Which consequence results when a quadratic celestial position equation within an astrolabe calculation yields imaginary roots?

💡 Explanation

When a quadratic equation using the astrolabe to compute celestial positions results in imaginary roots, it indicates there's no real-number solution to positions based on the given parameters because the discriminant is negative. Therefore, celestial object is beyond calculated limits, rather than inaccurate marking, error, or design since imaginary results reveal the object's unreachable position through the algebraic model on the astrolabe.

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