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Let me address something right now. According to Wikipedia, Rice's theorem says: for any non-trivial property of partial functions, there is no general and effective method to decide whether an algorithm computes a partial function with that property.
More formally, Rice's Theorem states that given a subset C of Recursively Enumerable languages, where C is non-empty and C is not RE (the set of all recursively enumerable languages), then C is undecidable. In a sense, this means that any non-trivial property is not decidable.

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