Principles of Graphic Design: Golden Rectangle
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The document defines the golden ratio and golden rectangle. A golden rectangle is a rectangle where the ratio between the longer and shorter sides is approximately 1.618, known as the golden ratio. Graphic designers often use golden rectangles because they are found in nature and are considered aesthetically pleasing. Mathematicians have also studied the golden ratio due to its unique mathematical properties.
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The Golden Rectangle
The document discusses the Golden Rectangle, which is based on the Golden Mean or Phi proportion that naturally occurs in art, architecture, and nature. It has been used throughout history in structures like the Giza Pyramid and Parthenon as well as in paintings like the Mona Lisa. The Golden Rectangle emphasizes distinctive areas through proportions based on the Fibonacci sequence and can be found in shells, drawings, and paintings.
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The golden ratio, approximately 1.618, is a number found by dividing a line drawn from the midpoint of a square's side to its opposite corner by the smaller line segment. This creates a golden rectangle. The ratio of consecutive Fibonacci numbers approaches the golden ratio as the numbers increase in value. A golden spiral can also be constructed by drawing arcs connecting the corners of successively smaller golden rectangles.
Golden ratio and golden rectangle
The document discusses the golden ratio and its applications. It provides background on the golden ratio's history in mathematics and its ubiquity across disciplines. Examples are given of the golden ratio's appearances in architecture like the Parthenon and pyramids, paintings by da Vinci, as well as relationships to shapes like the golden rectangle, triangle, and pentagram. The golden ratio is defined mathematically and its aesthetic appeal is noted.
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The Golden Ratio is a mathematical constant approximately equal to 1.618 that is found in art, architecture, and nature. It describes a proportion where a line is divided such that the ratio of the whole line to the longer segment is the same as the ratio of the longer segment to the shorter segment. The Golden Ratio was used by ancient Greeks and Egyptians to achieve beauty and balance in their structures. It also appears in the Fibonacci sequence of numbers and is believed to influence what humans perceive as aesthetically pleasing in faces and bodies.
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The document discusses community building and youth development in the Northside neighborhood. It notes that while some activities have engaged residents, more is needed to connect neighbors. The diversity of the neighborhood is appreciated but ways to embrace it could be improved. It describes creating a youth activities catalogue, after school programs, and a youth council to give young people opportunities to get involved in the community.
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The Golden Rectangle
The document discusses the Golden Rectangle, which is based on the Golden Mean or Phi proportion that naturally occurs in art, architecture, and nature. It has been used throughout history in structures like the Giza Pyramid and Parthenon as well as in paintings like the Mona Lisa. The Golden Rectangle emphasizes distinctive areas through proportions based on the Fibonacci sequence and can be found in shells, drawings, and paintings.
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The golden ratio, approximately 1.618, is a number found by dividing a line drawn from the midpoint of a square's side to its opposite corner by the smaller line segment. This creates a golden rectangle. The ratio of consecutive Fibonacci numbers approaches the golden ratio as the numbers increase in value. A golden spiral can also be constructed by drawing arcs connecting the corners of successively smaller golden rectangles.
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Principles of Graphic Design: Golden Rectangle
- 1. The Golden Rectangle By Molly
- 2. An In-Depth Definition The golden ratio is approximately 1.6180339887 A Golden Rectangle is one in which the ratio of the longer side to the shorter is the golden ratio. Many graphic designers would choose to use this because it is found in nature and would make images more realistic, and also would use it because this proportion is known to be aesthetically pleasing. Mathematicians have studied the golden ratio because of its unique and interesting properties.
- 3. Golden Rectangle found in the Pantheon
- 4. Leonardo Da Vinci's illustration from De Divina Proportione applies the golden ratio to the human face.