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Infinitely many solutions to a particular embedding problem in Galois theory
Given a Galois extension of number fields $L/K$ and an exact sequence of groups $$1\to \ker \varphi\to G \overset{\varphi}{\to} \text{Gal}(L/K)\to 1$$
where $G$ is a finite group, $\ker \varphi$ is so …