What is meant
This atom establishes a specific meaning of sovereignty: human beings may not make their juristic reasoning or transmitted reports sources of final divine legislation concerning what is lawful and unlawful. This reading is connected to the subject of Muhammad Shahrur, Religion and Power and to the entries The Civil State, Religion, and Power and Sovereignty.
What the witness states
The witness describes the establishment of the concept of sovereignty as follows: «Judgment belongs to God alone in what is lawful and unlawful,» adding that «final divine legislation is confined to the Book, not to juristic reasoning or transmitted reports.» It thus links sovereignty to the source of what is lawful and unlawful, making God and Prohibition the two poles of this restriction.
Atlas explanation
The restriction here indicates a distinction between final divine legislation on the one hand and juristic reasoning and transmitted reports on the other. Within the limits of this witness, the latter are not treated as sources equivalent to the Book in establishing what is lawful and unlawful. This explanation does not entail conflating sovereignty with prohibition: sovereignty is the framework in which the restriction appears, while prohibition is one of the two domains identified by the witness.
Synthetic conclusion
The atom makes authority over what is lawful and unlawful a practical criterion for the idea of sovereignty. It is therefore connected to the broader discussion of religion and power, and to the page Religion and Power. It may also be read alongside Divine sovereignty: the stage of direct domination without assuming that the two atoms say the same thing.
Open question and limits of the evidence
Does this restriction leave a remaining sphere for human reasoning in application, regulation, or legislation not described as «final divine»? The available witness does not answer in detail; it establishes the contrast between the Book on the one hand and juristic reasoning and transmitted reports on the other, but does not offer a complete theory of the functions of .