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$M D_{r, s} = M B A S E_{r, s} * (1 + (\frac{P R I_{r, s, t - 1} * E X R A T E_{r} - M P R I C_{r, s}}{M P R I C_{r, s}} * {𝐞 𝐥 𝐚 𝐬 𝐭 𝐫 𝐩 𝐫}_{s}))^{e l m p r 1} * (1 + (\frac{P R I_{r, s, t - 1} * E X R A T E_{r} - M P R I C_{r, s}}{M P R I C_{r, s}} - \frac{P R I_{r, s, t - 2} * E X R A T E_{r, t - 1} - M P R I C_{r, s, t - 1}}{M P R I C_{r, s, t - 1}} * {𝐞 𝐥 𝐚 𝐬 𝐭 𝐫 𝐩 𝐫}_{s}))^{e l m p r 2}$

$\frac{2}{3}$ ${\frac{s u b r e g i o n v a l u e}{\sum}}_{s u b r e g i o n v a l u e s}$

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