BLOOP D E A T H S r , c = 1 , p = ∑ G A G E D S T r , c = 1 , p ∗ ( M O R D S T r , c > 1 , p + C I V D M r + C L S F r + A I D S D T H S C O H r , c , p ) ∗ m o r t m r ∗ ( 1 + ( t − 1 ) ∗ t m o r t r ) {\displaystyle DEATHS_{r,c=1,p}=\sum ^{G}AGEDST_{r,c=1,p}*(MORDST_{r,c>1,p}+CIVDM_{r}+CLSF_{r}+AIDSDTHSCOH_{r,c,p})*\mathbf {mortm} _{r}*(1+(t-1)*\mathbf {tmortr} )}
D E A T H S r , c > 1 , p = ∑ G A G E D S T r , c > 1 , p ∗ ( M O R D S T r , c > 1 , p + C I V D M r + A I D S D T H S C O H r ) ∗ M F A C T O R r ∗ m o r t m r ∗ ( 1 + ( t − 1 ) ∗ t m o r t r ) {\displaystyle DEATHS_{r,c>1,p}=\sum ^{G}AGEDST_{r,c>1,p}*(MORDST_{r,c>1,p}+CIVDM_{r}+AIDSDTHSCOH_{r})*MFACTOR_{r}*\mathbf {mortm} _{r}*(1+(t-1)*\mathbf {tmortr} )}
