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Étale motives with and without transfers
We compare stable étale motives defined with and without finite transfers. For every noetherian scheme $S$ of finite Krull dimension and every commutative ring $R$, the canonical functor $\mathrm{DA}_{\mathrm{\acute{e}t}}(S,R)\to\mathrm{DM}_{\mathrm{\acute{e}t}}(S,R)$ is an equivalence of symmetric
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