Model fit, using Fig. 1, to results from WT and severed CFTR channels in the presence of PKA. The set of rate constants (s−1) giving the closest overall fit to the indicated set of observed parameters is printed on Fig. 1 for each construct (rounded to two significant digits); measured and predicted parameters are compared on the right. Parameters ash, al, τsh, and τl are fractional amplitudes and time constants of exponential components describing the distributions (Fig. 8) of burst durations (note al = 1 − ash is not a free parameter); τb is mean burst duration, measured in the presence of PKA for WT and 633+634, or pooled from all experiments for 835+837, cut-ΔR (633+837), and Flag-cut-ΔR (F633+837); τAMPPNP and alocked are the time constant and fractional amplitude of the slowly relaxing macroscopic current component after removal of AMPPNP and ATP (see Table ); τrelax and arelax, analogous, after just ATP, for cut-ΔR(K1250A) [633+837(K1250A); Fig. 10 B]. For step C1 ↔ C2, KPois printed instead of Kd. Errors for observed parameters ash, al, τsh, and τl are half-widths of 0.5 unit likelihood intervals, calculated separately for each parameter (reasonably symmetric around the optimum, given the numbers of fitted events); for τb, τAMPPNP, and alocked errors are ±SEM. The value of k1 was obtained as the reciprocal of τib in the presence of 2 mM MgATP and PKA (except for cut-ΔR(K1250A) channels, for which all data were obtained in the absence of PKA; apparent affinity was not measured for this construct). *Rate k2 for WT and 633+634 may be much lower than 200 s−1. From simulations, k2 > 20 s−1 is large enough to account for the apparently uniform distribution of burst durations of these two constructs in the presence of PKA. **Rate k−1 for WT and 633+634 channels was fixed to the reciprocal of the mean burst duration observed after removal of PKA, on the assumption that k2 << k−1 under those conditions. ***Rate k3, representing a compound step including ATP hydrolysis at NBD2, was set to zero for cut-ΔR(K1250A).