The quantitative study of the earthquake magnitude distribution started with the publication of what is traditionally referred as "Gutenberg-Richter Law" (GRL; Gutenberg & Richter, 1942; Ishimoto & Iida, 1939), stating the log-linearity of the empirical complementary cumulative distribution of magnitudes. In mathematical terms, the GRL may be described by the equation 10 log N M a b M (1) where a (productivity) and b (slope) are constants and N(M) is the number of events with magnitude equal to or above M. The parameter b represents the ratio of small to large earthquakes: a low b-value describes a data set with a large proportion of larger magnitudes, and vice versa. Following the publication of the GRL, a great amount of studies was carried out, showing a great attention of scientists, which continues to this day. Many of these studies concern some technical problems about the estimation of the b-value, given by the rounding and the uncertainties of magnitudes, the size and the incompleteness of catalogs and the methodologies applied (Bender, 1983; Kamer & Hiemer, 2015; Marzocchi