T D P s = c u r r e n t ( 3 + r a c i a l 2 ) {\displaystyle TDPs=current{\bigg (}3+{\frac {racial}{2}}{\bigg )}}
T D P s = c u r r e n t ( 3 + r a c i a l 2 ) − c u r r e n t × r a c i a l mod 2 × ( − 1 ) c u r r e n t 2 × 0.5 {\displaystyle TDPs=current{\bigg (}3+{\frac {racial}{2}}{\bigg )}-current\times racial\mod {2}\times (-1)^{\frac {current}{2}}\times 0.5}
T D P s = ( 3 + r a c i a l 2 ) ∑ i = c u r r e n t t a r g e t − 1 i = ( t a r g e t + c u r r e n t − 1 ) ( t a r g e t − c u r r e n t ) ( r a c i a l + 6 ) 4 {\displaystyle TDPs={\bigg (}3+{\frac {racial}{2}}{\bigg )}\sum _{i=current}^{target-1}i={\frac {(target+current-1)(target-current)(racial+6)}{4}}}
T D P s = ⌊ 1 200 ∑ i = 1 r a n k s i ⌋ = ⌊ r a n k s ( r a n k s + 1 ) 400 ⌋ {\displaystyle TDPs={\biggl \lfloor }{\frac {1}{200}}\sum _{i=1}^{ranks}{i}{\biggl \rfloor }={\biggl \lfloor }{\frac {ranks(ranks+1)}{400}}{\biggl \rfloor }}
T D P s = ⌊ 1 400 ∑ s ∈ S K I L L S s r a n k s ( s r a n k s + 1 ) ⌋ {\displaystyle TDPs={\biggl \lfloor }{\frac {1}{400}}\sum _{s\in SKILLS}s_{ranks}(s_{ranks}+1){\biggl \rfloor }}
T D P s = { c i r c l e ( c i r c l e + 1 ) 2 + 50 ( c i r c l e − 1 ) − 1 if 1 < c i r c l e < 10 c i r c l e ( c i r c l e + 1 ) 2 + 100 ( c i r c l e − 11 ) + 599 if 10 ≤ c i r c l e {\displaystyle TDPs={\begin{cases}{\frac {circle(circle+1)}{2}}+50(circle-1)-1&{\text{if }}1<circle<10\\{\frac {circle(circle+1)}{2}}+100(circle-11)+599&{\text{if }}10\leq circle\end{cases}}}
