example in a tree? In a flower? At the beginning of the experiment the hypothesis was to look for patterns in nature focusing in the Fibonacci sequence as a main and looking for angles. What was first done was to count a pine cone’s pieces‚ a flower’s petals‚ a celery‚ and grapes to find the Fibbonacci sequence which not found only on the celey and on the flower‚ elsewhere the Fibonacci was there. After finishing the experiment I started noticing more patterns relating to the Fibonacci sequence. For
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and pillows askew. An uprooted rosebush‚ bare without its flowers or leaves‚ lies beside her on the bed. She looks down with an air of longing and remorse towards her hands‚ which hold a pile of rose petals. On the indigo-colored carpet‚ near her dirt covered legs and feet‚ there is a trail of petals‚ leaves‚ and stems‚ leading into the bright living room. The double French doors of the living room are wide open‚ inviting the audience into this organized room. This room is tidy‚ except for a trail
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brilliant‚ it is not because your petals are the without-which-nothing of pre-eminence‚” says that no one is brilliant because of outside appearances. “Would you not‚ minus thorns‚ be a what-is-this‚ a mere perculiarity‚” means without imperfections‚ perfection is more of an outcast. A rose without thorns is just a flower‚ and a human without imperfections is hardly human. Imperfections make people up‚ “what is brilliance without co-ordination‚” says “what are petals without thorns‚” which means‚ what
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Biology 12 3rd Exam Reviewer Exercise 9: The Prokaryotes Prokaryotes are subdivided into archaebacteria and eubacteria. Archaebacteria - no peptidoglycan in cell wall Ex. Halob acterium Eubacteria - has peptidoglycan in cell wall Eubacteria - can be differentiated by Gram staining Gram positive: purple-blue‚ mostly peptidoglycan susceptible to penicillin Gram negative: pink-red‚ less peptidoglycan‚ has lipopolysaccharides‚ susceptible to EDTA Gram negative can be further differentiated into
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that the numbers representing the screw-like arrangements of leaves on flowers and trees are very often numbers in the Fibonacci sequence. On many plants‚ for instance‚ the number of petals is a Fibonacci number: buttercups have 5 petals; lilies and iris have 3 petals; some delphiniums have 8; corn marigolds have 13 petals; some asters have
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objects and people are described with one or two nouns‚ this is because in the book the characters speak like this. For example‚ the main character is known as Sky‚ and they have a calendar known as Tree of Days. On Island‚ everything is perfect with Petal‚ Helmut‚ River‚ and Sky. The four of them have a good life. When Sky was around two years old‚ the four of them left California and have been on Island ever since. All they need is
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The scientific name for a monocotyledon is liliopsida. A flowering plant characterized by having one photosynthetic embryonic seed leaf or cotyledons in the seed. Monocotyledonous plants can also be identified:- • When flowers grow‚ as the petals are formed in multiples of three (trimerous). • Each pollen grain of a monocotyledonous plant has one pore. • In the stem of a monocot‚ the vascular bundles are scattered. • The monocot roots are fibrous roots. • In monocots
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Goldsworthy is an extraordinary‚ innovative British artist whose collaborations with nature produce uniquely personal and intense artworks. Using a seemingly endless range of natural materials—snow‚ ice‚ leaves‚ bark‚ rock‚ clay‚ stones‚ feathers petals‚ twigs—he creates outdoor sculpture that manifests‚ however
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growing by the two sides. I love the bombax the most among these plants. When spring comes‚ flowers grow happily on its branches. They are so beautiful even when their petals are blown on to the ground. I enjoy most when the petals spread over the bridge while the wind brings the perfume to me. When the West Bridge is covered of petals‚ it looks surprisingly dreamlike because they match so well to be old- timey. It is a beautiful scenery line in my hometown. Since I could walk by myself‚ my grandpa
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Georgia O’Keeffe “I found I could say things with color and shapes that I couldn’t say any other way-things I had no words for‚” this is a quote by Georgia O’Keeffe a renowned American artist who is best known for her beautiful artistry and precision in works such as her enlarged flowers and New Mexico landscapes. Born in Sun Prairie‚ Wisconsin November 15‚ 1887‚ to Francis Calyxtus O’Keeffe and Ida O’Keeffe. She is the second of seven children and grew up on a farm. Many think of her as the "Mother
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