← アーカイブに戻るSHORT / 017
Can One Line Fold Into a Dragon?
フラクタルと模様

Can One Line Fold Into a Dragon?

翻訳の準備中は英語の原文を表示しています。

作品について

Can one line fold into a dragon?

Starting from FX, the rules X → X + YF + and Y → −FX − Y are applied 12 times. F moves the point one step, while + and − turn it exactly 90 degrees. The resulting 4,096 connected segments form the Heighway dragon without lifting the point.

Artismathic turns equations into visual art—one function at a time.

Music: 'Eternal Garden' by Dan Henig

#MathArt #Fractal #DragonCurve

作品を生み出す数式

Start:FXStart: FXX→X+YF+X → X + YF +Y→−FX−YY → −FX − YF=moveforwardF = move forward+/−=turn90°+/− = turn 90°n=12→4,096segmentsn = 12 → 4,096 segments
描かれる過程を見る↗

WATCH IT COME TO LIFE

描かれる過程を見る

再生ボタンを押すとYouTubeを読み込みます。