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This paper discusses four formulae conjectured by J. A. Lara Rodr\'iguez oncertain power series in function fields, which yield a 'harmonic product'formula for Thakur's double zeta values. We prove affirmatively the first twoformulae. While we detect and correct errors in the last two formulae, andprove the corrected ones.

On Lara Rodr\'iguez' full conjecture for double zeta values in function fields