Raise a complex number z to a complex power n using z^n. Both base and exponent can be complex, providing results in rectangular form.
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How this calculator works
For z = a + bi raised to the power n = c + di, the result is computed via the identity z^n = e^(n·ln z), where ln z = ln|z| + i·arg(z). This generalizes real exponentiation to the complex plane.
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