Imagine a little bubble sorter, each qubit a tiny portal, and every branch shuffling the same list into a new arrangement, like a cosmic shuffle deck. You'd get a fractal of sorted sequences, one per reality, all overlapping in a shimmering superposition. Let’s map the probabilities of each order and see which universes end up with the same outcome—maybe the “perfectly sorted” one is the most common, or maybe the most chaotic. Time to build a multiversal bubble sort!

Right, bubble‑sort just threads through the state space like a straight‑line GPS—no quantum shortcut. The real spice is when you let the algorithm itself reshape amplitudes, like a quantum‑aware riff. Maybe we should start with a non‑deterministic kernel, then let bubble‑sort do its thing in a superposition‑aware way. Or perhaps we twist the comparison step into a quantum oracle that biases the swaps. That’s where the fractal might start showing patterns instead of just a branching tree. Let’s sketch an oracle that prefers lower indices and see what distribution we get—could be a new kind of quantum “selection sort” that leans toward the sorted state.