Theodicy - Essays on the Goodness of God, the Freedom of Man and the Origin of Evil by Freiherr von Gottfried Wilhelm Leibniz
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page 30 of 554 (05%)
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be moving. The Aristotelians claimed simply to be analysing the nature of
physical motion as they perceived it, and to find the necessity of perpetually applied divine stimulation implicit in it. No violence was thereby done to the system of physical motion nor was anything brought in from without to patch it up; it was simply found to be of its own [28] nature God-dependent. It seems as though the reproachful description _'Deus ex machina'_ should be reserved for more arbitrary expedients than Aristotle's or Leibniz's, say for the occasionalist theory. Occasionalism appeared to introduce God that he might make physical matter do what it had no natural tendency to do, viz. to obey the volitions of finite mind. Ideas, on the other hand, have a natural tendency to represent one another, for to be an idea is to be a representation; God is not introduced by Leibniz to make them correspond, he is introduced to work a system in which they shall correspond. This may not be _Deus-ex-machina philosophy_, but it is _physical theology_; that is to say, it treats divine action as one factor among the factors which together constitute the working of the natural system. And this appears to be perhaps unscientific, certainly blasphemous: God's action cannot be a factor among factors; the Creator works through and in all creaturely action equally; we can never say 'This is the creature, and that is God' of distinguishable causalities in the natural world. The creature is, in its creaturely action, self-sufficient: but because a creature, insufficient to itself throughout, and sustained by its Creator both in existence and in action. The only acceptable argument for theism is that which corresponds to the religious consciousness, and builds upon the insufficiency of finite existence throughout, because it is finite. All arguments to God's existence from a particular gap in our account of the world of finites are |
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