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12
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66
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65
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{\displaystyle 12\times ({\frac {N_{66}}{D_{65}}}+{\frac {11}{24}})\times {\frac {D_{65}^{aa}}{D_{20}^{aa}}}\times B\,\!}
12
×
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N
20
a
a
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N
65
a
a
D
20
a
a
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11
24
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×
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1
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65
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{\displaystyle 12\times ({\frac {N_{20}^{aa}-N_{65}^{aa}}{D_{20}^{aa}}}-{\frac {11}{24}})\times (1-{\frac {D_{65}^{aa}}{D_{20}^{aa}}})\,\!}
m
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B
{\displaystyle m\times ({\frac {N_{r+1}}{D_{r}}}+{\frac {m-1}{2m}})\times {\frac {D_{r}^{aa}}{D_{a}^{aa}}}\times B\,\!}
m
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N
a
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m
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{\displaystyle m\times ({\frac {N_{a}^{aa}-N_{r}^{aa}}{D_{a}^{aa}}}-{\frac {m-1}{2m}})\times (1-{\frac {D_{r}^{aa}}{D_{a}^{aa}}})\,\!}
P
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66
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65
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11
24
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D
65
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a
D
20
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N
65
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20
a
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11
24
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×
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1
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D
65
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20
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B
{\displaystyle P={\frac {({\frac {N_{66}}{D_{65}}}+{\frac {11}{24}})\times {\frac {D_{65}^{aa}}{D_{20}^{aa}}}}{({\frac {N_{20}^{aa}-N_{65}^{aa}}{D_{20}^{aa}}}-{\frac {11}{24}})\times (1-{\frac {D_{65}^{aa}}{D_{20}^{aa}}})}}\times B\,\!}
V
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m
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B
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m
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m
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{\displaystyle V=(m\times ({\frac {N_{r+1}}{D_{r}}}+{\frac {m-1}{2m}})\times {\frac {D_{r}^{aa}}{D_{a}^{aa}}}\times B)-(m\times ({\frac {N_{a}^{aa}-N_{r}^{aa}}{D_{a}^{aa}}}-{\frac {m-1}{2m}})\times (1-{\frac {D_{r}^{aa}}{D_{a}^{aa}}})\times P)\,\!}
