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\begin{document}
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\begin{planotable}{lllll}
\tablenum{13}
\tablewidth{6.0in}
\tablecaption{VARIABILITY ESTIMATES}
\tablehead{
%------------------- 1st row ----------------------
\colhead{Object} &
\colhead{Var(2 $\mu$m)} &
\colhead{Var($5000$\AA)} &
\colhead{Var($2500$\AA)} &
\colhead{Var($1350$\AA)} 
}
\startdata
Q0003+158 &\\
Q0003+199 &\\
Q0007+106 &    & &$<$1.2 (6 yr)&4.1 (6 yr)\\
Q0026+129 &$<$1.1 (1 yr)&$<$1.1 (1 yr)&$<$1.2 (6 yr)& \\
Q0049+171  &2.2 (3.3 yr)& &&\\
Q0050+124 \\
Q0052+251  &  & &&\\
Q0054+144 &1.1 (1 yr)& 1.1 (1 yr)&&\\
Q0121-590  &2.6 (9 yr)&2.8 (6 yr)&1.7 (4 yr)&1.8 (4 yr)\\
Q0134+329\\
Q0205+024 & $<$1.1 (1 yr)&&&\\
Q0312-770&  &&&2.3 (0.8 yr)\\
Q0414-060&\\
Q0637-752 & &&&1.2 (0.5yr)\\
Q0804+762\\
Q0837-120    &1.3 (2 yr) &1.6 (1 yr)&&\\
Q0844+349   &  &&1.3 (1 yr)&1.3 (1 yr)\\
Q0915+165\\
Q0923+129\\
Q1028+313   &  &&&\\
Q1100+772 &  &&&\\
Q1116+215 & 1.3 (2 yr)&&&1.5 (2 yr)\\
Q1137+660&&&\\
Q1146-037&1.1 (2 yr)&&&\\
Q1202+281&$<$1.1 (1 yr)&&1.5 (6 yr)&2.8 (6 yr)\\
Q1211+143 &1.2 (2 yr)&&$<$1.2 (1 yr)&1.6 (1 yr)\\
Q1219+755  &$<$1.1 (0.8 yr)&1.2 (1 yr)&2.4 (5 yr)&1.5 (5 yr)\\
Q1226+023  &1.2 (2 yr) &1.3 (2 yr)&1.6 (11 yr)&2.2 (11 yr)\\
Q1244+026\\
Q1307+085 & &&&\\
Q1351+695\\
Q1352+183\\
Q1407+265 &&&&\\
Q1416-129& 1.2 (5 yr)&&&$<$1.2 (8 yr)\\
Q1426+015 &1.5 (5 yr)&1.1 (1 yr)&1.3 (2 yr)&1.8 (2 yr)\\
Q1501+106 &1.8 (5 yr)&&&\\
Q1545+210 &1.1 (2 yr)&1.3 (1 yr)&&\\
Q1613+658 &1.1 (4 yr)&&$<$1.2 (1.6yr)&1.2 (1.6 yr)\\
Q1704+608  & &&$<$1.2 (7 yr)&$<$1.2 (4 yr)\\
Q1721+343 &$<$1.1 (4 yr)&&$<$1.2 (3 yr)&$<$1.2 (3 yr)\\
Q1803+676 &$<$1.1 (4 yr)&&&\\
Q2128-123 &\\
Q2130+099 &1.2 (1 yr)&1.1 (1 yr)&$<$1.2 (7 yr)&1.7 (7 yr)\\
Q2135-147 & 1.2 (2 yr) &1.1 (1 yr)&$<$1.2 (4 yr) &1.3 (4 yr)\\
Q2209+184\\
Q2251-178\\
\tablecomments{
 Estimates of variability at 4 wavelengths.
The quantity given is the observed range of variability
(maximum value over minimum) followed by the corresponding
observational interval in years. 
}
\end{planotable}
\end{document}