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Bottom Of Da Map
Bottom may refer to: Anatomy and sex * Bottom (BDSM), the partner in a BDSM who takes the passive, receiving, or obedient role, to that of the top or dominant * Bottom (sex), a term used by gay couples and BDSM * Buttocks or bottom, part of the anatomy on the posterior of the pelvic region of apes and humans, and many other bipeds or quadrupeds Arts, entertainment, and media * Bottom (TV series), ''Bottom'' (TV series), a British sitcom and stage show * "Bottom", a song by Puddle of Mudd from ''Life On Display'' * "Bottom", a song by Tool from ''Undertow (Tool album), Undertow'' * Nick Bottom, a character from Shakespeare's ''A Midsummer Night's Dream'' * The Bottoms (novel), ''The Bottoms'' (novel), a 2000 novel by Joe R. Lansdale * ''Bottoms'', a 1966 film by Yoko Ono Geography * Bottom (valley), the floor of a valley ** List of geographical bottoms, list of geographical features called "bottom" * Bottomland (freshwater ecology), low-lying alluvial land adjacent to a riv ...
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Bottom (BDSM)
The terms top, bottom, and switch are used to describe roles for the duration of a sexual act or they may more broadly denote a psychological, social, or sexual identity, or indicate one's usual preference. The terms top, bottom, and switch are also used in BDSM, with slightly different meanings. In BDSM, a ''top'' is the person doing something to someone else, and a ''bottom'' is the person receiving that act. In both contexts, the terms ''top'' and ''bottom'' refer to active and passive roles, not to who is physically on top in a particular sexual act. The older term "versatile" is sometimes used instead of "switch." Top In BDSM, ''top'' can mean either a dominant partner in BDSM play (such as flogging, binding, being master, humiliating, and sexual play), or a partner who applies stimulation to another, and who may or may not be dominant. Topping from the bottom is a related BDSM term, meaning a person simultaneously adopts the role of bottom and dom. A ''service top'' is ...
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The Bottom
The Bottom (formerly ''Botte'') is the capital and largest town of the island of Saba, the Caribbean Netherlands, and is the first stop on the way from Saba's Port in Fort Bay towards the rest of the island. In 2001, it had 462 inhabitants of the total 1,349 islanders. History The Bottom was founded in 1632 by colonists from Zeeland. The original name of the town was ''De Botte'', old Dutch for "The Bowl", referring to its geographical position in a valley surrounded by the various mountains. The island attracted Irish and Scottish settlers, and the main language became English. "The Bottom" is an English corruption of this name. Infrastructure The Bottom is home to the government offices, a hospital, a nursing home, a sports field, three churches, a library, various shops and the 200 students of the Saba University School of Medicine. Events As capital of the island, The Bottom hosts a number of events throughout the year. During the summer, Saba's Carnival, a parade and mass ...
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Bott
Bott is an English and German surname. Notable people with the surname include: *Catherine Bott, English soprano * Charlie Bott, English rugby player * François Bott (born 1935) * John Bott *Leon Bott, Australian rugby league footballer * Leonidas Bott (1889–1969), Australian cricketer *Lloyd Bott (1917–2004), senior Australian public servant *Mark Bott, English cricketer * Markus Bott (born 1962), German boxer *Martin Bott, English geophysicist * Nina Bott (born 1978), German actress * Randy L. Bott *Raoul Bott, mathematician *Richard Bott *Violet Elizabeth Bott the character in a Richmal Crompton novel. * Wilf Bott See also *Atiyah–Bott fixed-point theorem *Borel–Weil–Bott theorem *Bott periodicity theorem *Bott residue formula In mathematics, the Bott residue formula, introduced by , describes a sum over the fixed points of a holomorphic vector field of a compact complex manifold. Statement If ''v'' is a holomorphic vector field on a compact complex manifold ''M' ...
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Shorts
Shorts are a garment worn over the human pelvis, pelvic area, circling the waist and splitting to cover the upper part of the legs, sometimes extending down to the knees but not covering the entire length of the leg. They are called "shorts" because they are a shortened version of trousers, which cover the entire leg, but not the foot. Shorts are typically worn in warm weather or in an environment where comfort and airflow are more important than the protection of the legs. There are a variety of shorts, ranging from knee-length short trousers that can in some situations be worn as formal clothes to beachwear and athletic shorts. Some types of shorts are typically worn by women, such as culottes, which are a divided skirt resembling a pair of loose-cut shorts. Terminological differences The British English term, ''short trousers'', is used, only for shorts that are a short version of ordinary trousers (i.e., ''pants'' or ''slacks'' in American English). For example: tailored ...
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Trousers
Trousers (British English), slacks, or pants are an item of clothing worn from the waist to anywhere between the knees and the ankles, covering both legs separately (rather than with cloth extending across both legs as in robes, skirts, and dresses). In the United Kingdom, the word ''pants'' generally means underwear and not trousers. Shorts are similar to trousers, but with legs that come down only to around the area of the knee, higher or lower depending on the style of the garment. To distinguish them from shorts, trousers may be called "long trousers" in certain contexts such as school uniform, where tailored shorts may be called "short trousers" in the UK. The oldest known trousers, dating to the period between the thirteenth and the tenth centuries BC, were found at the Yanghai cemetery in Turpan, Sinkiang ( Tocharia), in present-day western China. Made of wool, the trousers had straight legs and wide crotches and were likely made for horseback riding. In most of Europe, ...
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Bottom Quark
The bottom quark or b quark, also known as the beauty quark, is a third-generation heavy quark with a charge of −  ''e''. All quarks are described in a similar way by electroweak and quantum chromodynamics, but the bottom quark has exceptionally low rates of transition to lower-mass quarks. The bottom quark is also notable because it is a product in almost all top quark decays, and is a frequent decay product of the Higgs boson. Name and history The bottom quark was first described theoretically in 1973 by physicists Makoto Kobayashi and Toshihide Maskawa to explain CP violation. The name "bottom" was introduced in 1975 by Haim Harari. The bottom quark was discovered in 1977 by the Fermilab E288 experiment team led by Leon M. Lederman, when collisions produced bottomonium. Kobayashi and Maskawa won the 2008 Nobel Prize in Physics for their explanation of CP-violation. While the name "beauty" is sometimes used, "bottom" became the predominant usage by analogy of "to ...
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Bottom (technical Analysis)
A chart pattern or price pattern is a pattern within a chart when prices are graphed. In stock and commodity markets trading, chart pattern studies play a large role during technical analysis. When data is plotted there is usually a pattern which naturally occurs and repeats over a period. Chart patterns are used as either reversal or continuation signals. There are three main types of chart patterns which are used by technical analysts: traditional chart patternHarmonic Patterns* candlestick pattern Traditional Chart Pattern Included in this type are the most common patterns which have been introduced to chartists for more than a hundred years. Below is a list of the most commonly used traditional chart patterns: Reversal Patterns: # Double Top Reversal # Double Bottom Reversal # Triple Top Reversal # Triple Bottom Reversal # Head and Shoulders # Key Reversal Bar Continuation Patterns: # Triangle # Flag and Pennant # Channel # Cup with Handle Harmonic Pattern Harmonic ...
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Bottoms (surname)
Bottoms is a surname. Notable people with this surname include: * Benjamin A. Bottoms, U.S. Coast Guardsman who died during a rescue attempt in Greenland *Joseph Bottoms, American actor *Keisha Lance Bottoms, American politician and mayor of Atlanta *Sam Bottoms, American actor * Scott Bottoms, American politician and pastor from Colorado *Timothy Bottoms, American actor See also *Bottom (surname) Bottom is a surname. Notable people with the surname include: * Anthony Bottom (born 1951), former member of both the Black Panther Party (BPP) and the Black Liberation Army (BLA) * Arthur Bottom (1930–2012), English footballer *Bob Bottom, OAM, ...
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Bottom (surname)
Bottom is a surname. Notable people with the surname include: *Anthony Bottom (born 1951), former member of both the Black Panther Party (BPP) and the Black Liberation Army (BLA) *Arthur Bottom (1930–2012), English footballer * Bob Bottom, OAM, retired investigative journalist and author *Daniel Bottom (1864–1937), English cricketer * Dorothy Rouse Bottom (1986–1990), America newspaperwoman * River Jude Phoenix (né Bottom, 1970–1993), American actor, musician, and activist * Joaquin Rafael Phoenix (né Bottom, born 1974), American actor, producer, and activist *Joe Bottom (born 1955), American former competition swimmer, Olympic silver medalist, and former world record-holder *Mike Bottom (born c. 1966), head coach of the Michigan Wolverines swimming and diving program at the University of Michigan *Nick Bottom, character in Shakespeare's ''A Midsummer Night's Dream'' who provides comic relief throughout the play * Virgil E. Bottom (1911–2003), American born experimental p ...
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Up Tack
The up tack or falsum (⊥, \bot in LaTeX, U+22A5 in Unicode) is a constant symbol used to represent: * The truth value 'false', or a logical constant denoting a proposition in logic that is always false (often called "falsum" or "absurdum"). * The bottom element in wheel theory and lattice theory, which also represents absurdum when used for logical semantics * The bottom type in type theory, which is the bottom element in the subtype relation. This may coincide with the empty type, which represents absurdum under the Curry–Howard correspondence as well as * Mixed radix decoding in the APL programming language The glyph of the up tack appears as an upside-down tee symbol, and as such is sometimes called eet (the word "tee" in reverse). Tee plays a complementary or dual role in many of these theories. The similar-looking perpendicular symbol (⟂, \perp in LaTeX, U+27C2 in Unicode) is a binary relation symbol used to represent: * Perpendicularity of lines in geometry * Ortho ...
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Bottom Type
In type theory, a theory within mathematical logic, the bottom type of a type system is the type that is a subtype of all other types. Where such a type exists, it is often represented with the up tack (⊥) symbol. When the bottom type is empty, a function whose return type is bottom cannot return any value, not even the lone value of a unit type. In such a language, the bottom type may therefore be known as the zero or never type. In the Curry–Howard correspondence, an empty type corresponds to falsity. Computer science applications In subtyping systems, the bottom type is a subtype of all types. It is dual to the top type, which spans all possible values in a system. If a type system is sound, the bottom type is uninhabited and a term of bottom type represents a logical contradiction. In such systems, typically no distinction is drawn between the bottom type and the empty type, and the terms may be used interchangeably. If the bottom type is inhabited, its terms typically ...
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Bottom Element
In mathematics, especially in order theory, the greatest element of a subset S of a partially ordered set (poset) is an element of S that is greater than every other element of S. The term least element is defined dually, that is, it is an element of S that is smaller than every other element of S. Definitions Let (P, \leq) be a preordered set and let S \subseteq P. An element g \in P is said to be if g \in S and if it also satisfies: :s \leq g for all s \in S. By using \,\geq\, instead of \,\leq\, in the above definition, the definition of a least element of S is obtained. Explicitly, an element l \in P is said to be if l \in S and if it also satisfies: :l \leq s for all s \in S. If (P, \leq) is even a partially ordered set then S can have at most one greatest element and it can have at most one least element. Whenever a greatest element of S exists and is unique then this element is called greatest element of S. The terminology least element of S is defined simila ...
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