Melinda Gainsford-Taylor
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Melinda Gainsford-Taylor
Melinda Gainsford-Taylor (born 1 October 1971 in Narromine, New South Wales) is a retired Australian athlete, who specialised in sprint events. In 1995 Gainsford-Taylor won the World Indoor championship over 200 m. During her career she also won international medals at the World Championships and Commonwealth Games. She is the cousin of Australian Olympic backstroke swimmer Josh Watson who won silver in the Men's 4 × 100-metre medley relay at the Sydney Olympics in 2000. Junior career In 1989, she won the first of three consecutive Australian Junior 100 m titles, also winning the Junior 200 m championships in 1989 and 1991. At the 1990 World Junior Championships Gainsford reached the semi-finals of both the 100 and 200 metres sprints and assisted the Australian 4 x 100 metres relay team to a new national junior record of 45.01 seconds. Senior career Although Gainsford-Taylor became a world champion in 1995, her senior career really began when she won the first of ...
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Narromine, New South Wales
Narromine ( /næroʊmaɪn/) is a rural Australian town located approximately 40 kilometres (25 mi) west of Dubbo in the Orana region of New South Wales. The town is at the centre of Narromine Shire. The 2016 census recorded a population of 3,528.  Narromine holds strong historical ties to the Australian Military, as it was the location of RAAF No.19 Inland Aircraft Fuel Depot (IAFD) during World War II. The base contributed to the preparation of troops through a training organisation known as the Empire Air Training Scheme (EATS). The town was one of twelve locations for the No.5 Elementary Flying Training School RAAF in 1940. The town and its district was formed on traditional Wiradjuri country, one of the largest Indigenous populations in central New South Wales. The Macquarie River passes through the town. The Mitchell Highway, named after the early explorer Sir Thomas Mitchell, is the main road from Dubbo to the West and also passes through Narromine. Prior to settle ...
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Swimming At The 2000 Summer Olympics – Men's 4 × 100-metre Medley Relay
Swimming is the self-propulsion of a person through water, or other liquid, usually for recreation, sport, exercise, or survival. Locomotion is achieved through coordinated movement of the limbs and the body to achieve hydrodynamic thrust that results in directional motion. Humans can hold their breath underwater and undertake rudimentary locomotive swimming within weeks of birth, as a survival response. Swimming is consistently among the top public recreational activities, and in some countries, swimming lessons are a compulsory part of the educational curriculum. As a formalized sport, swimming is featured in a range of local, national, and international competitions, including every modern Summer Olympics. Swimming involves repeated motions known as strokes in order to propel the body forward. While the front crawl, also known as freestyle, is widely regarded as the fastest out of four primary strokes, other strokes are practiced for special purposes, such as for training. ...
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2000 Olympic Games
The 2000 Summer Olympics, officially the Games of the XXVII Olympiad and also known as Sydney 2000 (Dharug: ''Gadigal 2000''), the Millennium Olympic Games or the Games of the New Millennium, was an international multi-sport event held from 15 September to 1 October 2000 in Sydney, New South Wales, Australia. It marked the second time the Summer Olympics were held in Australia, and in the Southern Hemisphere, the first being in Melbourne, in 1956. Sydney was selected as the host city for the 2000 Games in 1993. Teams from 199 countries participated in the 2000 Games, which were the first to feature at least 300 events in its official sports programme. The Games' cost was estimated to be A$6.6 billion. These were the final Olympic Games under the IOC presidency of Juan Antonio Samaranch before the arrival of his successor Jacques Rogge. The 2000 Games were the last of the two consecutive Summer Olympics to be held in a predominantly English-speaking country fo ...
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Marion Jones Sydney 200m 2000
Marion may refer to: People *Marion (given name) *Marion (surname) *Marion Silva Fernandes, Brazilian footballer known simply as "Marion" *Marion (singer), Filipino singer-songwriter and pianist Marion Aunor (born 1992) Places Antarctica * Marion Nunataks, Charcot Island Australia * City of Marion, a local government area in South Australia * Marion, South Australia, a suburb of Adelaide Cyprus * Marion, Cyprus, an ancient city-state South Africa *Marion Island, one of the Prince Edward Islands United States * Marion, Alabama * Marion, Arkansas * Marion, Connecticut ** Marion Historic District (Cheshire and Southington, Connecticut) * Marion, Georgia * Marion, Illinois * Marion, Indiana, Grant County * Marion, Shelby County, Indiana * Marion, Iowa * Marion, Kansas ** Marion County Lake ** Marion Reservoir * Marion, Kentucky * Marion, Louisiana * Marion, Massachusetts * Marion Station, Maryland, often referred to as just "Marion" * Marion, Michigan * Marion, Minnesota * Marion, ...
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1998 Commonwealth Games
The 1998 Commonwealth Games ''(Malay: Sukan Komanwel 1998)'', officially known as the XVI Commonwealth Games ''(Malay: Sukan Komanwel ke-16)'', was a multi-sport event held in Kuala Lumpur, Malaysia. This edition is marked by several unprecedented facts in the history of the event. The 1998 games were the first held in an Asian country and the last Commonwealth Games of the 20th century. This was also the first time the games took place in a nation with a head of state other than the Head of the Commonwealth, and the first time the games were held in a country whose majority of the population did not have English as the first language. For the first time ever, the games included team sports. The other bid from the 1998 games came from Adelaide in Australia. Malaysia was the eighth nation to host the Commonwealth Games after Canada, England, Australia, New Zealand, Wales, Jamaica and Scotland. Around 3638 athletes from 70 Commonwealth member nations participated at the games which ...
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1997 World Championships In Athletics
The 6th World Championships in Athletics, under the auspices of the International Amateur Athletic Federation, were held at the Olympic Stadium, Athens, Greece between August 1 and August 10, 1997. In this event participated 1882 athletes from 198 participant nations. Athens used the successful organization of the World Championships the next month during the IOC Session in Lausanne during its campaign to host the 2004 Summer Olympics as proof positive of Athens' and Greece's ability and readiness to organize large-scale, international sporting events. It was the first edition to award wild cards to defending champions even if they did not qualify for their national team. This allowed four athletes from the same country to compete in an individual event in some cases. Men's results Track 1993 , 1995 , 1997 , 1999 , 2001 Note: * Indicates athletes who ran in preliminary rounds. * The United States ( Jerome Young, Antonio Pettigrew, Chris Jones, and Tyree Washington) o ...
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4 X 400 M Relay
4 (four) is a number, numeral and digit. It is the natural number following 3 and preceding 5. It is the smallest semiprime and composite number, and is considered unlucky in many East Asian cultures. In mathematics Four is the smallest composite number, its proper divisors being and . Four is the sum and product of two with itself: 2 + 2 = 4 = 2 x 2, the only number b such that a + a = b = a x a, which also makes four the smallest squared prime number p^. In Knuth's up-arrow notation, , and so forth, for any number of up arrows. By consequence, four is the only square one more than a prime number, specifically three. The sum of the first four prime numbers two + three + five + seven is the only sum of four consecutive prime numbers that yields an odd prime number, seventeen, which is the fourth super-prime. Four lies between the first proper pair of twin primes, three and five, which are the first two Fermat primes, like seventeen, which is the third. On the other hand, t ...
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Cathy Freeman
Catherine Astrid Salome Freeman (born 16 February 1973) is an Aboriginal Australian former sprinter, who specialised in the 400 metres event. Her personal best of 48.63 seconds currently ranks her as the ninth-fastest woman of all time, set while finishing second to Marie-José Pérec's number-four time at the 1996 Olympics. She became the Olympic champion for the women's 400 metres at the 2000 Summer Olympics, at which she lit the Olympic Flame. Freeman was the first Australian Indigenous person to become a Commonwealth Games gold medalist at age 16 in 1990. The year 1994 was her breakthrough season. At the 1994 Commonwealth Games in Canada, Freeman won gold in both the 200 m and 400 m. She also won the silver medal at the 1996 Olympics and came first at the 1997 World Championships in the 400 m event. In 1998, Freeman took a break from running due to injury. She returned from injury in form with a first-place finish in the 400 m at the 1999 ...
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Bronze Medal
A bronze medal in sports and other similar areas involving competition is a medal made of bronze awarded to the third-place finisher of contests or competitions such as the Olympic Games, Commonwealth Games, etc. The outright winner receives a gold medal and the second place a silver medal. More generally, bronze is traditionally the most common metal used for all types of high-quality medals, including artistic ones. The practice of awarding bronze third place medals began at the 1904 Olympic Games in St. Louis, Missouri, before which only first and second places were awarded. Olympic Games Minting Olympic medals is the responsibility of the host city. From 1928– 1968 the design was always the same: the obverse showed a generic design by Florentine artist Giuseppe Cassioli with text giving the host city; the reverse showed another generic design of an Olympic champion. From 1972– 2000, Cassioli's design (or a slight reworking) remained on the obverse with a cu ...
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1993 World Championships In Athletics
The 4th World Championships in Athletics, under the auspices of the International Association of Athletics Federations, were held in the Neckarstadium, Stuttgart, Germany between 13 and 22 August with the participation of 187 nations. Having originally being held every four years in 1983, 1987 and 1991 these championships began a two-year cycle between events. Event The 1993 World Championships was the final time the women's 3,000 m would be contested. At subsequent Championships the race was replaced by the longer 5000 m. Men's results Track 1987 , 1991 , 1993 , 1995 , 1997 Note: * Indicates athletes who ran in preliminary rounds. Field 1987 , 1991 , 1993 , 1995 , 1997 1 Michael Stulce of the United States originally finished third, but was disqualified after testing positive for excess testosterone and mestanolone. Women's results Track 1987 , 1991 , 1993 , 1995 , 1997 Note: * Indicates athletes who ran in preliminary rounds. Field 1987 , 1991 , ...
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Silver Medal
A silver medal in sports and other similar areas involving competition is a medal made of, or plated with, silver awarded to the second-place finisher, or runner-up, of contests or competitions such as the Olympic Games, Commonwealth Games, etc. The outright winner receives a gold medal and the third place a bronze medal. More generally, silver is traditionally a metal sometimes used for all types of high-quality medals, including artistic ones. Sports Olympic Games During the first Olympic event in 1896, number one achievers or winners' medals were in fact made of silver metal. The custom of gold-silver- bronze for the first three places dates from the 1904 games and has been copied for many other sporting events. Minting the medals is the responsibility of the host city. From 1928 to 1968 the design was always the same: the obverse showed a generic design by Florentine artist Giuseppe Cassioli with text giving the host city; the reverse showed another generic design ...
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4 X 100 Metres Relay
4 (four) is a number, numeral and digit. It is the natural number following 3 and preceding 5. It is the smallest semiprime and composite number, and is considered unlucky in many East Asian cultures. In mathematics Four is the smallest composite number, its proper divisors being and . Four is the sum and product of two with itself: 2 + 2 = 4 = 2 x 2, the only number b such that a + a = b = a x a, which also makes four the smallest squared prime number p^. In Knuth's up-arrow notation, , and so forth, for any number of up arrows. By consequence, four is the only square one more than a prime number, specifically three. The sum of the first four prime numbers two + three + five + seven is the only sum of four consecutive prime numbers that yields an odd prime number, seventeen, which is the fourth super-prime. Four lies between the first proper pair of twin primes, three and five, which are the first two Fermat primes, like seventeen, which is the third. On the other hand, t ...
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