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Memo 0x5d0ea416…08758b on Ethereum

"name":"I Can’t Believe It’s Not Reality™","description":"\"CODE\" whispers of recursion, infinity, and that one time reality tried to divide by zero. This is a question mark curled inwards, asking: Is this the structure of the multiverse, or just your brain buffering existential data?\n\nA tribute to optical art and math-fueled psychedelia, it pulses with the rhythm of metaphysical déjà vu. You’ve seen this before. Or maybe you will. Or maybe time is just spiraling too."<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 100 100" width="100%" height="100%" preserveAspectRatio="xMidYMid meet" overflow="hidden"><defs><clipPath id="frameClip"><rect width="100" height="100" /></clipPath></defs><image id="sprite" 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