We have measured the 1G 0 (G 0 is the conductance quantum unit) plateau length ( of Au breaking contacts at room temperature and examined the plateau-length distribution Pð(Þ for biases 0.1-2.0 V. We observed that Pð(Þ exhibits a long tail and obeys the power-law distribution Pð(Þ / ( À with $ 1, indicating a strong diversity in the atomic configuration of the Au single-atom contacts. The exponent little varies with the bias voltage and ranges between 0.8 and 1.1. We changed the contact breaking conditions, by slowing down the breaking speed and lowering the contact current, and again observed the same power-law distribution for Pð(Þ with $ 1, whereas the average plateau length h(i increases at slower breaks. We also found that the Au 1G 0 contacts in air show longer h(i than those in ultrahigh vacuum, suggesting contact stabilization by ambient air molecules.