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FTA Button By MDM
FTA may refer to: Arts and media * ''The Faery Tale Adventure'', a computer game * Festival TransAmériques, an annual dance and theater festival in Montreal, Quebec, Canada * Free The Army tour, the F.T.A. Tour or F.T.A. Show, an American anti-Vietnam War road show for G.I.s, who knew it stood for "Fuck The Army" ** ''F.T.A.'', a 1972 documentary about the road show * Free-to-air, free satellite/TV channels * FTA receiver, for receiving Free-to-Air Broadcasts Business and commerce * Aruban Workers' Federation (Papiamento: ') * Food, Tobacco, Agricultural, and Allied Workers, an American trade union * Free trade area * free trade agreement ** List of bilateral free trade agreements ** List of multilateral free trade agreements * Freight Transport Association, a British trade association Mathematics * Functional-theoretic algebra * Fundamental theorem of algebra * Fundamental theorem of arithmetic Transportation and vehicles * Futuna Airport, in Vanuatu * Frontier Flyin ...
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The Faery Tale Adventure
''The Faery Tale Adventure'' is a 1987 action role-playing video game designed by David Joiner and published by MicroIllusions for the Amiga, and later ported to the Commodore 64, MS-DOS, and Sega Genesis. The MS-DOS version is titled ''The Faery Tale Adventure: Book I''. Microillusions also released a "Book 1" version for the Amiga which was going to be the start of a series of games, according to Talin, but bankruptcy prevented it. The initial version was produced for the Amiga 1000 and featured the largest game world to that date. A sequel, '' Faery Tale Adventure II: Halls of the Dead'', was released in 1997. Gameplay The gameplay resembles that of '' Ultima VII'' (1992). It had the largest game world at the time of release, with over 17,000 screens. Each playable character has his strengths and weaknesses. Julian is a brave fighter, Phillip has luck and cleverness, and Kevin is gentle and kind. Each of these attributes affects vital game stats and the success of the qu ...
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Fundamental Theorem Of Algebra
The fundamental theorem of algebra, also known as d'Alembert's theorem, or the d'Alembert–Gauss theorem, states that every non- constant single-variable polynomial with complex coefficients has at least one complex root. This includes polynomials with real coefficients, since every real number is a complex number with its imaginary part equal to zero. Equivalently (by definition), the theorem states that the field of complex numbers is algebraically closed. The theorem is also stated as follows: every non-zero, single-variable, degree ''n'' polynomial with complex coefficients has, counted with multiplicity, exactly ''n'' complex roots. The equivalence of the two statements can be proven through the use of successive polynomial division. Despite its name, there is no purely algebraic proof of the theorem, since any proof must use some form of the analytic completeness of the real numbers, which is not an algebraic concept. Additionally, it is not fundamental for modern ...
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Future-oriented Technology Analysis
Future-oriented technology analysis (FTA) is a collective term from futures studies for analyzing future technology and its consequences. It includes technology intelligence, technology forecasting, technology roadmapping, technology assessment, and technology foresight. Technology Futures Analysis or Technology Future Analysis (TFA) is a synonym. Future-oriented technology analysis shares common methods with horizon scanning. Definitions Methods {, class="wikitable sortable" , + Methods and their families{{cite journal , title=Technology futures analysis: Toward integration of the field and new methods , journal=Technological Forecasting and Social Change , date=1 March 2004 , volume=71 , issue=3 , pages=287–303 , doi=10.1016/j.techfore.2003.11.004 , s2cid=18904868 , url=https://www.sciencedirect.com/science/article/abs/pii/S0040162503001380 , language=en , issn=0040-1625 , - ! Method !! Family , - , Agent modeling , , Modeling and simulation , - , Analytical hierarch ...
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FTA-ABS
The fluorescent treponemal antibody absorption (FTA-ABS) test is a diagnostic test for syphilis. Using antibodies specific for the ''Treponema pallidum ''Treponema pallidum'', formerly known as ''Spirochaeta pallida'', is a spirochaete bacterium with various subspecies that cause the diseases syphilis, bejel (also known as endemic syphilis), and yaws. It is transmitted only among humans. It is ...'' species, such tests would be assumed to be more specific than non-treponemal testing such as VDRL but have been shown repeatedly to be sensitive but not specific for the diagnosis of neurosyphilis in cerebrospinal fluid (CSF). In addition, FTA-ABS turns positive earlier and remains positive longer than VDRL. Other treponemes, such as ''T. pertenue'', may also produce a positive FTA-ABS. The ABS suffix refers particularly to a processing step used to remove nonspecific antispirochetal antibodies present in normal serum. In general, the test has two roles: # As a confirmatory test f ...
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Fault Tree Analysis
Fault tree analysis (FTA) is a type of failure analysis in which an undesired state of a system is examined. This analysis method is mainly used in safety engineering and reliability engineering to understand how systems can fail, to identify the best ways to reduce risk and to determine (or get a feeling for) event rates of a safety accident or a particular system level (functional) failure. FTA is used in the aerospace, nuclear power, chemical and process, pharmaceutical, petrochemical and other high-hazard industries; but is also used in fields as diverse as risk factor identification relating to social service system failure. FTA is also used in software engineering for debugging purposes and is closely related to cause-elimination technique used to detect bugs. In aerospace, the more general term "system failure condition" is used for the "undesired state" / top event of the fault tree. These conditions are classified by the severity of their effects. The most severe cond ...
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Failure To Appear
A "failure to appear" (FTA) occurs when a defendant or respondent does not come before a tribunal as directed in a summons. FTAs are also known as "bail jumping." In the United States, FTAs are punishable by fines, incarceration, or both when committed by a criminal defendant. The severity of the punishment depends on the seriousness of the criminal charges that were the subject of the missed proceeding. An FTA may trigger a bench warrant for the defendant's arrest and impair their eligibility for bail and pretrial release in subsequent proceedings. In the United States Historically Punishments for FTAs originated out of courts' contempt powers. The Judiciary Act of 1789, the first federal framework governing pretrial detention, did not single out FTAs for punishment but decreed that there should be sanctions for "all contempts of authority." Specific penalties for FTAs emerged on the heels of the federal government's campaign to prosecute Communist leaders under the Smith ...
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Face-threatening Act
Politeness theory, proposed by Penelope Brown and Stephen C. Levinson, centers on the notion of politeness, construed as efforts on redressing the affronts to a person's self-esteems or effectively claiming positive social values in social interactions. Such self-esteem is referred as the sociological concept of face (as in "save face" or "lose face") to discuss politeness as a response to mitigate or avoid face-threatening acts such as requests or insults. Notable components in the framework of the theory include positive and negative faces, face threatening act (FTA), strategies for doing FTAs and factors influencing the choices of strategies; each described below. Among the studies of politeness in a variety of cultures for many years, Penelope Brown and Stephen Levinson's politeness theory has become very influential. Though Brown and Levinson proposed their model as universally applicable, their theory has been challenged by other scholars in varied aspects such as its ...
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Fogtrein
Fogtrein, is the name given to a family of Brazilian research rockets created jointly by the Air Force Command ( COMAer) and Avibras. The rockets are used for testing, qualification and training of teams in the Alcântara Launch Center Alcantara, Alcântara ( Portuguese), Alcántara ( Spanish), Alcàntara, Alcàntera, El-Qantarah and (El) Kantara are all transliterations of the Arabic word ''al qantara'' (القنطرة), meaning "the bridge". Alcantara may refer to: People * ... (CLA) and the Barreira do Inferno Launch Center (CLBI). These vehicles are designed to be launched in adverse conditions such as high salinity, winds up to 10 m / s and rain up to 10 mm / h . All models will admit payloads (5 kg to 30 kg), with electric networks and telemetry equipment, along experiments of interest in the academic and scientific community. Models Basic Training Rocket (FTB) Mission: Model for operational training of a Launch Center, in isolation, without participa ...
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Federal Transit Administration
The Federal Transit Administration (FTA) is an agency within the United States Department of Transportation (DOT) that provides financial and technical assistance to local public transportation systems. The FTA is one of ten modal administrations within the DOT. Headed by an Administrator who is appointed by the President of the United States, the FTA functions through Washington, D.C headquarters office and ten regional offices which assist transit agencies in all states, the District of Columbia, and the territories. Until 1991, it was known as the Urban Mass Transportation Administration (UMTA). Public transportation includes buses, subways, light rail, commuter rail, monorail, passenger ferry boats, trolleys, inclined railways, and people movers. The federal government, through the FTA, provides financial assistance to develop new transit systems and improve, maintain, and operate existing systems. The FTA oversees grants to state and local transit providers, primarily ...
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Frontier Flying Service
Frontier Flying Service (d/b/a Ravn Connect) was an American airline headquartered in Fairbanks, Alaska, United States. It operated an extensive network of year-round scheduled commuter services and postal services to Alaska bush communities, primarily north of Fairbanks, as well as charter services to the lower 48 and Canada. Its main base was in Fairbanks (Fairbanks International Airport), with hubs in Utqiagvik ( Wiley Post–Will Rogers Memorial Airport), Anchorage (Ted Stevens Anchorage International Airport), Kotzebue ( Ralph Wien Memorial Airport) and Bethel (Bethel Airport). History Frontier Flying Service was established in 1950 by retired Air Force Colonel Richard McIntyre, catering to Alaska bush communities as a scheduled mail carrier for Wien Air Alaska, as well as providing charters throughout Alaska. In 1974, Frontier was purchased by John Hajdukovich. In 2005 the airline merged with Cape Smythe Air Services, taking on their routes and retaining the Fro ...
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Futuna Airport
Futuna Airport is an airfield on the island of Futuna, in the Taféa province in Vanuatu Vanuatu ( or ; ), officially the Republic of Vanuatu (french: link=no, République de Vanuatu; bi, Ripablik blong Vanuatu), is an island country located in the South Pacific Ocean. The archipelago, which is of volcanic origin, is east of no .... Airlines and destinations References External links * Airports in Vanuatu Tafea Province {{Vanuatu-geo-stub ...
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Fundamental Theorem Of Arithmetic
In mathematics, the fundamental theorem of arithmetic, also called the unique factorization theorem and prime factorization theorem, states that every integer greater than 1 can be represented uniquely as a product of prime numbers, up to the order of the factors. For example, : 1200 = 2^4 \cdot 3^1 \cdot 5^2 = (2 \cdot 2 \cdot 2 \cdot 2) \cdot 3 \cdot (5 \cdot 5) = 5 \cdot 2 \cdot 5 \cdot 2 \cdot 3 \cdot 2 \cdot 2 = \ldots The theorem says two things about this example: first, that 1200 be represented as a product of primes, and second, that no matter how this is done, there will always be exactly four 2s, one 3, two 5s, and no other primes in the product. The requirement that the factors be prime is necessary: factorizations containing composite numbers may not be unique (for example, 12 = 2 \cdot 6 = 3 \cdot 4). This theorem is one of the main reasons why 1 is not considered a prime number: if 1 were prime, then factorization into primes would not be unique; for example, ...
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