Abstract. We analyze the physical aspects and origins of currently proposed oracles for (absolute) randomness.Keywords: stochastic processes, oracle computation, indeterminism, random number generator, quantum measurement 1 Metamathematical and metaphysical origin of oracles for randomness Jozef Gruska's extensive reviews of the foundations of computing [28], and quantum computing [29] documents his continued interest in the foundations of, and the connections between, computation and physics. This encouraged me to contribute to the physics of computation, in particular, by discussing nonalgorithmic oracles for randomness certified by physical principles. The very existence of physical unknowables [51] and indeterminism is subject to an ongoing debate that can be expected not to terminate at any time soon. Thereby, like Odysseus trapped between Scylla and Charybdis, our perception of how the universe is organized has been vacuously oscillating between, and irritated by, claims of physical determinism on the one hand, as well as complete indeterminism on the other hand.Rather than arguing for one side or another, I would like to state upfront that both positions are metaphysical; more precisely: from a physical perspective, these claims are non-operational. And, formally, by reduction to the halting problem [28, Sec. 642], both of them are provable unprovable. Because, form a purely phenomenological point of view, that is, in terms of the symbolic behaviour of physical systems, any proof of determinism would imply solvability of the rule inference problem [5], as well as total predictability even beyond the Busy Beaver bound [14]. Likewise, any claim of total indeterminism encounters the problem of enumerating an infinity of "candidate theories of everything" [6], let alone their future behaviour, as mentioned earlier.Nevertheless, one way of corroborating physical indeterminism, which could then be used for the construction of evidence-based oracles for randomness, would be to "screw open" physical boxes which allegedly produce random bits.