ftp/archive/2016/1220/AMPS.backtraj.D2.McMurdo.2016.12.20.00Z.txt

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     1     1
    AMPS    16    12    17     0     0
     1 BACKWARD DIVERGE 
  2016    12    20     0  -77.880  166.730     4.0
     1 PRESSURE
     1     1    16    12    20     0     0    72     0.0  -77.880  166.730      4.0    989.5
     1     1    16    12    19    23     0    71    -1.0  -77.842  166.897      5.5    987.5
     1     1    16    12    19    22     0    70    -2.0  -77.787  167.075     10.6    982.2
     1     1    16    12    19    21     0    69    -3.0  -77.723  167.253     85.1    960.7
     1     1    16    12    19    20     0    68    -4.0  -77.831  167.500    797.2    887.6
     1     1    16    12    19    19     0    67    -5.0  -78.134  167.664    535.6    915.2
     1     1    16    12    19    18     0    66    -6.0  -78.449  167.701    541.0    922.7
     1     1    16    12    19    17     0    65    -7.0  -78.747  167.688    502.7    924.7
     1     1    16    12    19    16     0    64    -8.0  -79.007  167.727    482.7    927.7
     1     1    16    12    19    15     0    63    -9.0  -79.254  167.903    473.4    929.0
     1     1    16    12    19    14     0    62   -10.0  -79.494  168.205    500.4    925.3
     1     1    16    12    19    13     0    61   -11.0  -79.734  168.625    526.4    922.5
     1     1    16    12    19    12     0    60   -12.0  -79.972  169.188    545.9    919.8
     1     1    16    12    19    11     0    59   -13.0  -80.207  169.858    572.5    916.9
     1     1    16    12    19    10     0    58   -14.0  -80.445  170.609    604.3    913.8
     1     1    16    12    19     9     0    57   -15.0  -80.686  171.438    617.8    912.5
     1     1    16    12    19     8     0    56   -16.0  -80.921  172.326    637.0    910.6
     1     1    16    12    19     7     0    55   -17.0  -81.151  173.251    660.7    907.7
     1     1    16    12    19     6     0    54   -18.0  -81.372  174.263    667.5    907.2
     1     1    16    12    19     5     0    53   -19.0  -81.584  175.392    694.2    904.0
     1     1    16    12    19     4     0    52   -20.0  -81.788  176.663    733.1    899.3
     1     1    16    12    19     3     0    51   -21.0  -81.986  178.112    752.9    897.1
     1     1    16    12    19     2     0    50   -22.0  -82.179  179.682    754.2    897.1
     1     1    16    12    19     1     0    49   -23.0  -82.368 -178.684    771.7    895.2
     1     1    16    12    19     0     0    48   -24.0  -82.552 -176.967    809.8    891.1
     1     1    16    12    18    23     0    47   -25.0  -82.726 -175.160    830.0    888.2
     1     1    16    12    18    22     0    46   -26.0  -82.881 -173.279    755.4    894.6
     1     1    16    12    18    21     0    45   -27.0  -83.018 -171.292    724.1    898.4
     1     1    16    12    18    20     0    44   -28.0  -83.139 -169.219    738.9    898.0
     1     1    16    12    18    19     0    43   -29.0  -83.254 -167.082    732.1    899.0
     1     1    16    12    18    18     0    42   -30.0  -83.362 -164.851    767.2    894.8
     1     1    16    12    18    17     0    41   -31.0  -83.456 -162.562    815.5    889.4
     1     1    16    12    18    16     0    40   -32.0  -83.532 -160.214    830.0    887.0
     1     1    16    12    18    15     0    39   -33.0  -83.582 -157.826    784.2    889.3
     1     1    16    12    18    14     0    38   -34.0  -83.618 -155.393    778.6    886.5
     1     1    16    12    18    13     0    37   -35.0  -83.640 -152.943    818.3    876.3
     1     1    16    12    18    12     0    36   -36.0  -83.640 -150.570    715.2    881.7
     1     1    16    12    18    11     0    35   -37.0  -83.625 -148.224    596.5    889.9
     1     1    16    12    18    10     0    34   -38.0  -83.591 -145.864    742.2    872.0
     1     1    16    12    18     9     0    33   -39.0  -83.535 -143.579    815.7    862.7
     1     1    16    12    18     8     0    32   -40.0  -83.468 -141.264    821.9    858.2
     1     1    16    12    18     7     0    31   -41.0  -83.389 -138.877    892.7    847.6
     1     1    16    12    18     6     0    30   -42.0  -83.305 -136.548    873.2    845.1
     1     1    16    12    18     5     0    29   -43.0  -83.217 -134.370    892.9    838.6
     1     1    16    12    18     4     0    28   -44.0  -83.126 -132.386    833.4    840.5
     1     1    16    12    18     3     0    27   -45.0  -83.019 -130.564    719.2    846.0
     1     1    16    12    18     2     0    26   -46.0  -82.881 -128.805    521.6    858.4
     1     1    16    12    18     1     0    25   -47.0  -82.717 -127.019    551.0    843.2
     1     1    16    12    18     0     0    24   -48.0  -82.555 -125.368    703.4    822.5
     1     1    16    12    17    23     0    23   -49.0  -82.385 -123.845    842.4    805.3
     1     1    16    12    17    22     0    22   -50.0  -82.220 -122.430    966.9    790.9
     1     1    16    12    17    21     0    21   -51.0  -82.073 -121.231    944.4    788.7
     1     1    16    12    17    20     0    20   -52.0  -81.923 -120.252    763.1    799.7
     1     1    16    12    17    19     0    19   -53.0  -81.733 -119.437    584.8    802.1
     1     1    16    12    17    18     0    18   -54.0  -81.513 -118.663    663.2    776.4
     1     1    16    12    17    17     0    17   -55.0  -81.305 -117.888    672.7    767.0
     1     1    16    12    17    16     0    16   -56.0  -81.118 -117.142    685.1    757.9
     1     1    16    12    17    15     0    15   -57.0  -80.958 -116.450    708.0    749.1
     1     1    16    12    17    14     0    14   -58.0  -80.821 -115.805    724.4    742.3
     1     1    16    12    17    13     0    13   -59.0  -80.688 -115.199    704.6    739.0
     1     1    16    12    17    12     0    12   -60.0  -80.553 -114.582    613.5    745.1
     1     1    16    12    17    11     0    11   -61.0  -80.418 -113.896    541.3    749.0
     1     1    16    12    17    10     0    10   -62.0  -80.310 -113.174    675.0    732.2
     1     1    16    12    17     9     0     9   -63.0  -80.235 -112.507    763.8    719.8
     1     1    16    12    17     8     0     8   -64.0  -80.171 -111.824    676.4    728.5
     1     1    16    12    17     7     0     7   -65.0  -80.115 -111.120    629.5    731.3
     1     1    16    12    17     6     0     6   -66.0  -80.068 -110.404    644.1    726.9
     1     1    16    12    17     5     0     5   -67.0  -80.030 -109.674    679.0    719.1
     1     1    16    12    17     4     0     4   -68.0  -79.999 -108.942    723.1    712.4
     1     1    16    12    17     3     0     3   -69.0  -79.977 -108.181    765.4    705.0
     1     1    16    12    17     2     0     2   -70.0  -79.962 -107.357    783.3    700.5
     1     1    16    12    17     1     0     1   -71.0  -79.955 -106.473    797.4    694.9
     1     1    16    12    17     0     0     0   -72.0  -79.955 -105.508    789.8    691.5