“…Fractal Dimension (FD), as defined by the fractal geometry theory, is an alternative and attractive tool to solving impossibilities presented by classical Euclidian geometry in describing irregular and discontinuous shapes observed in the nature, specially problems involving structural complexities and irregularities in biological systems 7, 8. Representative examples of FD analysis application can be found in different areas such as ophthalmology,9 molecular biology, neuropathology, physiological modeling,10, 11 dentistry,12 neoplastic tissues analyses,13–16 bone regeneration evaluation,17, 18 cellular rejection in postcardiac transplantations,19 and structural complexity analyses of blasts and promyelocytes present in myelodysplastic syndrome 20…”