long distance code!

long distance code

Comprehensive Analysis

1) "Long" -- As to long distance code 1long Pronunciation: 'lo[ng] Function: adjective Inflected Form(s): lon·ger /'lo[ng]-g&r also -&r/; lon·gest /'lo[ng]-g&st also -&st/ Etymology: Middle English long, lang, from Old English; akin to Old High German lang long, Latin longus 1 a : extending for a considerable distance b : having greater length than usual <a long corridor> c : having greater height than usual : TALL d : having a greater length than breadth : ELONGATED e : having a greater length than desirable or necessary <the column is one line too long> f : FULL-LENGTH <long pants> 2 a : having a specified length <six feet long> b : forming the chief linear dimension <the long side of the room> 3 a : extending over a considerable time <a long friendship> b : having a specified duration <two hours long> c : prolonged beyond the usual time <a long look> d : lasting too long : TEDIOUS <a long explanation> 4 a : containing many items in a series <a long list> b : having a specified number of units <300 pages long> c : consisting of a greater number or amount than usual : LARGE 5 a of a speech sound : having a relatively long duration b : being the member of a pair of similarly spelled vowel or vowel-containing sounds that is descended from a vowel long in duration <long a in fate> <long i in sign> c of a syllable in prosody (1) : of relatively extended duration (2) : bearing a stress or accent 6 : having the capacity to In general English usage, long is the adjectival form of length. It may also refer to: In geography: Long, People's Republic of China Long Island, New York, United States In other fields: Lóng, a Chinese dragon Long, a fielding term in cricket Long (surname), a common surname Long (finance), a position in finance Long integer, a type variable in computer science "Going long" is a term used both in relation to stock markets and various sports, including American football Long-beaked Long-bearded Long-billed Long-clawed Long-crested Long-eared Long-finned Long-Haired Long-horned Long-jawed Long-legged Long-nosed Long-snouted Long-tailed Long-thumbed Long-toed Long-tongued Long-whiskered ..." 2) "Distance" -- As to long distance code 1dis·tance Pronunciation: 'dis-t&n(t)s Function: noun 1 obsolete : DISCORD 2 a : separation in time b : the degree or amount of separation between two points, lines, surfaces, or objects c (1) : an extent of area or an advance along a route measured linearly (2) : an extent of space measured other than linearly <within walking distance> d : an extent of advance from a beginning e : EXPANSE f (1) : length of a race or contest <won at all distances> (2) : the full length (as of a prizefight or ball game) (3) : a long race <distance training> 3 : the quality or state of being distant : as a : spatial remoteness b : personal and especially emotional separation; also : RESERVE, COLDNESS c : DIFFERENCE, DISPARITY 4 : a distant point or region 5 a : AESTHETIC DISTANCE b : capacity to observe dispassionately - go the distance also last the distance : to complete a course of action Pronunciation Symbols Distance is a numerical description of how far apart objects are at any given moment in time. In physics or everyday discussion, distance may refer to a physical length, a period of time, or an estimation based on other criteria (e.g. "two counties over"). In mathematics, distance must meet more rigorous criteria. People figures standing at a distance from one another 1 Mathematics 1.1 Geometry 1.2 Distance in Euclidean space 1.3 General case 1.4 Distances between non-empty sets 2 Distinguish 3 Other "distances" 4 References 5 See also 6 External links In neutral geometry, the minimum distance between two points is the length of the line segment between them. In algebraic geometry, one can find the distance between two points of the xy-plane using the distance formula. The distance between (x1, y1) and (x2, y2) is given by This formula could also be used as follows: Similarly, given points (x1, y1, z1) and (x2, y2, z2) in three-space, the distance between them is Which is easily proven by constructing a right triangle with a leg on the hypotenuse of another (with the other leg orthogonal to the plane that contains the 1st triangle) and applying the Pythagorean theorem. In the study of complicated geometries, we call this (most common) type of distance Euclidean distance, as it is derived from the Pythagorean theorem, which does not hold in Non-Euclidean geometries. This distance formula can also be expanded into the arc-length formula. In the Euclidean space R 3) "Code" -- As to long distance code 1code Pronunciation: 'kOd Function: noun Etymology: Middle English, from Middle French, from Latin caudex, codex trunk of a tree, document formed originally from wooden tablets 1 : a systematic statement of a body of law; especially : one given statutory force 2 : a system of principles or rules <moral code> 3 a : a system of signals or symbols for communication b : a system of symbols (as letters or numbers) used to represent assigned and often secret meanings 4 : GENETIC CODE 5 : a set of instructions for a computer - code·less /-l&s/ adjective Pronunciation Symbols In communications, a code is a rule for converting a piece of information (for example, a letter, word, or phrase) into another form or representation, not necessarily of the same type. In communications and information processing, encoding is the process by which a source (object) performs this conversion of information into data, which is then sent to a receiver (observer), such as a data processing system. Decoding is the reverse process of converting data, which has been sent by a source, into information understandable by a receiver. (see Decoding methods) A codec is an implementation of that rule (or algorithm) for coding and decoding, for example MP3, which may be a hardware implementation or a software implementation, and which may include compression. One reason for coding is to enable communication in places where ordinary spoken or written language is difficult or impossible. For example, a cable code replaces words (e.g., ship or invoice) into shorter words, allowing the same information to be sent with fewer characters, more quickly, and most important, less expensively. Another example is the use of semaphore flags, where the configuration of flags held by a signaller or the arms of a semaphore tower encodes parts of the message, typically individual letters and numbers. Another person standing a great distance away can interpret the flags and reproduce the words sent. In the history of cryptography, codes were once common for ensuring the confidentiality of communications, although ciphers are now used instead. See code (cryptography). 1 Codes in communication used for brevity 2 An example: the ASCII code 3 Codes to detect or correct errors 4 Codes and acronyms 5 Gödel code 6 See also Code can be used for brevity. When telegraph messages were the state of the art in rapid long distance communication, elaborate commercial..." 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