NeutrosophicFfeD is an advanced extension of the original FfeD algorithm, incorporating neutrosophic logic to address uncertainties in growth rate calculations. This innovative approach allows users to embrace ambiguity and variability, making it particularly useful in fields where data is incomplete or imprecise. Users can calculate neutrosophic growth rates, gaining insights that traditional methods may overlook. The flexibility and adaptability of NeutrosophicFfeD empower researchers to explore complex systems with greater accuracy. This tool is essential for anyone looking to deepen their understanding of fractal mathematics and its application to uncertain data environments.