$\mathrm{kM2T2\_on}\mathrm{M2}\mathrm{T2}-\mathrm{kM2T2\_off}\mathrm{M2T2}-\mathrm{kM2T2\_iso}\mathrm{M2T2}+\mathrm{kM2T2\_negativeiso}\mathrm{M2T2\_star}$ $\mathrm{kM2C1\_on}\mathrm{M2}\mathrm{C1}-(\mathrm{kM2C1\_off}+\mathrm{kM2C1\_cat})\mathrm{M2C1}$ $\mathrm{kMT1T2\_on}\mathrm{MT1}\mathrm{T2}-\mathrm{kMT1T2\_off}\mathrm{MT1T2}-\mathrm{kMT1T2M2pro\_on}\mathrm{MT1T2}\mathrm{M2\_p}+\mathrm{kMT1T2M2pro\_off}\mathrm{MT1T2M2pro}$ $\mathrm{kMT1T2M2proMT1\_on}\mathrm{MT1}\mathrm{MT1T2M2pro}-\mathrm{kMT1T2M2proMT1\_off}\mathrm{MT1T2M2proMT1}-\mathrm{kM2\_act}\mathrm{MT1T2M2proMT1}$ $\mathrm{kMT1C1\_on}\mathrm{MT1}\mathrm{C1}-(\mathrm{kMT1C1\_off}+\mathrm{kMT1C1\_cat})\mathrm{MT1C1}$ $\mathrm{kM2T2\_on}\mathrm{M2}\mathrm{T2}+\mathrm{kM2T2\_off}\mathrm{M2T2}-\mathrm{kM2C1\_on}\mathrm{M2}\mathrm{C1}+(\mathrm{kM2C1\_off}+\mathrm{kM2C1\_cat})\mathrm{M2C1}+\mathrm{kM2\_act}\mathrm{MT1T2M2proMT1}$ $\mathrm{qMT1}-\mathrm{kMT1\_shedeff}\mathrm{MT1}\mathrm{MT1}-\mathrm{kMT1T2\_on}\mathrm{MT1}\mathrm{T2}+\mathrm{kMT1T2\_off}\mathrm{MT1T2}-\mathrm{kMT1C1\_on}\mathrm{MT1}\mathrm{C1}+(\mathrm{kMT1C1\_off}+\mathrm{kMT1C1\_cat})\mathrm{MT1C1}-\mathrm{kMT1T2M2proMT1\_on}\mathrm{MT1}\mathrm{MT1T2M2pro}+\mathrm{kMT1T2M2proMT1\_off}\mathrm{MT1T2M2proMT1}+\mathrm{kM2\_act}\mathrm{MT1T2M2proMT1}$ $\mathrm{qpro}-\mathrm{kMT1T2M2pro\_on}\mathrm{MT1T2}\mathrm{M2\_p}+\mathrm{kMT1T2M2pro\_off}\mathrm{MT1T2M2pro}$ $\mathrm{kM2T2\_on}\mathrm{M2}\mathrm{T2}+\mathrm{kM2T2\_off}\mathrm{M2T2}+\mathrm{qT2}-\mathrm{kMT1T2\_on}\mathrm{MT1}\mathrm{T2}+\mathrm{kMT1T2\_off}\mathrm{MT1T2}$ $\mathrm{kM2C1\_cat}\mathrm{M2C1}+\mathrm{kMT1C1\_cat}\mathrm{MT1C1}$ $\mathrm{kMT1C1\_on}\mathrm{MT1}\mathrm{C1}+\mathrm{kMT1C1\_off}\mathrm{MT1C1}-\mathrm{kM2C1\_on}\mathrm{M2}\mathrm{C1}+\mathrm{kM2C1\_off}\mathrm{M2C1}$ $\mathrm{kMT1\_shedeff}\mathrm{MT1}\mathrm{MT1}$ $\mathrm{kMT1\_shedeff}\mathrm{MT1}\mathrm{MT1}$ $\mathrm{kMT1T2M2pro\_on}\mathrm{MT1T2}\mathrm{M2\_p}-\mathrm{kMT1T2M2pro\_off}\mathrm{MT1T2M2pro}-\mathrm{kMT1T2M2proMT1\_on}\mathrm{MT1}\mathrm{MT1T2M2pro}+\mathrm{kMT1T2M2proMT1\_off}\mathrm{MT1T2M2proMT1}$ $\mathrm{kM2\_act}\mathrm{MT1T2M2proMT1}$ $\mathrm{kM2T2\_iso}\mathrm{M2T2}-\mathrm{kM2T2\_negativeiso}\mathrm{M2T2\_star}$