This paper presents an easily used graphical procedure for simultaneous estimation of the index, skewness, scale, and location parameters of the stable laws. First, the index $alpha$ and skewness $eta$ are estimated through the joint use of a tail length statistic $widetilde{K_t}$ and a skewness statistic $widetilde{K_s}$, both of which are functions of order statistics. Next, the function of order statistics needed for estimation of scale $sigma$ and location $mu$ are determined from a nomogram indexed on the estimates of $alpha$ and $eta$. Some applications and examples are provided.