Table 4.

Time-Resolved Decay Analysis^a

	A1	τ 1	A2	τ 2	A3	τ 3	Adark	Krad = (1/τrad)	τ mol	$\mathcal{Q}$	τrad = (τmol/Q)
SS A·6MI	0.010	1.00	0.005	4.7	0.039	0.21	0.056	0.054	0.809	0.044	18.4
DS A·6MI	0.009	0.93	0.003	5.59	0.041	0.34	0.057	0.053	0.703	0.037	19.0
SS T·6MI	0.014	1.52	0.020	4.2	0.009	0.21	0.067	0.043	2.478	0.107	23.2
DS T·6MI	0.041	2.37	0.021	4.12	0.005	0.39	0.042	0.068	2.772	0.189	14.7
SS A·3MI	0.002	1.03	0.003	4.28	0.005	0.15	0.125	0.010	1.491	0.015	99.4
DS A·3MI	0.003	1.25	0.004	5.72	0.019	0.14	0.110	0.025	1.041	0.026	40.0
SS T·3MI	0.023	1.77	0.008	4.55	0.014	0.52	0.090	0.045	1.869	0.084	22.2
DS T·3MI	0.009	1.67	0.003	4.91	0.006	0.37	0.118	0.017	1.837	0.032	57.4
6MI	96.8%	6.3	3.2%	2.8			(0)	0.110	6.2	0.70	8.9
3MI	100%	6.5					(0)	0.135	6.5	0.88	7.4

^aSee Materials and Methods for the definition of terms. A_n (n = 1–3) values are absolute alphas. τ_n values are the lifetimes of corresponding components. K_rad is the radiative rate. τ_rad is the radiative lifetime. τ_mol is the molecular lifetime. $\mathcal{Q}$ is the quantum yield.