Like ANF but uses monadic bind instead of let; cleaner for certain optimizations
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The universal covering of Super Mario 64s maps[^1] is actually what Bismuth describes in his video: “Super Mario 64 Tool-assisted speedrun world record explained”. The worlds of SM64 or rather the maps in Super Mario 64, are all homeomorphic to \(T^3\) (meaning they are pretty much the same, see the definition of homeomorphisms). The \(T^3\) is the 3-dimensional torus, which is the product of three circles. Look at this short clip from his video: