Skip to content
Snippets Groups Projects
Commit bbf53b24 authored by claudia's avatar claudia
Browse files

* atmosphere/fascod/: Added FASCOD profiles for

		midlatitude_summer
		midlatitude_winter
		subarctic_summer
		subarctic_winter.
	They have been converted from the arts-1.0 ascii format to the
	arts-1.1 xml format.


git-svn-id: https://radiativetransfer.org/svn/rt/arts-xml-data/trunk@5359 aaf1aab0-4228-0410-ad68-8dceda47f409
parent 67f59ee6
No related branches found
No related tags found
No related merge requests found
Showing
with 2197 additions and 0 deletions
2003-11-19 Claudia Emde <claudia@sat.physik.uni-bremen.de>
* ARTS-XML-DATA-1-1-8
* atmosphere/fascod/: Added FASCOD profiles for
midlatitude_summer
midlatitude_winter
subarctic_summer
subarctic_winter.
They have been converted from the arts-1.0 ascii format to the
arts-1.1 xml format.
2003-10-14 Claudia Emde <claudia@sat.physik.uni-bremen.de>
* ARTS-XML-DATA-1-1-8
......
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
3.002606e-10
3.002606e-10
1.721460e-10
9.574345e-11
6.743385e-11
5.073678e-11
3.993559e-11
3.191691e-11
2.801757e-11
2.550828e-11
2.401925e-11
2.271839e-11
2.081327e-11
1.760807e-11
1.230937e-11
7.324741e-12
4.522236e-12
2.592081e-12
1.551156e-12
8.637238e-13
5.302832e-13
3.101775e-13
1.891472e-13
1.040415e-13
5.753148e-14
2.231175e-14
8.516023e-15
4.092036e-15
2.522690e-15
1.861057e-15
1.520868e-15
1.320579e-15
1.180830e-15
1.080790e-15
9.976882e-16
9.348996e-16
8.834010e-16
8.432790e-16
8.105765e-16
7.834514e-16
7.609168e-16
7.406962e-16
7.235434e-16
7.077755e-16
6.945595e-16
6.869183e-16
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
2.001737e-09
2.001737e-09
2.001718e-09
2.001284e-09
2.001298e-09
1.981539e-09
1.951829e-09
1.900944e-09
1.850778e-09
1.790830e-09
1.721105e-09
1.581616e-09
1.301317e-09
9.867273e-10
7.225826e-10
4.963616e-10
3.351587e-10
2.141599e-10
1.490966e-10
1.050993e-10
7.965070e-11
6.012296e-11
4.572948e-11
3.402002e-11
2.601679e-11
1.890355e-11
1.220742e-11
5.744399e-12
2.141597e-12
8.494512e-13
3.421824e-13
1.340770e-13
5.393810e-14
2.251017e-14
1.040670e-14
6.574341e-15
4.743227e-15
3.792590e-15
3.282241e-15
2.981170e-15
2.792425e-15
2.662427e-15
2.562049e-15
2.492225e-15
2.432347e-15
2.391111e-15
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
7.005279e-10
7.005279e-10
6.704912e-10
6.431996e-10
6.222158e-10
6.072556e-10
6.025299e-10
6.002748e-10
6.003058e-10
5.982331e-10
5.944044e-10
5.884814e-10
5.794176e-10
5.664246e-10
5.484703e-10
5.282845e-10
5.033107e-10
4.773121e-10
4.492334e-10
4.213556e-10
3.953099e-10
3.691815e-10
3.432097e-10
3.171654e-10
2.861847e-10
2.480790e-10
1.911898e-10
1.100748e-10
4.722709e-11
1.791157e-11
7.352507e-12
3.031500e-12
1.320693e-12
8.695873e-13
6.684426e-13
5.605274e-13
4.943363e-13
4.562948e-13
4.323684e-13
4.173638e-13
4.053578e-13
3.963857e-13
3.892151e-13
3.833487e-13
3.782571e-13
3.763359e-13
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.701397e-06
1.701397e-06
1.701504e-06
1.701288e-06
1.701049e-06
1.698033e-06
1.688789e-06
1.672861e-06
1.650181e-06
1.629619e-06
1.616047e-06
1.580460e-06
1.543120e-06
1.509682e-06
1.480121e-06
1.452101e-06
1.422878e-06
1.391154e-06
1.356792e-06
1.324155e-06
1.282203e-06
1.224840e-06
1.154574e-06
1.066320e-06
9.735844e-07
8.803733e-07
7.893310e-07
7.051072e-07
6.318946e-07
5.595591e-07
5.010713e-07
4.455273e-07
3.918306e-07
3.391632e-07
2.875341e-07
2.386144e-07
1.945324e-07
1.575372e-07
1.500826e-07
1.501079e-07
1.501608e-07
1.501789e-07
1.501172e-07
1.501542e-07
1.401621e-07
1.311498e-07
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.501303e-07
1.501303e-07
1.451401e-07
1.399818e-07
1.349763e-07
1.313018e-07
1.303883e-07
1.288525e-07
1.247335e-07
1.185596e-07
1.094874e-07
9.969499e-08
8.970118e-08
7.818628e-08
6.378569e-08
5.027852e-08
3.942639e-08
3.072076e-08
2.490691e-08
1.967801e-08
1.550158e-08
1.331658e-08
1.232739e-08
1.232954e-08
1.307385e-08
1.400725e-08
1.522562e-08
1.723485e-08
1.996640e-08
2.267332e-08
2.488221e-08
2.717432e-08
2.963820e-08
3.140848e-08
3.309394e-08
3.490410e-08
3.647282e-08
3.925435e-08
4.676052e-08
6.408322e-08
1.178005e-07
2.937695e-07
6.820779e-07
1.466433e-06
2.850472e-06
5.213432e-06
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
3.302947e-04
3.302947e-04
3.302790e-04
3.301922e-04
3.302196e-04
3.302365e-04
3.302993e-04
3.301289e-04
3.302012e-04
3.301613e-04
3.302132e-04
3.301970e-04
3.302043e-04
3.302798e-04
3.302474e-04
3.303238e-04
3.301187e-04
3.302817e-04
3.301066e-04
3.302647e-04
3.302907e-04
3.301676e-04
3.302021e-04
3.301881e-04
3.302006e-04
3.301640e-04
3.302063e-04
3.303071e-04
3.302474e-04
3.302002e-04
3.301878e-04
3.301449e-04
3.302267e-04
3.302498e-04
3.303042e-04
3.301898e-04
3.302247e-04
3.302361e-04
3.301817e-04
3.303136e-04
3.302999e-04
3.303214e-04
3.283188e-04
3.202544e-04
3.101903e-04
2.724246e-04
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.000869e-20
1.000869e-20
1.000859e-20
1.000642e-20
1.000649e-20
1.000680e-20
1.000887e-20
1.000458e-20
1.000510e-20
1.000433e-20
1.000734e-20
1.000765e-20
1.000753e-20
1.000679e-20
1.000730e-20
1.000704e-20
1.000665e-20
1.000772e-20
1.000665e-20
1.000858e-20
1.000828e-20
1.000523e-20
1.000631e-20
1.000506e-20
1.000583e-20
1.000381e-20
1.000717e-20
1.000680e-20
1.000765e-20
1.000607e-20
1.000585e-20
1.000530e-20
1.000716e-20
1.000720e-20
1.000652e-20
1.000879e-20
1.000681e-20
1.000672e-20
1.000725e-20
1.000719e-20
1.000922e-20
1.000892e-20
1.000782e-20
1.000859e-20
1.000721e-20
1.008936e-20
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.000869e-14
1.000869e-14
1.000859e-14
1.000642e-14
1.000649e-14
1.000680e-14
1.000887e-14
1.000458e-14
1.000510e-14
1.010566e-14
1.050585e-14
1.210491e-14
1.872025e-14
3.182375e-14
5.614539e-14
9.997308e-14
1.781175e-13
3.163299e-13
5.652253e-13
1.041040e-12
2.041482e-12
4.642490e-12
8.156602e-12
1.070521e-11
1.520919e-11
2.240776e-11
3.973022e-11
8.485104e-11
1.851439e-10
3.573088e-10
5.082888e-10
6.073469e-10
5.954331e-10
4.332829e-10
2.511159e-10
1.561406e-10
1.040708e-10
7.696365e-11
6.304774e-11
5.523511e-11
5.042815e-11
4.723777e-11
4.493100e-11
4.303641e-11
4.163189e-11
4.065921e-11
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
2.401925e-09
2.401925e-09
1.070923e-09
4.042829e-10
2.271685e-10
1.400712e-10
1.000887e-10
7.442342e-11
6.042682e-11
5.012298e-11
4.222939e-11
3.632630e-11
3.432045e-11
3.392380e-11
3.502220e-11
3.622467e-11
3.621913e-11
3.581853e-11
3.501701e-11
3.422823e-11
3.392946e-11
3.431892e-11
3.682106e-11
4.032132e-11
4.503033e-11
5.062387e-11
5.824331e-11
7.214819e-11
8.736524e-11
1.010542e-10
1.110665e-10
1.130643e-10
1.030717e-10
7.955606e-11
4.823289e-11
1.631509e-11
5.103472e-12
2.001344e-12
1.050709e-12
6.863845e-13
5.146188e-13
4.163314e-13
3.533584e-13
3.092638e-13
2.761568e-13
2.522142e-13
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.877431e-02
1.877431e-02
1.379119e-02
9.687274e-03
5.988691e-03
3.815319e-03
2.226857e-03
1.510684e-03
1.020322e-03
6.466887e-04
4.132300e-04
2.474165e-04
9.562926e-05
2.945937e-05
8.006502e-06
5.004493e-06
3.401986e-06
3.302817e-06
3.200749e-06
3.152610e-06
3.202477e-06
3.301676e-06
3.452385e-06
3.601543e-06
3.852613e-06
4.001522e-06
4.203033e-06
4.452612e-06
4.703154e-06
4.854007e-06
4.953077e-06
5.002648e-06
5.103407e-06
5.304241e-06
5.454255e-06
5.505127e-06
5.503745e-06
5.353522e-06
5.003623e-06
4.402591e-06
3.703458e-06
2.953037e-06
2.101321e-06
1.331086e-06
8.505575e-07
5.447699e-07
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
2.001737e-10
2.001737e-10
1.951608e-10
1.921252e-10
1.891080e-10
1.840988e-10
1.771363e-10
1.661012e-10
1.490858e-10
1.230735e-10
9.096829e-11
5.794634e-11
3.432045e-11
1.951720e-11
1.080795e-11
6.594797e-12
4.203801e-12
2.943290e-12
2.301655e-12
2.242069e-12
2.682151e-12
3.682150e-12
5.623699e-12
1.030613e-11
1.970895e-11
3.701024e-11
6.204691e-11
1.030783e-10
1.361079e-10
1.360754e-10
1.130915e-10
8.517214e-11
6.374988e-11
5.174316e-11
4.442168e-11
3.802632e-11
3.482369e-11
3.622201e-11
5.254196e-11
1.260916e-10
3.773572e-10
1.120927e-09
2.001563e-09
1.681666e-09
4.313214e-10
5.022842e-11
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
0.000000e+00
7.144861e-12
7.154876e-12
7.155677e-12
7.154807e-12
7.155224e-12
7.156062e-12
7.155307e-12
7.154079e-12
7.155351e-12
7.214627e-12
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.701397e-10
1.701397e-10
1.651395e-10
1.631076e-10
1.610920e-10
1.601329e-10
1.601552e-10
1.601029e-10
1.600650e-10
1.601061e-10
1.601627e-10
1.601271e-10
1.601621e-10
1.600733e-10
1.591147e-10
1.571033e-10
1.550939e-10
1.521281e-10
1.490966e-10
1.451336e-10
1.411203e-10
1.370824e-10
1.340738e-10
1.300868e-10
1.250933e-10
1.190472e-10
1.130982e-10
1.050797e-10
9.736310e-11
9.044491e-11
8.463691e-11
8.023679e-11
7.635893e-11
7.305984e-11
7.004144e-11
6.706888e-11
6.436379e-11
6.214129e-11
6.024185e-11
5.883637e-11
5.757439e-11
5.625392e-11
5.504699e-11
5.373191e-11
5.253648e-11
5.165784e-11
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.000869e-09
1.000869e-09
7.494247e-10
5.612039e-10
4.222489e-10
3.192447e-10
2.392006e-10
1.790605e-10
1.320805e-10
9.967481e-11
7.485932e-11
5.684799e-11
4.592960e-11
4.363100e-11
6.515062e-11
1.010631e-10
1.631121e-10
2.371804e-10
3.132094e-10
3.852289e-10
4.424077e-10
4.892748e-10
5.223328e-10
5.492633e-10
5.753148e-10
6.042606e-10
6.514365e-10
7.515850e-10
9.887867e-10
1.280918e-09
1.570716e-09
1.690731e-09
1.741351e-09
1.761534e-09
1.791265e-09
1.801464e-09
1.801226e-09
1.801354e-09
1.800991e-09
1.801342e-09
1.801840e-09
1.801425e-09
1.801447e-09
1.801749e-09
1.801687e-09
1.816164e-09
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
1.000869e-14
1.000869e-14
1.000859e-14
1.230917e-14
1.971436e-14
3.182236e-14
5.635066e-14
9.182591e-14
1.530483e-13
2.410804e-13
4.042692e-13
6.575036e-13
1.200956e-12
1.962000e-12
3.122702e-12
4.622976e-12
7.094917e-12
1.050945e-11
1.690974e-11
2.572371e-11
4.023226e-11
5.773229e-11
7.774727e-11
9.907044e-11
1.230480e-10
1.500571e-10
1.821015e-10
2.302391e-10
2.833137e-10
3.201941e-10
3.482056e-10
3.721701e-10
3.952471e-10
4.103195e-10
4.213496e-10
4.244456e-10
4.254895e-10
4.253216e-10
4.253210e-10
4.252340e-10
4.254033e-10
4.253565e-10
4.252721e-10
4.253776e-10
4.253482e-10
4.288276e-10
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
3.002606e-12
3.002606e-12
3.002577e-12
3.001926e-12
3.001947e-12
3.002041e-12
3.002661e-12
3.001374e-12
3.001529e-12
3.001299e-12
3.002407e-12
3.002527e-12
3.001740e-12
3.001742e-12
3.002854e-12
3.001528e-12
3.001079e-12
3.002317e-12
3.001995e-12
3.002574e-12
3.002485e-12
3.001570e-12
3.001892e-12
3.001519e-12
3.001749e-12
3.001142e-12
3.002487e-12
3.002040e-12
3.001805e-12
3.001820e-12
3.001754e-12
3.001589e-12
3.002255e-12
3.001859e-12
3.002381e-12
3.001458e-12
3.002043e-12
3.002016e-12
3.001652e-12
3.002634e-12
3.002767e-12
3.002676e-12
3.002745e-12
3.002576e-12
3.001886e-12
3.026808e-12
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
5.004344e-11
5.004344e-11
5.964356e-11
6.932808e-11
7.916148e-11
8.877584e-11
9.755817e-11
1.110797e-10
1.260543e-10
1.391026e-10
1.531588e-10
1.741165e-10
2.021527e-10
2.411380e-10
2.761494e-10
3.332436e-10
4.522236e-10
7.375666e-10
1.311022e-09
2.111939e-09
3.172608e-09
4.201995e-09
4.942889e-09
5.462527e-09
5.743330e-09
5.841954e-09
5.614516e-09
4.823112e-09
3.742478e-09
2.591642e-09
1.640814e-09
9.683751e-10
5.334021e-10
2.521441e-10
1.210692e-10
7.705411e-11
5.555780e-11
4.453206e-11
3.843420e-11
3.491546e-11
3.272886e-11
3.122711e-11
3.012761e-11
2.922690e-11
2.842137e-11
2.804850e-11
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="122" nrows="1" ncols="1">
1.100000e+05
1.013250e+05
8.990570e+04
7.951990e+04
7.013720e+04
6.167650e+04
5.406700e+04
4.722760e+04
4.111770e+04
3.565630e+04
3.080280e+04
2.650660e+04
2.270690e+04
1.940370e+04
1.658690e+04
1.417540e+04
1.210830e+04
1.035540e+04
8.851750e+03
7.566950e+03
6.468590e+03
5.530320e+03
4.729850e+03
4.047930e+03
3.468350e+03
2.972880e+03
2.549340e+03
2.189630e+03
1.881610e+03
1.617150e+03
1.391190e+03
1.197660e+03
1.019330e+03
8.682540e+02
7.497040e+02
6.563830e+02
5.747150e+02
5.045990e+02
4.429930e+02
3.856430e+02
3.327510e+02
2.871550e+02
2.514890e+02
2.201790e+02
1.931250e+02
1.697190e+02
1.491500e+02
1.316210e+02
1.161180e+02
1.024400e+02
9.041230e+01
7.980360e+01
7.036010e+01
6.203120e+01
5.468510e+01
4.822060e+01
4.250580e+01
3.722680e+01
3.260640e+01
2.855340e+01
2.500700e+01
2.190650e+01
1.904910e+01
1.656660e+01
1.440840e+01
1.253390e+01
1.090260e+01
9.410050e+00
8.121200e+00
7.009660e+00
6.050120e+00
5.221280e+00
4.469450e+00
3.826030e+00
3.275840e+00
2.804680e+00
2.400390e+00
2.034610e+00
1.724550e+00
1.462120e+00
1.239200e+00
1.050740e+00
8.849730e-01
7.456510e-01
6.283160e-01
5.294230e-01
4.461340e-01
3.736870e-01
3.130940e-01
2.622290e-01
2.196730e-01
1.840060e-01
1.542170e-01
1.291890e-01
1.083160e-01
9.072640e-02
7.601400e-02
6.394620e-02
5.378330e-02
4.524160e-02
3.805770e-02
3.200860e-02
2.731720e-02
2.332500e-02
1.991040e-02
1.699220e-02
1.449960e-02
1.257440e-02
1.090260e-02
9.449570e-03
8.192130e-03
7.101870e-03
6.334840e-03
5.650900e-03
5.040920e-03
4.496800e-03
4.011460e-03
3.660870e-03
3.341700e-03
3.049880e-03
2.783400e-03
2.540220e-03
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="122" nrows="1" ncols="1">
1.985380e-09
1.985380e-09
1.188950e-09
7.120070e-10
4.263880e-10
2.553440e-10
1.529130e-10
9.157250e-11
5.483850e-11
3.284020e-11
1.966640e-11
1.177730e-11
7.052880e-12
4.223650e-12
2.529360e-12
1.514720e-12
9.070970e-13
5.432200e-13
3.253100e-13
3.081200e-13
2.939700e-13
3.696400e-13
4.720800e-13
5.814200e-13
6.002800e-13
6.171100e-13
6.320600e-13
7.941090e-13
1.409700e-12
2.317300e-12
3.563800e-12
3.835300e-12
3.762800e-12
3.701200e-12
3.648600e-12
4.402300e-12
5.852290e-12
7.488700e-12
9.271010e-12
1.262400e-11
1.707600e-11
2.218100e-11
2.782100e-11
3.385000e-11
4.011700e-11
5.047100e-11
6.428200e-11
7.926000e-11
9.502300e-11
1.111800e-10
1.273800e-10
1.433000e-10
1.586500e-10
1.754300e-10
1.937200e-10
2.136100e-10
2.351800e-10
2.584900e-10
2.835900e-10
3.105200e-10
3.392900e-10
3.698400e-10
4.021100e-10
4.359500e-10
4.711400e-10
5.073600e-10
5.441800e-10
5.810400e-10
6.171700e-10
6.516100e-10
6.831300e-10
7.101900e-10
7.308700e-10
7.427910e-10
7.430300e-10
7.280310e-10
6.934500e-10
6.340300e-10
5.434000e-10
4.139400e-10
2.364600e-10
1.350760e-10
7.716140e-11
4.407790e-11
2.517920e-11
1.438340e-11
8.216450e-12
4.693590e-12
2.681180e-12
1.531610e-12
8.749190e-13
4.997920e-13
2.855030e-13
1.630910e-13
9.316480e-14
5.321980e-14
3.040140e-14
1.736660e-14
9.920560e-15
5.667050e-15
3.237260e-15
1.849260e-15
1.056380e-15
6.034500e-16
3.447160e-16
1.969170e-16
1.124870e-16
6.425770e-17
3.670680e-17
2.096850e-17
1.197810e-17
6.842410e-18
3.908680e-18
2.232810e-18
1.275480e-18
7.286070e-19
4.162110e-19
2.377580e-19
1.358180e-19
7.758490e-20
4.431980e-20
2.531740e-20
</Tensor3>
</Array>
</arts>
<?xml version="1.0"?>
<arts format="ascii" version="1">
<Array type="Tensor3" nelem="4">
<Tensor3 npages="46" nrows="1" ncols="1">
1.100000e+05
1.013000e+05
9.020000e+04
8.020000e+04
7.100000e+04
6.280000e+04
5.540000e+04
4.870000e+04
4.260000e+04
3.720000e+04
3.240000e+04
2.810000e+04
2.430000e+04
2.090000e+04
1.790000e+04
1.530000e+04
1.300000e+04
1.110000e+04
9.500000e+03
8.120000e+03
6.950000e+03
5.950000e+03
5.100000e+03
4.370000e+03
3.760000e+03
3.220000e+03
2.770000e+03
1.907000e+03
1.320000e+03
9.300000e+02
6.520000e+02
4.640000e+02
3.330000e+02
2.410000e+02
1.760000e+02
1.290000e+02
9.510000e+01
5.150000e+01
2.720000e+01
1.390000e+01
6.700000e+00
3.000000e+00
1.200000e+00
4.480000e-01
1.640000e-01
6.200000e-02
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="1" nrows="1" ncols="1">
0.000000e+00
</Tensor3>
<Tensor3 npages="46" nrows="1" ncols="1">
7.707010e-12
7.707010e-12
1.060724e-11
1.220606e-11
1.140729e-11
9.808590e-12
8.017750e-12
6.422630e-12
5.422729e-12
4.701851e-12
4.413486e-12
4.343663e-12
4.654061e-12
5.013673e-12
5.223369e-12
5.604020e-12
6.863536e-12
8.776211e-12
1.200673e-11
1.631232e-11
2.261820e-11
3.071765e-11
4.292509e-11
5.762889e-11
7.654501e-11
9.927001e-11
1.310503e-10
1.840920e-10
2.451800e-10
2.961725e-10
3.212049e-10
3.041969e-10
2.482306e-10
1.640674e-10
9.746092e-11
4.924865e-11
2.531723e-11
1.501008e-11
1.050709e-11
8.344890e-12
7.114774e-12
6.335673e-12
5.785142e-12
5.373191e-12
5.053615e-12
4.824311e-12
</Tensor3>
</Array>
</arts>
0% Loading or .
You are about to add 0 people to the discussion. Proceed with caution.
Please register or to comment