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Starting at a saddle tower surface, we give a new existence proof of theLawson surfaces $\xi_{m,k}$ of high genus by deforming the corresponding DPWpotential. As a byproduct, we obtain for fixed $m$ estimates on the area of $\xi_{m,k}$ in terms of their genus $g=m k \gg1$.

Area Estimates for High genus Lawson surfaces via DPW