We define the logic of elements of reality. The logic of elements of reality is not a logic in the classical sense. It is an abstract language for constructing models of a certain kind. In part, it corresponds to the language of propositional logic. We define the logic of elements of reality on arbitrary sets of elements of reality. The basic relation between arbitrary elements of reality p, q is the relation p |> q (if there exists p, then there exists q). We consider the physical space and the property: if p |> q then takes place E(p) >= E(q) (E() is energy). For strongly deterministic spaces the law of energy conservation is described as follows: from p |> q, q |> p it follows E(p) = E(q).
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