So for example, if all canonical bases exist as tuples of ordinary imaginaries, then it can be shown that every hyperimaginary is interdenable with a…

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So for example, if all canonical bases exist as tuples of ordinary imaginaries, then it can be shown that every hyperimaginary is interdenable with a tuple of ordinary imaginaries ([25]) In the stable case, we pointed out that Cb(p) is a kind of code for the set of stationary types which have a common nonforking extension with p. What is the corresponding family in the simple case?

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