on the Mississippi, satirized the impact of Scott's writings, declaring with humorous hyperbole that Scott "had so large a hand in making Southern character, as it existed before the [American Civil] war" that he is "in great measure responsible for the war." He goes on to coin the term "Sir Walter Scott disease", which he blames for the South's lack of advancement. Twain also targeted Scott in Adventures of Huckleberry Finn, where he names a sinking boat the "Walter Scott" (1884); and, in A Connecticut Yankee in King Arthur's Court (1889), the main character repeatedly utters "Great Scott!" as an oath; by the end of the book, however, he has become absorbed in the world of knights in armour, reflecting Twain's ambivalence on the topic. The idyllic Cape Cod retreat of suffragists Verena Tarrant and Olive Chancellor in Henry James's The Bostonians (1886) is called Marmion, evoking what James considered the Quixotic idealism of such social reformers. In To the Lighthouse by Virginia Woolf, Mrs. Ramsey glances at her husband: John Cowper Powys described Walter Scott's romances as "by far the most powerful literary influence of my life". This can be seen particularly in his two historical novels, Porius: A Romance of the Dark Ages, set during the end of Roman rule in Britain, and Owen Glendower. In 1951, science-fiction author Isaac Asimov wrote Breeds There a Man...?, a short story with a title alluding vividly to Scott's The Lay of the Last Minstrel (1805). In Harper Lee's To Kill a Mockingbird (1960), the protagonist's brother is made to read Walter Scott's book Ivanhoe to the ailing Mrs. Henry Lafayette Dubose. In Mother Night (1961) by Kurt Vonnegut Jr., memoirist and playwright Howard W. Campbell Jr. prefaces his text with the six lines beginning "Breathes there the man..." In Knights of the Sea (2010) by Canadian author Paul Marlowe, there are several references to Marmion, as well as an inn named after Ivanhoe, and a fictitious Scott novel entitled The Beastmen of Glen Glammoch. The other arts Although Scott's own appreciation of music was basic, to say the least, he had a considerable influence on composers. Some 90 operas based to some extent on his poems and novels have been traced, the most celebrated being Rossini's La donna del lago (1819, based on The Lady of the Lake) and Donizetti's Lucia di Lammermoor (1835, based on The Bride of Lammermoor).Mitchell, Jerome (1996) More Scott Operas. Lanham, Maryland. Others include Donizetti's 1829 opera Il castello di Kenilworth based on Kenilworth, Georges Bizet's La jolie fille de Perth (1867, based on The Fair Maid of Perth), and Arthur Sullivan's Ivanhoe (1891). Many of Scott's songs were set to music by composers throughout the 19th century. Seven from The Lady of the Lake were set in German translations by Schubert, one of them being 'Ellens dritter Gesang' popularly known as 'Schubert's Ave Maria'. Three lyrics, also in translation, appear from Beethoven in his Twenty-Five Scottish Songs, Op. 108. Other notable musical responses include three overtures: Waverley (1828) and Rob Roy (1831) by Berlioz, and The Land of the Mountain and the Flood (1887, alluding to The Lay of the Last Minstrel) by Hamish MacCunn. "Hail to the Chief" from "The Lady of the Lake" was set to music around 1812 by the songwriter James Sanderson (c. 1769 – c. 1841). See the Wikipedia article "Hail to the Chief." The Waverley Novels are full of eminently paintable scenes and many 19th-century artists responded to them. Among the outstanding paintings of Scott subjects are: Richard Parkes Bonington's Amy Robsart and the Earl of Leicester (c. 1827) from Kenilworth in the Ashmolean Museum, Oxford; Delacroix's L'Enlèvement de Rebecca (1846) from Ivanhoe in the Metropolitan Museum of Art, New York; and Millais's The Bride of Lammermoor (1878) in Bristol Museum and Art Gallery. Works Novels The Waverley Novels is the title given to the long series of Scott novels released from 1814 to 1832 which takes its name from the first novel, Waverley. The following is a chronological list of the entire series: 1814: Waverley1815: Guy Mannering1816: The Antiquary1816: The Black Dwarf and Old Mortality or The Tale of Old Mortality – the 1st instalment from the subset series, Tales of My Landlord 1817: Rob Roy1818: The Heart of Mid-Lothian – the 2nd instalment from the subset series, Tales of My Landlord 1819: The Bride of Lammermoor and A Legend of Montrose or A Legend of the Wars of Montrose – the 3rd instalment from the subset series, Tales of My Landlord 1820: Ivanhoe1820: The Monastery1820: The Abbot1821: Kenilworth1822: The Pirate1822: The Fortunes of Nigel1822: Peveril of the Peak1823: Quentin Durward1824: St. Ronan's Well or Saint Ronan's Well1824: Redgauntlet1825: The Betrothed and The Talisman – a subset series, Tales of the Crusaders 1826: Woodstock1827: Chronicles of the Canongate — containing two short stories ("The Highland Widow" and "The Two Drovers") and a novel (The Surgeon's Daughter) 1828: The Fair Maid of Perth – the 2nd instalment from the subset series, Chronicles of the Canongate 1829: Anne of Geierstein1832: Count Robert of Paris and Castle Dangerous – the 4th instalment from the subset series, Tales of My Landlord Other novels: 1831–1832: The Siege of Malta – a finished novel published posthumously in 2008 1832: Bizarro – an unfinished novel (or novella) published posthumously in 2008 Poetry Many of the short poems or songs released by Scott (or later anthologized) were originally not separate pieces but parts of longer poems interspersed throughout his novels, tales, and dramas. 1796: The Chase, and William and Helen: Two Ballads, translated from the German of Gottfried Augustus Bürger1800: Glenfinlas1802–1803: Minstrelsy of the Scottish Border1805: The Lay of the Last Minstrel1806: Ballads and Lyrical Pieces1808: Marmion: : A Tale of Flodden Field 1810: The Lady of the Lake 1811: The Vision of Don Roderick1813: The Bridal of Triermain 1813: Rokeby 1815: The Field of Waterloo1815: The Lord of the Isles1817: Harold the Dauntless1825: Bonnie DundeeShort stories 1811: "The Inferno of Altisidora" 1817: "Christopher Corduroy" 1818: "Alarming Increase of Depravity Among Animals" 1818: "Phantasmagoria" 1827: "The Highland Widow" and "The Two Drovers" (see Chronicles of the Canongate above) 1828: "My Aunt Margaret's Mirror", "The Tapestried Chamber", and "Death of the Laird's Jock" – from the series The Keepsake Stories1832: "A Highland Anecdote" Plays 1799: Goetz of Berlichingen, with the Iron Hand: A Tragedy – an English-language translation of the 1773 German-language play by Johann Wolfgang von Goethe entitled Götz von Berlichingen1822: Halidon Hill1823: MacDuff's Cross1830: The Doom of Devorgoil1830: AuchindraneNon-fiction 1814–1817: The Border Antiquities of England and Scotland – a work co-authored by Luke Clennell and John Greig with Scott's contribution consisting of the substantial introductory essay, originally published in 2 volumes from 1814 to 1817 1815–1824: Essays on Chivalry, Romance, and Drama – a supplement to the 1815–1824 editions of the Encyclopædia Britannica1816: Paul's Letters to his Kinsfolk1819–1826: Provincial Antiquities of Scotland1821–1824: Lives of the Novelists1825–1832: The Journal of Sir Walter Scott — first published in 1890 1826: The Letters of Malachi Malagrowther1827: The Life of Napoleon Buonaparte1828: Religious Discourses. By a Layman1828: Tales of a Grandfather; Being Stories Taken from Scottish History – the 1st instalment from the series, Tales of a Grandfather 1829: The History of Scotland: Volume I1829: Tales of a Grandfather; Being Stories Taken from Scottish History – the 2nd instalment from the series, Tales of a Grandfather 1830: The History of Scotland: Volume II1830:
443, after the Burgundian defeat by Flavius Aetius. Early and High Middle Ages By the 8th century, the territory that would later become known as Savoy was part of Francia, and at the division of Francia at the Treaty of Verdun in 843, it became part of the short-lived kingdom of Middle Francia. After only 12 years, at the death of Lothair I in 855, Middle Francia was divided into Lotharingia north of the Alps, Italy south of the Alps, and the parts of Burgundy in the Western Alps, inherited by Charles of Provence. This latter territory comprised what would become known as Savoy and Provence. For a short time, this province fell to the Arabs. From the 10th to 14th century, parts of what would ultimately become Savoy remained within the Kingdom of Burgundy-Arles. Beginning in the 11th century, the gradual rise to power of the House of Savoy is reflected in the increasing territory of their County of Savoy between 1003 and 1416. The County of Savoy was detached de jure from the Kingdom of Arles by Charles IV, Holy Roman Emperor in 1361. It acquired the County of Nice in 1388, and in 1401 added the County of Geneva, the area of Geneva except for the city proper, which was ruled by its prince-bishop, nominally under the duke's rule: the bishops of Geneva, by unspoken agreement, came from the House of Savoy until 1533. Duchy of Savoy On 19 February 1416 Sigismund, Holy Roman Emperor, made the County of Savoy an independent duchy, with Amadeus VIII as the first duke. Straddling the Alps, Savoy lay within two competing spheres of influence, a French sphere and a North Italian one. At the time of the Renaissance, Savoy showed only modest development. Its towns were few and small. Savoy derived its subsistence from agriculture. The geographic location of Savoy was also of military importance. During the interminable wars between France and Spain over the control of northern Italy, Savoy was important to France because it provided access to Italy. Savoy was important to Spain because it served as a buffer between France and the Spanish held lands in Italy. In 1563 Emmanuel Philibert moved the capital from Chambéry to Turin, which was less vulnerable to French interference. Vaud was annexed by Bern in 1536, and Savoy officially ceded Vaud to Bern in the Treaty of Lausanne of 30 October 1564. In 1714, as a consequence of the War of the Spanish Succession, Savoy was technically subsumed into the Kingdom of Sicily, then (after that island was traded to Austria for Sardinia) the Kingdom of Sardinia from 1720. While the heads of the House of Savoy were known as the Kings of Sardinia, Turin remained their capital. French Revolutionary Wars Savoy was occupied by French revolutionary forces between 1792 and 1815. The entire region was first created to form the département of Mont-Blanc. In 1798, it was then divided between the departments of Mont-Blanc and Léman (French name of Lake Geneva). In 1801, Savoy officially left the Holy Roman Empire. On 13 September 1793 the combined forces of Savoy, Piedmont and Aosta Valley fought against and lost to the occupying French forces at the Battle of Méribel (Sallanches). Two-thirds of Savoy was restored to the Kingdom of Sardinia in the First Restoration of 1814 following Napoleon's abdication; approximately one-third of Savoy, including the two most important cities of Chambéry and Annecy, remained in France. Following Napoleon's brief return to power during the Hundred Days and subsequent defeat at Waterloo, the remaining one-third of Savoy was restored to the Kingdom of Sardinia at the Congress of Vienna to strengthen Sardinia as a buffer state on France's southeastern border. Modern history Annexation to France The French Second Republic first attempted to annex Savoy in 1848. A corps of 1,500 was dispatched from Lyon and invaded Savoy on 3 April, occupying Chambéry (capital city) and proclaiming the annexation to France. On learning about the invasion countrymen rushed to Chambéry. The corps were chased away by the local population. Five Frenchmen were killed and 800 captured. On 21 July 1858 in Plombières-les-Bains, Vosges, the prime minister of the Kingdom of Sardinia, Camillo Benso, Count of Cavour, met in secret with Napoleon III to secure French military support against the Austrian Empire during the conflicts associated with the Italian unification. During the discussion, Cavour promised that Sardinia would cede the County of Nice and Duchy of Savoy to the Second French Empire. Though this was a secret arrangement, it quickly became widely known. The treaty annexing Nice and Savoy to France was signed in Turin on 24 March 1860 (Treaty of Turin). In the northern provinces of the Chablais and Faucigny, there was some support for annexation to neighboring Switzerland, with which the northern provinces had longstanding economic ties. To help reduce the attractiveness of Switzerland, the French government conceded a free-trade Zone that maintained the longstanding duty-free relationship of northern Savoyard communes to Geneva. The treaty was followed on 22–23 April by a plebiscite employing universal male suffrage, in which voters were offered the option of voting "yes" to approve the treaty and join France or rejecting the treaty with a no vote. The disallowed options of either joining Switzerland, remaining with Italy, or regaining its independence, were the source of some opposition. With a 99.8% vote in favour of joining France, there were allegations of vote-rigging, notably by the British government, which opposed continental expansion by its traditional French enemy. The correspondent of The Times in Savoy who was in Bonneville on 22 April called the vote "the lowest and most immoral farce(s) which was ever played in the history of nations". He finished his letter with those words: I leave you to draw your own conclusions from this trip, which will show clearly what the vote was in this part of Savoy. The vote was the bitterest irony ever made on popular suffrage. The ballot-box in the hands of those very authorities who issued the proclamations; no control possible; even travellers suspected and dogged lest they should pry into the matter; all opposition put down by intimidation, and all liberty of action completely taken away. One can really scarcely reproach the Opposition with having given up the game; there was too great force used against them. As for the result of the vote, therefore, no one need trouble himself about it; it will be just as brilliant as that in Nice. The only danger is lest the Savoy authorities in their zeal should fare as some of the French did in the vote of 1852, finding to their surprise rather more votes than voters inscribed on the list. In his letter to the ambassador of Vienna Lord Augustus Loftus, the then–Foreign Secretary, Lord John Russell, said, "Voting in Savoy and Nice a farce ... we are neither entertained or edified". The annexation was promulgated on 14 June 1860. On 23 August 1860 and 7 March 1861, two agreements were signed between the Second French Empire and the Kingdom of Sardinia to settle the remaining issues concerning the annexation. This was part of a secret agreement (the Plombières Agreement) brokered between the French emperor Napoleon III and the Count Camillo of Cavour (Prime Minister of Sardinia at that time) that allowed the final steps in the process of unification of Italy. Victor
was divided administratively into two separate departments, Savoie and Haute-Savoie. The traditional capital remains Chambéry (Ciamberì), on the rivers Leysse and Albane, hosting the castle of the House of Savoy and the Savoyard senate. The state included six districts: Savoie Propre, sometimes known as Ducal Savoy (capital Chambéry) Chablais (capital Thonon-les-Bains) Faucigny (capital Bonneville) Tarentaise (capital Moûtiers) Maurienne (capital Saint-Jean-de-Maurienne) Genevois (capital Annecy) The County and Duchy of Savoy incorporated Turin and other territories in Piedmont, a region in northwestern Italy that borders Savoy, which were also possessions of the House of Savoy. The capital of the Duchy remained at the traditional Savoyard capital of Chambéry until 1563, when it was moved to Turin. History Early history The region was occupied by the Allobroges, a Gaulish people that the Roman Republic subdued in 121 BC. The name Savoy stems from the Late Latin Sapaudia, referring to a fir forest. The word is likely ultimately from Gaulish – sapin itself is a blend of Gaulish sappos (fir tree) and Latin pinus (pine tree). It is first recorded in Ammianus Marcellinus (354), to describe the southern part of Maxima Sequanorum. According to the Chronica Gallica of 452, it was separated from the rest of Burgundian territories in 443, after the Burgundian defeat by Flavius Aetius. Early and High Middle Ages By the 8th century, the territory that would later become known as Savoy was part of Francia, and at the division of Francia at the Treaty of Verdun in 843, it became part of the short-lived kingdom of Middle Francia. After only 12 years, at the death of Lothair I in 855, Middle Francia was divided into Lotharingia north of the Alps, Italy south of the Alps, and the parts of Burgundy in the Western Alps, inherited by Charles of Provence. This latter territory comprised what would become known as Savoy and Provence. For a short time, this province fell to the Arabs. From the 10th to 14th century, parts of what would ultimately become Savoy remained within the Kingdom of Burgundy-Arles. Beginning in the 11th century, the gradual rise to power of the House of Savoy is reflected in the increasing territory of their County of Savoy between 1003 and 1416. The County of Savoy was detached de jure from the Kingdom of Arles by Charles IV, Holy Roman Emperor in 1361. It acquired the County of Nice in 1388, and in 1401 added the County of Geneva, the area of Geneva except for the city proper, which was ruled by its prince-bishop, nominally under the duke's rule: the bishops of Geneva, by unspoken agreement, came from the House of Savoy until 1533. Duchy of Savoy On 19 February 1416 Sigismund, Holy Roman Emperor, made the County of Savoy an independent duchy, with Amadeus VIII as the first duke. Straddling the Alps, Savoy lay within two competing spheres of influence, a French sphere and a North Italian one. At the time of the Renaissance, Savoy showed only modest development. Its towns were few and small. Savoy derived its subsistence from agriculture. The geographic location of Savoy was also of military importance. During the interminable wars between France and Spain over the control of northern Italy, Savoy was important to France because it provided access to Italy. Savoy was important to Spain because it served as a buffer between France and the Spanish held lands in Italy. In 1563 Emmanuel Philibert moved the capital from Chambéry to Turin, which was less vulnerable to French interference. Vaud was annexed by Bern in 1536, and Savoy officially ceded Vaud to Bern in the Treaty of Lausanne of 30 October 1564. In 1714, as a consequence of the War of the Spanish Succession, Savoy was technically subsumed into the Kingdom of Sicily, then (after that island was traded to Austria for Sardinia) the Kingdom of Sardinia from 1720. While the heads of the House of Savoy were known as the Kings of Sardinia, Turin remained their capital. French Revolutionary Wars Savoy was occupied by French revolutionary forces between 1792 and 1815. The entire region was first created to form the département of Mont-Blanc. In 1798, it was then divided between the departments of Mont-Blanc and Léman (French name of Lake Geneva). In 1801, Savoy officially left the Holy Roman Empire. On 13 September 1793 the combined forces of Savoy, Piedmont and Aosta Valley fought against and lost to the occupying French forces at the Battle of Méribel (Sallanches). Two-thirds of Savoy was restored to the Kingdom of Sardinia in the First Restoration of 1814 following Napoleon's abdication; approximately one-third of Savoy, including the two most important cities of Chambéry and Annecy, remained in France. Following Napoleon's brief return to power during the Hundred Days and subsequent defeat at Waterloo, the remaining one-third of Savoy was restored to the Kingdom of Sardinia at the Congress of Vienna to strengthen Sardinia as a buffer state on France's southeastern border. Modern history Annexation to France The French Second Republic first attempted to annex Savoy in 1848. A corps of 1,500 was dispatched from Lyon and invaded Savoy on 3 April, occupying Chambéry (capital city) and proclaiming the annexation to France. On learning about the invasion countrymen rushed to Chambéry. The corps were chased away by the local population. Five Frenchmen were killed and 800 captured. On 21 July 1858 in Plombières-les-Bains, Vosges, the prime minister of the Kingdom of Sardinia, Camillo Benso, Count of Cavour, met in secret with Napoleon III to secure French military support against the Austrian Empire during the conflicts associated with the Italian unification. During the discussion, Cavour promised that Sardinia would cede the County of Nice and Duchy of Savoy to the Second French Empire. Though this was a secret arrangement, it quickly became widely known. The treaty annexing Nice and Savoy to France was signed in Turin on 24 March 1860 (Treaty of Turin). In the northern provinces of the Chablais and Faucigny, there was some support for annexation to neighboring Switzerland, with which the northern provinces had longstanding economic ties. To help reduce the attractiveness of Switzerland, the French government conceded a free-trade Zone that
2014, archaeologists for Anglian Water discovered nine skeletons and four cremation pits, at Bardwell, Barnham, Pakenham and Rougham, all near Bury St Edmunds. Neolithic, Bronze Age, Iron Age, Roman and medieval items were also unearthed, along with the 9 skeletons believed to be of the late or post-Roman era (AD 300–500). Experts said the 5-month project had recovered enough artefacts to fill half a shipping container, and that the discoveries had shed new light on their understanding of the development of small rural communities. A number of 6th century Anglo-Saxon "grub huts" were also found nearby, which are believed to be cellars beneath Saxon buildings. In 2019, an excavation of an 4th-century Roman cemetery in Great Whelnetham uncovered unusual burial practices. Of 52 skeletons were found, a large number had been decapitated, which archaeologists claimed gave new insight in to Roman traditions. The burial ground includes the remains of men, women and children who likely lived in a nearby settlement. The fact that up to 40% of the bodies were decapitated represents "quite a rare find". A survey in 2020 named Suffolk the third best place in the UK for aspiring archaeologists, and showed that the area was especially rich in finds from the Roman period, with over 1500 objects found in the preceding year. In July 2020, metal detectorist Luke Mahoney, found 1061 silver hammered coins estimated to be worth £100,000 in Ipswich. The coins dated back to the 15th-17th century, according to experts. In September 2020, archaeologists announced the discovery of an Anglo-Saxon cemetery with 17 cremations and 191 burials dating back to the 7th century in Oulton, near Lowestoft. The graves contained the remains of men, women and children, as well as artefacts including small iron knives and silver pennies, wrist clasps, strings of amber and glass beads. According to Andrew Peachey, who carried out the excavations, the skeletons had mostly vanished because of the highly acidic soil. They, fortunately, were preserved as brittle shapes and "sand silhouettes" in the sand. Suffolk Pink Villages and towns in Suffolk are renowned for historic pink-washed halls and cottages, which has become known far and wide as ‘Suffolk Pink’. Decorative paint colours found in the county can range from a pale shell shade, to a deep blush brick colour. According to research, Suffolk Pink dates back to the 14th century, where these shades were developed by local dyers by adding natural substances to a traditional limewash mix. Additives used in this process include pig or ox blood with buttermilk, elderberries and sloe juice. Locals and historians often state that a true Suffolk Pink should be a "deep dusky terracotta shade", rather than the more popular pastel hue of modern times. This has caused controversy in the past when home and business-owners alike have been reprimanded for using colours deemed incorrect, with some being forced to repaint to an acceptable shade. In 2013, famous chef Marco Pierre White had his 15th century hotel, The Angel, in Lavenham, decorated a shade of pink that was not traditional Suffolk Pink. He was required by local authorities to repaint. In another example of Suffolk taking its colours seriously, a home-owner in Lavenham was obligated to paint their Grade 1 listed cottage Suffolk Pink, to make it match a neighbouring property. The local council said it wanted all of the cottages on that particular part of the road to be the same colour, because they were a single building historically (300 years earlier). County landmarks that are painted Suffolk Pink include the cottages in front of St Mary's Church in the village of Cavendish. The historic Suffolk Pink colour has also inspired the name of a British apple. Geography Located in the East of England, much of Suffolk is low-lying, founded on Pleistocene sand and clays. These rocks are relatively unresistant and the coast is eroding rapidly. Coastal defences have been used to protect several towns, but several cliff-top houses have been lost to coastal erosion and others are under threat. The continuing protection of the coastline and the estuaries, including the Blyth, Alde and Deben, has been, and remains, a matter of considerable discussion. The coastal strip to the East contains an area of heathland known as "The Sandlings" which runs almost the full length of the coastline. Suffolk is also home to nature reserves, such as the RSPB site at Minsmere, and Trimley Marshes, a wetland under the protection of Suffolk Wildlife Trust. The clay plateau inland, deeply intercut by rivers, is often referred to as 'High Suffolk'. The west of the county lies on more resistant Cretaceous chalk. This chalk is responsible for a sweeping tract of largely downland landscapes that stretches from Dorset in the south west to Dover in the south east and north through East Anglia to the Yorkshire Wolds. The chalk is less easily eroded so forms the only significant hills in the county. The highest point in the county is Great Wood Hill, with an elevation of . It is the highest point of the Newmarket Ridge and is near the villages of Rede and Chedburgh. The county flower is the oxlip. Demography According to estimates by the Office for National Statistics, the population of Suffolk in 2014 was 738,512, split almost evenly between males and females. Roughly 22% of the population was aged 65 or older, and 90.84% were "White British". Historically, the county's population has mostly been employed as agricultural workers. An 1835 survey showed Suffolk to have 4,526 occupiers of land employing labourers, 1,121 occupiers not employing labourers, 33,040 labourers employed in agriculture, 676 employed in manufacture, 18,167 employed in retail trade or handicraft, 2,228 'capitalists, bankers etc.', 5,336 labourers (non-agricultural), 4,940 other males aged over 20, 2,032 male servants and 11,483 female servants. The same publication records the total population of the county at 296,304. Most English counties have nicknames for people from that county, such as a Tyke from Yorkshire and a Yellowbelly from Lincolnshire. A traditional nicknames for people from Suffolk is 'Suffolk Fair-Maids' referring to the supposed beauty of its female inhabitants in the Middle Ages. Another is 'Silly Suffolk', derived from the Old English word sælig meaning blessed referring to the long history of Christianity in the county, its many fine churches, and the influential Bury Abbey. Use of the term ‘Silly Suffolk’ can be dated to 1819 with its origins probably being older. There are several towns in the county with Ipswich being the largest and most populous. At the time of the 2011 census, a population of 730,000 lived in the county with 133,384 living in Ipswich. The table below shows all towns with over 20,000 inhabitants. Economy The majority of agriculture in Suffolk is either arable or mixed. Farm sizes vary from anything around 80 acres (32 hectares) to over 8,000. Soil types vary from heavy clays to light sands. Crops grown include winter wheat, winter barley, sugar beet, oilseed rape, winter and spring beans and linseed, although smaller areas of rye and oats can be found growing in areas with lighter soils along with a variety of vegetables. The continuing importance of agriculture in the county is reflected in the Suffolk Show, which is held annually in May at Ipswich. Although latterly somewhat changed in nature, this remains primarily an agricultural show. Well-known companies in Suffolk include Greene King and Branston Pickle in Bury St Edmunds. Birds Eye has its largest UK factory in Lowestoft, where all its meat products and frozen vegetables are processed. Huntley & Palmers biscuit company has a base in Sudbury. The UK horse racing industry is based in Newmarket. There are two USAF bases in the west of the county close to the A11. Sizewell B nuclear power station is at Sizewell on the coast near Leiston. Bernard Matthews Farms have some processing units in the county, specifically Holton. Southwold is the home of Adnams Brewery. The Port of Felixstowe is the largest container port in the United Kingdom. Other ports are at Lowestoft and Ipswich, run by Associated British Ports. BT has its main research and development facility at Martlesham Heath. Below is a chart of regional gross value added of Suffolk at current basic prices published by Office for National Statistics with figures in millions of British Pounds Sterling. Education Primary, secondary and further education Suffolk has a comprehensive education system with fourteen independent schools. Unusually for the UK, some of Suffolk had a 3-tier school system in place with primary schools (ages 5–9), middle schools (ages 9–13) and upper schools (ages 13–16). However, a 2006
container, and that the discoveries had shed new light on their understanding of the development of small rural communities. A number of 6th century Anglo-Saxon "grub huts" were also found nearby, which are believed to be cellars beneath Saxon buildings. In 2019, an excavation of an 4th-century Roman cemetery in Great Whelnetham uncovered unusual burial practices. Of 52 skeletons were found, a large number had been decapitated, which archaeologists claimed gave new insight in to Roman traditions. The burial ground includes the remains of men, women and children who likely lived in a nearby settlement. The fact that up to 40% of the bodies were decapitated represents "quite a rare find". A survey in 2020 named Suffolk the third best place in the UK for aspiring archaeologists, and showed that the area was especially rich in finds from the Roman period, with over 1500 objects found in the preceding year. In July 2020, metal detectorist Luke Mahoney, found 1061 silver hammered coins estimated to be worth £100,000 in Ipswich. The coins dated back to the 15th-17th century, according to experts. In September 2020, archaeologists announced the discovery of an Anglo-Saxon cemetery with 17 cremations and 191 burials dating back to the 7th century in Oulton, near Lowestoft. The graves contained the remains of men, women and children, as well as artefacts including small iron knives and silver pennies, wrist clasps, strings of amber and glass beads. According to Andrew Peachey, who carried out the excavations, the skeletons had mostly vanished because of the highly acidic soil. They, fortunately, were preserved as brittle shapes and "sand silhouettes" in the sand. Suffolk Pink Villages and towns in Suffolk are renowned for historic pink-washed halls and cottages, which has become known far and wide as ‘Suffolk Pink’. Decorative paint colours found in the county can range from a pale shell shade, to a deep blush brick colour. According to research, Suffolk Pink dates back to the 14th century, where these shades were developed by local dyers by adding natural substances to a traditional limewash mix. Additives used in this process include pig or ox blood with buttermilk, elderberries and sloe juice. Locals and historians often state that a true Suffolk Pink should be a "deep dusky terracotta shade", rather than the more popular pastel hue of modern times. This has caused controversy in the past when home and business-owners alike have been reprimanded for using colours deemed incorrect, with some being forced to repaint to an acceptable shade. In 2013, famous chef Marco Pierre White had his 15th century hotel, The Angel, in Lavenham, decorated a shade of pink that was not traditional Suffolk Pink. He was required by local authorities to repaint. In another example of Suffolk taking its colours seriously, a home-owner in Lavenham was obligated to paint their Grade 1 listed cottage Suffolk Pink, to make it match a neighbouring property. The local council said it wanted all of the cottages on that particular part of the road to be the same colour, because they were a single building historically (300 years earlier). County landmarks that are painted Suffolk Pink include the cottages in front of St Mary's Church in the village of Cavendish. The historic Suffolk Pink colour has also inspired the name of a British apple. Geography Located in the East of England, much of Suffolk is low-lying, founded on Pleistocene sand and clays. These rocks are relatively unresistant and the coast is eroding rapidly. Coastal defences have been used to protect several towns, but several cliff-top houses have been lost to coastal erosion and others are under threat. The continuing protection of the coastline and the estuaries, including the Blyth, Alde and Deben, has been, and remains, a matter of considerable discussion. The coastal strip to the East contains an area of heathland known as "The Sandlings" which runs almost the full length of the coastline. Suffolk is also home to nature reserves, such as the RSPB site at Minsmere, and Trimley Marshes, a wetland under the protection of Suffolk Wildlife Trust. The clay plateau inland, deeply intercut by rivers, is often referred to as 'High Suffolk'. The west of the county lies on more resistant Cretaceous chalk. This chalk is responsible for a sweeping tract of largely downland landscapes that stretches from Dorset in the south west to Dover in the south east and north through East Anglia to the Yorkshire Wolds. The chalk is less easily eroded so forms the only significant hills in the county. The highest point in the county is Great Wood Hill, with an elevation of . It is the highest point of the Newmarket Ridge and is near the villages of Rede and Chedburgh. The county flower is the oxlip. Demography According to estimates by the Office for National Statistics, the population of Suffolk in 2014 was 738,512, split almost evenly between males and females. Roughly 22% of the population was aged 65 or older, and 90.84% were "White British". Historically, the county's population has mostly been employed as agricultural workers. An 1835 survey showed Suffolk to have 4,526 occupiers of land employing labourers, 1,121 occupiers not employing labourers, 33,040 labourers employed in agriculture, 676 employed in manufacture, 18,167 employed in retail trade or handicraft, 2,228 'capitalists, bankers etc.', 5,336 labourers (non-agricultural), 4,940 other males aged over 20, 2,032 male servants and 11,483 female servants. The same publication records the total population of the county at 296,304. Most English counties have nicknames for people from that county, such as a Tyke from Yorkshire and a Yellowbelly from Lincolnshire. A traditional nicknames for people from Suffolk is 'Suffolk Fair-Maids' referring to the supposed beauty of its female inhabitants in the Middle Ages. Another is 'Silly Suffolk', derived from the Old English word sælig meaning blessed referring to the long history of Christianity in the county, its many fine churches, and the influential Bury Abbey. Use of the term ‘Silly Suffolk’ can be dated to 1819 with its origins probably being older. There are several towns in the county with Ipswich being the largest and most populous. At the time of the 2011 census, a population of 730,000 lived in the county with 133,384 living in Ipswich. The table below shows all towns with over 20,000 inhabitants. Economy The majority of agriculture in Suffolk is either arable or mixed. Farm sizes vary from anything around 80 acres (32 hectares) to over 8,000. Soil types vary from heavy clays to light sands. Crops grown include winter wheat, winter barley, sugar beet, oilseed rape, winter and spring beans and linseed, although smaller areas of rye and oats can be found growing in areas with lighter soils along with a variety of vegetables. The continuing importance of agriculture in the county is reflected in the Suffolk Show, which is held annually in May at Ipswich. Although latterly somewhat changed in nature, this remains primarily an agricultural show. Well-known companies in Suffolk include Greene King and Branston Pickle in Bury St Edmunds. Birds Eye has its largest UK factory in Lowestoft, where all its meat products and frozen vegetables are processed. Huntley & Palmers biscuit company has a base in Sudbury. The UK horse racing industry is based in Newmarket. There are two USAF bases in the west of the county close to the A11. Sizewell B nuclear power station is at Sizewell on the coast near Leiston. Bernard Matthews Farms have some processing units in the county, specifically Holton. Southwold is the home of Adnams Brewery. The Port of Felixstowe is the largest container port in the United Kingdom. Other ports are at Lowestoft and Ipswich, run by Associated British Ports. BT has its main research and development facility at Martlesham Heath. Below is a chart of regional gross value added of Suffolk at current basic prices published by Office for National Statistics with figures in millions of British Pounds Sterling. Education Primary, secondary and further education Suffolk has a comprehensive education system with fourteen independent schools. Unusually for the UK, some of Suffolk had a 3-tier school system in place with primary schools (ages 5–9),
and a scholiast on Plato, all name Crataeis as the mother of Scylla. Neither Homer nor Ovid mentions a father, but Apollodorus says that the father was either Trienus (probably a textual corruption of Triton) or Phorcus (a variant of Phorkys). Similarly, the Plato scholiast, perhaps following Apollodorus, gives the father as Tyrrhenus or Phorcus, while Eustathius on Homer, Odyssey 12.85, gives the father as Triton. Other authors have Hecate as Scylla's mother. The Hesiodic Megalai Ehoiai gives Hecate and Apollo as the parents of Scylla, while Acusilaus says that Scylla's parents were Hecate and Phorkys (so also schol. Odyssey 12.85). Perhaps trying to reconcile these conflicting accounts, Apollonius of Rhodes says that Crataeis was another name for Hecate, and that she and Phorcys were the parents of Scylla. Likewise, Semos of Delos says that Crataeis was the daughter of Hecate and Triton, and mother of Scylla by Deimos. Stesichorus (alone) names Lamia as the mother of Scylla, possibly the Lamia who was the daughter of Poseidon, while according to Gaius Julius Hyginus, Scylla was the offspring of Typhon and Echidna. Narratives According to John Tzetzes and Servius' commentary on the Aeneid, Scylla was a beautiful naiad who was claimed by Poseidon, but the jealous Nereid Amphitrite turned her into a terrible monster by poisoning the water of the spring where Scylla would bathe. A similar story is found in Hyginus, according to whom Scylla was loved by Glaucus, but Glaucus himself was also loved by the goddess sorceress Circe. While Scylla was bathing in the sea, the jealous Circe poured a baleful potion into the sea water which caused Scylla to transform into a frightful monster with four eyes and six long snaky necks equipped with grisly heads, each of which contained three rows of sharp shark's teeth. Her body consisted of 12 tentacle-like legs and a cat's tail, while six dog's heads ringed her waist. In this form, she attacked the ships of passing sailors, seizing one of the crew with each of her heads. In a late Greek myth, recorded in Eustathius' commentary on Homer and John Tzetzes, Heracles encountered Scylla during a journey to Sicily and slew her. Her father, the sea-god Phorcys, then applied flaming torches to her body and restored her to life. Homer's Odyssey In Homer's Odyssey XII, Odysseus is advised by Circe to sail closer to Scylla, for Charybdis could drown his whole ship: "Hug Scylla's crag—sail on past her—top speed! Better by far to lose six men and keep your ship than lose your entire crew." She also tells Odysseus to ask Scylla's mother, the river nymph Crataeis, to prevent Scylla from pouncing more than once. Odysseus successfully navigates the strait, but when he and his crew are momentarily distracted by Charybdis, Scylla snatches six sailors off the deck and devours them alive. Ovid's Metamorphoses According to Ovid, the fisherman-turned-sea god Glaucus falls in love with the beautiful Scylla, but she is repulsed by his piscine form and flees to a promontory where he cannot follow. When Glaucus goes to Circe to request a love potion that will win Scylla's affections, the enchantress herself becomes enamored with him. Meeting with no success, Circe becomes hatefully jealous of her rival and therefore prepares a vial of poison and pours it into the sea pool where Scylla regularly bathed, transforming her into a thing of terror even to herself. {| | In vain she offers from herself to run And drags about her what she strives to shun.|} The story was later adapted into a five-act tragic opera, Scylla et Glaucus (1746), by the French composer Jean-Marie Leclair. Keats' Endymion In John Keats' loose retelling of Ovid's version of the myth of Scylla and Glaucus in Book 3 of Endymion (1818), the evil Circe does not transform Scylla into a monster but merely murders the beautiful nymph. Glaucus then takes her corpse to a crystal palace at the bottom of the ocean where lie the bodies of all lovers who have died at
Charybdis would pass dangerously close to Scylla and vice versa. Scylla is first attested in Homer's Odyssey, where Odysseus and his crew encounter her and Charybdis on their travels. Later myth provides an origin story as a beautiful nymph who gets turned into a monster. Book Three of Virgil's Aeneid associates the strait where Scylla dwells with the Strait of Messina between Calabria, a region of Southern Italy, and Sicily. The coastal town of Scilla in Calabria takes its name from the mythological figure of Scylla and it is said to be the home of the nymph. The idiom "between Scylla and Charybdis" has come to mean being forced to choose between two similarly dangerous situations. Parentage The parentage of Scylla varies according to author. Homer, Ovid, Apollodorus, Servius, and a scholiast on Plato, all name Crataeis as the mother of Scylla. Neither Homer nor Ovid mentions a father, but Apollodorus says that the father was either Trienus (probably a textual corruption of Triton) or Phorcus (a variant of Phorkys). Similarly, the Plato scholiast, perhaps following Apollodorus, gives the father as Tyrrhenus or Phorcus, while Eustathius on Homer, Odyssey 12.85, gives the father as Triton. Other authors have Hecate as Scylla's mother. The Hesiodic Megalai Ehoiai gives Hecate and Apollo as the parents of Scylla, while Acusilaus says that Scylla's parents were Hecate and Phorkys (so also schol. Odyssey 12.85). Perhaps trying to reconcile these conflicting accounts, Apollonius of Rhodes says that Crataeis was another name for Hecate, and that she and Phorcys were the parents of Scylla. Likewise, Semos of Delos says that Crataeis was the daughter of Hecate and Triton, and mother of Scylla by Deimos. Stesichorus (alone) names Lamia as the mother of Scylla, possibly the Lamia who was the daughter of Poseidon, while according to Gaius Julius Hyginus, Scylla was the offspring of Typhon and Echidna. Narratives According to John Tzetzes and Servius' commentary on the Aeneid, Scylla was a beautiful naiad who was claimed by Poseidon, but the jealous Nereid Amphitrite turned her into a terrible monster by poisoning the water of the spring where Scylla would bathe. A similar story is found in Hyginus, according to whom Scylla was loved by Glaucus, but Glaucus himself was also loved by the goddess sorceress Circe. While Scylla was bathing in the sea, the jealous Circe poured a baleful potion into the sea water which caused Scylla to transform into a frightful monster with four eyes and six long snaky necks equipped with grisly heads, each of which contained three rows of sharp shark's teeth. Her body consisted of 12 tentacle-like legs and a cat's tail, while six dog's heads ringed her waist. In this form, she attacked the ships of passing sailors, seizing one of the crew with each of her heads. In a late Greek myth, recorded in Eustathius' commentary on Homer and John Tzetzes, Heracles encountered Scylla during a journey to Sicily and slew her. Her father, the sea-god Phorcys, then applied flaming torches to her body and restored her to life. Homer's Odyssey In Homer's Odyssey XII, Odysseus is advised by Circe to sail closer to Scylla, for Charybdis could drown his whole ship: "Hug Scylla's crag—sail on past her—top speed! Better by far to lose six men and keep your ship than lose your entire crew." She also tells Odysseus to ask Scylla's mother, the river nymph Crataeis, to prevent Scylla from pouncing more than once. Odysseus successfully navigates the strait, but when he and his crew are momentarily distracted by Charybdis, Scylla snatches six sailors off the deck and devours them alive. Ovid's Metamorphoses According to Ovid, the fisherman-turned-sea god Glaucus falls in love with the beautiful Scylla, but she is repulsed by his piscine form and flees to a promontory where he cannot follow. When Glaucus goes to Circe to request a
1408 – John VII Palaiologos, Byzantine Emperor (b. 1370) 1457 – Peter II, Duke of Brittany (b. 1418) 1482 – Philibert I, Duke of Savoy (b. 1465) 1520 – Selim I, Ottoman sultan (b. 1465) 1531 – Louise of Savoy, French regent (b. 1476) 1539 – Guru Nanak, Sikh religious leader, founded Sikhism (b. 1469) 1554 – Francisco Vázquez de Coronado, Spanish explorer (b. 1510) 1566 – Johannes Agricola, German theologian and academic (b. 1494) 1576 – Walter Devereux, 1st Earl of Essex (b. 1541) 1598 – Gabriel Spenser, English actor (b. c.1578) 1601–1900 1607 – Alessandro Allori, Italian painter and educator (b. 1535) 1662 – John Biddle, English minister and theologian (b. 1615) 1692 – Martha Corey, American woman accused of witchcraft (b. 1620) 1703 – Vincenzo Viviani, Italian mathematician and physicist (b. 1622) 1756 – Abu l-Hasan Ali I, ruler of Tunisia (b. 1688) 1774 – Pope Clement XIV (b. 1705) 1776 – Nathan Hale, American soldier (b. 1755) 1777 – John Bartram, American botanist and explorer (b. 1699) 1828 – Shaka Zulu, Zulu chieftain and monarch of the Zulu Kingdom (b. 1787) 1852 – William Tierney Clark, English engineer, designed Hammersmith Bridge (b. 1783) 1872 – Vladimir Dal, Russian lexicographer and linguist (b. 1801) 1873 – Friedrich Frey-Herosé, Swiss lawyer and politician (b. 1801) 1881 – Solomon L. Spink, American lawyer and politician (b. 1831) 1901–present 1914 – Alain-Fournier, French soldier and author (b. 1886) 1919 – Alajos Gáspár, Hungarian-Slovene author and poet (b. 1848) 1934 – Cecil Chubb, English barrister and one time owner of Stonehenge (b. 1876) 1935 – Elliott Lewis, Australian politician, 19th Premier of Tasmania (b. 1858) 1952 – Kaarlo Juho Ståhlberg, Finnish lawyer, judge, and politician, 1st President of Finland (b. 1865) 1956 – Frederick Soddy, English chemist and economist, Nobel Prize laureate (b. 1877) 1957 – Soemu Toyoda, Japanese admiral (b. 1885) 1961 – Marion Davies, American actress and comedian (b. 1897) 1969 – Adolfo López Mateos, Mexican politician, 48th President of Mexico (b. 1909) 1973 – Paul van Zeeland, Belgian lawyer, economist, and politician, 38th Prime Minister of Belgium (b. 1893) 1979 – Abul A'la Maududi, Pakistani theologian, Islamic scholar and jurist (b. 1903) 1981 – Harry Warren, American composer and songwriter (b. 1893) 1987 – Hákun Djurhuus, Faroese educator and politician, 4th Prime Minister of the Faroe Islands (b. 1908) 1987 – Dan Rowan, American actor, comedian, and producer (b. 1922) 1988 – Rais Amrohvi, Pakistani psychoanalyst, scholar, and poet (b. 1914) 1989 – Ambrose Folorunsho Alli, Nigerian academic and politician (b. 1929) 1989 – Irving Berlin, Russian-born American composer and songwriter (b. 1888) 1992 – Aurelio López, Mexican baseball player (b. 1948) 1993 – Maurice Abravanel, Greek-American pianist and conductor (b. 1903) 1994 – Leonard Feather, English-American pianist, composer, producer, and journalist (b. 1914) 1996 – Ludmilla Chiriaeff, Latvian-Canadian ballerina, choreographer, and director (b. 1924) 1996 – Dorothy Lamour, American actress and singer (b. 1914) 1999 – George C. Scott, American actor, director, and producer (b. 1927) 2000 – Saburō Sakai, Japanese lieutenant and pilot (b. 1916) 2001 – Isaac Stern, Polish-Ukrainian violinist and conductor (b. 1920) 2002 – Jan de Hartog, Dutch-American author and playwright (b. 1914) 2003 – Gordon Jump, American actor (b. 1932) 2003 – Hugo Young, English journalist and author (b. 1938) 2004 – Pete Schoening, American mountaineer (b. 1927) 2004 – Ray Traylor Jr., American professional wrestler better-known as the Big Boss Man (b. 1963) 2006 – Edward Albert, American actor (b. 1951) 2006 – Carla Benschop, Dutch basketball player and educator (b. 1950) 2007 – ʻAlí-Muhammad Varqá, last Hand of the Cause of God in the Baháʼí Faith (b. 1911) 2007 – Marcel Marceau, French mime and actor (b. 1923) 2008 – Thomas Dörflein, German zookeeper (b. 1963) 2008 – Petrus Schaesberg, German painter, historian, and educator (b. 1967) 2009 – Edward Delaney, Irish sculptor (b. 1930) 2010 – Eddie Fisher, American singer (b. 1928) 2010 – Vyacheslav Tsaryov, Russian footballer (b. 1971) 2011 – Knut Steen, Norwegian sculptor (b. 1924) 2012 – Hector Abhayavardhana, Sri Lankan theorist and academic (b. 1919) 2012 – Irving Adler, American mathematician, author, and academic (b. 1913) 2012 – Juan H. Cintrón García, Puerto Rican businessman and politician, 126th Mayor of Ponce (b. 1919) 2012 – Grigory Frid, Russian pianist and composer (b. 1915) 2012 – Jan Hendrik van den Berg, Dutch psychiatrist and academic (b. 1914) 2013 – Gary Brandner, American author and screenwriter (b. 1930) 2013 – Jane Connell, American actress and singer (b. 1925) 2013 – David H. Hubel, Canadian-American neurophysiologist and academic, Nobel Prize laureate (b. 1926) 2013 – Álvaro Mutis, Colombian-Mexican author and poet (b. 1923) 2013 – Hans Erich Slany, German industrial designer, founded TEAMS Design (b. 1926) 2014 – Fernando Cabrita, Portuguese footballer and manager (b. 1923) 2014 – Sahana Pradhan, Nepalese politician, Nepalese Minister of Foreign Affairs (b. 1927) 2014 – Erik van der Wurff, Dutch pianist, composer, and conductor (b. 1945) 2014 – Hans E. Wallman, Swedish director, producer, and composer (b. 1936) 2015 – Yogi Berra, American baseball player, coach, and manager (b. 1925) 2015 – James David Santini, American lawyer and politician (b. 1937) 2015 – Richard G. Scott, American engineer and religious leader (b. 1928) 2015 – Phyllis Tickle, American author and academic (b. 1934) 2018 – Chas Hodges, English musician and singer (b. 1943) 2018 – Edna Molewa, South African politician (b. 1957) 2018 – Mike Labinjo, Canadian football player (b. 1980) 2020 – Neil Brannon, American politician (b. 1940) Holidays and observances American Business Women's Day (United States) Christian feast days: Candidus Digna and Emerita Emmeram of Regensburg Felix and Constantia Ignatius of Santhià (Lorenzo Maurizio Belvisotti) Laud of Coutances Maurice (Western Christianity) Paul Chong Hasang (one of The Korean Martyrs) Phocas (the Gardener, or of Sinope) Phocas, Bishop of Sinope Sadalberga Saintin (Sanctinus) de Meaux Septimius of Iesi (this date since 1623) Theban Legion Thomas of Villanova Philander Chase (Episcopal Church) September 22 (Eastern Orthodox liturgics) Earliest date for the autumnal equinox in the Northern Hemisphere and the vernal equinox in the Southern Hemisphere: Autumnal Equinox Day (Japan) Mabon in the Northern Hemisphere, Ostara in the Southern Hemisphere. (Neopagan Wheel
Sea Scrolls are made available to the public for the first time. 1993 – A barge strikes a railroad bridge near Mobile, Alabama, causing the deadliest train wreck in Amtrak history. Forty-seven passengers are killed. 1993 – A Transair Georgian Airlines Tu-154 is shot down by a missile in Sukhumi, Georgia. 1995 – An E-3B AWACS crashes outside Elmendorf Air Force Base, Alaska after multiple bird strikes to two of the four engines soon after takeoff; all 24 on board are killed. 1995 – The Nagerkovil school bombing is carried out by the Sri Lanka Air Force in which at least 34 die, most of them ethnic Tamil schoolchildren. 2006 – Twenty-three people were killed in a maglev train collision in Lathen, Germany. 2013 – At least 75 people are killed in a suicide bombing at a Christian church in Peshawar, Pakistan. Births Pre-1600 1013 – Richeza of Poland, Queen of Hungary (d. 1075) 1211 – Ibn Khallikan, Iraqi scholar and judge (d. 1282) 1373 – Thomas le Despenser, 1st Earl of Gloucester (d. 1400) 1515 – Anne of Cleves, Queen consort of England (d. 1557) 1547 – Philipp Nicodemus Frischlin, German philologist, mathematician, astronomer, and poet (d. 1590) 1593 – Matthäus Merian, Swiss-German engraver and cartographer (d. 1650) 1601–1900 1601 – Anne of Austria, Queen and regent of France (d. 1666) 1606 – Li Zicheng, Chinese emperor (d. 1645) 1680 – Barthold Heinrich Brockes, German poet (d. 1747) 1694 – Philip Stanhope, 4th Earl of Chesterfield, English politician, Lord Lieutenant of Ireland (d. 1773) 1715 – Jean-Étienne Guettard, French mineralogist and botanist (d. 1786) 1741 – Peter Simon Pallas, German zoologist and botanist (d. 1811) 1743 – Quintin Craufurd, Scottish author (d. 1819) 1762 – Elizabeth Simcoe, English-Canadian painter and author (d. 1850) 1765 – Paolo Ruffini, Italian mathematician and philosopher (d. 1822) 1788 – Theodore Hook, English composer and educator (d. 1841) 1791 – Michael Faraday, English physicist and chemist (d. 1867) 1806 – Bernardino António Gomes, Portuguese physician and naturalist (d. 1877) 1819 – Wilhelm Wattenbach, German historian and academic (d. 1897) 1829 – Tự Đức, Vietnamese emperor (d. 1883) 1833 – Stephen D. Lee, American general and academic (d. 1908) 1835 – Alexander Potebnja, Ukrainian linguist and philosopher (d. 1891) 1841 – Andrejs Pumpurs, Latvian soldier and poet (d. 1902) 1862 – Anastasios Charalambis, Greek lieutenant and politician, Prime Minister of Greece (d. 1949) 1868 – Louise McKinney, Canadian educator and politician (d. 1931) 1870 – Charlotte Cooper, English-Scottish tennis player (d. 1966) 1870 – Arthur Pryor, American trombonist, composer, and bandleader (d. 1942) 1875 – Mikalojus Konstantinas Čiurlionis, Lithuanian painter and composer (d. 1911) 1876 – André Tardieu, French journalist and politician, 67th Prime Minister of France (d. 1945) 1878 – Shigeru Yoshida, Japanese politician and diplomat, 51st Prime Minister of Japan (d. 1967) 1880 – Christabel Pankhurst, English activist, co-founded the Women's Social and Political Union (d. 1958) 1882 – Wilhelm Keitel, German field marshal (d. 1946) 1883 – Ferenc Oslay, Hungarian-Slovene historian and author (d. 1932) 1883 – Frank George Woollard, English engineer (d. 1957) 1885 – Gunnar Asplund, Swedish architect and academic, designed the Stockholm Public Library (d. 1940) 1885 – Ben Chifley, Australian engineer and politician, 16th Prime Minister of Australia (d. 1951) 1885 – Erich von Stroheim, Austrian-American actor, director, and screenwriter (d. 1957) 1887 – Bhaurao Patil, Indian educator and activist (d. 1959) 1889 – Hooks Dauss, American baseball player (d. 1963) 1891 – Alma Thomas, American painter and educator (d. 1978) 1892 – Billy West, American actor, director, and producer (d. 1975) 1894 – Elisabeth Rethberg, German soprano (d. 1976) 1895 – Paul Muni, Ukrainian-born American actor (d. 1967) 1896 – Uri Zvi Greenberg, Ukrainian-Israeli poet and journalist (d. 1981) 1896 – Henry Segrave, American-English race car driver (d. 1930) 1899 – Elsie Allen, Native American Pomo basket weaver (d. 1990) 1900 – Paul Hugh Emmett, American chemist and engineer (d. 1985) 1900 – William Spratling, American-Mexican silversmith and educator (d. 1967) 1901–present 1901 – Nadezhda Alliluyeva, second wife of Joseph Stalin (d. 1932) 1901 – Charles Brenton Huggins, Canadian-American physician and physiologist, Nobel Prize laureate (d. 1997) 1902 – John Houseman, Romanian-American actor and producer (d. 1988) 1905 – Haakon Lie, Norwegian lawyer and politician (d. 2009) 1905 – Eugen Sänger, Czech-Austrian engineer (d. 1964) 1906 – Ilse Koch, German war criminal (d. 1967) 1907 – Maurice Blanchot, French philosopher and author (d. 2003) 1907 – Philip Fotheringham-Parker, English race car driver (d. 1981) 1907 – Hermann Schlichting, German engineer and academic (d. 1982) 1908 – Esphyr Slobodkina, Russian-American author and illustrator (d. 2002) 1909 – John Engstead, American photographer and journalist (d. 1983) 1910 – György Faludy, Hungarian poet and author (d. 2006) 1912 – Herbert Mataré, German physicist and academic (d. 2011) 1912 – Martha Scott, American actress (d. 2003) 1913 – Lillian Chestney, American painter and illustrator (d. 2000) 1915 – Grigory Frid, Russian pianist and composer (d. 2012) 1918 – Hans Scholl, German activist (d. 1943) 1918 – Henryk Szeryng, Mexican violinist and educator (d. 1988) 1920 – Eric Baker, English activist, co-founded Amnesty International (d. 1976) 1920 – Anders Lassen, Danish-English soldier, Victoria Cross recipient (d. 1945) 1920 – Bob Lemon, American baseball player and manager (d. 2000) 1920 – William H. Riker, American political scientist and academic (d. 1993) 1921 – Will Elder, American illustrator (d. 2008) 1922 – David Sive, American environmentalist and lawyer (d. 2014) 1923 – Dannie Abse, Welsh physician, poet, and author (d. 2014) 1924 – Bernard Gauthier, French cyclist (d. 2018) 1924 – Charles Keeping, English author and illustrator (d. 1988) 1924 – Rosamunde Pilcher, English author (d. 2019) 1924 – Charles Waterhouse, American painter, sculptor, and illustrator (d. 2013) 1924 – J. William Middendorf, American soldier and politician, 14th United States Secretary of the Navy 1924 – Ray Wetzel, American trumpet player and composer (d. 1951) 1925 – Virginia Capers, American actress and singer (d. 2004) 1925 – Leila Hadley, American author (d. 2009) 1926 – Bill Smith, American clarinet player and composer (d. 2020) 1927 – Gordon Astall, English footballer and coach (d. 2020) 1927 – Tommy Lasorda, American baseball player, coach, and
is Klondike Solitaire, which is the most played solitaire game. Although it was originally played with a physical deck of cards, it was especially popularized by Microsoft Solitaire, a digital implementation that was included with the Windows operating system from 1990 onwards. Forks of PySol are platform-independent, open-source implementations of hundreds of solitaire games. Many other software implementations of solitaire exist, and it is still frequently played on computers, mobile devices, and online as a recreational game. Types of solitaire games Patience or card solitaire, also known as "solitaire with cards", generally involves placing cards in a layout, and sorting them according to specific rules. The most common solitaire card game is Klondike. Other popular variations include Spider, Yukon, and FreeCell. Mahjong solitaire is a single-player matching game that uses a set of mahjong tiles rather than playing cards. It is more commonly played on a computer, than as a physical tabletop game. Peg solitaire is a board game where the goal is to empty the board of pegs through
Yukon, and FreeCell. Mahjong solitaire is a single-player matching game that uses a set of mahjong tiles rather than playing cards. It is more commonly played on a computer, than as a physical tabletop game. Peg solitaire is a board game where the goal is to empty the board of pegs through movement and capturing. It is more of a puzzle than a game, since it is repeatable once it is solved. Concentration also known as Memory, Pelmanism, Shinkei-suijaku, Pexeso or simply Pairs, is a card game in which all of the cards are laid face down on a surface and two cards are
A pile of cards that is packed on a depot within the tableau in readiness for being built in the reverse order on the foundations when the time is right. B base, base card See foundation card. below A card is below another if it is nearer to the bottom of the playing board or to the player. See also beneath. beneath A card is beneath another if it is covered or overlapped by it. See also below. black (suits) The suits of Clubs and Spades. blocked The situation when no more legal moves can be made. In some instances the game is automatically lost; in others a grace may be used to unblock the game. Also chockered. build To place one card on the top of the other in sequence, or otherwise, according to the rules. To place cards in their final location, in stacks or cascades according to the rules. build down To place cards one on top of another in descending sequence. Cards may be 'built downward', e.g. from King to Ace. build up To place cards one on top of another in ascending sequence. Cards may be 'built upward', e.g. from Ace to King. buried See covered. C cascade Cards are built on one another, starting from the bottom up. Each card's value and suit is face up, and should be able to be viewed by the player. However, only the top card is available for play. It is most commonly found in addition games. cells In computer games, such as freeCell, cells allow only one card at a time to be placed in them. Any card can be put in a cell. Same as space and formerly known as a depot. chockered See blocked. closed A game of incomplete information in which cards that cannot be played are discarded to a wastepile. See also open and half-open. colour or color In French-suited packs there are two 'colours': red, i.e. the suits of Hearts and Diamonds, and black, i.e. the suits of Clubs and Spades. column A line of cards extending towards the player and usually spread, i.e. overlapping so that all are identifiable, but only the topmost card is exposed and therefore available. come out, out A game is 'out' or said to 'come out' when the player achieves its objective. See also get out. court card Picture card. The picture cards or face cards, being dressed in costume, were originally called coat cards. They are the King, Queen and Knave or Jack. covered A card is covered when another card lies wholly or partially over it. It is not normally available. Also buried. crown A suite or family is 'crowned' when the last card, often the King, is played to it. D deal To take cards from the top of the pack and lay them on the tableau, face up unless the rules state otherwise. denomination See value. depot, depôt Position in the layout comprising a pile of cards, one card or a space waiting for a card. A depository to which cards not playable direct to foundations may be placed. discard To place a card on the wastepile instead of playing it to the tableau. discard pile See wastepile. down-card, downcard A card lying face down. E exposed A card is exposed when it is not covered or overlapped by another. Exposed cards are usually available. F face To turn a down-card face up. face down A card is face down when its picture or pip side is hidden. face up A card is face up when its picture or pip side is uppermost. family, families Cards built in sequence upon the foundation cards. fan A few cards, usually three, laid in an overlapping, crescent-shaped row such that only one is exposed and available. fanned When the cards in the pile are overlapping, but part of each card can be seen. The fan is usually crescent-shaped and three in number. foundation, foundation pile A pile of cards, typically squared and face-up, and built on the bottom card which is the foundation card. As the tableau is cleared, cards are moved to the foundations. foundation card A card on which the Patience is formed. Foundations cards are generally Kings and Aces. Also base or base card. foundation row A row of foundation cards or the spaces for them. G get out To win a patience game; to succeed in achieving the aim of the game. See also come out. grace A special move that might otherwise be illegal. See also merci. grace card A card which may be used as a grace. H half-open A game which starts off closed, i.e. with incomplete information because not all cards are visible on the table, and which becomes open as play proceeds. Thus it is a combination of chance and skill. See also closed and open. heel Cards set aside for later in the game. honours, honors The Aces together with the court cards. L lane An empty line of spaces in the tableau, which has been formed by the removal of an entire row of cards. layout The arrangement of cards dealt to the table at the start of the game. Parlett carefully distinguishes it from the tableau. M marriage The placing a card of the same suit on the next one above or below it in value. Any number may be placed on each other in this way. master card See foundation card. merci A rule that allows the play of a card in certain circumstances in contravention of the normal rules of the patience concerned. Similar to grace. multiples Cards are placed in multiples when the sequence is a multiple of a number other than one e.g. where cards may only be placed on the card two, three, or four; higher or lower. In multiples, a Jack counts as eleven, a Queen twelve, and a King thirteen. Wrapping is often applied, i.e. if building up by two is required, then the sequence
to get rid of all the cards in this manner. It will be obvious that the endeavour to arrange, pair, or combine the cards of a whole pack is a difficult task, varying in degree according to the rules of the particular game. The player must therefore be prepared for a good many failures, sometimes when he or she has all but reached the goal of success. Hence why the name 'patience games' has been give to recreations of this description. A alternating colour, alternative color Placing red on black cards or black on red cards alternately. available A card that is available may be picked up and laid down elsewhere. available cards Those that are not blocked or covered by other cards, i.e., not forbidden by the particular rules of each game, to be used. auxiliary sequence A pile of cards that is packed on a depot within the tableau in readiness for being built in the reverse order on the foundations when the time is right. B base, base card See foundation card. below A card is below another if it is nearer to the bottom of the playing board or to the player. See also beneath. beneath A card is beneath another if it is covered or overlapped by it. See also below. black (suits) The suits of Clubs and Spades. blocked The situation when no more legal moves can be made. In some instances the game is automatically lost; in others a grace may be used to unblock the game. Also chockered. build To place one card on the top of the other in sequence, or otherwise, according to the rules. To place cards in their final location, in stacks or cascades according to the rules. build down To place cards one on top of another in descending sequence. Cards may be 'built downward', e.g. from King to Ace. build up To place cards one on top of another in ascending sequence. Cards may be 'built upward', e.g. from Ace to King. buried See covered. C cascade Cards are built on one another, starting from the bottom up. Each card's value and suit is face up, and should be able to be viewed by the player. However, only the top card is available for play. It is most commonly found in addition games. cells In computer games, such as freeCell, cells allow only one card at a time to be placed in them. Any card can be put in a cell. Same as space and formerly known as a depot. chockered See blocked. closed A game of incomplete information in which cards that cannot be played are discarded to a wastepile. See also open and half-open. colour or color In French-suited packs there are two 'colours': red, i.e. the suits of Hearts and Diamonds, and black, i.e. the suits of Clubs and Spades. column A line of cards extending towards the player and usually spread, i.e. overlapping so that all are identifiable, but only the topmost card is exposed and therefore available. come out, out A game is 'out' or said to 'come out' when the player achieves its objective. See also get out. court card Picture card. The picture cards or face cards, being dressed in costume, were originally called coat cards. They are the King, Queen and Knave or Jack. covered A card is covered when another card lies wholly or partially over it. It is not normally available. Also buried. crown A suite or family is 'crowned' when the last card, often the King, is played to it. D deal To take cards from the top of the pack and lay them on the tableau, face up unless the rules state otherwise. denomination See value. depot, depôt Position in the layout comprising a pile of cards, one card or a space waiting for a card. A depository to which cards not playable direct to foundations may be placed. discard To place a card on the wastepile instead of playing it to the tableau. discard pile See wastepile. down-card, downcard A card lying face down. E exposed A card is exposed when it is not covered or overlapped by another. Exposed cards are usually available. F face To turn a down-card face up. face down A card is face down when its picture or pip side is hidden. face up A card is face up when its picture or pip side is uppermost. family, families Cards built in sequence upon the foundation cards. fan A few cards, usually three, laid in an overlapping, crescent-shaped row such that only one is exposed and available. fanned When the cards in the pile are overlapping, but part of each card can be seen. The fan is usually crescent-shaped and three in number. foundation, foundation pile A pile of cards, typically squared and face-up, and built on the bottom card which is the foundation card. As the tableau is cleared, cards are moved to the foundations. foundation card A card on which the Patience is formed. Foundations cards are generally Kings and Aces. Also base or base card. foundation row A row of foundation cards or the spaces for them. G get out To win a patience game; to succeed in achieving the aim of the game. See also come out. grace A special move that might otherwise be illegal. See also merci. grace card A card which may be used as a grace. H half-open A game which starts off closed, i.e. with incomplete information because not all cards are visible on the table, and which becomes open as play proceeds. Thus it is a combination of chance and skill. See also closed and open. heel Cards set aside for later in the game. honours, honors The Aces together with the court cards. L lane An empty line of spaces in the tableau, which has been formed by the removal of an entire row of cards. layout The arrangement of cards dealt to the table at the start of the game. Parlett carefully distinguishes it from the tableau. M marriage The placing a card of the same suit on the next one above or below it in value. Any number may be placed on each other in this way. master card See foundation card. merci A rule that allows the play of a card in certain circumstances in contravention of the normal rules of the patience concerned. Similar to grace. multiples Cards are placed in multiples when the sequence is a multiple of a number other than one e.g. where cards may only be placed on the card two, three, or four; higher or lower. In multiples, a Jack counts as eleven, a Queen twelve, and a King thirteen. Wrapping is often applied, i.e. if building up
collection Gabháil Syrinx. Samuel R. Delany features an instrument called a syrynx in his science-fiction novel Nova. Syrinx is the name of one of the main characters in the Night's Dawn Trilogy of space opera novels by British author Peter F. Hamilton. In the trilogy, Syrinx is a member of the transhumanist future society known as Edenism, and serves as the captain of the Oenone, a living starship. A 1972 poem by James Merrill, titled "Syrinx", draws on several aspects on the mythological tale, with the poet himself identifying with the celebrated nymph, desiring to become not just a "reed" but a "thinking reed" (in contrast to a "thinking stone", as critic Helen Vendler has observed, noting the influence of a Wallace Stevens lyric, "Le Monocle de Mon Oncle"). The poet aspires to return to his "scarred case" with minimal suffering inflicted by "the great god Pain", a play of words on the Greek god Pan. "Syrinx" is the final poem in Merrill's 1972 collection, Braving the Elements. In philosophy In Dark Places of Wisdom, Peter Kingsley discusses in some detail the use of the word in Parmenides' poem and in association with the ancient practice of incubation In art The British Victorian artist Arthur Hacker depicted Syrinx in his 1892 nude. This painting in oil on canvas is currently on display in Manchester Art Gallery. A sculpture of Syrinx created in 1925 by sculptor William McMillan is displayed at the Kelvingrove Art Gallery and Museum in Glasgow. Sculptor Adolph Wolter was commissioned in 1973 to create a replacement for a stolen sculpture of Syrinx in Indianapolis, United States. This work was a replacement for a similar statue by Myra Reynolds Richards that had been stolen. The sculpture sits in University Park located in the city's Indiana World War Memorial Plaza. In music Claude Debussy based his 1913 Syrinx (Debussy) on Pan's sadness over losing his love. The piece is still popular today; it was used as incidental music in the play Psyché by Gabriel Mourey. Maurice Ravel incorporated the character of the Syrinx into his ballet Daphnis et Chloé. Gustav Holst alludes
the celebrated nymph, desiring to become not just a "reed" but a "thinking reed" (in contrast to a "thinking stone", as critic Helen Vendler has observed, noting the influence of a Wallace Stevens lyric, "Le Monocle de Mon Oncle"). The poet aspires to return to his "scarred case" with minimal suffering inflicted by "the great god Pain", a play of words on the Greek god Pan. "Syrinx" is the final poem in Merrill's 1972 collection, Braving the Elements. In philosophy In Dark Places of Wisdom, Peter Kingsley discusses in some detail the use of the word in Parmenides' poem and in association with the ancient practice of incubation In art The British Victorian artist Arthur Hacker depicted Syrinx in his 1892 nude. This painting in oil on canvas is currently on display in Manchester Art Gallery. A sculpture of Syrinx created in 1925 by sculptor William McMillan is displayed at the Kelvingrove Art Gallery and Museum in Glasgow. Sculptor Adolph Wolter was commissioned in 1973 to create a replacement for a stolen sculpture of Syrinx in Indianapolis, United States. This work was a replacement for a similar statue by Myra Reynolds Richards that had been stolen. The sculpture sits in University Park located in the city's Indiana World War Memorial Plaza. In music Claude Debussy based his 1913 Syrinx (Debussy) on Pan's sadness over losing his love. The piece is still popular today; it was used as incidental music in the play Psyché by Gabriel Mourey. Maurice Ravel incorporated the character of the Syrinx into his ballet Daphnis et Chloé. Gustav Holst alludes to the story of Pan and Syrinx in the opening of his Choral Symphony, which draws from the text of John Keats' 1818 poem "Endymion." French Baroque composer Michel Pignolet de Montéclair composed "Pan et Syrinx", a cantata for voice and ensemble (No. 4 of Second livre de cantates). Danish composer Carl Nielsen composed
commune in Tchicala Tcholohanga, Huambo Province, Angola Sambo Creek, a village in Honduras Other uses Sambo, botanist author abbreviation for Maria Cengia Sambo (1888–1939), Italian lichenologist Sambo (martial art), developed in the Soviet Union Sambo (mountain), in the Andes of Peru Sambo (racial term), a derogatory term for a person of Indian or African origin Zambo, a Spanish term possibly related to "Sambo" Sambo's, a former
refer to: Places Sambo, Angola, a commune in Tchicala Tcholohanga, Huambo Province, Angola Sambo Creek, a village in Honduras Other uses Sambo, botanist author abbreviation for Maria Cengia Sambo (1888–1939), Italian lichenologist Sambo (martial art), developed in the Soviet Union Sambo (mountain), in the Andes of Peru Sambo (racial term), a derogatory term for a person of Indian or African origin Zambo, a
professeur must have a French state certificate of specialized teaching (CQP AS, BEES 1st, 2nd and 3rd degree, 1st de CCB BPJEPS, DEJEPS, DESJEPS). These diplomas are university level education in sports with specialisation in savate (supervised by the French Federation of BF Savate and associated disciplines ( Canne, Self Defense, Lutte, baton) (i.e.:FFBFSDA). The international federation (FIS), however, is still allowed to award professeur to non-French nationals without requiring such rigid system of education. French nationals have to submit and succeed to the rigid system of education and prove themselves in competition as well as being respected by peers, in order to have a slight chance to become a DTD (directeur technique départemental). Like any sport federations in France, the French and International Federation of Savate are under the control of France Ministry of Sport and Youth. This makes these two federations extremely powerful federations on the world scene. These two federations have followed a set of national traditions. Nowadays, savate is just a term meaning Savate-Boxe Française. In the 1970s the term "savate" was rarely used in France to refer to the formalised sport: people mostly used the term Savate boxe française, Boxe-Française Savate, B.F, B.F.S., S.B.F. or simply boxe française. The term savate remains in use mostly outside France or when speaking a language other than French. The global distribution of schools (salles) today is best explained through their stylistic approaches: La Savate-Boxe Française (1980–present): the technical abilities of both savate's major kicking arsenal and English boxing were merged into a definitive sport of combat. La Savate Défense (1994–present): was first presented by Professeur Pierre Chainge then produced into Self-Defense by Eric Quequet in 2000. After the French Federation dismantled Prof. Change and placed Michel Leroux in charge of the formations. It is based on La Boxe Française Savate, La Savate of the late 19th century, La Lutte Parisienne and the discipline* of La canne de Combat (stick) *includes also Le Bâton Français (staff), Le Couteau (knife), Le Poignard (dagger), La Chaise (chair) and Le Manteau (overcoat). Re-constructed historical savate: some savate has been re-constructed from old textbooks, such as those written in the late 19th or early 20th century. As such, this form of savate would be considered a historical European martial art. Re-construction of these older systems may or may not be performed by practitioners familiar with the modern sport and is not at present likely to be particularly widespread. La savate forme (2008): Cardio-kickboxing form of La Boxe Française-Savate. These are the different stylistic approaches of the French arts of pugilism in the world today. In the United States In the United States it is said that Daniel Duby brought Savate to the west coast in Southern California. The first real FFBFSDA/ FIS club of boxe-francaise savate was open in 1983 on the east coast in Philadelphia, under Jean-Noel Eynard, FFBFSDA/ FIS Professeur with the assistance of former FFBFSDA/ FIS DTN Bob Alix. In 1988 the US Registry of Savate was created on the east coast which became the American Registry of Savate Instructors and Clubs in 1994 (ARSIC-International). Meanwhile, on the west coast Savate clubs were spurring from the California Association of Savate. A couple years later, under the collaborative assistance of a steering committee made of Gilles le Duigou (FIS), JN Eynard, ARSIC-International (PA), Armando Basulto (NJ) and Norman Taylor, USSF president(NJ) as well as few other individuals from California, the official name of United States Savate Federation was given to this combined association. The teaching efforts of Jean-Noel Eynard, Salem Assli and Nicolas Saignac contributed to the further development of Boxe Francaise Savate in the US. ARSIC-International has been instrumental at promoting savate in the US. Dress In official competitions, competitors wear an intégrale or a vest and savate trousers. They wear boxing gloves (with or without padded palms) and savate boots. Savate is the only kicking and punching (only) style to use footwear, although some other combat sports such as Shoot Fighting and some forms of MMA sometimes also wear grappling-type shoes/boots. Savate boots can be used to hit with the sole, the top of the foot, the toe, or the heel. Sometimes a helmet can be worn, e.g. in junior competitions and in the early rounds of Combat (full contact) bouts. Techniques In competitive or competition savate, which includes Assaut, Pre-Combat, and Combat types, there are only four kinds of kicks allowed along with four kinds of punches allowed: Kicks fouetté (literally "whip", roundhouse kick making contact with the toe—hard rubber-toed shoes are worn in practice and bouts), high (figure), medium (médian) or low (bas) chassé (side ("chassé lateral") or front ("chassé frontal") piston-action kick, high (figure), medium (médian) or low (bas) revers, frontal or lateral ("reverse" or hooking kick) making contact with the sole of the shoe, high (figure), medium (médian), or low (bas) coup de pied bas ("low kick", a front or sweep kick to the shin making contact with the inner edge of the shoe, performed with a characteristic backwards lean) low only Punches direct bras avant (jab, lead hand) direct bras arrière (cross, rear hand) crochet (hook, bent arm with either hand) uppercut (either hand) Savate did not begin as a sport, but as a form of self-defence and fought on the streets of Paris and Marseille. This type of savate was known as Savate des Rues. In addition to kicks and punches, training in Savate des Rues (Streets Savate) includes knee and elbow strikes along with locks, sweeps, throws, headbutts, and takedowns. Events The International Savate Federation holds World Championships in three disciplines: Savate Assaut, Savate Combat and Canne de combat. World Savate Combat Championships are being held for Seniors (over 21 years) and Juniors (18 to 21 years). World Combat Savate Championships (+21 year) World Canne de Combat Savate Championships (+18 year) World Assaut Savate Championships (+18 year) World Junior Savate Combat Championships (18 to 21) World Youth Savate Assaut Championships (15 to 17) Cultural references In the 1964 beach party film Bikini Beach, a French female bodyguard claims to be an expert in savate and uses kicks to defend herself. In the 1995 martial arts film Savate, Olivier Gruner plays a savate fighter in the American West using savate to give his enemies a good thrashing. In "Dr. Wells is Missing", a 1974 episode of The Six Million Dollar Man a savate master named Yamo fights with Steve Austin, using the original kicks-only style of the art. In Marvel Comics, the criminal mercenary Batroc the Leaper, an adversary of Captain America and mentor of Gwen Poole, is a master of savate, training the latter. The X-Men character Gambit is trained in savate. In the issue Flight 714 of The Adventures of Tintin, Professor Calculus states that he used to be proficient in savate in his younger years. However, when attempting a kick, he ends up falling terribly, prompting stunned reactions from the onlookers. Dazed, Calculus remarks that he is out of practice. In The Black Island, Tintin himself kicks a villain and calls it a savate move. In the 1967 novel Logan's Run, protagonist Logan 3 often uses savate kicks for self-defense. In DC Comics, the character Nightwing is described as having a personal fighting style that combines savate with the Filipino martial art Arnis. In the Japanese
These two federations have followed a set of national traditions. Nowadays, savate is just a term meaning Savate-Boxe Française. In the 1970s the term "savate" was rarely used in France to refer to the formalised sport: people mostly used the term Savate boxe française, Boxe-Française Savate, B.F, B.F.S., S.B.F. or simply boxe française. The term savate remains in use mostly outside France or when speaking a language other than French. The global distribution of schools (salles) today is best explained through their stylistic approaches: La Savate-Boxe Française (1980–present): the technical abilities of both savate's major kicking arsenal and English boxing were merged into a definitive sport of combat. La Savate Défense (1994–present): was first presented by Professeur Pierre Chainge then produced into Self-Defense by Eric Quequet in 2000. After the French Federation dismantled Prof. Change and placed Michel Leroux in charge of the formations. It is based on La Boxe Française Savate, La Savate of the late 19th century, La Lutte Parisienne and the discipline* of La canne de Combat (stick) *includes also Le Bâton Français (staff), Le Couteau (knife), Le Poignard (dagger), La Chaise (chair) and Le Manteau (overcoat). Re-constructed historical savate: some savate has been re-constructed from old textbooks, such as those written in the late 19th or early 20th century. As such, this form of savate would be considered a historical European martial art. Re-construction of these older systems may or may not be performed by practitioners familiar with the modern sport and is not at present likely to be particularly widespread. La savate forme (2008): Cardio-kickboxing form of La Boxe Française-Savate. These are the different stylistic approaches of the French arts of pugilism in the world today. In the United States In the United States it is said that Daniel Duby brought Savate to the west coast in Southern California. The first real FFBFSDA/ FIS club of boxe-francaise savate was open in 1983 on the east coast in Philadelphia, under Jean-Noel Eynard, FFBFSDA/ FIS Professeur with the assistance of former FFBFSDA/ FIS DTN Bob Alix. In 1988 the US Registry of Savate was created on the east coast which became the American Registry of Savate Instructors and Clubs in 1994 (ARSIC-International). Meanwhile, on the west coast Savate clubs were spurring from the California Association of Savate. A couple years later, under the collaborative assistance of a steering committee made of Gilles le Duigou (FIS), JN Eynard, ARSIC-International (PA), Armando Basulto (NJ) and Norman Taylor, USSF president(NJ) as well as few other individuals from California, the official name of United States Savate Federation was given to this combined association. The teaching efforts of Jean-Noel Eynard, Salem Assli and Nicolas Saignac contributed to the further development of Boxe Francaise Savate in the US. ARSIC-International has been instrumental at promoting savate in the US. Dress In official competitions, competitors wear an intégrale or a vest and savate trousers. They wear boxing gloves (with or without padded palms) and savate boots. Savate is the only kicking and punching (only) style to use footwear, although some other combat sports such as Shoot Fighting and some forms of MMA sometimes also wear grappling-type shoes/boots. Savate boots can be used to hit with the sole, the top of the foot, the toe, or the heel. Sometimes a helmet can be worn, e.g. in junior competitions and in the early rounds of Combat (full contact) bouts. Techniques In competitive or competition savate, which includes Assaut, Pre-Combat, and Combat types, there are only four kinds of kicks allowed along with four kinds of punches allowed: Kicks fouetté (literally "whip", roundhouse kick making contact with the toe—hard rubber-toed shoes are worn in practice and bouts), high (figure), medium (médian) or low (bas) chassé (side ("chassé lateral") or front ("chassé frontal") piston-action kick, high (figure), medium (médian) or low (bas) revers, frontal or lateral ("reverse" or hooking kick) making contact with the sole of the shoe, high (figure), medium (médian), or low (bas) coup de pied bas ("low kick", a front or sweep kick to the shin making contact with the inner edge of the shoe, performed with a characteristic backwards lean) low only Punches direct bras avant (jab, lead hand) direct bras arrière (cross, rear hand) crochet (hook, bent arm with either hand) uppercut (either hand) Savate did not begin as a sport, but as a form of self-defence and fought on the streets of Paris and Marseille. This type of savate was known as Savate des Rues. In addition to kicks and punches, training in Savate des Rues (Streets Savate) includes knee and elbow strikes along with locks, sweeps, throws, headbutts, and takedowns. Events The International Savate Federation holds World Championships in three disciplines: Savate Assaut, Savate Combat and Canne de combat. World Savate Combat Championships are being held for Seniors (over 21 years) and Juniors (18 to 21 years). World Combat Savate Championships (+21 year) World Canne de Combat Savate Championships (+18 year) World Assaut Savate Championships (+18 year) World Junior Savate Combat Championships (18 to 21) World Youth Savate Assaut Championships (15 to 17) Cultural references In the 1964 beach party film Bikini Beach, a French female bodyguard claims to be an expert in savate and uses kicks to defend herself. In the 1995 martial arts film Savate, Olivier Gruner plays a savate fighter in the American West using savate to give his enemies a good thrashing. In "Dr. Wells is Missing", a 1974 episode of The
modern March 25 1 BC). (Note that this dating implies that the birth of Jesus was in December, nine months later.) This method of reckoning led to several Creation eras being used in the Greek Eastern Mediterranean, which all placed Creation within one decade of 5500 BC. The history, which had an apologetic aim, is no longer extant. But copious extracts from it are to be found in the Chronicon of Eusebius, who used it extensively in compiling the early episcopal lists. There are also fragments in George Syncellus, Cedrenus and the Chronicon Paschale. Eusebius gives some extracts from his letter to one Aristides, reconciling the apparent discrepancy between Matthew and Luke in the genealogy of Christ by a reference to the Jewish law of Levirate marriage, which compelled a man to marry the widow of his deceased brother, if the latter died without issue. His terse and pertinent letter to Origen impugning the authority of the part of the Book of Daniel that tells the story of Susanna, and Origen's lengthy answer, are both extant. The ascription to Africanus of an encyclopaedic work entitled Kestoi (Κέστοι "Embroidered"), treating of agriculture, natural history, military science, etc., has been disputed on account of its secular and often credulous character. August Neander suggested that it was written by Africanus before he had devoted himself to religious subjects. A fragment of the Kestoi was found in the Oxyrhynchus papyri. According to the New Schaff-Herzog Encyclopedia of Religious Knowledge, the Kestoi "appears to have been intended as a sort of encyclopedia of the material sciences with the cognate mathematical and technical branches, but to have contained a large proportion of merely curious, trifling, or miraculous matters, on which account the authorship of Julius has been questioned. Among the parts published are sections on agriculture, liturgiology, tactics, and medicine (including veterinary practise)." Verification of Moses This work does not survive except in fragments, chiefly those preserved by Eusebius and Georgius Syncellus. In turn Africanus preserves fragments of the work of Polemon of Athens' Greek History. FRAGMENT 13: From Georgius Syncellus, Chron., Third Book. In Euseb., Præpar., X. 40: 6. And from Moses, then, to the first Olympiad there are 1020 years, as to the first year of the 55th Olympiad from the
several Creation eras being used in the Greek Eastern Mediterranean, which all placed Creation within one decade of 5500 BC. The history, which had an apologetic aim, is no longer extant. But copious extracts from it are to be found in the Chronicon of Eusebius, who used it extensively in compiling the early episcopal lists. There are also fragments in George Syncellus, Cedrenus and the Chronicon Paschale. Eusebius gives some extracts from his letter to one Aristides, reconciling the apparent discrepancy between Matthew and Luke in the genealogy of Christ by a reference to the Jewish law of Levirate marriage, which compelled a man to marry the widow of his deceased brother, if the latter died without issue. His terse and pertinent letter to Origen impugning the authority of the part of the Book of Daniel that tells the story of Susanna, and Origen's lengthy answer, are both extant. The ascription to Africanus of an encyclopaedic work entitled Kestoi (Κέστοι "Embroidered"), treating of agriculture, natural history, military science, etc., has been disputed on account of its secular and often credulous character. August Neander suggested that it was written by Africanus before he had devoted himself to religious subjects. A fragment of the Kestoi was found in the Oxyrhynchus papyri. According to the New Schaff-Herzog Encyclopedia of Religious Knowledge, the Kestoi "appears to have been intended as a sort of encyclopedia of the material sciences with the cognate mathematical and technical branches, but to have contained a large proportion of merely curious, trifling, or miraculous matters, on which account the authorship of Julius has been questioned. Among the parts published are sections on agriculture, liturgiology, tactics, and medicine (including veterinary practise)." Verification of Moses This work does not survive except in fragments, chiefly those preserved by Eusebius and Georgius Syncellus. In turn Africanus preserves fragments of the work of Polemon of Athens' Greek History. FRAGMENT 13: From Georgius Syncellus, Chron., Third Book. In Euseb., Præpar., X. 40: 6. And from Moses, then, to the first Olympiad there are 1020 years, as to the first year of the 55th Olympiad from the same are 1237, in which enumeration the reckoning of the Greeks coincides with us. [...] Polemo, for instance, in the first book of his Greek History, says: In the time of Apis, king of Argos, son of Phoroneus, a division of the army of the Egyptians left Egypt, and settled in the Palestine called Syrian, not far from Arabia: these are evidently those who were with Moses.<ref>{{cite book|last1=Grotius|first1=Hugo|author2=John CLARKE (Dean of Salisbury.)|title=The Truth of the Christian Religion ... Corrected and illustrated with notes by Mr. Le Clerc. To which is added, a seventh book, concerning this question, What Christian church
is preserved in a separate chapel in the church of Sant'Agnese in Agone in Rome's Piazza Navona. Agnes is remembered in the Anglican Communion with a Lesser Festival on 21 January. Patronage Because of the legend around her martyrdom, Saint Agnes is patron saint of those seeking chastity and purity. She is also the patron saint of young girls and girl scouts. Folk custom called for them to practise rituals on Saint Agnes' Eve (20–21 January) with a view to discovering their future husbands. This superstition has been immortalised in John Keats's poem, The Eve of Saint Agnes. Iconography Since the Middle Ages, Saint Agnes has traditionally been depicted as a young girl with her long hair down, with a lamb, the symbol of both her virginal innocence and her name, and a sword (together with the palm branch an attribute of her martyrdom). The lamb, which is agnus in the Latin language, is also the linguistic link to the traditional blessing of lambs referred to below. Blessing of the lambs On the feast of Saint Agnes two lambs are traditionally brought from the Trappist abbey of Tre Fontane in Rome in order to be blessed by the Pope. In summer the lambs are shorn, and the wool is used to weave the pallia which the pope gives on the feast of Saint Peter and Paul to the newly appointed metropolitan archbishops as a sign of his jurisdiction and their union with the pope. This tradition of the blessing of the lambs has been known since the 16th century. Notable churches Basilica of St James and St Agnes, Nysa, Poland St Agnes Cathedral, Rockville Centre, New York St Agnes Church, New York City Sant'Agnese in Agone, Rome Sant'Agnese fuori le mura, Rome , Lac-Mégantic, Quebec, Canada St Agnes, St Agnes, Cornwall, England St Agnes, Cologne, Germany St Agnes, Cawston, Norfolk, England St Agnes' Church, St Agnes, Isles of Scilly, England St Agnes Cathedral, Springfield, Missouri, US Legacy The Congregation of Sisters of St. Agnes is a Roman Catholic religious community for women based in Fond du Lac, Wisconsin, US. It was founded in 1858, by Father Caspar Rehrl, an Austrian missionary, who established the sisterhood of pioneer women under the patronage of Agnes, to whom he had a particular devotion. Cultural references Hrotsvitha, the tenth-century nun and poet, wrote a heroic poem about Agnes. In the historical novel Fabiola or, the Church of the Catacombs, written by Cardinal Nicholas Wiseman in 1854, Agnes is the soft-spoken teenage cousin and confidant of the protagonist, the beautiful noblewoman Fabiola. The Eve of St. Agnes is a Romantic narrative poem written by John Keats in 1819. The instrumental song "Saint Agnes and the Burning Train" appears on the 1991 album The Soul Cages by Sting. The song "Bear’s Vision of St. Agnes" appears on the 2012 album Ten Stories by rock band mewithoutYou. The St. Agnes Library is a branch of the New York Public Library located on the Upper West Side of Manhattan, on Amsterdam Avenue between West 81st and West 82nd Streets. Gallery See also List of Catholic saints Saint Agnes of Rome, patron saint
Navona. Agnes is remembered in the Anglican Communion with a Lesser Festival on 21 January. Patronage Because of the legend around her martyrdom, Saint Agnes is patron saint of those seeking chastity and purity. She is also the patron saint of young girls and girl scouts. Folk custom called for them to practise rituals on Saint Agnes' Eve (20–21 January) with a view to discovering their future husbands. This superstition has been immortalised in John Keats's poem, The Eve of Saint Agnes. Iconography Since the Middle Ages, Saint Agnes has traditionally been depicted as a young girl with her long hair down, with a lamb, the symbol of both her virginal innocence and her name, and a sword (together with the palm branch an attribute of her martyrdom). The lamb, which is agnus in the Latin language, is also the linguistic link to the traditional blessing of lambs referred to below. Blessing of the lambs On the feast of Saint Agnes two lambs are traditionally brought from the Trappist abbey of Tre Fontane in Rome in order to be blessed by the Pope. In summer the lambs are shorn, and the wool is used to weave the pallia which the pope gives on the feast of Saint Peter and Paul to the newly appointed metropolitan archbishops as a sign of his jurisdiction and their union with the pope. This tradition of the blessing of the lambs has been known since the 16th century. Notable churches Basilica of St James and St Agnes, Nysa, Poland St Agnes Cathedral, Rockville Centre, New York St Agnes Church, New York City Sant'Agnese in Agone, Rome Sant'Agnese fuori le mura, Rome , Lac-Mégantic, Quebec, Canada St Agnes, St Agnes, Cornwall, England St Agnes, Cologne, Germany St Agnes, Cawston, Norfolk, England St Agnes' Church, St Agnes, Isles of Scilly, England St Agnes Cathedral, Springfield, Missouri, US Legacy The Congregation of Sisters of St. Agnes is a Roman Catholic religious community for women based in Fond du Lac, Wisconsin, US. It was founded in 1858, by Father Caspar Rehrl, an Austrian missionary, who established the sisterhood of pioneer women under the patronage of Agnes, to whom he had a particular devotion. Cultural references Hrotsvitha, the tenth-century nun and poet, wrote a heroic poem about Agnes. In the historical novel Fabiola or, the Church of the Catacombs, written by Cardinal Nicholas Wiseman in 1854, Agnes is the soft-spoken teenage cousin and confidant of the protagonist, the beautiful noblewoman Fabiola. The Eve of St. Agnes is a Romantic narrative poem written by John Keats in 1819. The instrumental song "Saint Agnes and the Burning Train" appears on the 1991 album The Soul Cages by Sting. The song "Bear’s Vision of St. Agnes" appears on the 2012 album Ten Stories by rock band mewithoutYou. The St. Agnes Library is a branch of the New York Public Library located on the Upper West Side of Manhattan, on Amsterdam Avenue between West 81st and West 82nd Streets. Gallery See also List of Catholic saints Saint Agnes of Rome, patron saint archive References External links "St Agnes – St Peter's Square Colonnade Saints" Satucket.com, St. Agnes of Rome "Saint Agnes" at the Christian Iconography website "Of Saint Agnes" from the Caxton translation of the Golden Legend Remarks on the feast of St. Agnes from St. Ambrose of Milan, On Virgins Saint Agnes
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the pungency and spiciness resulting from liberal use of garlic and chili peppers, as well as the unique flavour of Sichuan pepper. There are many local variations within Sichuan Province and the neighbouring Chongqing Municipality, which was part of Sichuan Province until 1997. Four sub-styles of Sichuan cuisine include Chongqing, Chengdu, Zigong and Buddhist vegetarian style. UNESCO declared Chengdu, the capital of Sichuan Province, to be a city of gastronomy in 2011 to recognise the sophistication of its cooking. History Sichuan in the Middle Ages welcomed Middle Eastern crops, such as broad beans, sesame and walnuts. Since the 16th century, the list of major crops in Sichuan has even been lengthened by New World newcomers. The characteristic chili pepper came from Mexico, but probably overland from India or by river from Macau, complementing the traditional Sichuan peppercorn (). Other newcomers from the New World included maize (corn), which largely replaced millet; white potatoes introduced by Catholic missions; and sweet potatoes. The population of Sichuan was cut by perhaps three quarters in the wars from the Ming dynasty to the Qing dynasty. Settlers from the adjacent Hunan Province brought their cooking styles with them. Sichuan is colloquially known as the "heavenly country" due to its abundance of food and natural resources. One ancient Chinese account declared that the "people of Sichuan uphold good flavour, and they are fond of hot and spicy taste." Most Sichuan dishes are spicy, although a typical meal includes non-spicy dishes to cool the palate. Sichuan cuisine is composed of seven basic flavours: sour, pungent, hot, sweet, bitter, aromatic and salty. Sichuan food is divided into five different types:
to recognise the sophistication of its cooking. History Sichuan in the Middle Ages welcomed Middle Eastern crops, such as broad beans, sesame and walnuts. Since the 16th century, the list of major crops in Sichuan has even been lengthened by New World newcomers. The characteristic chili pepper came from Mexico, but probably overland from India or by river from Macau, complementing the traditional Sichuan peppercorn (). Other newcomers from the New World included maize (corn), which largely replaced millet; white potatoes introduced by Catholic missions; and sweet potatoes. The population of Sichuan was cut by perhaps three quarters in the wars from the Ming dynasty to the Qing dynasty. Settlers from the adjacent Hunan Province brought their cooking styles with them. Sichuan is colloquially known as the "heavenly country" due to its abundance of food and natural resources. One ancient Chinese account declared that the "people of Sichuan uphold good flavour, and they are fond of hot and spicy taste." Most Sichuan dishes are spicy, although a typical meal includes non-spicy dishes to cool the palate. Sichuan cuisine is composed of seven basic flavours: sour, pungent, hot, sweet, bitter, aromatic and salty. Sichuan food is divided into five different types: sumptuous banquet, ordinary banquet, popularised food, household-style food and snacks. Milder versions of Sichuan dishes remain a staple of American Chinese cuisine. Features The complex topography of Sichuan Province, including its mountains, hills, plains, plateaus and the Sichuan Basin, has shaped its food customs with versatile and distinct ingredients. Abundant rice and vegetables are produced from the fertile Sichuan Basin, whereas a wide variety of herbs, mushrooms and other fungi prosper in the highland regions. Pork is overwhelmingly the most common type of meat consumed. Beef is somewhat more common in Sichuan cuisine than it is in other Chinese cuisines, perhaps due to the prevalence of oxen
elements, like other Chinese regional cuisines, and emphasises in particular the use of seasonings, the quality of raw ingredients and original flavours. Shanghai was formerly a part of Jiangsu province; as such Shanghai cuisine is most similar to Jiangsu cuisine and may still be classified as a part of Jiangsu cuisine, although it has come into more contact with Zhejiang cuisine and foreign influences as an international city. The adoption of Western influence in Shanghai cuisine developed a unique cooking style known as Haipai cuisine(海派菜). Characteristic features Shanghai dishes usually appear red and shiny because they are often pickled in wine. They are cooked using a variety of methods including baking, stewing, braising, steaming and deep-frying. Fish, crab and chicken are made "drunken" with spirits and briskly cooked, steamed or served raw. Salted meats and preserved vegetables are also commonly used to enhance various dishes. Sugar is an important ingredient in Shanghai cuisine, especially when used in combination with soy sauce. Another characteristic is the use of a great variety of seafood. Rice is more commonly served than noodles or other wheat products. Shanghai cuisine emphasises the use of condiments while retaining the original flavours of raw ingredients. It aims at lightness in flavour and is mellower and slightly sweet in taste compared to some other Chinese cuisines. Sweet and sour is a typical Shanghai taste. An attractive presentation is also important in Shanghai cooking with ingredients being carefully cut and presented with a view to harmonising colours. Although Shanghai is a sea port, most families did not incorporate fish in their daily meals in the early 20th century. Eating meat with meals was considered a luxury, as the typical meal consisted of vegetables, beans, and rice. In a month, most families typically usually ate meat or fish for about four meals: on the second, eighth, sixteenth, and twenty-third day of each month. These days became known as dang hun. In recent times, special attention has been paid to low-sugar and low-fat food, with a good quantity of vegetables and improved nutritional value. History Shanghai cuisine is the youngest among the ten major cuisines of China although it has a history of more than 400 years. Traditionally called Benbang cuisine, it originated in the Ming and Qing dynasties ( 1368-1840). In the later part of the 19th century, after Shanghai became a major domestic and international trading port, Benbang dishes underwent some substantial changes, adopting influences from other cuisines which added to its complexity. The Shanghai honey nectar peach was a key component of both the food culture and agrarian economy the pre-urbanized Shanghai area. Peaches where
although it has come into more contact with Zhejiang cuisine and foreign influences as an international city. The adoption of Western influence in Shanghai cuisine developed a unique cooking style known as Haipai cuisine(海派菜). Characteristic features Shanghai dishes usually appear red and shiny because they are often pickled in wine. They are cooked using a variety of methods including baking, stewing, braising, steaming and deep-frying. Fish, crab and chicken are made "drunken" with spirits and briskly cooked, steamed or served raw. Salted meats and preserved vegetables are also commonly used to enhance various dishes. Sugar is an important ingredient in Shanghai cuisine, especially when used in combination with soy sauce. Another characteristic is the use of a great variety of seafood. Rice is more commonly served than noodles or other wheat products. Shanghai cuisine emphasises the use of condiments while retaining the original flavours of raw ingredients. It aims at lightness in flavour and is mellower and slightly sweet in taste compared to some other Chinese cuisines. Sweet and sour is a typical Shanghai taste. An attractive presentation is also important in Shanghai cooking with ingredients being carefully cut and presented with a view to harmonising colours. Although Shanghai is a sea port, most families did not incorporate fish in their daily meals in the early 20th century. Eating meat with meals was considered a luxury, as the typical meal consisted of vegetables, beans, and rice. In a month, most families typically usually ate meat or fish for about four meals: on the second, eighth, sixteenth, and twenty-third day of each month. These days became known as dang hun. In recent times, special attention has been paid to low-sugar and low-fat food, with a good quantity of vegetables and improved nutritional value. History Shanghai cuisine is the youngest among the ten major cuisines of China although it has a history of more than 400 years. Traditionally called Benbang cuisine, it originated in the Ming and
region. Common game included opossums, rabbits, and squirrels. Livestock, adopted from Europeans, in the form of cattle and hogs, were kept. When game or livestock was killed, the entire animal was used. Aside from the meat, it was common for them to eat organ meats such as brains, livers, and intestines. This tradition remains today in hallmark dishes like chitterlings (commonly called chit'lins), which are small intestines of hogs; livermush (a common dish in the Carolinas made from hog liver); and pork brains and eggs. The fat of the animals, particularly hogs, was rendered and used for cooking and frying. Many of the early European settlers in the South learned Native American cooking methods, and so cultural diffusion was set in motion for the Southern dish. African influence Scholars have noted the substantial African influence found in soul food recipes, especially from the West and Central regions of Africa. This influence can be seen through the heat level of many soul food dishes, as well as many ingredients found within them. Peppers used to add spice to food included malagueta pepper, as well as peppers native to the western hemisphere such as red (cayenne) peppers. Several foods that are essential in southern cuisine and soul food were domesticated or consumed in the African savanna and the tropical regions of West and Central Africa. These include pigeon peas, black-eyed peas, okra, and sorghum. It has also been noted that a species of rice was domesticated in Africa, thus many Africans who were brought to the Americas kept their knowledge for rice cooking. Rice is a staple side dish in the Lowcountry region and in Southern Louisiana. Rice is the center of dishes such as jambalaya and red beans and rice which are popular in Southern Louisiana. There are many documented parallels between the foodways of West Africans and soul food recipes. The consumption of sweet potatoes in the US is reminiscent of the consumption of yams in West Africa. The frequent consumption of cornbread by African-Americans is analogous to West Africans' use of fufu to soak up stews. West Africans also cooked meat over open pits, and thus it is possible that enslaved Africans came to the New World with knowledge of this cooking technique (it is also possible they learned it from Native Americans, since Native Americans barbecued as a cooking technique). Researchers state that many tribes in Africa utilized a vegetarian/plant based diet because of its simplicity. This included the way food was prepared as well as served. It was not uncommon to see food served out of an empty gourd. Many techniques to change the overall flavor of staple food items such as nuts, seeds, and rice contributed to added dimensions of evolving flavors. These techniques included roasting, frying with palm oil, baking in ashes, and steaming in leaves such as banana leaf. Cookbooks Because it was illegal in many states for slaves to learn to read or write, soul food recipes and cooking techniques tended to be passed along orally, until after emancipation. The first soul food cookbook is attributed to Abby Fisher, entitled What Mrs. Fisher Knows About Old Southern Cooking and published in 1881. Good Things to Eat was published in 1911; the author, Rufus Estes, was a former slave who worked for the Pullman railway car service. Many other cookbooks were written by Black Americans during that time, but as they were not widely distributed, most are now lost. Since the mid-20th century, many cookbooks highlighting soul food and African-American foodways have been compiled and published. One notable soul food chef is celebrated traditional Southern chef and author Edna Lewis, who released a series of books between 1972 and 2003, including A Taste of Country Cooking in which she weaves stories of her childhood in Freetown, Virginia into her recipes for "real Southern food". Another early and influential soul food cookbook is Vertamae Grosvenor's Vibration Cooking, or the Travel Notes of a Geechee Girl, originally published in 1970, focused on South Carolina Lowcountry/Geechee/Gullah cooking. Its focus on spontaneity in the kitchen—cooking by "vibration" rather than precisely measuring ingredients, as well as "making do" with ingredients on hand—captured the essence of traditional African-American cooking techniques. The simple, healthful, basic ingredients of lowcountry cuisine, like shrimp, oysters, crab, fresh produce, rice and sweet potatoes, made it a bestseller. Usher boards and Women's Day committees of various religious congregations large and small, and even public service and social welfare organizations such as the National Council of Negro Women (NCNW) have produced cookbooks to fund their operations and charitable enterprises. The NCNW produced its first cookbook, The Historical Cookbook of the American Negro, in 1958, and revived the practice in 1993, producing a popular series of cookbooks featuring recipes by famous Black Americans, among them: The Black Family Reunion Cookbook (1991), Celebrating Our Mothers' Kitchens: Treasured Memories and Tested Recipes (1994), and Mother Africa's Table: A Chronicle of Celebration (1998). The NCNW also recently reissued The Historical Cookbook. Cultural relevance Soul food originated in the southern region of the US and is consumed by African-Americans across the nation. Traditional soul food cooking is seen as one of the ways enslaved Africans passed their traditions to their descendants once they were brought to the US, and is a cultural creation stemming from slavery and Native American and European influences. Soul food recipes are popular in the South due to the accessibility and affordability of the ingredients. Scholars have noted that while white Americans provided the material supplies for soul food dishes, the cooking techniques found in many of the dishes have been visibly influenced by the enslaved Africans themselves. Dishes derived by slaves consisted of many vegetables and grains because slave
Africa. This influence can be seen through the heat level of many soul food dishes, as well as many ingredients found within them. Peppers used to add spice to food included malagueta pepper, as well as peppers native to the western hemisphere such as red (cayenne) peppers. Several foods that are essential in southern cuisine and soul food were domesticated or consumed in the African savanna and the tropical regions of West and Central Africa. These include pigeon peas, black-eyed peas, okra, and sorghum. It has also been noted that a species of rice was domesticated in Africa, thus many Africans who were brought to the Americas kept their knowledge for rice cooking. Rice is a staple side dish in the Lowcountry region and in Southern Louisiana. Rice is the center of dishes such as jambalaya and red beans and rice which are popular in Southern Louisiana. There are many documented parallels between the foodways of West Africans and soul food recipes. The consumption of sweet potatoes in the US is reminiscent of the consumption of yams in West Africa. The frequent consumption of cornbread by African-Americans is analogous to West Africans' use of fufu to soak up stews. West Africans also cooked meat over open pits, and thus it is possible that enslaved Africans came to the New World with knowledge of this cooking technique (it is also possible they learned it from Native Americans, since Native Americans barbecued as a cooking technique). Researchers state that many tribes in Africa utilized a vegetarian/plant based diet because of its simplicity. This included the way food was prepared as well as served. It was not uncommon to see food served out of an empty gourd. Many techniques to change the overall flavor of staple food items such as nuts, seeds, and rice contributed to added dimensions of evolving flavors. These techniques included roasting, frying with palm oil, baking in ashes, and steaming in leaves such as banana leaf. Cookbooks Because it was illegal in many states for slaves to learn to read or write, soul food recipes and cooking techniques tended to be passed along orally, until after emancipation. The first soul food cookbook is attributed to Abby Fisher, entitled What Mrs. Fisher Knows About Old Southern Cooking and published in 1881. Good Things to Eat was published in 1911; the author, Rufus Estes, was a former slave who worked for the Pullman railway car service. Many other cookbooks were written by Black Americans during that time, but as they were not widely distributed, most are now lost. Since the mid-20th century, many cookbooks highlighting soul food and African-American foodways have been compiled and published. One notable soul food chef is celebrated traditional Southern chef and author Edna Lewis, who released a series of books between 1972 and 2003, including A Taste of Country Cooking in which she weaves stories of her childhood in Freetown, Virginia into her recipes for "real Southern food". Another early and influential soul food cookbook is Vertamae Grosvenor's Vibration Cooking, or the Travel Notes of a Geechee Girl, originally published in 1970, focused on South Carolina Lowcountry/Geechee/Gullah cooking. Its focus on spontaneity in the kitchen—cooking by "vibration" rather than precisely measuring ingredients, as well as "making do" with ingredients on hand—captured the essence of traditional African-American cooking techniques. The simple, healthful, basic ingredients of lowcountry cuisine, like shrimp, oysters, crab, fresh produce, rice and sweet potatoes, made it a bestseller. Usher boards and Women's Day committees of various religious congregations large and small, and even public service and social welfare organizations such as the National Council of Negro Women (NCNW) have produced cookbooks to fund their operations and charitable enterprises. The NCNW produced its first cookbook, The Historical Cookbook of the American Negro, in 1958, and revived the practice in 1993, producing a popular series of cookbooks featuring recipes by famous Black Americans, among them: The Black Family Reunion Cookbook (1991), Celebrating Our Mothers' Kitchens: Treasured Memories and Tested Recipes (1994), and Mother Africa's Table: A Chronicle of Celebration (1998). The NCNW also recently reissued The Historical Cookbook. Cultural relevance Soul food originated in the southern region of the US and is consumed by African-Americans across the nation. Traditional soul food cooking is seen as one of the ways enslaved Africans passed their traditions to their descendants once they were brought to the US, and is a cultural creation stemming from slavery and Native American and European influences. Soul food recipes are popular in the South due to the accessibility and affordability of the ingredients. Scholars have noted that while white Americans provided the material supplies for soul food dishes, the cooking techniques found in many of the dishes have been visibly influenced by the enslaved Africans themselves. Dishes derived by slaves consisted of many vegetables and grains because slave owners felt more meat would cause the slave to become lethargic with less energy to tend to the crops. The bountiful vegetables that were found in Africa, were substituted in dishes down south with new leafy greens consisting of dandelion, turnip, and beet greens. Pork, more specifically hog, was introduced into several dishes in the form of cracklins from the skin, pig's feet, chitterlings, and lard used to increase the fat intake into vegetarian dishes. Spices such as thyme, and bay leaf blended with onion and garlic gave dishes their own characteristics. Figures such as LeRoi Jones (Amiri Baraka), Elijah Muhammad, and Dick Gregory played notable roles in shaping the conversation around soul food. Muhammad and Gregory opposed soul food because they felt it was unhealthy food and was slowly killing African-Americans. They saw soul food as a remnant of oppression and felt it should be left behind. Many African-Americans were offended by the Nation of Islam's rejection of pork as it is a staple ingredient used to flavor many dishes. Stokely Carmichael also spoke out against soul food, claiming that it was not true African food due to its colonial and European influence. Despite this, many voices in the Black Power Movement saw soul food as something African-Americans should take pride in, and used it to distinguish African-Americans from white Americans. Proponents of soul food embraced the concept of it, and used it as a counterclaim to the argument that African-Americans had no culture or cuisine. The magazine Ebony Jr! was important in transmitting the cultural relevance of soul food dishes to middle-class African-American children who typically ate a more standard American diet. Soul food is frequently found at religious rituals and social events such as funerals, fellowship, Thanksgiving, and Christmas in the Black community. Health concerns Soul food prepared traditionally and consumed in large amounts can be detrimental to one's health. Opponents to soul food have been vocal about health concerns surrounding the culinary traditions since the name was coined in the mid-20th century. Soul food has been criticized for its high
a canned pork meat product Spamming, unsolicited or undesired electronic messages Email spam, unsolicited, undesired, or illegal email messages Messaging spam, spam targeting users of instant messaging (IM) services, SMS or private messages within websites Art and entertainment Spam (gaming), the repetition of an in-game action "Spam" (Monty Python),
sketch "Spam", a song on the album It Means Everything (1997), by Save Ferris "Spam", a song by "Weird Al" Yankovic on the album UHF – Original Motion Picture Soundtrack and Other Stuff Spam Museum, a museum in Austin, Minnesota, US dedicated to the canned pork
thus beginning the period of Spanish rule in Milan. Sforza rulers of the Duchy of Milan Francesco I, 1450–1466 Galeazzo Maria, 1466–1476 Gian Galeazzo, 1476–1494 Ludovico, 1494–1499 Massimiliano, 1513–1515 Francesco II, 1521–1535 Sforza rulers of Pesaro and Gradara Alessandro, 1445–1473 Costanzo I, 1473–1483 Giovanni, 1483–1500 and 1503–1510 Costanzo II, 1510–1512 , 1512 Sforza family tree Muzio Sforza with mistress Lucia da Torsano had 7 illegitimate sons son Gabriele Sforza archbishop of Milan son Francesco I Sforza married Bianca Maria Visconti son Galeazzo Maria Sforza mistress Lucrezia Landriani daughter Bianca Maria (1472–1510), second wife of Holy Roman Emperor Maximilian I son Gian Galeazzo(1469–1494), married Isabella of Naples son Francesco (II), nominally duke under the regency of Ludovico Maria daughter Bona (1494–1557), second wife of King Sigismund I of Poland daughter Ippolita Maria Sforza (1493–1501) illegitimate daughter Caterina Sforza married Giovanni de' Medici il Popolano illegitimate son Ottaviano Maria Sforza bishop of Lodi son Ludovico il Moro (the Moor) (1451–1508) son Ercole Massimiliano son Francesco II (III) Maria illegitimate daughter Bianca Sforza (1483–1496) married to Galeazzo Sanseverino illegitimate son Giovanni Paolo I (1497–1535), marquess of Caravaggio son Ascanio (1444–1505), Cardinal daughter Ippolita Maria (1446–1484), married king of Alfonso II d'Aragon of Naples son Alessandro, first lord of Pesaro son Costanzo I son Giovanni (1466–1510), first husband of Lucrezia Borgia son Costanzo II (Giovanni Maria) last ruler of Pesaro Bosio (count of Cotignola, lord of Castell'Arquato) Notable members Castellini Baldissera While the House of Sforza has died out over the last century, it is closely related to the Castellini Baldissera family, who inherited a number of their palazzos and estates. In popular culture One of the cursed artefacts from Friday the 13th: The Series was the "Sforza Glove", attributed to the original family's possession. Thomas Harris's character Hannibal Lecter is a descendant of the House of Sforza. In the book, anime, and manga series Trinity Blood, the Duchess of Milan, who is also one of the Cardinals, is named Caterina Sforza. Caterina Sforza appears as a non-playable character in the video game Assassin's Creed 2 and its sequel, Assassin's Creed: Brotherhood. The Sforza figure prominently in the Showtime series The Borgias. The house is mentioned in a song about the Borgia
I, 1473–1483 Giovanni, 1483–1500 and 1503–1510 Costanzo II, 1510–1512 , 1512 Sforza family tree Muzio Sforza with mistress Lucia da Torsano had 7 illegitimate sons son Gabriele Sforza archbishop of Milan son Francesco I Sforza married Bianca Maria Visconti son Galeazzo Maria Sforza mistress Lucrezia Landriani daughter Bianca Maria (1472–1510), second wife of Holy Roman Emperor Maximilian I son Gian Galeazzo(1469–1494), married Isabella of Naples son Francesco (II), nominally duke under the regency of Ludovico Maria daughter Bona (1494–1557), second wife of King Sigismund I of Poland daughter Ippolita Maria Sforza (1493–1501) illegitimate daughter Caterina Sforza married Giovanni de' Medici il Popolano illegitimate son Ottaviano Maria Sforza bishop of Lodi son Ludovico il Moro (the Moor) (1451–1508) son Ercole Massimiliano son Francesco II (III) Maria illegitimate daughter Bianca Sforza (1483–1496) married to Galeazzo Sanseverino illegitimate son Giovanni Paolo I (1497–1535), marquess of Caravaggio son Ascanio (1444–1505), Cardinal daughter Ippolita Maria (1446–1484), married king of Alfonso II d'Aragon of Naples son Alessandro, first lord of Pesaro son Costanzo I son Giovanni (1466–1510), first husband of Lucrezia Borgia son Costanzo II (Giovanni Maria) last ruler of Pesaro Bosio (count of Cotignola, lord of Castell'Arquato) Notable members Castellini Baldissera While the House of Sforza has died out over the last century, it is closely related to the Castellini Baldissera family, who inherited a number of their palazzos and estates. In popular culture One of the cursed artefacts from Friday the 13th: The Series was the "Sforza Glove", attributed to the original family's possession. Thomas Harris's character Hannibal Lecter is a descendant of the House of Sforza. In the book, anime, and manga series Trinity Blood, the Duchess of Milan, who is also one of the Cardinals, is named Caterina Sforza. Caterina Sforza appears as a non-playable character in the video game Assassin's Creed 2 and its sequel, Assassin's Creed: Brotherhood. The Sforza figure prominently in the Showtime series The Borgias. The house is mentioned in a song about the Borgia family in the British edutainment TV show Horrible Histories. There are notable members from the family in the Television Series Medici (TV series) See also Gradara Italian Wars List of rulers of Milan References
to the translation of Brenton: "and speak not to us in the Jewish tongue: and wherefore speakest thou in the ears of the men on the wall." The MT reads "people" where the Septuagint reads "men". This difference is very minor and does not affect the meaning of the verse. Scholars had used discrepancies such as this to claim that the Septuagint was a poor translation of the Hebrew original. This verse is found in Qumran (1QIsaa), however, where the Hebrew word "haanashim" (the men) is found in place of "haam" (the people). This discovery, and others like it, showed that even seemingly-minor differences of translation could be the result of variant Hebrew source texts. Differences in interpretation stemming from the same Hebrew text. An example is , shown above. Differences as a result of idiomatic translation issues: A Hebrew idiom may not be easily translated into Greek, and some difference is imparted. In , the MT reads: "The shields of the earth belong to God"; the Septuagint reads, "To God are the mighty ones of the earth." Transmission changes in Hebrew or Greek: Revision or recension changes and copying errors Dead Sea Scrolls The Biblical manuscripts found in Qumran, commonly known as the Dead Sea Scrolls (DSS), have prompted comparisons of the texts associated with the Hebrew Bible (including the Septuagint). Emanuel Tov, editor of the translated scrolls, identifies five broad variants of DSS texts: Proto-Masoretic: A stable text and numerous, distinct agreements with the Masoretic Text. About 60 percent of the Biblical scrolls (including 1QIsa-b) are in this category. Pre-Septuagint: Manuscripts which have distinctive affinities with the Greek Bible. About five percent of the Biblical scrolls, they include 4QDeut-q, 4QSam-a, 4QJer-b, and 4QJer-d. In addition to these manuscripts, several others share similarities with the Septuagint but do not fall into this category. The Qumran "Living Bible": Manuscripts which, according to Tov, were copied in accordance with the "Qumran practice": distinctive, long orthography and morphology, frequent errors and corrections, and a free approach to the text. They make up about 20 percent of the Biblical corpus, including the Isaiah Scroll (1QIsa-a). Pre-Samaritan: DSS manuscripts which reflect the textual form of the Samaritan Pentateuch, although the Samaritan Bible is later and contains information not found in these earlier scrolls, (such as God's holy mountain at Shechem, rather than Jerusalem). These manuscripts, characterized by orthographic corrections and harmonizations with parallel texts elsewhere in the Pentateuch, are about five percent of the Biblical scrolls and include 4QpaleoExod-m. Non-aligned: No consistent alignment with any of the other four text types. About 10 percent of the Biblical scrolls, they include 4QDeut-b, 4QDeut-c, 4QDeut-h, 4QIsa-c, and 4QDan-a. The textual sources present a variety of readings; Bastiaan Van Elderen compares three variations of Deuteronomy 32:43, the Song of Moses: Print editions The text of all print editions is derived from the recensions of Origen, Lucian, or Hesychius: The editio princeps is the Complutensian Polyglot Bible. Based on now-lost manuscripts, it is one of the received texts used for the KJV (similar to Textus Receptus) and seems to convey quite early readings. The by Brian Walton is one of the few versions that includes a Septuagint not based on the Egyptian Alexandria-type text (such as Vaticanus, Alexandrinus and Sinaiticus), but follows the majority which agree (like the Complutensian Polyglot). The Aldine edition (begun by Aldus Manutius) was published in Venice in 1518. The editor says that he collated ancient, unspecified manuscripts, and it has been reprinted several times. The Roman or Sixtine Septuagint, which uses Codex Vaticanus as the base text and later manuscripts for the lacunae in the uncial manuscript. It was published in 1587 under the direction of Antonio Carafa, with the help of Roman scholars Gugliemo Sirleto, Antonio Agelli and Petrus Morinus and by the authority of Sixtus V, to assist revisers preparing the Latin Vulgate edition ordered by the Council of Trent. It is the textus receptus of the Greek Old Testament and has been published in a number of editions, such as: those of Robert Holmes and James Parsons (Oxford, 1798–1827), the seven editions of Constantin von Tischendorf which appeared at Leipzig between 1850 and 1887 (the last two published after the death of the author and revised by Nestle), and the four editions of Henry Barclay Swete (Cambridge, 1887–95, 1901, 1909). A detailed description of this edition has been made by H. B. Swete in An Introduction to the Old Testament in Greek (1900), pp. 174–182. Grabe's edition was published in Oxford from 1707 to 1720 and reproduced, imperfectly, the Codex Alexandrinus of London. For partial editions, see Fulcran Vigouroux, Dictionnaire de la Bible, 1643 and later. Alfred Rahlfs' edition of the Septuagint. Alfred Rahlfs, a Septuagint researcher at the University of Göttingen, began a manual edition of the Septuagint in 1917 or 1918. The completed Septuaginta, published in 1935, relies mainly on the Vaticanus, Sinaiticus and Alexandrinus and presents a critical framework with variants from these and several other sources. The Göttingen Septuagint (Vetus Testamentum Graecum: Auctoritate Academiae Scientiarum Gottingensis editum), a critical version in multiple volumes published from 1931 to 2009, is not yet complete; the largest missing parts are the history books Joshua through Chronicles (except Ruth) and the Solomonic books Proverbs through Song of Songs. Its two critical frameworks present variant Septuagint readings and variants of other Greek versions. In 2006, a revision of Alfred Rahlfs' Septuaginta was published by the German Bible Society. This revised edition includes over a thousand changes. The text of this revised edition contains changes in the diacritics, and only two wording changes: in Isaiah 5:17 and 53:2, Is 5:17 ἀπειλημμένων became ἀπηλειμμένων, and Is 53:2 ἀνηγγείλαμεν became by conjecture ἀνέτειλε μένà. The Apostolic Bible Polyglot contains a Septuagint text derived primarily from the agreement of any two of the Complutensian Polyglot, the Sixtine, and the Aldine texts. Septuaginta: A Reader's Edition, a 2018 reader's edition of the Septuagint using the text of the 2006 revised edition of Rahlf's Septuaginta. Onomastics One of the main challenges, faced by translators during their work, emanated from the need to implement appropriate Greek forms for various onomastic terms, used in the Hebrew Bible. Most onomastic terms (toponyms, anthroponyms) of the Hebrew Bible were rendered by corresponding Greek terms that were similar in form and sounding, with some notable exceptions. One of those exceptions was related to a specific group of onomastic terms for the region of Aram and ancient Arameans. Influenced by Greek onomastic terminology, translators decided to adopt Greek custom of using "Syrian" labels as designations for Arameans, their lands and language, thus abandoning endonymic (native) terms, that were used in the Hebrew Bible. In the Greek translation, the region of Aram was commonly labeled as "Syria", while Arameans were labeled as "Syrians". Such adoption and implementation of terms that were foreign (exonymic) had far-reaching influence on later terminology related to Arameans and their lands, since the same terminology was reflected in later Latin and other translations of the Septuagint, including the English translation. Reflecting on those problems, American orientalist Robert W. Rogers (d. 1930) noted in 1921: "it is most unfortunate that Syria and Syrians ever came into the English versions. It should always be Aram and the Aramaeans". English translations The first English translation (which excluded the apocrypha) was Charles Thomson's in 1808, which was revised and enlarged by C. A. Muses in 1954 and published by the Falcon's Wing Press. The Septuagint with Apocrypha: Greek and English was translated by Lancelot Brenton in 1854. It is the traditional translation and most of the time since its publication it has been the only one readily available, and it has continually been in print. The translation, based on the Codex Vaticanus, contains the Greek and English texts in parallel columns. It has an average of four footnoted, transliterated words per page, abbreviated Alex and GK. The Complete Apostles' Bible (translated by Paul W. Esposito) was published in 2007. Using the Masoretic Text in the 23rd Psalm (and possibly elsewhere), it omits the apocrypha. A New English Translation of the Septuagint and the Other Greek Translations Traditionally Included Under that Title (NETS), an academic translation based on the New Revised Standard version (in turn based on the Masoretic Text) was published by the International Organization for Septuagint and Cognate Studies (IOSCS) in October 2007. The Apostolic Bible Polyglot, published in 2003, features a Greek-English interlinear Septuagint. It includes the Greek books of the Hebrew canon (without the apocrypha) and the Greek New Testament; the whole Bible is numerically coded to a new version of the Strong numbering system created to add words not present in the original numbering by Strong. The edition is set in monotonic orthography. The version includes a concordance and index. The Orthodox Study Bible, published in early 2008, features a new translation of the Septuagint based on the Alfred Rahlfs' edition of the Greek text. Two additional major sources have been added: the 1851 Brenton translation and the New King James Version text in places where the translation matches the Hebrew Masoretic text. This edition includes the NKJV New Testament and extensive commentary from an Eastern Orthodox perspective. Nicholas King completed The Old Testament in four volumes and The Bible. Brenton's Septuagint, Restored Names Version (SRNV) has been published in two volumes. The Hebrew-names restoration, based on the Westminster Leningrad Codex, focuses on the restoration of the Divine Name and has extensive Hebrew and Greek footnotes. The Eastern Orthodox Bible would have featured an extensive revision and correction of Brenton's translation (which was primarily based on the Codex Vaticanus). With modern language and syntax, it would have had extensive introductory material and footnotes with significant inter-LXX and LXX/MT variants, before being cancelled. The Holy Orthodox Bible by Peter A. Papoutsis and The Old Testament According to the Seventy by Michael Asser are based on the Greek Septuagint text published by the Apostoliki Diakonia of the Church of Greece. In 2012, Lexham Press published the Lexham English Septuagint (LES), providing a literal, readable, and transparent English edition of the Septuagint for modern readers. In 2019, Lexham Press published the Lexham English Septuagint, Second Edition (LES2), making more of an effort than the first to focus on the text as received rather than as produced. Because this approach shifts the point of reference from a diverse group to a single implied reader, the new LES exhibits more consistency than the first edition. "The Lexham English Septuagint (LES), then, is the only contemporary English translation of the LXX that has been made directly from the Greek." Society and journal The International Organization for Septuagint and Cognate Studies (IOSCS), a non-profit learned society, promotes international research into and study of the Septuagint and related texts. The society declared 8 February 2006 International Septuagint Day, a day to promote the work on campuses and in communities. The IOSCS publishes the Journal of Septuagint and Cognate Studies. See also Biblical apocrypha Biblical canon Book of Job in Byzantine illuminated
are estimated to have been written between 200 BCE and 50 CE. Among them are the first two books of Maccabees; Tobit; Judith; the Wisdom of Solomon; Sirach; Baruch (including the Letter of Jeremiah), and additions to Esther and Daniel. The Septuagint version of some books, such as Daniel and Esther, are longer than those in the Masoretic Text, which were affirmed as canonical by the rabbis. The Septuagint Book of Jeremiah is shorter than the Masoretic Text. The Psalms of Solomon, 3 Maccabees, 4 Maccabees, the Letter of Jeremiah, the Book of Odes, the Prayer of Manasseh and Psalm 151 are included in some copies of the Septuagint. Several reasons have been given for the rejection of the Septuagint as scriptural by mainstream rabbinic Judaism since late antiquity. Differences between the Hebrew and the Greek were found. The Hebrew source texts in some cases (particularly the Book of Daniel) used for the Septuagint differed from the Masoretic Text. The rabbis also wanted to distinguish their tradition from the emerging tradition of Christianity, which frequently used the Septuagint. As a result of these teachings, other translations of the Torah into Koine Greek by early Jewish rabbis have survived only as rare fragments. The Septuagint became synonymous with the Greek Old Testament, a Christian canon incorporating the books of the Hebrew canon with additional texts. Although the Catholic Church and the Eastern Orthodox Church include most of the books in the Septuagint in their canons, Protestant churches usually do not. After the Reformation, many Protestant Bibles began to follow the Jewish canon and exclude the additional texts (which came to be called the Apocrypha) as noncanonical. The Apocrypha are included under a separate heading in the King James Version of the Bible. Final form All the books in Western Old Testament biblical canons are found in the Septuagint, although the order does not always coincide with the Western book order. The Septuagint order is evident in the earliest Christian Bibles, which were written during the fourth century. Some books which are set apart in the Masoretic Text are grouped together. The Books of Samuel and the Books of Kings are one four-part book entitled Βασιλειῶν (Of Reigns) in the Septuagint. The Books of Chronicles, known collectively as Παραλειπομένων (Of Things Left Out) supplement Reigns. The Septuagint organizes the minor prophets in its twelve-part Book of Twelve. Some ancient scriptures are found in the Septuagint, but not in the Hebrew Bible. The additional books are Tobit; Judith; the Wisdom of Solomon; Wisdom of Jesus son of Sirach; Baruch and the Letter of Jeremiah, which became chapter six of Baruch in the Vulgate; additions to Daniel (The Prayer of Azarias, the Song of the Three Children, Susanna, and Bel and the Dragon); additions to Esther; 1 Maccabees; 2 Maccabees; 3 Maccabees; 4 Maccabees; 1 Esdras; Odes (including the Prayer of Manasseh); the Psalms of Solomon, and Psalm 151. Fragments of deuterocanonical books in Hebrew are among the Dead Sea Scrolls found at Qumran. Sirach, whose text in Hebrew was already known from the Cairo Geniza, has been found in two scrolls (2QSir or 2Q18, 11QPs_a or 11Q5) in Hebrew. Another Hebrew scroll of Sirach has been found in Masada (MasSir). Five fragments from the Book of Tobit have been found in Qumran: four written in Aramaic and one written in Hebrew (papyri 4Q, nos. 196-200). Psalm 151 appears with a number of canonical and non-canonical psalms in the Dead Sea scroll 11QPs(a) (also known as 11Q5), a first-century-CE scroll discovered in 1956. The scroll contains two short Hebrew psalms, which scholars agree were the basis for Psalm 151. The canonical acceptance of these books varies by Christian tradition. Theodotion's translation The Book of Daniel is preserved in the 12-chapter Masoretic Text and in two longer Greek versions, the original Septuagint version, c. 100 BCE, and the later Theodotion version from c. 2nd century CE. Both Greek texts contain three additions to Daniel: The Prayer of Azariah and Song of the Three Holy Children; the story of Susannah and the Elders; and the story of Bel and the Dragon. Theodotion is much closer to the Masoretic Text and became so popular that it replaced the original Septuagint version in all but two manuscripts of the Septuagint itself. The Greek additions were apparently never part of the Hebrew text. Several Old Greek texts of the Book of Daniel have been discovered, and the original form of the book is being reconstructed. Use Jewish use It is unclear to what extent Alexandrian Jews accepted the authority of the Septuagint. Manuscripts of the Septuagint have been found among the Dead Sea Scrolls, and were thought to have been in use among various Jewish sects at the time. Several factors led most Jews to abandon the Septuagint around the second century CE. The earliest gentile Christians used the Septuagint out of necessity, since it was the only Greek version of the Bible and most (if not all) of these early non-Jewish Christians could not read Hebrew. The association of the Septuagint with a rival religion may have made it suspect in the eyes of the newer generation of Jews and Jewish scholars. Jews instead used Hebrew or Aramaic Targum manuscripts later compiled by the Masoretes and authoritative Aramaic translations, such as those of Onkelos and Rabbi Yonathan ben Uziel. Perhaps most significant for the Septuagint, as distinct from other Greek versions, was that the Septuagint began to lose Jewish sanction after differences between it and contemporary Hebrew scriptures were discovered. Even Greek-speaking Jews tended to prefer other Jewish versions in Greek (such as the translation by Aquila), which seemed to be more concordant with contemporary Hebrew texts. Christian use The Early Christian church used the Greek texts, since Greek was a lingua franca of the Roman Empire at the time and the language of the Greco-Roman Church while Aramaic was the language of Syriac Christianity. The relationship between the apostolic use of the Septuagint and the Hebrew texts is complicated. Although the Septuagint seems to have been a major source for the Apostles, it is not the only one. St. Jerome offered, for example, Matthew 2:15 and 2:23, , , and as examples found in Hebrew texts but not in the Septuagint. Matthew 2:23 is not present in current Masoretic tradition either; according to Jerome, however, it was in Isaiah 11:1. The New Testament writers freely used the Greek translation when citing the Jewish scriptures (or quoting Jesus doing so), implying that Jesus, his apostles, and their followers considered it reliable. In the early Christian Church, the presumption that the Septuagint was translated by Jews before the time of Christ and that it lends itself more to a Christological interpretation than 2nd-century Hebrew texts in certain places was taken as evidence that "Jews" had changed the Hebrew text in a way that made it less Christological. Irenaeus writes about Isaiah 7:14 that the Septuagint clearly identifies a "virgin" (Greek παρθένος; bethulah in Hebrew) who would conceive. The word almah in the Hebrew text was, according to Irenaeus, interpreted by Theodotion and Aquila (Jewish converts), as a "young woman" who would conceive. Again according to Irenaeus, the Ebionites used this to claim that Joseph was the biological father of Jesus. To him that was heresy facilitated by late anti-Christian alterations of the scripture in Hebrew, as evident by the older, pre-Christian Septuagint. Jerome broke with church tradition, translating most of the Old Testament of his Vulgate from Hebrew rather than Greek. His choice was sharply criticized by Augustine, his contemporary. Although Jerome argued for the superiority of the Hebrew texts in correcting the Septuagint on philological and theological grounds, because he was accused of heresy he also acknowledged the Septuagint texts. Acceptance of Jerome's version increased, and it displaced the Septuagint's Old Latin translations. The Eastern Orthodox Church prefers to use the Septuagint as the basis for translating the Old Testament into other languages, and uses the untranslated Septuagint where Greek is the liturgical language. Critical translations of the Old Testament which use the Masoretic Text as their basis consult the Septuagint and other versions to reconstruct the meaning of the Hebrew text when it is unclear, corrupted, or ambiguous. According to the New Jerusalem Bible foreword, "Only when this (the Masoretic Text) presents insuperable difficulties have emendations or other versions, such as the [...] LXX, been used." The translator's preface to the New International Version reads, "The translators also consulted the more important early versions (including) the Septuagint [...] Readings from these versions were occasionally followed where the MT seemed doubtful" Textual history Textual analysis Modern scholarship holds that the Septuagint was written from the 3rd through the 1st centuries BCE, but nearly all attempts at dating specific books (except for the Pentateuch, early- to mid-3rd century BCE) are tentative. Later Jewish revisions and recensions of the Greek against the Hebrew are well-attested. The best-known are Aquila (128 CE), Symmachus, and Theodotion. These three, to varying degrees, are more-literal renderings of their contemporary Hebrew scriptures compared to the Old Greek (the original Septuagint). Modern scholars consider one (or more) of the three to be new Greek versions of the Hebrew Bible. Although much of Origen's Hexapla (a six-version critical edition of the Hebrew Bible) is lost, several compilations of fragments are available. Origen kept a column for the Old Greek (the Septuagint), which included readings from all the Greek versions in a critical apparatus with diacritical marks indicating to which version each line (Gr. στίχος) belonged. Perhaps the Hexapla was never copied in its entirety, but Origen's combined text was copied frequently (eventually without the editing marks) and the older uncombined text of the Septuagint was neglected. The combined text was the first major Christian recension of the Septuagint, often called the Hexaplar recension. Two other major recensions were identified in the century following Origen by Jerome, who attributed these to Lucian (the Lucianic, or Antiochene, recension) and Hesychius (the Hesychian, or Alexandrian, recension). Manuscripts The oldest manuscripts of the Septuagint include 2nd-century-BCE fragments of Leviticus and Deuteronomy (Rahlfs nos. 801, 819, and 957) and 1st-century-BCE fragments of Genesis, Exodus, Leviticus, Numbers, Deuteronomy, and the Twelve Minor Prophets (Alfred Rahlfs nos. 802, 803, 805, 848, 942, and 943). Relatively-complete manuscripts of the Septuagint postdate the Hexaplar recension, and include the fourth-century-CE Codex Vaticanus and the fifth-century Codex Alexandrinus. These are the oldest-surviving nearly-complete manuscripts of the Old Testament in any language; the oldest extant complete Hebrew texts date to about 600 years later, from the first half of the 10th century. The 4th-century Codex Sinaiticus also partially survives, with many Old Testament texts. The Jewish (and, later, Christian) revisions and recensions are largely responsible for the divergence of the codices. The Codex Marchalianus is another notable manuscript. Differences from the Vulgate and the Masoretic Text The text of the Septuagint is generally close to that of the Masoretes and Vulgate. is identical in the Septuagint, Vulgate and the Masoretic Text, and to the end of the chapter is the same. There is only one noticeable difference in that chapter, at 4:7: The differences between the Septuagint and the MT fall into four categories: Different Hebrew sources for the MT and the Septuagint. Evidence of this can be found throughout the Old Testament. A subtle example may be found in ; the meaning remains the same, but the choice of words evidences a different text. The MT reads "...al tedaber yehudit be-'ozne ha`am al ha-homa" [speak not the Judean language in the ears of (or—which can be heard by) the people on the wall]. The same verse in the Septuagint
Sinaiticus Petropolitanus. 2. Veteris Testamenti pars prior. G. Olms, Hildesheim 1869 (Repr.). Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 3. Veteris Testamenti pars posterior. G. Olms, Hildesheim 1869 (Repr.). Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 4. Novum Testamentum cum Barnaba et Pastore. G. Olms, Hildesheim 1869 (Repr.). The complete publication of the codex was made by Kirsopp Lake in 1911 (New Testament), and in 1922 (Old Testament). It was the full-sized black and white facsimile of the manuscript, "made from negatives taken from St. Petersburg by my wife and myself in the summer of 1908". The story of how Tischendorf found the manuscript, which contained most of the Old Testament and all of the New Testament, has all the interest of a romance. Tischendorf reached the monastery on 31 January; but his inquiries appeared to be fruitless. On 4 February, he had resolved to return home without having gained his object: On the afternoon of this day I was taking a walk with the steward of the convent in the neighbourhood, and as we returned, towards sunset, he begged me to take some refreshment with him in his cell. Scarcely had he entered the room, when, resuming our former subject of conversation, he said: "And I, too, have read a Septuagint" – i.e. a copy of the Greek translation made by the Seventy. And so saying, he took down from the corner of the room a bulky kind of volume, wrapped up in a red cloth, and laid it before me. I unrolled the cover, and discovered, to my great surprise, not only those very fragments which, fifteen years before, I had taken out of the basket, but also other parts of the Old Testament, the New Testament complete, and, in addition, the Epistle of Barnabas and a part of the Shepherd of Hermas. After some negotiations, he obtained possession of this precious fragment. James Bentley gives an account of how this came about, prefacing it with the comment, "Tischendorf therefore now embarked on the remarkable piece of duplicity which was to occupy him for the next decade, which involved the careful suppression of facts and the systematic denigration of the monks of Mount Sinai." He conveyed it to Tsar Alexander II, who appreciated its importance and had it published as nearly as possible in facsimile, so as to exhibit correctly the ancient handwriting. In 1869 the Tsar sent the monastery 7,000 rubles and the monastery of Mount Tabor 2,000 rubles by way of compensation. The document in Russian formalising this was published in 2007 in Russia and has since been translated. Regarding Tischendorf's role in the transfer to Saint Petersburg, there are several views. The codex is currently regarded by the monastery as having been stolen. This view is hotly contested by several scholars in Europe. Kirsopp Lake wrote: Those who have had much to do with Oriental monks will understand how improbable it is that the terms of the arrangement, whatever it was, were ever known to any except a few of the leaders. In a more neutral spirit, New Testament scholar Bruce Metzger writes: Certain aspects of the negotiations leading to the transfer of the codex to the Tsar's possession are open to an interpretation that reflects adversely on Tischendorf's candour and good faith with the monks at Saint Catherine's Monastery. For a recent account intended to exculpate him of blame, see Erhard Lauch's article 'Nichts gegen Tischendorf' in Bekenntnis zur Kirche: Festgabe für Ernst Sommerlath zum 70. Geburtstag (Berlin, c. 1961); for an account that includes a hitherto unknown receipt given by Tischendorf to the authorities at the monastery promising to return the manuscript from Saint Petersburg 'to the Holy Confraternity of Sinai at its earliest request'.Metzger, Bruce A. (1992) The Text of the New Testament: Its Transmission, Corruption and Restoration, (3rd Ed.), Oxford University Press, p. 45. Simonides On 13 September 1862 Constantine Simonides, skilled in calligraphy and with a controversial background with manuscripts, made the claim in print in The Manchester Guardian that he had written the codex himself as a young man in 1839 in the Panteleimonos monastery at Athos. Constantin von Tischendorf, who worked with numerous Bible manuscripts, was known as somewhat flamboyant, and had ambitiously sought money from several royal families for his ventures, who had indeed funded his trips. Simonides had a somewhat obscure history, as he claimed he was at Mt. Athos in the years preceding Tischendorf's contact, making the claim at least plausible. Simonides also claimed his father had died and the invitation to Mt. Athos came from his uncle, a monk there, but subsequent letters to his father were found among his possessions at his death. Simonides claimed the false nature of the document in The Manchester Guardian in an exchange of letters among scholars and others, at the time. Henry Bradshaw, a British librarian known to both men, defended the Tischendorf find of the Sinaiticus, casting aside the accusations of Simonides. Since Bradshaw was a social 'hub' among many diverse scholars of the day, his aiding of Tischendorf was given much weight. Simonides died shortly after, and the issue lay dormant for many years. Tischendorf answered Simonides in Allgemeine Zeitung (December), that only in the New Testament there are many differences between it and all other manuscripts. Henry Bradshaw, a bibliographer, combatted the claims of Constantine Simonides in a letter to The Manchester Guardian (26 January 1863). Bradshaw argued that the Codex Sinaiticus brought by Tischendorf from the Greek monastery of Mount Sinai was not a modern forgery or written by Simonides. The controversy seems to regard the misplaced use of the word 'fraud' or 'forgery' since it may have been a repaired text, a copy of the Septuagint based upon Origen's Hexapla, a text which has been rejected for centuries because of its lineage from Eusebius who introduced Arian doctrine into the courts of Constantine I and II. Not every scholar and Church minister was delighted about the codex. Burgon, a supporter of the Textus Receptus, suggested that Codex Sinaiticus, as well as codices Vaticanus and Codex Bezae, were the most corrupt documents extant. Each of these three codices "clearly exhibits a fabricated text – is the result of arbitrary and reckless recension." The two most weighty of these three codices, א and B, he likens to the "two false witnesses" of Matthew. Recent history In the early 20th century Vladimir Beneshevich (1874–1938) discovered parts of three more leaves of the codex in the bindings of other manuscripts in the library of Mount Sinai. Beneshevich went on three occasions to the monastery (1907, 1908, 1911) but does not tell when or from which book these were recovered. These leaves were also acquired for St. Petersburg, where they remain. For many decades, the Codex was preserved in the Russian National Library. In 1933, the Soviet Union sold the codex to the British Museum (after 1973 British Library) for £100,000 raised by public subscription (worth £ in ). After coming to Britain it was examined by Skeat and Milne using an ultra-violet lamp. In May 1975, during restoration work, the monks of Saint Catherine's Monastery discovered a room beneath the St. George Chapel which contained many parchment fragments. Kurt Aland and his team from the Institute for New Testament Textual Research were the first scholars who were invited to analyse, examine and photograph these new fragments of the New Testament in 1982. Among these fragments were twelve complete leaves from the Sinaiticus, 11 leaves of the Pentateuch and 1 leaf of the Shepherd of Hermas. Together with these leaves 67 Greek Manuscripts of New Testament have been found (uncials 0278 – 0296 and some minuscules). In June 2005, a team of experts from the UK, Europe, Egypt, Russia and USA undertook a joint project to produce a new digital edition of the manuscript (involving all four holding libraries), and a series of other studies was announced. This will include the use of hyperspectral imaging to photograph the manuscripts to look for hidden information such as erased or faded text. This is to be done in cooperation with the British Library. More than one quarter of the manuscript was made publicly available at The Codex Sinaiticus Website on 24 July 2008. On 6 July 2009, 800 more pages of the manuscript were made available, showing over half of the entire text, although the entire text was intended to be shown by that date. The complete document is now available online in digital form and available for scholarly study. The online version has a fully transcribed set of digital pages, including amendments to the text, and two images of each page, with both standard lighting and raked lighting to highlight the texture of the parchment. Prior to 1 September 2009, the University of the Arts London PhD student, Nikolas Sarris, discovered the previously unseen fragment of the Codex in the library of Saint Catherine's Monastery. It contains the text of Book of Joshua 1:10. Present location The codex is now split into four unequal portions: 347 leaves in the British Library in London (199 of the Old Testament, 148 of the New Testament), 12 leaves and 14 fragments in the Saint Catherine's Monastery, 43 leaves in the Leipzig University Library, and fragments of 3 leaves in the Russian National Library in Saint Petersburg. Saint Catherine's Monastery still maintains the importance of a letter, handwritten in 1844 with an original signature of Tischendorf confirming that he borrowed those leaves. However, recently published documents, including a deed of gift dated 11 September 1868 and signed by Archbishop Kallistratos and the monks of the monastery, indicate that the manuscript was acquired entirely legitimately. This deed, which agrees with a report by Kurt Aland on the matter, has now been published. This development is not widely known in the English-speaking world, as
codices: Bodmer II, Regius (L), Ephraemi (C), and Sangallensis (Δ). They were discovered by Edward Ardron Hutton. History Early history Provenance Little is known of the manuscript's early history. According to Hort, it was written in the West, probably in Rome, as suggested by the fact that the chapter division in the Acts of the Apostles common to Sinaiticus and Vaticanus occurs in no other Greek manuscript, but is found in several manuscripts of the Latin Vulgate. Robinson countered this argument, suggesting that this system of chapter divisions was introduced into the Vulgate by Jerome himself, as a result of his studies at Caesarea. According to Kenyon the forms of the letters are Egyptian and they were found in Egyptian papyri of earlier date. Gardthausen Ropes and Jellicoe thought it was written in Egypt. Harris believed that the manuscript came from the library of Pamphilus at Caesarea, Palestine. Streeter, Skeat, and Milne also believed that it was produced in Caesarea. Date The codex has been dated paleographically to the mid-4th century. It could not have been written before 325 because it contains the Eusebian Canons, which is a terminus post quem. "The terminus ante quem is less certain, but, according to Milne and Skeat, is not likely to be much later than about 360." Tischendorf theorized that Codex Sinaiticus was one of the fifty copies of the Bible commissioned from Eusebius by Roman emperor Constantine after his conversion to Christianity (De vita Constantini, IV, 37). This hypothesis was supported by Pierre Batiffol, Gregory and Skeat believed that it was already in production when Constantine placed his order, but had to be suspended in order to accommodate different page dimensions. Frederic G. Kenyon argued: "There is not the least sign of either of them ever having been at Constantinople. The fact that Sinaiticus was collated with the manuscript of Pamphilus so late as the sixth century seems to show that it was not originally written at Caesarea". Scribes and correctors Tischendorf believed that four separate scribes (whom he named A, B, C and D) copied the work and that five correctors (whom he designated a, b, c, d and e) amended portions. He posited that one of the correctors was contemporaneous with the original scribes, and that the others worked in the 6th and 7th centuries. It is now agreed, after Milne and Skeat's reinvestigation, that Tischendorf was wrong, in that scribe C never existed. According to Tischendorf, scribe C wrote the poetic books of the Old Testament. These are written in a different format from the rest of the manuscript – they appear in two columns (the rest of books is in four columns), written stichometrically. Tischendorf probably interpreted the different formatting as indicating the existence of another scribe. The three remaining scribes are still identified by the letters that Tischendorf gave them: A, B, and D. Correctors were more, at least seven (a, b, c, ca, cb, cc, e). Modern analysis identifies at least three scribes: Scribe A wrote most of the historical and poetical books of the Old Testament, almost the whole of the New Testament, and the Epistle of Barnabas Scribe B was responsible for the Prophets and for the Shepherd of Hermas Scribe D wrote the whole of Tobit and Judith, the first half of 4 Maccabees, the first two-thirds of the Psalms, and the first five verses of Revelation Scribe B was a poor speller, and scribe A was not very much better; the best scribe was D. Metzger states: "scribe A had made some unusually serious mistakes". Scribes A and B more often used nomina sacra in contracted forms (ΠΝΕΥΜΑ contracted in all occurrences, ΚΥΡΙΟΣ contracted except in 2 occurrences), scribe D more often used forms uncontracted. D distinguished between sacral and nonsacral using of ΚΥΡΙΟΣ. His errors are the substitution of ΕΙ for Ι, and Ι for ΕΙ in medial positions, both equally common. Otherwise substitution of Ι for initial ΕΙ is unknown, and final ΕΙ is only replaced in word ΙΣΧΥΕΙ, confusing of Ε and ΑΙ is very rare. In the Book of Psalms this scribe has 35 times ΔΑΥΕΙΔ instead of ΔΑΥΙΔ, while scribe A normally uses an abbreviated form ΔΑΔ. Scribe A's was a "worse type of phonetic error". Confusion of Ε and ΑΙ occurs in all contexts. Milne and Skeat characterised scribe B as "careless and illiterate". The work of the original scribe is designated by the siglum א*. A paleographical study at the British Museum in 1938 found that the text had undergone several corrections. The first corrections were done by several scribes before the manuscript left the scriptorium. Readings which they introduced are designated by the siglum אa. Milne and Skeat have observed that the superscription to 1 Maccabees was made by scribe D, while the text was written by scribe A. Scribe D corrects his own work and that of scribe A, but scribe A limits himself to correcting his own work. In the 6th or 7th century, many alterations were made (אb) – according to a colophon at the end of the book of Esdras and Esther the source of these alterations was "a very ancient manuscript that had been corrected by the hand of the holy martyr Pamphylus" (martyred in 309). If this is so, material beginning with 1 Samuel to the end of Esther is Origen's copy of the Hexapla. From this colophon, the correction is concluded to have been made in Caesarea Maritima in the 6th or 7th centuries. The pervasive iotacism, especially of the diphthong, remains uncorrected. Discovery The Codex may have been seen in 1761 by the Italian traveller, Vitaliano Donati, when he visited the Saint Catherine's Monastery at Sinai in Egypt. His diary was published in 1879, in which was written: In questo monastero ritrovai una quantità grandissima di codici membranacei... ve ne sono alcuni che mi sembravano anteriori al settimo secolo, ed in ispecie una Bibbia in membrane bellissime, assai grandi, sottili, e quadre, scritta in carattere rotondo e belissimo; conservano poi in chiesa un Evangelistario greco in caractere d'oro rotondo, che dovrebbe pur essere assai antico. In this monastery I found a great number of parchment codices ... there are some which seemed to be written before the seventh century, and especially a Bible (made) of beautiful vellum, very large, thin and square parchments, written in round and very beautiful letters; moreover there are also in the church a Greek Evangelistarium in gold and round letters, it should be very old. The "Bible on beautiful vellum" may be the Codex Sinaiticus, and the gold evangelistarium is likely Lectionary 300 on the Gregory-Aland list. German Biblical scholar Constantin von Tischendorf wrote about his visit to the monastery in Reise in den Orient in 1846 (translated as Travels in the East in 1847), without mentioning the manuscript. Later, in 1860, in his writings about the Sinaiticus discovery, Tischendorf wrote a narrative about the monastery and the manuscript that spanned from 1844 to 1859. He wrote that in 1844, during his first visit to the Saint Catherine's Monastery, he saw some leaves of parchment in a waste-basket. They were "rubbish which was to be destroyed by burning it in the ovens of the monastery", although this is firmly denied by the Monastery. After examination he realized that they were part of the Septuagint, written in an early Greek uncial script. He retrieved from the basket 129 leaves in Greek which he identified as coming from a manuscript of the Septuagint. He asked if he might keep them, but at this point the attitude of the monks changed. They realized how valuable these old leaves were, and Tischendorf was permitted to take only one-third of the whole, i.e. 43 leaves. These leaves contained portions of 1 Chronicles, Jeremiah, Nehemiah, and Esther. After his return they were deposited in the Leipzig University Library, where they remain. In 1846 Tischendorf published their contents, naming them the 'Codex Friderico-Augustanus' (in honor of Frederick Augustus and keeping secret the source of the leaves). Other portions of the same codex remained in the monastery, containing all of Isaiah and 1 and 4 Maccabees. In 1845, Archimandrite Porphyrius Uspensky (1804–1885), at that time head of the Russian Ecclesiastical Mission in Jerusalem and subsequently Bishop of Chigirin, visited the monastery and the codex was shown to him, together with leaves which Tischendorf had not seen. In 1846, Captain C. K. MacDonald visited Mount Sinai, saw the codex, and bought two codices (495 and 496) from the monastery. In 1853, Tischendorf revisited the Saint Catherine's Monastery to get the remaining 86 folios, but without success. Returning in 1859, this time under the patronage of Tsar Alexander II of Russia, he was shown the Codex Sinaiticus. He would later claim to have found it discarded in a rubbish bin. (This story may have been a fabrication, or the manuscripts in question may have been unrelated to the Codex Sinaiticus: Rev. J. Silvester Davies in 1863 quoted "a monk of Sinai who... stated that according to the librarian of the monastery the whole of Codex Sinaiticus had been in the library for many years and was marked in the ancient catalogues... Is it not likely... that a manuscript known in the library catalogue would have been jettisoned in the rubbish basket." Indeed, it has been noted that the leaves were in "suspiciously good condition" for something found in the trash.) Tischendorf had been sent to search for manuscripts by Russia's Tsar Alexander II, who was convinced there were still manuscripts to be found at the Sinai monastery. The text of this part of the codex was published by Tischendorf in 1862: Konstantin von Tischendorf: Bibliorum codex Sinaiticus Petropolitanus. Giesecke & Devrient, Leipzig 1862. This work has been digitised in full and all four volumes may be consulted online. It was reprinted in four volumes in 1869: Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 1. Prolegomena. G. Olms, Hildesheim 1869 (Repr.). Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 2. Veteris Testamenti pars prior. G. Olms, Hildesheim 1869 (Repr.). Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 3. Veteris Testamenti pars posterior. G. Olms, Hildesheim 1869 (Repr.). Konstantin von Tischendorf, G. Olms (Hrsg.): Bibliorum codex Sinaiticus Petropolitanus. 4. Novum Testamentum cum Barnaba et Pastore. G. Olms, Hildesheim 1869 (Repr.). The complete publication of the codex was made by Kirsopp Lake in 1911 (New Testament), and in 1922 (Old Testament). It was the full-sized black and white facsimile of the manuscript, "made from negatives taken from St. Petersburg by my wife and myself in the summer of 1908". The story of how Tischendorf found the manuscript, which contained most of the Old Testament and all of the New Testament, has all the interest of a romance. Tischendorf reached the monastery on 31 January; but his inquiries appeared to be fruitless. On 4 February, he had resolved to return home without having gained his object: On the afternoon of this day I was taking a walk with the steward of the convent in the neighbourhood, and as we returned, towards sunset, he begged me to take some refreshment with him in his cell. Scarcely had he entered the room, when, resuming our former subject of conversation, he said: "And I, too, have read a Septuagint" – i.e. a copy of the Greek translation made by the Seventy. And so saying, he took down from the corner of the room a bulky kind of volume, wrapped up in a red cloth, and laid it before me. I unrolled the cover, and discovered, to my great surprise, not only those very fragments which, fifteen years before, I had taken out of the basket, but also other parts of the Old Testament, the New Testament complete, and, in addition, the Epistle of Barnabas and a part of the Shepherd of Hermas. After some negotiations, he obtained possession of this precious fragment. James Bentley gives an account of how this came about, prefacing it with the comment, "Tischendorf therefore now embarked on the remarkable piece of duplicity which was to occupy him for the next decade, which involved the careful suppression of facts and the systematic denigration of the monks of Mount Sinai." He conveyed it to Tsar Alexander II, who appreciated its importance and had it published as nearly as possible in facsimile, so as to exhibit correctly the ancient handwriting. In 1869 the Tsar sent the monastery 7,000 rubles and the monastery of Mount Tabor 2,000 rubles by way of compensation. The document in Russian formalising this was published in 2007 in Russia and has since been translated. Regarding Tischendorf's role in the transfer to Saint Petersburg, there are several views. The codex is currently regarded by the monastery as having been stolen. This view is hotly contested by several scholars in Europe. Kirsopp Lake wrote: Those who have had much to do with Oriental monks will understand how improbable it is that the terms of the arrangement, whatever it was, were ever known to any except a few of the leaders. In a more neutral spirit, New Testament scholar Bruce Metzger writes: Certain aspects of the negotiations leading to the transfer of the codex to the Tsar's possession are open to an interpretation that reflects adversely on Tischendorf's candour and good faith with the monks at Saint Catherine's Monastery. For a recent account intended to exculpate him of blame, see Erhard Lauch's article 'Nichts gegen Tischendorf' in Bekenntnis zur Kirche: Festgabe für Ernst Sommerlath zum 70. Geburtstag (Berlin, c. 1961); for an account that includes a hitherto unknown receipt given by Tischendorf to the authorities at the monastery promising to return the manuscript from Saint Petersburg 'to the Holy Confraternity of Sinai at its earliest request'.Metzger, Bruce A. (1992) The Text of the New Testament: Its Transmission, Corruption and Restoration, (3rd Ed.), Oxford University Press, p. 45. Simonides On 13 September 1862 Constantine Simonides, skilled in calligraphy and with a controversial background with manuscripts, made the claim in print in The Manchester Guardian that he had written the codex himself as a young man in 1839 in the Panteleimonos monastery at Athos. Constantin von Tischendorf, who worked with numerous Bible manuscripts, was known as somewhat flamboyant, and had ambitiously sought money from several royal families for his ventures, who had indeed funded his trips. Simonides had a somewhat obscure history, as he claimed he was at Mt. Athos in the years preceding Tischendorf's contact, making the claim at least plausible. Simonides also claimed his father had died and the invitation to Mt. Athos came from his uncle, a monk there, but subsequent letters to his father were found among his possessions at his death. Simonides claimed the false nature of the document in The Manchester Guardian in an exchange of letters among scholars and others, at the time. Henry Bradshaw, a British librarian known to both men, defended the Tischendorf find of the Sinaiticus, casting aside the accusations of Simonides. Since Bradshaw was a social 'hub' among many diverse scholars of the day, his aiding of Tischendorf was given much weight. Simonides died shortly after, and the issue lay dormant for many years. Tischendorf answered Simonides in Allgemeine Zeitung (December), that only in the New Testament there are many differences between it and all other manuscripts. Henry Bradshaw, a bibliographer, combatted the claims of Constantine Simonides in a letter to The Manchester Guardian (26 January 1863). Bradshaw argued that the Codex Sinaiticus brought by Tischendorf from the Greek monastery of Mount Sinai was not a modern forgery or written by Simonides. The controversy seems to regard the misplaced use of the word 'fraud' or 'forgery' since it may have been a repaired text, a copy of the Septuagint based upon Origen's Hexapla, a text which has been rejected for centuries because of its lineage from Eusebius who introduced Arian doctrine into the courts of Constantine I and II. Not every scholar and Church minister was delighted about the codex. Burgon, a supporter of the Textus Receptus, suggested that Codex Sinaiticus, as well as codices Vaticanus and Codex Bezae, were the most corrupt documents extant. Each of these three codices "clearly exhibits a fabricated text – is the result of arbitrary and reckless recension." The two most weighty of these three codices, א and B, he likens to the "two false witnesses" of Matthew. Recent history In the early 20th century Vladimir Beneshevich (1874–1938) discovered parts of three more leaves of the codex in the bindings of other manuscripts in the library of Mount Sinai. Beneshevich went on three occasions to the monastery (1907, 1908, 1911) but does not tell when or from which book these were recovered. These leaves were also acquired for St. Petersburg, where they remain. For many decades, the Codex was preserved in the Russian National Library. In 1933, the Soviet Union sold the codex to the British Museum (after 1973 British Library) for £100,000 raised by public subscription (worth £ in ). After coming to Britain it was examined by Skeat and Milne using an ultra-violet lamp. In May 1975, during restoration work, the monks of Saint Catherine's Monastery discovered a room beneath the St. George Chapel which contained many parchment fragments. Kurt Aland and his team from the Institute for New Testament Textual Research were the first scholars who were invited to analyse, examine and photograph these new fragments of the New Testament in 1982. Among these fragments were twelve complete leaves from the Sinaiticus, 11 leaves of the Pentateuch and 1 leaf of the Shepherd of Hermas. Together with these leaves 67 Greek Manuscripts of New Testament have been found (uncials 0278 – 0296 and some minuscules). In June 2005, a team of experts from the UK, Europe, Egypt, Russia and USA undertook a joint project to produce a new digital edition of the manuscript (involving all four holding libraries), and a series of other studies was announced. This will include the use of hyperspectral imaging to photograph the manuscripts to look for hidden information such as erased or faded text. This is to be done in cooperation with the British Library. More than one quarter of the manuscript was made publicly available at The Codex Sinaiticus Website on 24 July 2008. On 6 July 2009, 800 more pages of the manuscript were made available, showing over half of the entire text, although the entire text was intended to be shown by that date. The complete document is now available online in digital form and available for scholarly study. The online version has a fully transcribed set of digital pages, including amendments to the text, and two images of each page, with both standard lighting and raked lighting to highlight the texture of the parchment. Prior to 1 September 2009, the University of the Arts London PhD student, Nikolas Sarris, discovered the previously unseen fragment of the Codex in the library of Saint Catherine's Monastery. It contains the text of Book of Joshua 1:10. Present location The codex is now split into four unequal portions: 347 leaves in the British Library in London (199 of the Old Testament, 148 of the New Testament), 12 leaves and 14 fragments in the Saint Catherine's Monastery, 43 leaves in the Leipzig University Library, and fragments of 3 leaves in the Russian
coeducational in 1971. Today, Fisher is an independent, liberal arts institution in the Catholic tradition of American higher education. It was listed as a census-designated place in 2020. Academics Fisher is made up of five schools. It offers 35 undergraduate majors, as well as a variety of master's and doctoral programs. School of Arts and Sciences The School of Arts and Sciences is the largest school within St. John Fisher College. It offers degrees and minors in over 20 undergraduate academic disciplines. Ralph C. Wilson, Jr. School of Education The School is named after Ralph C. Wilson, Jr., the founding owner of the NFL's Buffalo Bills. It is accredited by the National Council for Accreditation of Teacher Education and offers undergraduate degrees in Inclusive Adolescence Education and Inclusive Childhood Education. It also offers a master's degree and initial certification program for those areas. Teachers already holding initial certification can earn graduate degrees and professional certification in Literacy Education (B-6 and 5–12), Special Education, and Educational Leadership, as well as an accelerated Doctor of Education in Executive Leadership. The School of Education is active in community outreach programs including a literacy center that provides tutoring and small group instruction in literacy for elementary through high school students. The School of Education works closely with local school districts including the Rochester City School District, which hosts a number of Professional Development Sites where practicing teachers and pre-service teachers work alongside education faculty to develop best practices. School of Business Fisher's business programs are accredited by the Association to Advance Collegiate Schools of Business (AACSB International). When this accreditation was gained, all business programs at the College were brought together in 2003 to form the College's first professional school, the School of Business. Wegmans School of Pharmacy The Wegmans School of Pharmacy is one of five pharmacy schools in New York State and is the first pharmacy school in the Greater Rochester community. It opened in fall 2006 and became fully accredited in May 2010. It awards a Doctor of Pharmacy degree to candidates who successfully complete four years of professional study. The school was made possible by a $5 million gift from the late Robert Wegman, who served for many years as president of Wegmans Food Markets. Wegmans School of Nursing This school is also named after Robert Wegman, who contributed $8 million to the college to create the School of Nursing. Fisher's nursing programs are fully accredited by the New York State Education Department and the Commission on Collegiate Nursing Education. The college also offers an online RN to BSN program, master's degrees in both Nursing and Mental Health Counseling, and a Doctor of Nursing Practice (DNP) degree. Scholarships Nearly all first-year students receive some form of financial assistance. Need-based and merit-based scholarships, as well as grants, loans, and part-time employment, are available for eligible students. Two unique scholarships are awarded to incoming freshmen. Athletics The College is a founding member of the Empire 8 Athletic Association and competes with other full member schools. It competes at the NCAA Division III level, and is a member of the Eastern College Athletic Conference (ECAC), the Empire 8, the Liberty League (men's and women's rowing), and the United Volleyball Conference (men's). Its mascot is the cardinal. During the 2014–15 season, St. John Fisher College won Empire 8 championships for men's indoor track & field, men's basketball, women's basketball, men's outdoor track & field, men's golf, and women's lacrosse. Growney Stadium is home to Fisher's football, field hockey, soccer, and lacrosse teams. The stadium's all-weather playing field has lighting and a 2,500 seat grandstand. The
in New York State and is the first pharmacy school in the Greater Rochester community. It opened in fall 2006 and became fully accredited in May 2010. It awards a Doctor of Pharmacy degree to candidates who successfully complete four years of professional study. The school was made possible by a $5 million gift from the late Robert Wegman, who served for many years as president of Wegmans Food Markets. Wegmans School of Nursing This school is also named after Robert Wegman, who contributed $8 million to the college to create the School of Nursing. Fisher's nursing programs are fully accredited by the New York State Education Department and the Commission on Collegiate Nursing Education. The college also offers an online RN to BSN program, master's degrees in both Nursing and Mental Health Counseling, and a Doctor of Nursing Practice (DNP) degree. Scholarships Nearly all first-year students receive some form of financial assistance. Need-based and merit-based scholarships, as well as grants, loans, and part-time employment, are available for eligible students. Two unique scholarships are awarded to incoming freshmen. Athletics The College is a founding member of the Empire 8 Athletic Association and competes with other full member schools. It competes at the NCAA Division III level, and is a member of the Eastern College Athletic Conference (ECAC), the Empire 8, the Liberty League (men's and women's rowing), and the United Volleyball Conference (men's). Its mascot is the cardinal. During the 2014–15 season, St. John Fisher College won Empire 8 championships for men's indoor track & field, men's basketball, women's basketball, men's outdoor track & field, men's golf, and women's lacrosse. Growney Stadium is home to Fisher's football, field hockey, soccer, and lacrosse teams. The stadium's all-weather playing field has lighting and a 2,500 seat grandstand. The Manning & Napier Varsity Gymnasium is home to the men's and women's basketball teams. Dugan Yard is Fisher's baseball field. Other outdoor facilities include the Polisseni Track and Field Complex, regulation-sized practice fields (which serve as the home rugby fields), and a softball diamond. In 2006, Fisher's football team finished the season with a 12–2 record overall and shared the Empire 8 Conference title. Fisher received an at-large bid into the NCAA Division III Tournament, in which they defeated Union College, Springfield College, and Rowan University to reach the national semifinals, which they lost to Mount Union College, the defending national champions, by a score of 26–14. In 2007, Fisher's men's basketball team won the Empire 8 Conference title for the 5th consecutive year and the 6th time in seven years. In 2006, Fisher advanced to the Elite Eight of the NCAA Men's Division III Basketball Championship Tournament. The women's basketball program was led for 34 seasons by Phil Kahler, who posted a career record of 797 wins (the most in Division III history) and 175 losses with a career winning percentage of .821. Under Kahler, the women's basketball program reached the NCAA Division III Championship Tournament 14 times and played in the NCAA Women's Division III Basketball Championship game in 1988 and 1990. Kahler retired shortly before the start of the 2008–09 basketball season and was replaced on the bench by Marianne O'Connor Ermi, his top assistant coach for 20 seasons. The women's basketball team is now led by Melissa Kuberka who was hired as a head coach before the 2017-18 season. Buffalo Bills Training Camp Since 2000, St. John Fisher College has been home to the Buffalo Bills' NFL summer training camp. Student life Many campus clubs and organizations are available to students. Four of the major organizations on campus include the Student Government Association, the Student Activities Board, the Residence Hall Association, and Commuter Council. Other clubs include music groups, language clubs, cultural organizations, student publications, and intramural sports. Many academic departments also sponsor clubs. Fisher students can contribute to the community through a variety of service organizations including Students With a Vision and Colleges Against Cancer. Numerous service projects occur each year including Project Community Convergence, Relay for Life, the Giant Read, and the Sweetheart Ball. Teddi Dance for Love The Annual Teddi Dance
and, in 1910, he formed The Boy Scouts Association, and later The Girl Guides. By the time of The Boy Scouts Association's first census in 1910, it had over 100,000 Scouts. Scouting for Boys was published in England later in 1908 in book form. The book is now the fourth-bestselling title of all time, and was the basis for the later American version of the Boy Scout Handbook. At the time, Baden-Powell intended that the scheme would be used by established organizations, in particular the Boys' Brigade, from the founder William A. Smith. However, because of the popularity of his person and the adventurous outdoor games he wrote about, boys spontaneously formed Scout patrols and flooded Baden-Powell with requests for assistance. He encouraged them, and the Scouting movement developed momentum. In 1910 Baden-Powell formed The Boy Scouts Association in the United Kingdom. As the movement grew, Sea Scouts, Air Scouts, and other specialized units were added to the program. The original Scout Law The scouts law is for boys, as follows; A Scout's honour is to be trusted – This means the scout will try as best as he can to do what he promised, or what is asked of him A Scout is loyal – to his king or queen, his leaders and his country. A Scout's duty is to be useful, and to help others A Scout is a friend to all, and a brother to every other Scout – Scouts help one another, regardless of the differences in status or social class. A Scout is courteous – He is polite and helpful to all, especially women, children and the elderly. He does not take anything for being helpful. A Scout is a friend to animals – He does not make them suffer or kill them without need to do so. A Scout obeys orders – Even the ones he does not like. A Scout smiles and whistles A Scout is thrifty – he avoids unnecessary spending of money. A Scout is clean in thought, word and deed (added later) The promise of 1908 In his original book on boy scouting, General Baden-Powell introduced the Scout promise, as follows: "Before he becomes a scout, a boy must take the scout's oath, thus: 'On my honour I promise that— I will do my duty to God and the King. I will do my best to help others, whatever it costs me. I know the scout law, and will obey it.' While taking this oath the scout will stand, holding his right hand raised level with his shoulder, palm to the front, thumb resting on the nail of the little finger and the other three fingers upright, pointing upwards:— This is the scout's salute and secret sign." Movement The Boy Scout Movement swiftly established itself throughout the British Empire soon after the publication of Scouting for Boys. By 1908, Scouting was established in Gibraltar, Malta, Canada, Australia, New Zealand, Malaya (YMCA Experimental Troop in Penang) and South Africa. In 1909 Chile was the first country outside the British dominions to have a Scouting organization recognized by Baden-Powell. The first Scout rally, held in 1909 at the Crystal Palace in London, attracted 10,000 boys and a number of girls. By 1910, Argentina, Denmark, Finland, France, Germany, Greece, India, Mexico, the Netherlands, Norway, Russia, Sweden, and the United States had Boy Scouts. The program initially focused on boys aged 11 to 18, but as the movement grew the need became apparent for leader training and programs for younger boys, older boys, and girls. The first Cub Scout and Rover Scout programs were in place by the late 1910s. They operated independently until they obtained official recognition from their home country's Scouting organization. In the United States, attempts at Cub programs began as early as 1911, but official recognition was not obtained until 1930. Girls wanted to become part of the movement almost as soon as it began. Baden-Powell and his sister Agnes Baden-Powell introduced the Girl Guides in 1910, a parallel movement for girls, sometimes named Girl Scouts. Agnes Baden-Powell became the first president of the Girl Guides when it was formed in 1910, at the request of the girls who attended the Crystal Palace Rally. In 1914, she started Rosebuds—later renamed Brownies—for younger girls. She stepped down as president of the Girl Guides in 1920 in favor of Robert's wife Olave Baden-Powell, who was named Chief Guide (for England) in 1918 and World Chief Guide in 1930. At that time, girls were expected to remain separate from boys because of societal standards, though co-educational youth groups did exist. By the 1990s, two-thirds of the Scout organizations belonging to WOSM had become co-educational. Baden-Powell could not single-handedly advise all groups who requested his assistance. Early Scoutmaster training camps were held in London and Yorkshire in 1910 and 1911. Baden-Powell wanted the training to be as practical as possible to encourage other adults to take leadership roles, so the Wood Badge course was developed to recognize adult leadership training. The development of the training was delayed by World War I, and the first Wood Badge course was not held until 1919. Wood Badge is used by Boy Scout associations and combined Boy Scout and Girl Guide associations in many countries. Gilwell Park near London was purchased in 1919 on behalf of The Scout Association as an adult training site and Scouting campsite. Baden-Powell wrote a book, Aids to Scoutmastership, to help Scouting Leaders, and wrote other handbooks for the use of the new Scouting sections, such as Cub Scouts and Girl Guides. One of these was Rovering to Success, written for Rover Scouts in 1922. A wide range of leader training exists in 2007, from basic to program-specific, including the Wood Badge training. Influences Important elements of traditional Scouting have their origins in Baden-Powell's experiences in education and military training. He was a 50-year-old retired army general when he founded Scouting, and his revolutionary ideas inspired thousands of young people, from all parts of society, to get involved in activities that most had never contemplated. Comparable organizations in the English-speaking world are the Boys' Brigade and the non-militaristic Woodcraft Folk; however, they never matched the development and growth of Scouting. Aspects of Scouting practice have been criticized as too militaristic. Local influences have also been a strong part of Scouting. By adopting and modifying local ideologies, Scouting has been able to find acceptance in a wide variety of cultures. In the United States, Scouting uses images drawn from the U.S. frontier experience. This includes not only its selection of animal badges for Cub Scouts, but the underlying assumption that American native peoples are more closely connected with nature and therefore have special wilderness survival skills which can be used as part of the training program. By contrast, British Scouting makes use of imagery drawn from the Indian subcontinent, because that region was a significant focus in the early years of Scouting. Baden-Powell's personal experiences in India led him to adopt Rudyard Kipling's The Jungle Book as a major influence for the Cub Scouts; for example, the name used for the Cub Scout leader, Akela (whose name was also appropriated for the Webelos), is that of the leader of the wolf pack in the book. The name "Scouting" seems to have been inspired by the important and romantic role played by military scouts performing reconnaissance in the wars of the time. In fact, Baden-Powell wrote his original military training book, Aids To Scouting, because he saw the need for the improved training of British military-enlisted scouts, particularly in initiative, self-reliance, and observational skills. The book's popularity with young boys surprised him. As he adapted the book as Scouting for Boys, it seems natural that the movement adopted the names Scouting and Boy Scouts. "Duty to God" is a principle of Scouting, though it is applied differently in various countries. The Boy Scouts of America (BSA) take a strong position, excluding atheists. The Scout Association in the United Kingdom permits variations to its Promise, in order to accommodate different religious obligations. While for example in the predominantly atheist Czech Republic the Scout oath doesn't mention God altogether with the organization being strictly irreligious, in 2014, United Kingdom Scouts were given the choice of being able to make a variation of the Promise that replaced "duty to God" with "uphold our Scout values", Scouts Canada defines Duty to God broadly in terms of "adherence to spiritual principles" and leaves it to the individual member or leader whether they can follow a Scout Promise that includes Duty to God. Worldwide, roughly one in three Scouts are Muslim. Movement characteristics Scouting is taught using the Scout method, which incorporates an informal educational system that emphasizes practical activities in the outdoors. Programs exist for Scouts ranging in age from 6 to 25 (though age limits vary slightly by country), and program specifics target Scouts in a manner appropriate to their age. Scout method The Scout method is the principal method by which the Scouting organizations, boy and girl, operate their units. WOSM describes Scouting as "a voluntary nonpolitical educational movement for young people open to all without distinction of origin, race or creed, in accordance with the purpose, principles and method conceived by the Founder". It is the goal of Scouting "to contribute to the development of young people in achieving their full physical, intellectual, social and spiritual potentials as individuals, as responsible citizens and as members of their local, national and international communities." The principles of Scouting describe a code of behavior for all members, and characterize the movement. The Scout method is a progressive system designed to achieve these goals, comprising seven elements: law and promise, learning by doing, team system, symbolic framework, personal progression, nature, and adult support. While community service is a major element of both the WOSM and WAGGGS programs, WAGGGS includes it as an extra element of the Scout method: service in the community. The Scout Law and Promise embody the joint values of the Scouting movement worldwide, and bind all Scouting associations together. The emphasis on "learning by doing" provides experiences and hands-on orientation as a practical method of learning and building self-confidence. Small groups build unity, camaraderie, and a close-knit fraternal atmosphere. These experiences, along with an emphasis on trustworthiness and personal honor, help to develop responsibility, character, self-reliance, self-confidence, reliability, and readiness; which eventually lead to collaboration and leadership. A program with a variety of progressive and attractive activities expands a Scout's horizon and bonds the Scout even more to the group. Activities and games provide an enjoyable way to develop skills such as dexterity. In an outdoor setting, they also provide contact with the natural environment. Since the birth of Scouting, Scouts worldwide have taken a Scout Promise to live up to ideals of the movement, and subscribe to the Scout Law. The form of the promise and laws have varied slightly by country and over time, but must fulfil the requirements of the WOSM to qualify a National Scout Association for membership. The Scout Motto, 'Be Prepared', has been used in various languages by millions of Scouts since 1907. Less well-known is the Scout Slogan, 'Do a good turn daily'. Activities Common ways to implement the Scout method include having Scouts spending time together in small groups with shared experiences, rituals, and activities, and emphasizing 'good citizenship' and decision-making by young people in an age-appropriate manner. Weekly meetings often take place in local centres known as Scout dens. Cultivating a love and appreciation of the outdoors and outdoor activities is a key element. Primary activities include camping, woodcraft, aquatics, hiking, backpacking, and sports. Camping is most often arranged at the unit level, such as one Scout troop, but there are periodic camps (known in the US as "camporees") and "jamborees". Camps occur a few times a year and may involve several groups from a local area or region camping together for a weekend. The events usually have a theme, such as pioneering. World Scout Moots are gatherings, originally for Rover Scouts, but mainly focused on Scout Leaders. Jamborees are large national or international events held every four years, during which thousands of Scouts camp together for one or two weeks. Activities at these events will include games, Scoutcraft competitions, badge, pin or patch trading, aquatics, woodcarving, archery and activities related to the theme of the event. In some countries a highlight of the year for Scouts is spending at least a week in the summer engaging in an outdoor activity. This can be a camping, hiking, sailing, or other trip with the unit, or a summer camp with broader participation (at the council, state, or provincial level). Scouts attending a summer camp work on Scout badges, advancement, and perfecting Scoutcraft skills. Summer camps can operate specialty programs for older Scouts, such as sailing, backpacking, canoeing and whitewater, caving, and fishing. At an international level Scouting perceives one of its roles as the promotion of international harmony and peace. Various initiatives are in train towards achieving this aim including the development of activities that benefit the wider community, challenge prejudice and encourage tolerance of diversity. Such programs include co-operation with non-Scouting organisations including various NGOs, the United Nations and religious institutions as set out in The Marrakech Charter. Uniforms and distinctive insignia The Scout uniform is a widely recognized characteristic of Scouting. In the words of Baden-Powell at the 1937 World Jamboree, it "hides all differences of social standing in a country and makes for equality; but, more important still, it covers differences of country and race and creed, and makes all feel that they are members with one another of the one great brotherhood". The original uniform, still widely recognized, consisted of a khaki button-up shirt, shorts, and a broad-brimmed campaign hat. Baden-Powell also wore shorts, because he believed that being dressed like a Scout helped to reduce the age-imposed distance between adult and youth. Uniform shirts are now frequently blue, orange, red or green and shorts are frequently replaced by long trousers all year or only under cold weather. While designed for smartness and equality, the Scout uniform is also practical. Shirts traditionally have thick seams to make them ideal for use in makeshift stretchers—Scouts were trained to use them in this way with their staves, a traditional but deprecated item. The leather straps and toggles of the campaign hats or Leaders' Wood Badges could be used as emergency tourniquets, or anywhere that string was needed in a hurry. Neckerchiefs were chosen as they could easily be used as a sling or triangular bandage by a Scout in need. Scouts were encouraged to use their garters for shock cord where necessary. Distinctive insignia for all are Scout uniforms, recognized and worn the world over, include the Wood Badge and the World Membership Badge. Scouting has two internationally known symbols: the trefoil is used by members of the World Association of Girl Guides and Girl Scouts (WAGGGS) and the fleur-de-lis by member organizations of the WOSM and most other Scouting organizations. The swastika was used as an early symbol by the Boy Scouts Association of the United Kingdom and others. Its earliest use in Scouting was on the Thanks Badge introduced in 1911. Lord Baden-Powell's 1922 design for the Medal of Merit added a swastika to the Scout Arrowhead to symbolize good luck for the recipient. In 1934, Scouters requested a change to the design because of the connection of the swastika with its more recent use by the German National Socialist Workers (Nazi) Party. A new Medal of Merit was issued by the Boy Scouts Association in 1935. Age groups and sections Scouting and Guiding movements are generally divided into sections by age or school grade, allowing activities to be tailored to the maturity of the group's members. These age divisions have varied over time as they adapt to the local culture and environment. Scouting was originally developed for adolescents—youths between the ages of 11 and 17. In
him to adopt Rudyard Kipling's The Jungle Book as a major influence for the Cub Scouts; for example, the name used for the Cub Scout leader, Akela (whose name was also appropriated for the Webelos), is that of the leader of the wolf pack in the book. The name "Scouting" seems to have been inspired by the important and romantic role played by military scouts performing reconnaissance in the wars of the time. In fact, Baden-Powell wrote his original military training book, Aids To Scouting, because he saw the need for the improved training of British military-enlisted scouts, particularly in initiative, self-reliance, and observational skills. The book's popularity with young boys surprised him. As he adapted the book as Scouting for Boys, it seems natural that the movement adopted the names Scouting and Boy Scouts. "Duty to God" is a principle of Scouting, though it is applied differently in various countries. The Boy Scouts of America (BSA) take a strong position, excluding atheists. The Scout Association in the United Kingdom permits variations to its Promise, in order to accommodate different religious obligations. While for example in the predominantly atheist Czech Republic the Scout oath doesn't mention God altogether with the organization being strictly irreligious, in 2014, United Kingdom Scouts were given the choice of being able to make a variation of the Promise that replaced "duty to God" with "uphold our Scout values", Scouts Canada defines Duty to God broadly in terms of "adherence to spiritual principles" and leaves it to the individual member or leader whether they can follow a Scout Promise that includes Duty to God. Worldwide, roughly one in three Scouts are Muslim. Movement characteristics Scouting is taught using the Scout method, which incorporates an informal educational system that emphasizes practical activities in the outdoors. Programs exist for Scouts ranging in age from 6 to 25 (though age limits vary slightly by country), and program specifics target Scouts in a manner appropriate to their age. Scout method The Scout method is the principal method by which the Scouting organizations, boy and girl, operate their units. WOSM describes Scouting as "a voluntary nonpolitical educational movement for young people open to all without distinction of origin, race or creed, in accordance with the purpose, principles and method conceived by the Founder". It is the goal of Scouting "to contribute to the development of young people in achieving their full physical, intellectual, social and spiritual potentials as individuals, as responsible citizens and as members of their local, national and international communities." The principles of Scouting describe a code of behavior for all members, and characterize the movement. The Scout method is a progressive system designed to achieve these goals, comprising seven elements: law and promise, learning by doing, team system, symbolic framework, personal progression, nature, and adult support. While community service is a major element of both the WOSM and WAGGGS programs, WAGGGS includes it as an extra element of the Scout method: service in the community. The Scout Law and Promise embody the joint values of the Scouting movement worldwide, and bind all Scouting associations together. The emphasis on "learning by doing" provides experiences and hands-on orientation as a practical method of learning and building self-confidence. Small groups build unity, camaraderie, and a close-knit fraternal atmosphere. These experiences, along with an emphasis on trustworthiness and personal honor, help to develop responsibility, character, self-reliance, self-confidence, reliability, and readiness; which eventually lead to collaboration and leadership. A program with a variety of progressive and attractive activities expands a Scout's horizon and bonds the Scout even more to the group. Activities and games provide an enjoyable way to develop skills such as dexterity. In an outdoor setting, they also provide contact with the natural environment. Since the birth of Scouting, Scouts worldwide have taken a Scout Promise to live up to ideals of the movement, and subscribe to the Scout Law. The form of the promise and laws have varied slightly by country and over time, but must fulfil the requirements of the WOSM to qualify a National Scout Association for membership. The Scout Motto, 'Be Prepared', has been used in various languages by millions of Scouts since 1907. Less well-known is the Scout Slogan, 'Do a good turn daily'. Activities Common ways to implement the Scout method include having Scouts spending time together in small groups with shared experiences, rituals, and activities, and emphasizing 'good citizenship' and decision-making by young people in an age-appropriate manner. Weekly meetings often take place in local centres known as Scout dens. Cultivating a love and appreciation of the outdoors and outdoor activities is a key element. Primary activities include camping, woodcraft, aquatics, hiking, backpacking, and sports. Camping is most often arranged at the unit level, such as one Scout troop, but there are periodic camps (known in the US as "camporees") and "jamborees". Camps occur a few times a year and may involve several groups from a local area or region camping together for a weekend. The events usually have a theme, such as pioneering. World Scout Moots are gatherings, originally for Rover Scouts, but mainly focused on Scout Leaders. Jamborees are large national or international events held every four years, during which thousands of Scouts camp together for one or two weeks. Activities at these events will include games, Scoutcraft competitions, badge, pin or patch trading, aquatics, woodcarving, archery and activities related to the theme of the event. In some countries a highlight of the year for Scouts is spending at least a week in the summer engaging in an outdoor activity. This can be a camping, hiking, sailing, or other trip with the unit, or a summer camp with broader participation (at the council, state, or provincial level). Scouts attending a summer camp work on Scout badges, advancement, and perfecting Scoutcraft skills. Summer camps can operate specialty programs for older Scouts, such as sailing, backpacking, canoeing and whitewater, caving, and fishing. At an international level Scouting perceives one of its roles as the promotion of international harmony and peace. Various initiatives are in train towards achieving this aim including the development of activities that benefit the wider community, challenge prejudice and encourage tolerance of diversity. Such programs include co-operation with non-Scouting organisations including various NGOs, the United Nations and religious institutions as set out in The Marrakech Charter. Uniforms and distinctive insignia The Scout uniform is a widely recognized characteristic of Scouting. In the words of Baden-Powell at the 1937 World Jamboree, it "hides all differences of social standing in a country and makes for equality; but, more important still, it covers differences of country and race and creed, and makes all feel that they are members with one another of the one great brotherhood". The original uniform, still widely recognized, consisted of a khaki button-up shirt, shorts, and a broad-brimmed campaign hat. Baden-Powell also wore shorts, because he believed that being dressed like a Scout helped to reduce the age-imposed distance between adult and youth. Uniform shirts are now frequently blue, orange, red or green and shorts are frequently replaced by long trousers all year or only under cold weather. While designed for smartness and equality, the Scout uniform is also practical. Shirts traditionally have thick seams to make them ideal for use in makeshift stretchers—Scouts were trained to use them in this way with their staves, a traditional but deprecated item. The leather straps and toggles of the campaign hats or Leaders' Wood Badges could be used as emergency tourniquets, or anywhere that string was needed in a hurry. Neckerchiefs were chosen as they could easily be used as a sling or triangular bandage by a Scout in need. Scouts were encouraged to use their garters for shock cord where necessary. Distinctive insignia for all are Scout uniforms, recognized and worn the world over, include the Wood Badge and the World Membership Badge. Scouting has two internationally known symbols: the trefoil is used by members of the World Association of Girl Guides and Girl Scouts (WAGGGS) and the fleur-de-lis by member organizations of the WOSM and most other Scouting organizations. The swastika was used as an early symbol by the Boy Scouts Association of the United Kingdom and others. Its earliest use in Scouting was on the Thanks Badge introduced in 1911. Lord Baden-Powell's 1922 design for the Medal of Merit added a swastika to the Scout Arrowhead to symbolize good luck for the recipient. In 1934, Scouters requested a change to the design because of the connection of the swastika with its more recent use by the German National Socialist Workers (Nazi) Party. A new Medal of Merit was issued by the Boy Scouts Association in 1935. Age groups and sections Scouting and Guiding movements are generally divided into sections by age or school grade, allowing activities to be tailored to the maturity of the group's members. These age divisions have varied over time as they adapt to the local culture and environment. Scouting was originally developed for adolescents—youths between the ages of 11 and 17. In most member organizations, this age group composes the Scout or Guide section. Programs were developed to meet the needs of young children (generally ages 6 to 10) and young adults (originally 18 and older, and later up to 25). Scouts and Guides were later split into "junior" and "senior" sections in many member organizations, and some organizations dropped the young adults' section. The exact age ranges for programs vary by country and association. The national programs for younger children include Tiger Cubs, Cub Scouts, Brownies, Daisies, Rainbow Guides, Beaver Scouts, Joey Scouts, Keas, and Teddies. Programs for post-adolescents and young adults include the Senior Section, Rover Scouts, Senior Scouts, Venture Scouts, Explorer Scouts, and the Scout Network. Many organizations also have a program for members with special needs. This is usually known as Extension Scouting, but sometimes has other names, such as Scoutlink. The Scout Method has been adapted to specific programs such as Air Scouts, Sea Scouts, Rider Guides and Scoutingbands . In many countries, Scouting is organized into neighborhood Scout Groups, or Districts, which contain one or more sections. Under the umbrella of the Scout Group, sections are divided according to age, each having their own terminology and leadership structure. Adults and leadership Adults interested in Scouting or Guiding, including former Scouts and Guides, often join organizations such as the International Scout and Guide Fellowship. In the United States and the Philippines, university students might join the co-ed service fraternity Alpha Phi Omega. In the United Kingdom, university students might join the Student Scout and Guide Organisation, and after graduation, the Scout and Guide Graduate Association. In some countries, it's possible to join scouting and guiding organizations as a show of support without accepting an active volunteering position, one option being joining a group specifically for adults, such as ScoutLink or a Trefoil Guild Scout units are usually operated by adult volunteers, such as parents and carers, former Scouts, students, and community leaders, including teachers and religious leaders. Scout Leadership positions are often divided into 'uniform' and 'lay' positions. Uniformed leaders have received formal training, such as the Wood Badge, and have received a warrant for a rank within the organization. Lay members commonly hold part-time roles such as meeting helpers, committee members and advisors, though there are a small number of full-time lay professionals. A unit has uniformed positions—such as the Scoutmaster and assistants—whose titles vary among countries. In some countries, units are supported by lay members, who range from acting as meeting helpers to being members of the unit's committee. In some Scout associations, the committee members may also wear uniforms and be registered Scout leaders. Above the unit are further uniformed positions, called Commissioners, at levels such as district, county, council or province, depending on the structure of the national organization. Commissioners work with lay teams and professionals. Training teams and related functions are often formed at these levels. In the UK and in other countries, the national Scout organization appoints the Chief Scout, the most senior uniformed member. Around the world Following its foundation in the United Kingdom, Scouting spread around the globe. The first association outside the British Empire was founded in Chile on May 21, 1909 after a visit by Baden Powell. In most countries of the world, there is now at least one Scouting (or Guiding) organization. Each is independent, but international cooperation continues to be seen as part of the Scout Movement. In 1922 the WOSM started as the governing body on policy for the national Scouting organizations (then male only). In addition to being the governing policy body, it organizes the World Scout Jamboree every four years. In 1928 the WAGGGS started as the equivalent to WOSM for the then female-only national Scouting/Guiding organizations. It is also responsible for its four international centres: Our Cabaña in Mexico, Our Chalet in Switzerland, Pax Lodge in the United Kingdom, and Sangam in India. Today at the international level, the two largest umbrella organizations are: World Organization of the Scout Movement (WOSM), for boys-only and co-educational organizations. World Association of Girl Guides and Girl Scouts (WAGGGS), primarily for girls-only organizations but also accepting co-educational organizations. Co-educational There have been different approaches to co-educational Scouting. Some countries have maintained separate Scouting organizations for boys and girls, In other countries, especially within Europe, Scouting and Guiding have merged, and there is a single organization for boys and girls, which is a member of both the WOSM and the WAGGGS. The United States-based Boy Scouts of America permitted girls to join in early 2018. In others, such as Australia and the United Kingdom, the national Scout association has opted to admit both boys and girls, but is only a member of the WOSM, while the national Guide association has remained as a separate movement and member of the WAGGGS. In some countries like Greece, Slovenia and Spain there are separate associations of Scouts (members of WOSM) and guides (members of WAGGGS), both admitting boys and girls. The Scout Association in the United Kingdom has been co-educational at all levels since 1991, and this was optional for groups until the year 2000 when new sections were required to accept girls. The Scout Association transitioned all Scout groups and sections across the UK to become co-educational by January 2007, the year of Scouting's centenary. The traditional Baden-Powell Scouts' Association has been co-educational since its formation in 1970. In the United States, the Cub Scout and Boy Scout programs of the BSA were for boys only until 2018; it has changed its policies and is now inviting girls to join, as local packs organize all-girl dens (same uniform, same book, same activities). For youths age 14 and older, Venturing has been co-educational since the 1930s. The Girl Scouts of the USA (GSUSA) is an independent organization for girls and young women only. Adult leadership positions in the BSA and GSUSA are open to both men and women. In 2006, of the 155 WOSM member National Scout Organizations (representing 155 countries), 122 belonged only to WOSM, and 34 belonged to both WOSM and WAGGGS. Of the 122 which belonged only to WOSM, 95 were open to boys and girls in some or all program sections, and 20 were only for boys. All 34 that belonged to both WOSM and WAGGGS were open to boys and girls. WAGGGS had 144 Member Organizations in 2007 and 110 of them belonged only to WAGGGS. Of these 110, 17 were coeducational and 93 admitted only girls. Membership As of 2019, there are over 46 million registered Scouts and as of 2020 9 million registered Guides around the world, from 216 countries and territories. Nonaligned and Scout-like organizations Fifteen years passed between the first publication of Scouting for Boys and the creation of the current largest supranational Scout organization, WOSM, and millions of copies had been sold in dozens of languages. By that point, Scouting was the purview of the world's youth, and several Scout associations had already
human behavior, and Wilson later wrote a Pulitzer Prize winning book, On Human Nature, that addressed human behavior specifically. Edward H. Hagen writes in The Handbook of Evolutionary Psychology that sociobiology is, despite the public controversy regarding the applications to humans, "one of the scientific triumphs of the twentieth century." "Sociobiology is now part of the core research and curriculum of virtually all biology departments, and it is a foundation of the work of almost all field biologists" Sociobiological research on nonhuman organisms has increased dramatically and continuously in the world's top scientific journals such as Nature and Science. The more general term behavioral ecology is commonly substituted for the term sociobiology in order to avoid the public controversy. Theory Sociobiologists maintain that human behavior, as well as nonhuman animal behavior, can be partly explained as the outcome of natural selection. They contend that in order to fully understand behavior, it must be analyzed in terms of evolutionary considerations. Natural selection is fundamental to evolutionary theory. Variants of hereditary traits which increase an organism's ability to survive and reproduce will be more greatly represented in subsequent generations, i.e., they will be "selected for". Thus, inherited behavioral mechanisms that allowed an organism a greater chance of surviving and/or reproducing in the past are more likely to survive in present organisms. That inherited adaptive behaviors are present in nonhuman animal species has been multiply demonstrated by biologists, and it has become a foundation of evolutionary biology. However, there is continued resistance by some researchers over the application of evolutionary models to humans, particularly from within the social sciences, where culture has long been assumed to be the predominant driver of behavior. Sociobiology is based upon two fundamental premises: Certain behavioral traits are inherited, Inherited behavioral traits have been honed by natural selection. Therefore, these traits were probably "adaptive" in the environment in which the species evolved. Sociobiology uses Nikolaas Tinbergen's four categories of questions and explanations of animal behavior. Two categories are at the species level; two, at the individual level. The species-level categories (often called "ultimate explanations") are the function (i.e., adaptation) that a behavior serves and the evolutionary process (i.e., phylogeny) that resulted in this functionality. The individual-level categories (often called "proximate explanations") are the development of the individual (i.e., ontogeny) and the proximate mechanism (e.g., brain anatomy and hormones). Sociobiologists are interested in how behavior can be explained logically as a result of selective pressures in the history of a species. Thus, they are often interested in instinctive, or intuitive behavior, and in explaining the similarities, rather than the differences, between cultures. For example, mothers within many species of mammals – including humans – are very protective of their offspring. Sociobiologists reason that this protective behavior likely evolved over time because it helped the offspring of the individuals which had the characteristic to survive. This parental protection would increase in frequency in the population. The social behavior is believed to have evolved in a fashion similar to other types of nonbehavioral adaptations, such as a coat of fur, or the sense of smell. Individual genetic advantage fails to explain certain social behaviors as a result of gene-centred selection. E.O. Wilson argued that evolution may also act upon groups. The mechanisms responsible for group selection employ paradigms and population statistics borrowed from evolutionary game theory. Altruism is defined as "a concern for the welfare of others". If altruism is genetically determined, then altruistic individuals must reproduce their own altruistic genetic traits for altruism to survive, but when altruists lavish their resources on non-altruists at the expense of their own kind, the altruists tend to die out and the others tend to increase. An extreme example is a soldier losing his life trying to help a fellow soldier. This example raises the question of how altruistic genes can be passed on if this soldier dies without having any children. Within sociobiology, a social behavior is first explained as a sociobiological hypothesis by finding an evolutionarily stable strategy that matches the observed behavior. Stability of a strategy can be difficult to prove, but usually, it will predict gene frequencies. The hypothesis can be supported by establishing a correlation between the gene frequencies predicted by the strategy, and those expressed in a population. Altruism between social insects and littermates has been explained in such a way. Altruistic behavior, behavior that increases the reproductive fitness of others at the apparent expense of the altruist, in some animals has been correlated to the degree of genome shared between altruistic individuals. A quantitative description of infanticide by male harem-mating animals when the alpha male is displaced as well as rodent female infanticide and fetal resorption are active areas of study. In general, females with more bearing opportunities may value offspring less, and may also arrange bearing opportunities to maximize the food and protection from mates. An important concept in sociobiology is that temperament traits exist in an ecological balance. Just as an expansion of a sheep population might encourage the expansion of a wolf population, an expansion of altruistic traits within a gene pool may also encourage increasing numbers of individuals with dependent traits. Studies of human behavior genetics have generally found behavioral traits such as creativity, extroversion, aggressiveness, and IQ have high heritability. The researchers who carry out those studies are careful to point out that heritability does not constrain the influence that environmental or cultural factors may have on those traits. Criminality is actively under study, but extremely controversial. Various theorists have argued that in some environments criminal behavior might be adaptive. The evolutionary neuroandrogenic (ENA) theory, by sociologist/criminologist Lee Ellis, posits that female sexual selection have led to increased competitive behavior among men, leading to criminality in some cases. In another theory, Mark van Vugt argues that a history of intergroup conflict for resources between men have led to differences in violence and aggression between men and women. The novelist Elias Canetti also has noted applications of sociobiological theory to cultural practices such as slavery and autocracy.
that addressed human behavior specifically. Edward H. Hagen writes in The Handbook of Evolutionary Psychology that sociobiology is, despite the public controversy regarding the applications to humans, "one of the scientific triumphs of the twentieth century." "Sociobiology is now part of the core research and curriculum of virtually all biology departments, and it is a foundation of the work of almost all field biologists" Sociobiological research on nonhuman organisms has increased dramatically and continuously in the world's top scientific journals such as Nature and Science. The more general term behavioral ecology is commonly substituted for the term sociobiology in order to avoid the public controversy. Theory Sociobiologists maintain that human behavior, as well as nonhuman animal behavior, can be partly explained as the outcome of natural selection. They contend that in order to fully understand behavior, it must be analyzed in terms of evolutionary considerations. Natural selection is fundamental to evolutionary theory. Variants of hereditary traits which increase an organism's ability to survive and reproduce will be more greatly represented in subsequent generations, i.e., they will be "selected for". Thus, inherited behavioral mechanisms that allowed an organism a greater chance of surviving and/or reproducing in the past are more likely to survive in present organisms. That inherited adaptive behaviors are present in nonhuman animal species has been multiply demonstrated by biologists, and it has become a foundation of evolutionary biology. However, there is continued resistance by some researchers over the application of evolutionary models to humans, particularly from within the social sciences, where culture has long been assumed to be the predominant driver of behavior. Sociobiology is based upon two fundamental premises: Certain behavioral traits are inherited, Inherited behavioral traits have been honed by natural selection. Therefore, these traits were probably "adaptive" in the environment in which the species evolved. Sociobiology uses Nikolaas Tinbergen's four categories of questions and explanations of animal behavior. Two categories are at the species level; two, at the individual level. The species-level categories (often called "ultimate explanations") are the function (i.e., adaptation) that a behavior serves and the evolutionary process (i.e., phylogeny) that resulted in this functionality. The individual-level categories (often called "proximate explanations") are the development of the individual (i.e., ontogeny) and the proximate mechanism (e.g., brain anatomy and hormones). Sociobiologists are interested in how behavior can be explained logically as a result of selective pressures in the history of a species. Thus, they are often interested in instinctive, or intuitive behavior, and in explaining the similarities, rather than the differences, between cultures. For example, mothers within many species of mammals – including humans – are very protective of their offspring. Sociobiologists reason that this protective behavior likely evolved over time because it helped the offspring of the individuals which had the characteristic to survive. This parental protection would increase in frequency in the population. The social behavior is believed to have evolved in a fashion similar to other types of nonbehavioral adaptations, such as a coat of fur, or the sense of smell. Individual genetic advantage fails to explain certain social behaviors as a result of gene-centred selection. E.O. Wilson argued that evolution may also act upon groups. The mechanisms responsible for group selection employ paradigms and population statistics borrowed from evolutionary game theory. Altruism is defined as "a concern for the welfare of others". If altruism is genetically determined, then altruistic individuals must reproduce their own altruistic genetic traits for altruism to survive, but when altruists lavish their resources on non-altruists at the expense of their own kind, the altruists tend to die out and the others tend to increase. An extreme example is a soldier losing his life trying to help a fellow soldier. This example raises the question of how altruistic genes can be passed on if this soldier dies without having any children. Within sociobiology, a social behavior is first explained as a sociobiological hypothesis by finding an evolutionarily stable strategy that matches the observed behavior. Stability of a strategy can be difficult to prove, but usually, it will predict gene frequencies. The hypothesis can be supported by establishing a correlation between the gene frequencies predicted by the strategy, and those expressed in a population. Altruism between social insects and littermates has been explained in such a way. Altruistic behavior, behavior that increases the reproductive fitness of others at the apparent expense of the altruist, in some animals has been correlated to the degree of genome shared between altruistic individuals. A quantitative description of infanticide by male harem-mating animals when the alpha male is displaced as well as rodent female infanticide and fetal resorption are active areas of study. In general, females with more bearing opportunities may value offspring less, and may also arrange bearing opportunities to maximize the food and protection from mates. An important concept in sociobiology is that temperament traits exist in an ecological balance. Just as an expansion of a sheep population might encourage the expansion of a wolf population, an expansion of altruistic traits within a gene pool may also encourage increasing numbers of individuals with dependent traits. Studies of human behavior genetics have generally found behavioral traits such as creativity, extroversion, aggressiveness, and IQ have high heritability. The researchers who carry out those studies are careful to point out that heritability does not constrain the influence that environmental or cultural factors may have on those traits. Criminality is actively under study, but extremely controversial. Various theorists have argued that in some environments criminal behavior might be adaptive. The evolutionary neuroandrogenic (ENA) theory, by sociologist/criminologist Lee Ellis, posits that female sexual selection have led to increased competitive behavior among men, leading to criminality in some cases. In another theory, Mark van Vugt argues that a history of intergroup conflict for resources between men have led to differences in violence and aggression between men and women. The novelist Elias Canetti also has noted applications of sociobiological theory to cultural practices such as slavery and autocracy. Support for premise Genetic mouse mutants illustrate the power that genes exert on behaviour. For example, the transcription factor FEV (aka Pet1), through its role in maintaining the serotonergic system in the brain, is required for normal aggressive and anxiety-like behavior. Thus, when FEV is genetically deleted from the mouse genome, male mice will instantly attack other males, whereas their wild-type counterparts take significantly longer to initiate violent behaviour. In addition, FEV has been shown to be required for correct maternal behaviour in mice, such that
more information on this, see #P-complete. The closest decision problem class to #P is PP, which asks whether a majority (more than half) of the computation paths accept. This finds the most significant bit in the #P problem answer. The decision problem class ⊕P (pronounced "Parity-P") instead asks for the least significant bit of the #P answer. Formal definitions #P is formally defined as follows: #P is the set of all functions such that there is a polynomial time nondeterministic Turing machine such that for all , equals the number of accepting branches in 's computation graph on . #P can also be equivalently defined in terms of a verifer. A decision problem is in NP if there exists a polynomial-time checkable certificate to a given problem instance—that is, NP asks whether there exists a proof of membership for the input that can be checked for correctness in polynomial time. The class #P asks how many certificates there exist for a problem instance that can be checked for correctness in polynomial time. In this context, #P is defined as follows: #P is the set of functions such that there exists a polynomial and a polynomial-time deterministic Turing machine , called the verifier, such that for every , . (In other words, equals the size of the set containing all of the polynomial-size certificates). History The complexity class #P was first defined by Leslie Valiant in a 1979 article on the computation of the permanent of a square matrix, in which
and see whether the count is greater than zero. Some of these problems, such as root finding, are easy enough to be in FP, while others are #P-complete. One consequence of Toda's theorem is that a polynomial-time machine with a #P oracle (P#P) can solve all problems in PH, the entire polynomial hierarchy. In fact, the polynomial-time machine only needs to make one #P query to solve any problem in PH. This is an indication of the extreme difficulty of solving #P-complete problems exactly. Surprisingly, some #P problems that are believed to be difficult correspond to easy (for example linear-time) P problems. For more information on this, see #P-complete. The closest decision problem class to #P is PP, which asks whether a majority (more than half) of the computation paths accept. This finds the most significant bit in the #P problem answer. The decision problem class ⊕P (pronounced "Parity-P") instead asks for the least significant bit of the #P answer. Formal definitions #P is formally defined as follows: #P is the set of all functions such that there is a polynomial time nondeterministic Turing machine such that for all , equals the number of accepting branches in 's computation graph on . #P can also be equivalently defined in terms of a verifer. A decision problem is in NP if there exists a polynomial-time checkable certificate to a given problem instance—that is, NP asks whether there exists a proof of membership for the input that can be checked for correctness in polynomial time. The class #P asks how many certificates there exist for a problem instance that can be checked for correctness in polynomial time. In this context, #P is defined as follows: #P is
to inputs of the given problem and from outputs of the given problem to outputs of the other problem, allowing the other problem to be solved using any subroutine for the given problem. A Turing reduction is an algorithm for the other problem that makes a polynomial number of calls to a subroutine for the given problem and, outside of those calls, uses polynomial time. In some cases parsimonious reductions, a more specific type of reduction that preserves the exact number of solutions, are used. #P-complete problems are at least as hard as NP-complete problems. A polynomial-time algorithm for solving a #P-complete problem, if it existed, would solve the P versus NP problem by implying that P and NP are equal. No such algorithm is known, nor is a proof known that such an algorithm does not exist. Examples Examples of #P-complete problems include: How many different variable assignments will satisfy a given general boolean formula? (#SAT) How many different variable assignments will satisfy a given DNF formula? How many different variable assignments will satisfy a given 2-satisfiability problem? How many perfect matchings are there for a given bipartite graph? What is the value of the permanent of a given matrix whose entries are 0 or 1? (See #P-completeness of 01-permanent.) How many graph colorings using k colors are there for a particular graph G? How many different linear extensions are there for a given partially ordered set, or, equivalently, how many different topological orderings are there for a given directed acyclic graph? These are all necessarily members of the class #P as well. As a non-example, consider the case of counting solutions to a 1-satisfiability problem: a series of variables that are each individually constrained, but have no relationships with each other. The solutions can be efficiently counted, by multiplying the number of options for each variable in isolation. Thus, this
be defined as counting the number of accepting paths of a polynomial-time non-deterministic Turing machine. The problem is #P-hard, meaning that every other problem in #P has a Turing reduction or polynomial-time counting reduction to it. A counting reduction is a pair of polynomial-time transformations from inputs of the other problem to inputs of the given problem and from outputs of the given problem to outputs of the other problem, allowing the other problem to be solved using any subroutine for the given problem. A Turing reduction is an algorithm for the other problem that makes a polynomial number of calls to a subroutine for the given problem and, outside of those calls, uses polynomial time. In some cases parsimonious reductions, a more specific type of reduction that preserves the exact number of solutions, are used. #P-complete problems are at least as hard as NP-complete problems. A polynomial-time algorithm for solving a #P-complete problem, if it existed, would solve the P versus NP problem by implying that P and NP are equal. No such algorithm is known, nor is a proof known that such an algorithm does not exist. Examples Examples of #P-complete problems include: How many different variable assignments will satisfy a given general boolean formula? (#SAT) How many different variable assignments will satisfy a given DNF formula? How many different variable assignments will satisfy a given 2-satisfiability problem? How many perfect matchings are there for a given bipartite graph? What is the value of the permanent of a given matrix whose entries are 0 or 1? (See #P-completeness of 01-permanent.) How many graph colorings using k colors are there for a particular graph G? How many different linear extensions are there for a given partially ordered set, or, equivalently, how many different topological orderings are there for a given directed acyclic graph? These are all necessarily members of the class #P as well. As a non-example, consider the case of counting solutions to a 1-satisfiability problem: a series of variables that are each individually constrained, but have no relationships with each other. The solutions can
Flag, a white cross on a black background, traditionally the emblem of the Cornish tinners, is the Cornish national flag. Saint Piran's Day falls on 5 March. Suggested Irish origins Piran is the most famous of all the saints said to have come to Cornwall from Ireland. By at least the 13th century, since Brittonic languages and Goidelic languages regularly alternate p and k sounds (see the classification of Celtic languages for an explanation), he had become identified as the Irish Saint Ciarán of Saigir who founded the monastery at Seir-Kieran in County Offaly. The Celtic Scholar Charles Plummer suggested that Ciaran of Clonmacnoise was the patron saint of Cornwall Saint Piran challenging the more broadly accepted belief that he was Ciaran of Saigir. The difference in spelling is for dialect or linguistical reasons between the two Insular Celtic languages. Brytonic was categorized as P-Celtic, as it replaced the harder 'c' or k sound in the Goidelic languages with the softer letter 'p'. On the other hand, Goidelic was seen by scholars as being Q-Celtic, as one of the earliest Ogham inscriptions used a 'Q' represented by Queirt, which was symbolised by the Apple Tree to phonetically pronounce the k sound, although Q was later replaced by the letter 'C' in the Old Irish alphabet. The fourteenth-century Life of Saint Piran, probably written at Exeter Cathedral, is a complete copy of an earlier Middle Irish life of Saint Ciarán of Saighir, with different parentage and a different ending that takes into account Piran's works in Cornwall, and especially details of his death and the movements of his Cornish shrine; thus "excising the passages which speak of his burial at Saighir" (Doble). However, there is no shrine to him in Ireland. 5 March is the traditional feast day of both St Ciarán of Saighir and St Piran. However the Calendar of Launceston Church records an alternative date of 18 November for the latter. In Perranzabuloe parish Perran Feast is traditionally celebrated on the last Monday in October. On the previous Sunday there are services at the site of St Piran's Oratory and in the parish church of St Piran. Views from modern scholars Charles Plummer suggested that St Piran might, instead, be identified with St Ciarán of Clonmacnoise, who founded the monastery of Clonmacnoise also in County Offaly, but this is doubtful since this saint is believed to have died of yellow fever at the age of thirty-two and was buried at Clonmacnoise. His father is, however, sometimes said to have been a Cornishman. Joseph Loth, moreover, has argued, on detailed philological grounds, that the two names could not possibly be identical. G. H. Doble thought that Piran was a Welshman from Glamorgan, citing the lost chapel once dedicated to him in Cardiff. David Nash Ford accepts the Ciarán of Clonmacnoise identification, whilst further suggesting that Piran's father in the Exeter life,
century, with the arms being De sable à la croix pattée d'argent. (a black shield with a white cross pattée). Mount St. Piran is a mountain in Banff National Park near Lake Louise, Alberta, Canada, named after the saint. St Piran's crab, Clibanarius erythropus, was also named in his honour, in 2016. St Piran's Day St Piran's Day on 5th March is popular in Cornwall and the term 'Perrantide' has been coined to describe the week prior to this day. Many Cornish-themed events occur in the Duchy and also in areas in which there is a large community descended from Cornish emigrants. The village of Perranporth ('Porthpyran' in Cornish) hosts the annual inter-Celtic festival of 'Lowender Peran', which is also named in honour of him. The largest St Piran's Day event is the march across the dunes to St Piran's cross which hundreds of people attend, generally dressed in black, white and gold, and carrying the Cornish Flag. A play of the Life of St Piran, in Cornish, has been enacted since 2000 at the event. Daffodils are also carried and placed at the cross. Daffodils also feature in celebrations in Truro, most likely due to their 'gold' colour. Black, white and gold are colours associated with Cornwall due to St Piran's Flag (black and white), and the Duchy Shield (gold coins on black). In 2006 Cornish MP Dan Rogerson asked the government to make 5 March a public holiday in Cornwall to recognise celebrations for St Piran's Day. In 2010, a short movie about St. Piran was made and premiered at the Heartland Film Festival. See also Mount St. Piran Piran (Slovenia) Saint Piran, patron saint archive St Piran Football League Notes References Sources Carter, Eileen. (2001). In the Shadow of St Piran Doble, G. H. (1965). The Saints of Cornwall. Dean & Chapter of Truro. Loth, J. (1930). 'Quelques victimes de l'hagio-onomastique en Cornwall: saint Peran, saint Keverne, saint Achebran' in Mémoires de la Société d'Histoire et d'Archéologie de Bretagne. Plummer, Charles. (1922). Betha Naem nErenn Tomlin, E. W. F. (1982). In Search of St Piran Rev. Charles William Boase, M.A. (Fellow and Tutor of Exeter College, Oxford). PIRANUS, ST. In: William Smith and Henry Wace. A Dictionary of Christian Biography, Literature, Sects and Doctrines During the First Eight Centuries. Volume IV: N-Z. London: John Murray, Albemarle Street, 1887. pp. 404–405. Further reading "A man of the people who liked his pint... no wonder Piran is Cornwall's hero." Europe Intelligence Wire 21 Feb. 2012. Eileen Carter. In the shadow of Saint Piran, AD 500-2000: The history of the Saint and his foundations at Perranzabuloe. Wadebridge: Lodenek, 2001. 90 pages. Eric Walter Frederick Tomlin. In search of St. Piran: An Account of His Monastic Foundation at Perranzabuloe, Cornwall, and Its Place in the Western Or Celtic Church and Society. Padstow, Cornwall: Lodenek Press, 1982. 41 pages. William Haslam (Rev). St. Piran & His Oratory: The History of a Celtic Saint. Penzance: Oakmagic Publications, 1998, 1845. 58 pages. William Haslam (Rev). Perran-Zabuloe: With an Account of the Past and Present State of the Oratory of St. Piran in the Sands. London: John Van Voorst, Paternoster, 1844. 181 pages. (see: Chapter II, pp. 53-56). Anthony Allen Clinnick. The Story of the Three Churches of St. Piran, the miners' patron saint of
and Righter, one of the manufacturers who, like Parker Brothers and Milton Bradley Company, had previously rejected the game. Harriet T. Righter licensed the game from entrepreneur James Brunot in 1952. "It's a nice little game. It will sell well in bookstores", she remembered saying about Scrabble when she first saw it. In its second year as a Selchow and Righter product, 1954, nearly four million sets were sold. Selchow and Righter bought the trademark to the game in 1972. JW Spear (now a subsidiary of Mattel) began selling the game in Australia and the UK on January 19, 1955. In 1986, Selchow and Righter was sold to Coleco, which soon afterward went bankrupt. Hasbro purchased the company's assets, including Scrabble and Parcheesi. In 1984, Scrabble was turned into a daytime game show on NBC. The Scrabble game show ran from July 1984 to March 1990, with a second run from January to June 1993. The show was hosted by Chuck Woolery. Its tagline in promotional broadcasts was, "Every man dies; not every man truly Scrabbles." In 2011, a new TV variation of Scrabble, called Scrabble Showdown, aired on The Hub cable channel, which is a joint venture of Discovery Communications, Inc. and Hasbro. Scrabble was inducted into the National Toy Hall of Fame in 2004. Evolution of the rules The "box rules" included in each copy of the North American edition have been edited four times: in 1953, 1976, 1989, and 1999. The major changes in 1953 were as follows. It was made clear that: words could be played through single letters already on the board, a player could play a word parallel and immediately adjacent to an existing word provided all crossing words formed were valid, the effect of two premium squares was to be compounded multiplicatively. The previously unspecified penalty for having one's play successfully challenged was stated: withdrawal of tiles and loss of turn. The major changes in 1976 were as follows. It was made clear that the blank tile beats an A when drawing to see who goes first. A player could pass their turn, doing nothing. A loss-of-turn penalty was added for challenging an acceptable play. If final scores are tied, the player whose score was highest before adjusting for unplayed tiles is the winner; in tournament play, a tie is counted as half a win for both players. The editorial changes made in 1989 did not affect gameplay. The major changes in 1999 were as follows. It was made clear that: a tile can be shifted or replaced until the play has been scored, a challenge applies to all the words made in the given play. Playing all seven tiles is officially called a "bingo" in North America and a "bonus" elsewhere. A change in the wording of the rules could have been interpreted as meaning that a player may form more than one word on one row on a single turn. Rules Notation system In the notation system common in tournament play, columns are labeled with the letters "A–O" and rows with the numbers "1–15". (On Scrabble boards manufactured by Mattel as well as on the Internet Scrabble Club, rows are lettered while columns are numbered instead.) A play is usually identified in the format xy WORD score or WORD xy score, where x denotes the column or row on which the play's main word extends, y denotes the second coordinate of the main word's first letter, and WORD is the main word. Although it is unnecessary, additional words formed by the play are sometimes listed after the main word and a slash. When the play of a single tile forms words in each direction, one of the words is arbitrarily chosen to serve as the main word for purposes of notation. When a blank tile is employed in the main word, the letter it has been chosen to represent is indicated with a lower case letter, or, in handwritten notation, with a square around the letter. When annotating a play, previously existing letters on the board are usually enclosed in parentheses; alternatively, the number of tiles placed on the board can be noted. Exchanges are often annotated by a minus sign followed by the tiles that were exchanged alphabetically; for example, if a player holds EIIISTU, exchanging two I's and a U would be denoted as "−IIU". The image at right gives examples of valid plays and how they would typically be annotated using the notation system. Additionally, a number of symbols have been employed to indicate the validity of words in different lexica: An asterisk (*) means an illegal, or phony, word. A hash symbol (#) means a word valid in games using the British-originated word list (CSW) only. A dollar symbol ($) means a word valid in games using the American-originated word list (TWL) only. An exclamation mark (!) means a word judged to be offensive, and thus valid in tournament games only. Sequence of play Before the game, a resource, either a word list or a dictionary, is selected to adjudicate any challenges during the game. The tiles are either put in an opaque bag or placed face down on a flat surface. Opaque cloth bags and customized tiles are staples of clubs and tournaments, where games are rarely played without both. Next, players decide the order in which they play. The normal approach is for players to each draw one tile. The player who picks the letter closest to the beginning of the alphabet goes first, with blank tiles taking precedence over the letter A. In most North American tournaments, the rules of the NASPA Games organization stipulate instead that players who have gone first in the fewest previous games in the tournament go first, and when that rule yields a tie, those who have gone second the most go first. If there is still a tie, tiles are drawn as in the standard rules. At the beginning of the game, each player draws seven tiles from the bag and places them on their rack, concealed from the other player(s). Making a play The first played word must be at least two letters long, and cover H8 (the center square). Thereafter, any move is made by using one or more tiles to place a word on the board. This word may use one or more tiles already on the board and must join with the cluster of tiles already on the board. On each turn, the player has three options: Pass, forfeiting the turn and scoring nothing. Exchange one or more tiles for an equal number from the bag, scoring nothing, an option available only if at least seven tiles remain in the bag. Play at least one tile on the board, adding the value of all words formed to the player's cumulative score. A proper play uses one or more of the player's tiles to form a continuous string of letters that make a word (the play's "main word") on the board, reading either left-to-right or top-to-bottom. The main word must either use the letters of one or more previously played words or else have at least one of its tiles horizontally or vertically adjacent to an already played word. If any words other than the main word are formed by the play, they are scored as well and are subject to the same criteria of acceptability. See Scoring for more details. A blank tile may represent any letter and scores zero points, regardless of its placement or what letter it represents. Its placement on a double-word or triple-word square causes the corresponding premium to be applied to the word(s) in which it is used. Once a blank tile is placed, it remains that particular letter for the remainder of the game. After making a play, the player announces the score for that play, and then, if the game is being played with a clock, starts the opponent's clock. The player can change their play as long as the player's clock is running, but commits to the play when they start the opponent's clock. The player then draws tiles from the bag to replenish their rack to seven tiles. If there are not enough tiles in the bag to do so, the player takes all the remaining tiles. If a player has made a play and has not yet drawn a tile, the opponent may choose to challenge any or all words formed by the play. The player challenged must then look up the words in question using a specified word source (such as the NASPA Word List, the Official Scrabble Players Dictionary, or Collins Scrabble Words), and if one or more of them is found to be unacceptable, the play is removed from the board, the player returns the newly played tiles to their rack, and the turn is forfeited. In tournament play, a challenge may be to the entire play or any one or more words formed in the play, and judges (human or computer) are used, so players are not entitled to know which word(s) are invalid. Penalties for unsuccessfully challenging an acceptable play vary in club and tournament play and are described in greater detail below. End of game Under North American tournament rules, the game ends when either: One player has played every tile on their rack, and no tiles remain in the bag (regardless of the tiles on the opponent's rack). At least six successive scoreless turns have occurred and either player decides to end the game. Either player uses more than 10 minutes of overtime. (For several years, a game could not end with a cumulative score of 0–0, but that is no longer the case, and such games have since occurred a number of times in tournament play, the winner being the player with the lower total point value on their rack and thus a score less negative than the opponent's.) When the game ends, each player's score is reduced by the sum of their unused letters; in addition, if a player has used all of their letters (known as "going out" or "playing out"), the sum of all other players' unused letters is added to that player's score. In tournament play, a player who goes out adds twice that sum, and their opponent is not penalized. Examples Plays can be made in several ways (in what follows, it is assumed that the word JACK has been played on a previous turn; letters in parentheses represent tiles already on the board): Adding one or more letters to an existing word, e.g. (JACK)S, HI(JACK), HI(JACK)ING, (JACK)FRUIT. "Hooking" a word and playing perpendicular to that word, e.g. playing IONIZES with the S hooked on (JACK) to make (JACK)S. Playing perpendicular to a word, e.g. YEU(K)Y through the K in (JACK). Playing parallel to a word(s) forming several short words, e.g. CON played under (JACK) simultaneously forming (J)O and (A)N. Any combination of these is allowed in a play, as long as all the letters placed on the board in one play lie in one row or column and are connected by a main word, and any run of tiles on two or more consecutive squares along a row or column constitutes a valid word. Words must read either left-to-right or top-to-bottom. Diagonal plays are not allowed. Scoring The score for any play is determined this way: Each new word formed in a play is scored separately, and then those scores are added up. The value of each tile is indicated on the tile, and blank tiles are worth zero points. The main word (defined as the word containing every played letter) is scored. The letter values of the tiles are added up, and tiles placed on Double Letter Score (DLS) and Triple Letter Score (TLS) squares are doubled or tripled in value, respectively. Tiles placed on Double Word Score (DWS) or Triple Word Score (TWS) squares double or triple the value of the word(s) that include those tiles, respectively. In particular, the center square (H8) is considered a DWS, and the first play is doubled in value. If any "hook" words are played (e.g. playing ANEROID while "hooking" the A to BETTING to make ABETTING), the scores for each word are added separately. This is common for "parallel" plays that make up to eight words in one turn. Premium squares apply only when newly placed tiles cover them. Any subsequent plays do not count those premium squares. If a player covers both letter and word premium squares with a single word, the letter premium(s) is/are calculated first, followed by the word premium(s). If a player makes a play where the main word covers two DWS squares, the value of that word is doubled, then redoubled (i.e. 4× the word value). Similarly, if the main word covers two TWS squares, the value of that word is tripled, then re-tripled (9× the word value). Such plays are often referred to as "double-doubles" and "triple-triples" respectively. It is theoretically possible to achieve a play covering three TWS squares (a 27× word score), although this is extremely improbable without constructive setup and collaboration. Plays covering a DWS and a TWS simultaneously (6× the word value, or 18× if a DWS and two TWS squares are covered) are only possible if a player misses the center star on the first turn, and the play goes unchallenged (this is valid under North American tournament rules). Finally, if seven tiles have been laid on the board in one turn, known as a "bingo" in North America and as a "bonus" elsewhere, after all of the words formed have been scored, 50 bonus points are added. When the letters to be drawn have run out, the final play can often determine the winner. This is particularly the case in close games with more than two players. Scoreless turns can occur when a player passes, exchanges tiles, or loses a challenge. The latter rule varies slightly in international tournaments. A scoreless turn can also theoretically occur if a play consists of only blank tiles, but this is extremely unlikely in actual play. Example Suppose Player 1 plays QUANT 8D, with the Q on a DLS and T on the center star. The score for this play would be (2 × 10 + 1 + 1 + 1 + 1) × 2 = 48 (following the order of operations). Player 2 extends the play to ALI(QUANT) 8A with the A on the TWS at 8A. The score for this play would be (1 + 1 + 1 + 10 + 1 + 1 + 1 + 1) × 3 = 51. Note that the Q is not doubled for this play. Player 1 has DDIIIOO and plays OIDIOID 9G. The score for the word OIDIOID would be (2 × 1 + 1 + 2 × 2 + 1 + 1 + 1 + 2 × 2) = 14. Additionally, Player 1 formed NO and TI, which score 1 + 2 × 1 = 3 and 1 + 1 = 2 points respectively. Therefore, the sum of all the values of the words formed is 14+3+2 = 19. But since this is a seven-letter play, 50 points are added, resulting in a total score of 69. Player 1 now has a 117–51 lead. The player with the highest final score wins the game. In case of a tie, the player with the highest score before adjusting for unplayed tiles wins the game. In tournament play, a tie counts as 1/2 a win for both players. Acceptable words Acceptable words are the primary entries in some agreed dictionary or lexicon, and all of their inflected forms. Words that are hyphenated, capitalized (such as proper nouns), or apostrophized are not allowed unless they also appear as acceptable entries; JACK is a proper noun, but the word JACK is acceptable because it has other usages as a common noun (automotive, vexillological, etc.) and verb that are acceptable. Acronyms or abbreviations, other than those that have acceptable entries (such as AWOL, RADAR, LASER, and SCUBA) are not allowed. Variant spellings, slang or offensive terms, archaic or obsolete terms, and specialized jargon words are allowed if they meet all other criteria for acceptability, but archaic spellings (e.g. NEEDE for NEED) are generally not allowed. Foreign words are not allowed in English-language Scrabble unless they have been incorporated into the English language, as with PATISSERIE, KILIM, and QI. Vulgar and offensive words are generally excluded from the OSPD but allowed in club and tournament play, but in 2020, the rise of anti-racism protests caused trademark owners and lexicon compilers to exclude words deemed to be personally applicable offensive slurs, resulting in their expurgation, while retaining other offensive words. Proper nouns and other exceptions to the usual rules are allowed in some limited contexts in the spin-off game Scrabble Trickster. Names of recognized computer programs are permitted as an acceptable proper noun (for example, WinZip). The memorization of two-letter words is considered an essential skill in this game. There are two popular competition word lists for English-language Scrabble: NASPA Word List (NWL, also known as OTCWL, OWL, or TWL) Collins Scrabble Words (CSW, also called "Collins" or "SOWPODS") The first predominates in the U.S., Canada, Israel and Thailand, and the second in English Scrabble in the rest of the world. There is also a large community of competitive Collins players in North America, with its own NASPA rating system. NWL and OSPD Today's NASPA Word List, published by NASPA Games, descends from the Official Tournament and Club Word List (a non-bowdlerized version of the Official Scrabble Players Dictionary) and its companion Long Words List for longer words. The current version of NWL is NWL2020, effective January 2021, and the Official Scrabble Players Dictionary, published by Merriam-Webster, is currently in its sixth edition of 2018. NWL includes all current OSPD words, plus several hundred offensive words and genericized trademarks such as KLEENEX; as of 2020, it no longer includes words judged to be personally applicable offensive slurs. The NWL and OSPD are compiled using a number of major college-level dictionaries, principally those published by Merriam-Webster. If a word appears, at least historically, in any one of the dictionaries, it is included in the NWL and the OSPD. If the word has only an offensive meaning, it is included only in the NWL. The key difference between the OSPD and the NWL is that the OSPD is marketed for "home and school" use, without words which their source dictionaries judged offensive, rendering the Official Scrabble Players Dictionary less fit for official Scrabble play. The OSPD is available in bookstores, while the NWL is available only through NASPA. Collins Scrabble Words In all other English-speaking countries, the competition word list is Collins Scrabble Words 2019 edition, known as CSW19. (Versions of this lexicon before 2007 were known as SOWPODS.) The lexicon includes all allowed words 2 to 15 letters long. Historically, this list has contained all OTCWL words plus words sourced from Chambers and Collins English dictionaries, but recent editorial decisions have caused greater discrepancies between CSW and NWL. This book is used to adjudicate at the World Scrabble Championship and all other major international competitions outside North America. Tournaments are also played using CSW in North America, particularly since Hasbro ceased to control tournament play in 2009. NASPA officially rates CSW tournaments alongside NWL tournaments, using a separate rating system. Challenges The penalty for a successfully challenged play is nearly universal: the offending player removes the tiles played and forfeits his or her turn. (In some online games, an option known as "void" may be used, wherein unacceptable words are automatically rejected by the program. The player is then required to make another play, with no penalty applied.) The penalty for an unsuccessful challenge (where all words formed by the play are deemed valid) varies considerably, including: "Double Challenge", in which an unsuccessfully challenging player must forfeit the next turn. This penalty governs North American (NASPA-sanctioned) OWL tournament play, and is the standard for North American, Israeli, and Thai clubs. Because loss of a turn generally constitutes the greatest risk for an unsuccessful challenge, it provides the greatest incentive for a player to "bluff", or play a "phony" – a plausible word that they know or suspect to be unacceptable, hoping their opponent will not challenge it. Or a player can put down a legal word that appears to be a phony hoping the other player will incorrectly challenge it and lose their turn. "Single Challenge"/"Free Challenge", in which no penalty whatsoever is applied to a player who unsuccessfully challenges. This is the default rule in Ireland and the United Kingdom, as well as for many tournaments in Australia, although these countries do sanction occasional tournaments using other challenge rules. Modified "Single Challenge", in which an unsuccessful challenge does not result in the loss of the challenging player's turn, but is penalized by the loss of a specified number of points. The most common penalty is five points. The rule has been adopted in Singapore (since 2000), Malaysia (since 2002), South Africa (since 2003), New Zealand (since 2004), and Kenya, as well as in contemporary World Scrabble Championships (since 2001) and North American (NASPA-sanctioned) Collins tournaments, and particularly prestigious Australian tournaments. Some countries and tournaments (including Sweden) use a 10-point penalty instead. In most game situations, this penalty is much lower than that of the "double challenge" rule. Consequently, such tournaments encourage greater willingness to challenge and discourage playing dubious words. Under NASPA tournament rules, a player may request to "hold" the opponent's play to consider whether to challenge it, provided that the opponent has not yet drawn replacement tiles. If player A holds, player A's clock still runs, and player B may not draw provisional replacement tiles
(S.C.) at the National Scrabble Championship, 2008. The highest possible legal score on a first turn is MUZJIKS 128, using an actual U rather than a blank. (Note: The odds of drawing MUZJIKS without blanks is 9 in 432,325,411, or 1 in ) Highest opening move score (SOWPODS) – BEZIQUE 124 by Sam Kantimathi (1993), Joan Rosenthal and Sally Martin. Highest single play (OTCWL) – QUIXOTRY 365 by Michael Cresta (Mass.), 2006. Highest single play (SOWPODS) – CAZIQUES 392 by Karl Khoshnaw. Highest average score, multi-day tournament (OSPD) – 503 by James Leong (Sask.) over 12 rounds at Brandon, Man., 2015. 484 by Doug Brockmeier (Calif.) over 12 rounds at Elmhurst, Ill., 2011. 471 by Chris Cree (Tex.) over 18 rounds at the Bayou Bash in Houston, Tex., 2007. Highest average score, multi-day tournament (SOWPODS) – 499.94 by Nigel Richards (MY) over 16 rounds at the 7th Lim Boon Heng Cup, Singapore, 2009. Highest average score, one day tournament (SOWPODS) – 548 by Jackson Smylie of Toronto, Ontario over 5 rounds at Caledon, Ontario Highest average score, one day tournament (OTCWL) – 532 by Jackson Smylie over 4 rounds at North American Scrabble Championship early bird in Las Vegas Two other records are believed to have been achieved under a British format known as the "high score rule", in which a player's tournament result is determined only by the player's own scores, and not by the differentials between that player's scores and the opponents'. Play in this system "encourages elaborate setups often independently mined by the two players", and is significantly different from the standard game in which defensive considerations play a major role. While the "high score" rule has led to impressively high records, it is currently out of favor. High game score of 1,049 by Phil Appleby of Lymington, Hampshire, UK, on June 25, 1989, in Wormley, Hertfordshire, UK. His opponent scored just 253 points, giving Appleby a record victory margin of 796 points. High single-turn score of 392, by Dr Saladin Karl Khoshnaw in Manchester, UK, in April 1982. The word he used was CAZIQUES, meaning "native chiefs of West Indian aborigines". Hypothetical scores in possible and legal but highly unlikely plays and games are far higher, primarily through the use of words that cover three triple-word-score squares. The highest reported score for a single play is 1780 (OSPD) and 1785 (SOWPODS) using oxyphenbutazone. When only adding the word sesquioxidizing to these official lists, one could theoretically score 2015 (OSPD) and 2044 (SOWPODS) points in a single move. The highest reported combined score for a theoretical game based on SOWPODS is 4046 points, constructed by Nathan Hedt of Australia. Other records are available for viewing at Total Scrabble, an unofficial record book that includes the above as sources and expands on other topics. In August 1984, Peter Finan and Neil Smith played Scrabble for 153 hours at St. Anselm's College, Birkenhead, Merseyside, setting a new duration record. A longer record was never recorded by Guinness Book of Records, as the publishers decided that duration records of this nature were becoming too dangerous and stopped accepting them. Software Computer players Maven is a computer opponent for the game created by Brian Sheppard. The official Scrabble computer game in North America uses a version of Maven as its artificial intelligence and is published by Atari. Outside North America, the official Scrabble computer game is published by Ubisoft. Quackle is an open-source alternative to Maven of comparable strength, created by a five-person team led by Jason Katz-Brown. A Qt cross-platform version of Quackle is available on GitHub. Video game versions Several video game versions of Scrabble have been released for various platforms, including PC, Mac, Amiga, Commodore 64, Sinclair ZX Spectrum, Game Boy, Game Boy Color, Game Boy Advance, Nintendo DS, PlayStation, PlayStation 4, PlayStation Portable, iPod, iPad, Game.com, Palm OS, Amstrad CPC, Xbox 360, Kindle, Wii and mobile phones. The Nintendo DS version of Scrabble 2007 Edition made news when parents became angry over the game's AI using potentially offensive language during gameplay. Web versions Several websites offer the possibility to play Scrabble online against other users, such as ScrabbleScores.com, the Internet Scrabble Club and Pogo.com from Electronic Arts (North America only). Facebook initially offered a variation of Scrabble called Scrabulous as a third-party application add-on. On July 24, 2008, Hasbro filed a copyright infringement lawsuit against its developers. Four days later, Scrabulous was disabled for users in North America, eventually reappearing as "Lexulous" in September 2008, with changes made to distinguish it from Scrabble. By December 20, Hasbro had withdrawn its lawsuit. Mattel launched its official version of online Scrabble, Scrabble by Mattel, on Facebook in late March 2008. The application was developed by Gamehouse, a division of RealNetworks that was licensed by Mattel. Since Hasbro controls the copyright for North America with the copyright for the rest of the world belonging to Mattel, the Gamehouse Facebook application was available only to players outside the United States and Canada. The version developed by Electronic Arts for Hasbro was available throughout the world. When Gamehouse ceased support for its application, Mattel replaced it with the Electronic Arts version in May 2013. This decision was met with criticism from its userbase. The Hasbro version continues to be available worldwide but now uses IP lookup to display Hasbro branding to North American players and Mattel branding to the rest of the world. Electronic Arts have also released mobile apps for Android and iOS, allowing players to continue the same game on more than one platform. As well as facilities to play occasional games online, there are many options to play in leagues. In 2020, the license for Scrabble passed from Electronic Arts to Scopely, which launched the app Scrabble GO on March 5, 2020, with the Electronic Arts version discontinued on June 5, 2020. The new app was very different, leading to protests, and Scopely soon began to offer a 'Classic' version, without some of the extras initially offered: "this updated mode is reimagined to reflect the ask for a streamlined experience. Features such as boosts, rewards and all other game modes are disabled", the company announced. Variations Super Scrabble A new licensed product, Super Scrabble, was launched in North America by Winning Moves Games in 2004 under license from Hasbro, with the deluxe version (with turntable and lock-in grid) released in February 2007. A Mattel-licensed product for the rest of the world was released by Tinderbox Games in 2006. This set comprises 200 tiles in slightly modified distribution to the standard set and a 21×21 playing board. National versions Versions of the game have been released in several other languages. The game was called Alfapet when it was introduced in Sweden in 1954, but since the mid-1990s, the game has also been known as Scrabble in Sweden. Alfapet is now another crossword game, developed by the owners of the name Alfapet. A Russian version is called Erudit. Versions have been prepared for Dakotah, Haitian Creole, Dakelh (Carrier language), and Tuvan. For languages with digraphs counted as single letters, such as Welsh and Hungarian, the game features separate tiles for those digraphs. An Irish-language version of Scrabble was published by Glór na nGael in 2010. The previous year the same organisation published the Junior version of the game and two years later it republished Junior Scrabble using a two-sided (and two skill level) board. Television game show versions In 1987, a board game was released by Selchow & Righter, based on the game show hosted by Chuck Woolery that aired on NBC from 1984 to 1990 (and for five months in 1993). Billed as the "Official Home Version" of the game show (or officially as the "TV Scrabble Home Game"), gameplay bears more resemblance to the game show than it does to a traditional Scrabble game, although it does utilize a traditional Scrabble gameboard in play. On September 17, 2011, a new game show based on Scrabble, called Scrabble Showdown, debuted on The Hub with Justin "Kredible" Willman as the host of the program. Each week, teams play various activities based on the board game in order to win big prizes including a trip to anywhere from around the world. Games based on Scrabble There are numerous variations of the game. While they are similar to the original Scrabble game, they include minor variations. For example, Literati draws random tiles instead of providing a finite number of tiles for the game, assigns different point levels to each letter and has a slightly different board layout, whereas Lexulous assigns eight letters to each player instead of seven. Words with Friends uses a different board layout and different letter values, as does Words of Gold. Duplicate Scrabble is a popular variant in French speaking countries. Every player has the same letters on the same board and the players must submit a paper slip at the end of the allotted time (usually 3 minutes) with the highest scoring word they have found. This is the format used for the French World Scrabble Championships but it is also used in Romanian and Dutch. There is no limit to the number of players that can be involved in one game, and at Vichy in 1998 there were 1,485 players, a record for French Scrabble tournaments. is a variant that is much more popular in Italy than the original game. It features a 17×17 grid of cells and peculiar rules. In one variation of Scrabble, blanks score points corresponding to the letters the blanks are used to represent. For example, if one played blank to represent a Z, it would get ten; a blank to represent a V or an H would get four; a blank to represent a D would get 2 and blank to represent a T, N, L, S or R or any of the vowels would get one. Popular among tournament Scrabble players is Clabbers. In Clabbers, any move that consists of anagrams of allowable words is allowed. For example, because ETAERIO is allowable in ordinary Collins Scrabble, EEAIORT would be allowable in Clabbers. A junior version, called Junior Scrabble, has been marketed. This has slightly different distributions of frequencies of letter tiles to the standard Scrabble game. Word games similar to or influenced by Scrabble include Bananagrams, Boggle, Dabble, Nab-It!, Perquackey, Puzzlage, Quiddler, Scribbage, Tapple, Upwords, and WordSpot. There are also number-based variations, such as Equate (game), GoSum, Mathable, Numble, Numbler, Triolet, Yushino and Numenko. Gameboard formats The game has been released in numerous gameboard formats appealing to various user groups. The original boards included wood tiles and many "deluxe" sets still do. Tile Lock editions Tile Lock editions of Scrabble and Super Scrabble are made by Winning Moves and feature smaller, plastic tiles that are held in place on the board with little plastic posts. The standard version features exactly the same 100 tiles as regular Scrabble. The Tile Lock Super Scrabble features the same 200 tiles that are in Super Scrabble. Travel editions Editions are available for travelers who may wish to play in a conveyance such as a train or plane or to pause a game in progress and resume later. Many versions thus include methods to keep letters from moving, such as pegboards, recessed tile holders and magnetic tiles. Players' trays are also designed with stay-fast holders. Such boards are also typically designed to be reoriented by each player to put the board upright during the game, as well as folded and stowed with the game in progress. Production and Marketing Company, 1954 – metal hinged box, Bakelite tiles inlaid with round magnets, chrome tile racks, silver-colored plastic bag and cardboard box covered with decorative paper. The box, when opened flat, measures and the tiles measure square. Spear's Games, the 1980s – boxed edition with pegboard, plastic tiles with small feet to fit snugly in the pegboard. Racks are clear plastic, allowing some sorting while holding tiles fairly snugly. The set comes with a drawstring plastic bag to draw tiles and a cardboard box. It is possible to save a game in progress by returning the board to the box. There is a risk of players' trays being mixed and upset, and the box lid, held on by friction, is subject to upset. Selchow & Righter, 1980s – pocket edition with plastic "magnetic" board and tiles. Tile racks are also plastic with an asymmetrical shape to provide a handhold. All elements fit in a plastic envelope for travel and to permit a pause in the game. Plastic letters are very small and tend to lose their grip if not placed with slight lateral movement and if they are not perfectly clean. The game format is extremely small, allowing Scrabble games for backpackers and others concerned about weight and size. Hasbro Games, 2001 – hinged plastic board with clear tile-shaped depressions to hold tiles in play. Board is in a black, zippered folio such that board and tiles may be folded for travel, even with the game in play. The reverse side of the board contains numbered mounts for racks, holding tiles face down, allowing secure and confidential storage of tiles while a game is paused. Some versions have tile racks with individual tile slots, thus not permitting easy sorting of tiles in a rack. The board, when opened up, measures , and the tiles are in size. Deluxe editions At the opposite end, some "deluxe" or "prestige" editions offer superior materials and features. These include editions on a rotating turntable, so players can always face the board, with the letters upright and a raised grid that holds the tiles in place. Also available are alternative Scrabble boards, often made of glass or hardwood, that have superior rotating mechanisms and personalized graphics. Large print and braille editions An edition has been released (in association with the Royal National Institute of Blind People (RNIB)) with a larger board and letters for players with impaired vision. The colours on the board are more contrasting, and the font size has been increased from 16 to 24 point. The tiles are in bold 48 point, and have braille labels. A separate braille edition is also available. Works related to Scrabble Books Numerous books about Scrabble have been published, including nonfiction titles helping players improve their game, and fiction titles using the game as a plot device. These include: Merriam-Webster's The Official Scrabble Player's Dictionary, the Sixth Edition of which was published in 2018. The OSPD is the consistently best-selling official Scrabble book. Word Freak by Stefan Fatsis (2001), an introduction to tournament Scrabble and its players. While writing the book, Fatsis became a high-rated tournament player. The Scrabble Player's Handbook, edited by Stewart Holden and Kenji Matsumoto, and written by an international group of tournament players, which gives the information a serious player needs to advance to successful tournament play. Not to be confused with Drue K. Conklin's 1976 The Official Scrabble Player's Handbook, The Scrabble Player's Handbook is available for free download. Documentaries Numerous documentaries have been made about the game, including: Scrabylon (2003), by Scott Petersen, which "gives an up-close look at why people get so obsessed with that seemingly benign game" Word Slingers (2002), by Eric Siblin and Stefan Vanderland (produced for Canadian Broadcasting Corporation (CBC)), which follows four expert Canadian players at the 2001 World Championship in Las Vegas Word Wars (2004)
traditionalist Catholicism which holds that the present occupier of the Holy See is not a valid pope due to the pope's espousal of one or more heresies and that therefore, for lack of a valid pope, the See of Rome is vacant. The term sedevacantism is derived from the Latin phrase sede vacante, which means "with the chair [i.e. of the Bishop of Rome] being vacant". The phrase is commonly used to refer specifically to a vacancy of the Holy See from the death, the resignation, the falling into insanity, or the public heresy of a pope to the election of his successor. Among those who maintain that the see of Rome, occupied by what they declare to be an illegitimate pope, was really vacant, some have chosen an alternative pope of their own, and thus in their view ended the vacancy of the see, and are known sometimes as conclavists. The number of sedevacantists is unknown and difficult to measure; estimates range from tens of thousands to hundreds of thousands. Positions Origin Sedevacantism owes its origins to the rejection of the theological and disciplinary changes implemented following the Second Vatican Council (1962–65). Sedevacantists reject this Council, on the basis of their interpretation of its documents on ecumenism and religious liberty, among others, which they see as contradicting the traditional teachings of the Catholic Church and as denying the unique mission of Catholicism as the one true religion, outside of which there is no salvation. They also say that new disciplinary norms, such as the Mass of Paul VI, promulgated on 3 April 1969, undermine or conflict with the historical Catholic faith and are deemed blasphemous, while post-Vatican II teachings, particularly those related to ecumenism, are labelled heresies. They conclude, on the basis of their rejection of the revised Mass rite and of postconciliar Church teaching as false, that the popes involved are also false. Among even traditionalist Catholics, this is a quite divisive question. Traditionalist Catholics other than sedevacantists recognize as legitimate the line of popes leading to and including Pope Francis. Sedevacantists, however, claim that the infallible Magisterium of the Catholic Church could not have decreed the changes made in the name of the Second Vatican Council, and conclude that those who issued these changes could not have been acting with the authority of the Catholic Church. Accordingly, they hold that Pope John XXIII and his successors left the true Catholic Church and thus lost legitimate authority in the Church. A formal heretic, they say, cannot be the Catholic pope. Justification While Sedevacantists' arguments often hinge on their interpretation of modernism as being a heresy, this is also debated. Positions within sedevacantism On clergy, Mass, and sacraments Some sedevacantists accept the consecrations and ordinations of sedevacantist bishops and priests, and the offering of Masses and the administration of sacraments by the said bishops and priests, to be licit because of epikea, i.e. "the interpretation of the mind and will of him who made the law". In this case, the ecclesiastical laws (e.g. prohibition of consecrations of bishops without papal mandate; prohibition of administration of sacraments without ecclesiastical authorization) are interpreted to cease when to follow them would be impossible, harmful, or unreasonable, or would mean transgressing divine laws (e.g. the Church must have bishops and priests; Catholics must attend Mass and receive the sacraments), and because of a historical precedent for consecrating Catholic bishops during a long vacancy of the Holy See. On liturgy Another divisive question among sedevacantists is whether it is permissible to go to "una cum" masses (Traditional Latin Masses where the name of the person considered by mainstream Catholics as Pope' is said in the Roman Canon, specifically in the "Te igitur" prayer, where the priest says "una cum famulo tuo Papa nostro N." ["together with Thy Servant N., our Pope"]). Such "una cum" masses are offered by the priests of the Priestly Fraternity of Saint Peter. Some argue that it is, or may be, permissible, while others argue that is it not permissible, and that such masses are illicit and forbidden to Catholics. Relationship to Sedeprivationism A sizeable portion of sedevacantists affirm
by mainstream Catholics as Pope' is said in the Roman Canon, specifically in the "Te igitur" prayer, where the priest says "una cum famulo tuo Papa nostro N." ["together with Thy Servant N., our Pope"]). Such "una cum" masses are offered by the priests of the Priestly Fraternity of Saint Peter. Some argue that it is, or may be, permissible, while others argue that is it not permissible, and that such masses are illicit and forbidden to Catholics. Relationship to Sedeprivationism A sizeable portion of sedevacantists affirm the Thesis of Cassiciacum of the Dominican theologian Bishop Michel-Louis Guérard des Lauriers as being a valid position, which states that John XXIII and his successors are popes materialiter sed non formaliter, that is, "materially but not formally," and that the post-Vatican II popes will become pope if they recant their heresies. Demography There are estimated to be between several tens of thousands and more than two hundred thousand sedevacantists worldwide, mostly concentrated in the United States, Canada, France, the United Kingdom, Italy, and Australia, but the actual size of the sedevacantist movement has never been accurately assessed. It remains extremely difficult to establish the size of the movement for a wide range of reasons, such as the fact that not all sedevacantists identify themselves as such, nor do they necessarily adhere to sedevacantist groups or societies. Early proponents Early proponents of sedevacantism include: Patrick Henry Omlor, an American author who, in 1965, expressed the view that Paul VI was not the pope. Francis Schuckardt, an American who gained considerable fame as a charismatic speaker for the Blue Army of Our Lady of Fatima, who served as its international secretary, and who although still working within the mainstream Catholic Church in 1967, publicly took the position in 1968 that the Holy See was vacant and that the Church that had emerged from the Second Vatican Council was no longer the Catholic Church. He founded the Congregation of Mary Immaculate Queen (CMRI). Bishop Daniel Q. Brown, an American former Old Catholic bishop who converted to sedevacantism and an associate of Schuckardt. Yukio Nemoto, a Japanese who created the sedevacantist group Seibo No Mikuni (Kingdom of Our Lady, 聖母の御国). Father Joaquín Sáenz y Arriaga, a Mexican Jesuit priest and theologian who put forward sedevacantist ideas in his books The New Montinian Church (August 1971) and Sede Vacante (1973). His writings gave rise to the sedevacantist movement in Mexico, led by Father Sáenz, Father Moisés Carmona, and Father Adolfo Zamora., priests who formed the Unión Católica Trento (Tridentine Catholic Union). Father Francis E. Fenton, an American priest who was inspired by Sáenz's writings and founded the Orthodox Roman Catholic Movement as an American parallel to the Mexican Unión Católica Trento. Father (later Bishop) Michel-Louis Guérard des Lauriers, a French Dominican priest and theologian who developed the Thesis of Cassiciacum in the 1970s. Several American priests of the Society of Saint Pius X (SSPX): Father Daniel Dolan, Father Anthony Cekada, and Father Donald Sanborn, reportedly sedevacantists in the 1970s, who were expelled, along with several other priests, by Archbishop Marcel Lefebvre for holding this view. Nine of these priests later founded the Society of Saint Pius V (SSPV) in 1983. Father Gommar DePauw, an American priest and canonist who founded the organization he named Catholic Traditionalist Movement. Father Oswald Baker, an English priest who was a sedevacantist by at least 1982, and reportedly some time prior to that. Father Lucian Pulvermacher, an American missionary priest who left the Roman Catholic Church in 1976 and in 1998 was elected pope of the conclavist "True Catholic Church" with the name of "Pius XIII". Bishops and holy orders Catholic theology holds that any bishop can validly ordain any baptized male to the priesthood, and any priest to the episcopacy, provided that, with the intention to do what the Church does, he uses a rite of ordination or consecration considered valid by the Catholic Church. Sedevacantist bishops Consecrated pre-Vatican II who became sedevacantists The only known Catholic bishop consecrated before the Second Vatican Council who publicly became sedevacantist was Vietnamese Archbishop Ngô Đình Thục (consecrated in 1938), former Vicar Apostolic of Vĩnh Long, Vietnam and former Archbishop of Huế, Vietnam. Bishop Alfredo Méndez-Gonzalez (consecrated in 1960), former Bishop of Arecibo, Puerto Rico, though not a sedevacantist, at least not a public one, associated himself with sedevacantist priests and consecrated a bishop for them. Thục line bishops The "Thục line" bishops designates bishops who derive their episcopacy from Archbishop Thục or from bishops of Thục's lineage. Many bishops in the "Thục line" are part of the non-sedevacantist Palmarian Catholic Church; this is due to Thục having consecrated Bishop Clemente Domínguez y Gómez, future head of the Palmarian Church, and the very numerous episcopal consecrations within this organization. On 7 May 1981, Thục consecrated the sedeprivationist French priest Michel-Louis Guérard des Lauriers as a bishop. Des Lauriers was a French Dominican theologian and a papal advisor. On 17 October 1981, Thục consecrated the sedevacantist Mexican priests Moisés Carmona and Adolfo Zamora as bishops. Carmona and Zamora had been sedevacantist leaders and propagators in Mexico for many years, and were among the priests who formed the Tridentine Catholic Union. The Vatican declared Thục ipso facto excommunicated for these consecrations and for his declaration of sedevacantism. There are many sedevacantist bishops today whose episcopal lineages descend from Archbishop Thuc, either or both through Bishop Guerard
different languages. In November 2020, Kodansha Comics announced plans to re-release the Sailor Moon manga again as part of their "Naoko Takeuchi Collection". The company described the new edition as a "more affordable, portable" version of the Eternal Edition. The first volume will be published on April 5, 2022. Sailor Moon has also been licensed in other English-speaking countries. In the United Kingdom, the volumes are distributed by Turnaround Publisher Services. In Australia, the manga is distributed by Penguin Books Australia. The manga has been licensed in Russia and CIS for distribution by XL-Media publishing company, a subdivision of Eksmo publishing company. The first volume was released in 2018. Anime series Overview Sailor Moon Toei Animation produced an anime television series based on the 52 manga chapters, also titled Pretty Soldier Sailor Moon. Junichi Sato directed the first season, Kunihiko Ikuhara took over second through fourth season, and Takuya Igarashi directed the fifth and final season. The series premiered in Japan on TV Asahi on March 7, 1992, and ran for 200 episodes until its conclusion on February 8, 1997. Upon its release, the show quickly rose to be Toei Animation's highest ranked TV series. Most of the international versions, including the English adaptations, are titled Sailor Moon. Sailor Moon Crystal On July 6, 2012, Kodansha and Toei Animation announced that it would commence production of a new anime adaptation of Sailor Moon, called Pretty Guardian Sailor Moon Crystal, for a simultaneous worldwide release in 2013 as part of the series's 20th anniversary celebrations, and stated that it would be a closer adaptation of the manga than the first anime. Crystal premiered on July 5, 2014, and new episodes would air on the first and third Saturdays of each month. New cast were announced, along with Kotono Mitsuishi reprising her role as Sailor Moon. The first two seasons were released together, covering their corresponding arcs of the manga (Dark Kingdom and Black Moon). A third season based on the Infinity arc on the manga (known as Death Busters arc in Japan) premiered on Japanese television on April 4, 2016. The fourth season based on Dream arc of the manga (known as Dead Moon arc in Japan) continued as a two-part theatrical anime film project under Pretty Guardian Sailor Moon Eternal: The Movie, with Part 1 originally to be released on September 11, 2020, but was postponed and released on January 8, 2021, and Part 2 was released on February 11, 2021. Munehisa Sakai directed the first and second season, while Chiaki Kon directed the third season and the two films. Films and television specials Three animated theatrical feature films based on the original Sailor Moon series have been released in Japan: Sailor Moon R: The Movie in 1993, followed by Sailor Moon S: The Movie in 1994, and Sailor Moon SuperS: The Nine Sailor Soldiers Unite! Miracle of the Black Dream Hole! in 1995. The films are side-stories that do not correlate with the timeline of the original series. A one-hour television special was aired on TV Asahi in Japan on April 8, 1995. Kunihiko Ikuhara directed the first film, while the latter two were directed by Hiroki Shibata. In 1997, an article in Variety stated that The Walt Disney Company was interested in originally acquiring the rights to Sailor Moon as a live action film to be directed by Stanley Tong. After Disney put the project into turnaround, Universal Pictures acquired the film rights. In 2017, it was revealed that Pretty Guardian Sailor Moon Crystal anime's fourth season would continue as a two-part theatrical anime film project adapting the Dream arc from the manga (known as Dead Moon in Japan). On June 30, 2019, it was announced that the title of the films will be Pretty Guardian Sailor Moon Eternal: The Movie. The first film was originally to be released on September 11, 2020, but was postponed and released on January 8, 2021, and the second film was released on February 11, 2021. Chiaki Kon returned from the anime's third season to direct the two films. Companion books There have been numerous companion books to Sailor Moon. Kodansha released some of these books for each of the five story arcs, collectively called the Original Picture Collection. The books contain cover art, promotional material and other work by Takeuchi. Many of the drawings are accompanied by comments on the way she developed her ideas, created each picture and commentary on the anime interpretation of her story. Another picture collection, Volume Infinity, was released as a self-published, limited-edition artbook after the end of the series in 1997. This art book includes drawings by Takeuchi and her friends, her staff, and many of the voice actors who worked on the anime. In 1999, Kodansha published the Materials Collection; this contained development sketches and notes for nearly every character in the manga, and for some characters that never appeared. Each drawing includes notes by Takeuchi about costume pieces, the mentality of the characters and her feelings about them. It also includes timelines for the story arcs and for the real-life release of products and materials relating to the anime and manga. A short story, Parallel Sailor Moon is also featured, celebrating the year of the rabbit. Novels Sailor Moon was also adapted for publication as novels and released in 1998. The first book was written by Stuart J. Levy and the following written by Lianne Sentar. Stage musicals In mid-1993, the first musical theater production based on Sailor Moon premiered, starring Anza Ohyama as Sailor Moon. Thirty such musicals in all have been produced, with one in pre-production. The shows' stories include anime-inspired plotlines and original material. Music from the series has been released on about 20 memorial albums. The popularity of the musicals has been cited as a reason behind the production of the live-action television series, Pretty Guardian Sailor Moon. During the original run musicals ran in the winter and summer of each year, with summer musicals staged at the Sunshine Theater in the Ikebukuro area of Tokyo. In the winter, musicals toured to other large cities in Japan, including Osaka, Fukuoka, Nagoya, Shizuoka, Kanazawa, Sendai, Saga, Oita, Yamagata and Fukushima. The final incarnation of the first run, , went on stage in January 2005, following which, Bandai officially put the series on a hiatus. On June 2, 2013, Fumio Osano announced on his Twitter page that the Sailor Moon musicals would begin again in September 2013. The 20th anniversary show La Reconquista ran from September 13 to 23 at Shibuya's AiiA Theater Tokyo, with Satomi Ōkubo as Sailor Moon. Satomi Ōkubo reprised the role in the 2014 production Petite Étrangère which ran from August 21 to September 7, 2014, again at AiiA Theater Tokyo. Live-action series Unmade American remake In 1993, Renaissance-Atlantic Entertainment, Bandai and Toon Makers, Inc. conceptualized their own version of Sailor Moon, which was half live-action and half Western-style animation. Toon Makers produced a 17-minute proof of concept presentation video as well as a two-minute music video, both of which were directed by Rocky Sotoloff, for this concept. Renaissance-Atlantic presented the concept to Toei, but it was turned down as their concept would have cost significantly more than simply exporting and dubbing the anime adaptation. At the 1998 Anime Expo convention in Los Angeles, the music video was shown. It has since been copied numerous times and has been viewed on many streaming video sites. Because of the relatively poor quality of the source video and circulated footage, many anime fans thought that the music video was actually a leaked trailer for the project. Additional copies of the footage have since been uploaded to the Internet and served only to bolster the mistaken assumption, in addition to incorrectly attributing the production to Saban Entertainment, who became known for a similar treatment that created the Power Rangers series. In 1998, Frank Ward, along with his company Renaissance-Atlantic Entertainment, tried to revive the idea of doing a live-action series based on Sailor Moon, this time called Team Angel, without the involvement of Toon Makers. A 2-minute reel was produced and sent to Bandai America, but was also rejected. Pretty Guardian Sailor Moon In 2003, Toei Company produced a Japanese live-action Sailor Moon television series using the new translated English title of Pretty Guardian Sailor Moon. Its 49 episodes were broadcast on Chubu-Nippon Broadcasting from October 4, 2003, to September 25, 2004. Pretty Guardian Sailor Moon featured Miyuu Sawai as Usagi Tsukino, Rika Izumi (credited as Chisaki Hama) as Ami Mizuno, Keiko Kitagawa as Rei Hino, Mew Azama as Makoto Kino, Ayaka Komatsu as Minako Aino, Jouji Shibue as Mamoru Chiba, Keiko Han reprising her voice role as Luna from the original anime and Kappei Yamaguchi voicing Artemis. The series was an alternate retelling of the Dark Kingdom arc, adding a storyline different from that in the manga and first anime series, with original characters and new plot developments. In addition to the main episodes, two direct-to-video releases appeared after the show ended its television broadcast. "Special Act" is set four years after the main storyline ends, and shows the wedding of the two main characters. "Act Zero" is a prequel showing the origins of Sailor V and Tuxedo Mask. Video games The Sailor Moon franchise has spawned several video games across various genres and platforms. Most were made by Bandai and its subsidy Angel; others were produced by Banpresto. The early games were side-scrolling fighters; later ones were unique puzzle games, or versus fighting games. Another Story was a turn-based role-playing video game. The only Sailor Moon game produced outside Japan, 3VR New Media's The 3D Adventures of Sailor
also addresses Mamoru's relevance as protector of the Earth and owner of the Golden Crystal, the sacred stone of the Golden Kingdom. Mamoru and all ten of the reunited Guardians combine their powers, enabling Usagi to transform into Eternal Sailor Moon and defeat Dead Moon's leader, Queen Nehelenia. In the final arc the Sailor Starlights from the planet Kinmoku, their ruler Princess Kakyuu, and the infant Chibichibi join Usagi in her fight against Shadow Galactica, a group of both corrupted and false Sailor Guardians, who have been rampaging across the galaxy and killing other Sailor Guardians to steal their star seeds—the essence of their lives. After Mamoru and all of the Solar System Guardians are killed by Shadow Galactica, Usagi travels to the Galaxy Cauldron, the birthplace of all star seeds of the Milky Way, in an attempt to revive her loved ones and to confront Chaos, the source of all strife in the galaxy. Production Creation of Sailor Moon Naoko Takeuchi redeveloped Sailor Moon from her 1991 manga serial Codename: Sailor V, which was first published on August 20, 1991, and featured Sailor Venus as the main protagonist. Takeuchi wanted to create a story with a theme about girls in outer space. While discussing with her editor Fumio Osano, he suggested the addition of Sailor fuku. When Codename: Sailor V was proposed for adaptation into an anime by Toei Animation, Takeuchi redeveloped the concept so Sailor Venus became a member of a team. The resulting manga series became a fusion of the popular magical girl genre and the Super Sentai series, of which Takeuchi was a fan. Recurring motifs include astronomy, astrology, gemology, Greek and Roman mythology, Japanese elemental themes, teen fashions, and schoolgirl antics. Takeuchi said discussions with Kodansha originally envisaged a single story arc; the storyline was developed in meetings a year before serialization began. After completing the arc, Toei and Kodansha asked Takeuchi to continue the series. She wrote four more story arcs, which were often published simultaneously with the five corresponding seasons of the anime adaptation. The anime ran one or two months behind the manga. As a result, the anime follows the storyline of the manga fairly closely, although there are deviations. Takeuchi later said because Toei's production staff were mostly male, she feels the anime has "a slight male perspective." Takeuchi later said she planned to kill off the protagonists, but Osano rejected the notion and said, "[Sailor Moon] is a shōjo manga!" When the anime adaptation was produced, the protagonists were killed in the final battle with the Dark Kingdom, although they were revived. Takeuchi resented that she was unable to do that in her version. Takeuchi also intended for the Sailor Moon anime adaptation to last for one season, but due to the immense popularity, Toei asked Takeuchi to continue the series. At first, she struggled to develop another storyline to extend the series. While discussing with Osano, he suggested the inclusion of Usagi's daughter from the future, Chibiusa. Westernization After the Sailor Moon anime was released in North America and dubbed in English, fans and academics alike noted that the dub had westernized Sailor Moon from how it had been released in Japan. In the 1990's English version of Sailor Moon, the westernization of the characters is seen in how a majority of the character names are changed from Japanese to English names. Sailor Moon's civilian name, Usagi Tsukino, is turned into Serena. The love interest of Sailor Moon, Mamoru Chiba, is turned into Darien. Other examples of westernization referenced by Sailor Moon's audience were things like flipping scenes of traffic to have cars drive on the right side of the road along with the english dub changing any conversations between characters that contained references to their culture. According to Bandai America, the company in charge of Sailor Moon merchandise in the western hemisphere, the approach to advertising Sailor Moon was to make the show and super-heroine "'culturally appropriate' for the American market". LGBTQ+ Censorship The 1990's Sailor Moon anime also faced censorship internationally of characteristics regarded as LGBTQ, or not "heteronormative". Censorship in various countries ranged from changing a character's gender to removing gender fluidness in characters, or editing romantic pairings into close relationships between family members. English Professor Diana Burgos of Florida Atlantic University identifies that the 2014 remake of Sailor Moon titled Sailor Moon Crystal retains a lot of the central themes about gender and sexual identity that is showcased within both the manga and Japanese Sailor Moon anime, but removed from the 1990's Sailor Moon dub. Sociology professor Rhea Hoskin specifies that the removal of homosexual and gender fluid characters in the 1990's Sailor Moon highlights the exclusivity of what was otherwise representation of LGBTQ in a female-leaded superhero show. For more specific details on the differences between the 1992 dub and Japanese version, refer to the editing section on the Sailor Moon (TV Series). Media Manga Written and illustrated by Naoko Takeuchi, Sailor Moon was serialized in the monthly manga anthology Nakayoshi from December 28, 1991, to February 3, 1997. The side-stories were serialized simultaneously in RunRun—another of Kodansha's manga magazines. The 52 individual chapters were published in 18 tankōbon volumes by Kodansha from July 6, 1992, to April 4, 1997. In 2003, the chapters were re-released in a collection of 12 shinzōban volumes to coincide with the release of the live-action series. The manga was retitled Pretty Guardian Sailor Moon and included new cover art, and revised dialogue and illustrations. The ten individual short stories were also released in two volumes. In 2013, the chapters were once again re-released in 10 kanzenban volumes to commemorate the manga's 20th anniversary, which includes digitally remastered artwork, new covers and color artwork from its Nakayoshi run. The books have been enlarged from the typical Japanese manga size to A5. The short stories were republished in two volumes, with the order of the stories shuffled. Codename: Sailor V was also included in the third edition. The Sailor Moon manga was initially licensed for an English release by Mixx (later Tokyopop) in North America. The manga was first published as a serial in MixxZine beginning in 1997, but was later removed from the magazine and made into a separate, low print monthly comic to finish the first, second and third arcs. At the same time, the fourth and fifth arcs were printed in a secondary magazine called Smile. Pages from the Tokyopop version of the manga ran daily in the Japanimation Station, a service accessible to users of America Online. The series was later collected into a three-part graphic novel series spanning eighteen volumes, which were published from December 1, 1998, to September 18, 2001. In May 2005, Tokyopop's license to the Sailor Moon manga expired, and its edition went out of print. In 2011, Kodansha Comics announced they had acquired the license for the Sailor Moon manga and its lead-in series Codename: Sailor V in English. They published the twelve volumes of Sailor Moon simultaneously with the two-volume edition of Codename Sailor V from September 2011 to July 2013. The first of the two related short story volumes was published on September 10, 2013; the second was published on November 26, 2013. At Anime Expo 2017, Kodansha Comics announced plans to re-release Sailor Moon in an "Eternal Edition", featuring a new English translation, new cover artwork by Takeuchi, and color pages from the manga's original run, printed on extra-large premium paper. The first Eternal Edition volume was published on September 11, 2018; the tenth and final volume was published on October 20, 2020. On July 1, 2019, Kondasha Comics began releasing the Eternal Editions digitally, following an announcement the day before about the series being released digitally in ten different languages. In November 2020, Kodansha Comics announced plans to re-release the Sailor Moon manga again as part of their "Naoko Takeuchi Collection". The company described the new edition as a "more affordable, portable" version of the Eternal Edition. The first volume will be published on April 5, 2022. Sailor Moon has also been licensed in other English-speaking countries. In the United Kingdom, the volumes are distributed by Turnaround Publisher Services. In Australia, the manga is distributed by Penguin Books Australia. The manga has been licensed in Russia and CIS for distribution by XL-Media publishing company, a subdivision of Eksmo publishing company. The first volume was released in 2018. Anime series Overview Sailor Moon Toei Animation produced an anime television series based on the 52 manga chapters, also titled Pretty Soldier Sailor Moon. Junichi Sato directed the first season, Kunihiko Ikuhara took over second through fourth season, and Takuya Igarashi directed the fifth and final season. The series premiered in Japan on TV Asahi on March 7, 1992, and ran for 200 episodes until its conclusion on February 8, 1997. Upon its release, the show quickly rose to be Toei Animation's highest ranked TV series. Most of the international versions, including the English adaptations, are titled Sailor Moon. Sailor Moon Crystal On July 6, 2012, Kodansha and Toei Animation announced that it would commence production of a new anime adaptation of Sailor Moon, called Pretty Guardian Sailor Moon Crystal, for a simultaneous worldwide release in 2013 as part of the series's 20th anniversary celebrations, and stated that it would be a closer adaptation of the manga than the first anime. Crystal premiered on July 5, 2014, and new episodes would air on the first and third Saturdays of each month. New cast were announced, along with Kotono Mitsuishi reprising her role as Sailor Moon. The first two seasons were released together, covering their corresponding arcs of the manga (Dark Kingdom and Black Moon). A third season based on the Infinity arc on the manga (known as Death Busters arc in Japan) premiered on Japanese television on April 4, 2016. The fourth season based on Dream arc of the manga (known as Dead Moon arc in Japan) continued as a two-part theatrical anime film project under Pretty Guardian Sailor Moon Eternal: The Movie, with Part 1 originally to be released on September 11, 2020, but was postponed and released on January 8, 2021, and Part 2 was released on February 11, 2021. Munehisa Sakai directed the first and second season, while Chiaki Kon directed the third season and the two films. Films and television specials Three animated theatrical feature films based on the original Sailor Moon series have been released in Japan: Sailor Moon R: The Movie in 1993, followed by Sailor Moon S: The Movie in 1994, and Sailor Moon SuperS: The Nine Sailor Soldiers Unite! Miracle of the Black Dream Hole! in 1995. The films are side-stories that do not correlate with the timeline of the original series. A one-hour television special was aired on TV Asahi in Japan on April 8, 1995. Kunihiko Ikuhara directed the first film, while the latter two were directed by Hiroki Shibata. In 1997, an article in Variety stated that The Walt Disney Company was interested in originally acquiring the rights to Sailor Moon as a live action film to be directed by Stanley Tong. After Disney put the project into turnaround, Universal Pictures acquired the film rights. In 2017, it was revealed that Pretty Guardian Sailor Moon Crystal anime's fourth season would continue as a two-part theatrical anime film project adapting the Dream arc from the manga (known as Dead Moon in Japan). On June 30, 2019, it was announced that the title of the films will be Pretty Guardian Sailor Moon Eternal: The Movie. The first film was originally to be released on September 11, 2020, but was postponed and released on January 8, 2021, and the second film was released on February 11, 2021. Chiaki Kon returned from the anime's third season to direct the two films. Companion books There have been numerous companion books to Sailor Moon. Kodansha released some of these books for each of the five story arcs, collectively called the Original Picture Collection. The books contain cover art, promotional material and other work by Takeuchi. Many of the drawings are accompanied by comments on the way she developed her ideas, created each picture and commentary on the anime interpretation of her story. Another picture collection, Volume Infinity, was released as a self-published, limited-edition artbook after the end of the series in 1997. This art book includes drawings by Takeuchi and her friends, her staff, and many of the voice actors who worked on the anime. In 1999, Kodansha published the Materials Collection; this contained development sketches and notes for nearly every character in the manga, and for some characters that never appeared. Each drawing includes notes by Takeuchi about costume pieces, the mentality of the characters and her feelings about them. It also includes timelines for the story arcs and for the real-life release of products and materials relating to the anime and manga. A short story, Parallel Sailor Moon is also featured, celebrating the year of the rabbit. Novels Sailor Moon was also adapted for publication as novels and released in 1998. The first book was written by Stuart J. Levy and the following written by Lianne Sentar. Stage musicals In mid-1993, the first musical theater production based on Sailor Moon premiered, starring Anza Ohyama as Sailor Moon. Thirty such musicals in all have been produced, with one in pre-production. The shows' stories include anime-inspired plotlines and original material. Music from the series has been released on about 20 memorial albums. The popularity of the musicals has been cited as a reason behind the production of the live-action television series, Pretty Guardian Sailor Moon. During the original run musicals ran in the winter and summer of each year, with summer musicals staged at the Sunshine Theater in the Ikebukuro area of Tokyo. In the winter, musicals toured to other large cities in Japan, including Osaka, Fukuoka, Nagoya, Shizuoka, Kanazawa, Sendai, Saga, Oita, Yamagata and Fukushima. The final incarnation of the first run, , went on stage in January 2005, following which, Bandai officially put the series on a hiatus. On June 2, 2013, Fumio Osano announced on his Twitter page that the Sailor Moon musicals
laid the groundwork for the SchoolForge project. The SEUL/Sci project (now dormant) focused on the use of Linux and Free Software in research. Other project of note connected to SEUL is Tor (network). See also Comparison of open source software hosting facilities External links
was one of the groups which laid the groundwork for the SchoolForge project. The SEUL/Sci project (now dormant) focused on the use of Linux and Free Software in research. Other project of note connected to SEUL is Tor (network). See also Comparison of open source software hosting facilities External links
a comic book Sabrina, a character in John Milton's masque Comus Music Sabrina (Filipino singer) (born 1989) Sabrina (Greek singer) (born 1969) Sabrina Salerno (born 1968), Italian singer, Aka just "Sabrina" Sabrina (album), an album by Sabrina Sabrina (Portuguese singer) (born 1982) "Sabrina", a song by Einstürzende Neubauten "Sabrina", a song by Inkubus Sukkubus from Heartbeat of the Earth Places Sabrina Coast, a part of the coast of Antarctica Sabrina Ridge, Antarctica Sabrina Island, off Antarctica Sabrina Island (Azores), a temporary island between June and July 1811 Lake Sabrina, California Sabrina Way, a footpath and bridleway in England River Severn or Sabrina, a river in Great Britain Ships HMS Sabrina, the name of four ships of the Royal Navy HMS Sabrina (1806), an 18-gun Cormorant-class sloop later classified as a 20-gun post ship HMS Sabrina (1876), a Medina-class gunboat HMS Sabrina (1916), a Yarrow Later M-class destroyer MSC Sabrina, a container ship SS Sabrina or SS Empire Buckler, a Liberian cargo ship Other
Sabrina (Portuguese singer) (born 1982) "Sabrina", a song by Einstürzende Neubauten "Sabrina", a song by Inkubus Sukkubus from Heartbeat of the Earth Places Sabrina Coast, a part of the coast of Antarctica Sabrina Ridge, Antarctica Sabrina Island, off Antarctica Sabrina Island (Azores), a temporary island between June and July 1811 Lake Sabrina, California Sabrina Way, a footpath and bridleway in England River Severn or Sabrina, a river in Great Britain Ships HMS Sabrina, the name of four ships of the Royal Navy HMS Sabrina (1806), an 18-gun Cormorant-class sloop later classified as a 20-gun post ship HMS Sabrina (1876), a Medina-class gunboat HMS Sabrina (1916), a Yarrow Later M-class destroyer MSC Sabrina, a container ship SS Sabrina or SS Empire Buckler, a Liberian cargo ship Other uses
Matanikau action on Guadalcanal as United States Marines barely escape after being surrounded by Japanese forces. 1944 – The Kassel Mission results in the largest loss by a USAAF group on any mission in World War II. 1949 – Zeng Liansong's design is chosen as the flag of the People's Republic of China. 1956 – USAF Captain Milburn G. Apt becomes the first person to exceed Mach 3. Shortly thereafter, the Bell X-2 goes out of control and Captain Apt is killed. 1959 – Typhoon Vera kills nearly 5,000 people in Japan. 1962 – The Yemen Arab Republic is established. 1962 – Rachel Carson's book Silent Spring is published, inspiring an environmental movement and the creation of the U.S. Environmental Protection Agency. 1964 – The British TSR-2 aircraft XR219 makes its maiden flight. 1975 – The last use of capital punishment in Spain sparks worldwide protests. 1977 – Japan Airlines Flight 715 crashes on approach to Sultan Abdul Aziz Shah Airport in Subang, Malaysia, killing 34 of the 79 people on board. 1988 – The National League for Democracy is formed by Aung San Suu Kyi and others to fight dictatorship in Myanmar. 1993 – The Sukhumi massacre takes place in Abkhazia. 1996 – The Battle of Kabul ends in a Taliban victory; an Islamic Emirate of Afghanistan is established. 1996 – Confusion on a tanker ship results in the Julie N. oil spill in Portland, Maine. 1998 – The Google internet search engine retroactively claims this date as its birthday. 2001 – In Switzerland, a gunman shoots 18 citizens, killing 14 and then himself. 2003 – The SMART-1 satellite is launched. 2007 – NASA launches the Dawn probe to the asteroid belt. 2008 – CNSA astronaut Zhai Zhigang becomes the first Chinese person to perform a spacewalk. 2012 – In Minneapolis, a gunman shoots seven citizens, killing five and then himself. 2014 – The eruption of Mount Ontake in Japan occurs. 2019 – Over two million people participated in worldwide strikes to protest climate change across 2,400 locations worldwide. 2020 – Second Nagorno-Karabakh war: Azerbaijan launched an offensive against the self-proclaimed Republic of Artsakh, inhabited predominantly by ethnic Armenians. Births Pre-1600 808 – Ninmyō, Japanese emperor (d. 850) 830 – Ermentrude of Orléans, Queen of the Franks (probable year; d. 869) 1271 – Wenceslaus II of Bohemia, King of Bohemia and Poland (d. 1305) 1275 – John II, Duke of Brabant (d. 1312) 1300 – Adolf, Count Palatine of the Rhine (d. 1327) 1389 – Cosimo de' Medici, ruler of Florence (d. 1464) 1433 – Stanisław Kazimierczyk, Polish canon regular and saint (d. 1489) 1442 – John de la Pole, 2nd Duke of Suffolk (d. 1491) 1496 – Hieronymus Łaski, Polish diplomat (d. 1542) 1507 – Guillaume Rondelet, French physician (d. 1566) 1533 – Stefan Batory, King of Poland (d. 1586) 1544 – Takenaka Shigeharu, Japanese samurai (d. 1579) 1552 – Flaminio Scala, Italian playwright and stage actor (d. 1624) 1598 – Robert Blake, English admiral (d. 1657) 1601–1900 1601 – Louis XIII of France (d. 1643) 1627 – Jacques-Bénigne Bossuet, French bishop and theologian (d. 1704) 1643 – Solomon Stoddard, American pastor and librarian (d. 1729) 1657 – Sofia Alekseyevna of Russia (d. 1704) 1677 – Giovanni Carlo Maria Clari, Italian violinist and composer (d. 1754) 1696 – Alphonsus Maria de' Liguori, Italian bishop and saint (d. 1787) 1719 – Abraham Gotthelf Kästner, German mathematician and epigrammatist (d. 1800) 1722 – Samuel Adams, American philosopher and politician, fourth Governor of Massachusetts (d. 1803) 1729 – Michael Denis, Austrian lepidopterist, author, and poet (d. 1800) 1739 – Francis Russell, Marquess of Tavistock, Irish politician (d. 1767) 1765 – Antoine Philippe de La Trémoille, French general (d. 1794) 1772 – Martha Jefferson Randolph, daughter of Thomas Jefferson who had twelve children (d. 1836) 1783 – Agustín de Iturbide, Mexican royalist turned insurgent; first emperor of Mexico (d. 1824) 1803 – Samuel Francis Du Pont, American admiral (d. 1865) 1805 – George Müller, German-English evangelist and missionary, founded the Ashley Down Orphanage (d. 1898) 1818 – Hermann Kolbe, German chemist and academic (d. 1884) 1821 – Henri-Frédéric Amiel, Swiss philosopher, poet, and critic (d. 1881) 1824 – William "Bull" Nelson, American general (d. 1862) 1830 – William Babcock Hazen, American general (d. 1887) 1838 – Lawrence Sullivan Ross, American general and politician, 19th Governor of Texas (d. 1898) 1840 – Alfred Thayer Mahan, American captain and historian (d. 1914) 1840 – Thomas Nast, German-American cartoonist (d. 1902) 1842 – Alphonse François Renard, Belgian geologist and petrographer (d. 1903) 1843 – Gaston Tarry, French mathematician and academic (d. 1913) 1861 – Corinne Roosevelt Robinson, American poet and author (d. 1933) 1864 – Andrej Hlinka, Slovak priest and politician (d. 1938) 1866 – Eurosia Fabris, Italian saint (d. 1932) 1871 – Grazia Deledda, Italian novelist and poet, Nobel Prize laureate (d. 1936) 1873 – Vithalbhai Patel, Indian legislator and political leader (d. 1933) 1879 – Hans Hahn, Austrian mathematician and philosopher (d. 1934) 1879 – Frederick Schule, American hurdler and coach (d. 1962) 1879 – Cyril Scott, English poet and composer (d. 1970) 1882 – Dorothy Greenhough-Smith, English figure skater and tennis player (d. 1965) 1885 – Harry Blackstone, Sr., American magician (d. 1965) 1885 – Charles Benjamin Howard, Canadian businessman and politician (d. 1964) 1892 – George Bambridge, English diplomat (d. 1943) 1894 – Lothar von Richthofen, German lieutenant and pilot (d. 1922) 1896 – Gilbert Ashton, English cricketer (d. 1981) 1896 – Sam Ervin, American soldier and politician (d. 1985) 1898 – Vincent Youmans, American composer and producer (d. 1946) 1901–present 1904 – Edvard Kocbek, Slovenian poet and politician (d. 1981) 1905 – Conrad Heidkamp, German footballer and manager (d. 1994) 1906 – William Empson, English poet and critic (d. 1984) 1906 – Jim Thompson, American author and screenwriter (d. 1977) 1906 – Sergei Varshavsky, Russian art collector and author (d. 1980) 1907 – Bernard Miles, English actor, director, producer, and screenwriter (d. 1991) 1907 – Bhagat Singh, Indian socialist revolutionary (disputed with 28 September) (d. 1931) 1911 – Marcey Jacobson, American-Mexican photographer (d. 2009) 1913 – Albert Ellis, American psychologist and author (d. 2007) 1916 – S. Yizhar, Israeli academic and politician (d. 2006) 1917 – Louis Auchincloss, American novelist and essayist (d. 2010) 1917 – Carl Ballantine, American magician and actor (d. 2009) 1917 – William T. Orr, American actor and producer (d. 2002) 1917 – Benjamin Rubin, American microbiologist (d. 2010) 1918 – Martin Ryle, English astronomer and author, Nobel Prize laureate (d. 1984) 1918 – Malcolm Shepherd, 2nd Baron Shepherd (d. 2001) 1918 – Konstantin Gerchik, Soviet military leader (d. 2001) 1919 – Jayne Meadows, American actress and author (d. 2015) 1919 – Charles H. Percy, American lieutenant and politician (d. 2011) 1919 – James H. Wilkinson, American mathematician and computer scientist (d. 1986) 1921 – Miklós Jancsó, Hungarian director and screenwriter (d. 2014) 1921 – Milton Subotsky, American screenwriter and producer, co-founded Amicus Productions (d. 1991) 1921 – Bernard Waber, American author and illustrator (d. 2013) 1922 – Sammy Benskin, American pianist and bandleader (d. 1992) 1922 – Arthur Penn, American director and producer (d. 2010) 1924 – Ernest Becker, American-Canadian anthropologist, author, and academic (d. 1974) 1924 – Bud Powell, American pianist and composer (d. 1966) 1924 – Fred Singer, Austrian-American physicist and academic (d. 2020) 1924 – Josef Škvorecký, Czech-Canadian author and publisher (d. 2012) 1925 – Robert Edwards, English physiologist and academic, Nobel Prize laureate (d. 2013) 1925 – George Gladir, American author (d. 2013) 1926 – Steve Stavro, Canadian businessman and philanthropist (d. 2006) 1927 – Chrysostomos I of Cyprus (d. 2007) 1927 – Red Rodney, American trumpet player (d. 1994) 1927 – Romano Scarpa, Italian author and illustrator (d. 2005) 1927 – Sada Thompson, American actress (d. 2011) 1928 – Margaret Rule, English archaeologist and historian (d. 2015) 1929 – Calvin Jones, American pianist, composer, and educator (d. 2004) 1929 – Bruno Junk, Estonian race walker (d. 1995) 1929 – Barbara Murray, English actress (d. 2014) 1930 – Paul Reichmann, Austrian-Canadian businessman, founded Olympia and York (d. 2013) 1931 – Freddy Quinn, Austrian singer, guitarist, and actor 1932 – Geoff Bent, English footballer (d. 1958) 1932 – Michael Colvin, English captain and politician (d. 2000) 1932 – Gabriel Loubier, Canadian politician 1932 – Oliver E. Williamson, American economist and academic, Nobel Prize laureate (d. 2020) 1932 – Marcia Neugebauer, American geophysicist 1933 – Rodney Cotterill, Danish-English physicist and neuroscientist (d. 2007) 1933 – Greg Morris, American actor (d. 1996) 1934 – Wilford Brimley, American actor (d. 2020) 1934 – Claude Jarman, Jr., American actor and producer 1934 – Dick Schaap, American sportscaster and author (d. 2001) 1936 – Don Cornelius, American television host and producer (d. 2012) 1936 – Gordon Honeycombe, English actor, playwright, and author (d. 2015) 1937 – Vasyl Durdynets, Ukrainian politician and diplomat, eighth Prime Minister of Ukraine 1938 – Jean-Loup Dabadie, French journalist, songwriter, and screenwriter (d. 2020) 1939 – Nicholas Haslam, English interior designer and author 1939 – Carol Lynn Pearson, American author, poet, and playwright 1939 – Kathy Whitworth, American golfer 1940 – Josephine Barstow, English soprano and actress 1940 – Benoni Beheyt, Belgian cyclist 1941 – Peter Bonetti, English footballer and coach (d. 2020) 1941 – Serge Ménard, Canadian lawyer and politician 1941 – Don Nix, American saxophonist, songwriter, and producer 1942 – Dith Pran, Cambodian photographer and journalist (d. 2008) 1942 – Alvin Stardust, English singer and actor (d. 2014) 1943 – Prince Amedeo, Duke of Aosta (d. 2021) 1943 – Randy Bachman, Canadian singer-songwriter and guitarist 1944 – Ian Garnett, English admiral 1944 – Angélica María, American-born Mexican singer-songwriter and actress 1944 – Gary Sutherland, American baseball player and scout 1945 – Jack Goldstein, Canadian-American painter (d. 2003) 1946 – Nicos Anastasiades, Cypriot lawyer and politician, seventh President of Cyprus 1946 – T. C. Cannon, American painter and sculptor (d. 1978) 1947 – Dick Advocaat, Dutch football manager and former player 1947 – Richard Court, Australian politician, 26th Premier of Western Australia 1947 – Barbara Dickson, Scottish singer-songwriter and actress 1947 – Denis Lawson, Scottish actor, director, and screenwriter 1947 – Meat Loaf, American singer-songwriter, producer, and actor (d. 2022) 1948 – Tom Braidwood, Canadian actor, director, and producer 1948 – Les Chapman, English footballer and manager 1948 – Duncan Fletcher, Rhodesian-Zimbabwean cricketer and coach 1949 – Graham Richardson, Australian journalist and politician, 39th Australian Minister for Health 1949 – Mike Schmidt, American baseball player and coach 1949 – Jahn Teigen, Norwegian singer-songwriter and guitarist (d. 2020) 1950 – Cary-Hiroyuki Tagawa, Japanese-American actor and martial artist 1951 – Paul Craig, English author and academic 1951 – Geoff Gallop, Australian politician, 27th Premier of Western Australia 1951 – Michel Rivard, Canadian singer-songwriter and guitarist 1951 – Jim Shooter, American author and illustrator 1951 – David Starobin, American guitarist, producer, and director 1952 – Katie Fforde, English author 1952 – Dumitru Prunariu, Romanian pilot, engineer, and astronaut 1953 – Diane Abbott, English journalist and politician, Shadow Secretary of State for International Development 1953 – Mata Amritanandamayi, Indian guru and saint 1953 – Claudio Gentile, Italian footballer and manager 1953 – Greg Ham, Australian keyboard player, saxophonist and songwriter (d. 2012) 1954 – Ray Hadley, Australian radio host and sportscaster 1954 – Dmitry Sitkovetsky,
Duke of Aosta (d. 2021) 1943 – Randy Bachman, Canadian singer-songwriter and guitarist 1944 – Ian Garnett, English admiral 1944 – Angélica María, American-born Mexican singer-songwriter and actress 1944 – Gary Sutherland, American baseball player and scout 1945 – Jack Goldstein, Canadian-American painter (d. 2003) 1946 – Nicos Anastasiades, Cypriot lawyer and politician, seventh President of Cyprus 1946 – T. C. Cannon, American painter and sculptor (d. 1978) 1947 – Dick Advocaat, Dutch football manager and former player 1947 – Richard Court, Australian politician, 26th Premier of Western Australia 1947 – Barbara Dickson, Scottish singer-songwriter and actress 1947 – Denis Lawson, Scottish actor, director, and screenwriter 1947 – Meat Loaf, American singer-songwriter, producer, and actor (d. 2022) 1948 – Tom Braidwood, Canadian actor, director, and producer 1948 – Les Chapman, English footballer and manager 1948 – Duncan Fletcher, Rhodesian-Zimbabwean cricketer and coach 1949 – Graham Richardson, Australian journalist and politician, 39th Australian Minister for Health 1949 – Mike Schmidt, American baseball player and coach 1949 – Jahn Teigen, Norwegian singer-songwriter and guitarist (d. 2020) 1950 – Cary-Hiroyuki Tagawa, Japanese-American actor and martial artist 1951 – Paul Craig, English author and academic 1951 – Geoff Gallop, Australian politician, 27th Premier of Western Australia 1951 – Michel Rivard, Canadian singer-songwriter and guitarist 1951 – Jim Shooter, American author and illustrator 1951 – David Starobin, American guitarist, producer, and director 1952 – Katie Fforde, English author 1952 – Dumitru Prunariu, Romanian pilot, engineer, and astronaut 1953 – Diane Abbott, English journalist and politician, Shadow Secretary of State for International Development 1953 – Mata Amritanandamayi, Indian guru and saint 1953 – Claudio Gentile, Italian footballer and manager 1953 – Greg Ham, Australian keyboard player, saxophonist and songwriter (d. 2012) 1954 – Ray Hadley, Australian radio host and sportscaster 1954 – Dmitry Sitkovetsky, Russian violinist and conductor 1954 – Larry Wall, American computer programmer and author 1956 – Steve Archibald, Scottish footballer and manager 1957 – Bill Athey, English cricketer, footballer, and coach 1957 – Peter Sellars, American actor, director, and screenwriter 1958 – Shaun Cassidy, American actor, singer, producer, and screenwriter 1958 – Irvine Welsh, Scottish author and playwright 1959 – Beth Heiden, American speed skater and cyclist 1960 – Jean-Marc Barr, German-American actor, director, producer, and screenwriter 1962 – Gavin Larsen, New Zealand cricketer and sportscaster 1963 – Marc Maron, American comedian, actor, and radio host 1964 – Predrag Brzaković, Serbian footballer (d. 2012) 1964 – Tracy Camp, American computer scientist and academic 1964 – Johnny du Plooy, South African boxer (d. 2013) 1964 – Stephan Jenkins, American singer-songwriter, guitarist, and producer 1965 – Steve Kerr, American basketball player, coach and sportscaster 1965 – Bernard Lord, Canadian lawyer and politician, 30th Premier of New Brunswick 1965 – Peter MacKay, Canadian lawyer and politician, 50th Canadian Minister of Justice 1965 – Alexis Stewart, American radio and television host 1966 – Debbie Wasserman Schultz, American politician 1966 – Stephanie Wilson, American engineer and astronaut 1966 – Lorenzo Cherubini, Italian singer-songwriter and rapper 1967 – Uche Okechukwu, Nigerian footballer 1968 – Mari Kiviniemi, Finnish politician, 41st Prime Minister of Finland 1970 – Yoshiharu Habu, Japanese chess player and author 1970 – Tamara Taylor, Canadian actress 1971 – Horacio Sandoval, Mexican illustrator 1972 – Sylvia Crawley, American basketball player and coach 1972 – Clara Hughes, Canadian cyclist and speed skater 1972 – Gwyneth Paltrow, American actress, blogger, and businesswoman 1972 – Craig L. Rice, American politician 1973 – Vratislav Lokvenc, Czech footballer 1973 – Stanislav Pozdnyakov, Russian fencer 1974 – Carrie Brownstein, American singer-songwriter, guitarist, and actress 1976 – Matt Harding, American video game designer and dancer 1976 – Jason Phillips, American baseball player and coach 1976 – Francesco Totti, Italian footballer 1977 – Andrus Värnik, Estonian javelin thrower 1978 – Brad Arnold, American rock singer-songwriter 1978 – Jon Rauch, American baseball player 1978 – Mihaela Ursuleasa, Romanian pianist (d. 2012) 1979 – Jon Garland, American baseball player 1979 – Zita Görög, Hungarian actress and model 1979 – Christian Jones, Australian race car driver 1979 – Steve Simpson, Australian rugby league player 1980 – Asashōryū Akinori, Mongolian sumo wrestler, the 68th Yokozuna 1980 – Ehron VonAllen, American singer-songwriter and producer 1981 – Sophie Crumb, American author and illustrator 1981 – Brendon McCullum, New Zealand cricketer 1981 – Lakshmipathy Balaji, Indian cricketer 1982 – Jon McLaughlin, American singer-songwriter, guitarist, and producer 1982 – Markus Rosenberg, Swedish footballer 1982 – Lil Wayne, American rapper, producer, and actor 1982 – Darrent Williams, American football player (d. 2007) 1983 – Jeon Hye-bin, South Korean actress and singer 1984 – Paul Bevan, Australian footballer 1984 – Davide Capello, Italian footballer 1984 – John Lannan, American baseball player 1984 – Avril Lavigne, Canadian singer-songwriter, actress, and fashion designer 1984 – Wouter Weylandt, Belgian cyclist (d. 2011) 1985 – Massimo Bertocchi, Canadian decathlete 1985 – Daniel Pudil, Czech footballer 1985 – Ibrahim Touré, Ivorian footballer (d. 2014) 1986 – Vin Mazzaro, American baseball player 1986 – Matt Shoemaker American baseball player 1986 – Ricardo Risatti, Argentinian race car driver 1987 – Ádám Bogdán, Hungarian footballer 1987 – Austin Carlile, American singer-songwriter 1987 – Vanessa James, French figure skater 1987 – Olga Puchkova, Russian tennis player 1988 – Lisa Ryzih, German pole vaulter 1989 – Park Tae-hwan, South Korean swimmer 1991 – Ousmane Barry, Guinean footballer 1991 – Simona Halep, Romanian tennis player 1991 – Anete Paulus, Estonian footballer 1991 – Rio Uchida, Japanese model and actress 1992 – Lachlan Burr, Australian rugby league player 1992 – Luc Castaignos, Dutch footballer 1992 – Pak Kwang-ryong, North Korean footballer 1992 – Ryan O'Shaughnessy, Irish singer-songwriter and actor 1992 – Gabriel Vasconcelos Ferreira, Brazilian footballer 1992 – Granit Xhaka, Swiss footballer 1993 – Lisandro Magallán, Argentinian footballer 1993 – Monica Puig, Puerto Rican-American tennis player 1993 – Vinnie Sunseri, American football player 1994 – Dylan Walker, Australian rugby league player 1998 – Ioana Mincă, Romanian tennis player 2001 – David Malukas, American race car driver 2002 – Jenna Ortega, American actress Deaths Pre-1600 765 – Pugu Huai'en, Chinese general during the Tang Dynasty 936 – Gyeon Hwon, king of Hubaekje (b. 867) 1111 – Vekenega, Croatian Benedictine abbess 1125 – Richeza of Berg, Duchess of Bohemia (b.c. 1095) 1194 – Renaud de Courtenay, Anglo-Norman nobleman (b. 1125) 1249 – Raymond VII, Count of Toulouse (b. 1197) 1404 – William of Wykeham, English bishop (b. 1320) 1536 – Felice della Rovere, illegitimate daughter of Pope Julius II (b. 1483) 1612 – Piotr Skarga, Polish Jesuit and polemicist (b. 1536) 1637 – Lorenzo Ruiz, Filipino saint (b. c.1600) 1657 – Olimpia Maidalchini, Roman noble (b. 1591) 1557 – Emperor Go-Nara of Japan (b. 1497) 1590 – Pope Urban VII (b. 1521) 1601–1900 1651 – Maximilian I, Elector of Bavaria (b. 1573) 1660 – Vincent de Paul, French priest and saint (b. 1581) 1674 – Robert Arnauld d'Andilly, French writer (b. 1589) 1700 – Pope Innocent XII (b. 1615) 1719 – George Smalridge, English bishop (b. 1662) 1730 – Laurence Eusden, English poet and author (b. 1688) 1735 – Peter Artedi, Swedish ichthyologist and zoologist (b. 1705) 1742 – Hugh Boulter, Irish archbishop (b. 1672) 1783 – Étienne Bézout, French mathematician and theorist (b. 1730) 1832 – Karl Christian Friedrich Krause, German philosopher and author (b. 1781) 1833 – Raja Ram Mohan Roy, Indian humanitarian and reformer (b. 1772) 1838 – Bernard Courtois, French chemist and pharmacist (b. 1777) 1876 – Braxton Bragg, American general (b. 1817) 1886 – Charles Gordon Greene, American journalist and politician (b. 1804) 1891 – Ivan Goncharov, Russian author and critic (b. 1812) 1898 – Thomas Joseph Byrnes, Australian politician, 12th Premier of Queensland (b. 1860) 1901–present 1911 – Auguste Michel-Lévy, French geologist and academic (b. 1844) 1915 – Remy de Gourmont, French novelist, poet, and critic (b. 1858) 1917 – Edgar Degas, French painter and sculptor (b. 1834) 1919 – Adelina Patti, Italian-French opera singer (b. 1843) 1921 – Engelbert Humperdinck, German composer and educator (b. 1854) 1934 – Ellen Willmott, English horticulturalist (b. 1858) 1935 – Alan Gray, English composer and organist (b. 1855) 1940 – Walter Benjamin, German philosopher and critic (b. 1892) 1940 – Julius Wagner-Jauregg, Austrian physician and neuroscientist, Nobel Prize laureate (b. 1857) 1942 – Douglas Albert Munro, United States Coast Guard signalman, posthumously awarded Medal of Honor, (b. 1919) 1944 – Aimee Semple McPherson, Canadian-American evangelist, founded the International Church of the Foursquare Gospel (b. 1890) 1956 – Gerald Finzi, English composer and educator (b. 1901) 1956 – Babe Didrikson Zaharias, American basketball player and golfer (b. 1911) 1960 – Sylvia Pankhurst, English activist (b. 1882) 1961 – Hilda Doolittle. American poet, novelist, and memoirist (b. 1886) 1965 – Clara Bow, American actress (b. 1905) 1965 – William Stanier, English engineer, co-designed the London, Midland and Scottish Railway (b. 1876) 1967 – Felix Yusupov, Russian husband of Princess Irina Alexandrovna of Russia (b. 1887) 1972 – S. R. Ranganathan, Indian mathematician, librarian, and academic (b. 1892) 1974 – Silvio Frondizi, Argentinian lawyer and academic (b. 1907) 1975 – Jack Lang, Australian lawyer and politician, 23rd Premier of New South Wales (b. 1876) 1979 – Gracie Fields, English actress and singer (b. 1898) 1979 – Jimmy McCulloch, Scottish singer-songwriter and guitarist (b. 1953) 1981 – Robert Montgomery, American actor, singer, director, and producer (b. 1904) 1983 – Wilfred Burchett, Australian journalist and author (b. 1911) 1984 – Chronis Exarhakos, Greek actor (b. 1932) 1985 – Lloyd Nolan, American actor (b. 1902) 1986 – Cliff Burton, American bass player and songwriter (b. 1962) 1991 – Joe Hulme, English footballer and cricketer (b. 1904) 1992 – Zhang Leping, Chinese comic artist (b. 1910) 1993 – Jimmy Doolittle, American general, Medal of Honor recipient (b. 1896) 1993 – Fraser MacPherson, Canadian saxophonist and educator (b. 1928) 1996 – Mohammad Najibullah, Afghan physician and politician, seventh President of Afghanistan (b. 1947) 1997 – Walter Trampler, American viola player and educator (b. 1915) 1998 – Doak Walker, American football player (b. 1927) 2003 – Jean Lucas, French race car driver (b. 1927) 2003 – Donald O'Connor, American actor, singer, and dancer (b. 1925) 2004 – John E. Mack, American psychiatrist and author (b. 1929) 2005 – Ronald Golias, Brazilian comedian and actor (b. 1929) 2005 – Mary Lee Settle, American novelist, essayist, and memoirist (b. 1918) 2006 – Helmut Kallmeyer, German chemist and soldier (b. 1910) 2007 – Dale Houston, American singer-songwriter (b. 1940) 2007 – Kenji Nagai, Japanese photographer and journalist (b. 1957) 2008 – Henri Pachard, American director and producer (b. 1939) 2009 – Ivan Dykhovichny, Russian director and screenwriter (b. 1947) 2009 – Charles Houston, American physician and mountaineer (b. 1913) 2009 – William Safire, American author and journalist (b. 1929) 2010 – George Blanda, American football player (b. 1927) 2010 – Balaji Sadasivan, Singaporean neurosurgeon and politician, Minister of Foreign Affairs for Singapore (b. 1955) 2010 – Trevor Taylor, English race car driver (b. 1936) 2011 – David Croft, English director, producer, and screenwriter (b. 1922) 2011 – Imre Makovecz, Hungarian architect (b. 1935) 2011 – Johnny "Country" Mathis, American singer-songwriter (b. 1933) 2012 – Eddie Bert, American trombonist (b. 1922) 2012 – Herbert Lom, Czech-English actor (b. 1917) 2012 – John Silber, American academic and politician (b. 1926) 2012 – Sanjay Surkar, Indian director and screenwriter (b. 1959) 2012 – Frank Wilson, American songwriter and producer (b. 1940) 2013 – Oscar Castro-Neves, Brazilian-American guitarist, composer, and conductor (b. 1940) 2013 – Tuncel Kurtiz, Turkish actor, director, and screenwriter (b. 1936) 2013 – Albert Naughton, English rugby player (b. 1929) 2014 – Gaby Aghion, French fashion designer, founded Chloé (b. 1921) 2014 – Eugie Foster, American journalist and author (b. 1971) 2014 – Taylor Hardwick, American architect and educator, designed Haydon Burns Library and Friendship Fountain Park (b. 1925) 2014 – Wally Hergesheimer, Canadian ice hockey player (b. 1927) 2014 – Abdelmajid Lakhal, Tunisian actor and director (b. 1939) 2014 – James Traficant, American lawyer and politician (b. 1941) 2015 – Syed Ahmed, Indian author and politician, 16th Governor of Manipur (b. 1945) 2015 – Pietro Ingrao,
along with other French crown jewels when six men break into the house where they are stored. 1800 – The Maltese National Congress Battalions are disbanded by British Civil Commissioner Alexander Ball. 1802 – France annexes the Kingdom of Piedmont. 1803 – Battle of Delhi, during the Second Anglo-Maratha War, between British troops under General Lake, and Marathas of Scindia's army under General Louis Bourquin. 1813 – War of 1812: British troops arrive in Mount Vernon and prepare to march to and invade Washington, D.C. 1814 – War of 1812: The climax of the Battle of Plattsburgh, a major United States victory in the war. 1826 – Captain William Morgan, an ex-freemason is arrested in Batavia, New York for debt after declaring that he would publish The Mysteries of Free Masonry, a book against Freemasonry. This sets into motion the events that led to his mysterious disappearance. 1829 – An expedition led by Isidro Barradas at Tampico, sent by the Spanish crown to retake Mexico, surrenders at the Battle of Tampico, marking the effective end of Mexico's campaign for independence. 1830 – Anti-Masonic Party convention; one of the first American political party conventions. 1836 – The Riograndense Republic is proclaimed by rebels after defeating Empire of Brazil's troops in the Battle of Seival, during the Ragamuffin War. 1851 – Christiana Resistance: Escaped slaves led by William Parker fight off and kill a slave owner who, with a federal marshal and an armed party, sought to seize three of his former slaves in Christiana, Pennsylvania, thereby creating a cause célèbre between slavery proponents and abolitionists. 1852 – Outbreak of Revolution of September 11 resulting in the State of Buenos Aires declaring independence as a Republic. 1857 – The Mountain Meadows massacre: Mormon settlers and Paiutes massacre 120 pioneers at Mountain Meadows, Utah. 1881 – In the Swiss state of Glarus, a rockslide buries parts of the village of Elm, destroying 83 buildings and killing 115 people. 1897 – After months of pursuit, generals of Menelik II of Ethiopia capture Gaki Sherocho, the last king of the Kaffa. 1901–present 1903 – The first race at the Milwaukee Mile in West Allis, Wisconsin is held. It is the oldest major speedway in the world. 1905 – The Ninth Avenue derailment occurs in New York City, killing 13. 1914 – World War I: Australia invades German New Guinea, defeating a German contingent at the Battle of Bita Paka. 1914 – The Second Period of Russification: The teaching of the Russian language and Russian history in Finnish schools was ordered to be considerably increased as part of the forced Russification program in Finland run by Tsar Nicholas II. 1916 – The Quebec Bridge's central span collapses, killing 11 men. The bridge previously collapsed completely on August 29, 1907. 1919 – United States Marine Corps invades Honduras. 1921 – Nahalal, the first moshav in Palestine, is settled as part of a Zionist plan of creating a Jewish state, later to be Israel. 1922 – The Treaty of Kars is ratified in Yerevan, Armenia. 1941 – Construction begins on The Pentagon. 1941 – Charles Lindbergh's Des Moines Speech accusing the British, Jews and FDR's administration of pressing for war with Germany. 1943 – World War II: German troops occupy Corsica and Kosovo-Metohija ending the Italian occupation of Corsica. 1944 – World War II: The Western Allied invasion of Germany begins near the city of Aachen. 1944 – World War II: RAF bombing raid on Darmstadt and the following firestorm kill 11,500. 1945 – World War II: Australian 9th Division forces liberate the Japanese-run Batu Lintang camp, a POW and civilian internment camp on the island of Borneo. 1954 – Hurricane Edna hits New England (United States) as a Category 2 hurricane, causing significant damage and 29 deaths. 1961 – Hurricane Carla strikes the Texas coast as a Category 4 hurricane, the second strongest storm ever to hit the state. 1965 – Indo-Pakistani War: The Indian Army captures the town of Burki, just southeast of Lahore. 1967 – China's People's Liberation Army (PLA) launched an attack on Indian posts at Nathu La, Sikkim, India, which resulted in military clashes. 1968 – Air France Flight 1611 crashes off Nice, France, killing 89 passengers and six crew. 1970 – The Dawson's Field hijackers release 88 of their hostages. The remaining hostages, mostly Jews and Israeli citizens, are held until September 25. 1971 – The Egyptian Constitution becomes official. 1972 – The San Francisco Bay Area Rapid Transit system begins passenger service. 1973 – A coup in Chile, headed by General Augusto Pinochet, topples the democratically elected president Salvador Allende. Pinochet exercises dictatorial power until ousted in a referendum in 1988, staying in power until 1990. 1973 – JAT Airways Flight 769 crashes into the Maganik mountain range while on approach to Titograd Airport, killing 35 passengers and six crew. 1974 – Eastern Air Lines Flight 212 crashes in Charlotte, North Carolina, killing 69 passengers and two crew. 1976 – A bomb planted by a Croatian terrorist, Zvonko Bušić, is found at New York's Grand Central Terminal; one NYPD officer is killed trying to defuse it. 1980 – A new constitution of Chile is established under the influence of then Chilean dictator Augusto Pinochet, which is subject to controversy in Chile today. 1982 – The international forces that were guaranteeing the safety of Palestinian refugees following Israel's 1982 Invasion of Lebanon leave Beirut. Five days later, several thousand refugees are massacred in the Sabra and Shatila refugee camps by Phalange forces. 1989 – Hungary announces that the East German refugees who had been housed in temporary camps were free to leave for West Germany. 1990 – A Faucett Boeing 727 disappears in the Atlantic Ocean while being flown from Malta to Peru. 1991 – Continental Express Flight 2574 crashes in Colorado County, Texas, near Eagle Lake, killing 11 passengers and three crew. 1992 – Hurricane Iniki, one of the most damaging hurricanes in United States history, devastates the Hawaiian Islands of Kauai and Oahu. 1997 – NASA's Mars Global Surveyor reaches Mars. 1997 – Kurkse tragedy: 14 Estonian soldiers of the Baltic Battalion are drowned or die of hypothermia during a training exercise in the Kurkse Strait. 1997 – After a nationwide referendum, Scotland votes to establish a devolved parliament within the United Kingdom. 2001 – The September 11 attacks, a series of coordinated terrorist attacks killing 2,977 people using four aircraft hijacked by 19 members of al-Qaeda. Two aircraft crash into the World Trade Center in New York City, a third crashes into The Pentagon in Arlington County, Virginia, and a fourth into a field near Shanksville, Pennsylvania. 2007 – Russia tests the largest conventional weapon ever, the Father of All Bombs. 2008 – A major Channel Tunnel fire breaks out on a freight train, resulting in the closure of part of the tunnel for six months. 2011 – A dedication ceremony is held at the United States National September 11 Memorial on the 10th anniversary of the September 11 attacks in New York City, and the memorial opens to family members. 2012 – A total of 315 people are killed in two garment factory fires in Pakistan. 2012 – The U.S. embassy in Benghazi, Libya is attacked, resulting in four deaths. 2015 – A crane collapses onto the Masjid al-Haram mosque in Saudi Arabia, killing 111 people and injuring 394 others. Births Pre-1600 600 – Yuknoom Ch'een II, Mayan ruler 1182 – Minamoto no Yoriie, Japanese shōgun (d. 1204) 1318 – Eleanor of Lancaster, countess of Arundel (d. 1372) 1465 – Bernardo Accolti, Italian poet (d. 1536) 1476 – Louise of Savoy, French regent (d. 1531) 1494 – Elisabeth of Brunswick-Lüneburg, Duchess of Guelders (1518–1538) (d. 1572) 1522 – Ulisse Aldrovandi, Italian ornithologist and botanist (d. 1605) 1524 – Pierre de Ronsard, French poet and author (d. 1585) 1525 – John George, Elector of Brandenburg (d. 1598) 1557 – Joseph Calasanz, Spanish priest and founder of Piarists (d. 1648) 1572 – Daniyal, Imperial Prince of the Royal House of Timur (d. 1604) 1578 – Vincenzo Maculani, Catholic cardinal (d. 1667) 1601–1900 1611 – Henri de la Tour d'Auvergne, Vicomte de Turenne, French general (d. 1675) 1681 – Johann Gottlieb Heineccius, German academic and jurist (d. 1741) 1700 – James Thomson, Scottish poet and playwright (d. 1748) 1711 – William Boyce, English organist and composer (d. 1779) 1723 – Johann Bernhard Basedow, German author and educator (d. 1790) 1751 – Princess Charlotte of Saxe-Meiningen (d. 1827) 1764 – Valentino Fioravanti, Italian organist and composer (d. 1837) 1771 – Mungo Park, Scottish surgeon and explorer (d. 1806) 1786 – Friedrich Kuhlau, German-Danish pianist and composer (d. 1832) 1798 – Franz Ernst Neumann, German mineralogist and physicist (d. 1895) 1800 – Daniel S. Dickinson, American lawyer and politician, 13th Lieutenant Governor of New York (d. 1866) 1816 – Carl Zeiss, German lens maker, created the Optical instrument (d. 1888) 1825 – Eduard Hanslick, Bohemian-Austrian musicologist and critic (d. 1904) 1829 – Thomas Hill, American painter (d. 1908) 1836 – Fitz Hugh Ludlow, American journalist, author, and explorer (d. 1870) 1838 – John Ireland, Irish-American archbishop (d. 1918) 1847 – Mary Watson Whitney, American astronomer and academic (d. 1921) 1859 – Vjenceslav Novak, Croatian author and playwright (d. 1905) 1860 – James Allan, New Zealand rugby player (d. 1934) 1861 – Juhani Aho, Finnish author and journalist (d. 1921) 1862 – Julian Byng, 1st Viscount Byng of Vimy, English field marshal and politician, 12th Governor General of Canada (d. 1935) 1862 – Hawley Harvey Crippen, American physician (d. 1910) 1862 – O. Henry, American short story writer (d. 1910) 1865 – Rainis, Latvian poet and playwright (d. 1929) 1871 – Scipione Borghese, 10th Prince of Sulmona, Italian racing driver, mountaineer, and politician (d. 1927) 1876 – Stan Rowley, Australian sprinter (d. 1924) 1877 – Felix Dzerzhinsky, Polish-Russian academic and politician (d. 1926) 1877 – James Hopwood Jeans, English physicist, astronomer, and mathematician (d. 1946) 1879 – Louis Coatalen, French engineer (d. 1962) 1884 – Sudhamoy Pramanick, Indian activist and politician (d. 1974) 1885 – D. H. Lawrence, English novelist, poet, playwright, and critic (d. 1930) 1885 – Herbert Stothart, American composer and conductor (d. 1949) 1891 – William Thomas Walsh, American historian, author, and educator (d. 1949) 1893 – Douglas Hawkes, English-Greek racing driver and engineer (d. 1974) 1895 – Vinoba Bhave, Indian philosopher and Gandhian, Bharat Ratna Awardee (d. 1982) 1898 – Gerald Templer, English field marshal and politician, British High Commissioner in Malaya (d. 1979) 1899 – Philipp Bouhler, German politician (d. 1945) 1899 – Jimmie Davis, American singer-songwriter and politician, 47th Governor of Louisiana (d. 2000) 1899 – Anton Koolmann, Estonian wrestler and coach (d. 1953) 1901–present 1901 – D. W. Brooks, American farmer and businessman, founded Gold Kist (d. 1999) 1903 – Theodor Adorno, German
1709 – Battle of Malplaquet: Great Britain, Netherlands, and Austria fight against France. 1714 – Siege of Barcelona: Barcelona, capital city of Catalonia, surrenders to Spanish and French Bourbon armies in the War of the Spanish Succession. 1758 – Battle of Saint Cast: France repels British invasion during the Seven Years' War. 1775 – Benedict Arnold's expedition to Quebec leaves Cambridge, Massachusetts. 1776 – British–American peace conference on Staten Island fails to stop nascent American Revolutionary War. 1777 – American Revolutionary War: Battle of Brandywine: The British celebrate a major victory in Chester County, Pennsylvania. 1780 – American Revolutionary War: Sugarloaf massacre: A small detachment of militia from Northampton County, Pennsylvania, are attacked by Native Americans and Loyalists near Little Nescopeck Creek. 1786 – The beginning of the Annapolis Convention. 1789 – Alexander Hamilton is appointed the first United States Secretary of the Treasury. 1792 – The Hope Diamond is stolen along with other French crown jewels when six men break into the house where they are stored. 1800 – The Maltese National Congress Battalions are disbanded by British Civil Commissioner Alexander Ball. 1802 – France annexes the Kingdom of Piedmont. 1803 – Battle of Delhi, during the Second Anglo-Maratha War, between British troops under General Lake, and Marathas of Scindia's army under General Louis Bourquin. 1813 – War of 1812: British troops arrive in Mount Vernon and prepare to march to and invade Washington, D.C. 1814 – War of 1812: The climax of the Battle of Plattsburgh, a major United States victory in the war. 1826 – Captain William Morgan, an ex-freemason is arrested in Batavia, New York for debt after declaring that he would publish The Mysteries of Free Masonry, a book against Freemasonry. This sets into motion the events that led to his mysterious disappearance. 1829 – An expedition led by Isidro Barradas at Tampico, sent by the Spanish crown to retake Mexico, surrenders at the Battle of Tampico, marking the effective end of Mexico's campaign for independence. 1830 – Anti-Masonic Party convention; one of the first American political party conventions. 1836 – The Riograndense Republic is proclaimed by rebels after defeating Empire of Brazil's troops in the Battle of Seival, during the Ragamuffin War. 1851 – Christiana Resistance: Escaped slaves led by William Parker fight off and kill a slave owner who, with a federal marshal and an armed party, sought to seize three of his former slaves in Christiana, Pennsylvania, thereby creating a cause célèbre between slavery proponents and abolitionists. 1852 – Outbreak of Revolution of September 11 resulting in the State of Buenos Aires declaring independence as a Republic. 1857 – The Mountain Meadows massacre: Mormon settlers and Paiutes massacre 120 pioneers at Mountain Meadows, Utah. 1881 – In the Swiss state of Glarus, a rockslide buries parts of the village of Elm, destroying 83 buildings and killing 115 people. 1897 – After months of pursuit, generals of Menelik II of Ethiopia capture Gaki Sherocho, the last king of the Kaffa. 1901–present 1903 – The first race at the Milwaukee Mile in West Allis, Wisconsin is held. It is the oldest major speedway in the world. 1905 – The Ninth Avenue derailment occurs in New York City, killing 13. 1914 – World War I: Australia invades German New Guinea, defeating a German contingent at the Battle of Bita Paka. 1914 – The Second Period of Russification: The teaching of the Russian language and Russian history in Finnish schools was ordered to be considerably increased as part of the forced Russification program in Finland run by Tsar Nicholas II. 1916 – The Quebec Bridge's central span collapses, killing 11 men. The bridge previously collapsed completely on August 29, 1907. 1919 – United States Marine Corps invades Honduras. 1921 – Nahalal, the first moshav in Palestine, is settled as part of a Zionist plan of creating a Jewish state, later to be Israel. 1922 – The Treaty of Kars is ratified in Yerevan, Armenia. 1941 – Construction begins on The Pentagon. 1941 – Charles Lindbergh's Des Moines Speech accusing the British, Jews and FDR's administration of pressing for war with Germany. 1943 – World War II: German troops occupy Corsica and Kosovo-Metohija ending the Italian occupation of Corsica. 1944 – World War II: The Western Allied invasion of Germany begins near the city of Aachen. 1944 – World War II: RAF bombing raid on Darmstadt and the following firestorm kill 11,500. 1945 – World War II: Australian 9th Division forces liberate the Japanese-run Batu Lintang camp, a POW and civilian internment camp on the island of Borneo. 1954 – Hurricane Edna hits New England (United States) as a Category 2 hurricane, causing significant damage and 29 deaths. 1961 – Hurricane Carla strikes the Texas coast as a Category 4 hurricane, the second strongest storm ever to hit the state. 1965 – Indo-Pakistani War: The Indian Army captures the town of Burki, just southeast of Lahore. 1967 – China's People's Liberation Army (PLA) launched an attack on Indian posts at Nathu La, Sikkim, India, which resulted in military clashes. 1968 – Air France Flight 1611 crashes off Nice, France, killing 89 passengers and six crew. 1970 – The Dawson's Field hijackers release 88 of their hostages. The remaining hostages, mostly Jews and Israeli citizens, are held until September 25. 1971 – The Egyptian Constitution becomes official. 1972 – The San Francisco Bay Area Rapid Transit system begins passenger service. 1973 – A coup in Chile, headed by General Augusto Pinochet, topples the democratically elected president Salvador Allende. Pinochet exercises dictatorial power until ousted in a referendum in 1988, staying in power until 1990. 1973 – JAT Airways Flight 769 crashes into the Maganik mountain range while on approach to Titograd Airport, killing 35 passengers and six crew. 1974 – Eastern Air Lines Flight 212 crashes in Charlotte, North Carolina, killing 69 passengers and two crew. 1976 – A bomb planted by a Croatian terrorist, Zvonko Bušić, is found at New York's Grand Central Terminal; one NYPD officer is killed trying to defuse it. 1980 – A new constitution of Chile is established under the influence of then Chilean dictator Augusto Pinochet, which is subject to controversy in Chile today. 1982 – The international forces that were guaranteeing the safety of Palestinian refugees following Israel's 1982 Invasion of Lebanon leave Beirut. Five days later, several thousand refugees are massacred in the Sabra and Shatila refugee camps by Phalange forces. 1989 – Hungary announces that the East German refugees who had been housed in temporary camps were free to leave for West Germany. 1990 – A Faucett Boeing 727 disappears in the Atlantic Ocean while being flown from Malta to Peru. 1991 – Continental Express Flight 2574 crashes in Colorado County, Texas, near Eagle Lake, killing 11 passengers and three crew. 1992 – Hurricane Iniki, one of the most damaging hurricanes in United States history, devastates the Hawaiian Islands of Kauai and Oahu. 1997 – NASA's Mars Global Surveyor reaches Mars. 1997 – Kurkse tragedy: 14 Estonian soldiers of the Baltic Battalion are drowned or die of hypothermia during a training exercise in the Kurkse Strait. 1997 – After a nationwide referendum, Scotland votes to establish a devolved parliament within the United Kingdom. 2001 – The September 11 attacks, a series of coordinated terrorist attacks killing 2,977 people using four aircraft hijacked by 19 members of al-Qaeda. Two aircraft crash into the World Trade Center in New York City, a third crashes into The Pentagon in Arlington County, Virginia, and a fourth into a field near Shanksville, Pennsylvania. 2007 – Russia tests the largest conventional weapon ever, the Father of All Bombs. 2008 – A major Channel Tunnel fire breaks out on a freight train, resulting in the closure of part of the tunnel for six months. 2011 – A dedication ceremony is held at the United States National September 11 Memorial on the 10th anniversary of the September 11 attacks in New York City, and the memorial opens to family members. 2012 – A total of 315 people are killed in two garment factory fires in Pakistan. 2012 – The U.S. embassy in Benghazi, Libya is attacked, resulting in four deaths. 2015 – A crane collapses onto the Masjid al-Haram mosque in Saudi Arabia, killing 111 people and injuring 394 others. Births Pre-1600 600 – Yuknoom Ch'een II, Mayan ruler 1182 – Minamoto no Yoriie, Japanese shōgun (d. 1204) 1318 – Eleanor of Lancaster, countess of Arundel (d. 1372) 1465 – Bernardo Accolti, Italian poet (d. 1536) 1476 – Louise of Savoy, French regent (d. 1531) 1494 – Elisabeth of Brunswick-Lüneburg, Duchess of Guelders (1518–1538) (d. 1572) 1522 – Ulisse Aldrovandi, Italian ornithologist and botanist (d. 1605) 1524 – Pierre de Ronsard, French poet and author (d. 1585) 1525 – John George, Elector of Brandenburg (d. 1598) 1557 – Joseph Calasanz, Spanish priest and founder of Piarists (d. 1648) 1572 – Daniyal, Imperial Prince of the Royal House of Timur (d. 1604) 1578 – Vincenzo Maculani, Catholic cardinal (d. 1667) 1601–1900 1611 – Henri de la Tour d'Auvergne, Vicomte de Turenne, French general (d. 1675) 1681 – Johann Gottlieb Heineccius, German academic and jurist (d. 1741) 1700 – James Thomson, Scottish poet and playwright (d. 1748) 1711 – William Boyce, English organist and composer (d. 1779) 1723 – Johann Bernhard Basedow, German author and educator (d. 1790) 1751 – Princess Charlotte of Saxe-Meiningen (d. 1827) 1764 – Valentino Fioravanti, Italian organist and composer (d. 1837) 1771 – Mungo Park, Scottish surgeon and explorer (d. 1806) 1786 – Friedrich Kuhlau, German-Danish pianist and composer (d. 1832) 1798 – Franz Ernst Neumann, German mineralogist and physicist (d. 1895) 1800 – Daniel S. Dickinson, American lawyer and politician, 13th Lieutenant Governor of New York (d. 1866) 1816 – Carl Zeiss, German lens maker, created the Optical instrument (d. 1888) 1825 – Eduard Hanslick, Bohemian-Austrian musicologist and critic (d. 1904) 1829 – Thomas Hill, American painter (d. 1908) 1836 – Fitz Hugh Ludlow, American journalist, author, and explorer (d. 1870) 1838 – John Ireland, Irish-American archbishop (d. 1918) 1847 – Mary Watson Whitney, American astronomer and academic (d. 1921) 1859 – Vjenceslav Novak, Croatian author and playwright (d. 1905) 1860 – James Allan, New Zealand rugby player (d. 1934) 1861 – Juhani Aho, Finnish author and journalist (d. 1921) 1862 – Julian Byng, 1st Viscount Byng of Vimy, English field marshal and politician, 12th Governor General of Canada (d. 1935) 1862 – Hawley Harvey Crippen, American physician (d. 1910) 1862 – O. Henry, American short story writer (d. 1910) 1865 – Rainis, Latvian poet and playwright (d. 1929) 1871 – Scipione Borghese, 10th Prince of Sulmona, Italian racing driver, mountaineer, and politician (d. 1927) 1876 – Stan Rowley, Australian sprinter (d. 1924) 1877 – Felix Dzerzhinsky, Polish-Russian academic and politician (d. 1926) 1877 – James Hopwood Jeans, English
was "beset by woes, money problems, and the question of existence. In short, he is one of us." Following Ditko's departure after issue #38 (July 1966), John Romita Sr. replaced him as penciller and would draw the series for the next several years. In 1968, Romita would also draw the character's extra-length stories in the comics magazine The Spectacular Spider-Man, a proto-graphic novel designed to appeal to older readers. It only lasted for two issues, but it represented the first Spider-Man spin-off publication, aside from the original series' summer Annuals that began in 1964. An early 1970s Spider-Man story ultimately led to the revision of the Comics Code. Previously, the Code forbade the depiction of the use of illegal drugs, even negatively. However, in 1970, the Nixon administration's Department of Health, Education, and Welfare asked Stan Lee to publish an anti-drug message in one of Marvel's top-selling titles. Lee chose the top-selling The Amazing Spider-Man; issues #96–98 (May–July 1971) feature a story arc depicting the negative effects of drug use. In the story, Peter Parker's friend Harry Osborn becomes addicted to pills. When Spider-Man fights the Green Goblin (Norman Osborn, Harry's father), Spider-Man defeats him by revealing Harry's drug addiction. While the story had a clear anti-drug message, the Comics Code Authority refused to issue its seal of approval. Marvel nevertheless published the three issues without the Comics Code Authority's approval or seal. The issues sold so well that the industry's self-censorship was undercut and the Code was subsequently revised. In 1972, a second monthly ongoing series starring Spider-Man began: Marvel Team-Up, in which Spider-Man was paired with other superheroes and supervillains. From that point on, there have generally been at least two ongoing Spider-Man series at any time. In 1976, his second solo series, Peter Parker, the Spectacular Spider-Man began running parallel to the main series. A third series featuring Spider-Man, Web of Spider-Man, launched in 1985 to replace Marvel Team-Up. The launch of a fourth monthly title in 1990, the "adjectiveless" Spider-Man (with the storyline "Torment"), written and drawn by popular artist Todd McFarlane, debuted with several different covers, all with the same interior content. The various versions combined sold over 3 million copies, an industry record at the time. Several miniseries, one-shot issues, and loosely related comics have also been published, and Spider-Man makes frequent cameos and guest appearances in other comic book series. In 1996, The Sensational Spider-Man was created to replace Web of Spider-Man. In 1998 writer-artist John Byrne revamped the origin of Spider-Man in the 13-issue limited series Spider-Man: Chapter One (Dec. 1998 – Oct. 1999), similar to Byrne's adding details and some revisions to Superman's origin in DC Comics' The Man of Steel. At the same time, the original The Amazing Spider-Man was ended with issue #441 (Nov. 1998), and The Amazing Spider-Man was restarted with vol. 2, #1 (Jan. 1999). In 2003, Marvel reintroduced the original numbering for The Amazing Spider-Man and what would have been vol. 2, #59 became issue #500 (Dec. 2003). When the primary series The Amazing Spider-Man reached issue #545 (Dec. 2007), Marvel dropped its spin-off ongoing series and instead began publishing The Amazing Spider-Man three times monthly, beginning with #546–548 (all January 2008). The three times-monthly scheduling of The Amazing Spider-Man lasted until November 2010, when the comic book was increased from 22 pages to 30 pages each issue and published only twice a month, beginning with #648–649 (both November 2010). The following year, Marvel launched Avenging Spider-Man as the first spin-off ongoing series in addition to the still-twice monthly The Amazing Spider-Man since the previous ones were canceled at the end of 2007. The Amazing series temporarily ended with issue #700 in December 2012, and was replaced by The Superior Spider-Man, which had Doctor Octopus serve as the new Spider-Man, his mind having taken over Peter Parker's body. Superior was an enormous commercial success for Marvel, and ran for 31 issues before the real Peter Parker returned in a newly relaunched The Amazing Spider-Man #1 in April 2014. Following the 2015 Secret Wars crossover event, a number of Spider-Man-related titles were either relaunched or created as part of the "All-New, All-Different Marvel" event. Among them, The Amazing Spider-Man was relaunched as well and primarily focuses on Peter Parker continuing to run Parker Industries, and becoming a successful businessman who is operating worldwide. Fictional character biography Early years In Forest Hills, Queens, New York City, Midtown High School student Peter Benjamin Parker is a science-whiz orphan living with his Uncle Ben and Aunt May. As depicted in Amazing Fantasy #15 (Aug. 1962), he is bitten by a radioactive spider (erroneously classified as an insect in the panel) at a science exhibit and "acquires the agility and proportionate strength of an arachnid". Along with heightened athletic abilities, Parker gains the ability to adhere to walls and ceilings. Through his native knack for science, he develops a gadget that lets him fire adhesive webbing of his own design through small, wrist-mounted barrels. Initially seeking to capitalize on his new abilities, Parker dons a costume and, as "Spider-Man", becomes a novelty television star. However, "He blithely ignores the chance to stop a fleeing thief, [and] his indifference ironically catches up with him when the same criminal later robs and kills his Uncle Ben." Spider-Man tracks and subdues the killer and learns, in the story's next-to-last caption, "With great power there must also come—great responsibility!" Despite his superpowers, Parker struggles to help his widowed aunt pay the rent, is taunted by his peers—particularly football star Flash Thompson—and, as Spider-Man, engenders the editorial wrath of newspaper publisher J. Jonah Jameson. As he battles his enemies for the first time, Parker finds juggling his personal life and costumed adventures difficult. In time, Peter graduates from high school, and enrolls at Empire State University (a fictional institution evoking the real-life Columbia University and New York University), where he meets roommate and best friend Harry Osborn, and girlfriend Gwen Stacy, and Aunt May introduces him to Mary Jane Watson. As Peter deals with Harry's drug problems, and Harry's father is revealed to be Spider-Man's nemesis the Green Goblin, Peter even attempts to give up his costumed identity for a while. Gwen Stacy's father, New York City Police detective captain George Stacy is accidentally killed during a battle between Spider-Man and Doctor Octopus (issue #90, November 1970). 1970s In issue #121 (June 1973), the Green Goblin throws Gwen Stacy from a tower of either the Brooklyn Bridge (as depicted in the art) or the George Washington Bridge (as given in the text). She dies during Spider-Man's rescue attempt; a note on the letters page of issue #125 states: "It saddens us to say that the whiplash effect she underwent when Spidey's webbing stopped her so suddenly was, in fact, what killed her." The following issue, the Goblin appears to kill himself accidentally in the ensuing battle with Spider-Man. Working through his grief, Parker eventually develops tentative feelings toward Watson, and the two "become confidants rather than lovers". A romantic relationship eventually develops, with Parker proposing to her in issue #182 (July 1978), and being turned down an issue later. Parker went on to graduate from college in issue #185, and becomes involved with the shy Debra Whitman and the extroverted, flirtatious costumed thief Felicia Hardy, a.k.a. the Black Cat, whom he meets in issue #194 (July 1979). 1980s From 1984 to 1988, Spider-Man wore a black costume with a white spider design on his chest. The new costume originated in the Secret Wars miniseries, on an alien planet where Spider-Man participates in a battle between Earth's major superheroes and supervillains. He continues wearing the costume when he returns, starting in The Amazing Spider-Man #252. The change to a longstanding character's design met with controversy, "with many hardcore comics fans decrying it as tantamount to sacrilege. Spider-Man's traditional red and blue costume was iconic, they argued, on par with those of his D.C. rivals Superman and Batman." The creators then revealed the costume was an alien symbiote which Spider-Man is able to reject after a difficult struggle, though the symbiote returns several times as Venom for revenge. Parker proposes to Watson in The Amazing Spider-Man #290 (July 1987), and she accepts two issues later, with the wedding taking place in The Amazing Spider-Man Annual #21 (1987)—promoted with a real-life mock wedding using actors at Shea Stadium, with Stan Lee officiating, on June 5, 1987. David Michelinie, who scripted based on a plot by editor-in-chief Jim Shooter, said in 2007, "I didn't think they actually should [have gotten] married. ... I had actually planned another version, one that wasn't used." Parker published a book of Spider-Man photographs called Webs. and returned to his Empire State University graduate studies in biochemistry in #310 (Dec. 1988). 1990s In the controversial 1990s storyline the "Clone Saga", a clone of Parker, created in 1970s comics by insane scientist Miles Warren, a.k.a. the Jackal, returns to New York City upon hearing of Aunt May's health worsening. The clone had lived incognito as "Ben Reilly", but now assumes the superhero guise the Scarlet Spider and allies with Parker. To the surprise of both, new tests indicate "Reilly" is the original and "Parker" the clone. Complicating matters, Watson announces in The Spectacular Spider-Man #220 (Jan. 1995) that she is pregnant with Parker's baby. Later, however, a resurrected Green Goblin (Norman Osborn) has Watson poisoned, causing premature labor and the death of her and Parker's unborn daughter. The Green Goblin had switched the results of the clone test in an attempt to destroy Parker's life by making him believe himself to be the clone. Reilly is killed while saving Parker, in Peter Parker: Spider-Man #75 (Dec. 1996), and his body immediately crumbles into dust, confirming Reilly was the clone. In issue #97 (Nov. 1998) of the second series titled Peter Parker: Spider-Man, Parker learns his Aunt May was kidnapped by Norman Osborn and her apparent death in The Amazing Spider-Man #400 (April 1995) had been a hoax. Shortly afterward, in The Amazing Spider-Man (vol. 2) #13 (#454, Jan. 2000), Watson is apparently killed in an airplane explosion. She turns up alive and well in (vol. 2) #28 (#469, April 2001), but she and Peter become separated in the following issue. 2000s Babylon 5 creator J. Michael Straczynski began writing The Amazing Spider-Man, illustrated by John Romita Jr., beginning with (vol. 2) #30 (#471, June 2001). Two issues later, Parker, now employed as a teacher at his old high school, meets the enigmatic Ezekiel, who possesses similar spider powers and suggests that Parker having gained such abilities might not have been a fluke—that Parker has a connection to a totemic spider spirit. In (vol. 2) #37 (#478, Jan. 2002), May discovers her nephew Parker is Spider-Man, leading to a new openness in their relationship. Parker and Watson reconcile in (vol. 2) #50 (#491, April 2003), and in #512 (Nov. 2004)—the original issue numbering having returned with #500—Parker learns his late girlfriend Gwen Stacy had had two children with Norman Osborn. He joins the superhero team the New Avengers in New Avengers #1–2. After their respective homes are destroyed by a deranged, superpowered former high-school classmate, Parker, Watson, and May move into Stark Tower, and Parker begins working as Tony Stark's assistant while again freelancing for The Daily Bugle and continuing his teaching. In the 12-part 2005 story arc "The Other", Parker undergoes a transformation that evolves his powers. In the comic Civil War #2 (June 2006), part of the company-wide crossover arc of that title, the U.S. government's Superhuman Registration Act leads Spider-Man to reveal his true identity publicly. A growing unease about the Registration Act prompts him to escape with May and Watson and join the anti-registration underground. In issue #537 (Dec. 2006), May is critically wounded by a sniper hired by Wilson Fisk and enters into a coma. Parker, desperate to save her, exhausts all possibilities and makes a pact with the demon-lord Mephisto, who saves May's life in exchange for Parker and Watson agreeing to have their marriage and all memory of it disappear. In this changed reality, Spider-Man's identity is secret once again, and in #545 (Jan. 2008), Watson returns and is cold toward him. That controversial storyline, "One More Day", rolled back much of the fictional continuity at the behest of editor-in-chief Joe Quesada, who said, "Peter being single is an intrinsic part of the very foundation of the world of Spider-Man". It caused unusual public friction between Quesada and writer Straczynski, who "told Joe that I was going to take my name off the last two issues of the [story] arc", but was talked out of doing so. At issue with Straczynski's climax to the arc, Quesada said, was In this new continuity, designed to have very limited repercussions throughout the remainder of the Marvel Universe, Parker returns to work at the Daily Bugle, which has been renamed The DB under a new publisher. He soon switches to the alternative press paper The Front Line. J. Jonah Jameson becomes the Mayor of New York City in issue #591 (June 2008). Jameson's estranged father, J. Jonah Jameson, Sr., marries May in issue #600 (Sept. 2009). During the "Secret Invasion" by shape-shifting extra-terrestrials, the Skrulls, Norman Osborn shoots and kills the Skrull queen Veranke. He leverages this widely publicized success, positioning himself as the new director of the S.H.I.E.L.D.-like paramilitary force H.A.M.M.E.R. to advance his agenda, while using his public image to start his own Dark Avengers. Norman himself leads the Dark Avengers as the Iron Patriot, a suit of armor fashioned by himself after Iron Man's armor with Captain America's colors. Harry is approached by Norman with the offer of a job within the Dark Avengers. It is later revealed that it is a ruse to coerce Harry into taking the American Son armor, whom Norman had planned to kill, in order to increase public sympathy. When Harry has the option of killing Norman, Spider-Man says to decapitate him, since Norman's healing factor may repair a blow to the head. Spider-Man also cautions Harry that killing Norman will cause Harry to "become the son Norman always wanted". Harry instead backs down, and turns away from his father forever. 2010s Siege At Loki's suggestion, Norman Osborn creates a rationale to invade Asgard, claiming the world poses a national security threat. During a pitched battle with several superheroes, Osborn fights with the recently-resurrected Steve Rogers, however, Iron Man removes Osborn's Iron Patriot armor remotely, revealing Osborn used green facepaint to create a goblin-like look. Osborn screams that the Avengers do not know what they have done, only for Spider-Man to knock him down. He ends up incarcerated in the Raft penitentiary, blaming his Goblin alter-ego for ruining his chance to protect the world. "Big Time" Sometime after Siege, MJ invites Peter over so the two of them could gain closure over the marriage that did not happen and the breakup. Later, a massive war ensued between Doctor Octopus and Spider-Man to get Lily Hollister's and Osborn's son, in which Spider-Man found that the child was actually Harry's, who later leaves town to raise him. Spider-Man assisted the Avengers in defeating Doctor Octopus' army of Macro-Octobots. He then faced a new Hobgoblin and the Kingpin, but days later, he lamentably lost Marla Jameson in a fight between Alistair Alphonso Smythe's Spider-Slayers. "Spider-Island" After helping Anti-Venom (Eddie Brock) reveal Mr. Negative's true identity, The Queen was revealed as the true mastermind: she wanted to turn the whole human race into spiders. Mr. Fantastic created a cure using the Anti-Venom Symbiote which Peter's clone Kaine accidentally cured from his mutations, turning him into a perfect clone. While he and the Avengers battled the Spider-Queen in Central Park, Kaine killed her and Peter managed to get the cure to every citizen via Doctor Octopus's Octobots. He met with Jay and May while they were leaving for Boston. Because of he revealing he had spider-powers, Peter's psychic blind spot was weakened, letting Charlie Cooper to know he was Spider-Man, causing Peter to be single once again. Peter gives a last cure sample to MJ, who briefly attempted to keep some spider-powers and then look at the Empire State Building, lit in red and blue in his honor. The Superior Spider-Man In the middle of a fight, Spider-Man was unsuspectedly pinched by one
stopped her so suddenly was, in fact, what killed her." The following issue, the Goblin appears to kill himself accidentally in the ensuing battle with Spider-Man. Working through his grief, Parker eventually develops tentative feelings toward Watson, and the two "become confidants rather than lovers". A romantic relationship eventually develops, with Parker proposing to her in issue #182 (July 1978), and being turned down an issue later. Parker went on to graduate from college in issue #185, and becomes involved with the shy Debra Whitman and the extroverted, flirtatious costumed thief Felicia Hardy, a.k.a. the Black Cat, whom he meets in issue #194 (July 1979). 1980s From 1984 to 1988, Spider-Man wore a black costume with a white spider design on his chest. The new costume originated in the Secret Wars miniseries, on an alien planet where Spider-Man participates in a battle between Earth's major superheroes and supervillains. He continues wearing the costume when he returns, starting in The Amazing Spider-Man #252. The change to a longstanding character's design met with controversy, "with many hardcore comics fans decrying it as tantamount to sacrilege. Spider-Man's traditional red and blue costume was iconic, they argued, on par with those of his D.C. rivals Superman and Batman." The creators then revealed the costume was an alien symbiote which Spider-Man is able to reject after a difficult struggle, though the symbiote returns several times as Venom for revenge. Parker proposes to Watson in The Amazing Spider-Man #290 (July 1987), and she accepts two issues later, with the wedding taking place in The Amazing Spider-Man Annual #21 (1987)—promoted with a real-life mock wedding using actors at Shea Stadium, with Stan Lee officiating, on June 5, 1987. David Michelinie, who scripted based on a plot by editor-in-chief Jim Shooter, said in 2007, "I didn't think they actually should [have gotten] married. ... I had actually planned another version, one that wasn't used." Parker published a book of Spider-Man photographs called Webs. and returned to his Empire State University graduate studies in biochemistry in #310 (Dec. 1988). 1990s In the controversial 1990s storyline the "Clone Saga", a clone of Parker, created in 1970s comics by insane scientist Miles Warren, a.k.a. the Jackal, returns to New York City upon hearing of Aunt May's health worsening. The clone had lived incognito as "Ben Reilly", but now assumes the superhero guise the Scarlet Spider and allies with Parker. To the surprise of both, new tests indicate "Reilly" is the original and "Parker" the clone. Complicating matters, Watson announces in The Spectacular Spider-Man #220 (Jan. 1995) that she is pregnant with Parker's baby. Later, however, a resurrected Green Goblin (Norman Osborn) has Watson poisoned, causing premature labor and the death of her and Parker's unborn daughter. The Green Goblin had switched the results of the clone test in an attempt to destroy Parker's life by making him believe himself to be the clone. Reilly is killed while saving Parker, in Peter Parker: Spider-Man #75 (Dec. 1996), and his body immediately crumbles into dust, confirming Reilly was the clone. In issue #97 (Nov. 1998) of the second series titled Peter Parker: Spider-Man, Parker learns his Aunt May was kidnapped by Norman Osborn and her apparent death in The Amazing Spider-Man #400 (April 1995) had been a hoax. Shortly afterward, in The Amazing Spider-Man (vol. 2) #13 (#454, Jan. 2000), Watson is apparently killed in an airplane explosion. She turns up alive and well in (vol. 2) #28 (#469, April 2001), but she and Peter become separated in the following issue. 2000s Babylon 5 creator J. Michael Straczynski began writing The Amazing Spider-Man, illustrated by John Romita Jr., beginning with (vol. 2) #30 (#471, June 2001). Two issues later, Parker, now employed as a teacher at his old high school, meets the enigmatic Ezekiel, who possesses similar spider powers and suggests that Parker having gained such abilities might not have been a fluke—that Parker has a connection to a totemic spider spirit. In (vol. 2) #37 (#478, Jan. 2002), May discovers her nephew Parker is Spider-Man, leading to a new openness in their relationship. Parker and Watson reconcile in (vol. 2) #50 (#491, April 2003), and in #512 (Nov. 2004)—the original issue numbering having returned with #500—Parker learns his late girlfriend Gwen Stacy had had two children with Norman Osborn. He joins the superhero team the New Avengers in New Avengers #1–2. After their respective homes are destroyed by a deranged, superpowered former high-school classmate, Parker, Watson, and May move into Stark Tower, and Parker begins working as Tony Stark's assistant while again freelancing for The Daily Bugle and continuing his teaching. In the 12-part 2005 story arc "The Other", Parker undergoes a transformation that evolves his powers. In the comic Civil War #2 (June 2006), part of the company-wide crossover arc of that title, the U.S. government's Superhuman Registration Act leads Spider-Man to reveal his true identity publicly. A growing unease about the Registration Act prompts him to escape with May and Watson and join the anti-registration underground. In issue #537 (Dec. 2006), May is critically wounded by a sniper hired by Wilson Fisk and enters into a coma. Parker, desperate to save her, exhausts all possibilities and makes a pact with the demon-lord Mephisto, who saves May's life in exchange for Parker and Watson agreeing to have their marriage and all memory of it disappear. In this changed reality, Spider-Man's identity is secret once again, and in #545 (Jan. 2008), Watson returns and is cold toward him. That controversial storyline, "One More Day", rolled back much of the fictional continuity at the behest of editor-in-chief Joe Quesada, who said, "Peter being single is an intrinsic part of the very foundation of the world of Spider-Man". It caused unusual public friction between Quesada and writer Straczynski, who "told Joe that I was going to take my name off the last two issues of the [story] arc", but was talked out of doing so. At issue with Straczynski's climax to the arc, Quesada said, was In this new continuity, designed to have very limited repercussions throughout the remainder of the Marvel Universe, Parker returns to work at the Daily Bugle, which has been renamed The DB under a new publisher. He soon switches to the alternative press paper The Front Line. J. Jonah Jameson becomes the Mayor of New York City in issue #591 (June 2008). Jameson's estranged father, J. Jonah Jameson, Sr., marries May in issue #600 (Sept. 2009). During the "Secret Invasion" by shape-shifting extra-terrestrials, the Skrulls, Norman Osborn shoots and kills the Skrull queen Veranke. He leverages this widely publicized success, positioning himself as the new director of the S.H.I.E.L.D.-like paramilitary force H.A.M.M.E.R. to advance his agenda, while using his public image to start his own Dark Avengers. Norman himself leads the Dark Avengers as the Iron Patriot, a suit of armor fashioned by himself after Iron Man's armor with Captain America's colors. Harry is approached by Norman with the offer of a job within the Dark Avengers. It is later revealed that it is a ruse to coerce Harry into taking the American Son armor, whom Norman had planned to kill, in order to increase public sympathy. When Harry has the option of killing Norman, Spider-Man says to decapitate him, since Norman's healing factor may repair a blow to the head. Spider-Man also cautions Harry that killing Norman will cause Harry to "become the son Norman always wanted". Harry instead backs down, and turns away from his father forever. 2010s Siege At Loki's suggestion, Norman Osborn creates a rationale to invade Asgard, claiming the world poses a national security threat. During a pitched battle with several superheroes, Osborn fights with the recently-resurrected Steve Rogers, however, Iron Man removes Osborn's Iron Patriot armor remotely, revealing Osborn used green facepaint to create a goblin-like look. Osborn screams that the Avengers do not know what they have done, only for Spider-Man to knock him down. He ends up incarcerated in the Raft penitentiary, blaming his Goblin alter-ego for ruining his chance to protect the world. "Big Time" Sometime after Siege, MJ invites Peter over so the two of them could gain closure over the marriage that did not happen and the breakup. Later, a massive war ensued between Doctor Octopus and Spider-Man to get Lily Hollister's and Osborn's son, in which Spider-Man found that the child was actually Harry's, who later leaves town to raise him. Spider-Man assisted the Avengers in defeating Doctor Octopus' army of Macro-Octobots. He then faced a new Hobgoblin and the Kingpin, but days later, he lamentably lost Marla Jameson in a fight between Alistair Alphonso Smythe's Spider-Slayers. "Spider-Island" After helping Anti-Venom (Eddie Brock) reveal Mr. Negative's true identity, The Queen was revealed as the true mastermind: she wanted to turn the whole human race into spiders. Mr. Fantastic created a cure using the Anti-Venom Symbiote which Peter's clone Kaine accidentally cured from his mutations, turning him into a perfect clone. While he and the Avengers battled the Spider-Queen in Central Park, Kaine killed her and Peter managed to get the cure to every citizen via Doctor Octopus's Octobots. He met with Jay and May while they were leaving for Boston. Because of he revealing he had spider-powers, Peter's psychic blind spot was weakened, letting Charlie Cooper to know he was Spider-Man, causing Peter to be single once again. Peter gives a last cure sample to MJ, who briefly attempted to keep some spider-powers and then look at the Empire State Building, lit in red and blue in his honor. The Superior Spider-Man In the middle of a fight, Spider-Man was unsuspectedly pinched by one of Doctor Octopus' Octobots programmed to swap consciousness between the two, causing Peter to become trapped in the dying body of his foe while Doctor Octopus claimed Peter's life for himself. In an attempt to take back his life with the little time he had left, Peter broke out of Octopus's cell in the Raft, leading to a final confrontation between the two in the Avengers Tower. Though Peter failed to reverse the change, he managed to establish a weak link with Otto's mind using an Octobot. In his final moments, Peter forced Otto Octavius to relive all of his memories. Having experienced in a flash all of Peter's trials and tribulations, Otto learned his lesson of power and responsibility and swore to carry on with Peter's life with dignity as a "Superior" Spider-Man. A portion of Peter survived in his original body in the form of a subconsciousness. Though Otto attempted to rid of this remnant of Peter, he decided to seek its help sometime later after being overwhelmed by the returned Green Goblin and his Goblin Nation. Realizing that he failed in his role as the "Superior" Spider-Man, having pushed his allies aside and lost his resources in the process, Otto willingly allowed Peter to reclaim his body in order to defeat Osborn once and for all and save Anna Maria Marconi, Otto's love. In the aftermath of Otto's possession of his body, Peter began to amend the relationships damaged by Otto's arrogance and negligence, both as Peter Parker and Spider-Man. He additionally took up the reins of Parker Industries, a small company founded by Otto after leaving Horizon Labs. "All-New Marvel NOW" While adjusting to his new status quo, especially his position as the CEO of his very own company, Peter learned a second person has been bit by the radioactive spider, Cindy Moon. Spider-Man tracked her down and freed her from a bunker owned by the late Ezekiel Simms, where Cindy had spent over a decade in voluntary confinement shortly after getting her powers, in order to avoid drawing Morlun's attention. While Peter notified Cindy that Morlun was dead, he had in fact survived his last encounter against Spider-Man. Not long after rescuing Cindy, who went on to adopt her own superheroic identity as Silk, Spider-Man was approached by a contingent of spider-people from all over the Multiverse that banded together to fight the Inheritors, a group of psychic vampires and the family of Morlun that had begun to hunt down the spider-totems of other realities. During a mission to gather more recruits in A.D. 2099, the Spider-Army stumbled upon another party of spider-people led by Otto Octavius, or rather a version of him from the recent past who had been plucked out of time. With the help of Spider-Woman, who had previously infiltrated the Inheritor's base on Earth-001, the Spider-Army learned of a prophecy in which the Inheritors planned to sacrifice three key spiders: the Other, the Bride, and the Scion. These individuals were Kaine, Moon, and Benjamin "Benjy" Parker of Earth-982, respectively. With the help of even more recruits from other realities and even a deviant Inheritor named Karn, the Spider-Army, including a version of Gwen Stacy with spider-powers known as "Spider-Gwen", launched one final attack on the Inheritors' home of Earth-001. The ritual was stopped, and the Inheritors were exiled with no means to return home to the radioactive wasteland that had become the world of Earth-3145. With the Inheritors neutralized, most of the spider-totems were sent home. "All-New, All-Different Marvel" Following the revival of the Multiverse, Octavius secretly created a digital backup of his mind that ended up inhabiting of the metallic body of Parker Industries' robotic assistant, the Living Brain.<ref>Amazing Spider-Man (vol. 4) #18</ref> Octavius routinely hacked into the systems of the market share to manipulate its numbers in favor of Parker Industries. As a consequence of this, the company managed to expand into a global conglomerate with numerous bases in different countries, with the company's trademark invention being a mobile device called the Webware. By 8 months after the revival, Spider-Man officially became the mascot of Parker Industries under the guise of being Peter's bodyguard. Peter discovered New U as a front of operations for the Jackal, who claimed to have found a way to bring people back from the dead using cloning technology. In the turn of events, the Jackal was revealed to be Ben Reilly, who had been brought to life by the original Jackal before taking his place. The Jackal's plan eventually fell apart following the triggering of cellular decay in the clones created by New U, which led to the release of the Carrion Virus worldwide. "Fresh Start" After the events of "Go Down Swinging," Peter's life was plagued with problems on both sides. As Spider-Man, Mayor Fisk publicly supported him, condemning all other vigilantes in order to isolate him from his superhero peers. As Peter Parker, his academic credentials were revoked after being accused of plagiarizing his doctoral dissertation from Octavius, resulting in his firing from the Daily Bugle. On the other hand, Peter became romantically involved again with Mary Jane. For a brief time, Peter Parker and Spider-Man were split into separate beings due to an accident involving the reverse-engineered Isotope Genome Accelerator. However, the separation split Peter down the middle, so both individuals did not share Peter's sense of responsibility, resulting in a reckless and vain Spider-Man. Peter eventually managed to reverse the process, and merge his two halves back together before the side-effects could worsen and result in their death. Later, Spider-Man becomes
city to determine its own faith – the most important export item being bar iron and the most important destination Lübeck. During the reign of Vasa's sons, trade led many Swedes to settle in the city, but the trade and the capital needed to control it was largely in the hands of the king and German merchants from Lübeck and Danzig. Throughout the era, Sweden could hardly claim the level of government and bureaucracy requisite to a capital in the modern sense, but Stockholm was the kingdom's strongest bastion and the king's main residence. As Eric XIV's pretensions were on par with those of Renaissance princes on the continent, he afforded himself the largest court his finances could possibly support, and the royal castle was thus the biggest employer in the city. Around 1560–80, most of the citizens, some 8.000 people, still lived on Stadsholmen. This central island was at this time densely settled and the city was now expanding on the ridges surrounding the city. Stockholm had no private palaces at this time and the only larger buildings were the castle, the church, and the former Greyfriars monastery on Riddarholmen. The surrounding ridges, unable to boast a single timber framed building, were mostly used for activities that either required a lot of space, produced odours, or could cause fire. Even though some burghers had secondary residences outside the city, the population living on the ridges, perhaps a quarter of the city's population, were mostly poor, including the royal personnel occupying the ridges north of the city. Great Power era Following the Thirty Years' War (1618–1648), Sweden was determined never to repeat the embarrassment experienced following the death of Gustavus II Adolphus (1594–1632) when Stockholm, still medieval in character, caused hesitation on whether to invite foreign statesmen for fear the lamentable appearance might undermine the nation's authority. Therefore, Stockholm saw many ambitious city plans during the era, of which those for the ridges surrounding today's old town still stands. In accordance to the mercantilism of the era, trade and industry was concentrated to cities where it was easier to control, and Stockholm was of central importance. In a letter in 1636, Chancellor Axel Oxenstierna (1583–1654) wrote that evolving the Swedish capital was a prerequisite for the nation's power and strength and that this would bring all the other cities on their feet. Increased state intervention on city level was not unique to Sweden at this time, but it was probably more prominent in the case of Stockholm than anywhere else in Europe. To this end, the government of the city was reformed and the former volunteered magistrates gradually replaced by professionals with a theoretical education. Population and city plans The process of reshaping Stockholm was initiated by a major fire in 1625 which destroyed the south-western part of today's old town. As a result, two new boulevard-like streets were created — Stora Nygatan and Lilla Nygatan — and along the eastern waterfront the medieval wall was replaced by a row of prestigious palaces — Skeppsbron. For the ridges surrounding the city – Norrmalm, Östermalm, Kungsholmen, and Södermalm – new city plans were worked out to create wide and straight artery streets. The project was implemented so thoroughly, in several parts of the city no traces exist of the previous medieval structures. Many of the streets from this era are still extant, and some of those proposed have been realised with some minor modifications. The population grew from less than 10,000 in the early 17th century to more than 50,000 in the mid-1670s. The city's income rose from 18,595 daler in 1635–36 to 81,480 daler in 1644. In 1642, approximately 60 per cent of that sum was spent on construction works. Trade Other Swedish cities were deprived of their export privileges by the so-called "Bothnian Trade Coercion" (Bottniska handelstvånget). Most Swedish cities were granted a trade monopoly over a limited surrounding area, but for Stockholm most of the lands surrounding the Gulf of Bothnia formed part of the city's trade territory. However, the state-granted monopoly was not the only thing that favoured Stockholm at that time. It was one of the best natural harbours of the era and throughout the 17th century, countless foreign visitors marvelled at the sight of large ships "with 60 or 70 cannons" moored along the eastern quay next to the royal castle. In contrast with other Swedish cities, all of which were self-supporting, Stockholm was completely dependent of the transit passing through the city—it had, for example, about the same number of domestic animals as Uppsala, which only had ten per cent the population of the capital. All goods brought into Stockholm had to pass through one of six customs stations, and approximately three-fourths of them were exported from the city. Half of the remaining items, mostly fishery products, were delivered from the Baltic, and corn came from the Lake Mälaren region. However, during the latter half of the century, the rapidly growing capital could not be supported by the Lake Mälaren region alone and therefore became dependent on corn imported from the provinces. Sweden had played a passive role in international trade during the 16th century; German merchants and ships managed the export of Swedish primary products such as osmond iron, raw copper, and butter. This export was largely regarded as a means of securing the import of items not available in Sweden, such as salt, wine, and luxury goods demanded at the court. With the introduction of a mercantile doctrine around 1620, trade became a keystone to governmental income and the Swedish economy subsequently focused on export, not of raw materials, but of refined products. Over the entire period (c. 1590–1685), Stockholm's share of the national economy remained stable at around two-thirds, but during the first half of the 17th century, export grew fourfold and import fivefold. Most goods were delivered to the Netherlands in the mid-17th century and to the UK in the early 18th century. In the 17th-century, the textile industry was developed with the establishments of the textile manufactures Paulinska manufakturerna (active 1673–1776) and the Barnängens manufaktur (active 1691–1826), which became two of the greatest sources of employments in the Swedish capital during the entire 18th-century. Age of Liberty (1718–1772) Following the Greater Wrath and the Treaty of Nystad in 1722, Sweden's role as a major European power was over, and the decades that followed brought even more disasters. Black death and the sufferings caused by the Great Northern Wars made Stockholm the capital of a shrinking nation, despair which would deepen even further when Sweden lost Finland in 1809. Notwithstanding Sweden's partial recover of spirit with the union with Norway in 1814, during the period 1750–1850, Stockholm was a stagnating city, with a dwindling population and widespread unemployment, marked by ill-health, poverty, alcoholism, and rampant mortality. The Mälaren region lost in influence to the benefit of south-western Sweden, and as population and welfare dwindled in the capital, there was a leveling of social classes. Wars and alcohol abuse resulted in a surplus of women during the period, with widows outnumbering widowers six to one in 1850. Stockholm was marked by an absence of children, caused by the number of unmarried people and high infant mortality. Average length of life was limited to 44, but those who survived infancy were likely to get about as old as people do today, except those born to a life of hard labour. A stratification into three social groups can be made for this era : individuals of rank and officers craftsmen, small-scale entrepreneurs, and officials journeymen, assistants, workers, soldiers, servants, paupers, and prisoners. Women were associated with their husband's status. However, as craftsmen saw their status sink with the introduction of industrialism, the proletarian class grew during the period. There also was an economic segregation in the city, with the present old town and the lower parts of Norrmalm being the wealthiest (more than 150% above average); the suburbs (today part of central Stockholm) were poor (50% below average). During the 18th century, the Mercantile model introduced the previous century was further developed, with domestic production promoted by loans and bounties and import limited to raw materials not available in Sweden by tolls. The era saw the rise of the so-called "Skeppsbro Nobility" (Skeppsbroadeln), the wealthy wholesalers at Skeppsbron who made a fortune by delivering bar iron to the international market and by controlling the chartered companies. The most successful of them was the Swedish East India Company (1731–1813) which had its headquarters in Gothenburg, but was of significant importance to Stockholm because of the shipbuilding yards, the trade houses, and the exotic products imported by the company. Furthermore, before these ships left Stockholm some 100–150 men per ship were recruited, most of them in the city, and as a single trip to China would take 1–2 years the company had a huge impact on Stockholm during this era. During the 18th century, several devastating fires destroyed entire neighbourhoods which resulted in building codes being introduced. They improved fire safety by prohibiting wooden buildings and further embellished the city by implementing the 17th-century city plans. In the old town, the new royal palace was gradually completed and the exterior of the Storkyrkan church was adopted to it. The skilled artists and craftsmen working for the royal court formed an elite which considerably raised the artistic standards in the capital. Gustavian era (1772–1809) During the enlightened absolute monarchy of Gustav III Stockholm managed to maintain its role as the political centre of Sweden and developed culturally. The king had a great interest for the city's development. He created the Gustav Adolf square and had the Royal Opera inaugurated there in 1782 — in accordance to the original intentions of Tessin the Younger for a monumental square north of the palace. The façade of Arvfurstens palats on the opposite side is identical to the now replaced façade of the opera. The neoclassical bridge Norrbro, designed by Erik Palmstedt (1741–1807) and was completed in ten years. It was a very ambitious project that caused the centre of the city to gradually move out of the medieval city. The colourful and often burlesque descriptions of Stockholm by troubadour and composer Carl Michael Bellman are still popular. The period ended as King Gustav IV Adolf was deposed in 1809 in a coup d'état. The loss of Finland that same year meant Stockholm ceased to be the geographical centre of the Swedish kingdom. Early industrial era (1809–1850) For Stockholm, the early 19th century meant the only larger-scale projects to be realised were those initiated by the military which favoured a more stiff classicism, the local Swedish version of the Empire style (in Sweden named Karl Johansstil after King Charles XIV John). The architects dominating the era, Fredrik Blom and Carl Christoffer Gjörwell, both were commissioned by the military. Due to the general stagnation, few other constructions were realised — in average ten smaller residential buildings per year — additions which the ambitious city plans of the 17th century could easily handle. During the later half of the 18th century real income dwindled to reach an all-time low in 1810 when it corresponded to roughly half that of the 1730s; public officials being those worst affected. Norrköping became the greatest manufacturing city of Sweden and Gothenburg developed into the key trading port because of its location on the North Sea. Most people still lived within the present Old Town, with a growth along the eastern shore. Population also grew on the surrounding ridges, more so in the wealthy district Norrmalm and less so in the poor district Södermalm. However, many of the ridges surrounding the city were slums mostly rural in character without water and sewage and frequently ravaged by cholera. Late industrial era (1850–1910) In the second half of the century, Stockholm regained its leading economic role. New industries emerged, and Stockholm transformed into an important trade and service centre, as well as a key gateway point within Sweden. While steam engines were introduced in Stockholm in 1806 with the Eldkvarn mill, it took until the mid-19th century for industrialization to take off. Two factories, Ludvigsberg and Bolinder, constructed in the 1840s were followed by many others, and the economic development that succeeded resulted in some 800 new buildings being constructed 1850–70 — many of which were located in the Klara district and subsequently demolished in the Redevelopment of Norrmalm 1950–70. During the 1850s
leading nobles and burghers of Stockholm beheaded in the so-called Stockholm Bloodbath. When King Gustav Vasa finally besieged and conquered the city three years later, an event which ended the Kalmar Union and the Swedish Middle Ages, he noted every second building in the city was abandoned. By the end of the 15th century, the population in Stockholm can be estimated to 5,000–7,000 people, which made it a relatively small town compared to several other contemporary European cities. On the other hand, it was far larger than any other city in Sweden. Many of its inhabitants were Germans and Finns, with the former forming a political and economic elite in the city. During the Middle Ages, export was administered mostly by German merchants living by the squares Kornhamnstorg ("Grain Harbour Square") and Järntorget ("Iron Square") on the southern corner of the city. Regional peasantry supplied the city with food and raw materials, while the craftsmen in the city produced handicrafts, most of whom lived by the central square Stortorget or by the oldest two streets in Stockholm, the names of which still reflects their trade: Köpmangatan ("Merchant Street") and Skomakargatan ("Shoemaker Street") in the central part of the city. Other groups lived by the eastern or western thoroughfares, Västerlånggatan and Österlånggatan. Early Vasa era After Gustav Vasa's siege of Stockholm, he restored the privileges of the city which was beneficiary to the burghers of the city. The king maintained his control over the city by controlling the elections of aldermen and magistrates. By the mid-century, the numbers of officials increased in order to make the management of the city more professional and to ensure the state-controlled trade. Stockholm thus lost much of the independence it had had during the Middle Ages and became politically and financially bound to the state. During the reign of his sons (1561–1611), the city council remained escorted by a royal representative and both magistrates and aldermen were appointed by the king. Gustav Vasa invited the clergyman Olaus Petri (1493–1552) to become the city secretary of Stockholm. With the two side by side, the new ideas of the Protestant Reformation could be quickly implemented, and sermons in the church were held in Swedish starting in 1525 and Latin was abolished in 1530. A consequence of this development was a need for separate churches for the numerous German and Finnish-speaking citizens and during the 1530 the still-existent German and Finnish parishes were created. The king was, however, not favourably disposed to older chapels and churches in the city, and he ordered churches and monasteries on the ridges surrounding the city to be demolished, together with the numerous charitable institutions. Because Stockholm had a city wall, it was exempted from the tax paid by other Swedish cities. During the reign of Gustav Vasa the city's fortifications were reinforced and in the Stockholm Archipelago, Vaxholm was created to guard the inlet from the Baltic. While the medieval structure of Stockholm remained mostly unaltered during the 16th century, the city's social and economic importance grew to the extent that no king could permit the city to determine its own faith – the most important export item being bar iron and the most important destination Lübeck. During the reign of Vasa's sons, trade led many Swedes to settle in the city, but the trade and the capital needed to control it was largely in the hands of the king and German merchants from Lübeck and Danzig. Throughout the era, Sweden could hardly claim the level of government and bureaucracy requisite to a capital in the modern sense, but Stockholm was the kingdom's strongest bastion and the king's main residence. As Eric XIV's pretensions were on par with those of Renaissance princes on the continent, he afforded himself the largest court his finances could possibly support, and the royal castle was thus the biggest employer in the city. Around 1560–80, most of the citizens, some 8.000 people, still lived on Stadsholmen. This central island was at this time densely settled and the city was now expanding on the ridges surrounding the city. Stockholm had no private palaces at this time and the only larger buildings were the castle, the church, and the former Greyfriars monastery on Riddarholmen. The surrounding ridges, unable to boast a single timber framed building, were mostly used for activities that either required a lot of space, produced odours, or could cause fire. Even though some burghers had secondary residences outside the city, the population living on the ridges, perhaps a quarter of the city's population, were mostly poor, including the royal personnel occupying the ridges north of the city. Great Power era Following the Thirty Years' War (1618–1648), Sweden was determined never to repeat the embarrassment experienced following the death of Gustavus II Adolphus (1594–1632) when Stockholm, still medieval in character, caused hesitation on whether to invite foreign statesmen for fear the lamentable appearance might undermine the nation's authority. Therefore, Stockholm saw many ambitious city plans during the era, of which those for the ridges surrounding today's old town still stands. In accordance to the mercantilism of the era, trade and industry was concentrated to cities where it was easier to control, and Stockholm was of central importance. In a letter in 1636, Chancellor Axel Oxenstierna (1583–1654) wrote that evolving the Swedish capital was a prerequisite for the nation's power and strength and that this would bring all the other cities on their feet. Increased state intervention on city level was not unique to Sweden at this time, but it was probably more prominent in the case of Stockholm than anywhere else in Europe. To this end, the government of the city was reformed and the former volunteered magistrates gradually replaced by professionals with a theoretical education. Population and city plans The process of reshaping Stockholm was initiated by a major fire in 1625 which destroyed the south-western part of today's old town. As a result, two new boulevard-like streets were created — Stora Nygatan and Lilla Nygatan — and along the eastern waterfront the medieval wall was replaced by a row of prestigious palaces — Skeppsbron. For the ridges surrounding the city – Norrmalm, Östermalm, Kungsholmen, and Södermalm – new city plans were worked out to create wide and straight artery streets. The project was implemented so thoroughly, in several parts of the city no traces exist of the previous medieval structures. Many of the streets from this era are still extant, and some of those proposed have been realised with some minor modifications. The population grew from less than 10,000 in the early 17th century to more than 50,000 in the mid-1670s. The city's income rose from 18,595 daler in 1635–36 to 81,480 daler in 1644. In 1642, approximately 60 per cent of that sum was spent on construction works. Trade Other Swedish cities were deprived of their export privileges by the so-called "Bothnian Trade Coercion" (Bottniska handelstvånget). Most Swedish cities were granted a trade monopoly over a limited surrounding area, but for Stockholm most of the lands surrounding the Gulf of Bothnia formed part of the city's trade territory. However, the state-granted monopoly was not the only thing that favoured Stockholm at that time. It was one of the best natural harbours of the era and throughout the 17th century, countless foreign visitors marvelled at the sight of large ships "with 60 or 70 cannons" moored along the eastern quay next to the royal castle. In contrast with other Swedish cities, all of which were self-supporting, Stockholm was completely dependent of the transit passing through the city—it had, for example, about the same number of domestic animals as Uppsala, which only had ten per cent the population of the capital. All goods brought into Stockholm had to pass through one of six customs stations, and approximately three-fourths of them were exported from the city. Half of the remaining items, mostly fishery products, were delivered from the Baltic, and corn came from the Lake Mälaren region. However, during the latter half of the century, the rapidly growing capital could not be supported by the Lake Mälaren region alone and therefore became dependent on corn imported from the provinces. Sweden had played a passive role in international trade during the 16th century; German merchants and ships managed the export of Swedish primary products such as osmond iron, raw copper, and butter. This export was largely regarded as a means of securing the import of items not available in Sweden, such as salt, wine, and luxury goods demanded at the court. With the introduction of a mercantile doctrine around 1620, trade became a keystone to governmental income and the Swedish economy subsequently focused on export, not of raw materials, but of refined products. Over the entire period (c. 1590–1685), Stockholm's share of the national economy remained stable at around two-thirds, but during the first half of the 17th century, export grew fourfold and import fivefold. Most goods were delivered to the Netherlands in the mid-17th century and to the UK in the early 18th century. In the 17th-century, the textile industry was developed with the establishments of the textile manufactures Paulinska manufakturerna (active 1673–1776) and the Barnängens manufaktur (active 1691–1826), which became two of the greatest sources of employments in the Swedish capital during the entire 18th-century. Age of Liberty (1718–1772) Following the Greater Wrath and the Treaty of Nystad in 1722, Sweden's role as a major European power was over, and the decades that followed brought even more disasters. Black death and the sufferings caused by the Great Northern Wars made Stockholm the capital of a shrinking nation, despair which would deepen even further when Sweden lost Finland in 1809. Notwithstanding Sweden's partial recover of spirit with the union with Norway in 1814, during the period 1750–1850, Stockholm was a stagnating city, with a dwindling population and widespread unemployment, marked by ill-health, poverty, alcoholism, and rampant mortality. The Mälaren region lost in influence to the benefit of south-western Sweden, and as population and welfare dwindled in the capital, there was a leveling of social classes. Wars and alcohol abuse resulted in a surplus of women during the period, with widows outnumbering widowers six to one in 1850. Stockholm was marked by an absence of children, caused by the number of unmarried people and high infant mortality. Average length of life was limited to 44, but those who survived infancy were likely to get about as old as people do today, except those born to a life of hard labour. A stratification into three social groups can be made for this era : individuals of rank and officers craftsmen, small-scale entrepreneurs, and officials journeymen, assistants, workers, soldiers, servants, paupers, and prisoners. Women were associated with their husband's status. However, as craftsmen saw their status sink with the introduction of industrialism, the proletarian class grew during the period. There also was an economic segregation in the city, with the present old town and the lower parts of Norrmalm being the wealthiest (more than 150% above average); the suburbs (today part of central Stockholm) were poor (50% below average). During the 18th century, the Mercantile model introduced the previous century was further developed, with domestic production promoted by loans and bounties and import limited to raw materials not available in Sweden by tolls. The era saw the rise of the so-called "Skeppsbro Nobility" (Skeppsbroadeln), the wealthy wholesalers at Skeppsbron who made a fortune by delivering bar iron to the international market and by controlling the chartered companies. The most successful of them was the Swedish East India Company (1731–1813) which had its headquarters in Gothenburg, but was of significant importance to Stockholm because of the shipbuilding yards, the trade houses, and the exotic products imported by the company. Furthermore, before these ships left Stockholm some 100–150 men per ship were recruited, most of them in the city, and as a single trip to China would take 1–2 years the company had a huge impact on Stockholm during this era. During the 18th century, several devastating fires destroyed entire neighbourhoods which resulted in building codes being introduced. They improved fire safety by prohibiting wooden buildings and further embellished the city by implementing the 17th-century
stan (Old Town), located on the original small islands of the city's earliest settlements and still featuring the medieval street layout. Some notable buildings of Gamla Stan are the large German Church (Tyska kyrkan) and several mansions and palaces: the Riddarhuset (the House of Nobles), the Bonde Palace, the Tessin Palace and the Oxenstierna Palace. The oldest building in Stockholm is the Riddarholmskyrkan from the late 13th century. After a fire in 1697 when the original medieval castle was destroyed, Stockholm Palace was erected in a baroque style. Storkyrkan Cathedral, the episcopal seat of the Bishop of Stockholm, stands next to the castle. It was founded in the 13th century but is clad in a baroque exterior dating to the 18th century. As early as the 15th century, the city had expanded outside of its original borders. Some pre-industrial, small-scale buildings from this era can still be found in Södermalm. During the 19th century and the age of industrialization Stockholm grew rapidly, with plans and architecture inspired by the large cities of the continent such as Berlin and Vienna. Notable works of this time period include public buildings such as the Royal Swedish Opera and private developments such as the luxury housing developments on Strandvägen. In the 20th century, a nationalistic push spurred a new architectural style inspired by medieval and renaissance ancestry as well as influences of the Jugend / Art Nouveau style. A key landmark of Stockholm, the Stockholm City Hall, was erected 1911–1923 by architect Ragnar Östberg. Other notable works of these times are the Stockholm Public Library and the Forest Cemetery, Skogskyrkogården Modernism characterized the style of the Stockholm International Exhibition (1930) and the development of the city as it grew in that decade. New residential areas sprang up such as the development on Gärdet while industrial development added to the growth, such as the KF manufacturing industries on Kvarnholmen located in the Nacka Municipality. In the 1950s, suburban development entered a new phase with the introduction of the Stockholm metro. The modernist developments of Vällingby and Farsta where internationally praised. In the 1960s this suburban development continued but with the aesthetic of the times, the industrialised and mass-produced blocks of flats received a large amount of criticism. At the same time that this suburban development was happening the most central areas of the inner city were being redesigned. Sergels Torg, with its five high-rise office towers was created in the 1960s, followed by the total clearance of large areas to make room for new development projects. The most notable buildings from this period is the ensemble of the House of Culture, City Theatre and National Bank building, designed by architect Peter Celsing. Notable buildings Museums Stockholm boasts some 70 museums, making the city host one of the largest numbers of museums in the world. Collectively, these museums are visited by over 9 million people per year. One of the most renowned museums is the Nationalmuseum, with the largest national collection of art: 16,000 paintings and 30,000 objects of art handicraft. The collection dates back to the days of Gustav Vasa in the 16th century, and
in 1697 when the original medieval castle was destroyed, Stockholm Palace was erected in a baroque style. Storkyrkan Cathedral, the episcopal seat of the Bishop of Stockholm, stands next to the castle. It was founded in the 13th century but is clad in a baroque exterior dating to the 18th century. As early as the 15th century, the city had expanded outside of its original borders. Some pre-industrial, small-scale buildings from this era can still be found in Södermalm. During the 19th century and the age of industrialization Stockholm grew rapidly, with plans and architecture inspired by the large cities of the continent such as Berlin and Vienna. Notable works of this time period include public buildings such as the Royal Swedish Opera and private developments such as the luxury housing developments on Strandvägen. In the 20th century, a nationalistic push spurred a new architectural style inspired by medieval and renaissance ancestry as well as influences of the Jugend / Art Nouveau style. A key landmark of Stockholm, the Stockholm City Hall, was erected 1911–1923 by architect Ragnar Östberg. Other notable works of these times are the Stockholm Public Library and the Forest Cemetery, Skogskyrkogården Modernism characterized the style of the Stockholm International Exhibition (1930) and the development of the city as it grew in that decade. New residential areas sprang up such as the development on Gärdet while industrial development added to the growth, such as the KF manufacturing industries on Kvarnholmen located in the Nacka Municipality. In the 1950s, suburban development entered a new phase with the introduction of the Stockholm metro. The modernist developments of Vällingby and Farsta where internationally praised. In the 1960s this suburban development continued but with the aesthetic of the times, the industrialised and mass-produced blocks of flats received a large amount of criticism. At the same time that this suburban development was happening the most central areas of the inner city were being redesigned. Sergels Torg, with its five high-rise office towers was created in the 1960s, followed by the total clearance of large areas to make room for new development projects. The most notable buildings from this period is the ensemble of the House of Culture, City Theatre and National Bank building, designed by architect Peter Celsing. Notable buildings Museums Stockholm boasts some 70 museums, making the city host one of the largest numbers of museums in the world. Collectively,
playing lead guitar in a college rock band named Mother Rush. Lawhead met Alice Slaikeu in 1971, and married her in 1972. He graduated from Kearney State College in 1973 with BA in Art and then went on to enroll in Northern Baptist Theological Seminary. During this time Lawhead also enrolled in a number of writing courses at nearby Wheaton College. His professional writing career began with five busy years as an editor and staff writer for Campus Life magazine. In 1980, Lawhead became the manager of the successful Christian rock act DeGarmo and Key and formed his own record company, Ariel Records. The demise of Ariel Records in 1981 prompted the beginning of Lawhead's fiction-writing career. In 1981, Lawhead began to author novels, initially fantasy and science fiction, completing his first trilogy, the "Dragon King trilogy". In 1986, he moved to Oxford, England to do research for The Pendragon Cycle, a reinterpretation of the legend of King Arthur in a Celtic setting combined with elements of Atlantis. Heavily rooted in the original Celtic source material which gave rise to the later and more familiar versions of the Arthurian legend, the series has received critical acclaim for its creative retelling of the Arthur legend and historical credibility. The first book in the series, Taliesin, won the Evangelical Christian Publishers Association's Gold Medallion Award for Fiction in 1988. Lawhead's research for The Pendragon Cycle sparked an interest in Celtic history and culture, especially Celtic Christianity, topics which have featured prominently in his work ever since. "The Song of Albion" trilogy prompted a return to England (Lawhead having left in 1987). This was a series of books set between the Celtic Otherworld and present-day Britain. In the 1990s, he published Byzantium, a work of pure historical fiction, followed by "The Celtic Crusades" trilogy, set at the time of the Crusades, and then Avalon: The Return of King Arthur, a stand-alone related to the Pendragon Cycle. In 2003, Lawhead published the novel Patrick: Son of Ireland, a fictionalized account of the early years of Saint Patrick. In 2006, he published Hood, the first book in the King Raven Trilogy – a retelling of the Robin Hood legend, transferred to Wales. In 2008, the second book in the trilogy, Scarlet, won a Christy Award in the category of Visionary Fiction. In 2003, Lawhead received an honorary doctorate from the University of Nebraska at Kearney. Lawhead and his wife reside in Oxford, UK. He has two sons, Ross Lawhead, and Drake Lawhead. Works Adult fiction Many of his books are in series following a common theme: Dragon King trilogy: In the Hall of the Dragon King (1982) The Warlords of Nin (1983) The Sword and the Flame
books set between the Celtic Otherworld and present-day Britain. In the 1990s, he published Byzantium, a work of pure historical fiction, followed by "The Celtic Crusades" trilogy, set at the time of the Crusades, and then Avalon: The Return of King Arthur, a stand-alone related to the Pendragon Cycle. In 2003, Lawhead published the novel Patrick: Son of Ireland, a fictionalized account of the early years of Saint Patrick. In 2006, he published Hood, the first book in the King Raven Trilogy – a retelling of the Robin Hood legend, transferred to Wales. In 2008, the second book in the trilogy, Scarlet, won a Christy Award in the category of Visionary Fiction. In 2003, Lawhead received an honorary doctorate from the University of Nebraska at Kearney. Lawhead and his wife reside in Oxford, UK. He has two sons, Ross Lawhead, and Drake Lawhead. Works Adult fiction Many of his books are in series following a common theme: Dragon King trilogy: In the Hall of the Dragon King (1982) The Warlords of Nin (1983) The Sword and the Flame (1984) Empyrion Saga: Empyrion I: The Search for Fierra (1985) Empyrion II: The Siege of Dome (1986) The Pendragon Cycle: Taliesin (1987) Merlin (1988) Arthur (1989) Pendragon (1994) Grail (1997) The Song of Albion: The Paradise War (1991) (Illustrated by Rodney Matthews, Daniel Horne in 1993, Anne Yvonne Gilbert in 1998, and Peter Holt in 2001) The Silver Hand (1992) (Illustrated by Anne Yvonne Gilbert in 1998) The Endless Knot (1993) (Illustrated by Anne Yvonne Gilbert in 1998) The Celtic Crusades: The Iron Lance (1998) The Black Rood (2000) The Mystic Rose (2001) King Raven Trilogy: Hood (2006) Scarlet (2007) Tuck (2009) Hero (With Ross Lawhead): City of Dreams (2003) Rogue Nation (unpublished) World Without End (unpublished) Bright Empires: The Skin Map (2010) The Bone House (2011) The Spirit Well (2012) The Shadow Lamp (2013) The Fatal Tree (2014) Eirlandia: In the Region of the Summer Stars (2018) In the Land of the Everliving (2019) In the Kingdom of All Tomorrows (2020) Stand-alone novels: Dream Thief (1983) Byzantium (1996) Avalon: The Return of King Arthur (1999) — related to the Pendragon Cycle Patrick: Son of Ireland (2003) Children's fiction The Brown Ears Books: Brown Ears: The Adventures of a Lost-and-Found Rabbit (1988) Brown Ears at Sea: More Adventures of a Lost-and-Found Rabbit (1990) The Howard Books Howard Had A Spaceship (1986) Howard Had A Submarine (1987) Howard Had A Hot Air Balloon (1988) Howard Had A Shrinking Machine (1988) The Riverbank Series The Tale of Jeremy Vole (1990) The Tale of Timothy Mallard (1990) The Tale of Annabelle Hedgehog (1990) Non-fiction The Ultimate College Student Handbook (1989) (later published as The Total Guide to College Life) – With Alice Lawhead Rock on Trial: Pop Music and
the longest bridge in Malaysia, connecting the island of Penang to the mainland, opens to traffic. 1989 – The Standard Gravure shooting where Joseph T. Wesbecker, a 47-year-old pressman, killed eight people and injured 12 people at his former workplace, Standard Gravure, before committing suicide. 1992 – The Constitutional Court of Bosnia and Herzegovina declares the breakaway Croatian Republic of Herzeg-Bosnia to be illegal. 1993 – Lufthansa Flight 2904, an Airbus A320, crashes into an embankment after overshooting the runway at Okęcie International Airport (now Warsaw Chopin Airport), killing two people. 1994 – The Major League Baseball season is canceled because of a strike. 1997 – Eighty-one killed as five bogies of the Ahmedabad–Howrah Express plunge into a river in Bilaspur district of Madhya Pradesh, India. 1998 – Telecommunications companies MCI Communications and WorldCom complete their $37 billion merger to form MCI WorldCom. 1999 – Kiribati, Nauru and Tonga join the United Nations. 2000 – Microsoft releases Windows Me. 2001 – Historic National Prayer Service held at Washington National Cathedral for victims of the September 11 attacks. A similar service is held in Canada on Parliament Hill, the largest vigil ever held in the nation's capital. 2003 – In a referendum, Estonia approves joining the European Union. 2007 – Financial crisis of 2007–2008: The Northern Rock bank experiences the first bank run in the United Kingdom in 150 years. 2008 – Aeroflot Flight 821, a Boeing 737-500, crashes into a section of the Trans-Siberian Railway while on approach to Perm International Airport, in Perm, Russia, killing all 88 people on board. 2015 – The first observation of gravitational waves is made, announced by the LIGO and Virgo collaborations on 11 February 2016. 2019 – Yemen's Houthi rebels claim responsibility for an attack on Saudi Arabian oil facilities. Births Pre-1600 208 – Diadumenian, Roman emperor (d. 218) 768 – Al-Ma'mun, Abbasid caliph, 7th (d. 833) 938 – Sahib ibn Abbad, Persian scholar and statesman (d. 995) 953 – Guo Zongxun, Chinese emperor (d. 973) 1032 – Dao Zong, Chinese emperor (d. 1101) 1246 – John Fitzalan III, English nobleman (d. 1272) 1384 – Ephraim of Nea Makri, Greek martyr and saint (d. 1426) 1388 – Claudius Clavus, Danish geographer and cartographer (d. 1438) 1401 – Maria of Castile, Queen consort of Aragon and Naples (d. 1458) 1485 – Anna of Mecklenburg-Schwerin, Landgravine of Hesse (d. 1525) 1486 – Heinrich Cornelius Agrippa, German theologian, astrologer, and alchemist (d. 1535) 1543 – Claudio Acquaviva, Italian priest, 5th Superior General of the Society of Jesus (d. 1615) 1547 – Johan van Oldenbarnevelt, Dutch politician (d. 1619) 1580 – Francisco de Quevedo, Spanish poet and politician (d. 1645) 1601–1900 1618 – Peter Lely, Dutch-English painter (d. 1680) 1643 – Jeremiah Dummer, American silversmith (d. 1718) 1656 – Thomas Baker, English historian and author (d. 1746) 1713 – Johann Kies, German astronomer and mathematician (d. 1781) 1721 – Eliphalet Dyer, American colonel, lawyer, and politician (d. 1807) 1736 – Robert Raikes, English philanthropist, founded Sunday school (d. 1811) 1737 – Michael Haydn, Austrian singer and composer (d. 1806) 1769 – Alexander von Humboldt, German geographer and explorer (d. 1859) 1774 – Lord William Bentinck, English general and politician, 14th Governor-General of India (d. 1839) 1791 – Franz Bopp, German linguist and academic (d. 1867) 1804 – John Gould, English ornithologist and illustrator (d. 1881) 1804 – Louis Désiré Maigret, French bishop (d. 1882) 1816 – Mary Hall Barrett Adams, American book editor and letter writer (d. 1860) 1837 – Nikolai Bugaev, Georgian-Russian mathematician and philosopher (d. 1903) 1843 – Lola Rodríguez de Tió, Puerto Rican poet, abolitionist, and women's rights activist (d. 1924) 1847 – Fanny Holland, English actress and singer (d. 1931) 1850 – Anton Mahnič, Slovenian bishop, philosopher, and theologian (d. 1920) 1853 – Ponnambalam Arunachalam, Ceylonese civil servant and politician (d. 1924) 1857 – Julia Platt, American embryologist and politician (d. 1935) 1860 – Hamlin Garland, American novelist, poet, essayist, and short story writer (d. 1940) 1864 – Robert Cecil, 1st Viscount Cecil of Chelwood, English lawyer and politician, Under-Secretary of State for Foreign Affairs, Nobel Prize laureate (d. 1958) 1867 – Charles Dana Gibson, American illustrator (d. 1944) 1868 – Théodore Botrel, French singer-songwriter, poet, and playwright (d. 1925) 1869 – Kid Nichols, American baseball player and manager (d. 1953) 1872 – John Olof Dahlgren, Swedish-American soldier, Medal of Honor recipient (d. 1963) 1879 – Margaret Sanger, American nurse and activist (d. 1966) 1880 – Benjamin, Russian bishop and missionary (d. 1961) 1880 – Archie Hahn, American sprinter, football player, and coach (d. 1955) 1883 – Richard Gerstl, Austrian painter and illustrator (d. 1908) 1885 – Vittorio Gui, Italian conductor, composer, and critic (d. 1975) 1886 – Jan Masaryk, Czech soldier and politician, Czech Minister of Foreign Affairs (d. 1948) 1887 – Karl Taylor Compton, American physicist (d. 1954) 1891 – Ivan Matveyevich Vinogradov, Russian mathematician and academic (d. 1983) 1892 – Laurence W. Allen, English lieutenant and pilot (d. 1968) 1896 – José Mojica, Mexican tenor and actor (d. 1974) 1898 – Lawrence Gellert, Hungarian-American musicologist and song collector (d. 1979) 1898 – Ernest Nash, German-Italian photographer and scholar (d. 1974) 1901–present 1902 – Giorgos Papasideris, Greek singer-songwriter (d. 1977) 1902 – Alice Tully, American soprano and philanthropist (d. 1993) 1903 – Mart Raud, Estonian poet and author (d. 1980) 1904 – Frank Amyot, Canadian sprint canoeist (d. 1962) 1904 – Richard Mohaupt, German composer and Kapellmeister (d. 1957) 1907 – Yuri Ivask, Russian-American poet and critic (d. 1986) 1909 – Peter Scott, English ornithologist, painter, and sailor (d. 1989) 1910 – Lehman Engel, American composer and conductor (d. 1982) 1910 – Jack Hawkins, English actor and producer (d. 1973) 1910 – Yiannis Latsis, Greek businessman (d. 2003) 1910 – Rolf Liebermann, Swiss-French composer and manager (d. 1999) 1911 – William H. Armstrong, American author and educator (d. 1999) 1913 – Jacobo Árbenz, Guatemalan captain and politician, President of Guatemala (d. 1971) 1913 – Rubby Sherr, American physicist and academic (d. 2013) 1914 – Mae Boren Axton, American composer and educator (d. 1997) 1914 – Clayton Moore, American actor (d. 1999) 1915 – John Dobson, Chinese-American astronomer and author, designed the Dobsonian telescope (d. 2014) 1916 – Eric Bentley, English-American singer, playwright, and critic (d. 2020) 1916 – John Heyer, Australian director and producer (d. 2001) 1917 – Rudolf Baumgartner, Swiss violinist and conductor (d. 2002) 1918 – Georges Berger, Belgian race car driver (d. 1967) 1918 – Cachao López, Cuban-American bassist and composer (d. 2008) 1919 – Deryck Cooke, English musicologist and broadcaster (d. 1976) 1919 – Gil Langley, Australian cricketer, footballer, and politician (d. 2001) 1919 – Olga Lowe, South African-English actress (d. 2013) 1919 – Kay Medford, American actress (d. 1980) 1920 – Mario Benedetti, Uruguayan journalist and author (d. 2009) 1920 – Lawrence Klein, American economist and academic, Nobel Prize laureate (d. 2013) 1920 – Alberto Calderón, Argentinian-American mathematician and academic (d. 1998) 1921 – Constance Baker Motley, American lawyer, judge, and politician (d. 2005) 1921 – A. Jean de Grandpré, Canadian lawyer, businessman, and academic 1921 – Paul Poberezny, American pilot and businessman, founded the Experimental Aircraft Association (d. 2013) 1921 – Dario Vittori, Italian-Argentinian actor and producer (d. 2001) 1922 – Michel Auclair, German-French actor (d. 1988) 1922 – Frances Bergen, American model and actress (d. 2006) 1922 – Alfred Käärmann, Estonian soldier and author (d. 2010) 1923 – Nicholas Georgiadis, Greek painter and costume designer (d. 2001) 1924 – Patricia Barringer, American baseball player and accountant (d. 2007) 1924 – Jerry Coleman, American baseball player and manager (d. 2014) 1924 – Abioseh Nicol, Sierra Leonean-English physician, academic, and diplomat (d. 1994) 1924 – Wim Polak, Dutch journalist and politician, Mayor of Amsterdam (d. 1999) 1926 – Michel Butor, French author and critic (d. 2016) 1926 – Richard Ellsasser, American organist, composer, and conductor (d. 1972) 1926 – Carmen Franco, 1st Duchess of Franco, Spanish noblewoman (d. 2017) 1927 – Martin Caidin, American author and screenwriter (d. 1997) 1927 – Janet Davies, English actress (d. 1986) 1927 – Gardner Dickinson, American golfer (d. 1998) 1927 – Jim Fanning, American-Canadian baseball player and manager (d. 2015) 1927 – Edmund Szoka, American cardinal (d. 2014) 1928 – Jay Cameron, American reed player and saxophonist (d. 2001) 1928 – Alberto Korda, Cuban photographer (d. 2001) 1928 – Angus Ogilvy, English businessman (d. 2004) 1929 – Larry Collins, American-French journalist, historian, and author (d. 2005) 1930 – Allan Bloom, American philosopher and academic (d. 1992) 1930 – Romola Costantino, Australian pianist and critic (d. 1988) 1930 – Eugene I. Gordon, American physicist and engineer (d. 2014) 1932 – Harry Sinden, Canadian ice hockey player, coach, and manager 1932 – John Tembo, Malawian politician 1933 – Zoe Caldwell, Australian actress (d. 2020) 1933 – Harve Presnell, American actor and singer (d. 2009) 1934 – Sarah Kofman, French philosopher and academic (d. 1994) 1934 – Paul Little, New Zealand rugby player (d. 1993) 1934 – Kate Millett, American author and activist (d. 2017) 1934 – Don Walser, American singer-songwriter and guitarist (d. 2006) 1935 – Fujio Akatsuka, Japanese illustrator (d. 2008) 1936 – Harry Danielsen, Norwegian educator and politician (d. 2011) 1936 – Terence Donovan, English photographer and director (d. 1996) 1936 – Walter Koenig, American actor, producer, and screenwriter 1936 – Ferid Murad, American physician and pharmacologist, Nobel Prize laureate 1936 – Lucas Samaras, Greek-American painter and photographer 1937 – Renzo Piano, Italian architect and engineer, designed The Shard and The New York Times Building 1938 – Franco Califano, Libya-born Italian singer-songwriter (d. 2013) 1938 – Nicol Williamson, Scottish actor (d. 2011) 1939 – DeWitt Weaver, American golfer 1940 – Ventseslav Konstantinov, Bulgarian writer and translator (d. 2019) 1940 – Larry Brown, American basketball player and coach 1941 – Bruce Hyde, American actor and academic (d. 2015) 1941 – Ian Kennedy, English lawyer and academic 1941 – Joan Trumpauer Mulholland, American civil rights activist 1941 – Alberto Naranjo, Venezuelan drummer, composer, and bandleader (d. 2020) 1941 – Alex St. Clair, American guitarist and songwriter (d. 2006) 1942 – Oliver Lake, American saxophonist, flute player, and composer 1942 – Roger Lyons, English trade union leader 1942 – Bernard MacLaverty, Irish author, playwright, and screenwriter 1943 – Irwin Goodman, Finnish singer-composer and guitarist (d. 1991) 1943 – Marcos Valle, Brazilian singer-songwriter, pianist, and producer 1944 – Joey Heatherton, American actress, singer, and dancer 1944 – Günter Netzer, German footballer and manager 1945 – Martin Tyler, English sportscaster 1946 – Pete Agnew, Scottish rock bassist and singer 1946 – Jim Angle, American soldier and journalist 1946 – Wolfgang Sühnholz, German-American soccer player and coach (d. 2019) 1947 – Jon Bauman, American singer 1947 – Sam Neill, Northern Irish-New Zealand actor and director 1948 – Marc Reisner, American environmentalist and author (d. 2000) 1949 – Steve Gaines, American singer-songwriter and guitarist (d. 1977) 1949 – Ed King, American guitarist and songwriter (d. 2018) 1949 – Tommy Seebach, Danish singer-songwriter, pianist, and producer (d. 2003) 1949 – Fred "Sonic" Smith, American guitarist and songwriter (d. 1994) 1949 – Eikichi Yazawa, Japanese singer-songwriter 1950 – Paul Kossoff, English guitarist and songwriter (d. 1976) 1950 – Masami Kuwashima, Japanese race car driver 1950 – Mike Nifong, American lawyer and politician 1950 – John Steptoe, American author and illustrator (d. 1989) 1951 – Volodymyr Melnykov, Ukrainian poet, writer, songwriter and composer 1953 – Tom Cora, American cellist and composer (d. 1998) 1953 – Judy Playfair, Australian swimmer 1954 – Barry Cowsill, American singer-songwriter, keyboard player, and producer (d. 2005) 1954 – David Wojnarowicz, American painter and photographer (d. 1992) 1955 – Steve Berlin, American saxophonist, keyboard player, and producer 1955 – Geraldine Brooks, Australian-American novelist and journalist 1955 – William Jackson, Scottish harp player and composer 1955 – Edu Manzano, American-Filipino actor and politician 1956 – Paul Allott, English cricketer and sportscaster 1956 – Kostas Karamanlis, Greek lawyer and politician, 181st Prime Minister of Greece 1956 – Nathalie Roussel, French actress 1956 – Ray Wilkins, English footballer and manager (d. 2018) 1956 – Lefteris Zagoritis, Greek lawyer and politician 1957 – Tim Wallach, American baseball player and coach 1957 – Kepler Wessels, South African cricketer, coach, and sportscaster 1958 – Paul Clark, English footballer and manager 1958 – Jeff Crowe, New Zealand cricketer, referee, and manager 1958 – Arlindo Cruz, Brazilian singer-songwriter 1958 – Beth Nielsen Chapman, American singer-songwriter 1959 – John Berry, American singer-songwriter and guitarist 1959 – Morten Harket, Norwegian singer-songwriter 1960 – Ronald Lengkeek, Dutch footballer 1960 – Melissa Leo, American actress 1960 – Callum Keith Rennie, English-Canadian actor and producer 1961 – Freeman Mbowe, Tanzanian politician 1961 – Wendy Thomas, American businesswoman 1962 – Robert Herjavec, Croatian-Canadian businessman 1962 – Tom Kurvers, American ice hockey player and sportscaster 1962 – Nick Botterill, British business man 1962 – Bonnie Jo Campbell, American novelist and short story writer 1963 – Robin Singh, Trinidadian-Indian cricketer and coach 1964 – Faith Ford, American actress 1965 – Emily Bell, English journalist and academic 1965 – Dmitry Medvedev, Russian lawyer and politician, 3rd President of Russia 1965 – Kevin O'Hare, English ballet dancer and director 1966 – Aamer Sohail, Pakistani cricketer and politician 1967 – Jens Lien, Norwegian director, producer, and screenwriter 1967 – John Power, English singer-songwriter and guitarist 1968 – Grant Shapps, English politician 1968 – Michelle Stafford, American actress, producer, and screenwriter 1969 – Denis Betts, English rugby league player and coach 1969 – Konstandinos Koukodimos, Australian-Greek long jumper and politician 1970 – Francesco Casagrande, Italian cyclist 1970 – Ben Garant, American
Yuri Ivask, Russian-American poet and critic (d. 1986) 1909 – Peter Scott, English ornithologist, painter, and sailor (d. 1989) 1910 – Lehman Engel, American composer and conductor (d. 1982) 1910 – Jack Hawkins, English actor and producer (d. 1973) 1910 – Yiannis Latsis, Greek businessman (d. 2003) 1910 – Rolf Liebermann, Swiss-French composer and manager (d. 1999) 1911 – William H. Armstrong, American author and educator (d. 1999) 1913 – Jacobo Árbenz, Guatemalan captain and politician, President of Guatemala (d. 1971) 1913 – Rubby Sherr, American physicist and academic (d. 2013) 1914 – Mae Boren Axton, American composer and educator (d. 1997) 1914 – Clayton Moore, American actor (d. 1999) 1915 – John Dobson, Chinese-American astronomer and author, designed the Dobsonian telescope (d. 2014) 1916 – Eric Bentley, English-American singer, playwright, and critic (d. 2020) 1916 – John Heyer, Australian director and producer (d. 2001) 1917 – Rudolf Baumgartner, Swiss violinist and conductor (d. 2002) 1918 – Georges Berger, Belgian race car driver (d. 1967) 1918 – Cachao López, Cuban-American bassist and composer (d. 2008) 1919 – Deryck Cooke, English musicologist and broadcaster (d. 1976) 1919 – Gil Langley, Australian cricketer, footballer, and politician (d. 2001) 1919 – Olga Lowe, South African-English actress (d. 2013) 1919 – Kay Medford, American actress (d. 1980) 1920 – Mario Benedetti, Uruguayan journalist and author (d. 2009) 1920 – Lawrence Klein, American economist and academic, Nobel Prize laureate (d. 2013) 1920 – Alberto Calderón, Argentinian-American mathematician and academic (d. 1998) 1921 – Constance Baker Motley, American lawyer, judge, and politician (d. 2005) 1921 – A. Jean de Grandpré, Canadian lawyer, businessman, and academic 1921 – Paul Poberezny, American pilot and businessman, founded the Experimental Aircraft Association (d. 2013) 1921 – Dario Vittori, Italian-Argentinian actor and producer (d. 2001) 1922 – Michel Auclair, German-French actor (d. 1988) 1922 – Frances Bergen, American model and actress (d. 2006) 1922 – Alfred Käärmann, Estonian soldier and author (d. 2010) 1923 – Nicholas Georgiadis, Greek painter and costume designer (d. 2001) 1924 – Patricia Barringer, American baseball player and accountant (d. 2007) 1924 – Jerry Coleman, American baseball player and manager (d. 2014) 1924 – Abioseh Nicol, Sierra Leonean-English physician, academic, and diplomat (d. 1994) 1924 – Wim Polak, Dutch journalist and politician, Mayor of Amsterdam (d. 1999) 1926 – Michel Butor, French author and critic (d. 2016) 1926 – Richard Ellsasser, American organist, composer, and conductor (d. 1972) 1926 – Carmen Franco, 1st Duchess of Franco, Spanish noblewoman (d. 2017) 1927 – Martin Caidin, American author and screenwriter (d. 1997) 1927 – Janet Davies, English actress (d. 1986) 1927 – Gardner Dickinson, American golfer (d. 1998) 1927 – Jim Fanning, American-Canadian baseball player and manager (d. 2015) 1927 – Edmund Szoka, American cardinal (d. 2014) 1928 – Jay Cameron, American reed player and saxophonist (d. 2001) 1928 – Alberto Korda, Cuban photographer (d. 2001) 1928 – Angus Ogilvy, English businessman (d. 2004) 1929 – Larry Collins, American-French journalist, historian, and author (d. 2005) 1930 – Allan Bloom, American philosopher and academic (d. 1992) 1930 – Romola Costantino, Australian pianist and critic (d. 1988) 1930 – Eugene I. Gordon, American physicist and engineer (d. 2014) 1932 – Harry Sinden, Canadian ice hockey player, coach, and manager 1932 – John Tembo, Malawian politician 1933 – Zoe Caldwell, Australian actress (d. 2020) 1933 – Harve Presnell, American actor and singer (d. 2009) 1934 – Sarah Kofman, French philosopher and academic (d. 1994) 1934 – Paul Little, New Zealand rugby player (d. 1993) 1934 – Kate Millett, American author and activist (d. 2017) 1934 – Don Walser, American singer-songwriter and guitarist (d. 2006) 1935 – Fujio Akatsuka, Japanese illustrator (d. 2008) 1936 – Harry Danielsen, Norwegian educator and politician (d. 2011) 1936 – Terence Donovan, English photographer and director (d. 1996) 1936 – Walter Koenig, American actor, producer, and screenwriter 1936 – Ferid Murad, American physician and pharmacologist, Nobel Prize laureate 1936 – Lucas Samaras, Greek-American painter and photographer 1937 – Renzo Piano, Italian architect and engineer, designed The Shard and The New York Times Building 1938 – Franco Califano, Libya-born Italian singer-songwriter (d. 2013) 1938 – Nicol Williamson, Scottish actor (d. 2011) 1939 – DeWitt Weaver, American golfer 1940 – Ventseslav Konstantinov, Bulgarian writer and translator (d. 2019) 1940 – Larry Brown, American basketball player and coach 1941 – Bruce Hyde, American actor and academic (d. 2015) 1941 – Ian Kennedy, English lawyer and academic 1941 – Joan Trumpauer Mulholland, American civil rights activist 1941 – Alberto Naranjo, Venezuelan drummer, composer, and bandleader (d. 2020) 1941 – Alex St. Clair, American guitarist and songwriter (d. 2006) 1942 – Oliver Lake, American saxophonist, flute player, and composer 1942 – Roger Lyons, English trade union leader 1942 – Bernard MacLaverty, Irish author, playwright, and screenwriter 1943 – Irwin Goodman, Finnish singer-composer and guitarist (d. 1991) 1943 – Marcos Valle, Brazilian singer-songwriter, pianist, and producer 1944 – Joey Heatherton, American actress, singer, and dancer 1944 – Günter Netzer, German footballer and manager 1945 – Martin Tyler, English sportscaster 1946 – Pete Agnew, Scottish rock bassist and singer 1946 – Jim Angle, American soldier and journalist 1946 – Wolfgang Sühnholz, German-American soccer player and coach (d. 2019) 1947 – Jon Bauman, American singer 1947 – Sam Neill, Northern Irish-New Zealand actor and director 1948 – Marc Reisner, American environmentalist and author (d. 2000) 1949 – Steve Gaines, American singer-songwriter and guitarist (d. 1977) 1949 – Ed King, American guitarist and songwriter (d. 2018) 1949 – Tommy Seebach, Danish singer-songwriter, pianist, and producer (d. 2003) 1949 – Fred "Sonic" Smith, American guitarist and songwriter (d. 1994) 1949 – Eikichi Yazawa, Japanese singer-songwriter 1950 – Paul Kossoff, English guitarist and songwriter (d. 1976) 1950 – Masami Kuwashima, Japanese race car driver 1950 – Mike Nifong, American lawyer and politician 1950 – John Steptoe, American author and illustrator (d. 1989) 1951 – Volodymyr Melnykov, Ukrainian poet, writer, songwriter and composer 1953 – Tom Cora, American cellist and composer (d. 1998) 1953 – Judy Playfair, Australian swimmer 1954 – Barry Cowsill, American singer-songwriter, keyboard player, and producer (d. 2005) 1954 – David Wojnarowicz, American painter and photographer (d. 1992) 1955 – Steve Berlin, American saxophonist, keyboard player, and producer 1955 – Geraldine Brooks, Australian-American novelist and journalist 1955 – William Jackson, Scottish harp player and composer 1955 – Edu Manzano, American-Filipino actor and politician 1956 – Paul Allott, English cricketer and sportscaster 1956 – Kostas Karamanlis, Greek lawyer and politician, 181st Prime Minister of Greece 1956 – Nathalie Roussel, French actress 1956 – Ray Wilkins, English footballer and manager (d. 2018) 1956 – Lefteris Zagoritis, Greek lawyer and politician 1957 – Tim Wallach, American baseball player and coach 1957 – Kepler Wessels, South African cricketer, coach, and sportscaster 1958 – Paul Clark, English footballer and manager 1958 – Jeff Crowe, New Zealand cricketer, referee, and manager 1958 – Arlindo Cruz, Brazilian singer-songwriter 1958 – Beth Nielsen Chapman, American singer-songwriter 1959 – John Berry, American singer-songwriter and guitarist 1959 – Morten Harket, Norwegian singer-songwriter 1960 – Ronald Lengkeek, Dutch footballer 1960 – Melissa Leo, American actress 1960 – Callum Keith Rennie, English-Canadian actor and producer 1961 – Freeman Mbowe, Tanzanian politician 1961 – Wendy Thomas, American businesswoman 1962 – Robert Herjavec, Croatian-Canadian businessman 1962 – Tom Kurvers, American ice hockey player and sportscaster 1962 – Nick Botterill, British business man 1962 – Bonnie Jo Campbell, American novelist and short story writer 1963 – Robin Singh, Trinidadian-Indian cricketer and coach 1964 – Faith Ford, American actress 1965 – Emily Bell, English journalist and academic 1965 – Dmitry Medvedev, Russian lawyer and politician, 3rd President of Russia 1965 – Kevin O'Hare, English ballet dancer and director 1966 – Aamer Sohail, Pakistani cricketer and politician 1967 – Jens Lien, Norwegian director, producer, and screenwriter 1967 – John Power, English singer-songwriter and guitarist 1968 – Grant Shapps, English politician 1968 – Michelle Stafford, American actress, producer, and screenwriter 1969 – Denis Betts, English rugby league player and coach 1969 – Konstandinos Koukodimos, Australian-Greek long jumper and politician 1970 – Francesco Casagrande, Italian cyclist 1970 – Ben Garant, American actor, director, producer, and screenwriter 1970 – Satoshi Kojima, Japanese wrestler 1970 – Jason Martin, Australian rugby league player, singer, and guitarist 1970 – Craig Montoya, American singer-songwriter and bass player 1970 – Mark Webber, English guitarist 1971 – Jeff Loomis, American guitarist and songwriter 1971 – Andre Matos, Brazilian singer-songwriter and pianist 1971 – Christopher McCulloch, American voice actor, producer, and screenwriter 1971 – Kimberly Williams-Paisley, American actress, director, and producer 1972 – Notah Begay III, American golfer 1972 – David Bell, American baseball player and coach 1973 – Tony Bui, Vietnamese director, producer, and screenwriter 1973 – Terrell Fletcher, American football player 1973 – Andrew Lincoln, English actor 1973 – Nas, American rapper 1973 – Linvoy Primus, English footballer 1973 – Mike Ward, Canadian comedian and actor 1974 – Chad Bradford, American baseball player 1974 – Hicham El Guerrouj, Moroccan runner 1974 – Mattias Marklund, Swedish guitarist 1974 – Sunday Oliseh, Nigerian footballer and manager 1974 – Helgi Sigurðsson, Icelandic footballer 1974 – Patrick van Balkom, Dutch sprinter 1976 – Agustín Calleri, Argentinian tennis player 1976 – Kevin Lyttle, Vincentian soca artist 1977 – Mattias Agabus, Estonian architect 1977 – Malik Bendjelloul, Swedish director and producer (d. 2014) 1977 – Miyu Matsuki, Japanese voice actress and singer (d. 2015) 1978 – Ben Cohen, English rugby union player 1978 – Carmen Kass, Estonian model and actress 1978 – Danielle Peck, American singer-songwriter 1979 – Ivica Olić, Croatian footballer 1979 – Stefan Stam, Dutch footballer 1980 – Ayọ, German singer-songwriter and actress 1980 – Gareth Maybin, Northern Irish professional golfer 1981 – Miyavi, Japanese singer-songwriter, guitarist, and producer 1981 – Katie Lee, American chef, author, and critic 1981 – Stefan Reisinger, German footballer 1981 – Yumi Adachi, Japanese actress and singer 1982 – SoShy, French-American singer-songwriter 1982 – Petr Průcha, Czech ice hockey player 1983 – Arash Borhani, Iranian footballer 1983 – Josh Outman, American baseball player 1983 – Frostee Rucker, American football player 1983 – Amy Winehouse, English singer-songwriter (d. 2011) 1984 – Ayushmann Khurrana, Indian film actor, singer and anchor 1985 – Alex Clare, English singer and songwriter 1985 – Paolo Gregoletto, American bass player and songwriter 1985 – Trevis Smith, American football player 1985 – Aya Ueto, Japanese actress and singer 1985 – Delmon Young, American baseball player 1986 – Jonathan Monaghan, American director, producer, and screenwriter 1986 – Steven Naismith, Scottish footballer 1986 – Barış Özbek, German-Turkish footballer 1986 – Alan Sheehan, Irish footballer 1986 – Ai Takahashi, Japanese singer and actress 1987 – Michael Crabtree, American football player 1987 – Tinchy Stryder, Ghanaian-English rapper and producer 1988 – Martin Fourcade, French biathlete 1988 – Diogo Salomão, Portuguese footballer 1989 – Jessica Brown Findlay, English actress 1989 – Jimmy Butler, American basketball player 1989 – Tony Finau, American golfer 1989 – Logan Henderson, American singer-songwriter 1989 – Jesse James, American actor 1989 – Lee Jong-suk, South Korean actor and model 1989 – Miriam Zetter, Mexican ten-pin bowler 1990 – Douglas Costa, Brazilian footballer 1990 – Petar Filipović, German-born Croatian footballer 1990 – Belinda Hocking, Australian backstroke swimmer 1990 – Cecilie Pedersen, Norwegian footballer 1991 – Dee Milliner, American football player 1991 – Nana, South Korean singer, actress and model 1991 – Shayne Topp, American actor and Smosh cast member 1992 – Connor Fields, American cyclist 1992 – Zico, South Korean rapper 1993 – Brandon Brown, American race car driver 1994 – Brahim Darri, Dutch footballer 1994 – Gary Harris, American basketball player 1994 – Daniel O'Shaughnessy, Finnish footballer 1994 – Krasimir Stanoev, Bulgarian footballer 1995 – Deshaun Watson, American football player 1996 – Hugh Bernard, English cricketer 1996 – Myles Wright, English professional footballer 1997 – Benjamin Ingrosso, Swedish singer and songwriter Deaths Pre-1600 AD 23 – Drusus Julius Caesar, Roman son of Tiberius (b. 13 BC) 258 – Cyprian, African bishop and saint (b. 200) 407 – John Chrysostom, Byzantine archbishop and saint (b. 347) 585 – Bidatsu, emperor of Japan (b. 538) 619 – Yang You, emperor of the Sui Dynasty (b. 605) 775 – Constantine V, Byzantine emperor (b. 718) 786 – Al-Hadi, Abbasid caliph (b. 764) 820 – Li Yong, chancellor of the Tang Dynasty 891 – Stephen V, pope of the Catholic Church 919 – Niall Glúndub, High King of Ireland 927 – Cele Dabhaill mac Scannal, Irish abbot 949 – Fujiwara no Tadahira, Japanese statesman (b. 880) 1146 – Imad ad-Din Zengi, Syrian ruler (b. 1087) 1164 – Emperor Sutoku of Japan (b. 1119) 1214 – Albert Avogadro, Italian lawyer, patriarch, and saint (b. 1149) 1321 – Dante Alighieri, Italian writer (b. 1265) 1401 – Dobrogost of Nowy Dwór, Polish bishop (b. 1355) 1404 – Albert IV, duke of Austria (b. 1377) 1412 – Ingegerd Knutsdotter, Swedish abbess (b. 1356) 1435 – John of Lancaster, 1st Duke of Bedford, English politician, Lord High Admiral (b. 1389) 1487 – Mara Branković, Serbian princess (b. 1416) 1523 – Pope Adrian VI (b. 1459) 1538 – Henry III of Nassau-Breda (b. 1483) 1601–1900 1605 – Jan Tarnowski, Polish archbishop (b. 1550) 1613 – Thomas Overbury, English poet 1638 – John Harvard, English-American minister and philanthropist (b. 1607) 1646 – Robert Devereux, 3rd Earl of Essex, English general and politician, Lord Lieutenant of Staffordshire (b. 1591) 1712 – Giovanni Domenico Cassini, Italian-French mathematician, astronomer, and engineer (b. 1625) 1715 – Dom Pérignon, French monk and priest (b. 1638) 1743 – Nicolas Lancret, French painter (b. 1690) 1749 – Richard Temple, 1st Viscount Cobham, English
casualty of the Second World War at the Battle of Barking Creek as a result of friendly fire. 1939 – World War II: South Africa declares war on Germany. 1940 – King Carol II of Romania abdicates and is succeeded by his son Michael. General Ion Antonescu becomes the Conducător of Romania. 1943 – The Monterrey Institute of Technology is founded in Monterrey, Mexico as one of the largest and most influential private universities in Latin America. 1943 – Pennsylvania Railroad's premier train derails at Frankford Junction in Philadelphia, killing 79 people and injuring 117 others. 1944 – World War II: The city of Ypres, Belgium is liberated by Allied forces. 1944 – World War II: Soviet forces capture the city of Tartu, Estonia. 1946 – United States Secretary of State James F. Byrnes announces that the U.S. will follow a policy of economic reconstruction in postwar Germany. 1952 – A prototype aircraft crashes at the Farnborough Airshow in Hampshire, England, killing 29 spectators and the two on board. 1955 – Istanbul's Greek, Jewish, and Armenian minorities are the target of a government-sponsored pogrom; dozens are killed in ensuing riots. 1962 – The United States government begins the Exercise Spade Fork nuclear readiness drill. 1962 – Archaeologist Peter Marsden discovers the first of the Blackfriars Ships dating back to the second century AD in the Blackfriars area of the banks of the River Thames in London. 1965 – India retaliates following Pakistan's Operation Grand Slam which results in the Indo-Pakistani War of 1965 that ends in a stalemate followed by the signing of the Tashkent Declaration. 1966 – Prime Minister Hendrik Verwoerd, the architect of apartheid, is stabbed to death in Cape Town, South Africa during a parliamentary meeting. 1968 – Swaziland becomes independent. 1970 – Two passenger jets bound from Europe to New York are simultaneously hijacked by Palestinian terrorist members of the PFLP and taken to Dawson's Field, Jordan. 1971 – Paninternational Flight 112 crashes on the Bundesautobahn 7 highway near Hamburg Airport, in Hamburg, Germany, killing 22. 1972 – Munich massacre: Nine Israeli athletes die (along with a German policeman) at the hands of the Palestinian "Black September" terrorist group after being taken hostage at the Munich Olympic Games. Two other Israeli athletes were slain in the initial attack the previous day. 1975 – Tawny Elaine Godin, an eighteen year old pianist from Yonkers, was crowned Miss America 1976, at the 49th Miss America pageant, at Boardwalk Hall, in Atlantic City, New Jersey. 1976 – Cold War: Soviet Air Defence Forces pilot Viktor Belenko lands a Mikoyan-Gurevich MiG-25 jet fighter at Hakodate in Japan and requests political asylum in the United States; his request is granted. 1983 – The Soviet Union admits to shooting down Korean Air Lines Flight 007, stating that its operatives did not know that it was a civilian aircraft when it reportedly violated Soviet airspace. 1985 – Midwest Express Airlines Flight 105 crashes near Milwaukee Mitchell International Airport in Milwaukee, Wisconsin, killing all 31 people on board. 1986 – In Istanbul, two terrorists from Abu Nidal's organization kill 22 and wound six congregants inside the Neve Shalom Synagogue during Shabbat services. 1991 – The Soviet Union recognizes the independence of the Baltic states Estonia, Latvia, and Lithuania. 1991 – The Russian parliament approves the name change of Leningrad back to Saint Petersburg. The change is effective October 1, 1991. 1995 – Cal Ripken, Jr. of the Baltimore Orioles plays in his 2,131st consecutive game, breaking a record that had stood for 56 years. 1997 – The Funeral of Diana, Princess of Wales takes place in London. Well over a million people lined the streets and 2 billion watched around the world on television. 2003 – Mahmoud Abbas resigns from his position of Palestinian Prime Minister. 2007 – Israel executes the air strike Operation Orchard to destroy a nuclear reactor in Syria. 2009 – The ro-ro ferry SuperFerry 9 sinks off the Zamboanga Peninsula in the Philippines with 971 persons aboard; all but ten are rescued. 2012 – Sixty-one people die after a fishing boat capsizes off the İzmir Province coast of Turkey, near the Greek Aegean islands. 2013 – Forty one elephants are poisoned with cyanide in salt pans, by poachers in Hwange National Park. 2018 – Supreme Court of India decriminalised all consensual sex among adults in private, making homosexuality legal on the Indian lands. 2021 – Labour Day in Canada and Labor Day in the United States Births Pre-1600 1475 – Artus Gouffier, Lord of Boissy, French nobleman and politician (d. 1519) 1475 – Sebastiano Serlio, Italian Mannerist architect (d. 1554) 1517 – Francisco de Holanda, Portuguese artist (d. 1585) 1535 – Emanuel van Meteren, Flemish historian and author (d. 1612) 1601–1900 1610 – Francesco I d'Este, Duke of Modena, Italian noble (d. 1658) 1620 – Isabella Leonarda, Italian composer and educator (d. 1704) 1631 – Charles Porter, English-born judge (d. 1696) 1633 – Sebastian Knüpfer, German cantor and composer (d. 1676) 1656 – Guillaume Dubois, French cardinal and politician (d. 1723) 1666 – Ivan V of Russia, Russian tsar (d. 1696) 1711 – Henry Muhlenberg, German-American pastor and missionary (d. 1787) 1729 – Moses Mendelssohn, German philosopher and theologian (d. 1786) 1732 – Johan Wilcke, Swedish physicist and academic (d. 1796) 1757 – Gilbert du Motier, Marquis de Lafayette, French general (d. 1834) 1766 – John Dalton, English chemist, meteorologist, and physicist (d. 1844) 1781 – Vincent Novello, English composer and publisher (d. 1861) 1795 – Frances Wright, Scottish-American author and activist (d. 1852) 1800 – Catharine Beecher, American educator and activist (d. 1878) 1802 – Alcide d'Orbigny, French zoologist, palaeontologist, and geologist (d. 1857) 1814 – George-Étienne Cartier, Canadian lawyer and politician, 9th Premier of East Canada (d. 1873) 1815 – St. John Richardson Liddell, American general (d. 1870) 1817 – Alexander Tilloch Galt, English-Canadian businessman and politician, 1st Canadian Minister of Finance (d. 1893) 1819 – William Rosecrans, American general, politician, and diplomat, United States Ambassador to Mexico (d. 1898) 1838 – Samuel Arnold, American conspirator (d. 1906) 1852 – Schalk Willem Burger, South African commander, lawyer, and politician, 6th President of the South African Republic (d. 1918) 1855 – Ferdinand Hummel, German pianist, composer, and conductor (d. 1928) 1857 – Zelia Nuttall, American archeologist and historian (d. 1933) 1859 – Macpherson Robertson, Australian businessman and philanthropist, founded MacRobertson's (d. 1945) 1860 – Jane Addams, American sociologist and author, Nobel Prize laureate (d. 1935) 1860 – May Jordan McConnel, Australian trade unionist and suffragist (d. 1929) 1861 – William Lane, English-Australian journalist, founded New Australia (d. 1917) 1863 – Jessie Willcox Smith, American illustrator (d. 1935) 1868 – Heinrich Häberlin, Swiss judge and politician, President of the Swiss National Council (d. 1947) 1869 – Walford Davies, English organist and composer (d. 1941) 1869 – Felix Salten, Austrian-Swiss author and critic (d. 1945) 1876 – John Macleod, Scottish physician and physiologist, Nobel Prize laureate (d. 1935) 1879 – Max Schreck, German actor (d. 1936) 1879 – Joseph Wirth, German educator and politician, Chancellor of Germany (d. 1956) 1885 – Otto Kruger, American actor (d. 1974) 1888 – Joseph P. Kennedy Sr., American businessman and diplomat, 44th United States Ambassador to the United Kingdom (d. 1969) 1889 – Louis Silvers, American composer (d. 1954) 1890 – Clara Kimball Young, American actress and producer (d. 1960) 1892 – Edward Victor Appleton, English-Scottish physicist and academic, Nobel Prize laureate (d. 1965) 1893 – Claire Lee Chennault, American general and pilot (d. 1958) 1899 – Billy Rose, American composer and manager (d. 1966) 1900 – W. A. C. Bennett, Canadian businessman and politician, 25th Premier of
1892 – Edward Victor Appleton, English-Scottish physicist and academic, Nobel Prize laureate (d. 1965) 1893 – Claire Lee Chennault, American general and pilot (d. 1958) 1899 – Billy Rose, American composer and manager (d. 1966) 1900 – W. A. C. Bennett, Canadian businessman and politician, 25th Premier of British Columbia (d. 1979) 1900 – Julien Green, French-American author (d. 1998) 1901–present 1906 – Luis Federico Leloir, French-Argentinian physician and biochemist, Nobel Prize laureate (d. 1987) 1908 – Anthony Wagner, English genealogist and academic (d. 1995) 1908 – Korczak Ziolkowski, American sculptor, designed the Crazy Horse Memorial (d. 1982) 1909 – Michael Gordon, American actor and director (d. 1993) 1910 – Walter Giesler, American soccer player, referee, and coach (d. 1976) 1911 – Harry Danning, American baseball player and coach (d. 2004) 1911 – Charles Deutsch, French aerodynamics engineer and automobile maker, co-founder of the brand "DB (d. 1980) 1912 – Wayne Barlow, American organist, composer, and director (d. 1996) 1913 – Julie Gibson, American actress and singer (d. 2019) 1913 – Leônidas, Brazilian footballer (d. 2004) 1915 – Ed Oliver, American golfer (d. 1961) 1915 – Franz Josef Strauss, German lieutenant and politician, Minister President of Bavaria (d. 1988) 1917 – John Berry, American-French actor, director, producer, and screenwriter (d. 1999) 1917 – George Mann, English cricketer (d. 2001) 1917 – Philipp von Boeselager, German soldier and economist (d. 2008) 1919 – Wilson Greatbatch, American engineer and philanthropist (d. 2011) 1920 – Elvira Pagã, Brazilian actress, singer, and author (d. 2003) 1921 – Carmen Laforet, Spanish author (d. 2004) 1921 – Norman Joseph Woodland, American inventor, co-created the bar code (d. 2012) 1923 – Peter II of Yugoslavia (d. 1970) 1924 – John Melcher, American veterinarian and politician (d. 2018) 1925 – Andrea Camilleri, Italian author, screenwriter, and director (d. 2019) 1925 – Jimmy Reed, American singer-songwriter and guitarist (d. 1976) 1926 – Prince Claus of the Netherlands (d. 2002) 1926 – Jack English Hightower, American lawyer and politician (d. 2013) 1926 – Arthur Oldham, English composer and conductor (d. 2003) 1926 – Maurice Prather, American photographer and director (d. 2001) 1928 – Fumihiko Maki, Japanese architect and academic, designed the Tokyo Metropolitan Gymnasium and Makuhari Messe 1928 – Robert M. Pirsig, American novelist and philosopher (d. 2017) 1928 – Yevgeny Svetlanov, Russian conductor and composer (d. 2002) 1928 – Sid Watkins, English neurosurgeon and academic (d. 2012) 1929 – Yash Johar, Indian film producer, founded Dharma Productions (d. 2005) 1929 – Ljubov Rebane, Estonian physicist and mathematician (d. 1991) 1930 – Charles Foley, American game designer, co-created Twister (d. 2013) 1930 – Helmut Piirimäe, Estonian historian and academic (d. 2017) 1931 – Bud Shrake, American journalist, author, and screenwriter (d. 2009) 1932 – Colin McColl, English intelligence officer 1932 – Gilles Tremblay, Canadian composer and educator (d. 2017) 1935 – Isabelle Collin Dufresne, French actress and author (d. 2014) 1935 – Jock Wallace, Jr., Scottish footballer and coach (d. 1996) 1937 – Sergio Aragonés, Spanish-Mexican author and illustrator 1937 – Janusz Kurczab, Polish fencer and mountaineer (d. 2015) 1937 – Jo Anne Worley, American actress, comedian, and singer 1938 – Joan Tower, American pianist, composer, and conductor 1939 – Brigid Berlin, American actress, painter, and photographer (d. 2020) 1939 – David Allan Coe, American outlaw country music singer-songwriter and guitarist 1939 – Susumu Tonegawa, Japanese biologist and immunologist, Nobel Prize laureate 1940 – John M. Hayes, American scientist (d. 2017) 1940 – Elizabeth Murray, American painter and illustrator (d. 2007) 1940 – Jackie Trent, English-Spanish singer-songwriter and actress (d. 2015) 1941 – Roger Law, English illustrator 1941 – Monica Mason, South African ballerina and director 1942 – Dave Bargeron, American trombonist and tuba player 1942 – Richard Hutton, English cricketer 1942 – Mel McDaniel, American singer-songwriter and guitarist (d. 2011) 1943 – Gordon Birtwistle, English engineer and politician 1943 – Richard J. Roberts, English biochemist and biologist, Nobel Prize laureate 1943 – Roger Waters, English singer-songwriter and bass player 1944 – Donna Haraway, American author, academic, and activist 1944 – Swoosie Kurtz, American actress 1946 – Roger Knight, English cricketer and educator 1946 – Shirley M. Malcom, American scientist, academic and educator 1947 – Jane Curtin, American actress and comedian 1947 – Bruce Rioch, English footballer and manager 1947 – Jacob Rubinovitz, Polish-Israeli engineer and academic 1947 – Sylvester, American singer-songwriter (d. 1988) 1948 – Claydes Charles Smith, American guitarist (d. 2006) 1949 – Iris Robinson, Northern Irish politician 1951 – Melih Kibar, Turkish composer (d. 2005) 1952 – Simon Burns, English politician, Minister of State for Transport 1952 – Vladimir Kazachyonok, Russian footballer, coach, and manager (d. 2017) 1952 – Buddy Miller, American singer-songwriter, guitarist, and producer 1954 – Carly Fiorina, American businesswoman and activist 1954 – Demetris Kizas, Cypriot footballer 1954 – Patrick O'Hearn, American bassist and composer 1954 – John Sauven, English economist and environmentalist 1955 – Raymond Benson, American author and playwright 1956 – Bill Ritter, American lawyer and politician, 41st Governor of Colorado 1956 – Steven Yearley, English sociologist and academic 1957 – Ali Divandari, Iranian painter, sculptor, and journalist 1957 – Michaëlle Jean, Haitian-Canadian journalist and politician, 27th Governor-General of Canada 1957 – José Sócrates, Portuguese engineer and politician, 119th Prime Minister of Portugal 1958 – Buster Bloodvessel, English singer-songwriter 1958 – Jeff Foxworthy, American comedian, actor, producer, and screenwriter 1958 – Nigel Westlake, Australian composer and conductor 1958 – Michael Winslow, American actor 1958 – The Barbarian, Tongan wrestler 1959 – Bill Root, Canadian ice hockey player 1961 – Simon Reeve, Australian journalist and game show host 1961 – Wendi Richter, American wrestler 1961 – Scott Travis, American rock drummer 1961 – Paul Waaktaar-Savoy, Norwegian musician and songwriter 1962 – Chris Christie, American lawyer and politician, 55th Governor of New Jersey 1962 – Marina Kaljurand, Estonian badminton player and diplomat, Estonia Ambassador to Russia 1962 – Elizabeth Vargas, American journalist 1962 – Kevin Willis, American basketball player and fashion designer 1963 – Mark Chesnutt, American singer-songwriter and guitarist 1963 – Pat Nevin, Scottish footballer and sportscaster 1963 – Alice Sebold, American author 1963 – Bryan Simonaire, American engineer and politician 1963 – Geert Wilders, Dutch lawyer and politician 1964 – Rosie Perez, American actress, dancer, and director 1965 – Terry Bickers, English singer-songwriter and guitarist 1965 – Darren Clark, Australian sprinter 1965 – Christopher Nolan, Irish author and poet (d. 2009) 1965 – Van Tiffin, American football player 1967 – William DuVall, American singer-songwriter and guitarist 1967 – Macy Gray, American singer-songwriter, producer, and actress 1967 – Kalli Kalde, Estonian painter and illustrator 1967 – Milan Lukić, Bosnian Serb convicted of war crimes by the ICTY 1967 – Igor Štimac, Croatian footballer and manager 1968 – Saeed Anwar, Pakistani cricketer 1968 – Christopher Brookmyre, Scottish author 1968 – Paul Rea, American journalist 1969 – Tony DiTerlizzi, American author and illustrator 1969 – Ben Finegold, American chess player and educator 1969 – Michellie Jones, Australian-American triathlete 1969 – CeCe Peniston, American singer-songwriter, actress, and former beauty pageant winner 1970 – Cheyne Coates, Australian singer-songwriter and producer 1970 – Emily Maitlis, Canadian-English journalist 1970 – Rhett Miller, American alternative country singer-songwriter and guitarist 1971 – Devang Gandhi, Indian cricketer 1971 – Asko Künnap, Estonian poet and illustrator 1971 – Dolores O'Riordan, Irish singer-songwriter (d. 2018) 1972 – Idris Elba, English actor 1972 – Saulius Mikalajūnas, Lithuanian footballer 1972 – Anika Noni Rose, American actress and singer 1973 – Carlo Cudicini, Italian footballer 1973 – Greg Rusedski, Canadian-English tennis player and sportscaster 1973 – Alessandro Troncon, Italian rugby player and coach 1974 – Tim Henman, English tennis player and sportscaster 1974 – Nina Persson, Swedish singer-songwriter and musician 1975 – Derrek Lee, American baseball player and coach 1975 – Ryoko Tani, Japanese judoka and politician 1976 – Rodrigo Amarante, Brazilian singer-songwriter and guitarist 1976 – Jon Ander López, Spanish footballer (d. 2013) 1976 – Tom Pappas, American decathlete and coach 1978 – Cisco Adler, American singer-songwriter, guitarist, and producer 1978 – Alex Escobar, Venezuelan baseball player 1978 – Mathew Horne, English actor and screenwriter 1978 – Homare Sawa, Japanese footballer 1979 – Mike Arnaoutis, Greek boxer 1979 – Foxy Brown, American rapper 1979 – Massimo Maccarone, Italian footballer 1979 – Carlos Adrián Morales, Mexican footballer 1979 – Low Ki, American wrestler 1980 – Jillian Hall, American wrestler and singer 1980 – Kerry Katona, English singer and actress 1980 – Samuel Peter, Nigerian boxer 1980 – Joseph Yobo, Nigerian footballer 1981 – Yuki Abe, Japanese footballer 1981 – Yumiko Cheng, Hong Kong singer and actress 1981 – Andrew Richardson, Jamaican cricketer 1981 – Mark Teahen, American baseball player 1983 – Braun Strowman, American wrestler and strongman 1984 – Helena Ekholm, Swedish skier 1984 – William Porterfield, Northern Irish cricketer 1985 – Mitch Moreland, American baseball player 1985 – Małgorzata Rejmer, Polish novelist 1986 – Matt Keating, Australian rugby league player 1987 – Ramiele Malubay, Saudi Arabian-American singer 1987 – Emir Preldžić, Turkish basketball player 1988 – Ray Fujita, French-Japanese actor and singer 1988 – Max George, English singer-songwriter and actor 1988 – Denis Tonucci, Italian footballer 1989 – Nikos Boutzikos, Greek footballer 1989 – Kim So-eun, South Korean actress 1990 – Matt McAndrew, American singer-songwriter and guitarist 1990 – John Wall, American basketball player 1992 – Young Tonumaipea, Samoan rugby league player 1993 – Mattia Valoti, Italian footballer 1995 – Mustafizur Rahman, Bangladeshi cricketer 1996 – Andrés Tello, Colombian footballer 1997 – Mallory Comerford, American swimmer 1997 – Jai Field, Australian rugby league player 1997 – Tsukushi, Japanese wrestler 1998 – Michele Perniola, Italian singer 1999 – Patrick Brasca, Canadian-Taiwanese singer-songwriter 2002 – Leylah Fernandez, Canadian tennis player Deaths Pre-1600 394 – Eugenius, Roman usurper 926 – Taizu of Liao, Khitan ruler (b. 872) 952 – Suzaku, emperor of Japan (b. 923) 957 – Liudolf, duke of Swabia (b. 930) 972 – John XIII, pope of the Catholic Church (b. 930) 1276 – Vicedomino de Vicedominis, Italian cardinal (b. 1210) 1431 – Demetrios Laskaris Leontares, Byzantine admiral and diplomat 1511 – Ashikaga Yoshizumi, Japanese shōgun (b. 1481) 1553 – Juan de Homedes y Coscon, 47th Grandmaster of the Knights Hospitaller (b. c.1477) 1566 – Suleiman the Magnificent, Ottoman sultan (b. 1494) 1601–1900 1625 – Thomas Dempster, Scottish historian and scholar (b. 1579) 1635 – Metius, Dutch mathematician and astronomer (b. 1571) 1649 – Robert Dudley, English geographer and explorer (b. 1574) 1683 – Jean-Baptiste Colbert, French economist and politician, French Controller-General of Finances (b. 1619) 1708 – Sir John Morden, 1st Baronet, English merchant and philanthropist, founded Morden College (b. 1623) 1748 – Edmund Gibson, English bishop and scholar (b. 1669) 1783 – Carlo Bertinazzi, Italian actor and author (b. 1710) 1808 – Louis-Pierre Anquetil, French historian and author (b. 1723) 1836 – Gaspar Flores de Abrego, three terms mayor of San Antonio, in Spanish Texas (b. 1781) 1868 – Pierre Adolphe Rost, American lawyer, judge, and politician (b. 1797) 1885 – Narcís Monturiol, Spanish engineer, designed the Ictineo I and Ictineo II (b. 1819) 1891 – Charles Jamrach, German-English businessman (b. 1815) 1901–present 1902 – Frederick Abel, English chemist and engineer (b. 1827) 1907 – Sully Prudhomme, French poet and critic, Nobel Prize laureate (b. 1839) 1919 – Lord Charles Beresford, English admiral and politician (b. 1846) 1927 – William Libbey, American target shooter and geographer (b. 1855) 1938 – John Stuart Hindmarsh, English race car driver and pilot (b. 1907) 1939 – Arthur Rackham, English illustrator (b. 1867) 1940 – Thomas Harte (Irish republican), executed prisoner 1940 – Patrick McGrath (Irish Republican), executed prisoner (b. 1894) 1944 – James Cannon Jr., American Bishop of the Methodist Episcopal Church, South 1945 – John S. McCain Sr., American admiral (b. 1884) 1949 – Walter Widdop, English tenor and actor (b. 1892) 1950 – Olaf Stapledon, English philosopher and author (b. 1886) 1951 – James W. Gerard, American lawyer and diplomat, United States Ambassador to Germany (b. 1867) 1952 – Gertrude Lawrence, English actress, singer, and dancer (b. 1898) 1956 – Witold Hurewicz, Polish mathematician (b. 1904) 1956 – Lee Jung-seob, North Korean painter (b. 1916) 1959 – Edmund Gwenn, English actor (b. 1877) 1959 – Kay Kendall, English actress and comedian (b. 1927) 1962 – Hanns Eisler, German-Austrian composer (b. 1898) 1962 – Seiichiro Kashio, Japanese tennis player (b. 1892) 1966 – Margaret Sanger, American nurse, educator, and activist (b. 1879) 1966 – Hendrik Verwoerd, Dutch-South African journalist and politician, 7th Prime Minister of South Africa (b. 1901) 1969 – Arthur Friedenreich, Brazilian footballer (b. 1892) 1972 – Perpetrator and victims of the Munich massacre Luttif Afif, Palestinian terrorist (b. 1945) David Mark Berger, American-Israeli weightlifter (b. 1944) Ze'ev Friedman, Polish-Israeli weightlifter (b. 1944)
– The Battle of Boquerón, the first major battle of the Chaco War, commences. 1936 – The last thylacine, a carnivorous marsupial named Benjamin, dies alone in its cage at the Hobart Zoo in Tasmania. 1940 – Romania returns Southern Dobruja to Bulgaria under the Treaty of Craiova. 1940 – World War II: The German Luftwaffe begins the Blitz, bombing London and other British cities for over 50 consecutive nights. 1942 – World War II: Japanese marines are forced to withdraw during the Battle of Milne Bay. 1943 – A fire at the Gulf Hotel in Houston kills 55 people. 1943 – World War II: The German 17th Army begins its evacuation of the Kuban bridgehead (Taman Peninsula) in southern Russia and moves across the Strait of Kerch to the Crimea. 1945 – World War II: Japanese forces on Wake Island, which they had held since December 1941, surrender to U.S. Marines. 1945 – The Berlin Victory Parade of 1945 is held. 1953 – Nikita Khrushchev is elected first secretary of the Communist Party of the Soviet Union. 1963 – The Pro Football Hall of Fame opens in Canton, Ohio with 17 charter members. 1965 – During an Indo-Pakistani War, China announces that it will reinforce its troops on the Indian border. 1965 – Vietnam War: In a follow-up to August's Operation Starlite, United States Marines and South Vietnamese forces initiate Operation Piranha on the Batangan Peninsula. 1970 – Fighting begins between Arab guerrillas and government forces in Jordan. 1970 – Vietnam Television was established. 1977 – The Torrijos–Carter Treaties between Panama and the United States on the status of the Panama Canal are signed. The United States agrees to transfer control of the canal to Panama at the end of the 20th century. 1977 – The 300-metre-tall CKVR-DT transmission tower in Barrie, Ontario, Canada, is hit by a light aircraft in a fog, causing it to collapse. All aboard the aircraft are killed. 1978 – While walking across Waterloo Bridge in London, Bulgarian dissident Georgi Markov is assassinated by Bulgarian secret police agent Francesco Gullino by means of a ricin pellet fired from a specially-designed umbrella. 1979 – The Chrysler Corporation asks the United States government for US$1.5 billion to avoid bankruptcy. 1981 – British plantation company, Guthrie was taken over by the Malaysian government after successfully purchasing shares to become the major shareholder. This is famously called the 'Dawn Raid attack'. 1984 – An explosion on board a Maltese patrol boat disposing of illegal fireworks at sea off Gozo kills seven soldiers and policemen. 1986 – Desmond Tutu becomes the first black man to lead the Anglican Diocese of Cape Town. 1986 – Chilean dictator Augusto Pinochet survives an assassination attempt by the FPMR; 5 of Pinochet's bodyguards are killed. 1988 – Abdul Ahad Mohmand, the first Afghan in space, returns to Earth after nine days on the Mir space station. 1996 – Rapper and actor Tupac Shakur is fatally shot in a drive-by shooting in Las Vegas, Nevada. He succumbs to his injuries six days later. 1997 – Maiden flight of the Lockheed Martin F-22 Raptor. 1999 – The 6.0 Athens earthquake affected the area with a maximum Mercalli intensity of IX (Violent), killing 143, injuring 800–1,600, and leaving 50,000 homeless. 2005 – Egypt holds its first-ever multi-party presidential election. 2008 – The United States government takes control of the two largest mortgage financing companies in the US, Fannie Mae and Freddie Mac. 2010 – A Chinese fishing trawler collided with two Japanese Coast Guard patrol boats in disputed waters near the Senkaku Islands. 2011 – A plane crash in Russia kills 43 people, including nearly the entire roster of the Lokomotiv Yaroslavl Kontinental Hockey League team. 2012 – Canada officially cuts diplomatic ties with Iran by closing its embassy in Tehran and orders the expulsion of Iranian diplomats from Ottawa, over nuclear plans and purported human rights abuses. 2017 – The 8.2 2017 Chiapas earthquake strikes southern Mexico, killing at least 60 people. 2017 – Equifax announce a cyber-crime identity theft event potentially impacting approximately 145 million U.S. consumers. 2019 – Ukrainian filmmaker Oleg Sentsov and 66 others are released in a prisoner exchange between Ukraine and Russia. 2021 – Bitcoin becomes legal tender in El Salvador. Births Pre-1600 923 – Suzaku, emperor of Japan (d. 952) 1395 – Reginald West, 6th Baron De La Warr, English politician (d. 1427) 1438 – Louis II, Landgrave of Lower Hesse (d. 1471) 1448 – Henry, Count of Württemberg-Montbéliard (1473–1482) (d. 1519) 1500 – Sebastian Newdigate, Carthusian monk and martyr (d. 1535) 1524 – Thomas Erastus, Swiss physician and theologian (d. 1583) 1533 – Elizabeth I of England (d. 1603) 1601–1900 1629 – Sir John Perceval, 1st Baronet, Irish nobleman (d. 1665) 1635 – Paul I, Prince Esterházy, Hungarian prince (d. 1713) 1641 – Tokugawa Ietsuna, Japanese shōgun (d. 1680) 1650 – Juan Manuel María de la Aurora, 8th duke of Escalona (d. 1725) 1683 – Maria Anna of Austria (d. 1754) 1694 – Johan Ludvig Holstein-Ledreborg, Danish Minister of State (d. 1763) 1705 – Matthäus Günther, German painter (d. 1788) 1707 – Georges-Louis Leclerc, Comte de Buffon, French mathematician, cosmologist, and author (d. 1788) 1726 – François-André Danican Philidor, French chess player and composer (d. 1795) 1740 – Johan Tobias Sergel, Swedish sculptor and illustrator (d. 1814) 1777 – Heinrich Stölzel, German horn player and composer (d. 1844) 1791 – Giuseppe Gioachino Belli, Italian poet and author (d. 1863) 1795 – John William Polidori, English physician and author (d. 1821) 1801 – Sarel Cilliers, South African preacher and activist (d.1871) 1803 – William Knibb, English Baptist minister and Jamaican missionary (d.1845) 1807 – Henry Sewell, English lawyer and politician, 1st Prime Minister of New Zealand (d. 1879) 1810 – Hermann Heinrich Gossen, Prussian economist and academic (d. 1858) 1813 – Emil Korytko, Polish activist and translator (d. 1839) 1815 – John McDouall Stuart, Scottish explorer and surveyor (d. 1866) 1818 – Thomas Talbot, American businessman and politician, 31st Governor of Massachusetts (d. 1886) 1819 – Thomas A. Hendricks, American lawyer and politician, 21st Vice President of the United States (d. 1885) 1829 – August Kekulé, German chemist and academic (d. 1896) 1831 – Alexandre Falguière, French sculptor and painter (d. 1900) 1836 – Henry Campbell-Bannerman, Scottish merchant and politician, Prime Minister of the United Kingdom (d. 1908) 1836 – August Toepler, German physicist and academic (d. 1912) 1842 – Johannes Zukertort, Polish-English chess player, linguist, and journalist (d. 1888) 1851 – Edward Asahel Birge, American zoologist and academic (d. 1950) 1855 – William Friese-Greene, English photographer, director, and cinematographer (d. 1921) 1860 – Grandma Moses, American painter (d. 1961) 1862 – Edgar Speyer, American-English financier and philanthropist (d. 1932) 1866 – Tristan Bernard, French author and playwright (d. 1947) 1867 – Albert Bassermann, German-Swiss actor (d. 1952) 1867 – J. P. Morgan Jr., American banker and philanthropist (d. 1943) 1869 – Ben Viljoen, South African general (d. 1917) 1870 – Aleksandr Kuprin, Russian pilot, explorer, and author (d. 1938) 1871 – George Hirst, English cricketer and coach (d. 1954) 1875 – Edward Francis Hutton, American businessman and financier, co-founded E. F. Hutton & Co. (d. 1962) 1876 – Francesco Buhagiar, Maltese politician, 2nd Prime Minister of Malta (d. 1934) 1876 – C. J. Dennis, Australian poet and author (d. 1938) 1883 – Theophrastos Sakellaridis, Greek composer and conductor (d. 1950) 1885 – Elinor Wylie, American author and poet (d. 1928) 1887 – Edith Sitwell, English poet and critic (d. 1964) 1892 – Eric Harrison, Australian soldier and politician, 27th Australian Minister for Defence (d. 1974) 1892 – Oscar O'Brien, Canadian priest, pianist, and composer (d. 1958) 1893 – Leslie Hore-Belisha, English politician, Secretary of State for War (d. 1957) 1894 – Vic Richardson, Australian cricketer, footballer, and sportscaster (d. 1969) 1894 – George Waggner, American actor, director, and producer (d. 1984) 1895 – Jacques Vaché, French author and poet (d. 1919) 1900 – Taylor Caldwell, English-American author (d. 1985) 1900 – Giuseppe Zangara, Italian-American assassin of Anton Cermak (d. 1933) 1901–present 1903 – Margaret Landon, American missionary and author (d. 1993) 1903 – Dorothy Marie Donnelly, American poet and author (d. 1994) 1904 – C. B. Colby, American author (d. 1977) 1907 – Ahmed Adnan Saygun, Turkish composer and musicologist (d. 1991) 1908 – Paul Brown, American football player and coach (d. 1991) 1908 – Michael E. DeBakey, American surgeon and educator (d. 2008) 1908 – Max Kaminsky, American trumpet player and bandleader (d. 1994) 1909 – Elia Kazan, Greek-American actor, director, producer, and screenwriter (d. 2003) 1911 – Todor Zhivkov, Bulgarian police officer and politician, Head of State of Bulgaria (d. 1998) 1912 – David Packard, American engineer and businessman, co-founded Hewlett-Packard (d. 1996) 1913 – Martin Charteris, Baron Charteris of Amisfield, English soldier and courtier (d. 1999) 1913 – Anthony Quayle, English actor (d. 1989) 1914 – Lída Baarová, Czech-Austrian actress (d. 2000) 1914 – Graeme Bell, Australian pianist and composer (d. 2012) 1914 – James Van Allen, American physicist and philosopher (d. 2006) 1915 – Pedro Reginaldo Lira, Argentinian bishop (d. 2012) 1915 – Kiyosi Itô, Japanese mathematician and academic (d. 2008) 1917 – Leonard Cheshire, English captain, pilot, and humanitarian (d. 1992) 1917 – John Cornforth, Australian-English chemist and academic, Nobel Prize laureate (d. 2013) 1917 – Jacob Lawrence, American painter and educator (d. 2000) 1918 – Harold Amos, American microbiologist and academic (d. 2003) 1919 – Briek Schotte, Belgian cyclist and coach (d. 2004) 1920 – Harri Webb, Welsh journalist and poet (d. 1994) 1921 – Peter A. Peyser, American soldier and politician (d. 2014) 1922 – Lucien Jarraud, French-Canadian journalist and radio host (d. 2007) 1923 – Nancy Keesing, Australian author and poet (d. 1993) 1923 – Peter Lawford, English-American actor (d. 1984) 1923 – Louise Suggs, American golfer, co-founded LPGA (d. 2015) 1924 – Daniel Inouye, American captain and politician, Medal of Honor recipient (d. 2012) 1924 – Leonard Rosenman, American composer and conductor (d. 2008) 1925 – Laura Ashley, Welsh-English fashion designer, founded Laura Ashley plc (d. 1985) 1925 – Allan
The United States agrees to transfer control of the canal to Panama at the end of the 20th century. 1977 – The 300-metre-tall CKVR-DT transmission tower in Barrie, Ontario, Canada, is hit by a light aircraft in a fog, causing it to collapse. All aboard the aircraft are killed. 1978 – While walking across Waterloo Bridge in London, Bulgarian dissident Georgi Markov is assassinated by Bulgarian secret police agent Francesco Gullino by means of a ricin pellet fired from a specially-designed umbrella. 1979 – The Chrysler Corporation asks the United States government for US$1.5 billion to avoid bankruptcy. 1981 – British plantation company, Guthrie was taken over by the Malaysian government after successfully purchasing shares to become the major shareholder. This is famously called the 'Dawn Raid attack'. 1984 – An explosion on board a Maltese patrol boat disposing of illegal fireworks at sea off Gozo kills seven soldiers and policemen. 1986 – Desmond Tutu becomes the first black man to lead the Anglican Diocese of Cape Town. 1986 – Chilean dictator Augusto Pinochet survives an assassination attempt by the FPMR; 5 of Pinochet's bodyguards are killed. 1988 – Abdul Ahad Mohmand, the first Afghan in space, returns to Earth after nine days on the Mir space station. 1996 – Rapper and actor Tupac Shakur is fatally shot in a drive-by shooting in Las Vegas, Nevada. He succumbs to his injuries six days later. 1997 – Maiden flight of the Lockheed Martin F-22 Raptor. 1999 – The 6.0 Athens earthquake affected the area with a maximum Mercalli intensity of IX (Violent), killing 143, injuring 800–1,600, and leaving 50,000 homeless. 2005 – Egypt holds its first-ever multi-party presidential election. 2008 – The United States government takes control of the two largest mortgage financing companies in the US, Fannie Mae and Freddie Mac. 2010 – A Chinese fishing trawler collided with two Japanese Coast Guard patrol boats in disputed waters near the Senkaku Islands. 2011 – A plane crash in Russia kills 43 people, including nearly the entire roster of the Lokomotiv Yaroslavl Kontinental Hockey League team. 2012 – Canada officially cuts diplomatic ties with Iran by closing its embassy in Tehran and orders the expulsion of Iranian diplomats from Ottawa, over nuclear plans and purported human rights abuses. 2017 – The 8.2 2017 Chiapas earthquake strikes southern Mexico, killing at least 60 people. 2017 – Equifax announce a cyber-crime identity theft event potentially impacting approximately 145 million U.S. consumers. 2019 – Ukrainian filmmaker Oleg Sentsov and 66 others are released in a prisoner exchange between Ukraine and Russia. 2021 – Bitcoin becomes legal tender in El Salvador. Births Pre-1600 923 – Suzaku, emperor of Japan (d. 952) 1395 – Reginald West, 6th Baron De La Warr, English politician (d. 1427) 1438 – Louis II, Landgrave of Lower Hesse (d. 1471) 1448 – Henry, Count of Württemberg-Montbéliard (1473–1482) (d. 1519) 1500 – Sebastian Newdigate, Carthusian monk and martyr (d. 1535) 1524 – Thomas Erastus, Swiss physician and theologian (d. 1583) 1533 – Elizabeth I of England (d. 1603) 1601–1900 1629 – Sir John Perceval, 1st Baronet, Irish nobleman (d. 1665) 1635 – Paul I, Prince Esterházy, Hungarian prince (d. 1713) 1641 – Tokugawa Ietsuna, Japanese shōgun (d. 1680) 1650 – Juan Manuel María de la Aurora, 8th duke of Escalona (d. 1725) 1683 – Maria Anna of Austria (d. 1754) 1694 – Johan Ludvig Holstein-Ledreborg, Danish Minister of State (d. 1763) 1705 – Matthäus Günther, German painter (d. 1788) 1707 – Georges-Louis Leclerc, Comte de Buffon, French mathematician, cosmologist, and author (d. 1788) 1726 – François-André Danican Philidor, French chess player and composer (d. 1795) 1740 – Johan Tobias Sergel, Swedish sculptor and illustrator (d. 1814) 1777 – Heinrich Stölzel, German horn player and composer (d. 1844) 1791 – Giuseppe Gioachino Belli, Italian poet and author (d. 1863) 1795 – John William Polidori, English physician and author (d. 1821) 1801 – Sarel Cilliers, South African preacher and activist (d.1871) 1803 – William Knibb, English Baptist minister and Jamaican missionary (d.1845) 1807 – Henry Sewell, English lawyer and politician, 1st Prime Minister of New Zealand (d. 1879) 1810 – Hermann Heinrich Gossen, Prussian economist and academic (d. 1858) 1813 – Emil Korytko, Polish activist and translator (d. 1839) 1815 – John McDouall Stuart, Scottish explorer and surveyor (d. 1866) 1818 – Thomas Talbot, American businessman and politician, 31st Governor of Massachusetts (d. 1886) 1819 – Thomas A. Hendricks, American lawyer and politician, 21st Vice President of the United States (d. 1885) 1829 – August Kekulé, German chemist and academic (d. 1896) 1831 – Alexandre Falguière, French sculptor and painter (d. 1900) 1836 – Henry Campbell-Bannerman, Scottish merchant and politician, Prime Minister of the United Kingdom (d. 1908) 1836 – August Toepler, German physicist and academic (d. 1912) 1842 – Johannes Zukertort, Polish-English chess player, linguist, and journalist (d. 1888) 1851 – Edward Asahel Birge, American zoologist and academic (d. 1950) 1855 – William Friese-Greene, English photographer, director, and cinematographer (d. 1921) 1860 – Grandma Moses, American painter (d. 1961) 1862 – Edgar Speyer, American-English financier and philanthropist (d. 1932) 1866 – Tristan Bernard, French author and playwright (d. 1947) 1867 – Albert Bassermann, German-Swiss actor (d. 1952) 1867 – J. P. Morgan Jr., American banker and philanthropist (d. 1943) 1869 – Ben Viljoen, South African general (d. 1917) 1870 – Aleksandr Kuprin, Russian pilot, explorer, and author (d. 1938) 1871 – George Hirst, English cricketer and coach (d. 1954) 1875 – Edward Francis Hutton, American businessman and financier, co-founded E. F. Hutton & Co. (d. 1962) 1876 – Francesco Buhagiar, Maltese politician, 2nd Prime Minister of Malta (d. 1934) 1876 – C. J. Dennis, Australian poet and author (d. 1938) 1883 – Theophrastos Sakellaridis, Greek composer and conductor (d. 1950) 1885 – Elinor Wylie, American author and poet (d. 1928) 1887 – Edith Sitwell, English poet and critic (d. 1964) 1892 – Eric Harrison, Australian soldier and politician, 27th Australian Minister for Defence (d. 1974) 1892 – Oscar O'Brien, Canadian priest, pianist, and composer (d. 1958) 1893 – Leslie Hore-Belisha, English politician, Secretary of State for War (d. 1957) 1894 – Vic Richardson, Australian cricketer, footballer, and sportscaster (d. 1969) 1894 – George Waggner, American actor, director, and producer (d. 1984) 1895 – Jacques Vaché, French author and poet (d. 1919) 1900 – Taylor Caldwell, English-American author (d. 1985) 1900 – Giuseppe Zangara, Italian-American assassin of Anton Cermak (d. 1933) 1901–present 1903 – Margaret Landon, American missionary and author (d. 1993) 1903 – Dorothy Marie Donnelly, American poet and author (d. 1994) 1904 – C. B. Colby, American author (d. 1977) 1907 – Ahmed Adnan Saygun, Turkish composer and musicologist (d. 1991) 1908 – Paul Brown, American football player and coach (d. 1991) 1908 – Michael E. DeBakey, American surgeon and educator (d. 2008) 1908 – Max Kaminsky, American trumpet player and bandleader (d. 1994) 1909 – Elia Kazan, Greek-American actor, director, producer, and screenwriter (d. 2003) 1911 – Todor Zhivkov, Bulgarian police officer and politician, Head of State of Bulgaria (d. 1998) 1912 – David Packard, American engineer and businessman, co-founded Hewlett-Packard (d. 1996) 1913 – Martin Charteris, Baron Charteris of Amisfield, English soldier and courtier (d. 1999) 1913 – Anthony Quayle, English actor (d. 1989) 1914 – Lída Baarová, Czech-Austrian actress (d. 2000) 1914 – Graeme Bell, Australian pianist and composer (d. 2012) 1914 – James Van Allen, American physicist and philosopher (d. 2006) 1915 – Pedro Reginaldo Lira, Argentinian bishop (d. 2012) 1915 – Kiyosi Itô, Japanese mathematician and academic (d. 2008) 1917 – Leonard Cheshire, English captain, pilot, and humanitarian (d. 1992) 1917 – John Cornforth, Australian-English chemist and academic, Nobel Prize laureate (d. 2013) 1917 – Jacob Lawrence, American painter and educator (d. 2000) 1918 – Harold Amos, American microbiologist and academic (d. 2003) 1919 – Briek Schotte, Belgian cyclist and coach (d. 2004) 1920 – Harri Webb, Welsh journalist and poet (d. 1994) 1921 – Peter A. Peyser, American soldier and politician (d. 2014) 1922 – Lucien Jarraud, French-Canadian journalist and radio host (d. 2007) 1923 – Nancy Keesing, Australian author and poet (d. 1993) 1923 – Peter Lawford, English-American actor (d. 1984) 1923 – Louise Suggs, American golfer, co-founded LPGA (d. 2015) 1924 – Daniel Inouye, American captain and politician, Medal of Honor recipient (d. 2012) 1924 – Leonard Rosenman, American composer and conductor (d. 2008) 1925 – Laura Ashley, Welsh-English fashion designer, founded Laura Ashley plc (d. 1985) 1925 – Allan Blakeney, Canadian lawyer and politician, 10th Premier of Saskatchewan (d. 2011) 1925 – Bhanumathi Ramakrishna, Indian actress, singer, director, and producer (d. 2005) 1926 – Samuel Goldwyn Jr., American director and producer (d. 2015) 1926 – Donald J. Irwin, American lawyer and politician, 32nd Mayor of Norwalk (d. 2013) 1926 – Patrick Jenkin, Baron Jenkin of Roding, English lawyer and politician, Secretary of State for the Environment (d. 2016) 1926 – Erich Juskowiak, German footballer (d. 1983) 1926 – Don Messick, American voice actor (d. 1997) 1927 – Eric Hill, English-American author and illustrator (d. 2014) 1927 – Claire L'Heureux-Dubé, Canadian lawyer and jurist 1928 – Kathleen Gorham, Australian ballerina (d. 1983) 1928 – Al McGuire, American basketball player, coach, and commentator (d. 2001) 1929 – Clyde Lovellette, American basketball player (d. 2016) 1930 – Baudouin of Belgium (d. 1993) 1930 – Sonny Rollins, American saxophonist and composer 1930 – S. Sivanayagam, Sri Lankan journalist and author (d. 2010) 1931 – Charles Camilleri, Maltese composer and conductor (d. 2009) 1932 – Malcolm Bradbury, English author and academic (d. 2000) 1932 – John Paul Getty Jr., American-English philanthropist and book collector (d. 2003) 1934 – Mary Bauermeister, German painter and illustrator 1934 – Waldo de los Ríos, Argentinian composer and conductor (d. 1977) 1934 – Sunil Gangopadhyay, Indian author and poet (d. 2012) 1934 – Omar Karami, Lebanese lawyer and politician, 58th Prime Minister of Lebanon (d. 2015) 1934 – Little Milton, American singer and guitarist (d. 2005) 1935 – Abdou Diouf, Senegalese lawyer and politician, 2nd President of Senegal 1935 – Dick O'Neal, American basketball player and dentist (d. 2013) 1936 – Brian Hart, English race car driver and engineer, founded Brian Hart Ltd. (d. 2014) 1936 – Buddy Holly, American singer-songwriter and guitarist (d. 1959) 1936 – Apostolos Kaklamanis, Greek lawyer and politician, Greek Minister of Justice 1937 – John Phillip Law, American actor (d. 2008) 1937 – Oleg Lobov, Russian politician, Premier of the Russian SFSR (d. 2018) 1939 – Latimore, American singer-songwriter and pianist 1939 – Peter Gill, Welsh actor, director, and playwright 1940 – Dario Argento, Italian director, producer, and screenwriter 1940 – Abdurrahman Wahid, Indonesian journalist and politician, 4th President of Indonesia (d. 2009) 1942 – Billy Best, Scottish footballer 1942 – Alan Oakes, English footballer and manager 1942 – Andrew Stone, Baron Stone of Blackheath, English businessman and politician 1942 – Jonathan H. Turner, American sociologist 1943 – Beverley McLachlin, Canadian lawyer and jurist, 17th Chief Justice of Canada 1944 – Forrest Blue, American football player (d. 2011) 1944 – Bertel Haarder, Danish lawyer and politician, Education Minister of Denmark 1944 – Peter Larter, English rugby player 1944 – Earl Manigault, American basketball player and coach (d. 1998) 1944 – Bora Milutinović, Serbian footballer and manager 1944 – Houshang Moradi Kermani, Iranian author 1945 – Jacques Lemaire, Canadian ice hockey player and coach 1945 – Vic Pollard, English-New Zealand rugby player and footballer 1945 – Curtis Price, American musicologist and academic 1945 – Peter Storey, English footballer 1946 – Willie Crawford, American baseball player (d. 2004) 1946 – Joe Klein, American journalist and author 1946 – Suzyn Waldman, American sportscaster 1947 – Sergio Della Pergola, Israeli demographer and statistician 1947 – Gloria Gaynor, American singer-songwriter 1948 – Susan Blakely, American actress 1949 – Dianne Hayter, German-English politician 1949 – Barry Siegel, American journalist and academic 1950 – David Cannadine, English historian and author 1950 – Johann Friedrich, German-Australian engineer (d. 1991) 1950 – Julie Kavner, American actress 1950 – Peggy Noonan, American author, journalist, speechwriter, and pundit 1951 – Chrissie Hynde, American singer-songwriter and guitarist 1951 – Morris Albert, Brazilian singer-songwriter 1951 – Mark Isham, American trumpet player and composer 1951 – Mark McCumber, American golfer 1951 – Mammootty, Indian actor and producer 1952 – Ricardo Tormo, Spanish motorcycle racer (d. 1998) 1953 – Marc Hunter, New Zealand-Australian singer-songwriter (d. 1998) 1953 – Benmont Tench, American keyboardist and songwriter 1954 – Corbin Bernsen, American actor 1954 – Michael Emerson, American actor 1954 – Kerrie Holley, American software architect and academic 1955 – Mira Furlan, Croatian-American actress (d. 2021) 1956 – Michael Feinstein, American singer and pianist 1956 – Byron Stevenson, Welsh footballer (d. 2007) 1956 – Diane Warren, American songwriter 1957 – Jermaine Stewart, American singer-songwriter and dancer (d. 1997) 1960 – Brad Houser, American bass player 1961 – LeRoi Moore, American saxophonist and songwriter (d. 2008) 1961 – Jean-Yves Thibaudet, French pianist 1962 – Jennifer Egan, American novelist and short story
the palace to be shut, and publicly announced from a palace window that Tarquinius had appointed Servius as regent; meanwhile, Tarquinius died of his wounds. When his death became public knowledge, the senate elected Servius as king, and the sons of Ancus fled to exile in Suessa Pometia. Livy describes this as the first occasion that the people of Rome were not involved in the election of the king. In Plutarch, Servius reluctantly consented to the kingship at the death-bed insistence of Tanaquil. Early in his reign, Servius warred against Veii and the Etruscans. He is said to have shown valour in the campaign, and to have routed a great army of the enemy. His success helped him to cement his position at Rome. According to the Fasti Triumphales, Servius celebrated three triumphs over the Etruscans, including on 25 November 571 BC and 25 May 567 BC (the date of the third triumph is not legible on the Fasti). Servian reforms Most of the reforms credited to Servius extended voting rights to certain groups — in particular to Rome's citizen-commoners (known in the Republican era as plebs), minor landholders previously disqualified from voting by ancestry, status or ethnicity. The same reforms simultaneously defined the fiscal and military obligations of all Roman citizens. As a whole, the so-called Servian reforms probably represent a long-drawn, complex and piecemeal process of populist policy and reform, extending from Servius' predecessors, Ancus Marcius and Tarquinius Priscus, to his successor Tarquinius Superbus, and into the Middle and Late Republic. Rome's military and territorial expansion and consequent changes in its population would have made franchise regulation and reform an ongoing necessity, and their wholesale attribution to Servius "cannot be taken at face value". Curiate reform and census Until the Servian reforms, the passing of laws and judgment was the prerogative of the comitia curiata (curiate assembly), made up from thirty curiae; Roman sources describe ten curiae for each of three aristocratic tribes or clans, each supposedly based on one of Rome's central hills, and claiming patrician status by virtue of their descent from Rome's founding families. These tribes comprised approximately 200 gentes (clans), each of which contributed one senator ("elder") to the Senate. The senate advised the king, devised laws in his name, and was held to represent the entire populus Romanus (Roman people); but it could only debate and discuss. Its decisions had no force unless approved by the comitia curiata. By the time of Servius, if not long before, the tribes of the comitia were a minority of the population, ruling a multitude who had no effective voice in their own government. Rome's far more populous citizen-commoners could participate in this assembly in limited fashion, and perhaps offer their opinions on decisions but only the comitia curiata could vote. A minority thus exercised power and control over the majority. Roman tradition held that Servius formed a comitia centuriata of commoners to displace the comitia curiata as Rome's central legislative body. This required his development of the first Roman census, making Servius the first Roman censor. For the purposes of the census, citizens assembled by tribe in the Campus Martius to register their social rank, household, property and income. This established an individual's tax obligations, his ability to muster arms for military service when required to do so, and his assignment to a particular voting bloc. The institution of the census and the comitia centuriata are speculated as Servius' attempt to erode the civil and military power of the Roman aristocracy, and seek the direct support of his newly enfranchised citizenry in civil matters; if necessary, under arms. The comitia curiata continued to function through the Regal and Republican eras, but the Servian reform had reduced its powers to those of a largely symbolic "upper house"; its noble members were expected to do no more than ratify decisions of the comitia centuriata. Classes The census grouped Rome's male citizen population in classes, according to status, wealth and age. Each class was subdivided into groups called centuriae (centuries), nominally of 100 men (Latin centum = 100) but in practice of variable number, further divided as seniores (men aged 46 – 60, of a suitable age to serve as "home guards" or city police) and iuniores (men aged 17 – 45, to serve as front-line troops when required). Adult male citizens were obliged, when called upon, to fulfill military service according to their means, which was supposedly assessed in archaic asses. A citizen's wealth and class would, therefore, have defined their position in the civil hierarchies, and up to a point, within the military; but despite its apparent military character, and its possible origins as the mustering of the citizenry-at-arms, the system would have primarily served to determine the voting qualifications and wealth of individual citizens for taxation purposes, and the weight of their vote — wars were occasional but taxation was a constant necessity — and the comitia centuriata met whenever required to do so, in peace or war. Though each century had voting rights, the wealthiest had the most centuries, and voted first. Those beneath them were convened only in the event of deadlock or indecision; the lowest class was unlikely to vote at all. The Roman army's centuria system and its order of battle are thought to be based on the civilian classifications established by the census. The military selection process picked men from civilian centuriae and slipped them into military ones. Their function depended on their age, experience, and the equipment they could afford. The wealthiest class of iuniores (aged 17 – 45) were armed as hoplites, heavy infantry with helmet, greaves, breastplate, shields (clipeus), and spears (hastae). Each battle line in the phalanx formation was composed of a single class. Military specialists, such as trumpeters, were chosen from the 5th class. The highest officers were of aristocratic origin until the early Republic, when the first plebeian tribunes were elected by
military obligations of all Roman citizens. As a whole, the so-called Servian reforms probably represent a long-drawn, complex and piecemeal process of populist policy and reform, extending from Servius' predecessors, Ancus Marcius and Tarquinius Priscus, to his successor Tarquinius Superbus, and into the Middle and Late Republic. Rome's military and territorial expansion and consequent changes in its population would have made franchise regulation and reform an ongoing necessity, and their wholesale attribution to Servius "cannot be taken at face value". Curiate reform and census Until the Servian reforms, the passing of laws and judgment was the prerogative of the comitia curiata (curiate assembly), made up from thirty curiae; Roman sources describe ten curiae for each of three aristocratic tribes or clans, each supposedly based on one of Rome's central hills, and claiming patrician status by virtue of their descent from Rome's founding families. These tribes comprised approximately 200 gentes (clans), each of which contributed one senator ("elder") to the Senate. The senate advised the king, devised laws in his name, and was held to represent the entire populus Romanus (Roman people); but it could only debate and discuss. Its decisions had no force unless approved by the comitia curiata. By the time of Servius, if not long before, the tribes of the comitia were a minority of the population, ruling a multitude who had no effective voice in their own government. Rome's far more populous citizen-commoners could participate in this assembly in limited fashion, and perhaps offer their opinions on decisions but only the comitia curiata could vote. A minority thus exercised power and control over the majority. Roman tradition held that Servius formed a comitia centuriata of commoners to displace the comitia curiata as Rome's central legislative body. This required his development of the first Roman census, making Servius the first Roman censor. For the purposes of the census, citizens assembled by tribe in the Campus Martius to register their social rank, household, property and income. This established an individual's tax obligations, his ability to muster arms for military service when required to do so, and his assignment to a particular voting bloc. The institution of the census and the comitia centuriata are speculated as Servius' attempt to erode the civil and military power of the Roman aristocracy, and seek the direct support of his newly enfranchised citizenry in civil matters; if necessary, under arms. The comitia curiata continued to function through the Regal and Republican eras, but the Servian reform had reduced its powers to those of a largely symbolic "upper house"; its noble members were expected to do no more than ratify decisions of the comitia centuriata. Classes The census grouped Rome's male citizen population in classes, according to status, wealth and age. Each class was subdivided into groups called centuriae (centuries), nominally of 100 men (Latin centum = 100) but in practice of variable number, further divided as seniores (men aged 46 – 60, of a suitable age to serve as "home guards" or city police) and iuniores (men aged 17 – 45, to serve as front-line troops when required). Adult male citizens were obliged, when called upon, to fulfill military service according to their means, which was supposedly assessed in archaic asses. A citizen's wealth and class would, therefore, have defined their position in the civil hierarchies, and up to a point, within the military; but despite its apparent military character, and its possible origins as the mustering of the citizenry-at-arms, the system would have primarily served to determine the voting qualifications and wealth of individual citizens for taxation purposes, and the weight of their vote — wars were occasional but taxation was a constant necessity — and the comitia centuriata met whenever required to do so, in peace or war. Though each century had voting rights, the wealthiest had the most centuries, and voted first. Those beneath them were convened only in the event of deadlock or indecision; the lowest class was unlikely to vote at all. The Roman army's centuria system and its order of battle are thought to be based on the civilian classifications established by the census. The military selection process picked men from civilian centuriae and slipped them into military ones. Their function depended on their age, experience, and the equipment they could afford. The wealthiest class of iuniores (aged 17 – 45) were armed as hoplites, heavy infantry with helmet, greaves, breastplate, shields (clipeus), and spears (hastae). Each battle line in the phalanx formation was composed of a single class. Military specialists, such as trumpeters, were chosen from the 5th class. The highest officers were of aristocratic origin until the early Republic, when the first plebeian tribunes were elected by the plebeians from their own number. Cornell suggests that this centuriate system made the equites, who "consisted mainly, if not exclusively, of patricians" but voted after infantry of the first class, subordinate to the relatively low-status infantry. Tribal and boundary expansions The Servian reforms increased the number of tribes and expanded the city, which was protected by a new rampart, moat and wall. The enclosed area was divided into four administrative regiones (regions, or quarters); the Suburana, Esquilana, Collina and Palatina. Servius himself is said to have taken a new residence, on the Esquiline. The situation beyond the walls is unclear, but thereafter, membership of a Roman voting-tribe would have depended on residence rather than kinship, ancestry and inheritance. This would have brought significant numbers of urban and rural plebs into active political life; and a significant number of these would have been allocated to centuries of the first class, and therefore likely to vote. The city of Rome's division into "quarters" remained in use until 7 BC, when Augustus divided the city into 14 new regiones. In modern Rome, an ancient portion of surviving wall is attributed to Servius, the remainder supposedly being rebuilt after the sack of Rome in 390/387 BC by the Gauls. Economy Some Roman historians believed Servius Tullius responsible for Rome's earliest true, minted coinage, replacing an earlier and less convenient currency of raw bullion. This is unlikely, though he may have introduced the official stamping of raw currency. Money played a minimal role in the Roman economy, which was almost entirely agrarian at this time. Debt and debt bondage, however, were probably rife. The form of such debts would have had little resemblance to those of cash-debtors, compelled to pay interest to money-lenders on an advance of capital. Rather, wealthy landowners would make an "advance loan" of seed, foodstuffs or other essentials to tenants, clients and smallholders, in return for a promise of labour services or a substantial share of the crop. The terms of such "loans" compelled defaulters to sell themselves, or their dependants, to their creditor; or, if smallholders, to surrender their farm. Wealthy aristocratic landholders thus acquired additional farms and service for very little outlay. Dionysius claims that Servius paid such debts "from his own purse", and forbade voluntary and compulsory debt bondage. In reality, these practices persisted well into the Republican era. Livy describes the distribution of land grants to poor and landless citizens by Servius and others as the political pursuit of popular support from citizens of little merit or worth. Religion Servius is credited with the construction of Diana's temple on the Aventine Hill, to mark the foundation of the so-called Latin League; His servile birth-mythos, his populist leanings and his reorganisation of the vici appear to justify the Roman belief that he founded or reformed the Compitalia festivals (held to celebrate the Lares that watched over each local community), or allowed for the first time their attendance and service by non-citizens and slaves. His personal reputation and achievements may have led to his historical association with temples and shrines to Fortuna; some sources suggest that the two were connected during Servius' lifetime, via some form of "sacred marriage". Plutarch explicitly identifies the Porta Fenestella ("window gate") of the Royal palace as the window from which Tanaquil announced Servius' regency to the people; the goddess Fortuna was said to have passed through the same window, to become Servius' consort. Assassination In Livy's history, Servius Tullius had two daughters, Tullia the Elder and Tullia the Younger. He arranged their marriage to the two sons of his predecessor, Lucius Tarquinius and Arruns Tarquinius. The younger Tullia and Lucius procured the murders of their respective siblings, married, and conspired to remove Servius Tullius. Tullia Minor encouraged Lucius Tarquinius to secretly persuade or bribe senators, and Tarquinius went to the senate-house with a group of armed men. Then he summoned the senators and gave a speech criticising Servius: for being a slave born of a slave; for failing to be elected by the Senate and the people during an interregnum, as had been the tradition for the election of kings of Rome; for being gifted the throne by a woman; for favouring the lower classes of Rome over the wealthy; for taking the land of the upper classes for distribution to the poor; and for instituting the census, which exposed the wealthy upper classes to popular envy. When Servius Tullius arrived at the senate-house to defend his position, Tarquinius threw him down the steps and Servius was murdered in the street by Tarquin's men. Soon after, Tullia drove her chariot over her father's body. For Livy, Tarquinius' impious refusal to permit his father-in-law's burial earned him the sobriquet Superbus (“arrogant” or “proud”), and Servius' death is a "tragic crime" (tragicum scelus), a dark episode in Rome's history and just cause for the abolition of the monarchy. Servius thus becomes the last of Rome's benevolent kings; the place of this outrage – which Livy seems to suggest as a crossroads – is known thereafter as Vicus Sceleratus (street of shame, infamy or crime). His murder is parricide, the worst of all crimes. This morally justifies Tarquin's eventual expulsion and the abolition of Rome's aberrant, "un-Roman" monarchy. Livy's Republic is partly founded on the achievements and death of Rome's last benevolent king. Historical appraisals Birth Claims of divine ancestry and divine favour were often attached to charismatic individuals who rose "as if from nowhere" to become dynasts, tyrants and hero-founders in the ancient Mediterranean world. Yet all these legends offer the father as divine, the mother – virgin or not – as princess of a ruling house, never as slave. The disembodied phallus and its impregnation of a virgin slave of Royal birth are unique to Servius. Livy and Dionysius ignore or reject the tales of Servius' supernatural virgin birth; though his parents came from a conquered people, both are of noble stock. His ancestry is an accident of fate,
where her trial was to be held and from where the jurors for her trial would be chosen. Her speech was entitled "Is it a Crime for a U.S. Citizen to Vote?" She said, "We no longer petition Legislature or Congress to give us the right to vote. We appeal to women everywhere to exercise their too long neglected 'citizen's right to vote.'" The U.S. Attorney arranged for the trial to be moved to the federal circuit court, which would soon sit in neighboring Ontario County with a jury drawn from that county's inhabitants. Anthony responded by speaking throughout that county also before the trial began. Responsibility for that federal circuit was in the hands of Justice Ward Hunt, who had recently been appointed to the U.S. Supreme Court. Hunt had never served as a trial judge; originally a politician, he had begun his judicial career by being elected to the New York Court of Appeals. The trial, United States v. Susan B. Anthony, began on June 17, 1873, and was closely followed by the national press. Following a rule of common law at that time which prevented criminal defendants in federal courts from testifying, Hunt refused to allow Anthony to speak until the verdict had been delivered. On the second day of the trial, after both sides had presented their cases, Justice Hunt delivered his lengthy opinion, which he had put in writing. In the most controversial aspect of the trial, Hunt directed the jury to deliver a guilty verdict. On the second day of the trial, Hunt asked Anthony if she had anything to say. She responded with "the most famous speech in the history of the agitation for woman suffrage", according to Ann D. Gordon, a historian of the women's movement. Repeatedly ignoring the judge's order to stop talking and sit down, she protested what she called "this high-handed outrage upon my citizen's rights", saying, "you have trampled under foot every vital principle of our government. My natural rights, my civil rights, my political rights, my judicial rights, are all alike ignored." She castigated Justice Hunt for denying her a trial by jury, but said that even if he had allowed the jury to discuss the case, she still would have been denied a trial by a jury of her peers because women were not allowed to be jurors. When Justice Hunt sentenced Anthony to pay a fine of $100 (), she responded, "I shall never pay a dollar of your unjust penalty", and she never did. If Hunt had ordered her to be jailed until she paid the fine, Anthony could have taken her case to the Supreme Court. Hunt instead announced he would not order her taken into custody, closing off that legal avenue. The U.S. Supreme Court in 1875 put an end to the strategy of trying to achieve women's suffrage through the court system when it ruled in Minor v. Happersett that "the Constitution of the United States does not confer the right of suffrage upon anyone". The NWSA decided to pursue the far more difficult strategy of campaigning for a constitutional amendment to achieve voting rights for women. On August 18, 2020—the 100th anniversary of the ratification of the 19th Amendment—President Donald Trump announced that he would pardon Anthony, 148 years after her conviction. The president of the National Susan B. Anthony Museum and House wrote to "decline" the offer of a pardon on the principle that, to accept a pardon would wrongly "validate" the trial proceedings in the same manner that paying the $100 fine would have. History of Woman Suffrage Anthony and Stanton initiated the project of writing a history of the women's suffrage movement in 1876. Anthony had for years saved letters, newspaper clippings, and other materials of historical value to the women's movement. In 1876, she moved into the Stanton household in New Jersey along with several trunks and boxes of these materials to begin working with Stanton on the History of Woman Suffrage. Anthony hated this type of work. In her letters, she said the project "makes me feel growly all the time ... No warhorse ever panted for the rush of battle more than I for outside work. I love to make history but hate to write it." The work absorbed much of her time for several years although she continued to work on other women's suffrage activities. She acted as her own publisher, which presented several problems, including finding space for the inventory. She was forced to limit the number of books she was storing in the attic of her sister's house because the weight was threatening to collapse the structure. Originally envisioned as a modest publication that could be produced quickly, the history evolved into a six-volume work of more than 5700 pages written over a period of 41 years. The first three volumes, which cover the movement up to 1885, were published between 1881 and 1886 and were produced by Stanton, Anthony and Matilda Joslyn Gage. Anthony handled the production details and the extensive correspondence with contributors. Anthony published Volume 4, which covers the period from 1883 to 1900, in 1902, after Stanton's death, with the help of Ida Husted Harper, Anthony's designated biographer. The last two volumes, which bring the history up to 1920, were completed in 1922 by Harper after Anthony's death. The History of Woman Suffrage preserves an enormous amount of material that might have been lost forever. Written by leaders of one wing of the divided women's movement (Lucy Stone, their main rival, refused to have anything to do with the project), it does not, however, give a balanced view of events where their rivals are concerned. It overstates the role of Anthony and Stanton, and it understates or ignores the roles of Stone and other activists who did not fit into the historical narrative that Anthony and Stanton developed. Because it was for years the main source of documentation about the suffrage movement, historians have had to uncover other sources to provide a more balanced view. International women's organizations International Council of Women Anthony traveled to Europe in 1883 for a nine-month stay, linking up with Stanton, who had arrived a few months earlier. Together they met with leaders of European women's movements and began the process of creating an international women's organization. The National Woman Suffrage Association (NWSA) agreed to host its founding congress. The preparatory work was handled primarily by Anthony and two of her younger colleagues in the NWSA, Rachel Foster Avery and May Wright Sewall. Delegates from fifty-three women's organizations in nine countries met in Washington in 1888 to form the new association, which was called the International Council of Women (ICW). The delegates represented a wide variety of organizations, including suffrage associations, professional groups, literary clubs, temperance unions, labor leagues and missionary societies. The American Woman Suffrage Association, which had for years been a rival to the NWSA, participated in the congress. Anthony opened the first session of the ICW and presided over most events. The ICW commanded respect at the highest levels. President Cleveland and his wife sponsored a reception at the White House for delegates to the ICW's founding congress. The ICW's second congress was an integral part of the World's Columbian Exposition held in Chicago in 1893. At its third congress in London in 1899, a reception for the ICW was held at Windsor Castle at the invitation of Queen Victoria. At its fourth congress in Berlin in 1904, Augusta Victoria, the German Empress, received the ICW leaders at her palace. Anthony played a prominent role on all four occasions. Still active, ICW is associated with the United Nations. World's Congress of Representative Women The World's Columbian Exposition, also known as the Chicago World's Fair, was held in 1893. It hosted several world congresses, each dealing with a specialized topic, such as religion, medicine and science. At almost the last moment, the U.S. Congress decided that the Exposition should also recognize the role of women. After it was over, one of the organizers of the Exposition's congress of women revealed that Anthony had played a pivotal but hidden role in that last-minute decision. Fearing that a public campaign would rouse opposition, Anthony had worked quietly to organize support for this project among women of the political elite. Anthony increased the pressure by covertly initiating a petition that was signed by wives and daughters of Supreme Court judges, senators, cabinet members and other dignitaries. A large structure called the Woman's Building, designed by Sophia Hayden Bennett, was constructed to provide meeting and exhibition spaces for women at the Exposition. Two of Anthony's closest associates were appointed to organize the women's congress. They arranged for the International Council of Women to make its upcoming meeting part of the Exposition by expanding its scope and calling itself the World's Congress of Representative Women. This week-long congress seated delegates from 27 countries. Its 81 sessions, many held simultaneously, were attended by over 150,000 people, and women's suffrage was discussed at almost every session. Anthony spoke to large crowds at the Exposition. "Buffalo Bill" Cody invited her as a guest to his Wild West Show, located just outside the Exposition. When the show opened, he rode his horse directly to her and greeted her with dramatic flair. According to a co-worker, Anthony, "for the moment as enthusiastic as a girl, waved her handkerchief at him, while the big audience, catching the spirit of the scene, wildly applauded." International Woman Suffrage Alliance After Anthony retired as president of the National American Woman Suffrage Association, Carrie Chapman Catt, her chosen successor, began working toward an international women's suffrage association, one of Anthony's long-time goals. The existing International Council of Women could not be expected to support a campaign for women's suffrage because it was a broad alliance whose more conservative members would object. In 1902, Catt organized a preparatory meeting in Washington, with Anthony as chair, that was attended by delegates from several countries. Organized primarily by Catt, the International Woman Suffrage Alliance was created in Berlin in 1904. The founding meeting was chaired by Anthony, who was declared to be the new organization's honorary president and first member. According to Anthony's authorized biographer, "no event ever gave Miss Anthony such profound satisfaction as this one". Later renamed the International Alliance of Women, the organization is still active and is affiliated with the United Nations. Changing relationship with Stanton Anthony and Stanton worked together in a close and productive relationship. From 1880 to 1886, they were together almost every day working on the History of Woman Suffrage. They referred to each other as "Susan" and "Mrs. Stanton". Anthony deferred to Stanton in other ways also, not accepting an office in any organization that would place her above Stanton. In practice this generally meant that Anthony, although ostensibly holding a less important office, handled most of the organization's daily activities. Stanton sometimes felt the weight of Anthony's determination and drive. When Stanton arrived at an important meeting in 1888 with her speech not yet written, Anthony insisted that Stanton stay in her hotel room until she had written it, and she placed a younger colleague outside her door to make sure she did so. At Anthony's 70th birthday celebration, Stanton teased her by saying, "Well, as all women are supposed to be under the thumb of some man, I prefer a tyrant of my own sex, so I shall not deny the patent fact of my subjection." Their interests began to diverge somewhat as they grew older. As the drive for women's suffrage gained momentum, Anthony began to form alliances with more conservative groups, such as the Women's Christian Temperance Union, the nation's largest women's organization and a supporter of women's suffrage. Such moves irritated Stanton, who said, "I get more radical as I get older, while she seems to grow more conservative." In 1895 Stanton published The Woman's Bible, which attacked the use of the Bible to relegate women to an inferior status. It became a highly controversial best-seller. The NAWSA voted to disavow any connection with it despite Anthony's strong objection that such a move was unnecessary and hurtful. Even so, Anthony refused to assist with the book's preparation, telling Stanton: "You say 'women must be emancipated from their superstitions before enfranchisement will have any benefit,' and I say just the reverse, that women must be enfranchised before they can be emancipated from their superstitions." Despite such friction, their relationship continued to be close. When Stanton died in 1902, Anthony wrote to a friend: "Oh, this awful hush! It seems impossible that voice is stilled which I have loved to hear for fifty years. Always I have felt I must have Mrs. Stanton's opinion of things before I knew where I stood myself. I am all at sea..." Later life Having lived for years in hotels and with friends and relatives, Anthony agreed to settle into her sister Mary Stafford Anthony's house in Rochester in 1891, at the age of 71. Her energy and stamina, which sometimes exhausted her co-workers, continued at a remarkable level. At age 75, she toured Yosemite National Park on the back of a mule. She remained as leader of the NAWSA and continued to travel extensively on suffrage work. She also engaged in local projects. In 1893, she initiated the Rochester branch of the Women's Educational and Industrial Union. In 1898, she called a meeting of 73 local women's societies to form the Rochester Council of Women. She played a key role in raising the funds required by the University of Rochester before they would admit women students, pledging her life insurance policy to close the final funding gap. In 1896, she spent eight months on the California suffrage campaign, speaking as many as three times per day in more than 30 localities. In 1900, she presided over her last NAWSA convention. During the six remaining years of her life, Anthony spoke at six more NAWSA conventions and four congressional hearings, completed the fourth volume of the History of Woman Suffrage, and traveled to eighteen states and to Europe. As Anthony's fame grew, some politicians (certainly not all of them) were happy to be publicly associated with her. Her seventieth birthday was celebrated at a national event in Washington with prominent members of the House and Senate in attendance. Her eightieth birthday was celebrated at the White House at the invitation of President William McKinley. Death and legacy Susan B. Anthony died at the age of 86 of heart failure and pneumonia in her home in Rochester, New York, on March 13, 1906. She was buried at Mount Hope Cemetery, Rochester. At her birthday celebration in Washington, D.C., a few days earlier, Anthony had spoken of those who had worked with her for women's rights: "There have been others also just as true and devoted to the cause—I wish I could name every one—but with such women consecrating their lives, failure is impossible!" "Failure is impossible" quickly became a watchword for the women's movement. Anthony did not live to see the achievement of women's suffrage at the national level, but she still expressed pride in the progress the women's movement had made. At the time of her death, women had achieved suffrage in Wyoming, Utah, Colorado and Idaho, and several larger states followed soon after. Legal rights for married women had been established in most states, and most professions had at least a few women members. 36,000 women were attending colleges and universities, up from zero a few decades earlier." Two years before she died, Anthony said, "The world has never witnessed a greater revolution than in the sphere of woman during this fifty years". Part of the revolution, in Anthony's view, was in ways of thinking. In a speech in 1889, she noted that women had always been taught that their purpose was to serve men, but "Now, after 40 years of agitation, the idea is beginning to prevail that women were created for themselves, for their own happiness, and for the welfare of the world." Anthony was sure that women's suffrage would be achieved, but she also feared that people would forget how difficult it was to achieve it, as they were already forgetting the ordeals of the recent past: Anthony's death was widely mourned. Clara Barton, founder of the American Red Cross, said just before Anthony's death, "A few days ago someone said to me that every woman should stand with bared head before Susan B. Anthony. 'Yes,' I answered, 'and every man as well.' ... For ages he has been trying to carry the burden of life's responsibilities alone... Just now it is new and strange and men cannot comprehend what it would mean but the change is not far away." In her history of the women's suffrage movement, Eleanor Flexner wrote, "If Lucretia Mott typified the moral force of the movement, if Lucy Stone was its most gifted orator and Mrs. Stanton its most outstanding philosopher, Susan Anthony was its incomparable organizer, who gave it force and direction for half a century." The Nineteenth Amendment, which prohibited the denial of suffrage because of sex, was colloquially known as the Susan B. Anthony Amendment. After it was ratified in 1920, the National American Woman Suffrage Association, whose character and policies were strongly influenced by Anthony, was transformed into the League of Women Voters, which is still an active force in U.S. politics. Anthony's papers are held in library collections of Harvard University and its Radcliffe Institute, Rutgers University, the Library of Congress, and Smith College. She is the author of a 6 volume work History of Woman Suffrage (1881). Views Views on religion Anthony was raised a Quaker, but her religious heritage was mixed. On her mother's side, her grandmother was a Baptist and her grandfather was a Universalist. Her father was a radical Quaker who chafed under the restrictions of his more conservative congregation. When the Quakers split in the late 1820s into Orthodox and Hicksites, her family sided with the Hicksites, which Anthony described as "the radical side, the Unitarian". In 1848, three years after the Anthony family moved to Rochester, a group of about 200 Quakers withdrew from the Hicksite organization in western New York, partly because they wanted to work in social reform movements without interference from that organization. Some of them, including the Anthony family, began attending services at the First Unitarian Church of Rochester. When Susan B. Anthony returned home from teaching in 1849, she joined her family in attending services there, and she remained with the Rochester Unitarians for the rest of her life. Her sense of spirituality was strongly influenced by William Henry Channing, a nationally known minister of that church who also assisted her with several of her reform projects. Anthony was listed as a member of First Unitarian in a church history written in 1881. Anthony, proud of her Quaker roots, continued to describe herself as a Quaker, however. She maintained her membership in the local Hicksite body but did not attend its meetings. She joined the Congregational Friends, an organization that was created by Quakers in western New York after the 1848 split among Quakers there. This group soon ceased to operate as a religious body, however, and changed its name to the Friends of Human Progress, organizing annual meetings in support of social reform that welcomed everyone, including "Christians, Jews, Mahammedans, and Pagans". Anthony served as secretary of this group in 1857. In 1859, during a period when Rochester Unitarians were gravely impaired by factionalism, Anthony unsuccessfully attempted to start a "Free church in Rochester ... where no doctrines should be preached and all should be welcome." She used as her model the Boston church of Theodore Parker, a Unitarian minister who helped to set the direction of his denomination by rejecting the authority of the Bible and the validity of miracles. Anthony later became close friends with William Channing Gannett, who became the minister of the Unitarian Church in Rochester in 1889, and with his wife Mary, who came from a Quaker background. William had been a national leader of the successful movement within the Unitarian denomination to end the practice of binding it by a formal creed, thereby opening its membership to non-Christians and even non-theists, a goal for the denomination that resembled Anthony's goal for her proposed Free church. After Anthony reduced her arduous travel schedule and made her home in Rochester in 1891, she resumed regular attendance at First Unitarian and also worked with the Gannetts on local reform projects. Her sister Mary Stafford Anthony, whose home had provided a resting place for Anthony during her years of frequent travel, had long played an active role in this church. Her first public speech, delivered at a temperance meeting as a young woman, contained frequent references to God. She soon took a more distant approach, however. While in Europe in 1883, Anthony helped a desperately poor Irish mother of six children. Noting that "the evidences were that 'God' was about to add a No. 7 to her flock", she later commented, "What a dreadful creature their God must be to keep sending hungry mouths while he withholds the bread to fill them!" Elizabeth Cady Stanton said that Anthony was an agnostic, adding, "To her, work is worship ... Her belief is not orthodox, but it is religious." Anthony herself said, "Work and worship are one with me. I can not imagine a God of the universe made happy by my getting down on my knees and calling him 'great.'" When Anthony's sister Hannah was on her death bed, she asked Susan to talk about the great beyond, but, Anthony later wrote, "I could not dash her faith with my doubts, nor could I pretend a faith I had not; so I was silent in the dread presence of death." When an organization offered to sponsor a women's rights convention on the condition that "no speaker should say anything which would seem like an attack on Christianity", Anthony wrote to a friend, "I wonder if they'll be as particular to warn all other speakers not to say anything which shall sound like an attack on liberal religion. They never seem to think we have any feelings to be hurt when we have to sit under their reiteration of orthodox cant and dogma." Views on marriage As a teen, Anthony went to parties, and she had offers of marriage when she was older, but there is no record of her ever having a serious romance. Anthony loved children, however, and helped raise the children in the Stanton household. Referring to her niece, she wrote, "The dear little Lucy engrosses most of my time and thoughts. A child one loves is a constant benediction to the soul, whether or not it helps to the accomplishment of great intellectual feats." As a young worker in the women's rights movement, Anthony expressed frustration when some of her co-workers began to marry and have children, sharply curtailing their ability to work for the understaffed movement. When Lucy Stone abandoned her pledge to stay single, Anthony's scolding remarks caused a temporary rupture in their friendship. Journalists repeatedly asked Anthony to explain why she never married. She answered one by saying, "It always happened that the men I wanted were those I could not get, and those who wanted me I wouldn't have." To another, she answered, "I never found the man who was necessary to my happiness. I was very well as I was." To a third she said, "I never felt I could give up my life of freedom to become a man's housekeeper. When I was young, if a girl married poor, she became a housekeeper and a drudge. If she married wealth she became a pet and a doll. Just think, had I married at twenty, I would have been a drudge or a doll for fifty-nine years. Think of it!" Anthony fiercely opposed laws that gave husbands complete control over the marriage. Blackstone's Commentaries, the basis for the legal systems in most states at that time, stated that, "By marriage, the husband and wife are one person in law: that is, the very being or legal existence of the woman is suspended during the marriage". In a speech in 1877, Anthony predicted "an epoch of single women. If women will not accept marriage with subjugation, nor men proffer it without, there is, there can be, no alternative. The woman who will not be ruled must live without marriage." Views on abortion Anthony showed little interest in the topic of abortion. Ann D. Gordon, who led the Elizabeth Cady Stanton and Susan B. Anthony Papers project, an undertaking to collect and document materials written by those two co-workers, said that Anthony "never voiced an opinion about the sanctity of fetal life ... and she never voiced an opinion about using the power of the state to require that pregnancies be brought to term." Lynn Sherr, author of a biography of Anthony, said that Anthony never stated her views on abortion, saying, "I looked desperately for some kind of evidence one way or the other as to what her position was, and it just wasn't there." A dispute over Anthony's views on abortion developed after 1989 when some members of the anti-abortion movement began to portray Anthony as "an outspoken critic of abortion", citing various statements they said she had made. The anti-abortion advocacy group Susan B. Anthony List named itself after her on this basis. Gordon, Sherr and others contested this portrayal, saying these statements either were not made by Anthony, were not about abortion, or had been taken out of context. Commemoration The first memorial to Anthony was established by African Americans. In 1907, a year after Anthony's death, a stained-glass window was installed at the African Methodist Episcopal Zion church in Rochester that featured her portrait and the words "Failure is Impossible", a quote from her that had become a watchword for the women's suffrage movement. It was installed through the efforts of Hester C. Jeffrey, the president of the Susan B. Anthony Club, an organization of African American women in Rochester. Speaking at the window's dedication, Jeffrey said, "Miss Anthony had stood by the Negroes when it meant almost death to be a friend of the colored people." This church had a history of involvement in issues of social justice: in 1847, Frederick Douglass printed the first editions of The North Star, his abolitionist newspaper, in its basement. Anthony is commemorated along with Elizabeth Cady Stanton and Lucretia Mott in the Portrait Monument sculpture by Adelaide Johnson at the United States Capitol, unveiled in 1921. Originally kept on display in the crypt of the US Capitol, the sculpture was moved to its current location and more prominently displayed in the rotunda in 1997. In 1922, sculptor Leila Usher donated a bas-relief of Susan B. Anthony to the National Woman's Party, which was installed at their headquarters near Washington, DC. Usher was also responsible for the creation of a similar bronze medallion donated to Bryn Mawr College in 1901. The US Post Office issued its first postage stamp honoring Anthony in 1936 on the 16th anniversary of the ratification of the 19th Amendment, which ensured women's right to vote. A second stamp honoring Anthony was issued in April 1958. In 1950, she was inducted into the Hall of Fame for Great Americans; a bust of her was placed there in 1952 that had been sculpted by Brenda Putnam. New York Radical Feminists, founded in 1969, was organized into small cells or "brigades" named after notable feminists of the past; Anne Koedt and Shulamith Firestone led the Stanton-Anthony Brigade. Since 1970, the Susan B. Anthony Award is given annually by the NYC chapter of the National Organization for Women to honor "grassroots activists dedicated to improving the lives of women and girls in New York City." In 1971, Zsuzsanna Budapest founded the Susan B. Anthony Coven #1 – the first feminist, women-only, witches' coven. In 1973, she was inducted into the National Women's Hall of Fame. In 1979, the United States Mint began issuing the Susan B. Anthony dollar coin, the first US coin to honor a female citizen. The artwork The Dinner Party, first exhibited in 1979, features a place setting for Anthony. The Elizabeth Cady Stanton and Susan B. Anthony Papers project was an academic undertaking to collect and document all available materials written by Elizabeth Cady Stanton and Anthony, which began in 1982. The project has since been ended. In 1999, Ken Burns and others produced the documentary Not for Ourselves Alone: The Story of Elizabeth Cady Stanton & Susan B. Anthony. Also in 1999, a sculpture by Ted Aub was unveiled commemorating when on May 12, 1851, Amelia Bloomer introduced Anthony to Elizabeth Cady Stanton. This sculpture, called "When Anthony Met Stanton", consists of the three women depicted as life-size bronze statues, and is placed overlooking Van Cleef Lake in Seneca Falls, New York, where the introduction occurred. In 2007, the Troup–Howell Bridge in Rochester, New York, was redesigned and renamed the Frederick Douglass–Susan B. Anthony Memorial Bridge. The place where Anthony and other women led by her voted in 1872 now has a bronze sculpture of a locked ballot box flanked by two pillars, which is called the 1872 Monument, and was dedicated in August 2009, on the 89th anniversary of the Nineteenth Amendment. Leading away from the 1872 Monument there is the Susan B. Anthony Trail, which runs beside the 1872 Café, named for the year of Anthony's vote. Nearby is the "Let's Have Tea" sculpture of Anthony and Frederick Douglass. The US Treasury Department announced on April 20, 2016, that an image of Anthony would appear on the back of a newly designed $10 bill along with Lucretia Mott, Sojourner Truth, Elizabeth Cady Stanton and Alice Paul. The original plan was for a woman to appear on the front of the $10 bill, with Anthony under consideration for that position. The final plan, however, calls for Alexander Hamilton, the first US Secretary of the Treasury, to retain his current position there. Designs for new $5, $10 and $20 bills will be unveiled in 2020 in conjunction with the 100th anniversary of American women winning the right to vote via the 19th Amendment. In 2016, Lovely Warren, the mayor of Rochester, put a red, white and blue sign next to
that voice is stilled which I have loved to hear for fifty years. Always I have felt I must have Mrs. Stanton's opinion of things before I knew where I stood myself. I am all at sea..." Later life Having lived for years in hotels and with friends and relatives, Anthony agreed to settle into her sister Mary Stafford Anthony's house in Rochester in 1891, at the age of 71. Her energy and stamina, which sometimes exhausted her co-workers, continued at a remarkable level. At age 75, she toured Yosemite National Park on the back of a mule. She remained as leader of the NAWSA and continued to travel extensively on suffrage work. She also engaged in local projects. In 1893, she initiated the Rochester branch of the Women's Educational and Industrial Union. In 1898, she called a meeting of 73 local women's societies to form the Rochester Council of Women. She played a key role in raising the funds required by the University of Rochester before they would admit women students, pledging her life insurance policy to close the final funding gap. In 1896, she spent eight months on the California suffrage campaign, speaking as many as three times per day in more than 30 localities. In 1900, she presided over her last NAWSA convention. During the six remaining years of her life, Anthony spoke at six more NAWSA conventions and four congressional hearings, completed the fourth volume of the History of Woman Suffrage, and traveled to eighteen states and to Europe. As Anthony's fame grew, some politicians (certainly not all of them) were happy to be publicly associated with her. Her seventieth birthday was celebrated at a national event in Washington with prominent members of the House and Senate in attendance. Her eightieth birthday was celebrated at the White House at the invitation of President William McKinley. Death and legacy Susan B. Anthony died at the age of 86 of heart failure and pneumonia in her home in Rochester, New York, on March 13, 1906. She was buried at Mount Hope Cemetery, Rochester. At her birthday celebration in Washington, D.C., a few days earlier, Anthony had spoken of those who had worked with her for women's rights: "There have been others also just as true and devoted to the cause—I wish I could name every one—but with such women consecrating their lives, failure is impossible!" "Failure is impossible" quickly became a watchword for the women's movement. Anthony did not live to see the achievement of women's suffrage at the national level, but she still expressed pride in the progress the women's movement had made. At the time of her death, women had achieved suffrage in Wyoming, Utah, Colorado and Idaho, and several larger states followed soon after. Legal rights for married women had been established in most states, and most professions had at least a few women members. 36,000 women were attending colleges and universities, up from zero a few decades earlier." Two years before she died, Anthony said, "The world has never witnessed a greater revolution than in the sphere of woman during this fifty years". Part of the revolution, in Anthony's view, was in ways of thinking. In a speech in 1889, she noted that women had always been taught that their purpose was to serve men, but "Now, after 40 years of agitation, the idea is beginning to prevail that women were created for themselves, for their own happiness, and for the welfare of the world." Anthony was sure that women's suffrage would be achieved, but she also feared that people would forget how difficult it was to achieve it, as they were already forgetting the ordeals of the recent past: Anthony's death was widely mourned. Clara Barton, founder of the American Red Cross, said just before Anthony's death, "A few days ago someone said to me that every woman should stand with bared head before Susan B. Anthony. 'Yes,' I answered, 'and every man as well.' ... For ages he has been trying to carry the burden of life's responsibilities alone... Just now it is new and strange and men cannot comprehend what it would mean but the change is not far away." In her history of the women's suffrage movement, Eleanor Flexner wrote, "If Lucretia Mott typified the moral force of the movement, if Lucy Stone was its most gifted orator and Mrs. Stanton its most outstanding philosopher, Susan Anthony was its incomparable organizer, who gave it force and direction for half a century." The Nineteenth Amendment, which prohibited the denial of suffrage because of sex, was colloquially known as the Susan B. Anthony Amendment. After it was ratified in 1920, the National American Woman Suffrage Association, whose character and policies were strongly influenced by Anthony, was transformed into the League of Women Voters, which is still an active force in U.S. politics. Anthony's papers are held in library collections of Harvard University and its Radcliffe Institute, Rutgers University, the Library of Congress, and Smith College. She is the author of a 6 volume work History of Woman Suffrage (1881). Views Views on religion Anthony was raised a Quaker, but her religious heritage was mixed. On her mother's side, her grandmother was a Baptist and her grandfather was a Universalist. Her father was a radical Quaker who chafed under the restrictions of his more conservative congregation. When the Quakers split in the late 1820s into Orthodox and Hicksites, her family sided with the Hicksites, which Anthony described as "the radical side, the Unitarian". In 1848, three years after the Anthony family moved to Rochester, a group of about 200 Quakers withdrew from the Hicksite organization in western New York, partly because they wanted to work in social reform movements without interference from that organization. Some of them, including the Anthony family, began attending services at the First Unitarian Church of Rochester. When Susan B. Anthony returned home from teaching in 1849, she joined her family in attending services there, and she remained with the Rochester Unitarians for the rest of her life. Her sense of spirituality was strongly influenced by William Henry Channing, a nationally known minister of that church who also assisted her with several of her reform projects. Anthony was listed as a member of First Unitarian in a church history written in 1881. Anthony, proud of her Quaker roots, continued to describe herself as a Quaker, however. She maintained her membership in the local Hicksite body but did not attend its meetings. She joined the Congregational Friends, an organization that was created by Quakers in western New York after the 1848 split among Quakers there. This group soon ceased to operate as a religious body, however, and changed its name to the Friends of Human Progress, organizing annual meetings in support of social reform that welcomed everyone, including "Christians, Jews, Mahammedans, and Pagans". Anthony served as secretary of this group in 1857. In 1859, during a period when Rochester Unitarians were gravely impaired by factionalism, Anthony unsuccessfully attempted to start a "Free church in Rochester ... where no doctrines should be preached and all should be welcome." She used as her model the Boston church of Theodore Parker, a Unitarian minister who helped to set the direction of his denomination by rejecting the authority of the Bible and the validity of miracles. Anthony later became close friends with William Channing Gannett, who became the minister of the Unitarian Church in Rochester in 1889, and with his wife Mary, who came from a Quaker background. William had been a national leader of the successful movement within the Unitarian denomination to end the practice of binding it by a formal creed, thereby opening its membership to non-Christians and even non-theists, a goal for the denomination that resembled Anthony's goal for her proposed Free church. After Anthony reduced her arduous travel schedule and made her home in Rochester in 1891, she resumed regular attendance at First Unitarian and also worked with the Gannetts on local reform projects. Her sister Mary Stafford Anthony, whose home had provided a resting place for Anthony during her years of frequent travel, had long played an active role in this church. Her first public speech, delivered at a temperance meeting as a young woman, contained frequent references to God. She soon took a more distant approach, however. While in Europe in 1883, Anthony helped a desperately poor Irish mother of six children. Noting that "the evidences were that 'God' was about to add a No. 7 to her flock", she later commented, "What a dreadful creature their God must be to keep sending hungry mouths while he withholds the bread to fill them!" Elizabeth Cady Stanton said that Anthony was an agnostic, adding, "To her, work is worship ... Her belief is not orthodox, but it is religious." Anthony herself said, "Work and worship are one with me. I can not imagine a God of the universe made happy by my getting down on my knees and calling him 'great.'" When Anthony's sister Hannah was on her death bed, she asked Susan to talk about the great beyond, but, Anthony later wrote, "I could not dash her faith with my doubts, nor could I pretend a faith I had not; so I was silent in the dread presence of death." When an organization offered to sponsor a women's rights convention on the condition that "no speaker should say anything which would seem like an attack on Christianity", Anthony wrote to a friend, "I wonder if they'll be as particular to warn all other speakers not to say anything which shall sound like an attack on liberal religion. They never seem to think we have any feelings to be hurt when we have to sit under their reiteration of orthodox cant and dogma." Views on marriage As a teen, Anthony went to parties, and she had offers of marriage when she was older, but there is no record of her ever having a serious romance. Anthony loved children, however, and helped raise the children in the Stanton household. Referring to her niece, she wrote, "The dear little Lucy engrosses most of my time and thoughts. A child one loves is a constant benediction to the soul, whether or not it helps to the accomplishment of great intellectual feats." As a young worker in the women's rights movement, Anthony expressed frustration when some of her co-workers began to marry and have children, sharply curtailing their ability to work for the understaffed movement. When Lucy Stone abandoned her pledge to stay single, Anthony's scolding remarks caused a temporary rupture in their friendship. Journalists repeatedly asked Anthony to explain why she never married. She answered one by saying, "It always happened that the men I wanted were those I could not get, and those who wanted me I wouldn't have." To another, she answered, "I never found the man who was necessary to my happiness. I was very well as I was." To a third she said, "I never felt I could give up my life of freedom to become a man's housekeeper. When I was young, if a girl married poor, she became a housekeeper and a drudge. If she married wealth she became a pet and a doll. Just think, had I married at twenty, I would have been a drudge or a doll for fifty-nine years. Think of it!" Anthony fiercely opposed laws that gave husbands complete control over the marriage. Blackstone's Commentaries, the basis for the legal systems in most states at that time, stated that, "By marriage, the husband and wife are one person in law: that is, the very being or legal existence of the woman is suspended during the marriage". In a speech in 1877, Anthony predicted "an epoch of single women. If women will not accept marriage with subjugation, nor men proffer it without, there is, there can be, no alternative. The woman who will not be ruled must live without marriage." Views on abortion Anthony showed little interest in the topic of abortion. Ann D. Gordon, who led the Elizabeth Cady Stanton and Susan B. Anthony Papers project, an undertaking to collect and document materials written by those two co-workers, said that Anthony "never voiced an opinion about the sanctity of fetal life ... and she never voiced an opinion about using the power of the state to require that pregnancies be brought to term." Lynn Sherr, author of a biography of Anthony, said that Anthony never stated her views on abortion, saying, "I looked desperately for some kind of evidence one way or the other as to what her position was, and it just wasn't there." A dispute over Anthony's views on abortion developed after 1989 when some members of the anti-abortion movement began to portray Anthony as "an outspoken critic of abortion", citing various statements they said she had made. The anti-abortion advocacy group Susan B. Anthony List named itself after her on this basis. Gordon, Sherr and others contested this portrayal, saying these statements either were not made by Anthony, were not about abortion, or had been taken out of context. Commemoration The first memorial to Anthony was established by African Americans. In 1907, a year after Anthony's death, a stained-glass window was installed at the African Methodist Episcopal Zion church in Rochester that featured her portrait and the words "Failure is Impossible", a quote from her that had become a watchword for the women's suffrage movement. It was installed through the efforts of Hester C. Jeffrey, the president of the Susan B. Anthony Club, an organization of African American women in Rochester. Speaking at the window's dedication, Jeffrey said, "Miss Anthony had stood by the Negroes when it meant almost death to be a friend of the colored people." This church had a history of involvement in issues of social justice: in 1847, Frederick Douglass printed the first editions of The North Star, his abolitionist newspaper, in its basement. Anthony is commemorated along with Elizabeth Cady Stanton and Lucretia Mott in the Portrait Monument sculpture by Adelaide Johnson at the United States Capitol, unveiled in 1921. Originally kept on display in the crypt of the US Capitol, the sculpture was moved to its current location and more prominently displayed in the rotunda in 1997. In 1922, sculptor Leila Usher donated a bas-relief of Susan B. Anthony to the National Woman's Party, which was installed at their headquarters near Washington, DC. Usher was also responsible for the creation of a similar bronze medallion donated to Bryn Mawr College in 1901. The US Post Office issued its first postage stamp honoring Anthony in 1936 on the 16th anniversary of the ratification of the 19th Amendment, which ensured women's right to vote. A second stamp honoring Anthony was issued in April 1958. In 1950, she was inducted into the Hall of Fame for Great Americans; a bust of her was placed there in 1952 that had been sculpted by Brenda Putnam. New York Radical Feminists, founded in 1969, was organized into small cells or "brigades" named after notable feminists of the past; Anne Koedt and Shulamith Firestone led the Stanton-Anthony Brigade. Since 1970, the Susan B. Anthony Award is given annually by the NYC chapter of the National Organization for Women to honor "grassroots activists dedicated to improving the lives of women and girls in New York City." In 1971, Zsuzsanna Budapest founded the Susan B. Anthony Coven #1 – the first feminist, women-only, witches' coven. In 1973, she was inducted into the National Women's Hall of Fame. In 1979, the United States Mint began issuing the Susan B. Anthony dollar coin, the first US coin to honor a female citizen. The artwork The Dinner Party, first exhibited in 1979, features a place setting for Anthony. The Elizabeth Cady Stanton and Susan B. Anthony Papers project was an academic undertaking to collect and document all available materials written by Elizabeth Cady Stanton and Anthony, which began in 1982. The project has since been ended. In 1999, Ken Burns and others produced the documentary Not for Ourselves Alone: The Story of Elizabeth Cady Stanton & Susan B. Anthony. Also in 1999, a sculpture by Ted Aub was unveiled commemorating when on May 12, 1851, Amelia Bloomer introduced Anthony to Elizabeth Cady Stanton. This sculpture, called "When Anthony Met Stanton", consists of the three women depicted as life-size bronze statues, and is placed overlooking Van Cleef Lake in Seneca Falls, New York, where the introduction occurred. In 2007, the Troup–Howell Bridge in Rochester, New York, was redesigned and renamed the Frederick Douglass–Susan B. Anthony Memorial Bridge. The place where Anthony and other women led by her voted in 1872 now has a bronze sculpture of a locked ballot box flanked by two pillars, which is called the 1872 Monument, and was dedicated in August 2009, on the 89th anniversary of the Nineteenth Amendment. Leading away from the 1872 Monument there is the Susan B. Anthony Trail, which runs beside the 1872 Café, named for the year of Anthony's vote. Nearby is the "Let's Have Tea" sculpture of Anthony and Frederick Douglass. The US Treasury Department announced on April 20, 2016, that an image of Anthony would appear on the back of a newly designed $10 bill along with Lucretia Mott, Sojourner Truth, Elizabeth Cady Stanton and Alice Paul. The original plan was for a woman to appear on the front of the $10 bill, with Anthony under consideration for that position. The final plan, however, calls for Alexander Hamilton, the first US Secretary of the Treasury, to retain his current position there. Designs for new $5, $10 and $20 bills will be unveiled in 2020 in conjunction with the 100th anniversary of American women winning the right to vote via the 19th Amendment. In 2016, Lovely Warren, the mayor of Rochester, put a red, white and blue sign next to Anthony's grave the day after Hillary Clinton obtained the nomination at the Democratic National Convention; the sign stated, "Dear Susan B., we thought you might like to know that for the first time in history, a woman is running for president representing a major party. 144 years ago, your illegal vote got you arrested. It took another 48 years for women to finally gain the right to vote. Thank you for paving the way." The city of Rochester put pictures of the message on Twitter and requested that residents go to Anthony's grave to sign it. Anthony's home in Rochester is now a National Historic Landmark called the National Susan B. Anthony Museum and House. The house of her birth in Adams, Massachusetts, and her childhood home in Battenville, New York, are listed on the National Register of Historic Places. In 2001, the Cathedral of St. John the Divine in Manhattan, one of the world's largest, added a sculpture honoring Anthony and three other heroes of the twentieth century: Martin Luther King Jr., Albert Einstein, and Mahatma Gandhi. Susan B. Anthony Day is a commemorative holiday to celebrate the birth of Anthony and women's suffrage in the United States. The holiday is February 15—Anthony's birthday. The Susan B. Anthony List (SBA List) is a non-profit organization that seeks to reduce and ultimately end abortion in the U.S. On February 15, 2020, Google celebrated her 200th birthday with a Google Doodle. Gallery See also List of civil rights leaders List of suffragists and suffragettes List of women's rights activists Susan B. Anthony abortion dispute Timeline of women's suffrage Timeline of women's suffrage in the United States Women's suffrage organizations Susan B. Anthony dollar Susan B. Anthony Day References Citations Sources Secondary sources Bacon, Margaret Hope (1986). Mothers of Feminism: The Story of Quaker Women in America. San Francisco: Harper & Row. Baker, Jean H. Sisters: The Lives of America's Suffragists (2006) pp 55–92 Barry, Kathleen (1988). Susan B. Anthony: A Biography of a Singular Feminist. New York: Ballantine Books. . Cullen-DuPont, Kathryn (2000). The Encyclopedia of Women's History in America, second edition. New York: Facts on File. . Debs, Eugene V. "Susan B. Anthony: Pioneer of Freedom," Pearson's Magazine, vol. 38, no. 1 (July 1917), pp. 5–7. DuBois, Ellen Carol (1978). Feminism and Suffrage: The Emergence of an Independent Women's Movement in America, 1848–1869. Ithaca, NY: Cornell University Press. . Dudden, Faye E (2011). Fighting Chance: The Struggle over Woman Suffrage and Black Suffrage in Reconstruction America. New York: Oxford University Press. . Flexner, Eleanor (1959). Century of Struggle. Cambridge, MA: Belknap Press of Harvard University Press. . Gordon, Ann D. "Susan B. Anthony" American National Biography (2000) Online Griffith, Elisabeth (1984). In Her Own Right: The Life of Elizabeth Cady Stanton. New York: Oxford University Press. Hewitt, Nancy A., 2001. Women's Activism and Social Change: Rochester, New York, 1822–1872. Lexington Books, Lanham, Maryland. . Hull, N. E. H. (2012). The Woman Who Dared to Vote: The Trial of Susan B. Anthony. University Press of Kansas. . Lutz, Alma (1959). Susan B. Anthony: Rebel, Crusader, Humanitarian. Boston: Beacon Press. . Text provided by Project Gutenberg. McKelvey, Blake (April 1945). "Susan B. Anthony" . Rochester History (Rochester Public Library) VII (2). McDaneld, Jen. "White Suffragist Dis/Entitlement: The Revolution and the Rhetoric of Racism." Legacy: A Journal of American Women Writers 30.2 (2013): 243–264. On racism of Anthony and Stanton in 1868–1869. online McPherson, James (1964). The Struggle for Equality: Abolitionists and the Negro in the Civil War and Reconstruction. Princeton, NJ, Princeton University Press. . Million, Joelle (2003). Woman's Voice, Woman's Place: Lucy Stone and the Birth of the Woman's Rights Movement. Westport, CT: Praeger. . Ridarsky, Christine L. and Mary M. Huth, eds. Susan B. Anthony and the Struggle for Equal Rights (2012) essays by scholars excerpt Stanton, Elizabeth Cady; Anthony, Susan B.; Gage, Matilda Joslyn; Harper, Ida (1881–1922). History of Woman Suffrage in six volumes. Rochester, NY: Susan B. Anthony (Charles Mann Press). Tetrault, Lisa. The Myth of Seneca Falls: Memory and the Women's Suffrage Movement, 1848–1898. University of North Carolina Press, 2014. Troncale, Jennifer M., and Jennifer Strain. "Marching with Aunt Susan: Susan B. Anthony and the Fight for Women's Suffrage." Social Studies Research & Practice (2013) 8#2. Venet, Wendy Hamand (1991). Neither Ballots nor Bullets: Women Abolitionists and the Civil War. Charlottesville, VA: University Press of Virginia. . Ward, Geoffrey C., with essays by Martha Saxton, Ann D. Gordon and Ellen Carol DuBois (1999). Not for Ourselves Alone: The Story of Elizabeth Cady Stanton and Susan B. Anthony. New York: Alfred Knopf. Primary sources DuBois, Ellen C. ed. Elizabeth Cady Stanton, Susan B. Anthony: Correspondence, Writings, Speeches (rev. ed., 1992). Gordon, Ann D., ed. (1997). The Selected Papers of Elizabeth Cady Stanton and Susan B. Anthony: In
July 14, 1521, they explored the land around Winyah Bay. On October 8, 1526, they founded San Miguel de Gualdape, near present-day Georgetown, South Carolina. It was the first European settlement in what is now the contiguous United States. Established with five hundred settlers, it was abandoned eight months later by one hundred and fifty survivors. In 1540, Hernando de Soto explored the region and the main town of Cofitachequi, where he captured the queen of the Maskoki (Muscogee) and the Chelaque (Cherokee) who had welcomed him. In 1562 French Huguenots established a settlement at what is now the Charlesfort-Santa Elena archaeological site on Parris Island. Many of these settlers preferred a natural life far from civilization and the atrocities of the Wars of Religion. The garrison lacked supplies, however, and the soldiers (as in the France Antarctique) soon ran away. The French returned two years later but settled in present-day Florida rather than South Carolina. Colonization Sixty years later, in 1629, King of England Charles I established the Province of Carolina, an area covering what is now South and North Carolina, Georgia and Tennessee. In 1663, Charles II granted the land to eight Lords Proprietors in return for their financial and political assistance in restoring him to the throne in 1660. Anthony Ashley Cooper, one of the Lord Proprietors, planned the Grand Model for the Province of Carolina and wrote the Fundamental Constitutions of Carolina, which laid the basis for the future colony. His utopia was inspired by John Locke, an English philosopher and physician, widely regarded as one of the most influential of Enlightenment thinkers and commonly known as the "Father of Liberalism". The Carolina slave trade, which included both trading and direct raids by colonists, was the largest among the British colonies in North America. Between 1670 and 1715, between 24,000 and 51,000 captive Native Americans were exported from South Carolina — more than the number of Africans imported to the colonies of the future United States during the same period. Additional enslaved Native Americans were exported from South Carolina to other U.S. colonies. The historian Alan Gallay says, "the trade in Indian slaves was at the center of the English empire's development in the American South. The trade in Indian slaves was the most important factor affecting the South in the period 1670 to 1715". In the 1670s, English planters from Barbados established themselves near what is now Charleston. Settlers from all over Europe built rice plantations in the South Carolina Lowcountry, east of the Atlantic Seaboard fall line. Plantation labor was done by African slaves who formed the majority of the population by 1720. Another cash crop was the indigo plant, a plant source of blue dye, developed by Eliza Lucas. Meanwhile, Upstate South Carolina, west of the Fall Line, was settled by small farmers and traders, who displaced Native American tribes westward. Colonists overthrew the proprietors' rule, seeking more direct representation. In 1712, the former Province of Carolina split in to North and South Carolina. In 1719, South Carolina was officially made a royal colony. South Carolina prospered from the fertility of the lowcountry and the harbors, such as at Charleston. It allowed religious toleration, encouraging settlement, and trade in deerskin, lumber, and beef thrived. Rice cultivation was developed on a large scale on the back of slave labor. By the second half of the 1700s, South Carolina was one of the richest of the Thirteen Colonies. The American Revolution On March 26, 1776, the colony adopted the Constitution of South Carolina, electing John Rutledge as the state's first president. In February 1778, South Carolina became the first state to ratify the Articles of Confederation, the initial governing document of the United States, and in May 1788, South Carolina ratified the United States Constitution, becoming the eighth state to enter the union. During the American Revolutionary War (1775–1783), about a third of combat action took place in South Carolina, more than in any other state. Inhabitants of the state endured being invaded by British forces and an ongoing civil war between loyalists and partisans that devastated the backcountry. It is estimated 25,000 slaves (30% of those in South Carolina) fled, migrated or died during the war. Antebellum America's first census in 1790 put the state's population at nearly 250,000. By the 1800 census, the population had increased 38 per cent to nearly 340,000 of which 146,000 were slaves. At that time South Carolina had the largest population of Jews in the sixteen states of the United States, mostly based in Savannah and Charleston, the latter being the country's fifth largest city. In the Antebellum period (before the Civil War) the state's economy and population grew. Cotton became an important crop after the invention of the cotton gin. While nominally democratic, from 1790 until 1865, wealthy landowners were in control of South Carolina. For example, a man was not eligible to sit in the State House of Representatives unless he possessed an estate of 500 acres of land and 10 Negroes, or at least 150 pounds sterling, diminishing the electorate. Further, the state maintained indirect election of electors by the state legislature until 1868, the last state to do so. Voters thus did not participate in presidential elections, other than through state-wide elections. Columbia, the new state capital was founded in the center of the state, and the State Legislature first met there in 1790. The town grew after it was connected to Charleston by the Santee Canal in 1800, one of the first canals in the United States. As dissatisfaction of the planters ruling class with the federal government grew, in the 1820s John C. Calhoun became a leading proponent of states' rights, limited government, nullification of the U.S. Constitution, and free trade. In 1832, the Ordinance of Nullification declared federal tariff laws unconstitutional and not to be enforced in the state, leading to the Nullification Crisis. The federal Force Bill was enacted to use whatever military force necessary to enforce federal law in the state, bringing South Carolina back into line. In the United States presidential election of 1860, voting was sharply divided, with the south voting for the Southern Democrats and the north for Abraham Lincoln's Republican Party. Lincoln was anti-slavery, did not acknowledge the right to secession, and would not yield federal property in Southern states. Southern secessionists believed Lincoln's election meant long-term doom for their slavery-based agrarian economy and social system. Lincoln was elected president on November 6, 1860. The state House of Representatives three days later passed the "Resolution to Call the Election of Abraham Lincoln as U.S. President a Hostile Act", and within weeks South Carolina became the first state to secede. Civil War 1861–1865 On April 12, 1861, Confederate batteries began shelling the Union Fort Sumter in Charleston Harbor, and the American Civil War began. In November of that year the Union attacked Port Royal Sound and soon occupied Beaufort County and the neighboring Sea Islands. For the rest of the war this area served as a Union base and staging point for other operations. Whites abandoned their plantations, leaving behind about ten thousand enslaved people. Several Northern charities partnered with the federal government to help these people run the cotton farms themselves under the Port Royal Experiment. Workers were paid by the pound harvested and thus became the first enslaved people freed by the Union forces to earn wages. Although the state was not a major battleground, the war ruined the economy. Under conscription, all white men aged 18–35 (later 45) were drafted for Confederate service. More than 60,000 served, and the state lost nearly one-third of the white male population of fighting age. At the end of the war in early 1865, the troops of General William Tecumseh Sherman marched across the state devastating plantations and most of Columbia. South Carolina would be readmitted to the Union on July 9, 1868. Reconstruction 1865–1877 After the war, South Carolina was restored to the United States during Reconstruction. Under presidential Reconstruction (1865–66), freedmen (former slaves) were given limited rights. Under Radical reconstruction (1867–1877), a Republican coalition of freedmen, carpetbaggers and scalawags was in control, supported by Union Army forces. They established public education, welfare institutions, and home rule for counties, expanding democracy. In Texas vs. White (1869), the Supreme Court ruled the ordinances of secession (including that of South Carolina) were invalid, and thus those states had never left the Union. However, South Carolina did not regain representation in Congress until that date. Until the 1868 presidential election, South Carolina's legislature, not the voters, chose the state's electors for the presidential election. South Carolina was the last state to choose its electors in this manner. On October 19, 1871, President Ulysses S. Grant suspended habeas corpus in nine South Carolina counties under the authority of the Ku Klux Klan Act. Led by Grant's Attorney General Amos T. Akerman, hundreds of Klansmen were arrested while 2,000 Klansmen fled the state. This was done to suppress Klan violence against African-American and white voters in the South. In the mid-to-late 1870s, white Democrats used paramilitary groups such as the Red Shirts to intimidate and terrorize black voters. They regained political control of the state under conservative white "Redeemers" and pro-business Bourbon Democrats. In 1877, the federal government withdrew its troops as part of the Compromise of 1877 that ended Reconstruction. Populist and agrarian movements The state became a hotbed of racial and economic tensions during the Populist and Agrarian movements of the 1890s. A Republican-Populist biracial coalition took power away from White Democrats temporarily. To prevent that from happening again, Democrats gained passage of a new constitution in 1895 which effectively disenfranchised almost all blacks and many poor whites by new requirements for poll taxes, residency, and literacy tests that dramatically reduced the voter rolls. By 1896, only 5,500 black voters remained on the voter registration rolls, although they constituted a majority of the state's population. The 1900 census demonstrated the extent of disenfranchisement: the 782,509 African American citizens comprised more than 58% of the state's population, but they were essentially without any political representation in the Jim Crow society. The 1895 constitution overturned local representative government, reducing the role of the counties to agents of state government, effectively ruled by the General Assembly, through the legislative delegations for each county. As each county had one state senator, that person had considerable power. The counties lacked representative government until home rule was passed in 1975. Governor "Pitchfork Ben Tillman", a Populist, led the effort to disenfranchise the blacks and poor whites, although he controlled Democratic state politics from the 1890s to 1910 with a base among poor white farmers. During the constitutional convention in 1895, he supported another man's proposal that the state adopt a one-drop rule, as well as prohibit marriage between whites and anyone with any known African ancestry. Some members of the convention realized prominent white families with some African ancestry could be affected by such legislation. In terms similar to a debate in Virginia in 1853 on a similar proposal (which was dropped), George Dionysius Tillman said in opposition: If the law is made as it now stands respectable families in Aiken, Barnwell, Colleton, and Orangeburg will be denied the right to intermarry among people with whom they are now associated and identified. At least one hundred families would be affected to my knowledge. They have sent good soldiers to the Confederate Army, and are now landowners and taxpayers. Those men served creditably, and it would be unjust and disgraceful to embarrass them in this way. It is a scientific fact that there is not one full-blooded Caucasian on the floor of this convention. Every member has in him a certain mixture of... colored blood. The pure-blooded white has needed and received a certain infusion of darker blood to give him readiness and purpose. It would be a cruel injustice and the source of endless litigation, of scandal, horror, feud, and bloodshed to undertake to annul or forbid marriage for a remote, perhaps obsolete trace of Negro blood. The doors would be open to scandal, malice and greed; to statements on the witness stand that the father or grandfather or grandmother had said that A or B had Negro blood in their veins. Any man who is half a man would be ready to blow up half the world with dynamite to prevent or avenge attacks upon the honor of his mother in the legitimacy or purity of the blood of his father.Joel Williamson, New People: Miscegenation and Mulattoes in the United States (New York, 1980) 93Theodore D. Jervey, The Slave Trade: Slavery and Color (Columbia: The State Company, 1925), p. 199 The state postponed such a one-drop law for years. Virginian legislators adopted a one-drop law in 1924, forgetting that their state had many people of mixed ancestry among those who identified as white. 20th century Early in the 20th century, South Carolina developed a thriving textile industry. The state also converted its main agricultural base from cotton, to more profitable crops. It would attract large military bases during World War I, through its majority Democratic congressional delegation, part of the one-party Solid South following disfranchisement of blacks. In the late 19th century, South Carolina would implement Jim Crow laws which enforced racial segregation policies until the 1960s. During the early-to-mid part of the 20th century, millions of African Americans left South Carolina and other southern states for jobs, opportunities, and relative freedom in U.S. cities outside the former Confederate states. In total from 1910 to 1970, 6.5 million blacks left the South in the Great Migration. By 1930, South Carolina had a white majority population for the first time since 1708. South Carolina was one of several states that initially rejected the Nineteenth Amendment (1920) giving women the right to vote. The South Carolina legislature later ratified the amendment on July 1, 1969. The struggle of the civil rights movement took place in South Carolina, as they did in other Southern states and elsewhere within the country. South Carolina would experience a much less violent movement than other Deep South states. This tranquil transition from a Jim Crow society occurred because the state's white and black leaders were willing to accept slow change, rather than being utterly unwilling to accept change at all. Other South Carolina political figures, like Sen. Strom Thurmond, on the other hand, were among the nation's most radical and effective opponents of social equality and integration. During the mid-to-late 20th century, South Carolina started to see economic progress first in the textile industry and then in manufacturing. Tourism also started to form into a major industry within the state during the 20th century, especially in areas such as Myrtle Beach and Charleston. 21st century As of 2015, South Carolina had one of the lowest percentages among all states of women in state legislature, at 13.5% (only Louisiana, Oklahoma, and Wyoming had a lower percentage; the national average is 24.3%; with the highest percentage being in Colorado at 41%). In 2011, South Carolina ranked first in the country in the rate of women killed by men. As the 21st century progresses, South Carolina has attracted new business by having a 5% corporate income tax rate, no state property tax, no local income tax, no inventory tax, no sales tax on manufacturing equipment, industrial power or materials for finished products; no wholesale tax, and no unitary tax on worldwide profits. South Carolina was one of the first states to stop paying for 'early elective' deliveries of babies, under either Medicaid and private insurance. The term early elective is defined as a labor induction or Cesarean section between 37 and 39 weeks that is not medically based. This change is intended to result in healthier babies and fewer unnecessary costs for South Carolina. On November 20, 2014, South Carolina became the 35th state to legalize same-sex marriages, when a federal court ordered the change. Geography Regions The state can be divided into three natural geographic areas which then can be subdivided into five distinct cultural regions. The natural environment is divided from east to west by the Atlantic coastal plain, the Piedmont, and the Blue Ridge Mountains. Culturally, the coastal plain is split into the Lowcountry and the Pee Dee region. While, the upper Piedmont region is referred to as the Piedmont and the lower Piedmont region is referred to as the Midlands. The area surrounding the Blue Ridge Mountains is known as the Upstate. The Atlantic Coastal Plain makes up two-thirds of the state. Its eastern border is the Sea Islands, a chain of tidal and barrier islands. The border between the lowcountry and the upcountry is defined by the Atlantic Seaboard fall line, which marks the limit of navigable rivers. Atlantic Coastal Plain The Atlantic Coastal Plain consists of
of Siouan background. Along the Savannah River were the Apalachee, Yuchi, and the Yamasee. Further west were the Cherokee, and along the Catawba River, the Catawba. These tribes were village-dwellers, relying on agriculture as their primary food source. The Cherokee lived in wattle and daub houses made with wood and clay, roofed with wood or thatched grass. About a dozen or more separate small tribes summered on the coast harvesting oysters and fish, and cultivating corn, peas and beans. Travelling inland as much as mostly by canoe, they wintered on the coastal plain, hunting deer and gathering nuts and fruit. The names of these tribes survive in place names like Edisto Island, Kiawah Island, and the Ashepoo River. Exploration The Spanish were the first Europeans in the area. From June 24 to July 14, 1521, they explored the land around Winyah Bay. On October 8, 1526, they founded San Miguel de Gualdape, near present-day Georgetown, South Carolina. It was the first European settlement in what is now the contiguous United States. Established with five hundred settlers, it was abandoned eight months later by one hundred and fifty survivors. In 1540, Hernando de Soto explored the region and the main town of Cofitachequi, where he captured the queen of the Maskoki (Muscogee) and the Chelaque (Cherokee) who had welcomed him. In 1562 French Huguenots established a settlement at what is now the Charlesfort-Santa Elena archaeological site on Parris Island. Many of these settlers preferred a natural life far from civilization and the atrocities of the Wars of Religion. The garrison lacked supplies, however, and the soldiers (as in the France Antarctique) soon ran away. The French returned two years later but settled in present-day Florida rather than South Carolina. Colonization Sixty years later, in 1629, King of England Charles I established the Province of Carolina, an area covering what is now South and North Carolina, Georgia and Tennessee. In 1663, Charles II granted the land to eight Lords Proprietors in return for their financial and political assistance in restoring him to the throne in 1660. Anthony Ashley Cooper, one of the Lord Proprietors, planned the Grand Model for the Province of Carolina and wrote the Fundamental Constitutions of Carolina, which laid the basis for the future colony. His utopia was inspired by John Locke, an English philosopher and physician, widely regarded as one of the most influential of Enlightenment thinkers and commonly known as the "Father of Liberalism". The Carolina slave trade, which included both trading and direct raids by colonists, was the largest among the British colonies in North America. Between 1670 and 1715, between 24,000 and 51,000 captive Native Americans were exported from South Carolina — more than the number of Africans imported to the colonies of the future United States during the same period. Additional enslaved Native Americans were exported from South Carolina to other U.S. colonies. The historian Alan Gallay says, "the trade in Indian slaves was at the center of the English empire's development in the American South. The trade in Indian slaves was the most important factor affecting the South in the period 1670 to 1715". In the 1670s, English planters from Barbados established themselves near what is now Charleston. Settlers from all over Europe built rice plantations in the South Carolina Lowcountry, east of the Atlantic Seaboard fall line. Plantation labor was done by African slaves who formed the majority of the population by 1720. Another cash crop was the indigo plant, a plant source of blue dye, developed by Eliza Lucas. Meanwhile, Upstate South Carolina, west of the Fall Line, was settled by small farmers and traders, who displaced Native American tribes westward. Colonists overthrew the proprietors' rule, seeking more direct representation. In 1712, the former Province of Carolina split in to North and South Carolina. In 1719, South Carolina was officially made a royal colony. South Carolina prospered from the fertility of the lowcountry and the harbors, such as at Charleston. It allowed religious toleration, encouraging settlement, and trade in deerskin, lumber, and beef thrived. Rice cultivation was developed on a large scale on the back of slave labor. By the second half of the 1700s, South Carolina was one of the richest of the Thirteen Colonies. The American Revolution On March 26, 1776, the colony adopted the Constitution of South Carolina, electing John Rutledge as the state's first president. In February 1778, South Carolina became the first state to ratify the Articles of Confederation, the initial governing document of the United States, and in May 1788, South Carolina ratified the United States Constitution, becoming the eighth state to enter the union. During the American Revolutionary War (1775–1783), about a third of combat action took place in South Carolina, more than in any other state. Inhabitants of the state endured being invaded by British forces and an ongoing civil war between loyalists and partisans that devastated the backcountry. It is estimated 25,000 slaves (30% of those in South Carolina) fled, migrated or died during the war. Antebellum America's first census in 1790 put the state's population at nearly 250,000. By the 1800 census, the population had increased 38 per cent to nearly 340,000 of which 146,000 were slaves. At that time South Carolina had the largest population of Jews in the sixteen states of the United States, mostly based in Savannah and Charleston, the latter being the country's fifth largest city. In the Antebellum period (before the Civil War) the state's economy and population grew. Cotton became an important crop after the invention of the cotton gin. While nominally democratic, from 1790 until 1865, wealthy landowners were in control of South Carolina. For example, a man was not eligible to sit in the State House of Representatives unless he possessed an estate of 500 acres of land and 10 Negroes, or at least 150 pounds sterling, diminishing the electorate. Further, the state maintained indirect election of electors by the state legislature until 1868, the last state to do so. Voters thus did not participate in presidential elections, other than through state-wide elections. Columbia, the new state capital was founded in the center of the state, and the State Legislature first met there in 1790. The town grew after it was connected to Charleston by the Santee Canal in 1800, one of the first canals in the United States. As dissatisfaction of the planters ruling class with the federal government grew, in the 1820s John C. Calhoun became a leading proponent of states' rights, limited government, nullification of the U.S. Constitution, and free trade. In 1832, the Ordinance of Nullification declared federal tariff laws unconstitutional and not to be enforced in the state, leading to the Nullification Crisis. The federal Force Bill was enacted to use whatever military force necessary to enforce federal law in the state, bringing South Carolina back into line. In the United States presidential election of 1860, voting was sharply divided, with the south voting for the Southern Democrats and the north for Abraham Lincoln's Republican Party. Lincoln was anti-slavery, did not acknowledge the right to secession, and would not yield federal property in Southern states. Southern secessionists believed Lincoln's election meant long-term doom for their slavery-based agrarian economy and social system. Lincoln was elected president on November 6, 1860. The state House of Representatives three days later passed the "Resolution to Call the Election of Abraham Lincoln as U.S. President a Hostile Act", and within weeks South Carolina became the first state to secede. Civil War 1861–1865 On April 12, 1861, Confederate batteries began shelling the Union Fort Sumter in Charleston Harbor, and the American Civil War began. In November of that year the Union attacked Port Royal Sound and soon occupied Beaufort County and the neighboring Sea Islands. For the rest of the war this area served as a Union base and staging point for other operations. Whites abandoned their plantations, leaving behind about ten thousand enslaved people. Several Northern charities partnered with the federal government to help these people run the cotton farms themselves under the Port Royal Experiment. Workers were paid by the pound harvested and thus became the first enslaved people freed by the Union forces to earn wages. Although the state was not a major battleground, the war ruined the economy. Under conscription, all white men aged 18–35 (later 45) were drafted for Confederate service. More than 60,000 served, and the state lost nearly one-third of the white male population of fighting age. At the end of the war in early 1865, the troops of General William Tecumseh Sherman marched across the state devastating plantations and most of Columbia. South Carolina would be readmitted to the Union on July 9, 1868. Reconstruction 1865–1877 After the war, South Carolina was restored to the United States during Reconstruction. Under presidential Reconstruction (1865–66), freedmen (former slaves) were given limited rights. Under Radical reconstruction (1867–1877), a Republican coalition of freedmen, carpetbaggers and scalawags was in control, supported by Union Army forces. They established public education, welfare institutions, and home rule for counties, expanding democracy. In Texas vs. White (1869), the Supreme Court ruled the ordinances of secession (including that of South Carolina) were invalid, and thus those states had never left the Union. However, South Carolina did not regain representation in Congress until that date. Until the 1868 presidential election, South Carolina's legislature, not the voters, chose the state's electors for the presidential election. South Carolina was the last state to choose its electors in this manner. On October 19, 1871, President Ulysses S. Grant suspended habeas corpus in nine South Carolina counties under the authority of the Ku Klux Klan Act. Led by Grant's Attorney General Amos T. Akerman, hundreds of Klansmen were arrested while 2,000 Klansmen fled the state. This was done to suppress Klan violence against African-American and white voters in the South. In the mid-to-late 1870s, white Democrats used paramilitary groups such as the Red Shirts to intimidate and terrorize black voters. They regained political control of the state under conservative white "Redeemers" and pro-business Bourbon Democrats. In 1877, the federal government withdrew its troops as part of the Compromise of 1877 that ended Reconstruction. Populist and agrarian movements The state became a hotbed of racial and economic tensions during the Populist and Agrarian movements of the 1890s. A Republican-Populist biracial coalition took power away from White Democrats temporarily. To prevent that from happening again, Democrats gained passage of a new constitution in 1895 which effectively disenfranchised almost all blacks and many poor whites by new requirements for poll taxes, residency, and literacy tests that dramatically reduced the voter rolls. By 1896, only 5,500 black voters remained on the voter registration rolls, although they constituted a majority of the state's population. The 1900 census demonstrated the extent of disenfranchisement: the 782,509 African American citizens comprised more than 58% of the state's population, but they were essentially without any political representation in the Jim Crow society. The 1895 constitution overturned local representative government, reducing the role of the counties to agents of state government, effectively ruled by the General Assembly, through the legislative delegations for each county. As each county had one state senator, that person had considerable power. The counties lacked representative government until home rule was passed in 1975. Governor "Pitchfork Ben Tillman", a Populist, led the effort to disenfranchise the blacks and poor whites, although he controlled Democratic state politics from the 1890s to 1910 with a base among poor white farmers. During the constitutional convention in 1895, he supported another man's proposal that the state adopt a one-drop rule, as well as prohibit marriage between whites and anyone with any known African ancestry. Some members of the convention realized prominent white families with some African ancestry could be affected by such legislation. In terms similar to a debate in Virginia in 1853 on a similar proposal (which was dropped), George Dionysius Tillman said in opposition: If the law is made as it now stands respectable families in Aiken, Barnwell, Colleton, and Orangeburg will be denied the right to intermarry among people with whom they are now associated and identified. At least one hundred families would be affected to my knowledge. They have sent good soldiers to the Confederate Army, and are now landowners and taxpayers. Those men served creditably, and it would be unjust and disgraceful to embarrass them in this way. It is a scientific fact that there is not one full-blooded Caucasian on the floor of this convention. Every member has in him a certain mixture of... colored blood. The pure-blooded white has needed and received a certain infusion of darker blood to give him readiness and purpose. It would be a cruel injustice and the source of endless litigation, of scandal, horror, feud, and bloodshed to undertake to annul or forbid marriage for a remote, perhaps obsolete trace of Negro blood. The doors would be open to scandal, malice and greed; to statements on the witness stand that the father or grandfather or grandmother had said that A or B had Negro blood in their veins. Any man who is half a man would be ready to blow up half the world with dynamite to prevent or avenge attacks upon the honor of his mother in the legitimacy or purity of the blood of his father.Joel Williamson, New People: Miscegenation and Mulattoes in the United States (New York, 1980) 93Theodore D. Jervey, The Slave Trade: Slavery and Color (Columbia: The State Company, 1925), p. 199 The state postponed such a one-drop law for years. Virginian legislators adopted a one-drop law in 1924, forgetting that their state had many people of mixed ancestry among those who identified as white. 20th century Early in the 20th century, South Carolina developed a thriving textile industry. The state also converted its main agricultural base from cotton, to more profitable crops. It would attract large military bases during World War I, through its majority Democratic congressional delegation, part of the one-party Solid South following disfranchisement of blacks. In the late 19th century, South Carolina would implement Jim Crow laws which enforced racial segregation policies until the 1960s. During the early-to-mid part of the 20th century, millions of African Americans left South Carolina and other southern states for jobs, opportunities, and relative freedom in U.S. cities outside the former Confederate states. In total from 1910 to 1970, 6.5 million blacks left the South in the Great Migration. By 1930, South Carolina had a white majority population for the first time since 1708. South Carolina was one of several states that initially rejected the Nineteenth Amendment (1920) giving women the right to vote. The South Carolina legislature later ratified the amendment on July 1, 1969. The struggle of the civil rights movement took place in South Carolina, as they did in other Southern states and elsewhere within the country. South Carolina would experience a much less violent movement than other Deep South states. This tranquil transition from a Jim Crow society occurred because the state's white and black leaders were willing to accept slow change, rather than being utterly unwilling to accept change at all. Other South Carolina political figures, like Sen. Strom Thurmond, on the other hand, were among the nation's most radical and effective opponents of social equality and integration. During the mid-to-late 20th century, South Carolina started to see economic progress first in the textile industry and then in manufacturing. Tourism also started to form into a major industry within the state during the 20th century, especially in areas such as Myrtle Beach and Charleston. 21st century As of 2015, South Carolina had one of the lowest percentages among all states of women in state legislature, at 13.5% (only Louisiana, Oklahoma, and Wyoming had a lower percentage; the national average is 24.3%; with the highest percentage being in Colorado at 41%). In 2011, South Carolina ranked first in the
of Sound Sessions (Descendents EP), a 1997 EP by the punk rock band the Descendents Sessions (This Condition EP) The Sessions (album), a 1995 compilation album by English punk/rock music group the Stranglers Sessions@AOL, a special avenue of
(clothing company), an American apparel company Sessions Clock Company, an American clock manufacturer in the early 20th century Arts, entertainment, and media The Sessions (film), a 2012 American independent drama film based on the true story of Mark O'Brien Sessions, a short-lived 1991 HBO series produced by Billy Crystal, starring Elliott Gould and Michael McKean Sessions (Beatles album), an unreleased compilation album by The Beatles Sessions
of process groups in POSIX-conformant operating systems CD sessions, how data is laid out on an optical disc Login session Session (software), a decentralized messaging platform Music Contexts Jam session, where musicians gather and play Pub session, playing music in a public house Recording session, where musicians record music together Works Session (Ned's Atomic Dustbin album), a 2004 album by Ned's Atomic Dustbin "Session", an instrumental song
from their 2003 album Meteora "Session", a song by The Offspring from their 1992 album Ignition "Session", a song by Tyler the Creator from the album Bastard Other uses in music CD sessions, the layout of data on a compact disc or DVD Session musician, musicians available for hire Other uses Academic term, sometimes called a "session" Session of Christ, the Christian doctrine of Jesus' place in heaven Session