ftp/archive/2017/0221/AMPS.backtraj.D2.McMurdo.2017.02.21.12Z.txt

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     1     1
    AMPS    17     2    18    12     0
     1 BACKWARD DIVERGE 
  2017     2    21    12  -77.880  166.730     4.0
     1 PRESSURE
     1     1    17     2    21    12     0    72     0.0  -77.880  166.730      4.0    981.8
     1     1    17     2    21    11     0    71    -1.0  -77.816  167.021      3.6    978.7
     1     1    17     2    21    10     0    70    -2.0  -77.685  167.313     13.3    934.1
     1     1    17     2    21     9     0    69    -3.0  -77.671  167.416    433.6    881.0
     1     1    17     2    21     8     0    68    -4.0  -77.841  166.984   1092.4    845.1
     1     1    17     2    21     7     0    67    -5.0  -78.007  166.347   1011.1    859.1
     1     1    17     2    21     6     0    66    -6.0  -78.181  165.549    585.9    897.3
     1     1    17     2    21     5     0    65    -7.0  -78.299  164.473     75.3    930.3
     1     1    17     2    21     4     0    64    -8.0  -78.324  162.459     19.3    783.4
     1     1    17     2    21     3     0    63    -9.0  -78.285  160.739     73.0    814.6
     1     1    17     2    21     2     0    62   -10.0  -78.300  158.050     22.6    754.1
     1     1    17     2    21     1     0    61   -11.0  -78.320  156.274     24.3    759.2
     1     1    17     2    21     0     0    60   -12.0  -78.451  154.015     18.7    745.0
     1     1    17     2    20    23     0    59   -13.0  -78.606  151.869     23.9    730.4
     1     1    17     2    20    22     0    58   -14.0  -78.755  149.916     33.5    723.7
     1     1    17     2    20    21     0    57   -15.0  -78.897  148.083     44.4    720.3
     1     1    17     2    20    20     0    56   -16.0  -79.037  146.328     59.6    718.2
     1     1    17     2    20    19     0    55   -17.0  -79.190  144.672     77.4    715.9
     1     1    17     2    20    18     0    54   -18.0  -79.374  143.129     97.0    714.0
     1     1    17     2    20    17     0    53   -19.0  -79.589  141.675    115.2    712.7
     1     1    17     2    20    16     0    52   -20.0  -79.829  140.259    115.2    712.5
     1     1    17     2    20    15     0    51   -21.0  -80.099  138.787    108.9    710.6
     1     1    17     2    20    14     0    50   -22.0  -80.402  137.200     90.6    707.9
     1     1    17     2    20    13     0    49   -23.0  -80.696  135.282     60.7    704.3
     1     1    17     2    20    12     0    48   -24.0  -80.932  133.114     79.6    695.6
     1     1    17     2    20    11     0    47   -25.0  -81.087  131.342    123.5    687.6
     1     1    17     2    20    10     0    46   -26.0  -81.212  129.745    146.3    684.2
     1     1    17     2    20     9     0    45   -27.0  -81.321  128.214    145.8    682.1
     1     1    17     2    20     8     0    44   -28.0  -81.428  126.690    117.4    679.9
     1     1    17     2    20     7     0    43   -29.0  -81.541  125.126     90.8    677.8
     1     1    17     2    20     6     0    42   -30.0  -81.651  123.447     68.5    672.8
     1     1    17     2    20     5     0    41   -31.0  -81.750  121.763     59.3    668.2
     1     1    17     2    20     4     0    40   -32.0  -81.829  120.066     52.3    664.9
     1     1    17     2    20     3     0    39   -33.0  -81.880  118.327     57.5    660.7
     1     1    17     2    20     2     0    38   -34.0  -81.903  116.628     70.8    657.1
     1     1    17     2    20     1     0    37   -35.0  -81.912  114.993     77.0    654.3
     1     1    17     2    20     0     0    36   -36.0  -81.917  113.327     71.3    652.4
     1     1    17     2    19    23     0    35   -37.0  -81.924  111.561     62.1    648.8
     1     1    17     2    19    22     0    34   -38.0  -81.937  109.742     65.7    643.4
     1     1    17     2    19    21     0    33   -39.0  -81.943  107.953     72.4    639.1
     1     1    17     2    19    20     0    32   -40.0  -81.938  106.185     76.8    635.1
     1     1    17     2    19    19     0    31   -41.0  -81.921  104.451     72.4    632.2
     1     1    17     2    19    18     0    30   -42.0  -81.908  102.718     54.0    630.5
     1     1    17     2    19    17     0    29   -43.0  -81.895  100.934     45.5    626.3
     1     1    17     2    19    16     0    28   -44.0  -81.859   99.170     41.9    621.5
     1     1    17     2    19    15     0    27   -45.0  -81.797   97.437     34.2    618.0
     1     1    17     2    19    14     0    26   -46.0  -81.716   95.769     36.0    612.8
     1     1    17     2    19    13     0    25   -47.0  -81.639   94.157     41.5    609.4
     1     1    17     2    19    12     0    24   -48.0  -81.557   92.561     32.4    608.3
     1     1    17     2    19    11     0    23   -49.0  -81.448   91.062     19.1    606.9
     1     1    17     2    19    10     0    22   -50.0  -81.305   89.740     14.5    603.0
     1     1    17     2    19     9     0    21   -51.0  -81.151   88.614     21.3    598.2
     1     1    17     2    19     8     0    20   -52.0  -81.006   87.675     25.9    594.7
     1     1    17     2    19     7     0    19   -53.0  -80.870   86.914     25.5    593.5
     1     1    17     2    19     6     0    18   -54.0  -80.730   86.268     21.9    592.2
     1     1    17     2    19     5     0    17   -55.0  -80.586   85.742     27.8    590.5
     1     1    17     2    19     4     0    16   -56.0  -80.458   85.369     39.6    589.4
     1     1    17     2    19     3     0    15   -57.0  -80.348   85.119     49.1    589.0
     1     1    17     2    19     2     0    14   -58.0  -80.252   84.938     52.4    588.5
     1     1    17     2    19     1     0    13   -59.0  -80.164   84.769     50.6    588.3
     1     1    17     2    19     0     0    12   -60.0  -80.082   84.649     49.4    588.2
     1     1    17     2    18    23     0    11   -61.0  -80.005   84.618     60.2    588.4
     1     1    17     2    18    22     0    10   -62.0  -79.936   84.680     94.4    586.7
     1     1    17     2    18    21     0     9   -63.0  -79.876   84.793    165.5    582.6
     1     1    17     2    18    20     0     8   -64.0  -79.821   84.905    247.8    576.1
     1     1    17     2    18    19     0     7   -65.0  -79.765   85.014    308.6    571.5
     1     1    17     2    18    18     0     6   -66.0  -79.706   85.150    322.1    570.0
     1     1    17     2    18    17     0     5   -67.0  -79.651   85.367    278.1    574.4
     1     1    17     2    18    16     0     4   -68.0  -79.602   85.731    201.7    583.3
     1     1    17     2    18    15     0     3   -69.0  -79.552   86.296    134.0    591.1
     1     1    17     2    18    14     0     2   -70.0  -79.488   86.920     95.4    595.8
     1     1    17     2    18    13     0     1   -71.0  -79.400   87.444     78.1    598.3
     1     1    17     2    18    12     0     0   -72.0  -79.297   87.861     78.3    599.6