The statistics of liquid-to-crystal nucleation are studied using an automated lag-time apparatus. A single 500 #mu#L sample of distilled water is repeatedly supercooled to fixed temperature below its equilibrium freezing temperature, held until freezing occurred, and then thawed. Our raw data is then a set of approximately 300 lag-times for each of three set supercooling temperatures. In each case, a small insoluble AgI crystalwas added to ensure heterogeneous nucleation and average nucleation temperatures around #DELTA#T=8 K. The distribution of lag-times is analyzed, and shown to be well approximated by a single exponential decay, with average lag-times in the range of 1000-3000 seconds. This average lag-time decreases markedly at deeper levels of supercooling, and for the present data, this decrease is fit equally well by exponential, power law decay, and classical nucleation functional forms.
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