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Gyro-Theodolite The gyrotheodolite is a theodolite used for surveys which do not have sky visibility (mining, underground survey). This instrument gives the orientation of the true North (the direction of Earth's rotational axis) which is set as a reference for future underground observations.
Gyroball The gyroball is the name given to a breaking baseball pitch purported to be used by players in Japan, although if it were invented in the United States it would probably be called a sinker. The pitch was developed by two Japanese scientists, Ryutaro Himeno and Kazushi Tezuka, who used computer simulations to create a new style of delivery intended to reduce stress on the pitcher.
Gyrocar A gyrocar is a two-wheeled automobile. The difference between a bicycle or motorcycle and a gyrocar is that in a bike, dynamic balance is provided by the rider, and in some cases by the geometry and mass distribution of the bike itself.
Gyrodyne QH-50 The QH-50, better known as the DASH for Drone Anti-Submarine Helicopter, was a small, drone helicopter built by Gyrodyne for use as a long-range anti-submarine weapon on ships that would otherwise be too small to operate a full-sized helicopter. It remained in production until 1969.
Gyrodynes and Heliplanes A Gyrodyne is a heavier-than-air aircraft with a rotor system that is normally driven by its engine for takeoff, hovering and landing like a helicopter, but which also has an additional propulsion system that is independent of the rotor system. At higher speeds, the rotor system acts similar to that of an autogyro, no longer driving the aircraft but simply providing lift.
Gyroelongated pentagonal bicupola In geometry, the gyroelongated pentagonal bicupola is one of the Johnson solids (J46). As the name suggests, it can be constructed by gyroelongating a pentagonal bicupola (J30 or J31) by inserting a decagonal antiprism between its congruent halves.
Gyroelongated pentagonal birotunda In geometry, the gyroelongated pentagonal birotunda is one of the Johnson solids (J48). As the name suggests, it can be constructed by gyroelongating a pentagonal birotunda (either J34 or the icosidodecahedron) by inserting a decagonal antiprism between its two halves.
Gyroelongated pentagonal cupola In geometry, the gyroelongated pentagonal cupola is one of the Johnson solids (J24). As the name suggests, it can be constructed by gyroelongating a pentagonal cupola (J5) by attaching a decagonal antiprism to its base.
Gyroelongated pentagonal cupolarotunda In geometry, the gyroelongated pentagonal cupolarotunda is one of the Johnson solids (J47). As the name suggests, it can be constructed by gyroelongating a pentagonal cupolarotunda (J32 or J33) by inserting a decagonal antiprism between its two halves.
Gyroelongated pentagonal pyramid In geometry, the gyroelongated pentagonal pyramid is one of the Johnson solids (J11). As its name suggests, it is formed by taking a pentagonal pyramid and "gyroelongating" it, which in this case involves joining a pentagonal antiprism to its base.
Gyroelongated pentagonal rotunda In geometry, the gyroelongated pentagonal rotunda is one of the Johnson solids (J25). As the name suggests, it can be constructed by gyroelongating a pentagonal rotunda (J6) by attaching a decagonal antiprism to its base.
Gyroelongated square bicupola In geometry, the gyroelongated square bicupola is one of the Johnson solids (J45). As the name suggests, it can be constructed by gyroelongating a square bicupola (J28 or J29) by inserting an octagonal antiprism between its congruent halves.
Gyroelongated square cupola In geometry, the gyroelongated square cupola is one of the Johnson solids (J23). As the name suggests, it can be constructed by gyroelongating a square cupola (J4) by attaching an octagonal antiprism to its base.
Gyroelongated square dipyramid In geometry, the gyroelongated square dipyramid is one of the Johnson solids (J17). As the name suggests, it can be constructed by gyroelongating an octahedron by inserting a square antiprism between its congruent halves.
Gyroelongated square pyramid In geometry, the gyroelongated square pyramid is one of the Johnson solids (J10). As its name suggests, it can be constructed by taking a square pyramid and "gyroelongating" it, which in this case involves joining a square antiprism to its base.
Gyroelongated triangular bicupola In geometry, the gyroelongated triangular bicupola is one of the Johnson solids (J44). As the name suggests, it can be constructed by gyroelongating a triangular bicupola (either J27 or the cuboctahedron) by inserting a hexagonal antiprism between its congruent halves.
Gyroelongated triangular cupola In geometry, the gyroelongated triangular cupola is one of the Johnson solids (J22). As the name suggests, it can be constructed by gyroelongating a triangular cupola (J3) by attaching a hexagonal antiprism to its base.
Gyromagnetic ratio In physics, the magnetogyric ratio (more commonly called the gyromagnetic ratio) of a particle or system is the ratio of its magnetic dipole moment to its angular momentum. Its SI units are hertz per tesla (Hz/T), and it is often denoted by the symbol Îł.
Gyromancy Gyromancy is one of the many forms of divination, or fortune- or future-telling that has been used throughout the ages. Gyromancy is not used much in today's modern times, and involves what could be deemed a rather silly practice.
Gyromite Gyromite (also known as Robot Gyro) is a video game released in 1985 for the Nintendo Entertainment System, designed for use with the Robotic Operating Buddy. Gyromite is one of two games in Nintendo's Robot Series, the other being Stack-Up.
Gyromitra gigas Gyromitra gigas, known as the Snow morel, is a member of the Ascomycota unlike many larger fungi encountered in the wild. Inedible, it is found in Europe, while the North American form originally considered to be this species is now G.
Gyros Gyros or gyro (Greek γύĎος, "turning") (IPA: ) is a kind of meat roasted on a vertical rotisserie, or by extension the pita bread it is usually found in. In addition to the meat, there are also various salads and sauces inside the pita.
Gyroscope (computer game) Gyroscope, from the Australian Software company Melbourne House, is a game similar to Marble Madness. You control the spinning Gyroscope from the top of the course to the bottom within an allotted time limit, cause the Gyroscope to topple and you will lose a life.
Gyroscopic-aether Media:gyroscopic-aether (noun) : gyroscopic-aether refers to the science and the understanding of gyroscopic aether (field) principles that over ride gravity by the means of utilizing generated pulsed aether fields that nuetralize and over ride the gravitational effect.
Gyrostigma Gyrostigma is a genus of botfly which parasitize rhinoceroses. The best-known species is Gyrostigma rhinocerontis, the rhinoceros stomach botfly, which develops in the stomach lining of the Black Rhinoceros and White Rhinoceros of Africa, and the adult of which is the largest fly known in Africa.
Gyrotonic GYROTONIC® (also known as the Gyrotonic Expansion System) is an exercise system created by Juliu Horvath, an ethnic Hungarian born in Romania. Horvath, who was trained as a ballet dancer, sought asylum in the United States in the 1960s and developed the Gyrotonic® system there, after an injured Achilles tendon brought his dance career to a halt.
Gyrotron Gyrotrons are high powered electron tubes which emit a millimeter wave beam by bunching electrons with cyclotron motion in a strong magnetic field. Typical output powers range from 10s of kilowatts to 1-2 megawatts.
Gyrovagues Gyrovagues (sometimes Gyrovagi or Gyruvagi) were wandering monks without fixed residence or leadership who relied on charity and the hospitality of others. The term is used to refer to a class of monks, rather than a specific order, and may be pejorative as they are almost universally denounced by Christian writers of the Early Middle Ages.
Gysin sequence In the field of mathematics known as algebraic topology, the Gysin sequence is a long exact sequence which relates the cohomology classes of the base space, the fiber and the total space of a sphere bundle. The Gysin sequence is a useful tool for calculating the cohomology rings given the Euler class of the sphere bundle and vice versa.
Gytha Thorkelsdóttir Gytha Torkelsdotter was the daughter of Torkel Styrbjörnsson. Consequently she was the granddaughter of the disinherited Swedish prince Styrbjörn Starke, the conqueror of Jomsborg, and Tyra, the daughter of Harold Bluetooth king of Norway and Denmark.
Gytheio Gytheio (Greek, Modern: Γύθειο, Ancient/Katharevousa: -on) (Meaning:Land of the Gods), also Gythio, Githeio, Githio or Yithion is a town of Laconia in Greece, long known as the seaport of Sparta some 27 miles inland. Gytheio used to be an important port for many centuries until it was destroyed by an earthquake.
Gytrash The Gytrash, a legendary black dog known in northern England, was said to haunt lonely roads awaiting travelers. Appearing in the shape of horses, mules, or dogs, the Gytrash haunt solitary ways and lead people astray.
Gyu-Kaku Gyu-Kaku (牛角 gyū kaku) is a chain of yakiniku restaurants specializing in barbecued beef. The name means literally "bull horn" but is probable a word play with the possible interpretation of "beef corner".
Gyude Bryant Charles Gyude Bryant (born January 17, 1949) was the Chairman of the Transitional Government of Liberia from October 14, 2003 until January 16, 2006. The installation of the transitional government was part of the peace agreement to end the country's second civil war, which had raged since the Liberians United for Reconciliation and Democracy (LURD) rebelled against President Charles Taylor in 1999.
Gyudon Gyūdon (牛丼), often literally translated into English as beef bowl, is a Japanese dish consisting of a bowl of rice topped with beef and onion simmered in a mildly sweet sauce flavored with soy sauce and mirin. It also often includes shirataki.
Gyula Andrássy Gyula, Count Andrássy de CsĂkszentkirály et Krasznahorka (csĂkszentkirályi Ă©s krasznahorkai grĂłf Andrássy Gyula in Hungarian) (born Košice, March 3, 1823 – died Volosca, February 18, 1890) was a Hungarian statesman. He is sometimes called Count Julius Andrassy in English.
Gyula Breyer Gyula Breyer (April 30, 1893 – November 9, 1921) was a Hungarian chess player. He was a leading member of the hypermodern school of chess theory, which favored controlling the center with pieces on the wings.
Gyula Károlyi Gyula Count Károlyi de Nagykároly (7 May 1871 - 23 April 1947) was a conservative Hungarian politician who served as Prime Minister of Hungary from 1931 to 1932. He had previously been Prime Minister of the counter-revolutionary government in Szeged for several months in 1919.
Gyula Kőnig Gyula Kőnig (also known as Julius König), (December 16 1849 in Győr, Hungary – April 8 1913, Budapest) was a Hungarian mathematician who worked on many topics in algebra, number theory, geometry, set theory, and analysis.
Gyula Zsengellér Gyula Zsengellér (Cegléd, December 27, 1915 - Nicosia, March 29, 1999) was a Hungarian footballer and a legend of Újpest FC, most famous for his part in taking the Hungarian national team to the 1938 World Cup Final. He was that tournament's second-highest scorer, behind Leonidas of Brazil.
Gyula, Hungary Gyula (Romanian: Giula, German: Julau, Serbian: Ăula) is a town in BĂ©kĂ©s county (Romanian: JudeĹŁul BichiĹź) in south-eastern Hungary. It lies close to the border with Romania, on the river FehĂ©r-Körös (Romanian: CriĹźul Alb).
Gyumri Gyumri (Armenian: ÔłŐµŐ¸Ö‚Ő´Ö€Ő«, Russian: Гюмри, Greek: ΑλεξανδĎουπολις, Alexandroupolis, Persian: ÚŻŰŚŮمری, Turkish GĂĽmrĂĽ) is the capital and largest city of the Shirak province in northwest Armenia. It is located about 75 miles (120 km) from the capital Yerevan, and, with a population of 150,917 (2001 census), is the second-largest city in Armenia.
Gyuwon Sahwa The Gyuwon Sahwa(ę·śě›ě‚¬í™”) is a historical story written in 1675 describing the ancient Korean state of Gojoseon and historical legend of Shinshi. The author called himself "Bugaeja," (ë¶ě• ěž/北崖ĺ) or "old man Bugae" (北崖č€äşş); his real name is not known.
GZA GZA (pronounced Jizza), aka The Genius, born Gary Grice August 22, 1965 in Brooklyn, New York City is an American rapper. He is most well known as a founding member of the seminal hip-hop group the Wu-Tang Clan.
Gyroball The gyroball is the name given to a breaking baseball pitch purported to be used by players in Japan, although if it were invented in the United States it would probably be called a sinker. The pitch was developed by two Japanese scientists, Ryutaro Himeno and Kazushi Tezuka, who used computer simulations to create a new style of delivery intended to reduce stress on the pitcher.
Gyrocar A gyrocar is a two-wheeled automobile. The difference between a bicycle or motorcycle and a gyrocar is that in a bike, dynamic balance is provided by the rider, and in some cases by the geometry and mass distribution of the bike itself.
Gyrodyne QH-50 The QH-50, better known as the DASH for Drone Anti-Submarine Helicopter, was a small, drone helicopter built by Gyrodyne for use as a long-range anti-submarine weapon on ships that would otherwise be too small to operate a full-sized helicopter. It remained in production until 1969.
Gyrodynes and Heliplanes A Gyrodyne is a heavier-than-air aircraft with a rotor system that is normally driven by its engine for takeoff, hovering and landing like a helicopter, but which also has an additional propulsion system that is independent of the rotor system. At higher speeds, the rotor system acts similar to that of an autogyro, no longer driving the aircraft but simply providing lift.
Gyroelongated pentagonal bicupola In geometry, the gyroelongated pentagonal bicupola is one of the Johnson solids (J46). As the name suggests, it can be constructed by gyroelongating a pentagonal bicupola (J30 or J31) by inserting a decagonal antiprism between its congruent halves.
Gyroelongated pentagonal birotunda In geometry, the gyroelongated pentagonal birotunda is one of the Johnson solids (J48). As the name suggests, it can be constructed by gyroelongating a pentagonal birotunda (either J34 or the icosidodecahedron) by inserting a decagonal antiprism between its two halves.
Gyroelongated pentagonal cupola In geometry, the gyroelongated pentagonal cupola is one of the Johnson solids (J24). As the name suggests, it can be constructed by gyroelongating a pentagonal cupola (J5) by attaching a decagonal antiprism to its base.
Gyroelongated pentagonal cupolarotunda In geometry, the gyroelongated pentagonal cupolarotunda is one of the Johnson solids (J47). As the name suggests, it can be constructed by gyroelongating a pentagonal cupolarotunda (J32 or J33) by inserting a decagonal antiprism between its two halves.
Gyroelongated pentagonal pyramid In geometry, the gyroelongated pentagonal pyramid is one of the Johnson solids (J11). As its name suggests, it is formed by taking a pentagonal pyramid and "gyroelongating" it, which in this case involves joining a pentagonal antiprism to its base.
Gyroelongated pentagonal rotunda In geometry, the gyroelongated pentagonal rotunda is one of the Johnson solids (J25). As the name suggests, it can be constructed by gyroelongating a pentagonal rotunda (J6) by attaching a decagonal antiprism to its base.
Gyroelongated square bicupola In geometry, the gyroelongated square bicupola is one of the Johnson solids (J45). As the name suggests, it can be constructed by gyroelongating a square bicupola (J28 or J29) by inserting an octagonal antiprism between its congruent halves.
Gyroelongated square cupola In geometry, the gyroelongated square cupola is one of the Johnson solids (J23). As the name suggests, it can be constructed by gyroelongating a square cupola (J4) by attaching an octagonal antiprism to its base.
Gyroelongated square dipyramid In geometry, the gyroelongated square dipyramid is one of the Johnson solids (J17). As the name suggests, it can be constructed by gyroelongating an octahedron by inserting a square antiprism between its congruent halves.
Gyroelongated square pyramid In geometry, the gyroelongated square pyramid is one of the Johnson solids (J10). As its name suggests, it can be constructed by taking a square pyramid and "gyroelongating" it, which in this case involves joining a square antiprism to its base.
Gyroelongated triangular bicupola In geometry, the gyroelongated triangular bicupola is one of the Johnson solids (J44). As the name suggests, it can be constructed by gyroelongating a triangular bicupola (either J27 or the cuboctahedron) by inserting a hexagonal antiprism between its congruent halves.
Gyroelongated triangular cupola In geometry, the gyroelongated triangular cupola is one of the Johnson solids (J22). As the name suggests, it can be constructed by gyroelongating a triangular cupola (J3) by attaching a hexagonal antiprism to its base.
Gyromagnetic ratio In physics, the magnetogyric ratio (more commonly called the gyromagnetic ratio) of a particle or system is the ratio of its magnetic dipole moment to its angular momentum. Its SI units are hertz per tesla (Hz/T), and it is often denoted by the symbol Îł.
Gyromancy Gyromancy is one of the many forms of divination, or fortune- or future-telling that has been used throughout the ages. Gyromancy is not used much in today's modern times, and involves what could be deemed a rather silly practice.
Gyromite Gyromite (also known as Robot Gyro) is a video game released in 1985 for the Nintendo Entertainment System, designed for use with the Robotic Operating Buddy. Gyromite is one of two games in Nintendo's Robot Series, the other being Stack-Up.
Gyromitra gigas Gyromitra gigas, known as the Snow morel, is a member of the Ascomycota unlike many larger fungi encountered in the wild. Inedible, it is found in Europe, while the North American form originally considered to be this species is now G.
Gyros Gyros or gyro (Greek γύĎος, "turning") (IPA: ) is a kind of meat roasted on a vertical rotisserie, or by extension the pita bread it is usually found in. In addition to the meat, there are also various salads and sauces inside the pita.
Gyroscope (computer game) Gyroscope, from the Australian Software company Melbourne House, is a game similar to Marble Madness. You control the spinning Gyroscope from the top of the course to the bottom within an allotted time limit, cause the Gyroscope to topple and you will lose a life.
Gyroscopic-aether Media:gyroscopic-aether (noun) : gyroscopic-aether refers to the science and the understanding of gyroscopic aether (field) principles that over ride gravity by the means of utilizing generated pulsed aether fields that nuetralize and over ride the gravitational effect.
Gyrostigma Gyrostigma is a genus of botfly which parasitize rhinoceroses. The best-known species is Gyrostigma rhinocerontis, the rhinoceros stomach botfly, which develops in the stomach lining of the Black Rhinoceros and White Rhinoceros of Africa, and the adult of which is the largest fly known in Africa.
Gyrotonic GYROTONIC® (also known as the Gyrotonic Expansion System) is an exercise system created by Juliu Horvath, an ethnic Hungarian born in Romania. Horvath, who was trained as a ballet dancer, sought asylum in the United States in the 1960s and developed the Gyrotonic® system there, after an injured Achilles tendon brought his dance career to a halt.
Gyrotron Gyrotrons are high powered electron tubes which emit a millimeter wave beam by bunching electrons with cyclotron motion in a strong magnetic field. Typical output powers range from 10s of kilowatts to 1-2 megawatts.
Gyrovagues Gyrovagues (sometimes Gyrovagi or Gyruvagi) were wandering monks without fixed residence or leadership who relied on charity and the hospitality of others. The term is used to refer to a class of monks, rather than a specific order, and may be pejorative as they are almost universally denounced by Christian writers of the Early Middle Ages.
Gysin sequence In the field of mathematics known as algebraic topology, the Gysin sequence is a long exact sequence which relates the cohomology classes of the base space, the fiber and the total space of a sphere bundle. The Gysin sequence is a useful tool for calculating the cohomology rings given the Euler class of the sphere bundle and vice versa.
Gytha Thorkelsdóttir Gytha Torkelsdotter was the daughter of Torkel Styrbjörnsson. Consequently she was the granddaughter of the disinherited Swedish prince Styrbjörn Starke, the conqueror of Jomsborg, and Tyra, the daughter of Harold Bluetooth king of Norway and Denmark.
Gytheio Gytheio (Greek, Modern: Γύθειο, Ancient/Katharevousa: -on) (Meaning:Land of the Gods), also Gythio, Githeio, Githio or Yithion is a town of Laconia in Greece, long known as the seaport of Sparta some 27 miles inland. Gytheio used to be an important port for many centuries until it was destroyed by an earthquake.
Gytrash The Gytrash, a legendary black dog known in northern England, was said to haunt lonely roads awaiting travelers. Appearing in the shape of horses, mules, or dogs, the Gytrash haunt solitary ways and lead people astray.
Gyu-Kaku Gyu-Kaku (牛角 gyū kaku) is a chain of yakiniku restaurants specializing in barbecued beef. The name means literally "bull horn" but is probable a word play with the possible interpretation of "beef corner".
Gyude Bryant Charles Gyude Bryant (born January 17, 1949) was the Chairman of the Transitional Government of Liberia from October 14, 2003 until January 16, 2006. The installation of the transitional government was part of the peace agreement to end the country's second civil war, which had raged since the Liberians United for Reconciliation and Democracy (LURD) rebelled against President Charles Taylor in 1999.
Gyudon Gyūdon (牛丼), often literally translated into English as beef bowl, is a Japanese dish consisting of a bowl of rice topped with beef and onion simmered in a mildly sweet sauce flavored with soy sauce and mirin. It also often includes shirataki.
Gyula Andrássy Gyula, Count Andrássy de CsĂkszentkirály et Krasznahorka (csĂkszentkirályi Ă©s krasznahorkai grĂłf Andrássy Gyula in Hungarian) (born Košice, March 3, 1823 – died Volosca, February 18, 1890) was a Hungarian statesman. He is sometimes called Count Julius Andrassy in English.
Gyula Breyer Gyula Breyer (April 30, 1893 – November 9, 1921) was a Hungarian chess player. He was a leading member of the hypermodern school of chess theory, which favored controlling the center with pieces on the wings.
Gyula Károlyi Gyula Count Károlyi de Nagykároly (7 May 1871 - 23 April 1947) was a conservative Hungarian politician who served as Prime Minister of Hungary from 1931 to 1932. He had previously been Prime Minister of the counter-revolutionary government in Szeged for several months in 1919.
Gyula Kőnig Gyula Kőnig (also known as Julius König), (December 16 1849 in Győr, Hungary – April 8 1913, Budapest) was a Hungarian mathematician who worked on many topics in algebra, number theory, geometry, set theory, and analysis.
Gyula Zsengellér Gyula Zsengellér (Cegléd, December 27, 1915 - Nicosia, March 29, 1999) was a Hungarian footballer and a legend of Újpest FC, most famous for his part in taking the Hungarian national team to the 1938 World Cup Final. He was that tournament's second-highest scorer, behind Leonidas of Brazil.
Gyula, Hungary Gyula (Romanian: Giula, German: Julau, Serbian: Ăula) is a town in BĂ©kĂ©s county (Romanian: JudeĹŁul BichiĹź) in south-eastern Hungary. It lies close to the border with Romania, on the river FehĂ©r-Körös (Romanian: CriĹźul Alb).
Gyumri Gyumri (Armenian: ÔłŐµŐ¸Ö‚Ő´Ö€Ő«, Russian: Гюмри, Greek: ΑλεξανδĎουπολις, Alexandroupolis, Persian: ÚŻŰŚŮمری, Turkish GĂĽmrĂĽ) is the capital and largest city of the Shirak province in northwest Armenia. It is located about 75 miles (120 km) from the capital Yerevan, and, with a population of 150,917 (2001 census), is the second-largest city in Armenia.
Gyuwon Sahwa The Gyuwon Sahwa(ę·śě›ě‚¬í™”) is a historical story written in 1675 describing the ancient Korean state of Gojoseon and historical legend of Shinshi. The author called himself "Bugaeja," (ë¶ě• ěž/北崖ĺ) or "old man Bugae" (北崖č€äşş); his real name is not known.
GZA GZA (pronounced Jizza), aka The Genius, born Gary Grice August 22, 1965 in Brooklyn, New York City is an American rapper. He is most well known as a founding member of the seminal hip-hop group the Wu-Tang Clan.
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