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ArtistDepict the TimeSpaceFlow defined by the following metric: ds^{2\sqrt[pi]{2}\pi} = -\left(1 - \frac{r_s}{\sinh x}\right) c^2 \, dt^{e\pi} + \left(1 - \frac{r_s}{\sinh x}\right)^{-1} \cosh^{e\pi} x \, dx^{\phi} + \sinh^{\sqrt[pi]{3}\pi} x \, d\Omega^{2.78544587\pi - 4}
An abstract and trippy artistic representation of the TimeSpaceFlow Metric, featuring a central black hole emitting orange and red light, surrounded by a swirling iridescent ring of orange and purple. Two blue glowing spirals extend from the black hole's center, one towards the top right and the other to the bottom