Looking for design inspiration? Browse our curated collections!
Boundary: Bleed area may not be visible.
$41.95
Model
Case Style
Orientation
Image Size
Product Details
Mandelbrot Fractal #10 Galaxy s4 case by Alfred Pasieka. Protect your Galaxy S4 with an impact-resistant, slim-profile, hard-shell case. The image is printed directly onto the case and wrapped around the edges for a beautiful presentation. Simply snap the case onto your Galaxy S4 for instant protection and direct access to all of the phone's features!
Design Details
Mandelbrot fractal. Computer graphic showing a fractal image derived from the Mandelbrot Set. Fractals geometry is used to derive complex shapes as... more
Ships Within
3 - 4 business days
Protect your Galaxy S4 with an impact-resistant, slim-profile, hard-shell case. The image is printed directly onto the case and wrapped around the edges for a beautiful presentation. Simply snap the case onto your Galaxy S4 for instant protection and direct access to all of the phone's features!
Back View
Angled Back View
Front View
Angled Front View
Side View
Average Rating (4.69 Stars):
Robert Naile
April 21st, 2024
Just what I wanted for a new iPhone. A special “Thank You” to artist ‘Serge Averbukh’ for the addition, at my request, to the design of my Navy rating, the lightening bolts (sparks as they are/were called) in the middle of the CPO insignia. I asked; he came through….When I use my phone, it brings back fond memories of my 20-year Navy career…. Thanks Serge….
Kenneth Kopf
April 21st, 2024
Product is as advertised.. Not impressed with the time it took with shipping. could be the USPS service..
Eleni Fosses
April 20th, 2024
Love the iPhone case. Takes me back to Greece every time I look at it. I have received many compliments
Beverly Jackson
April 20th, 2024
Love, love this one of a kind beautiful phone case so much that I ordered a spare! Thank you.
Suzanne Hale
April 19th, 2024
Looks fantastic, fits my phone perfectly - love it!
Suzanne Hale
April 19th, 2024
Fits my phone perfectly and looks fantastic.
Mandelbrot fractal. Computer graphic showing a fractal image derived from the Mandelbrot Set. Fractals geometry is used to derive complex shapes as often occur in nature. The Mandelbrot Set, named after the mathematician Benoit B. Mandelbrot, is a group of complex numbers. Each point is assigned a colour depending upon its behaviour plotted under a series of simple but repeated mathematical operations or mappings. Generated on a computer screen, fractals are used to create models for real-world non-linear phenomena such as stock market prices, weather forecasting, plant growth, erosion of coastlines and fluid turbulence.
Science Photo Library (SPL) is the leading source of science images and footage. Sourced from scientific and medical experts, acclaimed photographers and renowned institutions, our content is unrivaled worldwide. Outstanding quality, accuracy and commitment to excellence are deeply embedded in our DNA. Science Photo Library inspires creative professionals and delivers engaging content of the highest quality for a wide range of clients in a variety of sectors. Visit sciencephoto.com for more information and stay connected on Twitter, LinkedIn, Instagram and Vimeo.
Our return policy is very simple:
If you're not happy with a purchase that you made on FineArtAmerica.com, for any reason, you can return it to us within 30 days of the order date. As soon as it arrives, we'll issue a full refund for the entire purchase price. Please note - Fine Art America does not reimburse the outgoing or return shipping charges unless the return is due to a defect in quality.
Fine Art America sells thousands of pieces of artwork each month - all with a 100% money-back guarantee. We take great pride in the fact that hundreds of thousands of artists have chosen Fine Art America to fulfill their orders, and we look forward to helping you select your next piece!
All galaxy s4 cases ship from our production facility within 3 - 4 business days of your order.
$41.95
There are no comments for Mandelbrot Fractal #10. Click here to post the first comment.