TABLE 2.

Comparing effectiveness of specific regimes q ∈ {0, 200, 350, 500, ∞} for t* = 1 year and t* = 2 years

	0	200	350	500	∞	∞ vs. 500
t* = 1
${\widehat{\theta }}_{q1}$	0.050 (0.032, 0.078)	0.018 (0.007, 0.044)	0.017 (0.008, 0.038)	0.020 (0.009, 0.040)	0.012 (0.006, 0.024)	−0.008 (−0.015, −0.001)
${\widehat{\theta }}_{q2}$	381 (345, 418)	292 (260, 324)	354 (320, 387)	375 (350, 401)	416 (381, 451)	41 (12, 70)
${\widehat{\theta }}_{q3}$	416 (380, 453)	326 (294, 357)	377 (349, 406)	401 (373, 429)	466 (435, 498)
t* = 2
${\widehat{\theta }}_{q1}$	0.076 (014, 0.037)	0.040 (0.050, 0.110)	0.033 (0.021, 0.074)	0.036 (0.019, 0.059)	0.023 (0.021, 0.060)	−0.013 (−0.023, −0.004)
${\widehat{\theta }}_{q2}$	353 (304, 402)	303 (262, 343)	358 (310, 407)	387 (341, 434)	438 (395, 481)	51 (14, 87)
${\widehat{\theta }}_{q3}$	394 (348, 441)	345 (308, 382)	388 (352, 423)	418 (381, 455)	484 (447, 522)

${\theta }_{q1}=P\left(X_q=0\right)=F_{X_q}(0){\theta }_{q2}=F_{X_q}^{-1}(1/2)$, ${\theta }_{q3}=E\left(X_q\mid X_q>0\right)$. Ninety-five percent confidence intervals are shown below the point estimates.