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Will Longstaff
William Frederick Longstaff (25 December 1879 – 1 July 1953) was an Australian painter and war artist best known for his works commemorating those who died in the First World War. Birth and education Born in Ballarat, Victoria (Australia), Victoria, Longstaff was educated at Grenville College, Ballarat, studying art at the Ballarat School of Mines and privately before joining the military and serving in the Second Boer War, Boer War as a member of the South African Light Horse Regiment, Light Horse. He was the cousin of portrait painter John Longstaff, Sir John Longstaff. Career and the First World War Upon returning to Australia, Longstaff continued to paint and teach art. He enlisted in the First Australian Imperial Force, Australian Imperial Force at the outbreak of the First World War and was injured in the Battle of Gallipoli, Gallipoli campaign. In October 1915 he joined a remount unit and served in France and Egypt before being evacuated to England in 1917. In Engla ...
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Menin Gate At Midnight (Will Longstaff)
''Menin Gate at Midnight'' (also known as ''Ghosts of Menin Gate'') is a 1927 painting by Australian artist Will Longstaff. The painting depicts a host of ghostly soldiers marching across a field in front of the Menin Gate war memorial. The painting is part of the collection of the Australian War Memorial in Canberra. Longstaff painted the work after attending the unveiling of the Menin Gate memorial, at Ypres in Belgium, on 24 July 1927. The memorial commemorated those men of the British Empire, including Australia, who died in the battles of the First World War and have no known grave. Walking around the streets of Ypres after the ceremony, Longstaff was said to have seen a "vision of steel-helmeted spirits rising from the moonlit cornfields around him". Returning to London, Longstaff was reported to have painted the work in a single session, while "still under psychic influence". The painting was immediately popular. It was purchased by Lord Woolavington for 2,000 guineas ...
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Menin Gate At Midnight
''Menin Gate at Midnight'' (also known as ''Ghosts of Menin Gate'') is a 1927 painting by Australian artist Will Longstaff. The painting depicts a host of ghostly soldiers marching across a field in front of the Menin Gate war memorial. The painting is part of the collection of the Australian War Memorial in Canberra. Longstaff painted the work after attending the unveiling of the Menin Gate memorial, at Ypres in Belgium, on 24 July 1927. The memorial commemorated those men of the British Empire, including Australia, who died in the battles of the First World War and have no known grave. Walking around the streets of Ypres after the ceremony, Longstaff was said to have seen a "vision of steel-helmeted spirits rising from the moonlit cornfields around him". Returning to London, Longstaff was reported to have painted the work in a single session, while "still under psychic influence". The painting was immediately popular. It was purchased by Lord Woolavington for 2,000 guineas ...
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Geelong
Geelong ( ) (Wathawurrung: ''Djilang''/''Djalang'') is a port city in the southeastern Australian state of Victoria, located at the eastern end of Corio Bay (the smaller western portion of Port Phillip Bay) and the left bank of Barwon River, about southwest of Melbourne, the state capital of Victoria. Geelong is the second largest Victorian city (behind Melbourne) with an estimated urban population of 268,277 as of June 2018, Estimated resident population, 30 June 2018. and is also Australia's second fastest-growing city. Geelong is also known as the "Gateway City" due to its critical location to surrounding western Victorian regional centres like Ballarat in the northwest, Torquay, Great Ocean Road and Warrnambool in the southwest, Hamilton, Colac and Winchelsea to the west, providing a transport corridor past the Central Highlands for these regions to the state capital Melbourne in its northeast. The City of Greater Geelong is also a member of thGateway Cities Allian ...
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John Anderson Gilruth
John Anderson Gilruth (17 February 1871 – 4 March 1937) was a Scottish-Australian veterinary scientist and administrator. He is particularly noted for being Administrator of the Northern Territory from 1912 to 1918, when he was recalled after an angry mob demanded that he resign. This incident is known as the Darwin Rebellion. Early life and education John Anderson Gilruth was born in Auchmithie near Arbroath on 17 February 1871, the son of Andrew Gilruth. He was educated at Arbroath High School and the High School of Dundee, then served two years as clerk to an Arbroath solicitor before going to Glasgow Veterinary College, now the Faculty of Veterinary Medicine at the University of Glasgow in 1887. He was admitted to membership of the Royal College of Veterinary Surgeons, London, in 1892. Career After qualifying, Gilruth then accepted appointment as a government veterinary surgeon in New Zealand and moved there in 1893. He spent three years investigating stock diseases, ...
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Johannesburg
Johannesburg ( , , ; Zulu and xh, eGoli ), colloquially known as Jozi, Joburg, or "The City of Gold", is the largest city in South Africa, classified as a megacity, and is one of the 100 largest urban areas in the world. According to Demographia, the Johannesburg–Pretoria urban area (combined because of strong transport links that make commuting feasible) is the 26th-largest in the world in terms of population, with 14,167,000 inhabitants. It is the provincial capital and largest city of Gauteng, which is the wealthiest province in South Africa. Johannesburg is the seat of the Constitutional Court, the highest court in South Africa. Most of the major South African companies and banks have their head offices in Johannesburg. The city is located in the mineral-rich Witwatersrand range of hills and is the centre of large-scale gold and diamond trade. The city was established in 1886 following the discovery of gold on what had been a farm. Due to the extremely large gold de ...
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MuseuMAfricA
Museum Africa or MuseuMAfricA (formerly known as the Africana Museum) is an historical museum in Newtown, Johannesburg, South Africa. History The museum was established in 1933, when the Johannesburg Public Library bought a large quantity of Africana material and books from John Gaspard Gubbins. From the mid-1930s, the museum's scope widened to include all aspects of African cultural history and material culture. The museum regularly published catalogues of the Africana it had in its collections, with titles such as "Military medals of South African interest", "Artists' impressions of Johannesburg, 1886-1956" and "Claudius water-colours in the Africana Museum". From 1943 to 1993 the museum also published the quarterly journal ''Africana Notes and News''. The museum established the following branch museums: James Hall Museum of Transport, 1964; Bensusan Photographic Museum and Library, 1969; The Museum of South African Rock Art, 1969; and the Bernberg Museum of Costume, 197 ...
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Ivy Tresmand
Ivy Tresmand (15 December 1898 – 2 November 1980) was an English soubrette who appeared mostly in musical theatre. Tresmand was born in London. Her earliest appearances were in the chorus of the revue '' Shell Out'' (1915), in the musicals ''Houp La!'' (1916–1917) and ''Betty'', and in the revue ''Bubbly''.Kurt Gänzl, ''The Encyclopedia of the Musical Theatre'' (Schirmer, 2001), p. 2070: "TRESMAND, Ivy (b London, 15 December 1898; d South Africa, 2 November 1980). British soubrette of the 1920s and 1930s. After early appearances in the chorus of the revue ''Shell Out'' (1915) and in small parts in the musical ''Houp-La!'' (1916), ''Betty'', and the revue ''Bubbly'', Ivy Tresmand was cast at the age of 21 in the role of Tina in London's version of ''The Red Mill''. She subsequently appeared in the revue ''Just Fancy'', took over the comic role of Margot in ''Sybil'' from May Beatty..." In 1922 Tresmand won the leading role of Tina in a West End revival of the Broadway show ''T ...
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National Army Museum
The National Army Museum is the British Army's central museum. It is located in the Chelsea district of central London, adjacent to the Royal Hospital Chelsea, the home of the "Chelsea Pensioners". The museum is a non-departmental public body. It is usually open to the public from 10:00 to 17:30, except on 25–26 December and 1 January. Admission is free. Its remit for the overall history of British land forces contrasts with those of other military museums in the United Kingdom concentrating on the history of individual corps and regiments of the British Army. It also differs from the subject matter of the Imperial War Museum, another national museum in London, which has a wider remit of theme (war experiences of British civilians and military personnel from all three services) but a narrower remit of time (after 1914). History The National Army Museum was first conceived in the late 1950s, and owes its existence to the persistent hard work of Field Marshal Sir Gerald Templ ...
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Canadian National Vimy Memorial
The Canadian National Vimy Memorial is a war memorial site in France dedicated to the memory of Canadian Expeditionary Force members killed during the First World War. It also serves as the place of commemoration for Canadian soldiers of the First World War killed or presumed dead in France who have no known grave. The monument is the centrepiece of a preserved battlefield park that encompasses a portion of the ground over which the Canadian Corps made their assault during the initial Battle of Vimy Ridge offensive of the Battle of Arras. The Battle of Vimy Ridge was the first time all four divisions of the Canadian Expeditionary Force participated in a battle as a cohesive formation, and it became a Canadian national symbol of achievement and sacrifice. France ceded to Canada perpetual use of a portion of land on Vimy Ridge on the understanding that Canada use the land to establish a battlefield park and memorial. Wartime tunnels, trenches, craters, and unexploded munitions s ...
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8th August 1918 (Will Longstaff)
8 (eight) is the natural number following 7 and preceding 9. In mathematics 8 is: * a composite number, its proper divisors being , , and . It is twice 4 or four times 2. * a power of two, being 2 (two cubed), and is the first number of the form , being an integer greater than 1. * the first number which is neither prime nor semiprime. * the base of the octal number system, which is mostly used with computers. In octal, one digit represents three bits. In modern computers, a byte is a grouping of eight bits, also called an octet. * a Fibonacci number, being plus . The next Fibonacci number is . 8 is the only positive Fibonacci number, aside from 1, that is a perfect cube. * the only nonzero perfect power that is one less than another perfect power, by Mihăilescu's Theorem. * the order of the smallest non-abelian group all of whose subgroups are normal. * the dimension of the octonions and is the highest possible dimension of a normed division algebra. * the first number ...
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