| abstract | - The XP required to advance to the next level is found by: XP = ((8 × CL) + Diff(CL)) × MXP(CL) × RF(CL) where CL = the current Character Level Note that the XP is always rounded down to the nearest hundred. The function MXP(CL) is the basic amount of XP earned for killing a mob of level equal to the character (see also: Formulas:Mob XP:Basic Formula) MXP(CL) = 45 + (5 × CL) (mobs in Eastern Kingdoms and Kalimdor) MXP(CL) = 235 + (5 × CL) (mobs in Outland) MXP(CL) = 580 + (5 × CL) (mobs in Northrend) MXP(CL) = 1878 + (5 × CL) (mobs in Cataclysm areas) The function Diff(CL) is an extra difficulty factor that starts around level 30 and increases by level: Diff(CL) = 0, CL <= 28 Diff(CL) = 1, CL = 29 Diff(CL) = 3, CL = 30 Diff(CL) = 6, CL = 31 Diff(CL) = 5 x (CL-30), CL >= 32, <=59 The function RF(CL) is an extra difficulty reduction factor added in patch 2.3. It is: RF(CL) = 1, CL <= 10 RF(CL) = (1-(CL-10)/100), 11 <= CL <= 27 RF(CL) = .82, 28 <= CL <= 59 RF(CL) = 1 60 <= CL XP to Level can be described as the following function of the character level represented by x (if and only if the character is level 32-59): XP to Level = (65x2 - 165x - 6750) × .82 XP to Level for levels 11-27 can be found by: XP to Level = -.4x3 + 40.4x2 + 396x For all levels lower than 11 the XP to Level can be expressed as the second grade function: XP to Level = 40x2 + 360x The XP to Level for 61-69 is: XP to Level = 155 + MXP(CL) x (1344 - ((69-CL)*(3+(69-CL)*4))) For 60: XP to Level = 155 + MXP(CL) x (1344 - 69 - ((69-CL)*(3+(69-CL)*4)))
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