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Let $C$ be an elliptic curve, $w\in C$, and let $S\subset C$ be a finitesubset of cardinality at least $3$. We prove a Torelli type theorem for themoduli space of rank two parabolic vector bundles with determinant line bundle$\mathcal O_C(w)$ over $(C,S)$ which are semistable with respect to a weightvector $\big(\frac{1}{2}, \dots, \frac{1}{2}\big)$.

A Torelli theorem for moduli spaces of parabolic vector bundles over an elliptic curve