trying to rap my head around the Fractional BAB and Saves Math
BAB
so Barb (D12HD) =+1/lvl BAB, and Ranger (D8HD) =+3/4 /lvl BAB
Therefore Kubo BAB = 1 + (3/4*3) = 1 + 2.25 = 3.25 or 3 rounded down [OoC:is that right?]
Saves
Fort = Barb =(Good or +1/2/lvl), Ranger = (Good or 1/2/lvl) = 1/2 (Barb) + (1/2*3(Ranger))= .5+1.5= 2 +3(Con) = 5
REF = Barb= (Poor or 1/3/lvl), Ranger = (Good or 1/2/lvl) = 1/3 (Barb) + (1/2*3(Ranger)) = 1/3 + 1.5= 1.83 rounds to 2 = 2+4(DEX)=6
WIL = Barb = (poor or 1/3/lvl), Ranger = (Poor or 1/3/lvl) = 1/3 (Barb) + (1/3*3(Ranger))= 1/3*4 = 1.33 rounds to 1 +1(Wis) = 2
[OoC:Ihope my math is correct]
BAB
so Barb (D12HD) =+1/lvl BAB, and Ranger (D8HD) =+3/4 /lvl BAB
Therefore Kubo BAB = 1 + (3/4*3) = 1 + 2.25 = 3.25 or 3 rounded down [OoC:is that right?]
Saves
Fort = Barb =(Good or +1/2/lvl), Ranger = (Good or 1/2/lvl) = 1/2 (Barb) + (1/2*3(Ranger))= .5+1.5= 2 +3(Con) = 5
REF = Barb= (Poor or 1/3/lvl), Ranger = (Good or 1/2/lvl) = 1/3 (Barb) + (1/2*3(Ranger)) = 1/3 + 1.5= 1.83 rounds to 2 = 2+4(DEX)=6
WIL = Barb = (poor or 1/3/lvl), Ranger = (Poor or 1/3/lvl) = 1/3 (Barb) + (1/3*3(Ranger))= 1/3*4 = 1.33 rounds to 1 +1(Wis) = 2
[OoC:Ihope my math is correct]