ftp/archive/2016/1223/AMPS.backtraj.D2.McMurdo.2016.12.23.12Z.txt

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     1     1
    AMPS    16    12    20    12     0
     1 BACKWARD DIVERGE 
  2016    12    23    12  -77.880  166.730     4.0
     1 PRESSURE
     1     1    16    12    23    12     0    72     0.0  -77.880  166.730      4.0    990.3
     1     1    16    12    23    11     0    71    -1.0  -78.046  166.868      0.0    983.8
     1     1    16    12    23    10     0    70    -2.0  -78.303  166.609      3.2    979.8
     1     1    16    12    23     9     0    69    -3.0  -78.542  165.980      6.6    969.0
     1     1    16    12    23     8     0    68    -4.0  -78.678  165.273     10.0    980.6
     1     1    16    12    23     7     0    67    -5.0  -78.783  164.562      9.8    983.6
     1     1    16    12    23     6     0    66    -6.0  -78.879  163.904      9.8    985.6
     1     1    16    12    23     5     0    65    -7.0  -78.976  163.303     10.3    985.5
     1     1    16    12    23     4     0    64    -8.0  -79.061  162.755     11.8    986.2
     1     1    16    12    23     3     0    63    -9.0  -79.142  162.275     14.0    985.9
     1     1    16    12    23     2     0    62   -10.0  -79.216  161.891     17.3    985.8
     1     1    16    12    23     1     0    61   -11.0  -79.281  161.641     21.1    985.4
     1     1    16    12    23     0     0    60   -12.0  -79.345  161.511     24.3    984.9
     1     1    16    12    22    23     0    59   -13.0  -79.423  161.405     23.9    984.9
     1     1    16    12    22    22     0    58   -14.0  -79.511  161.240     20.3    985.7
     1     1    16    12    22    21     0    57   -15.0  -79.592  160.981     15.0    986.4
     1     1    16    12    22    20     0    56   -16.0  -79.655  160.544     10.5    981.7
     1     1    16    12    22    19     0    55   -17.0  -79.695  159.808      7.9    943.1
     1     1    16    12    22    18     0    54   -18.0  -79.701  158.820     10.3    864.9
     1     1    16    12    22    17     0    53   -19.0  -79.684  157.904     14.7    858.8
     1     1    16    12    22    16     0    52   -20.0  -79.713  156.883      5.8    845.0
     1     1    16    12    22    15     0    51   -21.0  -79.833  155.564      5.2    793.3
     1     1    16    12    22    14     0    50   -22.0  -79.911  154.366     11.6    785.7
     1     1    16    12    22    13     0    49   -23.0  -79.960  153.347      9.8    798.6
     1     1    16    12    22    12     0    48   -24.0  -80.056  152.176      8.1    787.0
     1     1    16    12    22    11     0    47   -25.0  -80.176  151.102      8.5    784.2
     1     1    16    12    22    10     0    46   -26.0  -80.322  150.175      8.9    783.5
     1     1    16    12    22     9     0    45   -27.0  -80.501  149.356      9.1    780.2
     1     1    16    12    22     8     0    44   -28.0  -80.707  148.611      9.2    775.2
     1     1    16    12    22     7     0    43   -29.0  -80.936  147.924      9.0    769.8
     1     1    16    12    22     6     0    42   -30.0  -81.192  147.323      8.5    762.8
     1     1    16    12    22     5     0    41   -31.0  -81.464  146.775      8.5    756.7
     1     1    16    12    22     4     0    40   -32.0  -81.736  146.255      8.1    753.0
     1     1    16    12    22     3     0    39   -33.0  -82.029  145.746      7.8    743.2
     1     1    16    12    22     2     0    38   -34.0  -82.327  145.245      8.0    737.1
     1     1    16    12    22     1     0    37   -35.0  -82.618  144.696      8.2    732.9
     1     1    16    12    22     0     0    36   -36.0  -82.901  144.083      8.5    730.1
     1     1    16    12    21    23     0    35   -37.0  -83.172  143.441      8.5    727.5
     1     1    16    12    21    22     0    34   -38.0  -83.443  142.789      7.7    723.3
     1     1    16    12    21    21     0    33   -39.0  -83.722  142.053      7.1    714.8
     1     1    16    12    21    20     0    32   -40.0  -83.989  141.201      7.4    710.6
     1     1    16    12    21    19     0    31   -41.0  -84.238  140.317      7.4    708.6
     1     1    16    12    21    18     0    30   -42.0  -84.481  139.338      7.1    705.4
     1     1    16    12    21    17     0    29   -43.0  -84.715  138.298      7.0    701.7
     1     1    16    12    21    16     0    28   -44.0  -84.941  137.254      6.9    697.7
     1     1    16    12    21    15     0    27   -45.0  -85.167  136.184      6.8    694.3
     1     1    16    12    21    14     0    26   -46.0  -85.393  135.030      6.8    691.0
     1     1    16    12    21    13     0    25   -47.0  -85.615  133.734      6.9    687.8
     1     1    16    12    21    12     0    24   -48.0  -85.839  132.185      7.0    684.9
     1     1    16    12    21    11     0    23   -49.0  -86.061  130.327      7.4    682.3
     1     1    16    12    21    10     0    22   -50.0  -86.275  128.212      7.6    680.3
     1     1    16    12    21     9     0    21   -51.0  -86.480  125.822      7.8    678.8
     1     1    16    12    21     8     0    20   -52.0  -86.677  123.064      7.7    677.0
     1     1    16    12    21     7     0    19   -53.0  -86.864  119.857      7.4    674.9
     1     1    16    12    21     6     0    18   -54.0  -87.036  116.147      7.0    672.5
     1     1    16    12    21     5     0    17   -55.0  -87.185  111.837      6.7    671.8
     1     1    16    12    21     4     0    16   -56.0  -87.303  106.989      6.4    671.4
     1     1    16    12    21     3     0    15   -57.0  -87.384  101.725      6.4    672.2
     1     1    16    12    21     2     0    14   -58.0  -87.429   96.249      6.4    672.2
     1     1    16    12    21     1     0    13   -59.0  -87.440   90.795      6.4    672.7
     1     1    16    12    21     0     0    12   -60.0  -87.417   85.609      6.6    673.0
     1     1    16    12    20    23     0    11   -61.0  -87.369   80.706      6.8    674.0
     1     1    16    12    20    22     0    10   -62.0  -87.304   76.015      6.8    674.3
     1     1    16    12    20    21     0     9   -63.0  -87.227   71.581      6.7    674.3
     1     1    16    12    20    20     0     8   -64.0  -87.136   67.235      6.3    674.5
     1     1    16    12    20    19     0     7   -65.0  -87.026   62.864      6.0    673.7
     1     1    16    12    20    18     0     6   -66.0  -86.893   58.518      5.5    673.0
     1     1    16    12    20    17     0     5   -67.0  -86.729   54.480      5.0    671.3
     1     1    16    12    20    16     0     4   -68.0  -86.531   50.925      4.6    669.4
     1     1    16    12    20    15     0     3   -69.0  -86.307   47.832      4.4    667.8
     1     1    16    12    20    14     0     2   -70.0  -86.068   45.098      4.3    667.8
     1     1    16    12    20    13     0     1   -71.0  -85.820   42.716      4.4    667.7
     1     1    16    12    20    12     0     0   -72.0  -85.564   40.682      4.6    668.4