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Sep 18, 2019 21:48
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| # ¿ May 16, 2024 08:52 |
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https://i.imgur.com/QKTkerO.mp4 |
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Nov 13, 2019 02:07
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A full house couldn't beat this pear
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Nov 15, 2019 00:53
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Manifisto posted:dat tramp stamp tho ikr? |
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Nov 15, 2019 01:17
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https://www.amazon.com/Butts-Space-...xMO8Q58wwdXKLV8
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Nov 19, 2019 00:20
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I decided to post in this thread every 500th time I've thought about butts. See you soon! https://i.imgur.com/QKTkerO.mp4 |
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May 5, 2020 01:00
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https://www.youtube.com/watch?v=AS9j_-mqSWc
https://i.imgur.com/QKTkerO.mp4 |
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May 5, 2020 17:00
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| # ¿ May 16, 2024 08:52 |
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barfdog posted:currently mathematically calculating the curvature of the butt i'm thinking about Fibonacci Number Formula The Fibonacci numbers are generated by setting F0 = 0, F1 = 1, and then using the recursive formula Fn = Fn-1 + Fn-2 to get the rest. Thus the sequence begins: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, … This sequence of Fibonacci numbers arises all over mathematics and also in nature. However, if I wanted the 100th term of this sequence, it would take lots of intermediate calculations with the recursive formula to get a result. Is there an easier way? Yes, there is an exact formula for the n-th term! It is: an = [Phin – (phi)n] / Sqrt[5]. where Phi = (1 + Sqrt[5]) / 2 is the so-called golden mean, and phi = (1 – Sqrt[5]) / 2 is an associated golden number, also equal to (-1 / Phi). This formula is attributed to Binet in 1843, though known by Euler before him. Proof: THERE'S AN ANCIENT MATHEMATICAL FORMULA HIDDEN IN JON SNOW'S BUTT Seasons of Game of Thrones may be fleeting, but some things in Westeros are eternal. Mainly, the enduring perfection of Jon Snow’s butt. Fans of the King in the North’s backside, deprived since Snow hooked up with Ygritte in Season 3 (and that wasn’t even his butt!), were treated to a rare glimpse of his ample curvature when he had incestuous boat sex with Dany in the Season 7 finale. That glimpse revealed mathematical perfection. In a profile shot of Snow’s thicc posterior, the genius behind the Twitter account Fibonacci Perfection saw the laws of nature on display. Snow’s butt, it seems, perfectly fits the Fibonacci spiral, a logarithmic spiral that grows according to a well-defined set of mathematical rules and never deviates. Those particular rules govern the predictable growth patterns of many other beautiful things in nature, like sunflower seeds and Romanesco broccoli, but, of course, none of those things are quite as impressive as Snow’s backside. Just look at it. https://twitter.com/FibonacciSpiral/status/902631316365172745?s=20 https://www.inverse.com/article/36039-jon-snow-kit-harington-butt-golden-ratio-perfect https://i.imgur.com/QKTkerO.mp4 |
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May 5, 2020 17:07
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