Better than spinning it would be to vary the size of the rectangles
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If the cube is 2X2X2, than the rectangles are (2*1+h)X(2*h). Where h = (5^0.5-1)/2. This a golden ratio rectangle, approx (3.236X1.236)
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Here's a tutorial with this thread.
@tweetsauce, you liked it so I ping you.https://twitter.com/panlepan/status/942364402468249600 …
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What's the width of the rectangles in relation to the width of a side of the cube?
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golden ratio
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If you do the same thing without a cube, and use rectangles of golden ratio dimensions, connecting the corners of them creates a perfect icosahedron
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1) take a regular pentagon 2) clone it 5 times 3) rotate clones 108° & connect with original 4) clone resulting thing & turn it updside down 5) finally connect & fold (12 regular pentagons)pic.twitter.com/B8svHf1765
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How will this work until we have the dimensions of the rectangle?
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Not simple. looked for the solution on the net. Here is the link.https://www.reddit.com/r/math/comments/7jvgs6/a_dodecahedron_can_be_formed_by_connecting_the/ …
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