$\frac{\mathrm{cNa\_e}}{\mathrm{eq\_Na\_base\_e}e^{\frac{(1+\mathrm{partition\_factor})\mathrm{faraday\_const}\times 0.001\mathrm{Vm}}{3\mathrm{gas\_const}\mathrm{body\_temp}}}}$ $\frac{\mathrm{cNa\_i}}{\mathrm{eq\_Na\_base\_i}e^{\frac{\mathrm{partition\_factor}\mathrm{faraday\_const}\times 0.001\mathrm{Vm}}{3\mathrm{gas\_const}\mathrm{body\_temp}}}}$ $\frac{\mathrm{cK\_e}}{\mathrm{eq\_K\_e}}$ $\frac{\mathrm{cK\_i}}{\mathrm{eq\_K\_i}}$ $\frac{\mathrm{cMgATP}}{\mathrm{eq\_MgATP}}$ $\frac{\mathrm{k1}\mathrm{dimless\_Na\_i}^3}{(1+\mathrm{dimless\_Na\_i})^3+(1+\mathrm{dimless\_K\_i})^2-1}$ $\mathrm{k2}$ $\frac{\mathrm{k3}\mathrm{dimless\_K\_e}^2}{(1+\mathrm{dimless\_Na\_e})^3+(1+\mathrm{dimless\_K\_e})^2-1}$ $\frac{\mathrm{k4}\mathrm{dimless\_MgATP}}{1+\mathrm{dimless\_MgATP}}$ $\mathrm{minus\_k1}\mathrm{cMgADP}$ $\frac{\mathrm{minus\_k2}\mathrm{dimless\_Na\_e}^3}{(1+\mathrm{dimless\_Na\_e})^3+(1+\mathrm{dimless\_K\_e})^2-1}$ $\frac{\mathrm{minus\_k3}\mathrm{cPi}\mathrm{cH}}{1+\mathrm{dimless\_MgATP}}$ $\frac{\mathrm{minus\_k4}\mathrm{dimless\_K\_i}^2}{(1+\mathrm{dimless\_Na\_i})^3+(1+\mathrm{dimless\_K\_i})^2-1}$ $\frac{\mathrm{cPi\_sum}}{1+\frac{\mathrm{cK\_i}}{\mathrm{eq\_KPi}}+\frac{\mathrm{cH}}{\mathrm{eq\_HPi}}+\frac{\mathrm{cNa\_i}}{\mathrm{eq\_NaPi}}}$ $\mathrm{gas\_const}\mathrm{body\_temp}\ln \left(\frac{\mathrm{cNa\_e}}{\mathrm{cNa\_i}}\right)-\mathrm{faraday\_const}\times 0.001\mathrm{Vm}$ $\mathrm{gas\_const}\mathrm{body\_temp}\ln \left(\frac{\mathrm{cK\_i}}{\mathrm{cK\_e}}\right)+\mathrm{faraday\_const}\times 0.001\mathrm{Vm}$ $2\mathrm{dG\_K}+3\mathrm{dG\_Na}$ $-29600-\mathrm{gas\_const}\mathrm{body\_temp}\ln \left(\frac{\mathrm{cMgATP}}{0.001\mathrm{cMgADP}\mathrm{cPi}}\right)$ $\mathrm{minus\_alpha3}\mathrm{minus\_alpha2}\mathrm{minus\_alpha1}+\mathrm{alpha4}\mathrm{minus\_alpha2}\mathrm{minus\_alpha1}+\mathrm{alpha4}\mathrm{alpha2}\mathrm{alpha3}+\mathrm{alpha4}\mathrm{minus\_alpha1}\mathrm{alpha3}+\mathrm{minus\_alpha3}\mathrm{minus\_alpha2}\mathrm{alpha1}+\mathrm{alpha4}\mathrm{minus\_alpha2}\mathrm{alpha1}+\mathrm{alpha4}\mathrm{alpha1}\mathrm{alpha3}+\mathrm{minus\_alpha3}\mathrm{alpha1}\mathrm{alpha2}+\mathrm{alpha4}\mathrm{alpha1}\mathrm{alpha2}+\mathrm{alpha1}\mathrm{alpha2}\mathrm{alpha3}+\mathrm{minus\_alpha4}\mathrm{minus\_alpha3}\mathrm{minus\_alpha1}+\mathrm{minus\_alpha4}\mathrm{minus\_alpha3}\mathrm{alpha2}+\mathrm{minus\_alpha4}\mathrm{minus\_alpha3}\mathrm{minus\_alpha2}+\mathrm{minus\_alpha4}\mathrm{minus\_alpha1}\mathrm{minus\_alpha2}+\mathrm{minus\_alpha4}\mathrm{alpha2}\mathrm{alpha3}+\mathrm{minus\_alpha4}\mathrm{minus\_alpha1}\mathrm{alpha3}$ $\frac{\mathrm{alpha1}\mathrm{alpha2}\mathrm{alpha3}\mathrm{alpha4}-\mathrm{minus\_alpha1}\mathrm{minus\_alpha2}\mathrm{minus\_alpha3}\mathrm{minus\_alpha4}}{\mathrm{diagram\_sum}}$ $\mathrm{dG\_ATP}+\mathrm{dG\_pump}$ $1$ $0$ $0$