0x2fc6…92f0

All memos sent from and to 0x2fc6…92f0.

0x2fc676ff…92f0·#18,679,965·0xf7f70e8d…9b80d7
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
0x2fc676ff…92f0·#18,679,961·0x52d78ec6…002a84
'Decomposition' is about change and the transformative power of deconstruction. Starting from basic 3D cuboids, the algorithm drastically decomposes and recycles the pixels from these recognizable forms through a pixel-displacing technique. The outcomes diverge starkly from the initial compositions, revealing soft reticulated grainy textures that blend the tangible with the abstract. Each curve, node, and line underscore the unexpected transition from familiar structures to fresh interpretations.