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Anticyclotomic Euler system over biquadratic fields
We construct a new Euler system (anticyclotomic, in the sense of Jetchev-Nekovar-Skinner) for the Galois representation $V_{f,χ}$ attached to a newform $f$ of weight $k\geq 2$ twisted by an anticyclotomic Hecke character $χ$ defined over an imaginary biquadratic field $K_0$. We then show some arithm
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