Hungarian based Digital Art Studio that communicates throughout contemporary generative art!
Metaball Coral
Metaball Coral - Image 2
Metaball Coral - Image 3
Metaball Coral - Image 4
Metaball Coral - Image 5

Metaball Coral

18 800,00 Ft

This unique art designed by lineworkart, meticulously crafted from high-quality paper. Each pieces are in a limited edition, with only a selected number available. Once the limit is reached, the geometry will be regenerated. It’s unique and special combinations of colours materials and geometry fade which create a modern personalized look. Choose your best match!

Every artwork are produced in limited quantities. Each graphic is made in 50 original pieces. Every image is numbered and signed. The numbering of the images is independent of the variations.

Item Details

📏 Dimensions: 320 × 420 mm
🖼️ Print Size: 300 × 400 mm
📜 Paper: 240g Black Karton Paper
📦 Deliver in EU: 20€*
🚚 Deliver in Hungary: FREE
* Every additional pictures in the same order + 5€/pcs

 

Generative art, also known as algorythm art, is a new style that blendstechnology with creativity. Imagine intricate patternsand captivating visuals, all crafted by computer algorithms and programs. In simple terms, generative art uses math, data, and randomness to create stunning visual experiences that are truly one-of-a-kind. It’s like having a digital artist constantly evolving and creating new masterpieces right before your eyes.

 

Behind the Art:
This art is created through geometry transformation using Rhino3D and Grasshopper. The basic components are randomly generated ‘Populated’ points within a specified sized bounding box. In computer graphics, metaballs are organic-looking n-dimensional isosurfaces, characterized by their ability to meld together when in close proximity to create single, contiguous objects. The basic generated metaball curves are moved in the ‘z’ direction in several steps. In this way, you can create a kind of ‘metaball forest.’ Adding some geometric transformations and adjusting camera settings can achieve this result. It’s possible to play with parameters and obtain several different results.

 

“Problem-solving is not a science, but part art and part skill. It is one of the skills most worth developing” – Steven A. Skiena

The grasshopper algorithm:

Weight 800 g
Dimensions 420 × 320 × 30 mm
Frame Colour

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SKU: 03.03.04 Category: Tags: , ,
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