 Infinite complexity is a strong version of metaphysical infinitism, but what if, instead of infinite complexity, we had some kind of infinite repetition? This type of idea has been discussed under the label of boring infinite descent (Schaffer 2003: 505, 510; Tahko 2014). A boring or repetitive structure entails that somewhere down the chain of dependence we stop encountering novel types of entities or novel structure. The boring part of the structure that repeats infinitely could be of any length as long as it starts anew eventually. A description of the repetitive part only needs to be supplemented with an instruction to continue as before. For example: 