$\mathrm{tod}\mathrm{length}\mapsto \lceil \frac{\sin (\frac{\pi \mathrm{tod}}{\mathrm{length}}+0.001)}{2}\rceil$ $\mathrm{compartment}\frac{\mathrm{m2}\mathrm{cLc}}{\mathrm{k2}+\mathrm{cLc}}$ $\mathrm{compartment}(1\mathrm{m5}+\mathrm{m6})\frac{\mathrm{cTc}}{\mathrm{k5}+\mathrm{cTc}}$ $\mathrm{compartment}\frac{\mathrm{m10}\mathrm{cXc}}{\mathrm{k8}+\mathrm{cXc}}$ $\mathrm{compartment}\frac{\mathrm{m13}\mathrm{cYc}}{\mathrm{k11}+\mathrm{cYc}}$ $\mathrm{compartment}\mathrm{LD}(\mathrm{time}, \mathrm{dayLength})\mathrm{q1}\mathrm{cPn}$ $\mathrm{compartment}\mathrm{p1}\mathrm{cLm}$ $\mathrm{compartment}\mathrm{r1}\mathrm{cLc}$ $\mathrm{compartment}\frac{\mathrm{n2}\mathrm{cYn}^b}{\mathrm{g2}^b+\mathrm{cYn}^b}\frac{\mathrm{g3}^c}{\mathrm{g3}^c+\mathrm{cLn}^c}$ $\mathrm{compartment}\mathrm{p2}\mathrm{cTm}$ $\mathrm{compartment}\mathrm{r3}\mathrm{cTc}$ $\mathrm{compartment}\frac{\mathrm{n3}\mathrm{cTn}^d}{\mathrm{g4}^d+\mathrm{cTn}^d}$ $\mathrm{compartment}\mathrm{p3}\mathrm{cXm}$ $\mathrm{compartment}\mathrm{r5}\mathrm{cXc}$ $\mathrm{compartment}(\mathrm{LD}(\mathrm{time}, \mathrm{dayLength})\mathrm{q2}\mathrm{cPn}+\frac{(\mathrm{LD}(\mathrm{time}, \mathrm{dayLength})\mathrm{n4}+\mathrm{n5})\mathrm{g5}^e}{\mathrm{g5}^e+\mathrm{cTn}^e})\frac{\mathrm{g6}^f}{\mathrm{g6}^f+\mathrm{cLn}^f}$ $\mathrm{compartment}\mathrm{p4}\mathrm{cYm}$ $\mathrm{compartment}\mathrm{r7}\mathrm{cYc}$ $\mathrm{compartment}(1-\mathrm{LD}(\mathrm{time}, \mathrm{dayLength}))\mathrm{p5}$ $\mathrm{compartment}\frac{\mathrm{m1}\mathrm{cLm}}{\mathrm{k1}+\mathrm{cLm}}$ $\mathrm{compartment}\mathrm{r2}\mathrm{cLn}$ $\mathrm{compartment}\frac{\mathrm{m3}\mathrm{cLn}}{\mathrm{k3}+\mathrm{cLn}}$ $\mathrm{compartment}\mathrm{r4}\mathrm{cTn}$ $\mathrm{compartment}(1\mathrm{m7}+\mathrm{m8})\frac{\mathrm{cTn}}{\mathrm{k6}+\mathrm{cTn}}$ $\mathrm{compartment}\mathrm{r6}\mathrm{cXn}$ $\mathrm{compartment}\frac{\mathrm{m11}\mathrm{cXn}}{\mathrm{k9}+\mathrm{cXn}}$ $\mathrm{compartment}\mathrm{r8}\mathrm{cYn}$ $\mathrm{compartment}\frac{\mathrm{m14}\mathrm{cYn}}{\mathrm{k12}+\mathrm{cYn}}$ $\mathrm{compartment}\mathrm{q3}\mathrm{LD}(\mathrm{time}, \mathrm{dayLength})\mathrm{cPn}$ $\mathrm{compartment}\frac{\mathrm{n1}\mathrm{cXn}^a}{\mathrm{g1}^a+\mathrm{cXn}^a}$ $\mathrm{compartment}\frac{\mathrm{m4}\mathrm{cTm}}{\mathrm{k4}+\mathrm{cTm}}$ $\mathrm{compartment}\frac{\mathrm{m9}\mathrm{cXm}}{\mathrm{k7}+\mathrm{cXm}}$ $\mathrm{compartment}\frac{\mathrm{m12}\mathrm{cYm}}{\mathrm{k10}+\mathrm{cYm}}$ $\mathrm{compartment}\frac{\mathrm{m15}\mathrm{cPn}}{\mathrm{k13}+\mathrm{cPn}}$