# Model Mathematics

### Component: A

$ddtimeA=11⁢-1⁢RXN1+-1⁢RXN2+-1⁢RXN5+-1⁢RXN11+RXN6+RXN10+RXN12$

### Component: C

$ddtimeC=11⁢-1⁢RXN3+RXN1$

### Component: DA

$ddtimeDA=11⁢-1⁢RXN5+-1⁢RXN7+RXN6+RXN7$

### Component: DAp

$ddtimeDAp=11⁢-1⁢RXN6+-1⁢RXN8+RXN5+RXN8$

### Component: DR

$ddtimeDR=11⁢-1⁢RXN11+-1⁢RXN13+RXN12+RXN13$

### Component: DRP

$ddtimeDRP=11⁢-1⁢RXN12+-1⁢RXN14+RXN11+RXN14$

### Component: MA

$ddtimeMA=11⁢-1⁢RXN9+-1⁢RXN10+RXN7+RXN8+RXN10$

### Component: MR

$ddtimeMR=11⁢-1⁢RXN15+-1⁢RXN16+RXN13+RXN14+RXN16$

### Component: R

$ddtimeR=11⁢-1⁢RXN1+-1⁢RXN4+RXN3+RXN16$

### Component: RXN1

$RXN1=A⁢R⁢Gamma_1$

### Component: RXN2

$RXN2=A⁢Delta_1$

### Component: RXN3

$RXN3=C⁢Delta_2$

### Component: RXN4

$RXN4=R⁢Delta_3$

### Component: RXN5

$RXN5=A⁢DA⁢Gamma_2$

### Component: RXN6

$RXN6=DAp⁢Thetha_1$

### Component: RXN7

$RXN7=DA⁢Alpha_1$

### Component: RXN8

$RXN8=DAp⁢Alpha_2$

### Component: RXN9

$RXN9=MA⁢Delta_4$

### Component: RXN10

$RXN10=MA⁢BetaA_1$

### Component: RXN11

$RXN11=A⁢DR⁢Gamma_3$

### Component: RXN12

$RXN12=DRP⁢Theta_2$

### Component: RXN13

$RXN13=DR⁢Alpha_3$

### Component: RXN14

$RXN14=DRP⁢Alpha_4$

### Component: RXN15

$RXN15=MR⁢Delta_5$

### Component: RXN16

$RXN16=MR⁢BetaR_1$
Source
Derived from workspace Vilar, Kueh, Barkai, Leibler, 2002 at changeset bfddd87b5e19.
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