In the article “Anthropological Places‚ Digital Spaces and Imaginary Scapes: Packaging a Digital Samiland” written by Coppelie Cocq it is examined what cultural heritage is and how is identity created together with the elements that make a culture to be what it is. This article talks also about the differences that sami people have in regards to the place where they live. As I was reading the article I came very interested in knowing more about our cultural heritage and its impact in Kosovo. Furthermore
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While researching for this project‚ I have run into several ethical conflicts. Looking from the outside in‚ writing up the perfect healthcare plan appeared to be an easy task‚ so I thought. As I have stated I was hindered by several decisions that could either A save a life‚ or either B save a dollar. While I would never have seen myself ever questioning whether or not to put a dollar before a human life that is exactly‚ what this project has forced me to do. I have an even greater deal of respect
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A COMPREHENSIVE FEASIBILITY STUDY FOR THE ESTABLISHMENT OF YELLOW CROWN SUPERMARKET LOGO Yellow Crown Supermarket will be symbolized by the logo shown above. The logo contains the name of the supermarket itself‚ YELLOW CROWN SUPERMARKET. In its center‚ a grocery cart with full of goods are shown. This implies that the supermarket offers a variety of things that a man needs. Above the cart‚ is a yellow crown. A crown symbolizes “of high standard” because only those that excel can have a crown
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Accounting‚ Organizations and Society 34 (2009) 770–786 Contents lists available at ScienceDirect Accounting‚ Organizations and Society journal homepage: www.elsevier.com/locate/aos Making imaginary worlds real: The case of expensing employee stock options Sue Ravenscroft a‚*‚ Paul F. Williams b‚1 a b Department of Accounting‚ Iowa State University‚ 2330 Gerdin Building‚ Ames‚ IA 50011-1350‚ United States Department of Accounting‚ North Carolina State University‚ Box 8113‚ Raleigh
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Poppies by Mary Oliver and A Martian Sends A Postcard Home by Craig Raine‚ with the use of unconventional metaphors and extremely detailed observation encourage us to look upon the ordinary in a way that leads us to explore our own human nature. Unexpected connections between a previously ordinary object and something that at first seemed totally unrelated can paint a picture of another context within which we can better examine our own existence (Hirsch). This is demonstrated quite well in A
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Donnie Darko is an intelligent‚ yet delirious and emotionally-ill teenager‚ who’s idealistic fantasy of correcting the wrongs in society‚ finally appears possible in a ’tangent universe’ (an imaginative reality)‚ where he is guided by an imaginary friend Frank‚ who appears as a malevolent giant bunny in Donnie’s day-time hallucinations. In the early stages of the film‚ Frank literally lures Donnie from reality and introduces him to a tangent universe where Donnie observes what would’ve been‚ (yet
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1.0 Introduction Japan‚ one of the most important garments markets in the world with almost every brand available. Many Readymade garments companies from all over the world want to take advantage of this large and diversified Japanese garment market. This report will give a brief description about Fashionable‚ a readymade garment company from Australia who want to enter into the Japanese market with their readymade garments. This report will also give information about the Japanese market. The main
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English 1210: 6:30 TTH February 2004 "Glory Box" Each townhouse was herded together in packs of eight‚ all exact replicas of one another. They were small and quaint and housed mostly two person families. The yards were bare and uncared for‚ except one. The address decals were bold and faux finished with gold and black tarnish that hung on a silver plaque that was hard to miss. The garden was practically professionally tidy and trimmed; there were Pansies‚ Columbine bushes‚ Tulips‚ and strawberry
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mathematician Leonhard Euler. In essence‚ the formula establishes the deep relationship between trigonometric functions and the complex exponential function. Euler’s formula: eix=cos(x)+isin(x); x being any real number Wow -- we’re relating an imaginary exponent to sine and cosine! What is even more interesting is that the formula has a special case: when π is substituted for x in the above equation‚ the result is an amazing identity called the Euler’s identity: eix=cos(x)+isin(x) eiπ=cos(π)+isin(π)
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called a pure imaginary number. All real numbers can be expressed as complex numbers with complex part b = 0. -5 + 2i 3i 10 real part –5; imaginary part 2 real part 0; imaginary part 3 real part 10; imaginary part 0 complex number pure imaginary number real number Addition and Subtraction To add/subtract two complex numbers‚ add/subtract the real part of the first number with the real part of the second number. Then add/subtract the imaginary part of first number with the imaginary part of the second
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