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We develop a formula for the power-law decay of various sets for symmetricstable random vectors in terms of how many vectors from the support of thecorresponding spectral measure are needed to enter the set. One sees differentdecay rates in "different directions", illustrating the phenomenon of hiddenregular variation. We give several examples and obtain quite varied behavior,including sets which do not have exact power-law decay.

A formula for hidden regular variation behavior for symmetric stable distributions