0x4ecd…d3f8

All memos sent from and to 0x4ecd…d3f8.

0x4ecdced7…d3f8·#25,510,153·0x387eb685…38c36d
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
0x4ecdced7…d3f8·#25,510,150·0x3e051fd2…c1ac26
Stargraph is a map to the universe where every chart is a guide. Where every ring is filled unique patterns that animates like a cog in the machine.\n\nEach chart can take one of six forms, from a single orbiting circle to a twisted infinity of interlocking rings, set against four different frames, five celestial palettes, and its own rhythm of motion. Some skies are calm. Others fall with stars.
0x4ecdced7…d3f8·#25,464,057·0x85c36f7e…6ea44e
Cosmograph is a group of concentric rings arranged into floating star maps. Every piece builds several layers of clean lines, detailed triangle hatching, and geometric petals that look like technical diagrams drawn by hand. Curved, rubber band lines web across the space to tie these ring clusters together into different structural layouts.
0x4ecdced7…d3f8·#25,463,917·0x191eaa51…1ba973
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