Fibonacci Pattern Stickers

Geometrical Artwork

Geometrical Artwork

Design based on the golden spiral

A work is based on the arithmetic progression know as the Fibonacci sequence. This work uses the sequence to denote the side length dedicated to each coloured square and as the sequence is 1,1,2,3,5,8,13 etc this increases the side length for each colour in sequence.

Maths And Science Fibonacci Cube

Hope you like it!

A work based on the Fibonacci sequence, using this to dictate the length of the sides!

This mahematical design shows the Fibonacci spiral and the word "Fibonacci" written in Japanese hiragana characters. If you are a Math otaku, you will love this. If you have a mathematician or mathematics enthusiast in your life, buy it as a gift for them because math is the purest form of truth.

Hope you like it.

My artwork depicting a sunflower with a spiral galaxy at the center. A reference to the Fibonacci sequence being seen in nature everywhere from the seeds of sunflowers to the shapes of galaxies.

Fibonacci Sequence: Basket Pattern-- A Graphic Design of a Fibonacci Sequence Pattern of a Basket Pattern on a Dark Background

Fibonacci Sequence: A Natural Phenomena Discovered -- A loose abstract pencil sketch illustration of a Fibonacci Sequence Pattern

Abstract Design

This mahematical design shows the Fibonacci spiral and the word "Fibonacci" written in Japanese characters. If you are a Math otaku, you will love this. If you have a mathematician or mathematics enthusiast in your life, buy it as a gift for them because math is the purest form of truth.

Fibonacci sequence spiral in rainbow pattern

Dragon curve fractal.

Dragon curve fractal.

Dragon curve fractal.

Dragon curve fractal.

Fibonacci Funny Quote

Illustration of Fibonacci sequence

Fibonacci Sequence: A Natural Phenomena Discovered -- A Graphic Design of a Fibonacci Sequence Pattern of Spiraling Dots

Fibonacci Sequence: Basket Pattern-- A Graphic Design of a Fibonacci Sequence Pattern of a Basket Pattern on a Dark Background

Fibonacci Sequence: Spiraling Dots 2 -- A Graphic Design of a Fibonacci Sequence Pattern of Progressively Large to Small Spiraling Dots

Here is a gold and black aesthetic fractal lattice pattern that is both geometric and mesmerizing.

Fractal window through space and time!

Geometrical Artwork

Fibonacci Sequence: Spiraling Dots 2 -- A Graphic Design of a Fibonacci Sequence Pattern of Progressively Large to Small Spiraling Dots on a Dark Background

Sequences - Fibonacci

Design based on the Fibonacci spiral

Milkshake twist

Fibonacci Sequence: A Natural Phenomena Discovered -- A Graphic Design of a Fibonacci Sequence Pattern of Spiraling Dots on a Dark Background

This Yellow and Blue Aesthetic Fibonacci Golden Ratio Shells pattern is sure to please the Golden Ratio lovers in your family. Colors include: Barberry, Golden Poppy, Mango Tango, Bahama Blue,, Boston Blue, Van Cleef

Sacred geometry

he term sacred geometry describes the geometrical laws which create everything in existence. It unites the mind and the heart, spirit and matter, science and spirituality. Everything in nature is made up of pattern, structures and designs from the smallest atom to the infinite universe. Each of nature’s creations reveals to us the nature of that object and its own energetic vibration. Thus, every creation has a unique vibratory frequency. The interaction of all vibratory frequencies found in creation show us the intrinsic unity of the part to the whole. I made these using just simple shapes, rotated to make mandalas.

// Based on https://www.openprocessing.org/sketch/431206 // Fibonacci Spiral by Bae Circles float o,r; float x,y; int c = 100; boolean full = false; boolean pain = true; void setup(){ size(7700, 7700); // fullScreen(); background(255); fill(0); stroke(0); frameRate(60); } void draw(){ translate(width/2,height/2); background(255); if(pain==true){ for(int n = 0;n<width*2;n++){ o=map(sin(millis()/200000),-1,1,137.5-75,137.5+75)*n; //o=137.5*n; r=c*sqrt(n); x = r*cos(radians(o)); y = r*sin(radians(o)); if(full==false){ fill(map(dist(x,y,0,0)*2,0,320000,0,255)); stroke(map(dist(x,y,0,0)*2,0,320000,0,255)); } else { fill(0); stroke(0); } ...