This was a test for smooth movement. Watch the "beautiful" rendition of an old mouse cursor infinitely make an infinity loop.data:image/png;base64,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 was a test for smooth movement. Watch the "beautiful" rendition of an old mouse cursor infinitely make an infinity loop.data:image/png;base64,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0