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CELLS within CELLS within CELLS
FREDERIK DE WILDE, 2026on objkt
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objkt
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CELLS within CELLS within CELLS
 By Frederik De Wilde

1 ed / 1080 x 1080 Px / >1mb / MP4

CELLS within CELLS within CELLS imagines the cell not as biology's smallest stable unit, but as an endlessly recursive condition of computation. Generated through Voronoi tessellations—algorithmic structures that partition space according to proximity—the work oscillates between microscopic morphology, computational geometry, and digital abstraction. Every cell functions simultaneously as container and contained, interior and exterior, suggesting that every apparent boundary is itself constituted by further boundaries. Rather than depicting the architecture of life, the work proposes a generative logic through which form continuously emerges from relations.

This recursive cellularity resonates with both natural morphogenesis and computational processes. Voronoi tessellations are found throughout nature—in cellular tissues, crystalline formations, leaf venation, insect wings, and geological structures—yet they also constitute one of the fundamental spatial logics of contemporary computation, appearing in procedural modelling, data visualization, machine learning, and spatial optimization. The work inhabits this ambiguous territory where biological organization and algorithmic organization become formally indistinguishable, revealing computation not as an imitation of nature but as another mode of generative becoming.

Historically, the project extends the trajectory initiated by early computer art pioneers such as Georg Nees, Frieder Nake, Vera Molnár, Manfred Mohr, and Herbert W. Franke, whose algorithmic experiments demonstrated that simple mathematical procedures could generate unexpected visual complexity. Their work fundamentally displaced the artist's hand in favour of systems, rules, and emergence. CELLS within CELLS within CELLS inherits this lineage while shifting its conceptual emphasis. Here, the algorithm is no longer simply a compositional instrument or aesthetic method; it becomes an ontological proposition. Computation is understood as a condition through which differentiation, growth, and complexity emerge—not from material substances, but from recursive operations encoded in mathematical relations.

The work thus participates in a broader philosophical reconfiguration of the image. Rather than functioning as representation, the digital image becomes an active field of computation. Every visible form exists only as the temporary manifestation of innumerable calculations, continuously produced and reconfigured through code. The cellular structures are therefore not illustrations of living systems but visualizations of computational processes that themselves possess characteristics traditionally associated with life: adaptation, proliferation, recursion, and self-organization.

Suspended between the physical and the computational, the work further suggests that contemporary existence has itself become cellular in another sense. Images, bodies, memories, identities, territories, and knowledge are increasingly decomposed into discrete computational units—pixels, voxels, datasets, vectors, embeddings, and machine-readable coordinates. Reality is rendered calculable through partitioning. The Voronoi cell becomes a compelling metaphor for this condition: not an autonomous object, but a dynamic architecture of relationships in which every element exists only through its proximity to others. Identity emerges relationally rather than essentially.

The recursive title, CELLS within CELLS within CELLS, echoes this infinite regress. Every scale contains another scale; every system reveals another system embedded within it. The cellular logic traverses biological organisms, urban infrastructures, computational networks, neural architectures, and planetary data systems alike. No privileged level of organization remains. Instead, the work proposes recursion itself as the fundamental condition through which complexity unfolds.

Ultimately, CELLS within CELLS within CELLS invites a reconsideration of life, matter, and computation. It asks whether the digital image should still be understood as a representation of life—or whether it has become another form of life altogether: one constituted through algorithmic recursion, continuous differentiation, and the perpetual production of new relations. Between biological morphology and computational ontology, the work suggests that the future of the image may no longer lie in depicting reality, but in participating in its ongoing generation.