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Golden rectangle in the human fist

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  • Vurg wrote 15 days ago:

    amazinganother one ruined to plastic amazing4:17 Amazing.

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    In a landmark paper published in , the eminent hand surgeon J. William Littler, MD, proposed two mathematical relationships between the anatomic and functional geometry of the hand. His proposal that the motion of the tips of the fingers follow an equiangular spiral has been experimentally supported. Studies have not supported his other idea that the lengths of the phalanges follow a Fibonacci series. This review, after providing the necessary mathematical background, reexamines Littler's claims, presents the associated studies, and re-evaluates their conclusions.
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    Fibonacci, Littler, and the Hand: A Brief Review

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    Human Hand and Foot - Phi The Golden Number

    Each line is 1. Conversely, a section drawn at 0. Take your hand off your keyboard or mouse and look at the proportions of your index finger. Each section of your index finger, from the tip to the base of the wrist, is larger than the preceding one by about the Fibonacci ratio of 1. Curiously enough, you also have 2 hands, each with 5 digits, and your 8 fingers are each comprised of 3 sections. All Fibonacci numbers!
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    Human Hand and Foot

    The golden ratio is a number that is often seen in simple shapes and figures. It is denoted as phi or as 1. Golden ratio relates to the Fibonacci Sequence because when dividing backwards with the Fibonnacci Sequence you will get closer and closer to 1. Also when, using the Fibonacci sequence you will end up with a golden rectangle.
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    Patterns are found all over the natural world. From the grasping tendrils of a plant to the dew-laden web of a spider, we can see repeated sequences as a product of living systems. One pattern we will focus on in this resource is the Fibonacci sequence. The result of the sequence creates stunning swirls and grasping hands. As you watch the following video to observe its beauty and mathematical importance, think about these two questions:.
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