\begin{table}[t]\centering\caption{Quantile hedonic estimates across the price distribution}
\label{tab:quantile}\begin{threeparttable}\begin{tabular}{lccc}
\toprule
Quantile & $\ln$ area & Full bath & $\ln$ lot \\
\midrule
$\tau=0.1$ & \makecell{0.557\\\scriptsize(0.008)} & \makecell{0.181\\\scriptsize(0.004)} & \makecell{-0.014\\\scriptsize(0.001)} \\
$\tau=0.25$ & \makecell{0.534\\\scriptsize(0.005)} & \makecell{0.146\\\scriptsize(0.002)} & \makecell{-0.011\\\scriptsize(0.001)} \\
$\tau=0.5$ & \makecell{0.552\\\scriptsize(0.005)} & \makecell{0.114\\\scriptsize(0.002)} & \makecell{-0.002\\\scriptsize(0.001)} \\
$\tau=0.75$ & \makecell{0.601\\\scriptsize(0.006)} & \makecell{0.087\\\scriptsize(0.003)} & \makecell{0.009\\\scriptsize(0.001)} \\
$\tau=0.9$ & \makecell{0.598\\\scriptsize(0.010)} & \makecell{0.071\\\scriptsize(0.004)} & \makecell{0.023\\\scriptsize(0.002)} \\
\midrule
OLS & 0.584 & 0.126 & 0.007 \\
\bottomrule\end{tabular}\begin{tablenotes}\footnotesize\item Notes: House subsample, province fixed effects, structural controls. Analytical standard errors in parentheses. The size elasticity rises and the lot elasticity rises with price.\end{tablenotes}\end{threeparttable}\end{table}