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But I had no way of articulating how those things were both simultaneously true for me.
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How these two judgments can be simultaneously true is one of this book's central questions.
All of these things are somehow simultaneously true.
Logical (LPC): Contradictory statements are not simultaneously true.
Contraries cannot be simultaneously true, though they may be simultaneously false.
Such statements may be simultaneously false, although (as with contradictories) they may not be simultaneously true.
As it was put by the medievals, contradictory opposites divide the true and the false between them; for Aristotle, this is the primary form of opposition.[2] Contrary opposites ("He is happy"/"He is sad") are mutually inconsistent but not necessarily exhaustive; they may be simultaneously false, though not simultaneously true.
Imagination perceives notions as images and recognizes that they are simultaneously true and false, or neither true nor false.
Suppose you are indifferent between two propositions, \(p\) and \ q\), that cannot be simultaneously true.
Since Łukasiewicz (1910), this ontological version of the principle has been recognized as distinct from, and for Aristotle arguably prior to, the logical formulation ("The opinion that opposite assertions are not simultaneously true is the firmest of all"—Met.
The proposition "God can produce A from his absolute power," means that it is possible for God to produce A (because A in itself entails no contradictory propositions being simultaneously true), and A is not compatible with his existing statutes.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com