おーるいさんの他のアイデア
They don’t run away from chaos, they embrace it.

They don’t run away from chaos, they embrace it.

LIGのデザイナー陣がオススメする、これだけは読んでおきたいデザイン本15選 | 株式会社LIG

LIGのデザイナー陣がオススメする、これだけは読んでおきたいデザイン本15選 | 株式会社LIG

負けるもんか。 HONDA

負けるもんか。 HONDA

Hippopede of Eudoxus fonte - Geometric loci

Hippopede of Eudoxus fonte - Geometric loci

「ちびギャラ」の検索結果 - Yahoo!検索(画像)

「ちびギャラ」の検索結果 - Yahoo!検索(画像)

drhaniwa: 思い立った時に遅すぎるという事は無い いつも心に留めている黒柳徹子さんの言葉 諦めることが多かった子供時代の私を奮い立たせてくれた Twitter / sweetcocoamilk

drhaniwa: 思い立った時に遅すぎるという事は無い いつも心に留めている黒柳徹子さんの言葉 諦めることが多かった子供時代の私を奮い立たせてくれた Twitter / sweetcocoamilk

Printable instructions for constructing a pentagon inscribed in a given circle.

Printable instructions for constructing a pentagon inscribed in a given circle.

Draw a circle on a piece of paper, and a random point inside. If you continually fold points on the edge of the circle on top of the point inside, then the fold marks will combine to form the shape of an ellipse. [code] [more] [inspiration] [bonus]

Draw a circle on a piece of paper, and a random point inside. If you continually fold points on the edge of the circle on top of the point inside, then the fold marks will combine to form the shape of an ellipse. [code] [more] [inspiration] [bonus]

Bouncing balls in a circle gives one of the simplest systems to exhibit chaos, as was pointed out in a comment by Andrew Moylan. The animation above shows two balls which start off with almost exactly the same speed and location, but before long they are travelling along completely different trajectories. Such high sensitivity to the initial conditions defines chaos.

Bouncing balls in a circle gives one of the simplest systems to exhibit chaos, as was pointed out in a comment by Andrew Moylan. The animation above shows two balls which start off with almost exactly the same speed and location, but before long they are travelling along completely different trajectories. Such high sensitivity to the initial conditions defines chaos.

フィボナッチの振り子

フィボナッチの振り子