\begin{tabular}{llllrrr}
\toprule
scale & dataset & method & coefficient & estimate & LCL & UCL \\
\midrule
log & FULL & normal & $\beta_0$ & -40.709397 & -80.514824 & 0.576810 \\
log & FULL & normal & $\beta_1$ & 152.898365 & 34.454749 & 345.981009 \\
log & FULL & normal & $\beta_2$ & -186.375741 & -434.565154 & -38.043109 \\
log & FULL & normal & $\beta_3$ & 75.727683 & 13.775938 & 183.597710 \\
log & FULL & nonparam_boots & $\beta_0$ & -40.709397 & -362.341899 & -14.457646 \\
log & FULL & nonparam_boots & $\beta_1$ & 152.898365 & 0.008195 & 1941.547918 \\
log & FULL & nonparam_boots & $\beta_2$ & -186.375741 & -3466.701526 & 2.548176 \\
log & FULL & nonparam_boots & $\beta_3$ & 75.727683 & 2.070028 & 2059.363688 \\
log & FULL & nonparam_stratified_boots & $\beta_0$ & -40.709397 & -369.351128 & -14.205809 \\
log & FULL & nonparam_stratified_boots & $\beta_1$ & 152.898365 & 0.014464 & 1980.246721 \\
log & FULL & nonparam_stratified_boots & $\beta_2$ & -186.375741 & -3528.049144 & 2.305803 \\
log & FULL & nonparam_stratified_boots & $\beta_3$ & 75.727683 & 1.751783 & 2094.675746 \\
log & FULL & parametric_boots & $\beta_0$ & -40.709397 & -310.971797 & -8.945695 \\
log & FULL & parametric_boots & $\beta_1$ & 152.898365 & 0.134978 & 1223.357752 \\
log & FULL & parametric_boots & $\beta_2$ & -186.375741 & -1600.454296 & 6.086761 \\
log & FULL & parametric_boots & $\beta_3$ & 75.727683 & 0.984105 & 1828.297047 \\
log & TRIM & normal & $\beta_0$ & -318.624647 & -776.659317 & 157.809374 \\
log & TRIM & normal & $\beta_1$ & 1693.446514 & 113.742593 & 4971.801432 \\
log & TRIM & normal & $\beta_2$ & -3000.867759 & -8798.941523 & -199.771987 \\
log & TRIM & normal & $\beta_3$ & 1772.560127 & 124.155987 & 5163.107174 \\
log & TRIM & nonparam_boots & $\beta_0$ & -318.624647 & -400.128827 & -17.348309 \\
log & TRIM & nonparam_boots & $\beta_1$ & 1693.446514 & 0.001076 & 2136.483263 \\
log & TRIM & nonparam_boots & $\beta_2$ & -3000.867759 & -3801.243116 & 2.791405 \\
log & TRIM & nonparam_boots & $\beta_3$ & 1772.560127 & 64.697359 & 2251.261055 \\
log & TRIM & nonparam_stratified_boots & $\beta_0$ & -318.624647 & -399.079252 & -17.585934 \\
log & TRIM & nonparam_stratified_boots & $\beta_1$ & 1693.446514 & 0.001151 & 2130.156884 \\
log & TRIM & nonparam_stratified_boots & $\beta_2$ & -3000.867759 & -3786.236311 & 2.695133 \\
log & TRIM & nonparam_stratified_boots & $\beta_3$ & 1772.560127 & 67.815305 & 2242.960062 \\
log & TRIM & parametric_boots & $\beta_0$ & -318.624647 & -388.501147 & -23.345353 \\
log & TRIM & parametric_boots & $\beta_1$ & 1693.446514 & 1.521692 & 2462.926783 \\
log & TRIM & parametric_boots & $\beta_2$ & -3000.867759 & -5226.607876 & -42.998302 \\
log & TRIM & parametric_boots & $\beta_3$ & 1772.560127 & 133.499510 & 3697.150084 \\
plain & FULL & normal & $\beta_0$ & -123.992084 & -233.949431 & -9.562457 \\
plain & FULL & normal & $\beta_1$ & 163.793487 & 45.151309 & 347.318752 \\
plain & FULL & normal & $\beta_2$ & -71.447936 & -153.877505 & -18.651542 \\
plain & FULL & normal & $\beta_3$ & 10.388707 & 2.602959 & 22.798786 \\
plain & FULL & nonparam_boots & $\beta_0$ & -123.992084 & -662.077285 & -20.931699 \\
plain & FULL & nonparam_boots & $\beta_1$ & 163.793487 & 7.451974 & 1082.620980 \\
plain & FULL & nonparam_boots & $\beta_2$ & -71.447936 & -586.956425 & -3.339263 \\
plain & FULL & nonparam_boots & $\beta_3$ & 10.388707 & 0.769656 & 108.791615 \\
plain & FULL & nonparam_stratified_boots & $\beta_0$ & -123.992084 & -647.740990 & -21.412504 \\
plain & FULL & nonparam_stratified_boots & $\beta_1$ & 163.793487 & 7.756705 & 1057.043993 \\
plain & FULL & nonparam_stratified_boots & $\beta_2$ & -71.447936 & -576.953166 & -13.715894 \\
plain & FULL & nonparam_stratified_boots & $\beta_3$ & 10.388707 & 6.602426 & 106.656112 \\
plain & FULL & parametric_boots & $\beta_0$ & -123.992084 & -519.918596 & -14.267928 \\
plain & FULL & parametric_boots & $\beta_1$ & 163.793487 & 0.269142 & 858.638061 \\
plain & FULL & parametric_boots & $\beta_2$ & -71.447936 & -504.895600 & -1.304426 \\
plain & FULL & parametric_boots & $\beta_3$ & 10.388707 & 2.109768 & 101.827455 \\
plain & TRIM & normal & $\beta_0$ & -450.087847 & -995.828448 & 117.691886 \\
plain & TRIM & normal & $\beta_1$ & 727.847722 & 93.232075 & 1984.937554 \\
plain & TRIM & normal & $\beta_2$ & -395.533373 & -1126.854471 & -33.273309 \\
plain & TRIM & normal & $\beta_3$ & 72.298288 & 4.774418 & 215.847819 \\
plain & TRIM & nonparam_boots & $\beta_0$ & -450.087847 & -737.807108 & -20.618997 \\
plain & TRIM & nonparam_boots & $\beta_1$ & 727.847722 & 7.141145 & 1228.613108 \\
plain & TRIM & nonparam_boots & $\beta_2$ & -395.533373 & -683.232490 & -13.178434 \\
plain & TRIM & nonparam_boots & $\beta_3$ & 72.298288 & 7.726781 & 126.703570 \\
plain & TRIM & nonparam_stratified_boots & $\beta_0$ & -450.087847 & -715.579363 & -21.029663 \\
plain & TRIM & nonparam_stratified_boots & $\beta_1$ & 727.847722 & 7.447028 & 1190.138080 \\
plain & TRIM & nonparam_stratified_boots & $\beta_2$ & -395.533373 & -659.482995 & -13.645705 \\
plain & TRIM & nonparam_stratified_boots & $\beta_3$ & 72.298288 & 8.284455 & 121.892100 \\
plain & TRIM & parametric_boots & $\beta_0$ & -450.087847 & -543.464811 & -30.306043 \\
plain & TRIM & parametric_boots & $\beta_1$ & 727.847722 & 13.581994 & 948.315529 \\
plain & TRIM & parametric_boots & $\beta_2$ & -395.533373 & -571.500600 & -21.861143 \\
plain & TRIM & parametric_boots & $\beta_3$ & 72.298288 & 11.728998 & 112.101168 \\
\bottomrule
\end{tabular}