運算式 1: "N" equals min left parenthesis, 1 sixth "a" plus 1 sixth "A" plus 1 sixth "d" plus 1 sixth "s" plus 1 sixth "v" plus StartFraction, 1 Over 12 , EndFraction "I" plus StartFraction, 1 Over 12 , EndFraction "D" plus Start sum from "k" equals 1 to "n" , end sum, left parenthesis, max left parenthesis, StartFraction, "d" Subscript, "k" , Baseline plus "t" Subscript, "k" , Baseline minus "t" Over "d" Subscript, "k" , Baseline , EndFraction , 0 , right parenthesis "p" Subscript, "k" , Baseline , right parenthesis , 100 , right parenthesisN=min16a+16A+16d+16s+16v+112I+112D+n∑k=1maxdk+tk−tdk,0pk,100
新增滑桿：
1
運算式 2: "P" equals max left parenthesis, 1 sixth "a" plus 1 sixth "A" plus 1 sixth "d" plus 1 sixth "s" plus 1 sixth "v" plus StartFraction, 1 Over 12 , EndFraction "I" plus StartFraction, 1 Over 12 , EndFraction "D" plus Start sum from "k" equals 1 to "n" , end sum, left parenthesis, max left parenthesis, StartFraction, "d" Subscript, "k" , Baseline plus "t" Subscript, "k" , Baseline minus "t" Over "d" Subscript, "k" , Baseline , EndFraction , 0 , right parenthesis "p" Subscript, "k" , Baseline , right parenthesis minus 100 , 0 , right parenthesisP=max16a+16A+16d+16s+16v+112I+112D+n∑k=1maxdk+tk−tdk,0pk−100,0
