. 2020 Nov 17;9:e55013. doi: 10.7554/eLife.55013

Appendix 1—table 4. cAMP reactions (cont.).

#	Reaction	Reaction flux	Kinetic parameters	Ref.
31	PKA + R2_ba → R2_ba C	$k_{f} [P K A] [R 2_{b a}] - k_{r} [R 2_{b a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹ $k_{r}$ = 3.4E-6 $s^{- 1}$	Boras et al., 2014
32	PKA + R2_bba → R2_bba C	$k_{f} [P K A] [R 2_{b b a}] - k_{r} [R 2_{b b a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.000936 $s^{- 1}$	Boras et al., 2014
33	PKA + R2_bbaa → R2_bbaa C	$k_{f} [P K A] [R 2_{b b a a}] - k_{r} [R 2_{b b a a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.645 $s^{- 1}$	Boras et al., 2014
34	cAMP + R2C → R2_b C	$k_{f} [c A M P] [R 2 C] - k_{r} [R 2_{b} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹ , $k_{r}$ = 0.000659 s^-1	Boras et al., 2014
35	cAMP + R2_b C → R2_ba C	$k_{f} [c A M P] [R 2_{b} C] - k_{r} [R 2_{b a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹ , $k_{r}$ = 0.0142 s^-1	Boras et al., 2014
36	cAMP + R2_ba C → R2_bbc C	$k_{f} [c A M P] [R 2_{b a} C] - k_{r} [R 2_{b b a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.0142 s^-1	Boras et al., 2014
37	cAMP + R2_bba C → R2_bbaa C	$k_{f} [c A M P] [R 2_{b b a} C] - k_{r} [R 2_{b b a a} C]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 7.84 s^-1	Boras et al., 2014
38	PKA + R2_b C → R2_b C₂	$k_{f} [P K A] [R 2_{b} C] - k_{r} [R 2_{b} C_{2}]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.00324 s^-1	Boras et al., 2014
39	PKA + R2C → R2C₂	$k_{f} [P K A] [R 2 C] - k_{r} [R 2 C_{2}]$	$k_{f}$ = 1 $s^{- 1}$ · µM⁻¹, $k_{r}$ = 2.81E-6 s^-1	Boras et al., 2014
40	PKA + R2_ba C → R2_ba C₂	$k_{f} [P K A] [R 2_{b a} C] - k_{r} [R 2_{b a} C_{2}]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.666 s^-1	Boras et al., 2014
41	cAMP + R2C₂→ R2_b C₂	$k_{f} [c A M P] [R 2 C_{2}] - k_{r} [R 2_{b} C_{2}]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 0.762 s^-1	Boras et al., 2014
42	cAMP + R2_b C₂→ R2_ba C₂	$k_{f} [c A M P] [R 2_{b} C_{2}] - k_{r} [R 2_{b a} C_{2}]$	$k_{f}$ = 1 s⁻¹ · µM⁻¹, $k_{r}$ = 2.91 s^-1	Boras et al., 2014