Abstract

Following the inferences of my previous work "Monadic Conditionality", this work further investigates the nature of being-for-itself's transformations and what happens with any being-for-itself in between eternal returns, completing a quasi-principled view on immortality (suggested and started in my previous work). Through mathematical reasoning, this model infers that infinitesimal differences between successive event lines grow gradually across subspaces, until reaching the state of eternal return; the cycle repeats, resulting in each event line having its own eternal return, preserving monadic homeostasis. Thus, "amor fati" is enriched by extending fixed eternal recurrences with all "inter-idem" variations, ultimately reaching a fertile ground for ataraxia.