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    Scotus argued that infinite being is not the upper bound ... — Carmelics
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    Challenges→Perfect power is generically identical with any submaximal degree of power.

    Scotus argued that infinite being is not the upper bound of a univocal scale but a qualitatively distinct mode of being that transforms every attribute predicated of it.

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    Perfect power is generically identical with any submaximal degree of power.

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