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Assuming that the Lam\'{e} moduli $\mu$, $\lambda$ are $C^{\tiny{1}}$ and$n\geq2$, we prove quantitative estimates of a weak sense of strong uniquecontinuation for thesolutions of the n-dimensional Lam\'{e} system of the formof three spheres inequalities.

Three spheres inequalities and unique continuation for a three-dimensional Lam\'e system of elasticity with C^1 coefficients