Let E k (z) be the normalized Eisenstein series of weight k for the full modular group S L(2, Z). Let a > 0 be an even integer. In this paper we completely determine when the zeros of E k interlace with the zeros of E k+a . This generalizes a result of Nozaki on the interlacing of zeros of E k and E k+12 .

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In this note, we prove a conjecture of Reitzes, Vulakh and Young on the location of the zeros of certain cuspforms of level one.

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