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The Mandala Colouring Book - The Fractal Geometry of Beauty (Paperback)
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The Mandala Colouring Book - The Fractal Geometry of Beauty (Paperback)

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Condition
New
Location
South Africa
Customer ratings:
Product code
DGBF-3395-G380
Bob Shop ID
219362315
The Mandala Colouring Book - The Fractal Geometry of Beauty (Paperback) picture

This item is sold brand new. It is ordered on demand from our supplier and is usually dispatched within 7 - 11 working days



This beautiful book contains 47 mandalas traced in black contours onto a thick, white offset paper. The main theme of the book is fractals: geometric structures that possess therapeutic power. Colouring these visible representations of mathematical realities endowed with a magnetic beauty tears us away from the busy thoughts that assail us and offers a unique outlet for expression, imagination and creative energy. Next to each group of fractal mandalas, there are corresponding mathematical functions which sit at the root of these unusual creations of unexpected characteristics. Secretly, the book intends to introduce mandala lovers to the exceptional reality of fractals-mathematical objects discovered in 1972 by the French and American mathematician Benoit Mandelbrot. With its large format and high-quality paper, this book offers many advantages that promote the use of different colouring techniques: pastels, coloured pencils, watercolours, ink, acrylic paint or felt pens-the thick paper prevents colours from bleeding through. This book is intended for all those who love drawing and colouring, both novices and experienced artists searching for relaxation and who want to discover fractals.

Features

SummaryThis beautiful book presents 47 fractals in the shape of mandalas traced in black contours onto a thick, white offset paper. Colouring these visible representations of mathematical realities offers a unique space for expression...
AuthorTamara Fonteyn (Author), Sylvie Malon (Illustrator)
PublisherNanook Books Ltd
Release date20160210
Pages48
ISBN1-910538-47-7
ISBN 13978-1-910538-47-0

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19 Feb 2017