\documentstyle[aj_pt_ha]{article}

\begin{document}
\begin{planotable}{cccccccccccccl}
\tablenum{1}
\tablewidth{20.0 true cm}
\tablecaption{Catalog of HDF Classifications}
\tablehead{
\colhead{\ ID} &
\colhead{RA}  &
\colhead{Dec} &
\colhead{X}  &
\colhead{Y}  &
\colhead{$I$}  &
\colhead{$U-B$} &
\colhead{$B-V$} &
\colhead{$V-I$} &
\colhead{$A$}  &
\colhead{$C$}  &
\colhead{RSE} &
\colhead{vdB} &
\colhead{Description}
}

\tablenotetext{a}{possibly a very distant Sc viewed in UV. \hspace{1.02cm} $^{\rm aa}$ ``tadpole'' with R head and B tail}.
\tablenotetext{b}{asymmetrical.                            \hspace{5.05cm} $^{\rm ab}$ Pec component vB}.
\tablenotetext{c}{companion to 2-220.                      \hspace{4.10cm} $^{\rm ac}$ blue compact companion}.
\tablenotetext{d}{has faint companions.                    \hspace{3.85cm} $^{\rm ad}$ has one blue arm}.
\tablenotetext{e}{companion to 2-299.                      \hspace{4.10cm} $^{\rm ae}$ one component R}.
\tablenotetext{f}{good example of merger.                  \hspace{3.50cm} $^{\rm af}$ triple merger, all components B}.
\tablenotetext{g}{has companions.                          \hspace{4.70cm} $^{\rm ag}$ or tadpole galaxy}.
\tablenotetext{h}{has companion.                           \hspace{4.90cm} $^{\rm af}$ E1 galaxy is R, companion is B}.
\tablenotetext{i}{has bright companions}.
\tablenotetext{j}{companion to 3-267}.
\tablenotetext{k}{has bright bar-like core}.
\tablenotetext{l}{has bright companion}.
\tablenotetext{m}{part of spiral (?) arm of 3-296}.
\tablenotetext{n}{companion to 3-426}.
\tablenotetext{o}{star off center}.
\tablenotetext{p}{companion to 3-426}.
\tablenotetext{q}{companion to 3-517}.
\tablenotetext{r}{chain galaxy?}.
\tablenotetext{s}{interacting with 3-606}.
\tablenotetext{t}{companion to 4-105}.
\tablenotetext{u}{companion to 4-387}.
\tablenotetext{v}{gravitational lens?}.
\tablenotetext{w}{companion to 4-655}.
\tablenotetext{x}{red nucleus}.
\tablenotetext{y}{blue outer knots}.
\tablenotetext{z}{Ir? companion vR}.\startdata
\nl
\        3-296 &  12:36:57.23 &     62:13:0.7 &   1722 &    961 &   21.02 &    -0.98 &     0.74 &     0.70 &   0.18 &   0.35 &     S &    8: & merger?                    $^{k}$  \nl
\        2-135 &  12:36:49.65 &    62:13:14.1 &    322 &    619 &   21.12 &    -0.07 &     1.35 &     1.16 &   0.18 &   0.41 &     S &     4 & multi-nucleus spiral?  \nl
\        3-426 &  12:36:51.63 &    62:12:21.2 &    427 &   1478 &   21.13 &     0.21 &     1.28 &     1.03 &   0.08 &   0.61 &     E &     2 &             S0 / Sa  \nl
\        4-312 &  12:36:43.06 &    62:12:43.3 &    375 &   1134 &   21.29 &     0.43 &     2.27 &     2.03 &   0.13 &   0.68 &     E &     0 &            E3 $^{R}$ \nl
\        2-280 &  12:36:49.42 &     62:14:7.8 &   1572 &   1126 &   21.39 &    -0.47 &     1.03 &     1.35 &   0.13 &   0.55 &     E &     3 &            Sa $^{R}$ \nl
\        4-280 &  12:36:46.42 &    62:11:52.3 &   1782 &   1089 &   21.49 &     0.94 &     1.89 &     1.39 &   0.11 &   0.74 &     E &     0 &                  E1  \nl
\        3-350 &  12:36:55.49 &    62:12:46.5 &   1300 &   1165 &   21.56 &    -0.26 &     1.36 &     1.67 &   0.09 &   0.49 &     S &     4 &        Sb pec $^{y}$ \nl
\         3-90 &  12:36:49.56 &    62:12:58.6 &    466 &    472 &   21.56 &    -0.35 &     1.24 &     1.17 &   0.23 &   0.55 &     S &     3 &              Sa pec  \nl
\        2-403 &  12:36:52.70 &    62:13:55.5 &   1058 &   1528 &   21.57 &    -0.40 &     0.35 &     0.63 &   0.41 &   0.32 &     P &     8 & multiple merger            $^{f, B}$  \nl
\        2-134 &  12:36:49.29 &    62:13:12.3 &    306 &    543 &   21.75 &    -0.56 &     0.83 &     0.73 &   0.07 &   0.62 &     E &     0 &                  E3  \nl
\        4-672 &  12:36:41.22 &    62:11:41.9 &   1668 &   2031 &   21.75 &    -0.45 &     1.79 &     1.52 &   0.19 &   0.45 &     S &     3 & Sa                         $^{g, R }$ \nl
\        4-665 &  12:36:38.91 &    62:12:20.7 &    612 &   2026 &   21.80 &    -1.00 &     0.95 &     1.07 &   0.21 &   0.42 &     S &    8? &             merger?  \nl
\        4-660 &  12:36:39.92 &     62:12:8.4 &    965 &   1982 &   21.86 &     0.20 &     1.39 &     1.79 &   0.05 &   0.60 &     E &     0 &                  E1  \nl
\        4-147 &  12:36:46.04 &    62:12:47.6 &    479 &    611 &   21.88 &    -0.05 &     1.61 &     1.85 &   0.03 &   0.60 &     E &    -1 &        E0 (or star)  \nl
\        4-487 &  12:36:43.09 &    62:11:49.0 &   1631 &   1659 &   21.99 &    -0.22 &     1.29 &     1.78 &   0.06 &   0.40 &     S &     4 &            Sb $^{R}$ \nl
\        3-131 &  12:36:55.37 &    62:13:12.3 &   1539 &    564 &   21.99 &    -0.62 &     2.00 &     2.11 &   0.06 &   0.52 &     E &     0 &                  E0  \nl
\         4-56 &  12:36:48.97 &    62:12:22.3 &   1264 &    385 &   22.02 &    -1.02 &     0.54 &     1.11 &   0.16 &   0.31 &     S &     8 & mrg., 5 components    $^{f, v }$ \nl
\        3-512 &  12:36:57.13 &    62:12:26.9 &   1368 &   1733 &   22.02 &    -0.74 &     1.20 &     1.08 &   0.18 &   0.32 &     P &     4 & 1-armed S or merger $^{x, y}$ \nl
\        2-482 &  12:36:54.01 &    62:13:55.4 &    962 &   1737 &   22.03 &    -0.45 &     0.86 &     1.40 &   0.10 &   0.38 &     S &     4 &                 pec  \nl
\        3-543 &  12:36:56.56 &    62:12:21.2 &   1220 &   1825 &   22.08 &    -0.64 &     2.11 &     2.04 &   0.05 &   0.53 &     E &     0 &                  E0  \nl
\         4-18 &  12:36:50.07 &    62:12:18.0 &   1438 &    248 &   22.08 &    -0.19 &     1.53 &     1.95 &   0.17 &   0.44 &     S &    4? & Disk w/ 3 knots $^{R}$ \nl
\        3-283 &  12:36:57.98 &     62:13:1.4 &   1851 &    996 &   22.14 &    -0.79 &     0.75 &     0.47 &   0.12 &   0.39 &     S &    3: & Sa + knot, or merger  \nl
\        3-128 &  12:36:50.73 &    62:12:56.9 &    639 &    593 &   22.15 &    -0.71 &     0.95 &     0.65 &   0.10 &   0.49 &     S &    8? &             merger?  \nl
\        4-105 &  12:36:48.16 &    62:12:14.9 &   1380 &    588 &   22.22 &    -0.82 &     0.74 &     1.39 &   0.10 &   0.21 &     P &     5 &    S(B)c t $^{x, y}$ \nl
\        4-357 &  12:36:43.53 &    62:12:19.3 &    961 &   1292 &   22.24 &    -1.02 &     0.71 &     1.10 &   0.07 &   0.54 &     E &     3 &              Sa pec  \nl
\        2-553 &  12:36:55.44 &    62:13:54.5 &    841 &   1958 &   22.24 &    -0.61 &     0.62 &     1.18 &   0.13 &   0.28 &     S &    4? & nucleated Ir? $^{x, y}$ \nl
\         2-86 &  12:36:48.67 &    62:13:19.9 &    525 &    521 &   22.27 &    -1.10 &     0.50 &     0.92 &   0.12 &   0.27 &     S &     8 & merger (proto-spiral?)     $^{a }$ \nl
\        4-683 &  12:36:38.33 &    62:12:32.4 &    302 &   2004 &   22.27 &    -0.63 &     1.88 &     1.51 &   0.18 &   0.33 &     S &    2? &                 S0?  \nl
\        2-164 &  12:36:50.39 &    62:13:17.2 &    341 &    769 &   22.27 &    -0.44 &     1.61 &     1.83 &   0.10 &   0.32 &     S &     4 & distorted spiral $^{R}$ \nl
\        4-455 &  12:36:44.38 &    62:11:43.0 &   1858 &   1510 &   22.28 &    -0.77 &     0.61 &     1.17 &   0.26 &   0.21 &     P &     8 & merger                     $^{f, x, y }$ \nl
\        3-153 &  12:36:57.59 &    62:13:16.3 &   1937 &    625 &   22.32 &    -1.10 &     0.39 &     0.90 &   0.39 &   0.29 &     P &     8 & merger                     $^{f }$ \nl
\        4-137 &  12:36:47.20 &    62:12:31.8 &    923 &    578 &   22.32 &    -0.90 &     0.94 &     0.70 &   0.16 &   0.48 &     S &     3 & Sab pec                    $^{b }$ \nl
\        2-116 &  12:36:48.50 &    62:13:29.4 &    755 &    589 &   22.34 &    -0.70 &     0.71 &     1.32 &   0.19 &   0.32 &     P &    8? &             merger?  \nl
\         2-85 &  12:36:48.71 &    62:13:19.4 &    510 &    522 &   22.37 &    -1.06 &     0.74 &     1.25 &   0.13 &   0.23 &     P &     8 & Merger (proto-spiral?)     $^{a, x, y }$ \nl
\        3-376 &  12:36:53.37 &    62:12:35.3 &    847 &   1275 &   22.41 &    -0.76 &     0.92 &     0.93 &   0.19 &   0.43 &     S &    2? &             S0 pec?  \nl
\        4-162 &  12:36:49.16 &    62:11:49.5 &   2034 &    674 &   22.47 &    -0.71 &     1.01 &     1.51 &   0.08 &   0.49 &     E &     3 &              Sa pec  \nl
\ {\bf        2-301 } &  12:36:49.66 &    62:14:16.7 &   1759 &   1254 &   22.55 &     0.01 &     0.39 &     0.46 &   0.25 &   0.18 &     P &     8 & multiple, mergers $^{B}$ \nl
\        4-466 &  12:36:43.31 &    62:11:52.6 &   1563 &   1588 &   22.56 &    -0.73 &     0.29 &     0.64 &   0.07 &   0.64 &     E &    0? &             E3 pec?  \nl
\        2-592 &  12:36:55.42 &     62:14:3.7 &   1054 &   2047 &   22.57 &    -0.41 &     1.24 &     1.16 &   0.07 &   0.34 &     S &     4 & 2 nuc. in disk, merger?  \nl
\        4-348 &  12:36:44.74 &     62:12:1.2 &   1461 &   1274 &   22.58 &    -0.97 &     1.23 &     0.94 &   0.06 &   0.33 &     S &     4 &              Sb pec  \nl
\        2-383 &  12:36:51.91 &     62:14:1.9 &   1260 &   1466 &   22.62 &    -0.74 &     1.05 &     1.05 &   0.21 &   0.43 &     S &    1? & S0?  pec                   $^{b}$  \nl
\        2-139 &  12:36:46.45 &     62:14:8.6 &   1801 &    658 &   22.66 &    -0.64 &     0.55 &     0.46 &   0.26 &   0.57 &     E &     0 & E3                         $^{g }$ \nl
\        3-312 &  12:36:55.56 &    62:12:50.0 &   1347 &   1089 &   22.69 &    -0.62 &     0.64 &     1.29 &   0.14 &   0.26 &     P &     8 & merger                     $^{f}$  \nl
\        2-352 &  12:36:50.27 &    62:14:19.7 &   1785 &   1383 &   22.71 &    -0.97 &     0.64 &     1.17 &   0.09 &   0.30 &     P &     4 & 1-arm S + cpct. comp. $^{b, ac}$  \nl
\        4-627 &  12:36:40.75 &     62:12:4.2 &   1120 &   1890 &   22.72 &    -0.86 &     0.50 &     1.09 &   0.39 &   0.30 &     P &     7 & tad. gal., mult. nuc.  \nl
\        2-278 &  12:36:51.89 &    62:13:33.2 &    603 &   1172 &   22.74 &    -0.58 &     0.83 &     1.41 &   0.04 &   0.35 &     S &    0: &           E1? $^{R}$ \nl
\        3-475 &  12:36:52.60 &    62:12:20.7 &    577 &   1557 &   22.74 &    -1.00 &     1.00 &     0.71 &   0.09 &   0.62 &     E &     0 &                  E4  \nl
\ {\bf        4-341 } &  12:36:45.31 &    62:11:54.2 &   1664 &   1250 &   22.77 &     1.38 &     1.00 &     0.60 &   0.36 &   0.31 &     P &     8 & merger, in group $^{R}$ \nl
\        4-585 &  12:36:39.69 &    62:12:29.6 &    461 &   1813 &   22.78 &    -0.25 &     0.54 &     0.52 &   0.15 &   0.31 &     P &     8 &      S + St, merger  \nl
\        3-174 &  12:36:50.76 &    62:12:52.5 &    599 &    696 &   22.79 &    -0.62 &     1.16 &     1.06 &   0.07 &   0.20 &     S &    8? & merger?                    $^{a, x, y}$ \nl
\        3-294 &  12:36:56.83 &     62:13:2.6 &   1678 &    888 &   22.80 &    -0.75 &     0.56 &     1.29 &   0.06 &   0.53 &     E &     0 &            E0 $^{R}$ \nl
\        4-626 &  12:36:40.87 &     62:12:6.4 &   1078 &   1849 &   22.81 &     0.42 &     0.63 &     0.65 &   0.20 &   0.58 &     E &     3 & Sa pec                     $^{g }$ \nl
\        2-121 &  12:36:49.36 &    62:13:17.6 &    424 &    609 &   22.84 &    -0.73 &     0.50 &     0.89 &   0.16 &   0.49 &     S &    4? &                Sbt?  \nl
\        2-445 &  12:36:52.79 &     62:14:5.9 &   1290 &   1648 &   22.85 &    -0.75 &     1.00 &     1.17 &   0.45 &   0.34 &     P &     8 & multiple merger $^{ae}$ \nl
\        4-258 &  12:36:44.10 &    62:12:41.4 &    489 &    985 &   22.87 &    -1.04 &     0.54 &     1.21 &   0.14 &   0.26 &     P &     8 & merger                     $^{f}$  \nl
\        3-629 &  12:36:56.34 &    62:12:10.3 &   1076 &   2059 &   22.87 &    -0.62 &     0.98 &     0.66 &   0.12 &   0.35 &     S &     3 &             Sab pec  \nl
\        2-220 &  12:36:49.91 &    62:13:51.8 &   1170 &   1042 &   22.91 &    -0.95 &     0.53 &     1.20 &   0.31 &   0.21 &     P &     8 & multi-component mrg. $^{x}$ \nl
\        3-666 &  12:36:58.22 &    62:12:15.2 &   1428 &   2078 &   22.91 &    -0.93 &     0.32 &     0.86 &   0.09 &   0.48 &     E &     1 &              E3 / Sa \nl
\         4-85 &  12:36:47.70 &    62:12:34.0 &    907 &    476 &   22.92 &    -0.77 &     0.77 &     1.28 &   0.06 &   0.47 &     E &     3 &                  Sa  \nl
\        3-581 &  12:36:58.57 &    62:12:22.8 &   1559 &   1927 &   22.92 &    -1.14 &     0.61 &     0.87 &   0.08 &   0.51 &     E &     3 &              Sa pec  \nl
\         2-84 &  12:36:48.39 &    62:13:17.7 &    493 &    453 &   22.93 &     0.20 &     1.43 &     1.13 &   0.04 &   0.54 &     E &     0 &                  E3  \nl
\        2-416 &  12:36:51.31 &    62:14:21.9 &   1763 &   1572 &   22.93 &    -0.92 &     0.92 &     0.70 &   0.12 &   0.31 &     S &     4 & peculiar one-arm S? $^{ad}$ \nl
\        4-286 &  12:36:46.85 &    62:11:45.4 &   1973 &   1088 &   22.94 &    -1.13 &     0.16 &     0.68 &   0.34 &   0.22 &     P &    8? & merger?                $^{a, x, y }$ \nl
\        4-132 &  12:36:49.26 &    62:11:56.1 &   1889 &    594 &   22.96 &    -1.00 &     0.20 &     0.66 &   0.06 &   0.64 &     E &     0 &                  E2  \nl
\        4-510 &  12:36:41.39 &    62:12:16.0 &    890 &   1670 &   22.97 &     0.74 &     2.14 &     2.02 &   0.12 &   0.64 &     E &     0 &            E3 $^{R}$ \nl
\        2-520 &  12:36:56.04 &    62:13:30.7 &    252 &   1814 &   23.02 &    -0.52 &     0.50 &     1.08 &   0.10 &   0.28 &     S &     4 &       S?  pec $^{y}$ \nl
\        4-340 &  12:36:45.24 &    62:11:55.6 &   1627 &   1248 &   23.04 &     0.13 &     2.02 &     2.02 &   0.12 &   0.53 &     E &     0 &        E1, in group  \nl
\        2-535 &  12:36:53.57 &    62:14:18.6 &   1528 &   1901 &   23.05 &    -0.58 &     1.07 &     0.95 &   0.06 &   0.41 &     S &     2 & S0 pec                     $^{b}$  \nl
\ {\bf        2-243 } &  12:36:48.24 &    62:14:17.6 &   1882 &   1036 &   23.06 &     0.35 &     0.46 &     0.55 &   0.30 &   0.52 &     S &     0 &                  E3  \nl
\        3-188 &  12:36:55.07 &     62:13:4.7 &   1415 &    718 &   23.08 &    -0.11 &     2.25 &     2.00 &   0.17 &   0.63 &     E &     0 &           E3  $^{R}$ \nl
\        3-598 &  12:36:52.48 &     62:12:2.7 &    378 &   1964 &   23.09 &     2.08 &     1.31 &     0.95 &   0.20 &   0.71 &     E &     0 & E1 t, in cpt. group  \nl
\        3-607 &  12:36:59.30 &    62:12:22.8 &   1676 &   1979 &   23.11 &    -1.17 &     0.92 &     0.76 &   0.26 &   0.26 &     P &    4? & S?                         $^{s}$  \nl
\        2-140 &  12:36:46.32 &     62:14:8.7 &   1812 &    638 &   23.13 &    -1.05 &     0.45 &     1.22 &   0.18 &   0.50 &     P &     4 &    S, near E3 $^{R}$ \nl
\        3-651 &  12:36:51.87 &    62:11:56.5 &    218 &   2065 &   23.13 &    -0.86 &     1.19 &     0.82 &   0.10 &   0.30 &     S &     4 & S pec                      $^{a}$  \nl
\        2-187 &  12:36:47.09 &    62:14:15.2 &   1908 &    828 &   23.14 &    -0.35 &     1.29 &     1.37 &   0.14 &   0.43 &     S &     0 & E4 pec + star $^{R}$ \nl
\        3-606 &  12:36:59.44 &    62:12:22.3 &   1695 &   2001 &   23.14 &    -1.22 &     0.71 &     1.00 &   0.25 &   0.26 &     E &     3 &                  Sa  \nl
\         2-99 &  12:36:47.09 &    62:13:42.9 &   1166 &    501 &   23.16 &    -0.49 &     0.31 &     0.66 &   0.16 &   0.64 &     E &     0 &                E0 t  \nl
\        3-365 &  12:36:49.87 &    62:12:26.5 &    195 &   1234 &   23.18 &    -0.85 &     0.30 &     0.90 &   0.27 &   0.39 &     S &    3: & ?                          $^{h}$  \nl
\        3-169 &  12:36:48.91 &    62:12:46.9 &    246 &    696 &   23.19 &    -0.99 &     0.94 &     0.78 &   0.18 &   0.35 &     S &     7 &                 pec  \nl
\ {\bf        3-367 } &  12:36:49.90 &    62:12:27.3 &    209 &   1218 &   23.21 &     0.10 &     0.46 &     0.53 &   0.26 &   0.38 &     S &     7 & tadpole galaxy             $^{l}$  \nl
\         2-74 &  12:36:47.37 &    62:13:31.1 &    874 &    425 &   23.21 &    -1.13 &     0.58 &     1.35 &   0.07 &   0.24 &     S &    4? & clumpy, has nucleus $^{x, y}$ \nl
\        2-299 &  12:36:49.74 &    62:14:16.0 &   1739 &   1260 &   23.24 &     0.20 &     0.50 &     0.69 &   0.25 &   0.24 &     P &     8 & multiple, mergers $^{B}$ \nl
\        2-127 &  12:36:48.88 &    62:13:22.9 &    579 &    586 &   23.24 &    -0.80 &     0.37 &     0.55 &   0.28 &   0.38 &     E &    6? &   E0 t + Ir?  $^{z}$ \nl
\        4-270 &  12:36:44.55 &    62:12:28.5 &    819 &   1038 &   23.26 &     0.27 &     0.45 &     0.69 &   0.16 &   0.49 &     S &    4? & merger or Sa pec           $^{b}$  \nl
\        4-282 &  12:36:45.87 &     62:12:2.4 &   1511 &   1080 &   23.27 &    -1.08 &     0.93 &     1.11 &   0.21 &   0.36 &     S &    4? &   pec, three nuclei  \nl
\        3-111 &  12:36:51.30 &     62:13:1.5 &    776 &    528 &   23.28 &    -0.64 &     0.60 &     0.52 &   0.13 &   0.23 &     P &     6 &                  Ir  \nl
\        2-585 &  12:36:55.51 &     62:14:0.9 &    984 &   2034 &   23.29 &    -0.91 &     0.92 &     0.98 &   0.13 &   0.33 &     S &     4 & disk                       $^{b, h }$ \nl
\        3-481 &  12:36:53.33 &    62:12:22.6 &    715 &   1565 &   23.31 &    -0.78 &     0.24 &     0.33 &   0.30 &   0.40 &     S &     8 & merger                     $^{f, B }$ \nl
\ {\bf        3-589 } &   12:37:0.05 &    62:12:26.3 &   1832 &   1950 &   23.35 &    -0.09 &     0.37 &     0.39 &   0.17 &   0.25 &     P &     8 & merger                     $^{f, B }$ \nl
\ {\bf        4-625 } &  12:36:41.15 &     62:12:4.1 &   1149 &   1825 &   23.36 &     1.74 &     0.95 &     0.53 &   0.29 &   0.40 &     P &     0 &      E1, in a group  \nl
\        3-297 &  12:36:56.85 &    62:12:59.2 &   1646 &    967 &   23.37 &    -0.70 &     1.20 &     1.01 &   0.14 &   0.41 &     S &     2 &              S0 pec  \nl
\        4-678 &  12:36:39.35 &    62:12:12.8 &    825 &   2032 &   23.40 &    -0.87 &     1.20 &     1.77 &   0.11 &   0.57 &     E &     0 &           E1 $^{vR}$ \nl
\ {\bf        2-380 } &  12:36:52.90 &    62:13:45.4 &    810 &   1458 &   23.41 &    -0.03 &     0.32 &     0.45 &   0.32 &   0.30 &     P &     8 & multiple merger            $^{f, vB }$ \nl
\         2-96 &  12:36:48.95 &    62:13:10.8 &    296 &    474 &   23.42 &    -0.86 &     0.37 &     1.01 &   0.20 &   0.58 &     E &     3 &                  Sa  \nl
\         3-60 &  12:36:54.91 &    62:13:15.9 &   1501 &    449 &   23.43 &    -1.04 &     0.87 &     0.79 &   0.08 &   0.39 &     S &    8? &       Ir? or merger  \nl
\        2-313 &  12:36:53.17 &    62:13:22.5 &    266 &   1269 &   23.44 &    -0.32 &     0.26 &     0.44 &   0.27 &   0.49 &     S &     7 & St + inter. comp. $^{B}$ \nl
\        4-654 &  12:36:39.64 &    62:12:15.2 &    789 &   1960 &   23.45 &    -0.15 &     1.49 &     1.79 &   0.12 &   0.35 &     S &     4 & disk                       $^{b, w, R }$ \nl
\        3-135 &  12:36:55.06 &    62:13:12.4 &   1490 &    539 &   23.50 &    -1.00 &     0.74 &     0.56 &   0.11 &   0.41 &     P &    8? &                   ?  \nl
\        3-148 &  12:36:49.39 &    62:12:49.8 &    351 &    664 &   23.52 &    -0.82 &     0.97 &     1.20 &   0.05 &   0.48 &     E &    -1 &          E0 or Star  \nl
\         2-82 &  12:36:48.18 &    62:13:14.9 &    444 &    392 &   23.53 &    -0.63 &     0.81 &     1.63 &   0.11 &   0.35 &     P &     3 & Sa pec, merger? $^{R}$ \nl
\         4-31 &  12:36:47.46 &    62:12:53.7 &    434 &    321 &   23.53 &    -1.11 &     0.76 &     1.08 &   0.09 &   0.31 &     S &     4 & Sb pec                     $^{b}$  \nl
\        4-640 &  12:36:42.19 &    62:11:35.8 &   1876 &   1934 &   23.54 &    -0.95 &     0.93 &     1.18 &   0.07 &   0.38 &     S &    3? & pec                        $^{b }$ \nl
\        2-234 &  12:36:48.27 &    62:14:13.4 &   1783 &    998 &   23.54 &    -0.78 &     0.48 &     0.99 &   0.18 &   0.28 &     P &     7 & tadpole galaxy $^{aa}$ \nl
\        4-682 &  12:36:38.52 &    62:12:34.9 &    257 &   1950 &   23.55 &    -0.41 &     0.93 &     0.66 &   0.04 &   0.35 &     S &     2 & S0                         $^{l }$ \nl
\        4-375 &  12:36:45.22 &    62:11:43.9 &   1895 &   1366 &   23.55 &    -1.11 &     0.74 &     0.84 &   0.25 &   0.36 &     P &     7 &      tadpole galaxy  \nl
\        4-253 &  12:36:47.36 &    62:11:51.9 &   1856 &    942 &   23.56 &    -1.04 &     0.45 &     1.10 &   0.11 &   0.46 &     S &     3 & Sa pec                     $^{b}$  \nl
\ {\bf        4-184 } &  12:36:44.99 &    62:12:51.9 &    307 &    738 &   23.60 &    -0.19 &     0.28 &     0.42 &   0.28 &   0.25 &     P &     8 & merger                     $^{f, vB}$ \nl
\ {\bf        4-235 } &  12:36:46.86 &     62:12:6.4 &   1487 &    881 &   23.60 &    -0.01 &     0.64 &     0.57 &   0.01 &   0.42 &     E &     0 &                  E1  \nl
\        3-344 &  12:36:58.23 &    62:12:52.2 &   1798 &   1226 &   23.60 &    -0.79 &     0.95 &     0.61 &   0.15 &   0.34 &     S &    4? &                 Sb?  \nl
\        4-218 &  12:36:44.89 &    62:12:40.7 &    560 &    864 &   23.61 &    -0.94 &     0.45 &     1.14 &   0.08 &   0.17 &     P &     5 & Sc pec                     $^{a }$ \nl
\ {\bf        2-513 } &  12:36:54.99 &    62:13:48.1 &    726 &   1820 &   23.63 &     0.37 &     0.33 &     0.36 &   0.27 &   0.39 &     S &     8 & merger                     $^{g, B }$ \nl
\ {\bf          4-7 } &  12:36:47.63 &    62:12:56.9 &    373 &    263 &   23.65 &     1.63 &     0.97 &     0.60 &   0.17 &   0.30 &     P &     8 &              merger  \nl
\ {\bf        4-387 } &  12:36:41.63 &    62:12:39.8 &    356 &   1399 &   23.67 &     1.39 &     0.22 &     0.35 &   0.25 &   0.31 &     P &    0? & E2?  t                     $^{h, B}$  \nl
\ {\bf         2-33 } &  12:36:44.00 &    62:14:11.1 &   2031 &    289 &   23.67 &     0.33 &     0.11 &     0.28 &   0.28 &   0.41 &     P &     8 & E + fuzz = merger $^{B}$ \nl
\        4-698 &  12:36:41.94 &    62:11:31.4 &   1959 &   2018 &   23.68 &    -1.06 &     0.77 &     0.50 &   0.06 &   0.29 &     P &    4? &  faint edge-on disk  \nl
\        3-315 &  12:36:56.65 &    62:12:53.6 &   1557 &   1084 &   23.69 &    -0.47 &     1.30 &     1.86 &   0.11 &   0.37 &     E &     0 & E1 t                     $^{h, vR}$  \nl
\        3-402 &  12:36:52.01 &    62:12:27.4 &    549 &   1363 &   23.71 &     0.07 &     2.00 &     2.10 &   0.06 &   0.54 &     E &     1 &      E1 / Sa $^{vR}$ \nl
\         2-93 &  12:36:45.96 &    62:13:57.4 &   1579 &    465 &   23.75 &    -0.90 &     0.75 &     1.28 &   0.15 &   0.39 &     S &     3 &              Sa pec  \nl
\        2-509 &  12:36:54.69 &    62:13:51.8 &    831 &   1810 &   23.77 &    -0.97 &     0.61 &     1.13 &   0.09 &   0.32 &     S &     3 &            Sa $^{R}$ \nl
\        3-374 &  12:36:50.77 &    62:12:28.3 &    358 &   1255 &   23.77 &    -1.07 &     0.88 &     1.11 &   0.19 &   0.28 &     P &     7 &   3 nuclei, merger?  \nl
\        4-241 &  12:36:44.39 &    62:12:45.0 &    425 &    903 &   23.78 &    -0.56 &     0.29 &     0.35 &   0.26 &   0.33 &     P &     7 & tadpole gal. or mrg. $^{B}$ \nl
\        3-412 &  12:36:54.95 &    62:12:35.2 &   1100 &   1388 &   23.79 &    -0.24 &     1.29 &     1.87 &   0.09 &   0.53 &     E &     1 &       E4 / S0 $^{R}$ \nl
\         3-15 &  12:36:49.60 &     62:13:8.4 &    571 &    249 &   23.80 &    -1.01 &     0.32 &     1.02 &   0.14 &   0.37 &     S &    3? &             Sa pec?  \nl
\        3-323 &  12:36:58.27 &    62:12:57.5 &   1857 &   1107 &   23.80 &    -1.19 &     0.93 &     0.74 &   0.21 &   0.40 &     S &     4 & S                          $^{g }$ \nl
\ {\bf         3-56 } &  12:36:54.64 &    62:13:15.9 &   1457 &    430 &   23.80 &     0.12 &     0.35 &     0.38 &   0.07 &   0.60 &     E &    -1 &        E1 (or star)  \nl
\        4-584 &  12:36:39.78 &    62:12:32.6 &    396 &   1768 &   23.80 &    -1.03 &     0.82 &     1.06 &   0.03 &   0.44 &     S &     3 & Sa                         $^{g }$ \nl
\        4-152 &  12:36:49.25 &    62:11:51.7 &   1991 &    639 &   23.81 &    -1.28 &     0.27 &     0.94 &   0.11 &   0.35 &     P &     7 &                   ?  \nl
\        3-279 &  12:36:55.17 &    62:12:53.5 &   1319 &    981 &   23.81 &    -0.91 &     0.63 &     0.87 &   0.02 &   0.30 &     P &    4? & clumpy, edge-on, mrg.?  \nl
\ {\bf        2-242 } &  12:36:48.17 &    62:14:19.5 &   1930 &   1043 &   23.81 &     0.29 &     0.40 &     0.50 &   0.24 &   0.36 &     S &     8 &        merger $^{B}$ \nl
\        4-352 &  12:36:44.96 &    62:11:55.2 &   1616 &   1296 &   23.82 &    -1.05 &     0.43 &     1.22 &   0.02 &   0.32 &     P &     7 &         ?, in group  \nl
\        4-197 &  12:36:46.12 &    62:12:29.5 &    903 &    775 &   23.88 &    -0.17 &     0.45 &     0.64 &   0.24 &   0.35 &     E &     0 &                E2 t  \nl
\        3-601 &   12:37:0.45 &    62:12:26.8 &   1902 &   1967 &   23.91 &    -1.22 &     0.10 &     0.71 &   0.06 &   0.41 &     S &     3 &              Sa pec  \nl
\         3-42 &  12:36:54.09 &    62:13:17.5 &   1384 &    354 &   23.91 &    -0.94 &     0.37 &     0.84 &   0.09 &   0.41 &     S &     3 &                 Sa:  \nl
\        4-405 &  12:36:41.53 &    62:12:36.7 &    421 &   1446 &   23.92 &    -1.02 &     0.96 &     0.94 &   0.12 &   0.56 &     E &     0 &                  E1  \nl
\        2-349 &  12:36:52.14 &    62:13:49.1 &    950 &   1374 &   23.92 &    -0.87 &     0.86 &     0.85 &   0.04 &   0.41 &     E &     0 &                  E4  \nl
\        3-531 &  12:36:54.70 &    62:12:17.6 &    885 &   1776 &   23.92 &    -0.56 &     0.29 &     0.46 &   0.27 &   0.31 &     P &     7 & Edge-on w/ 3 knots           $^{r, B}$  \nl
\        2-228 &  12:36:48.02 &    62:14:15.5 &   1848 &    979 &   23.94 &    -1.05 &     0.42 &     1.10 &   0.08 &   0.57 &     E &     3 &              Sa pec  \nl
\        4-203 &  12:36:46.99 &    62:12:13.5 &   1331 &    789 &   23.96 &    -1.40 &     0.49 &     0.73 &   0.29 &   0.36 &     P &     7 & pec                        $^{b }$ \nl
\        3-217 &  12:36:54.70 &    62:12:59.3 &   1301 &    815 &   23.97 &    -1.40 &     0.41 &     1.18 &   0.25 &   0.26 &     P &     6 &         Ir $^{x, y}$ \nl
\        4-103 &  12:36:48.03 &    62:12:15.9 &   1347 &    598 &   23.98 &    -1.21 &     0.80 &     0.73 &   0.08 &   0.47 &     E &     0 & E2                         $^{t }$ \nl
\ {\bf        2-131 } &  12:36:45.80 &    62:14:13.1 &   1950 &    599 &   24.01 &     0.51 &     0.37 &     0.38 &   0.13 &   0.26 &     P &    8? &   ? / merger? $^{B}$ \nl
\        2-473 &  12:36:54.99 &    62:13:30.3 &    316 &   1641 &   24.01 &    -0.91 &     0.92 &     0.87 &   0.09 &   0.28 &     S &    4? & 1-armed S?  prob. merger  \nl
\        2-374 &  12:36:51.27 &    62:14:12.6 &   1551 &   1471 &   24.01 &    -0.57 &     0.15 &     0.23 &   0.27 &   0.30 &     P &     0 & E1 + pec, prob. i/a $^{vB}$ \nl
\        4-102 &  12:36:48.56 &    62:12:15.2 &   1400 &    520 &   24.01 &    -1.13 &     0.63 &     0.98 &   0.11 &   0.31 &     P &    6: &                 Ir?  \nl
\        4-259 &  12:36:46.46 &     62:12:4.1 &   1512 &    967 &   24.01 &    -1.18 &     0.80 &     0.67 &   0.17 &   0.44 &     S &     3 &                Sa t  \nl
\        3-599 &  12:36:52.83 &     62:12:4.1 &    449 &   1956 &   24.03 &    -1.11 &     0.19 &     0.70 &   0.05 &   0.60 &     E &     0 &                  E3  \nl
\ {\bf        2-555 } &  12:36:54.50 &     62:14:8.8 &   1237 &   1952 &   24.03 &    -0.05 &     0.33 &     0.34 &   0.16 &   0.28 &     P &     8 &       merger $^{vB}$ \nl
\        3-631 &  12:36:54.30 &     62:12:3.6 &    680 &   2070 &   24.03 &    -0.49 &     0.61 &     1.14 &   0.07 &   0.40 &     S &     3 &             Sab pec  \nl
\ {\bf        3-278 } &  12:36:49.48 &    62:12:37.1 &    238 &    962 &   24.04 &     0.11 &     0.44 &     0.54 &   0.06 &   0.38 &     S &     3 &       Sa pec $^{ag}$ \nl
\        2-146 &  12:36:47.95 &    62:13:44.0 &   1130 &    650 &   24.04 &    -0.90 &     0.69 &     1.15 &   0.07 &   0.24 &     P &     8 &              merger  \nl
\        3-208 &  12:36:57.14 &     62:13:8.7 &   1787 &    770 &   24.05 &     0.36 &     1.76 &     2.04 &   0.08 &   0.45 &     S &     3 &           Sa $^{vR}$ \nl
\ {\bf        2-514 } &  12:36:53.51 &    62:14:11.2 &   1361 &   1817 &   24.06 &     1.38 &     1.24 &     0.60 &   0.14 &   0.44 &     S &     3 & Sa pec                     $^{h}$  \nl
\        4-209 &  12:36:47.42 &     62:12:3.6 &   1590 &    818 &   24.06 &    -1.26 &     0.60 &     1.32 &   0.09 &   0.25 &     P &     8 &      merger $^{R+B}$ \nl
\        3-243 &  12:36:58.07 &     62:13:7.5 &   1925 &    863 &   24.06 &    -1.03 &     0.95 &     0.82 &   0.21 &   0.30 &     P &     7 &      tadpole galaxy  \nl
\        4-555 &  12:36:39.90 &    62:12:34.7 &    357 &   1729 &   24.08 &    -0.92 &     0.39 &     0.94 &   0.17 &   0.46 &     E &     3 & S a t                      $^{i}$  \nl
\        3-406 &   12:37:0.02 &    62:12:50.9 &   2074 &   1382 &   24.09 &    -0.76 &     0.34 &     0.74 &   0.13 &   0.39 &     S &     3 &                  Sa  \nl
\        2-285 &  12:36:50.20 &     62:14:0.3 &   1344 &   1175 &   24.09 &    -0.82 &     0.25 &     0.71 &   0.08 &   0.50 &     E &     3 & Sa pec (outer knot)  \nl
\        2-298 &  12:36:49.49 &    62:14:15.7 &   1750 &   1218 &   24.10 &    -1.17 &     0.60 &     1.19 &   0.11 &   0.25 &     P &     6 &       Ir  $^{e, R}$  \nl
\        3-268 &  12:36:49.80 &    62:12:43.2 &    352 &    843 &   24.10 &    -1.17 &     0.49 &     0.88 &   0.13 &   0.25 &     P &     7 & clumpy, edge-on            $^{j }$ \nl
\        4-608 &  12:36:42.06 &    62:11:45.8 &   1636 &   1858 &   24.10 &    -0.74 &     0.22 &     0.39 &   0.25 &   0.37 &     P &    8? &           pec $^{B}$ \nl
\        4-273 &  12:36:46.18 &     62:12:0.8 &   1570 &   1045 &   24.12 &    -0.87 &     1.18 &     0.82 &   0.02 &   0.27 &     S &     4 &                  St  \nl
\ {\bf        2-275 } &  12:36:50.02 &     62:14:2.1 &   1400 &   1165 &   24.13 &     0.84 &     0.44 &     0.49 &   0.20 &   0.42 &     S &     8 &        merger $^{B}$ \nl
\        2-579 &  12:36:53.02 &    62:14:39.1 &   2036 &   2020 &   24.13 &    -0.70 &     0.99 &     0.58 &   0.12 &   0.29 &     S &    8? & 2 nuc. in disk, merger?  \nl
\        3-610 &  12:36:55.87 &    62:12:11.8 &   1014 &   1993 &   24.14 &    -0.62 &     0.36 &     0.73 &   0.12 &   0.50 &     S &     0 &                  E1  \nl
\        4-350 &  12:36:43.04 &    62:12:29.1 &    700 &   1275 &   24.15 &    -1.12 &     0.46 &     1.07 &   0.08 &   0.49 &     S &     0 & E2 pec, in group           $^{b}$  \nl
\        2-548 &  12:36:55.67 &    62:13:49.8 &    717 &   1948 &   24.17 &    -1.04 &     0.41 &     1.12 &   0.13 &   0.46 &     S &     0 &            E1 $^{R}$ \nl
\        2-167 &  12:36:47.31 &     62:14:4.0 &   1635 &    749 &   24.18 &    -0.54 &     0.39 &     0.43 &   0.03 &   0.33 &     P &     6 & Ir, near star $^{vB}$ \nl
\ {\bf        2-353 } &  12:36:53.35 &    62:13:30.4 &    436 &   1378 &   24.18 &     1.61 &     1.04 &     0.58 &   0.40 &   0.34 &     P &     0 &  E1 + E2, prob. i/a  \nl
\        2-124 &  12:36:46.93 &    62:13:54.1 &   1434 &    587 &   24.19 &    -0.91 &     0.94 &     0.76 &   0.11 &   0.29 &     S &    6? &       dIr / merger?  \nl
\        4-628 &  12:36:40.66 &     62:12:6.0 &   1072 &   1887 &   24.21 &    -0.80 &     0.91 &     1.51 &   0.05 &   0.47 &     E &     0 & E:  3                      $^{g, R }$ \nl
\        2-346 &  12:36:50.28 &    62:14:16.4 &   1709 &   1351 &   24.21 &    -0.79 &     0.53 &     1.07 &   0.11 &   0.25 &     P &    6? &                 Ir?  \nl
\        3-393 &  12:36:52.78 &    62:12:30.7 &    706 &   1340 &   24.22 &     0.23 &     1.45 &     1.43 &  -0.01 &   0.28 &     S &    2: &           S0: $^{R}$ \nl
\        4-596 &  12:36:39.95 &    62:12:22.4 &    643 &   1841 &   24.23 &    -1.00 &     0.84 &     0.67 &   0.26 &   0.21 &     P &     8 &              merger  \nl
\        4-242 &  12:36:44.03 &    62:12:45.9 &    381 &    952 &   24.23 &    -0.88 &     1.85 &     1.89 &   0.12 &   0.39 &     S &     0 &         E0 t $^{vR}$ \nl
\         2-65 &  12:36:44.79 &     62:14:7.1 &   1883 &    375 &   24.23 &    -0.15 &     0.37 &     0.65 &   0.08 &   0.41 &     P &    4? & compact, clumpy $^{B}$ \nl
\        4-317 &  12:36:45.57 &    62:11:55.0 &   1662 &   1201 &   24.25 &    -0.65 &     0.56 &     1.02 &   0.10 &   0.49 &     E &     0 & E0 t                       $^{g}$  \nl
\        3-623 &  12:36:58.62 &    62:12:18.2 &   1522 &   2036 &   24.25 &    -0.65 &     1.13 &     0.91 &   0.05 &   0.35 &     S &     3 &                 Sab  \nl
\        3-409 &  12:36:50.71 &    62:12:22.4 &    290 &   1386 &   24.28 &    -1.26 &     0.79 &     0.79 &   0.12 &   0.46 &     S &     3 &                  Sa  \nl
\        3-578 &  12:36:59.01 &    62:12:24.7 &   1650 &   1915 &   24.29 &    99.99 &     2.08 &     1.02 &   0.19 &   0.33 &     P &     8 &              merger  \nl
\        3-264 &  12:36:49.73 &    62:12:49.8 &    406 &    686 &   24.30 &     1.27 &     1.22 &     0.65 &   0.13 &   0.56 &     E &     0 &              E1 pec  \nl
\         4-92 &  12:36:49.21 &     62:12:8.4 &   1603 &    481 &   24.30 &    -0.93 &     0.67 &     1.27 &   0.10 &   0.37 &     S &     3 & Sa pec                     $^{b, R }$ \nl
\        4-494 &  12:36:40.95 &    62:12:31.4 &    504 &   1591 &   24.31 &     0.13 &     0.54 &     0.73 &   0.08 &   0.25 &     S &    4? &     S pec or merger  \nl
\         2-40 &  12:36:46.86 &    62:13:28.7 &    855 &    320 &   24.31 &    -0.34 &     1.00 &     0.66 &   0.12 &   0.18 &     P &     6 &                  Ir  \nl
\        2-443 &  12:36:54.56 &    62:13:34.9 &    452 &   1617 &   24.31 &    -0.76 &     0.40 &     1.16 &   0.09 &   0.23 &     S &     7 & core + disk               $^{ b }$ \nl
\        4-260 &  12:36:46.32 &     62:12:5.3 &   1476 &    978 &   24.32 &    -1.15 &     0.12 &     0.54 &   0.15 &   0.24 &     P &     7 & tidal debris? $^{B}$ \nl
\        3-300 &  12:36:57.27 &    62:12:57.3 &   1694 &   1042 &   24.33 &    -1.35 &     0.93 &     0.80 &   0.12 &   0.33 &     S &     3 &                  Sa  \nl
\        4-109 &  12:36:48.54 &    62:12:16.9 &   1360 &    507 &   24.33 &     0.48 &     0.97 &     1.09 &   0.36 &   0.28 &     P &     8 &              merger  \nl
\        2-104 &  12:36:48.42 &    62:13:23.8 &    633 &    521 &   24.35 &    -1.01 &     0.22 &     0.72 &   0.15 &   0.47 &     S &     3 &                  Sa  \nl
\        2-224 &  12:36:50.11 &    62:13:42.9 &    951 &    984 &   24.36 &    -0.73 &     0.36 &     0.74 &   0.12 &   0.37 &     S &     8 &      elongated, pec  \nl
\        4-556 &  12:36:42.44 &    62:11:51.1 &   1539 &   1744 &   24.36 &    -1.30 &     0.20 &     0.72 &   0.06 &   0.46 &     E &    0? &             E2 pec?  \nl
\        4-570 &  12:36:41.51 &     62:12:1.6 &   1231 &   1792 &   24.36 &    -1.23 &     1.16 &     0.77 &   0.04 &   0.27 &     S &     7 &         S pec or Ir  \nl
\ {\bf        4-313 } &  12:36:43.17 &    62:12:39.9 &    459 &   1149 &   24.36 &     0.72 &     0.36 &     0.31 &   0.24 &   0.35 &     P &     6 &        merger $^{B}$ \nl
\         4-78 &  12:36:46.44 &    62:12:56.3 &    305 &    461 &   24.37 &    -1.13 &     0.47 &     1.23 &   0.04 &   0.40 &     S &     3 &                  Sa  \nl
\        4-589 &  12:36:42.82 &    62:11:38.3 &   1860 &   1807 &   24.38 &    -0.91 &     0.24 &     0.65 &   0.04 &   0.43 &     S &     3 &                 Sa:  \nl
\ {\bf        3-617 } &  12:36:53.03 &     62:12:1.8 &    458 &   2024 &   24.39 &    -0.04 &     0.33 &     0.42 &   0.26 &   0.34 &     P &     8 & merger                     $^{f, B}$  \nl
\        4-671 &  12:36:40.60 &    62:11:53.7 &   1353 &   2017 &   24.39 &    -0.84 &     0.45 &     0.53 &   0.09 &   0.42 &     S &     3 &                  Sa  \nl
\        2-290 &  12:36:48.62 &    62:14:23.6 &   1993 &   1158 &   24.40 &    -0.97 &     0.22 &     0.90 &   0.11 &   0.47 &     S &     0 &          E2t + Sa:t  \nl
\        4-454 &  12:36:44.64 &    62:11:44.8 &   1835 &   1450 &   24.42 &    -1.23 &     0.65 &     0.79 &   0.14 &   0.46 &     S &     0 & E2 pec                     $^{i}$  \nl
\        3-399 &  12:36:58.26 &    62:12:46.6 &   1747 &   1358 &   24.42 &    -1.04 &     0.73 &     1.14 &   0.03 &   0.43 &     S &     3 &                  Sa  \nl
\        2-401 &  12:36:50.47 &    62:14:29.5 &   1998 &   1514 &   24.43 &    -0.91 &     0.64 &     0.86 &   0.06 &   0.43 &     S &     0 &                  E4  \nl
\        4-274 &  12:36:43.75 &    62:12:42.6 &    437 &   1029 &   24.44 &     0.11 &     3.78 &     1.35 &   0.15 &   0.49 &     S &     1 &           E0 / Sa t  \nl
\        4-562 &  12:36:41.06 &    62:12:11.6 &    969 &   1767 &   24.45 &    -0.82 &     1.08 &     0.80 &   0.01 &   0.36 &     S &     0 &                  E0  \nl
\         4-63 &  12:36:49.24 &    62:12:15.6 &   1438 &    406 &   24.45 &    -1.21 &     0.41 &     1.03 &   0.30 &   0.26 &     P &     8 &              merger  \nl
\        3-621 &  12:36:55.43 &     62:12:8.6 &    912 &   2036 &   24.46 &    -1.49 &     0.35 &     1.24 &   0.25 &   0.26 &     P &     7 &      tadpole galaxy  \nl
\        2-531 &  12:36:56.03 &    62:13:36.8 &    392 &   1873 &   24.47 &    -1.18 &     0.47 &     0.98 &   0.05 &   0.34 &     S &     3 &              Sa pec  \nl
\        3-572 &  12:36:55.92 &    62:12:16.0 &   1065 &   1899 &   24.47 &    -0.81 &     0.22 &     0.62 &   0.10 &   0.27 &     S &     4 &         S pec $^{B}$ \nl
\        2-571 &  12:36:54.79 &     62:14:8.7 &   1213 &   1997 &   24.48 &    -0.54 &     0.26 &     0.50 &   0.15 &   0.46 &     S &     3 &           Sa: $^{B}$ \nl
\        4-576 &  12:36:39.31 &    62:12:38.5 &    227 &   1787 &   24.48 &    -0.31 &     0.41 &     1.28 &   0.09 &   0.30 &     S &     8 &              merger  \nl
\ {\bf         2-25 } &  12:36:45.29 &    62:13:47.9 &   1408 &    263 &   24.50 &    -0.10 &     0.60 &     0.42 &   0.14 &   0.39 &     P &     8 &         Ir / merger  \nl
\ {\bf        3-379 } &  12:36:51.24 &    62:12:28.3 &    434 &   1287 &   24.50 &    -0.15 &     0.32 &     0.27 &   0.21 &   0.27 &     P &    8: & tadpole gal. or merger $^{B}$ \nl
\         2-12 &  12:36:43.48 &    62:14:10.0 &   2044 &    196 &   24.51 &     0.87 &     0.45 &     0.65 &   0.20 &   0.25 &     P &     8 &         Ir / merger  \nl
\ {\bf        4-372 } &  12:36:42.32 &    62:12:33.5 &    549 &   1349 &   24.54 &     0.05 &     0.39 &     0.50 &   0.11 &   0.52 &     E &     0 &                  E2  \nl
\        2-487 &  12:36:55.14 &    62:13:35.7 &    430 &   1719 &   24.55 &    -0.83 &     0.22 &     0.63 &   0.06 &   0.22 &     S &    4? & pec / merger? $^{B}$ \nl
\        2-169 &  12:36:46.33 &    62:14:19.3 &   2056 &    746 &   24.55 &    -1.23 &     0.62 &     0.96 &   0.03 &   0.24 &     S &     ? & core + envelope            $^{a}$  \nl
\ {\bf        2-302 } &  12:36:51.14 &    62:13:49.8 &   1038 &   1220 &   24.56 &     2.15 &     0.73 &     0.52 &   0.20 &   0.40 &     S &     8 & Pec + St (merger) $^{ab}$ \nl
\        3-468 &  12:36:51.52 &    62:12:18.3 &    380 &   1537 &   24.56 &     0.81 &     0.53 &     0.74 &   0.21 &   0.38 &     S &     8 &       binary merger  \nl
\        4-667 &  12:36:42.20 &    62:11:27.2 &   2074 &   2017 &   24.56 &    -1.10 &     0.84 &     0.83 &   0.08 &   0.44 &     S &     0 &                  E1  \nl
\ {\bf        2-193 } &  12:36:50.22 &    62:13:30.8 &    665 &    880 &   24.57 &     0.22 &     0.35 &     0.46 &   0.10 &   0.45 &     P &     8 & E + ?, merger $^{B+vB}$ \nl
\        3-183 &  12:36:54.12 &     62:13:2.1 &   1235 &    710 &   24.58 &    -0.69 &     0.50 &     1.01 &   0.07 &   0.25 &     S &     7 &                 pec  \nl
\ {\bf        2-356 } &  12:36:53.71 &    62:13:26.5 &    319 &   1396 &   24.59 &     0.59 &     0.47 &     0.47 &   0.14 &   0.25 &     P &     6 & Ir / merger                $^{h, B }$ \nl
\        3-462 &  12:36:53.17 &    62:12:23.8 &    700 &   1526 &   24.59 &    -1.11 &     0.58 &     0.97 &   0.04 &   0.52 &     E &     0 & E2                         $^{p}$  \nl
\        3-526 &  12:36:57.50 &    62:12:28.0 &   1440 &   1732 &   24.60 &    -0.63 &     0.41 &     0.85 &   0.02 &   0.34 &     P &     3 &                 Sa:  \nl
\        4-365 &  12:36:44.65 &    62:11:58.1 &   1527 &   1319 &   24.60 &    -1.25 &     0.62 &     0.71 &   0.13 &   0.52 &     E &    -1 &          E0 or star  \nl
\        3-511 &  12:36:58.18 &    62:12:31.1 &   1580 &   1709 &   24.60 &    -0.83 &     0.64 &     0.94 &   0.14 &   0.33 &     S &     4 &                   S  \nl
\ {\bf        2-221 } &  12:36:49.93 &    62:13:53.0 &   1197 &   1059 &   24.61 &     0.19 &     0.27 &     0.32 &   0.18 &   0.42 &     S &     0 & E3 pec, near merger        $^{c, B }$ \nl
\        4-355 &  12:36:43.61 &    62:12:16.6 &   1029 &   1306 &   24.61 &    -1.49 &     0.76 &     0.86 &   0.08 &   0.21 &     S &     6 &                  Ir  \nl
\ {\bf        4-227 } &  12:36:48.20 &    62:11:47.0 &   2028 &    853 &   24.61 &    99.99 &     0.87 &     0.53 &   0.15 &   0.38 &     P &     4 &               S?  t  \nl
\        4-509 &  12:36:44.66 &    62:11:34.5 &   2073 &   1548 &   24.65 &    99.99 &     2.08 &     1.99 &   0.08 &   0.41 &     S &     0 & E1    $^{R}$                     $^{i}$  \nl
\         3-23 &  12:36:56.05 &    62:13:26.2 &   1788 &    290 &   24.65 &    -1.10 &     1.57 &     2.01 &   0.02 &   0.45 &     E &     3 &           Sa $^{vR}$ \nl
\        4-179 &  12:36:46.18 &    62:12:34.5 &    790 &    716 &   24.65 &    -1.23 &     0.55 &     1.19 &   0.06 &   0.33 &     S &     1 &             E6 / Sa  \nl
\         2-22 &  12:36:45.41 &    62:13:45.2 &   1336 &    254 &   24.65 &    -1.16 &     0.71 &     0.43 &   0.05 &   0.36 &     S &     4 & E? / Sa pec                $^{b }$  \nl
\ {\bf        2-351 } &  12:36:52.67 &    62:13:40.1 &    706 &   1367 &   24.65 &     1.95 &     1.04 &     0.54 &   0.21 &   0.45 &     S &    -1 &          E0 or Star  \nl
\        4-535 &  12:36:43.80 &    62:11:35.2 &   1998 &   1680 &   24.66 &     2.41 &     2.33 &     2.02 &   0.03 &   0.39 &     E &    -1 &   E0 or Star $^{vR}$ \nl
\        3-332 &  12:36:51.20 &    62:12:34.8 &    493 &   1136 &   24.67 &    -0.42 &     0.31 &     0.36 &   0.10 &   0.37 &     S &     3 &        Sa pec $^{B}$ \nl
\         3-57 &  12:36:54.27 &    62:13:15.1 &   1389 &    421 &   24.69 &    -1.11 &     0.05 &     0.34 &   0.19 &   0.35 &     P &    8? & pec or merger $^{B}$ \nl
\        3-425 &  12:36:51.35 &    62:12:21.8 &    386 &   1446 &   24.69 &    -1.17 &     0.36 &     0.87 &   0.08 &   0.44 &     S &     1 & E1 / S0                    $^{n}$  \nl
\ {\bf         4-33 } &  12:36:49.59 &    62:12:20.7 &   1342 &    300 &   24.71 &     0.77 &     0.46 &     0.40 &   0.07 &   0.39 &     P &     7 & ?                          $^{h}$  \nl
\        2-522 &  12:36:52.78 &    62:14:24.3 &   1714 &   1832 &   24.72 &    -0.54 &     0.17 &     0.33 &   0.25 &   0.38 &     S &     7 & Star + backround gal.? $^{B}$ \nl
\         3-43 &  12:36:54.94 &    62:13:19.8 &   1544 &    360 &   24.74 &    -0.60 &     1.90 &     1.73 &   0.08 &   0.36 &     S &    -1 &  E0 (or Star) $^{R}$ \nl
\        4-408 &  12:36:41.30 &    62:12:43.1 &    257 &   1420 &   24.75 &    -1.23 &     1.02 &     0.98 &   0.01 &   0.28 &     S &    3? &            Sab pec?  \nl
\ {\bf        4-165 } &  12:36:46.84 &    62:12:27.1 &   1007 &    681 &   24.75 &    99.99 &     0.48 &     0.26 &   0.30 &   0.37 &     P &     0 &     E0 + E1 t $^{B}$ \nl
\ {\bf         4-59 } &  12:36:49.51 &    62:12:13.7 &   1499 &    381 &   24.75 &     0.01 &     0.37 &     0.35 &   0.06 &   0.39 &     P &    4: &           pec $^{B}$ \nl
\        3-298 &  12:36:56.91 &    62:12:57.5 &   1640 &   1011 &   24.76 &    -0.96 &     0.44 &     1.01 &   0.15 &   0.34 &     S &     7 & ?                          $^{l}$  \nl
\ {\bf        3-616 } &  12:36:58.21 &    62:12:17.6 &   1450 &   2022 &   24.76 &     1.09 &     0.41 &     0.51 &   0.03 &   0.42 &     S &     3 &              Sa pec  \nl
\        3-491 &  12:36:59.33 &    62:12:39.1 &   1845 &   1606 &   24.77 &     0.71 &     1.36 &     1.36 &   0.01 &   0.34 &     E &    -1 &    E0 or Star $^{R}$ \nl
\         4-90 &  12:36:47.51 &    62:12:38.2 &    796 &    464 &   24.78 &     0.35 &     1.30 &     0.90 &   0.04 &   0.32 &     E &     3 &                  Sa  \nl
\ {\bf        4-308 } &  12:36:45.06 &     62:12:6.6 &   1359 &   1170 &   24.78 &    -0.20 &     0.26 &     0.36 &   0.17 &   0.21 &     P &     8 &       merger $^{vB}$ \nl
\ {\bf        4-368 } &  12:36:41.77 &    62:12:44.6 &    256 &   1330 &   24.79 &     2.05 &     0.81 &     0.44 &   0.01 &   0.19 &     S &     6 &                d Ir  \nl
\        2-233 &  12:36:48.48 &     62:14:8.8 &   1662 &    985 &   24.80 &    -1.28 &     1.04 &     1.53 &   0.02 &   0.33 &     S &     3 &       Sa pec $^{vR}$ \nl
\ {\bf        2-459 } &  12:36:54.53 &    62:13:42.4 &    626 &   1689 &   24.80 &     0.66 &     0.31 &     0.39 &   0.24 &   0.28 &     P &     8 & triple merger $^{af}$ \nl
\        4-188 &  12:36:47.39 &    62:12:12.2 &   1388 &    738 &   24.81 &    -0.94 &     0.22 &     0.49 &   0.13 &   0.28 &     P &     5 & pec or merger $^{vB}$ \nl
\        4-318 &  12:36:46.06 &    62:11:46.0 &   1903 &   1209 &   24.82 &    -0.86 &     0.25 &     0.99 &   0.07 &   0.39 &     P &     7 &    ?, near bright S  \nl
\        2-467 &  12:36:55.31 &    62:13:30.9 &    308 &   1699 &   24.83 &    -0.77 &     0.30 &     0.96 &   0.07 &   0.32 &     S &     2 & E3 / Sa                    $^{g }$ \nl
\        4-392 &  12:36:44.57 &    62:11:51.3 &   1679 &   1397 &   24.84 &    -2.15 &     3.14 &     1.77 &   0.15 &   0.29 &     P &     4 &        S:  t $^{vR}$ \nl
\        2-367 &  12:36:51.32 &     62:14:9.1 &   1469 &   1444 &   24.87 &    -0.69 &     0.67 &     1.10 &   0.03 &   0.35 &     S &    0? & E1 pec? (tidal tail?)  \nl
\        2-569 &  12:36:56.56 &    62:13:40.9 &    449 &   1999 &   24.88 &     1.13 &     0.41 &     0.80 &   0.17 &   0.24 &     P &    8: &                      \nl
\         2-67 &  12:36:46.98 &    62:13:34.0 &    969 &    393 &   24.88 &    -1.06 &     0.37 &     1.05 &   0.03 &   0.27 &     S &    4? &                 Sb:  \nl
\        4-571 &  12:36:42.46 &    62:11:47.0 &   1634 &   1781 &   24.89 &    -1.47 &     0.33 &     1.02 &   0.10 &   0.36 &     S &    4? &                  S?  \nl
\ {\bf        2-526 } &  12:36:55.08 &    62:13:49.2 &    744 &   1845 &   24.91 &     1.30 &     0.62 &     0.48 &   0.28 &   0.29 &     P &     7 & tadpole galaxy             $^{h, B}$ \nl
\        3-494 &  12:36:56.85 &    62:12:30.1 &   1355 &   1638 &   24.92 &    -0.67 &     0.26 &     0.42 &   0.09 &   0.20 &     P &     7 &  Ir or merger $^{B}$ \nl
\        4-388 &  12:36:41.45 &    62:12:39.9 &    342 &   1427 &   24.92 &     0.73 &     2.77 &     1.29 &   0.03 &   0.40 &     S &     0 & E1                         $^{u }$ \nl
\        3-448 &  12:36:52.41 &    62:12:25.7 &    597 &   1429 &   24.92 &    -0.35 &     0.23 &     0.21 &   0.28 &   0.34 &     P &     7 & tadpole galaxy $^{B}$ \nl
\        3-192 &  12:36:53.02 &    62:12:58.0 &   1018 &    729 &   24.93 &    -1.20 &     0.80 &     0.73 &   0.00 &   0.34 &     S &     4 & S?                         $^{h}$  \nl
\        3-465 &  12:36:53.58 &    62:12:24.6 &    774 &   1537 &   24.94 &    -0.92 &     0.13 &     0.26 &   0.31 &   0.28 &     P &     8 & binary merger $^{B}$ \nl
\         2-24 &  12:36:46.04 &    62:13:35.7 &   1074 &    258 &   24.95 &    -1.20 &     0.58 &     0.83 &   0.08 &   0.33 &     E &     0 & E2                         $^{d }$ \nl
\        2-463 &  12:36:52.45 &    62:14:15.8 &   1541 &   1693 &   24.95 &    -1.30 &     0.32 &     1.02 &   0.17 &   0.24 &     P &     7 &       compact / Ir?  \nl
\         3-26 &  12:36:48.64 &     62:13:3.5 &    367 &    295 &   24.96 &    -0.85 &     1.23 &     0.77 &   0.03 &   0.39 &     E &    -1 &          E0 or Star  \nl
\         2-83 &  12:36:48.43 &    62:13:15.4 &    438 &    436 &   24.96 &    -0.38 &     1.08 &     0.82 &   0.03 &   0.32 &     S &    4? &      S pec?, merger  \nl
\ {\bf        3-267 } &  12:36:49.86 &    62:12:44.5 &    374 &    817 &   24.98 &     0.24 &     0.37 &     0.48 &   0.02 &   0.33 &     P &    3: & ?                          $^{i, B}$  \nl
\        2-491 &  12:36:52.31 &    62:14:22.0 &   1694 &   1734 &   24.99 &    -0.62 &     0.23 &     0.40 &   0.05 &   0.38 &     S &     0 & E3 pec                     $^{b, B }$ \nl
\ {\bf        4-655 } &  12:36:39.47 &    62:12:14.9 &    786 &   1992 &   25.00 &     1.34 &     1.04 &     0.43 &   0.25 &   0.47 &     S &     7 &                 pec  \nl
\end{planotable}
\end{document}
