(A) Collage of swimming postures from one complete swim cycle. Every frame, or every seventh frame, is shown from a day 1 and day 16 animal respectively, from 30 frames per second movies. (B) Building of curvature matrix from a spine along the worm midline. Each angle along the worm is depicted using scaled blue or red coloring for curvature in the dorsal/ventral plane. The anterior is represented at the bottom of the matrix. (C) Representative curvature matrices from the same adult on day 1 of adulthood (top) and day 16 (bottom) show dramatic slowing of the swim cycle with relative preservation of waveform. (D) Mean (+/−S.D.) swim cycle duration in seconds (n = 18, 17, 16, 14, 12, 10, and 6 for days 1, 6, 8, 10, 12, 14, and 16 respectively). The increase is curvilinear, with rapid increases following a period of relative stability earlier in adulthood (*p<.05 versus day 1; Dunn's test). (Inset) Coefficient of variation for swim cycle duration on each day tested. Variability of cycle duration is fairly stable over the lifespan after correction for increases in the mean. (E) Plot of mean cycle duration on day 1 of adulthood versus lifespan for each individual in the cohort showing no correlation or predictive value of the cycle duration on day 1. Similar plots from later ages were not predictive of lifespan either (data not shown). Two worms' natural lifespan durations were not determined (i.e., were censored) due to accidental death. (F) Age-dependent incidence of left/right bends, out of the usual dorsal/ventral swimming plane (mean+/−S.E.M; *p<.05 versus day 1, Dunn's test; #, none were observed on day 1). For this experimental cohort, the mean lifespan was 16.0+/−0.9 days (mean+/−S.E.M.; n = 16 deaths observed).