ftp/archive/2016/1217/AMPS.backtraj.D2.Lorne.2016.12.17.12Z.txt

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     1     1
    AMPS    16    12    14    12     0
     1 BACKWARD DIVERGE 
  2016    12    17    12  -78.220  170.010     4.0
     1 PRESSURE
     1     1    16    12    17    12     0    72     0.0  -78.220  170.010      4.0    987.4
     1     1    16    12    17    11     0    71    -1.0  -78.485  170.019      5.4    987.3
     1     1    16    12    17    10     0    70    -2.0  -78.722  170.065      5.8    987.5
     1     1    16    12    17     9     0    69    -3.0  -78.945  170.182      5.8    987.5
     1     1    16    12    17     8     0    68    -4.0  -79.157  170.393      6.3    986.9
     1     1    16    12    17     7     0    67    -5.0  -79.346  170.672      6.4    986.7
     1     1    16    12    17     6     0    66    -6.0  -79.518  171.026      5.0    986.9
     1     1    16    12    17     5     0    65    -7.0  -79.699  171.489      3.8    986.8
     1     1    16    12    17     4     0    64    -8.0  -79.866  172.011      3.3    986.5
     1     1    16    12    17     3     0    63    -9.0  -80.020  172.596      2.2    986.2
     1     1    16    12    17     2     0    62   -10.0  -80.173  173.258      1.0    986.1
     1     1    16    12    17     1     0    61   -11.0  -80.324  173.963      0.1    985.8
     1     1    16    12    17     0     0    60   -12.0  -80.468  174.699      0.0    985.6
     1     1    16    12    16    23     0    59   -13.0  -80.608  175.457      0.0    985.8
     1     1    16    12    16    22     0    58   -14.0  -80.749  176.231      0.0    986.0
     1     1    16    12    16    21     0    57   -15.0  -80.893  177.033      0.0    986.1
     1     1    16    12    16    20     0    56   -16.0  -81.040  177.866      0.0    985.9
     1     1    16    12    16    19     0    55   -17.0  -81.183  178.735      0.0    986.0
     1     1    16    12    16    18     0    54   -18.0  -81.321  179.626      0.0    986.2
     1     1    16    12    16    17     0    53   -19.0  -81.453 -179.455      0.0    986.0
     1     1    16    12    16    16     0    52   -20.0  -81.579 -178.544      0.2    986.0
     1     1    16    12    16    15     0    51   -21.0  -81.692 -177.690      0.7    986.6
     1     1    16    12    16    14     0    50   -22.0  -81.794 -176.868      1.1    986.4
     1     1    16    12    16    13     0    49   -23.0  -81.886 -176.044      1.2    986.5
     1     1    16    12    16    12     0    48   -24.0  -81.971 -175.253      1.1    986.7
     1     1    16    12    16    11     0    47   -25.0  -82.051 -174.477      1.2    986.7
     1     1    16    12    16    10     0    46   -26.0  -82.120 -173.663      1.4    986.6
     1     1    16    12    16     9     0    45   -27.0  -82.181 -172.812      1.5    986.5
     1     1    16    12    16     8     0    44   -28.0  -82.237 -171.945      1.6    986.4
     1     1    16    12    16     7     0    43   -29.0  -82.287 -171.111      2.0    986.5
     1     1    16    12    16     6     0    42   -30.0  -82.335 -170.323      2.5    986.6
     1     1    16    12    16     5     0    41   -31.0  -82.373 -169.550      3.1    986.2
     1     1    16    12    16     4     0    40   -32.0  -82.398 -168.760      3.5    985.3
     1     1    16    12    16     3     0    39   -33.0  -82.411 -167.962      4.0    984.8
     1     1    16    12    16     2     0    38   -34.0  -82.415 -167.196      4.4    984.6
     1     1    16    12    16     1     0    37   -35.0  -82.416 -166.472      4.8    984.5
     1     1    16    12    16     0     0    36   -36.0  -82.413 -165.774      5.1    984.3
     1     1    16    12    15    23     0    35   -37.0  -82.403 -165.132      5.2    984.5
     1     1    16    12    15    22     0    34   -38.0  -82.386 -164.582      5.3    984.8
     1     1    16    12    15    21     0    33   -39.0  -82.363 -164.121      5.2    985.1
     1     1    16    12    15    20     0    32   -40.0  -82.332 -163.722      5.0    985.1
     1     1    16    12    15    19     0    31   -41.0  -82.295 -163.356      4.9    985.2
     1     1    16    12    15    18     0    30   -42.0  -82.255 -163.019      4.9    984.8
     1     1    16    12    15    17     0    29   -43.0  -82.212 -162.697      5.0    984.7
     1     1    16    12    15    16     0    28   -44.0  -82.165 -162.402      5.2    985.0
     1     1    16    12    15    15     0    27   -45.0  -82.113 -162.140      5.2    985.3
     1     1    16    12    15    14     0    26   -46.0  -82.056 -161.897      5.1    985.3
     1     1    16    12    15    13     0    25   -47.0  -81.996 -161.669      5.0    985.3
     1     1    16    12    15    12     0    24   -48.0  -81.937 -161.465      5.1    985.3
     1     1    16    12    15    11     0    23   -49.0  -81.880 -161.300      5.3    985.7
     1     1    16    12    15    10     0    22   -50.0  -81.823 -161.188      5.3    986.1
     1     1    16    12    15     9     0    21   -51.0  -81.766 -161.136      5.3    986.5
     1     1    16    12    15     8     0    20   -52.0  -81.708 -161.115      5.3    986.6
     1     1    16    12    15     7     0    19   -53.0  -81.650 -161.096      5.3    986.6
     1     1    16    12    15     6     0    18   -54.0  -81.591 -161.081      5.2    986.7
     1     1    16    12    15     5     0    17   -55.0  -81.538 -161.074      5.2    987.1
     1     1    16    12    15     4     0    16   -56.0  -81.498 -161.068      5.2    987.7
     1     1    16    12    15     3     0    15   -57.0  -81.470 -161.057      5.2    988.4
     1     1    16    12    15     2     0    14   -58.0  -81.449 -161.077      5.2    988.7
     1     1    16    12    15     1     0    13   -59.0  -81.430 -161.166      5.2    988.9
     1     1    16    12    15     0     0    12   -60.0  -81.414 -161.326      5.3    989.0
     1     1    16    12    14    23     0    11   -61.0  -81.401 -161.505      5.2    989.2
     1     1    16    12    14    22     0    10   -62.0  -81.390 -161.649      4.9    989.3
     1     1    16    12    14    21     0     9   -63.0  -81.380 -161.766      4.4    989.5
     1     1    16    12    14    20     0     8   -64.0  -81.376 -161.879      3.9    989.6
     1     1    16    12    14    19     0     7   -65.0  -81.382 -162.004      3.5    989.6
     1     1    16    12    14    18     0     6   -66.0  -81.397 -162.141      3.2    989.5
     1     1    16    12    14    17     0     5   -67.0  -81.419 -162.312      3.0    989.3
     1     1    16    12    14    16     0     4   -68.0  -81.440 -162.539      3.0    989.1
     1     1    16    12    14    15     0     3   -69.0  -81.460 -162.820      3.3    989.2
     1     1    16    12    14    14     0     2   -70.0  -81.482 -163.101      4.0    989.6
     1     1    16    12    14    13     0     1   -71.0  -81.512 -163.339      4.5    990.3
     1     1    16    12    14    12     0     0   -72.0  -81.553 -163.537      4.9    990.9