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BLOOP $D E A T H S_{r, c = 1, p} = \sum^{G} A G E D S T_{r, c = 1, p} * (M O R D S T_{r, c > 1, p} + C I V D M_{r} + C L S F_{r} + A I D S D T H S C O H_{r, c, p}) * {𝐦 𝐨 𝐫 𝐭 𝐦}_{r} * (1 + (t - 1) * 𝐭 𝐦 𝐨 𝐫 𝐭 𝐫)$

$D E A T H S_{r, c > 1, p} = \sum^{G} A G E D S T_{r, c > 1, p} * (M O R D S T_{r, c > 1, p} + C I V D M_{r} + A I D S D T H S C O H_{r}) * M F A C T O R_{r} * {𝐦 𝐨 𝐫 𝐭 𝐦}_{r} * (1 + (t - 1) * 𝐭 𝐦 𝐨 𝐫 𝐭 𝐫)$

Revision as of 19:10, 20 April 2017 view source EmoryFerguson (talk \| contribs) 2,246 edits No edit summary ← Older edit		Revision as of 19:11, 20 April 2017 view source EmoryFerguson (talk \| contribs) 2,246 edits No edit summary Newer edit →
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	BLOOP <math>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})</math>		BLOOP <math>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})</math>

	<math>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})</math>		<math>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})</math>

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