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paulg's profile
Paul Graham
Paul Graham
Paul Graham
Verified account
@paulg

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Paul GrahamVerified account

@paulg

paulgraham.com
Joined August 2010

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    Paul Graham‏Verified account @paulg 10 Jan 2019

    TIL three golden rectangles make the vertices of an icosahedron. I'm going to make one of these and blow my kids' minds.pic.twitter.com/zmYRC5kSRJ

    3:50 AM - 10 Jan 2019
    • 105 Retweets
    • 580 Likes
    • Daniel Mike Fragassi 💉💉🎉 Albert Ambròs 🎗 Cristóbal Vila cmaussan Álvaro Martínez Pepe Vázquez JJ74 Fernando Flamenco
    18 replies 105 retweets 580 likes
      1. Dustin Walper‏ @dwalper 10 Jan 2019
        Replying to @paulg

        The golden rule: do unto others as you would have them do unto your icosahedron.

        0 replies 0 retweets 8 likes
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      1. K‏ @rehack20 10 Jan 2019
        Replying to @paulg

        Nice...and there is an element of induction, in there as well. The two intersection planes, by itself give 2 sets of triangles. From both sides. The moment you add the 3rd plane, it *has* to look the same from all sides.

        0 replies 0 retweets 2 likes
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      1. Manuel Hernandez  🇺🇸‏ @manuelhe 10 Jan 2019
        Replying to @paulg

        For some reason this makes me curious about a 3D rendering of The Phantom Tollbooth

        0 replies 0 retweets 0 likes
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      1. خفاجى عامر‏ @PE7GxImdwY2a53U 10 Jan 2019
        Replying to @paulg

        رائع

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      1.  🌐‏ @itsN1X 10 Jan 2019
        Replying to @paulg

        Where did you find this👀

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      1. AsWeThink‏ @aswethink_io 10 Jan 2019
        Replying to @paulg

        Icosahedra / Icosahedrons keep reminding us of the universal connectedness of the information, differently put by @TheTedNelson: Everything is deeply intertwingled. #GeometricWisdom #DymaxionMappic.twitter.com/8yKAGy5pyy

        0 replies 0 retweets 1 like
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      1. Paul Davis‏ @pd_classic 10 Jan 2019
        Replying to @paulg

        Where did you find this? Is there more there?

        0 replies 0 retweets 0 likes
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      1. Ohm’sBrah‏ @BustaGusta 10 Jan 2019
        Replying to @paulg

        Somebody has been watching bucky boy!!

        0 replies 0 retweets 0 likes
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      1. robert king‏ @robertkingNZ 10 Jan 2019
        Replying to @paulg

        @paulg you could tell them about prince ruperts cube shadow theorem https://en.wikipedia.org/wiki/Prince_Rupert%27s_cube … The area of a unit cubes shadow is equal to the vertical height difference of the points. What's cool is that you can cut a hole out of a cube and pass a large cube through it..

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      1. Geoff Pack‏ @virtualgeoff 10 Jan 2019
        Replying to @paulg

        Even better: if you replace the long edges of the rectangles with struts (ignore short edges), you get a tensegrity structure!

        0 replies 0 retweets 3 likes
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