 For those who posit indivisibles as a way to escape paradoxes about infinite divisibility, parallel arguments might equally well have been applied to the problem of completing tasks in an infinitely divisible time. Sextus Empiricus reports that the Aristotelian Strato of Lampsacus (d. 268/70 BCE) argued for time atoms, although this is contradicted by other sources. Sorabji (1983) suggests that Strato merely countenanced the possibility that time could be discrete while space and motion are continuous, without endorsing this position.