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| <math>MATPOSTR_{r,c=1}=\mathbf{MATPOSTR}_{r,c=1,t=1}*\frac{AnalFunc(GDPPCP_r)}{AnalFunc(GDPPCP_{r,t=1})}+\mathbf{CultShMP}_{r=cultural}+\mathbf{matpostradd}_{r,t}</math> | | <math>ln(M_{c,p,d,r})=C_{c,p,d}+\Beta_1*ln(Y_{\gamma}+\Beta_2*ln(HC_{\gamma})+\Beta_3*(ln(Y_{\gamma}))^2+\Beta_4*T+\Beta_5*ln(SI_{c,k,p,r}) |
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| where
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| <math>\mathbf{CultShMP_{r=cultural,t}}=F(\mathbf{MATPOSTR}_{r,c=1,t=1},ANalFunc(GDPPCP_{r,t=1})</math>
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| <math>SURVSE_{r,c=1}=\mathbf{SURVSE}_{r,c=1,t=1}*\frac{AnalFunc(GDPPCP_r)}{AnalFunc(GDPPCP_{r,t=1})}+\mathbf{CultShSE}_{r=cultural,t}+\mathbf{survseadd}_{r,t}</math>
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| where
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| <math>\mathbf{CultShSE}_{r=culutral,t}=F(\mathbf{SURVSE_{r,c=1,t=1}},AnalFunc(GDPPCP_{r,t=1})</math>
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| <math>TRADSRAT_{r,c=1}=\mathbf{TRADSRAT}_{r,c=1,t=1}*\frac{AnalFunc(GDPPP_r)}{AnalFunc(GDPPCP_{r,t=1}}+\mathbf{CultShTS_{r=cultural,t}}+\mathbf{tradsratadd}_{r,t}</math>
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| where
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| <math>\mathbf{CultShTS}_{r=cultural,t}=F(\mathbf{TRADSRAT_{r,c=1,t=1}},AnalFunc(GDPPCP_{r,t=1})
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<math>ln(M_{c,p,d,r})=C_{c,p,d}+\Beta_1*ln(Y_{\gamma}+\Beta_2*ln(HC_{\gamma})+\Beta_3*(ln(Y_{\gamma}))^2+\Beta_4*T+\Beta_5*ln(SI_{c,k,p,r})