Can C= (pi)d Be Solved with Any Prime Values?

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The discussion centers on the equation C = (π)d, where C and d are defined as prime numbers. Participants question the interpretation of "π" in this context, suggesting it may not refer solely to the mathematical constant π. The conversation highlights the ambiguity in defining π and its implications for solving the equation with prime values.

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Is it possible to solve C= (pi)d where C= any prime and d= to any prime?
 
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Assume it is; then pi=c/d. Now, is it solvable?
 
What do you mean by "pi" here? Surely not just the number [itex]\pi[/itex]?
 

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