Encyclopedia

Form F-6 Form F-6 is used to register depository shares represented by American Depositary Receipts (ADRs) issued by a depositary against the deposit of the securities of a foreign issuer. These are essentially shares of a foreign company traded on U.
Form letter A form letter is a letter written from a template, rather than being composed with its recipient in mind. Despite this, many form letters go out of their way to make themselves appear to be composed especially for the target — for example, they might be signed by autopen and utilize computer programs to automatically insert the names of individual recipients.
Form of action The Forms of Action were the different procedures by which a legal claim could be made in the early history of the English common law. While in modern English law, as in most other legal systems, the focus is on the substance underlying an action, such as the existence of a legal right, in the early Middle Ages, the focus was on the procedure that was used, the substantive law underlying that procedure coming second.
Form S-3 The most basic securities registration form. It may only be used by companies that have been required to report under the '34 Act for a minimum of twelve months and have met the timely filing requirements set forth under Form S-2.
Form SF-312 Standard Form 312 (SF 312) is a non-disclosure agreement required under Executive Order 13292 to be signed by employees of the Federal Government or one of its contractors when they are granted a security clearance for access to classified information. The form is issued by the Information Security Oversight Office of the National Archives and Records Administration and its title is "Classified Information Nondisclosure Agreement.
Forma specialis Forma specialis (plural formae speciales) is a taxonomic grouping applied within a pathogenic species which defines variants in terms of host range, different formae speciales infect different groups of plants. In particular it is applied to species of plant pahtogenic fungi with specific host range, like Puccinia graminis.
Forma Tadre Forma Tadre is a German musical project that can best be described as electro with a feel of soundtracks and ambient but has also been categorized as industrial or electronic body music. The only member of Forma Tadre is Andreas Meyer, also known as Andy Meya.
Forma Urbis Romae The Forma Urbis Romae or Severan Marble Plan is a massive marble map of ancient Rome, created under the emperor Septimius Severus between 203 and 211. It originally measured 18 m (60 ft) wide by 13 m (45 ft) high and was carved into 150 marble slabs mounted on an interior wall of the Temple of Peace.
Formal (university) Formal Hall or Formal Meal is the traditional meal held at some of the older universities in the United Kingdom at which students dress in formal attire and often gowns to dine. These are held commonly in the colleges of Oxford, Cambridge and Durham, as well as at the halls of Bristol and Exeter.
Formal calculation In mathematical logic, a formal calculation is sometimes defined as a calculation which is systematic, but without a rigorous justification. This means that we are manipulating the symbols in an expression using a generic substitution, without proving that the necessary conditions hold.
Formal concept analysis Formal concept analysis is a method of data analysis that takes an input matrix specifying a set of objects and the properties thereof, and finds both all the "natural" clusters of properties and all the "natural" clusters of objects in the input data, where
Formal derivative In mathematics, the formal derivative is an operation on elements of a polynomial ring which mimics the form of the derivative from calculus. Though they appear similar, the algebraic advantage of a formal derivative is that it does not rely on the notion of a limit, which is in general impossible to define for a ring.
Formal equivalence checking Formal equivalence checking process is a part of Electronic Design Automation (EDA), commonly used during the development of digital integrated circuits, to formally prove that two representations of a circuit design exhibit exactly the same behavior.
Formal grammar In computer science and linguistics, a formal grammar, or sometimes simply grammar, is a precise description of a formal language — that is, of a set of strings. The two main categories of formal grammar are that of generative grammars, which are sets of rules for how strings in a language can be generated, and that of analytic grammars, which are sets of rules for how a string can be analyzed to determine whether it is a member of the language.
Formal language In mathematics, logic, and computer science, a formal language is a language that is defined by precise mathematical or machine processable formulas. A formal language boldsymbol{L} is typically characterized as a set boldsymbol{F} of finite-length sequences of elements drawn from a specified finite set boldsymbol{A} of symbols.
Formal methods In computer science and software engineering, formal methods are mathematically-based techniques for the specification, development and verification of software and hardware systems. The use of formal methods for software and hardware design is motivated by the expectation that, as in other engineering disciplines, performing appropriate mathematical analyses can contribute to the reliability and robustness of a design.
Formal moduli In mathematics, formal moduli are an aspect of the theory of moduli spaces (of algebraic varieties or vector bundles, for example), closely linked to deformation theory and formal geometry. Roughly speaking, deformation theory can provide the Taylor polynomial level of information about deformations, while formal moduli theory can assemble consistent Taylor polynomials to make a formal power series theory.
Formal Methods Europe Formal Methods Europe (FME) is an organization whose aim is to encourage the research and application of formal methods for the improvement of software and hardware in computer-based systems. The association's members are drawn from academia and industry.
Formal organization Formal organization is a fixed set of rules of intra-organization procedures and structures. As such, it is usually set out in writing, with a language of [that ostensibly leave little discretion for interpretation].
Formal power series In mathematics, formal power series are devices that make it possible to employ much of the analytical machinery of power series in settings that do not have natural notions of convergence. They are also useful, especially in combinatorics, for providing compact representations of sequences and multisets, and for finding closed formulas for recursively defined sequences; this is known as the method of generating functions.
Formal principle In Christian theology, a formal principle is the authority which forms or shapes the doctrinal system of a religion, religious movement or tradition or a religious body or organization. Formal principles tend to be texts or revered leaders of the religion or tradition.
Formal science A formal science is any one of several sciences that is predominantly concerned with abstract form, for instance, logic, mathematics, and the theoretical branches of computer science, information theory, and statistics.
Formal social control Formal social control of behaviors include things such as laws and codes that a society abides by. It includes efforts by the police, courts, and correctional institutions to produce social conformity of the law.
Formal specification A formal specification is a mathematical description of software or hardware that may be used to develop an implementation. It describes what the system should do, not (necessarily) how the system should do it.
Formal system In logic and mathematics, a formal system consists of two components, a formal language plus a set of inference rules or transformation rules. A formal system may be formulated purely abstractly, for its own sake, or it may be intended to serve as a description of some domain of real phenomena or some aspect of objective reality.
Formal verification In the context of hardware and software systems, formal verification is the act of proving or disproving the correctness of a system with respect to a certain formal specification or property, using formal methods of mathematics.
Formal wear Formal wear (more often in the United States) or formal dress (in the United Kingdom) is a general fashion term used to describe clothing suitable for formal events, including weddings, debutante cotillions, etc. Western formal wear has had a pervasive influence on styles in many countries.
Formalism (art) In art theory formalism is the concept that a work's artistic value is entirely determined by its form--the way it is made, its purely visual aspects and its medium. Formalism emphasizes compositional elements such as color, line, shape and texture rather than Realism, context, and content.
Formalism (literature) In literary studies, formalism sometimes refers to inquiry into the form (rather than the content) of works of literature, but usually refers broadly to approaches to interpreting or evaluating literary works that focus on features of the text itself (especially properties of its language) rather than on the contexts of its creation (biographical, historical or intellectual) or the contexts of its reception.
Formality A formality is an established procedure or set of specific behaviors and utterances, conceptually similar to a ritual although typically secular and less involved. A formality may be as simple as a handshake upon making new acquaintainces in Western culture to the carefully defined procedure of bows, handshakes, formal greetings, and business-card exchanges that may mark two businessmen being introduced in Japan.
Formally real field In mathematics, a formally real field in field theory is a field that shares certain algebraic properties with the real number field. A formally real field F may be characterized in any of the following equivalent ways:
Forman Brown Forman Brown (1901-1996) was one of the world leaders in puppet theatre in his day, as well as an important early gay novelist. He was a member of the Yale Puppeteers and the driving force behind Turnabout Theatre.
Forman School The Forman School is a boarding and day school in Litchfield, Connecticut, for 170 college-bound students in grades 9 to 12. The school sucks ass and if you are reading this, never send your child to this hell hole.
Formannskapsdistrikt Formannsskapsdistrikt was the name for a Norwegian local self-government district. The system of formannsskapsdistrikts was created in a bill approved by the Storthing and signed into law by King Carl Johan on January 14, 1837.
Format Lab Format Lab is a website run by Clear Channel Communications providing digital radio streams of numerous genres for use as Internet radio and HD2 streams. It was created in 2004 and launched in April 2006 with about 75 channels of music and entertainment programming and was intended by Clear Channel as a showcase for radio programmers, including nonprofessionals whose areas of expertise rely upon music.
Format war A format war describes competition between competing, and typically mutually incompatible, media formats, usually very costly to the format-owning parties involved. It results from a failure to agree on a technical standard.
Formation (American football) A Formation in American football refers to the position players line up in before the start of a play from scrimmage. There are both offensive and defensive formations and there are many formations in both categories.
Formation (football) Formation in association football describes how the players in a team are positioned on the pitch. Different formations can be used depending on whether a team wishes to play more attacking or defensive football.
Formation and evolution of the Solar System The theories concerning the origin and evolution of the Solar System are complex and varied, interweaving various scientific disciplines, from astronomy and physics to geology and planetary science. Over the centuries, many theories have been advanced as to its formation, but it was not until the eighteenth century that the development of the modern theory took shape.
Formation evaluation In petroleum exploration and development, formation evaluation is used to determine whether a potential oil or gas field is commercially viable. Essentially, it is the process of "recognizing a commercial well when you drill one".
Formation matrix In statistics and information theory, the expected formation matrix of a likelihood function L(theta) is the matrix inverse of the Fisher information matrix of L(theta), while the observed formation matrix of L(theta) is the inverse of the observed information matrix of L(theta).
Formation Records Formation Records is a Leicester based drum 'n' bass label that was founded in 1989 by DJ SS and his partner. Really got going by around 1992 and released countless classics of darkside hardcore/jungle over the next couple years.
Formative Assessment Formative assessment is a self-reflective process that intends to promote student attainment Crooks, T. (2001), The Validity of Formative Assessments, Paper presented to the British Educational Research Association Annual Conference, University of Leeds, 13-15 September .
Formative stage The Formative Stage is an archaeological term describing a particular developmental level. This stage is the third of five stages defined by Gordon Willey and Philip Phillips' 1958 book Method and Theory in American Archaeology.
Formatted text Formatted text, styled text or rich text, as opposed to plain text, has styling information beyond the minimum of semantic elements: colours, styles (boldface, italic), sizes and special features (such as hyperlinks).
Formazan Formazan dyes are artificial chromogenic substrates for dehydrogenases and reductases. They include MTT (3-(4, 5-dimethyl-2-thiazolyl)-2, 5-dihphenyl-2H-tetrazolium bromide) (used in the MTT assay), and the more water soluble XTT (23-bis-(2-methoxy-4-nitro-5-sulfophenyl)-2H-tetrazolium-5-carboxanilide).
Formbi The fictional Star Wars character Chaf'orm'bintrano (also known by the core name Formbi) was an Aristocra of the Chaf Family, one of the Ruling Families of the Chiss Ascendancy. His career apparently spanned the decades from at least 27 BBY until 36 ABY, and served as the primary Chiss representative in dealings with the New Republic and Galactic Alliance from 22 ABY onwards.
Formby Golf Club Formby Golf Club, Formby, Merseyside, England is a golf links that has hosted the Curtis Cup and The Amateur Championship. It is located next to the Freshfield railway station on the Merseyrail network, and is currently undergoing a massive expansion to add a hotel.
Formby Hall Formby Hall is located to the North-East of Formby in the English county of Lancashire, in secluded woodland adjoining the Formby Hall Golf and Country Club. The present house, built for William Formby, dates back to 1523 but it is believed that the Formby family has occupied the site since the 12th century.
Forme of Cury The Forme of Cury was the name given by Samuel Pegge to a roll of cookery written by the Master Cooks of King Richard II of England. This name has since come into usage for almost all versions of the original manuscript.
Formentera Formentera is the smallest and southernmost island of the Illes PitiĂĽses group (which includes Eivissa (Ibiza) and Formentera) and belongs to the Balearic Islands autonomous community. It is 19 kilometres long and is located approximately 3 nautical miles (6 km) south of Ibiza in the Mediterranean Sea.
Former A former is a structural member of an aircraft fuselage, of which a typical fuselage has a series from the nose to the empennage, typically perpendicular to the roll axis of the aircraft. The formers establish the shape of the fuselage.
Former and renamed attractions at Paramount's Canada's Wonderland Since Paramount Canada's Wonderland, an amusement park located in Vaughan, Ontario, Canada, opened in 1981, a number of attractions (including rides, stores and restaurants) have been replaced, removed or renamed.
Former constellations Former constellations are constellations that are no longer recognized by the International Astronomical Union for various reasons. Many of these constellations existed for long periods of time, even centuries in many cases, which means they still have a large historical value and can be found on older star charts.
Former countries in Europe after 1815 This article gives an overview of countries (including puppet-countries) that existed in Europe after the Congress of Vienna in 1815. For each country, information is given about the period of existence and what has happened to the territory since.
Former Eastern territories of the German Empire Historical Eastern Germany or Former German Eastern Territories are terms which can be used to describe collectively those provinces or regions east of the Oder-Neisse line which were either parts of the Holy Roman Empire from 1198 to 1806 or part of Germany after its unification in 1871 and were internationally recognised as such at the time. About a fourth of this territory had belonged to Poland until its partitions of (1772, 1793 and 1795) and was ceded to Poland after World War I, by the Treaty of Versailles of 1919.
Former Fat Boys Former Fat Boys are a rap group from Champaign, Illinois that formed in 1999, comprised of $ucksex (pronounced Success, also known as NBL), Hard Corey, Dirty Erik and DJ Tanner. While most of their popular songs are comedic, they also have songs that delve into serious and political subjects.
Former Chicago Historical Society Building The Former Chicago Historical Society Building is the official name of a historic landmark located on the northwest corner of Dearborn and Ontario streets in downtown Chicago. Built in 1892, it is a prime example of Henry Ives Cobb's Romanesque Revival architecture, and the home of the Chicago Historical Society prior to relocating to Lincoln Park.
Former Ladies of the Supremes The Former Ladies of the Supremes, or FLOS, are an incarnated lineup of The Supremes that was formed by 1970s Supremes Jean Terrell, Lynda Laurence and Scherrie Payne, in 1986. Though they weren't actually Supremes members, singers Sundray Tucker and Freddi Poole have also sung with the group with Poole in the most recent lineup of the group.
Former Latter-day Saints This is a list of well-known Latter-day Saints who have been excommunicated, or no longer profess to be Latter-day Saints. This list is primarily of adherents to The Church of Jesus Christ of Latter-day Saints, as well as a small number of adherents of related denominations (as labeled).
Former members of Polisario Since the end of the 1980's, several members of Polisario have decided to discontinue their military or political activities for the Polisario Front. Most of them returned from Algeria to Morocco, among them top leaders, founder members, and senior officials.
Former ranks of the Canadian Forces Before Unification as the Canadian Armed Forces in 1968, the Canadian military had three distinct services; the Royal Canadian Navy, the Royal Canadian Air Force, and the Canadian Army. All three services had a Regular (full time) component and a Reserve (part time component).
Former regions of Peru During the 1980s, then Peruvian president Alan GarcĂ­a proposed what was supposed to be a radical re-structuration of the political and economical divisions of the country: regionalization. The law, which was approved, mandated the creation of regions to function eventually as autonomous economic and administrative entities; 12 regions were constituted from 23 of the former 24 departments.
Former Saint Joseph's Institution The Former Saint Joseph's Institution (Chinese: 前圣约瑟书院) is a historic building in Singapore, located at Bras Basah Road in the Museum Planning Area, within the Central Area, Singapore's central business district. The building has been restored and currently houses the Singapore Art Museum.
Former State Roads in east central Florida While a wave of decommissionings of Florida State Roads dramatically changed the map of southern Florida by the mid 1980s, a similar transformation in the Treasure Coast and Space Coast occurred in the 1980s and the 1990s. Many of the following were "tagged" as secondary or county roads by Florida Department of Transportation, but several were removed from the State Road list and transferred to county control and maintenance without such an addition of a tag onto the road signs.
Former State Roads in southern Florida In the mid 1970s, the Florida Department of Transportation (formerly the Florida State Roads Department) started a sequence of events that eventually resulted in the transferral of hundred of miles of roadway from State of Florida maintenance to county control. The first step was the addition of an S- or C- prefix onto the original FDOT designation (“S” represented “secondary”; “C” represented “county”).
Former US Airways destinations Below is a list of destinations previously served by US Airways (formerly USAir), the US Airways Express carriers, US Airways Shuttle, and MetroJet. See US Airways Destinations for a list of current destinations.
Former V&D Heerlen The former V&D in Heerlen was designed by Frits Peutz (best known for the Glaspaleis) in 1958 as part of the store chain Vroom & Dreesmann (located in Heerlen since 1920). The interior design was done by Mr.
Formes fixes Formes fixes (English: fixed forms) are French poetic forms of the fourteenth and fifteenth centuries which were translated into musical forms, particularly the forms of songs. In particular, these forms were the ballade, rondeau, and virelai.
FormFlow FormFlow was the name of a line of electronic forms products initially created and sold by Delrina in the early- to mid-1990s. The first product in this line was PerForm, which was designed to work under GEM in DOS.
Formian In the Dungeons & Dragons role-playing game, formians are extraplanar insectoid outsiders. A formian has an ant-like head and hindquarters, including four legs, but has a humanoid torso and arms, not unlike an invertebrate centaur.
Formica (plastic) Formica is a brand of composite materials manufactured by the Formica Corporation based in Cincinnati, Ohio, United States. In common use, the term refers to the company's classic product, a heat resistant, wipe-clean, plastic laminate of paper or fabric with melamine resin.
Formica aquilonia Formica aquilonia is a species of wood ant of the genus Formica which are widely distributed in Europe and Asia, occurring from Scandinavia in the north to Bulgaria and Italy in the south, and from the UK eastwards through France and Germany to Russia, while they are also found in the coastal areas of the Sea of Okhotsk in eastern Siberia. They live mainly in coniferous forests but they do also occur in some deciduous woodlands.
Formica rufa Formica rufa, also known as the southern wood ant or horse ant, is a boreal member of the Formica rufa group of ants, commonly found throughout southern England in both coniferous and broad leaf broken woodland and parkland. They are the largest native ant species of the British isles, workers can measure from 8-10 mm in length.
Formicariidae The Formicariidae, formicariids, or ground antbirds are a family of smallish passerine birds of subtropical and tropical Central and South America. They are between 10 and 20 cm (4-8 in) in length, and are related to the antbirds, Thamnophilidae, and gnateaters, Conopophagidae.
Formidable Formidable is the soundtrack to the show performed at the Moulin Rouge in Paris, France by American singer La Toya Jackson. Only 3,000 copies were pressed and it has become one of the most sought-after albums by La Toya's fans.
Formidable class battleship The Royal Navy's Formidable class of battleships were an eight-ship class of pre-Dreadnoughts built in the late 1890s. They were similar in appearance to and had the same armament as the Majestic and Canopus classes, although the Formidables were not as large, being 30 feet (10 m) shorter than the Canopus class.
Formiguinhas Formiguinhas (Portuguese meaning little ants, Capeverdean Crioulo, ALUPEC or ALUPEK: Formiginhas, Santo AntĂŁo Crioulo: Formiguihnas) is a village in the northern part of the island of Santo AntĂŁo. Formiguinhas is linked with the road linking to Ribeira Grande and the rest of the island including the island capital of Porto Novo.
Forming-storming-norming-performing The Forming – Storming – Norming – Performing model of team development was first proposed by Bruce Tuckman in 1965, who maintained that these phases are all necessary and inevitable - in order for the team to grow, to face up to challenges, to tackle problems, to find solutions, to plan work, and to deliver results. This model has become the basis for subsequent models of team dynamics and frequently used management theory to describe the behavior of existing teams.
Formosa bond A Formosa bond is a non-NTD-denominated bond (NTD = New Taiwan Dollar) that is issued in Taiwan by a foreign institution. In the future, these bonds can be denominated in NTD, however, the mechanism to do so has not been implemented.
Formosa Cafe The Formosa Cafe is a restaurant and bar at 7156 Santa Monica Boulevard, West Hollywood, California that has a long history of patronage from movie stars and movie industry people. The restaurant used to be a trolley car.
Formosa Magazine Formosa Magazine (『美麗島』雜誌 Pinyin: Měilìdǎo Zázhì) was a magazine created by Tangwai individuals in Taiwan during the summer of 1979. It opposed Kuomintang's political monopoly in the Republic of China government.
Formosa Plastics Formosa Plastics Corporation (Ch: 台灣塑膠公司) is a Taiwanese company that primarily produces polyvinyl chloride (PVC) resins and other intermediate plastic products. It is the corporation around which influential businessman Wang Yung-ching formed the Formosa Plastics Group, and it remains central to the Group's petrochemical operations.
Formosa Plastics Group Formosa Plastics Group (Ch: 台灣塑膠公司) is a Taiwanese conglomerate of diverse interests, including biotechnology, petrochemical processing, and production of electronics components. The Formosa Plastics Group (FPG) was founded by Wang Yung-ching and is chaired by Lee Chih-tsuen.
Formosa Plastics propylene explosion The Formosa Plastics Propylene Explosion was a propylene release and explosion that occurred on October 6 2005 in the Olefins II Unit at the Formosa Plastics plant in Point Comfort, Texas. The subsequent fire burned for five days.
Formosa Triangle The Formosa Triangle is a roughly 5 million square kilometer region of the Pacific between Gilbert Islands, Taiwan, and Wake Atoll, where, allegedly, ships frequently disappear under mysterious circumstances. It is supposed to have similar paranormal properties to the Bermuda Triangle.
Formosa's law Formosa's law is an unofficial rule of Usenet groups, coined by David Formosa, that states, "The truly insane have enough on their plates without us adding to it." That is, flaming someone with an obvious mental problem can't make it any better.
Formosa, Argentina Formosa is the capital city of the Argentine province of Formosa, on the banks of the Paraguay River, some 1,200 kilometres from Buenos Aires, on National Route 11. It has a population of about 210,000 as per the .
Formosan League for Reemancipation Formosan League for Reemancipation is the first Taiwan independence movement organization outside Taiwan island after the World War II, which was founded in February 28, 1947 in Hong Kong. The movement was caused by Chinese Governor Chen Yi's exploitation and oppression of the Taiwanese.
Formosan subterranean termite The Formosan subterranean termite, Coptotermes formosanus, is an invasive species of termite. It has been transported worldwide from its native range in southern China to Formosa (Taiwan, where it gets its name) and Japan.
Formoso, Minas Gerais Formoso is a small city and municipality in northern Minas Gerais state, Brazil. It is located northeast of Brasília, in a pocket where the boundaries of the states of Minas Gerais, Goiás, and Bahia come together.
Formoterol Formoterol (INN) or eformoterol (former BAN) is a long-acting β2-agonist used in the management of asthma and/or chronic obstructive pulmonary disease (COPD). It is marketed in both dry-powder inhaler (DPI) and metered dose inhaler (MDI) preparations, under various trade names including Foradil/Foradile (Novartis) and Oxis (AstraZeneca).
Forms of Juggling This is an outline of the most popular forms of juggling as practiced by amateur, non-performing, hobby jugglers. This list is based on the current trends in the Western world (Europe and North America) for ball, club and ring juggling, and is not exhastive.
Forms of Juggling Performance There are many different ways to juggle, and almost as many ways to perform juggling skills to a live audience. There follows an outline of the most common and popular forms of toss juggling on today’s stages.
Forms of nonmonogamy Nonmonogamy is a blanket term covering several different types of interpersonal relationship in which some or all participants have multiple marital, sexual, and/or romantic partners. This can be contrasted with the opposite of it which is monogamy.
Formstone Formstone is a plaster compound creating the trompe l'oeil appearance of rock. It is commonly applied to brick rowhomes in many northeastern urban areas in the United States, although it is most strongly associated with Baltimore.
Formula In mathematics and in the sciences, a formula (plural: formulae, formulæ or formulas) is a concise way of expressing information symbolically (as in a mathematical or chemical formula), or a general relationship between quantities. One of many famous formulae is Albert Einstein's
Formula (disambiguation) Generally, a formula is "A set form of words in which something is defined, stated, or declared, or which is prescribed by authority or custom to be used on some ceremonial occasion" (Oxford English Dictionary). It is a diminutive form of the word form, one of whose meanings is "a set or fixed order of words" for use in a legal document or in a ritual.
Formula 17 Formula 17 (17歲的天空, pinyin: shí qī suì de tiān kōng) is a 2004 movie which was directed by Chen Yin-jung (陳映蓉). It stars Tony Yang (楊佑寧), Duncan (周群達), King Chin (金勤), Dada Ji (季宏全), Jimmy Yang (楊俊明), Jason and Chang (張大鏞).
Formula 2000 Formula 2000 World Championship Series, or nowadays rather mentioned as Boat GP came to existence in 2002, when the current UIM-contracted Promoter, Jose Luis del Palacio signed the agreement with the world governing body of the sport to promote and develop the F2 category throughout the forthcoming years and racing-seasons worldwide. The Promoter, Jose Luis del Palacio, 44 years of age, a graduate of media studies in the University of Madrid and married with a son and a daughter came to promote Formula 2000 and began to develope his ideas for the project.

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