Question about MF Diminishing Returns Formulae rounding Perhaps some of you clever people here can answer a simple question. I have looked at the MF Diminishing Returns Formulae for uniques and set items: Uniques: Final MF = (MF*250)/(MF+250) Set Items: Final MF = (MF*500)/(MF+500) Currently I have 703 MF, and if I understand this correctly, it does not matter if a have 702 MF or 707 MF, when only looking at uniques and set items. In the MF formula I assume that 'Final MF' is rounded down so 702 MF => Unique-MF=(702*250)/(702+250)=184.349 rounded 184 707 MF => Unique-MF=(707*250)/(707+250)=184.692 rounded 184 702 MF => Set-MF=(702*500)/(702+500)=292.013 rounded 292 707 MF => Set-MF=(707*500)/(707+500)=292.875 rounded 292 So no differens between 702 and 707 MF, when only looking on unique and sets. I know there is a difference when looking at rare and magic items. I have read most of the MF guide by Hrus in the stickies and some other stuff, but have not found a clear answer. Hope someone can help.