Replication and Characterization of the Causally Ambiguous Duration-Sorting (CADS) Effect

It is generally assumed that information about the exact nature of truly random events can only be obtained after those events occur. One empirical apparent contradiction of this assumption is the causally ambiguous duration-sorting (CADS) effect, in which photon absorptions are measured before a truly random decision about the duration of an experiment is made. The only parameter varied across experimental runs is the duration between on- and off-times, yet the number of photons absorbed prior to this decision is related to the decision itself. This report focuses on further examining the CADS effect by characterizing the pre-decision periods for data continuously recorded for 365 days in an independent laboratory using upgraded equipment. A complex but reliable periodicity gave a conservative estimate of 4.7 for sigma, and a linear CADS equation emerged to estimate magnitude at peak frequencies for each of four equiprobable post-decision durations. An apparently novel relationship between photon absorptions and lunar phase was also found. Determining whether accurate pre-decision information about future durations is only available in retrospect requires further experimentation, but these results strongly support apparent retrocausality or at least causal ambiguity in groups of photons with shared classical boundaries in time.