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Delve into the mathematical beauty of Georges Seurat's "La Parade" by identifying golden rectangles or line segments that embody the golden mean. This analysis invites you to explore the geometric structures present in the painting, using outlined lines or your own methods. Engage in thought-provoking questions about the nature of mathematical structures: Are we imposing frameworks or uncovering inherent patterns? Discuss the types of evidence utilized in each scenario and what would be compelling proof in both cases.
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1. Finding the Golden Mean Given the Seurat painting La Parade, try to find either golden rectangles or a line segment that is broken into the golden mean.
You may use the lines Ive outlined or others.
3. Questions Are we imposing a mathematical structure or discovering one?
What type of evidence is being used for each case?
What type of evidence would be convincing in each case?