From clouds and snow flakes, to crystals and blood vessels, approximate fractals are easily found in nature. Coined by french mathematician BenoƮt Mandelbrot in 1975, a "fractal" is a rough or fragmented geometric shape that can be split into parts, each of which is (at least approximately) a reduced-size copy of the whole, a property called "self-similarity". In the case of natural fractals, they display self-similar structure over an extended -but finite- scale range.
Meet some of the most beautiful fractals we've found in nature.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqDm4hAh8U0KAZng6lZqwMCtY_WR4TE5hp-EG-74UpLRFYJ_NRRJwK2u0UZX6KVw8gx_-TELxr5i105FpsIm0P4VbkSeq5PfhsrBXOIJJI5sPQceNov0Hy_8gI-gtmHsJ61r2_DoIdN6SO/s320/2.jpg)
Coastline fractal
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrp1eGfwPuV5l5t9ARVnm9EAXmXrRSnCc9tyM-jG652eY9tFpg-mTPhOcdElWaYYJWp1gWQSM4ed7Z9aHQUjnkfIG9KIX7AH23_6EKERLkqvv_QQrhq4890YBKc8uVQNPfMXm4tH8VSMvM/s320/3.jpg)
Coastline fractal in midwest USA
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7klkzxlp7y3ia9EwSuwGQhEN0zptBi-yKkkm8uitpIRW2SbfJtFK6Y-BlqLJeJnSdiDTfcrFzpmIuQvJSpLX8Nn0NHJOpN8-lSypPoXWov-1l8-hYVawFY6HRCCNpHtqhBC7NY6NKvuDy/s320/4.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHjazXW97uzcJy92vQ4jri_ZxR47Q-cq7QpdkV-1glh40Nx36Mpd4kZ3bsoVAn8PTtggF0uKUCOUo3rjJD-dc96uYLFpPzX62wj-JKBGIO8KT71a6V4FDRyTpT4jeCnzLBCKT3sc-3veZV/s320/5.jpg)
Sea shell fractal
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKiYQrTwsgxTmYxgkzEgp7SpNMyrBAXKDtkPNzrQjPMDR5TTUslBerZF3EHPCiFW1DU1jYkhU6IXjjJ7JlKJ6hkNqofBP500OB0eRtzeAociQgAVhGNRS4CkQcUptIaUa4ZMfjXIuidIZt/s320/6.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhafLf_AYwdKJP56jkCpDnBxvVO6r2PBif_2LtE_Sa0IDASh4MXNRASa6eJtDyQx0TXpmC7z_6S72FC6HIrbYSQOZtyGj9KIJLFo7vQBNHr9kZu4MEKR4bqUT9E7WVUZXTZdaVimA6zCAlD/s320/7.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguxL1YA64trFJLuMhezAgk8DmRGJvupT15N0U3VSN8fgKEXUOEFcKOXHF3r4tvtDmzOVggsVRYd3PZ9-LEW8UDib2mfp6E290ms9n8BulraG-d0x96d1_htiCNkvAc7TO_5X3B5-ajS8g1/s320/8.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg22_P7NQCxQuzpg83xGc29RFukF5Q90II764rXQVfwOQKUAIBVPCLQ4Li3yc4_xHw0Clu_tro_2dATfdVHZ6bWYgmFIJoAGK6Qolb3wVYLbc_OdiHG6l-ZuG_Bm0W8eByo4vPb5UxtzTqN/s320/9.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6y_KimnySpF30LAg6KrGoSFl78UJ2LWvL2Y2UfjklXW_fru015u8JD2sirpStSW29AR5utbGX_qT74DRYOuWYyO-0vl2EwmiqLe0vBqoOLcTEHpzVFgh53h1KSFF1o9MsjRgxCSwyWMEW/s320/10.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3bQxqTb6Gh95G86Wjybv1o8CBUZhKLZZOg4ttNpIQBUuE_TBUaGwIqBsLGLcA0fbYvzRhKJMbt0T6oNPEcj2GwLG5vptqgGz0S0YiggpgMS-jW5JpYUTwa9KmU3j28uYlMmJipuzPCBL-/s320/11.jpg)
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