Born 1980 in Amsterdam.
Father Arie Rozendaal from the Netherlands.
Mother Heloisa Castello Branco from Rio de Janeiro, Brazil.
Great grandfather Humberto Castello Branco, former president of Brazil.
Exhibited all over the world in galleries and museums,
makes installations with projections.
Makes websites as art pieces, pieces are sold with domain name,
work remains public, name of collector in title bar.
Collectors in France, Sweden, UK, Spain and Austria.
Lived in Amsterdam, Rio, Los Angeles, Paris, Tokyo, Portland and Berlin.
Lives and works on the internet.
The following conversation was re-published with permission from the brand-new publication Spheres by Swiss graphic designer Philippe Karrer. Rafaël Rozendaal and Jürg Lehni discuss their shared interest in vector graphics, which are based on mathematically-defined geometrical entities such as lines, circles, and points, in contrast with more commonly used bitmap graphics, in which values are assigned to grids of pixels.
Rafaël Rozendaal: Vectors are based on mathematical equations. The equations are perfect. No matter how we try, we can never render a perfect circle in any medium. And even if we did, our imperfect eyes would not be able to register its perfection. Do we have to accept that such shapes can only exist in our mind?
I am not familiar with the writing of Brian Droitcour but I am very surprised with his article especially after he met Nikola in person. At first the article seems positive but when you look closer you find out it's quite patronizing and totally misses the point. The point is that Nikola is a genius, someone who is completely underappreciated by most of the world.