From 4bd37df7aeba6ad9bf3a93c8dbdbf5f8862958dd Mon Sep 17 00:00:00 2001 From: jameswilburlewis Date: Fri, 19 Jan 2024 12:00:06 -0800 Subject: [PATCH] Use mms_qcotrans instead of pyspedas.cotrans to convert from ECI to GSE coordinates. Added spacepy to packages needed to run this notebook (for mms_qcotrans). Fixed a few typos. --- ...Finding_Magnetic_Nulls_with_PySPEDAS.ipynb | 1923 ++++++++++------- 1 file changed, 1090 insertions(+), 833 deletions(-) diff --git a/pyspedas_examples/notebooks/Finding_Magnetic_Nulls_with_PySPEDAS.ipynb b/pyspedas_examples/notebooks/Finding_Magnetic_Nulls_with_PySPEDAS.ipynb index 5b968ba..22aa3df 100644 --- a/pyspedas_examples/notebooks/Finding_Magnetic_Nulls_with_PySPEDAS.ipynb +++ b/pyspedas_examples/notebooks/Finding_Magnetic_Nulls_with_PySPEDAS.ipynb @@ -5,7 +5,7 @@ "source": [ "## Finding Magnetic Nulls in MMS and Cluster Data\n", "\n", - "This notebook will show how to use PySPEDAS to locate and characterize magnetic null points, using data from missions such as MMS or Cluster, which can take simultaneous magnetic field measurements at four or more points in space in a roughly tetrahedral arrangement. The method used is First Order Taylor Expansion (FOTE), which takes four point field measurements and positions, and uses a tetrahedral interpolation method to estimate the field vector and field gradients at the barycenter of the tetrahedron. This makes it possible to solve for the position of a magnetic null point, as long as the field measurements vary betweeen the four spacecraft." + "This notebook will show how to use PySPEDAS to locate and characterize magnetic null points, using data from missions such as MMS or Cluster, which can take simultaneous magnetic field measurements at four or more points in space in a roughly tetrahedral arrangement. The method used is First Order Taylor Expansion (FOTE), which takes four point field measurements and positions, and uses a tetrahedral interpolation method to estimate the field vector and field gradients at the barycenter of the tetrahedron. This makes it possible to solve for the position of a magnetic null point, as long as the field measurements vary between the four spacecraft." ], "metadata": { "collapsed": false @@ -15,7 +15,7 @@ { "cell_type": "markdown", "source": [ - "First, we'll need to ensure that a PySPEDAS version supporting magnetic null finding is installed. (You can skip this step if you're working in an environment with an up-to-date PySPEDAS installation here....it's mainly here to set up a working environment for Google Colab users.)" + "First, we'll need to ensure that a PySPEDAS version supporting magnetic null finding is installed. (You can skip this step if you're working in an environment with up-to-date installations of PySPEDAS and SpacePy. It's mainly here to set up a working environment for Google Colab users.)" ], "metadata": { "collapsed": false @@ -29,49 +29,71 @@ "name": "stdout", "output_type": "stream", "text": [ - "Requirement already satisfied: pyspedas>=1.5.4 in ./venv/lib/python3.9/site-packages (1.5.4)\r\n", - "Requirement already satisfied: viresclient in ./venv/lib/python3.9/site-packages (from pyspedas>=1.5.4) (0.11.3)\r\n", - "Requirement already satisfied: geopack>=1.0.10 in ./venv/lib/python3.9/site-packages (from pyspedas>=1.5.4) (1.0.10)\r\n", - "Requirement already satisfied: cdasws>=1.7.24 in ./venv/lib/python3.9/site-packages (from pyspedas>=1.5.4) (1.7.43)\r\n", - "Requirement already satisfied: pywavelets in ./venv/lib/python3.9/site-packages (from pyspedas>=1.5.4) (1.4.1)\r\n", - "Requirement already satisfied: pytplot-mpl-temp>=2.2.5 in ./venv/lib/python3.9/site-packages (from pyspedas>=1.5.4) (2.2.5)\r\n", - "Requirement already satisfied: scipy in ./venv/lib/python3.9/site-packages (from 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/Users/jwl/PycharmProjects/pyspedas_examples/venv/lib/python3.9/site-packages (from matplotlib>=1.5->spacepy) (6.1.0)\r\n", + "Requirement already satisfied: six>=1.5 in /Users/jwl/PycharmProjects/pyspedas_examples/venv/lib/python3.9/site-packages (from python-dateutil>=1.4->spacepy) (1.16.0)\r\n", + "Requirement already satisfied: zipp>=3.1.0 in /Users/jwl/PycharmProjects/pyspedas_examples/venv/lib/python3.9/site-packages (from importlib-resources>=3.2.0->matplotlib>=1.5->spacepy) (3.17.0)\r\n", + "Installing collected packages: spacepy\r\n", + "Successfully installed spacepy-0.4.1\r\n", "\r\n", "\u001B[1m[\u001B[0m\u001B[34;49mnotice\u001B[0m\u001B[1;39;49m]\u001B[0m\u001B[39;49m A new release of pip available: \u001B[0m\u001B[31;49m22.3.1\u001B[0m\u001B[39;49m -> \u001B[0m\u001B[32;49m23.3.2\u001B[0m\r\n", "\u001B[1m[\u001B[0m\u001B[34;49mnotice\u001B[0m\u001B[1;39;49m]\u001B[0m\u001B[39;49m To update, run: \u001B[0m\u001B[32;49mpip install --upgrade pip\u001B[0m\r\n" @@ -79,22 +101,24 @@ } ], "source": [ - "!pip install \"pyspedas>=1.5.4\"" + "!pip install \"pyspedas>=1.5.4\"\n", + "# The SpacePy package is required for the MMS qcotrans routine, which will be used in this notebook\n", + "!pip install spacepy" ], "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:55:32.641860Z", - "start_time": "2024-01-19T03:55:31.853261Z" + "end_time": "2024-01-19T19:37:57.677835Z", + "start_time": "2024-01-19T19:37:55.613855Z" } }, "id": "983746933c25e6c0", - "execution_count": 1 + "execution_count": 16 }, { "cell_type": "markdown", "source": [ - "Let's start with a Cluster example from August 17, 2003. (This event is used as an example in Fu et al [2015]), available online here:\n", + "Let's start with a Cluster example from August 17, 2003. This event is used as an example in Fu et al [2015], available online here:\n", " \n", "https://agupubs.onlinelibrary.wiley.com/doi/10.1002/2015JA021082\n", " \n", @@ -112,19 +136,19 @@ "# Here are some imports we'll need below.\n", "import pyspedas\n", "import pytplot\n", - "# We'll import a few pytplot routines to simplify things below\n", "\n", - "from pytplot import timespan, highlight, time_double, options, tplot, tplot_names, tnames\n" + "# We'll import a few pytplot routines, to simplify things below\n", + "from pytplot import timespan, highlight, time_double, options, tplot, tnames\n" ], "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:55:33.872362Z", - "start_time": "2024-01-19T03:55:32.643413Z" + "end_time": "2024-01-19T19:18:05.802727Z", + "start_time": "2024-01-19T19:18:04.035399Z" } }, "id": "77e40070ec504c20", - "execution_count": 2 + "execution_count": 4 }, { "cell_type": "code", @@ -133,8 +157,8 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:55:33: Downloading Cluster data, please wait....\n", - "18-Jan-24 19:56:05: Download complete.\n" + "19-Jan-24 11:18:05: Downloading Cluster data, please wait....\n", + "19-Jan-24 11:18:41: Download complete.\n" ] }, { @@ -159,7 +183,7 @@ "data": { "text/plain": "['B_vec_xyz_gse__C1_CP_FGM_FULL',\n 'B_mag__C1_CP_FGM_FULL',\n 'sc_pos_xyz_gse__C1_CP_FGM_FULL',\n 'B_vec_xyz_gse__C2_CP_FGM_FULL',\n 'B_mag__C2_CP_FGM_FULL',\n 'sc_pos_xyz_gse__C2_CP_FGM_FULL',\n 'B_vec_xyz_gse__C3_CP_FGM_FULL',\n 'B_mag__C3_CP_FGM_FULL',\n 'sc_pos_xyz_gse__C3_CP_FGM_FULL',\n 'B_vec_xyz_gse__C4_CP_FGM_FULL',\n 'B_mag__C4_CP_FGM_FULL',\n 'sc_pos_xyz_gse__C4_CP_FGM_FULL']" }, - "execution_count": 3, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -171,12 +195,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:06.061499Z", - "start_time": "2024-01-19T03:55:33.872658Z" + "end_time": "2024-01-19T19:18:42.082660Z", + "start_time": "2024-01-19T19:18:05.805320Z" } }, "id": "ca6d4b93225b2a00", - "execution_count": 3 + "execution_count": 5 }, { "cell_type": "markdown", @@ -211,12 +235,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:06.062563Z", - "start_time": "2024-01-19T03:56:06.060316Z" + "end_time": "2024-01-19T19:18:42.084284Z", + "start_time": "2024-01-19T19:18:42.081638Z" } }, "id": "178cd2b9e15401a9", - "execution_count": 4 + "execution_count": 6 }, { "cell_type": "markdown", @@ -235,30 +259,30 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: B_vec_xyz_gse__C1_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: B_vec_xyz_gse__C2_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: B_vec_xyz_gse__C3_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: B_vec_xyz_gse__C4_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: sc_pos_xyz_gse__C1_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: sc_pos_xyz_gse__C2_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: sc_pos_xyz_gse__C3_CP_FGM_FULL_gsm\n", - "18-Jan-24 19:56:06: ['gse', 'gsm']\n", - "18-Jan-24 19:56:06: Running transformation: subgse2gsm\n", - "18-Jan-24 19:56:06: Output variable: sc_pos_xyz_gse__C4_CP_FGM_FULL_gsm\n" + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: B_vec_xyz_gse__C1_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: B_vec_xyz_gse__C2_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: B_vec_xyz_gse__C3_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: B_vec_xyz_gse__C4_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: sc_pos_xyz_gse__C1_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: sc_pos_xyz_gse__C2_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: sc_pos_xyz_gse__C3_CP_FGM_FULL_gsm\n", + "19-Jan-24 11:18:42: ['gse', 'gsm']\n", + "19-Jan-24 11:18:42: Running transformation: subgse2gsm\n", + "19-Jan-24 11:18:42: Output variable: sc_pos_xyz_gse__C4_CP_FGM_FULL_gsm\n" ] } ], @@ -273,12 +297,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:06.481703Z", - "start_time": "2024-01-19T03:56:06.063896Z" + "end_time": "2024-01-19T19:18:42.503686Z", + "start_time": "2024-01-19T19:18:42.083652Z" } }, "id": "6ff501e9d38993ec", - "execution_count": 5 + "execution_count": 7 }, { "cell_type": "markdown", @@ -308,12 +332,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:06.873406Z", - "start_time": "2024-01-19T03:56:06.480909Z" + "end_time": "2024-01-19T19:18:42.920584Z", + "start_time": "2024-01-19T19:18:42.502857Z" } }, "id": "af3999e81d30186c", - "execution_count": 6 + "execution_count": 8 }, { "cell_type": "markdown", @@ -334,15 +358,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: pos1_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: pos2_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: pos3_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: pos4_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: b1_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: b2_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: b3_i\n", - "18-Jan-24 19:56:07: tinterpol (linear) was applied to: b4_i\n", - "18-Jan-24 19:56:08: Calculations completed\n" + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: pos1_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: pos2_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: pos3_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: pos4_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: b1_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: b2_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: b3_i\n", + "19-Jan-24 11:18:43: tinterpol (linear) was applied to: b4_i\n", + "19-Jan-24 11:18:44: Calculations completed\n" ] }, { @@ -360,12 +384,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:10.551307Z", - "start_time": "2024-01-19T03:56:06.873825Z" + "end_time": "2024-01-19T19:18:46.740496Z", + "start_time": "2024-01-19T19:18:42.920958Z" } }, "id": "2f9ea87874dfccab", - "execution_count": 7 + "execution_count": 9 }, { "cell_type": "markdown", @@ -405,12 +429,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:10.925704Z", - "start_time": "2024-01-19T03:56:10.554797Z" + "end_time": "2024-01-19T19:18:47.124680Z", + "start_time": "2024-01-19T19:18:46.739288Z" } }, "id": "ba244bc5347079ec", - "execution_count": 8 + "execution_count": 10 }, { "cell_type": "markdown", @@ -429,8 +453,8 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:56:10: No data found in the time range: null_type5\n", - "18-Jan-24 19:56:10: No data found in the time range: null_type9\n" + "19-Jan-24 11:18:47: No data found in the time range: null_type5\n", + "19-Jan-24 11:18:47: No data found in the time range: null_type9\n" ] }, { @@ -450,12 +474,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:56:11.136283Z", - "start_time": "2024-01-19T03:56:10.937594Z" + "end_time": "2024-01-19T19:18:47.335278Z", + "start_time": "2024-01-19T19:18:47.128136Z" } }, "id": "df1eaefd023d074", - "execution_count": 9 + "execution_count": 11 }, { "cell_type": "markdown", @@ -488,658 +512,666 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:56:12: Loading pydata/ancillary/mms1/defeph/MMS1_DEFEPH_2017206_2017207.V01\n", - "18-Jan-24 19:56:13: Loading pydata/ancillary/mms1/defeph/MMS1_DEFEPH_2017207_2017208.V01\n", - "18-Jan-24 19:56:13: Loading pydata/ancillary/mms2/defeph/MMS2_DEFEPH_2017206_2017207.V01\n", - "18-Jan-24 19:56:13: Loading pydata/ancillary/mms2/defeph/MMS2_DEFEPH_2017207_2017208.V01\n", - "18-Jan-24 19:56:13: Loading pydata/ancillary/mms3/defeph/MMS3_DEFEPH_2017206_2017207.V01\n", - "18-Jan-24 19:56:13: Loading pydata/ancillary/mms3/defeph/MMS3_DEFEPH_2017207_2017208.V01\n", - "18-Jan-24 19:56:14: Loading pydata/ancillary/mms4/defeph/MMS4_DEFEPH_2017206_2017207.V01\n", - "18-Jan-24 19:56:14: Loading pydata/ancillary/mms4/defeph/MMS4_DEFEPH_2017207_2017208.V01\n", - "18-Jan-24 19:56:14: Loaded variables:\n", - "18-Jan-24 19:56:14: mms4_defeph_pos\n", - "18-Jan-24 19:56:14: mms4_defeph_vel\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726065803_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726070303_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726071653_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726072113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726072613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726073113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726073213_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms1/fgm/brst/l2/2017/07/26/mms1_fgm_brst_l2_20170726073613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading 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"18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726073113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726073213_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726073613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726073713_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726075343_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726075533_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms2/fgm/brst/l2/2017/07/26/mms2_fgm_brst_l2_20170726075753_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726065803_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726070303_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726071653_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726072113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726072613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726073113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726073213_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726073613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726073713_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726075343_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726075533_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms3/fgm/brst/l2/2017/07/26/mms3_fgm_brst_l2_20170726075753_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726065803_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726070303_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726071653_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726072113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726072613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726073113_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726073213_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726073613_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726073713_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726075343_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726075533_v5.98.0.cdf\n", - "18-Jan-24 19:56:16: Loading pydata/mms4/fgm/brst/l2/2017/07/26/mms4_fgm_brst_l2_20170726075753_v5.98.0.cdf\n", - "18-Jan-24 19:56:34: Loaded variables:\n", - "18-Jan-24 19:56:34: Epoch\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gse_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gsm_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_b_dmpa_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_b_bcs_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_flag_brst_l2\n", - "18-Jan-24 19:56:34: Epoch_state\n", - "18-Jan-24 19:56:34: mms1_fgm_hirange_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_bdeltahalf_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_stemp_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_etemp_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_mode_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gse_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gsm_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_b_dmpa_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_b_bcs_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_flag_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_hirange_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_bdeltahalf_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_stemp_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_etemp_brst_l2\n", - "18-Jan-24 19:56:34: mms2_fgm_mode_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gse_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gsm_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_b_dmpa_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_b_bcs_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_flag_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_hirange_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_bdeltahalf_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_stemp_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_etemp_brst_l2\n", - "18-Jan-24 19:56:34: mms3_fgm_mode_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gse_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gsm_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_b_dmpa_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_b_bcs_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_flag_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_hirange_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_bdeltahalf_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_stemp_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_etemp_brst_l2\n", - "18-Jan-24 19:56:34: mms4_fgm_mode_brst_l2\n", - "18-Jan-24 19:56:34: mms1_fgm_b_dmpa_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms1_fgm_b_dmpa_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gse_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gse_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gsm_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms1_fgm_b_gsm_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms1_fgm_b_bcs_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms1_fgm_b_bcs_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms2_fgm_b_dmpa_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms2_fgm_b_dmpa_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gse_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gse_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gsm_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms2_fgm_b_gsm_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms2_fgm_b_bcs_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms2_fgm_b_bcs_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms3_fgm_b_dmpa_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms3_fgm_b_dmpa_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gse_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gse_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gsm_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms3_fgm_b_gsm_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms3_fgm_b_bcs_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms3_fgm_b_bcs_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms4_fgm_b_dmpa_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms4_fgm_b_dmpa_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gse_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gse_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gsm_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms4_fgm_b_gsm_brst_l2_btot\n", - "18-Jan-24 19:56:34: mms4_fgm_b_bcs_brst_l2_bvec\n", - "18-Jan-24 19:56:34: mms4_fgm_b_bcs_brst_l2_btot\n", - "18-Jan-24 19:56:35: Loading pydata/mms1/fgm/srvy/l2/2017/07/mms1_fgm_srvy_l2_20170726_v5.98.0.cdf\n", - "18-Jan-24 19:56:44: Loaded variables:\n", - "18-Jan-24 19:56:44: Epoch\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gse_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gsm_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_b_dmpa_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_b_bcs_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_flag_srvy_l2\n", - "18-Jan-24 19:56:44: Epoch_state\n", - "18-Jan-24 19:56:44: mms1_fgm_hirange_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_bdeltahalf_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_stemp_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_etemp_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_mode_srvy_l2\n", - "18-Jan-24 19:56:44: mms1_fgm_b_dmpa_srvy_l2_bvec\n", - "18-Jan-24 19:56:44: mms1_fgm_b_dmpa_srvy_l2_btot\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gse_srvy_l2_bvec\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gse_srvy_l2_btot\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gsm_srvy_l2_bvec\n", - "18-Jan-24 19:56:44: mms1_fgm_b_gsm_srvy_l2_btot\n", - "18-Jan-24 19:56:44: mms1_fgm_b_bcs_srvy_l2_bvec\n", - "18-Jan-24 19:56:44: mms1_fgm_b_bcs_srvy_l2_btot\n", - "18-Jan-24 19:56:45: Loading pydata/mms1/fpi/fast/l2/des-dist/2017/07/mms1_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms1/fpi/fast/l2/dis-dist/2017/07/mms1_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms1/fpi/fast/l2/dis-moms/2017/07/mms1_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms1/fpi/fast/l2/des-moms/2017/07/mms1_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms2/fpi/fast/l2/des-dist/2017/07/mms2_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms2/fpi/fast/l2/dis-dist/2017/07/mms2_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms2/fpi/fast/l2/dis-moms/2017/07/mms2_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms2/fpi/fast/l2/des-moms/2017/07/mms2_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms3/fpi/fast/l2/des-dist/2017/07/mms3_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms3/fpi/fast/l2/dis-dist/2017/07/mms3_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:46: Loading pydata/mms3/fpi/fast/l2/dis-moms/2017/07/mms3_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:47: Loading pydata/mms3/fpi/fast/l2/des-moms/2017/07/mms3_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:47: Loading pydata/mms4/fpi/fast/l2/des-dist/2017/07/mms4_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:47: Loading pydata/mms4/fpi/fast/l2/dis-dist/2017/07/mms4_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:47: Loading pydata/mms4/fpi/fast/l2/dis-moms/2017/07/mms4_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:47: Loading pydata/mms4/fpi/fast/l2/des-moms/2017/07/mms4_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:58: Loading pydata/mms1/fpi/fast/l2/des-moms/2017/07/mms1_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:58: Loading pydata/mms2/fpi/fast/l2/des-moms/2017/07/mms2_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:58: Loading pydata/mms3/fpi/fast/l2/des-moms/2017/07/mms3_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:56:58: Loading pydata/mms4/fpi/fast/l2/des-moms/2017/07/mms4_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:00: Loading pydata/mms1/fpi/fast/l2/des-dist/2017/07/mms1_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:00: Loading pydata/mms2/fpi/fast/l2/des-dist/2017/07/mms2_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:00: Loading pydata/mms3/fpi/fast/l2/des-dist/2017/07/mms3_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:00: Loading pydata/mms4/fpi/fast/l2/des-dist/2017/07/mms4_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:02: Loading pydata/mms1/fpi/fast/l2/dis-moms/2017/07/mms1_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:02: Loading pydata/mms2/fpi/fast/l2/dis-moms/2017/07/mms2_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:02: Loading pydata/mms3/fpi/fast/l2/dis-moms/2017/07/mms3_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:02: Loading pydata/mms4/fpi/fast/l2/dis-moms/2017/07/mms4_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:04: Loading pydata/mms1/fpi/fast/l2/dis-dist/2017/07/mms1_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:04: Loading pydata/mms2/fpi/fast/l2/dis-dist/2017/07/mms2_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:04: Loading pydata/mms3/fpi/fast/l2/dis-dist/2017/07/mms3_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:04: Loading pydata/mms4/fpi/fast/l2/dis-dist/2017/07/mms4_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms1_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms2_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms3_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_lowen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_miden_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: The name mms4_dis_pitchangdist_highen_fast is currently not in pytplot\n", - "18-Jan-24 19:57:04: Loaded variables:\n", - "18-Jan-24 19:57:04: Epoch\n", - "18-Jan-24 19:57:04: Epoch_plus_var\n", - "18-Jan-24 19:57:04: Epoch_minus_var\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast\n", - "18-Jan-24 19:57:04: mms1_des_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms1_des_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms1_des_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms1_des_dist_fast\n", - "18-Jan-24 19:57:04: mms1_des_disterr_fast\n", - "18-Jan-24 19:57:04: mms1_des_theta_fast\n", - "18-Jan-24 19:57:04: mms1_des_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms1_des_energy_fast\n", - "18-Jan-24 19:57:04: mms1_des_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms1_des_phi_fast\n", - "18-Jan-24 19:57:04: mms1_des_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms1_des_pitchangdist_lowen_fast\n", - "18-Jan-24 19:57:04: mms1_des_pitchangdist_miden_fast\n", - "18-Jan-24 19:57:04: mms1_des_pitchangdist_highen_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_par_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_anti_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_perp_fast\n", - "18-Jan-24 19:57:04: mms1_des_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms1_des_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms1_des_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms1_des_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms1_des_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms1_des_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_des_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_des_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms1_des_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms1_des_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms1_des_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_des_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms1_des_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms1_des_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_des_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms1_des_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms1_des_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_des_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms1_des_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms1_des_alpha_fast\n", - "18-Jan-24 19:57:04: mms1_des_alpha_delta_fast\n", - "18-Jan-24 19:57:04: mms1_des_temppara_fast\n", - "18-Jan-24 19:57:04: mms1_des_tempperp_fast\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast\n", - "18-Jan-24 19:57:04: mms1_dis_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms1_dis_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms1_dis_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms1_dis_dist_fast\n", - "18-Jan-24 19:57:04: mms1_dis_disterr_fast\n", - "18-Jan-24 19:57:04: mms1_dis_theta_fast\n", - "18-Jan-24 19:57:04: mms1_dis_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energy_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms1_dis_phi_fast\n", - "18-Jan-24 19:57:04: mms1_dis_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms1_dis_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms1_dis_spectr_bg_fast\n", - "18-Jan-24 19:57:04: mms1_dis_numberdensity_bg_fast\n", - "18-Jan-24 19:57:04: mms1_dis_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms1_dis_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms1_dis_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms1_dis_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms1_dis_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_dis_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_dis_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms1_dis_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms1_dis_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms1_dis_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_dis_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms1_dis_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms1_dis_pres_bg_fast\n", - "18-Jan-24 19:57:04: mms1_dis_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_dis_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms1_dis_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms1_dis_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms1_dis_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms1_dis_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms1_dis_temppara_fast\n", - "18-Jan-24 19:57:04: mms1_dis_tempperp_fast\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast\n", - "18-Jan-24 19:57:04: mms2_des_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms2_des_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms2_des_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms2_des_dist_fast\n", - "18-Jan-24 19:57:04: mms2_des_disterr_fast\n", - "18-Jan-24 19:57:04: mms2_des_theta_fast\n", - "18-Jan-24 19:57:04: mms2_des_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms2_des_energy_fast\n", - "18-Jan-24 19:57:04: mms2_des_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms2_des_phi_fast\n", - "18-Jan-24 19:57:04: mms2_des_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms2_des_pitchangdist_lowen_fast\n", - "18-Jan-24 19:57:04: mms2_des_pitchangdist_miden_fast\n", - "18-Jan-24 19:57:04: mms2_des_pitchangdist_highen_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_par_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_anti_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_perp_fast\n", - "18-Jan-24 19:57:04: mms2_des_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms2_des_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms2_des_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms2_des_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms2_des_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms2_des_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_des_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_des_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms2_des_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms2_des_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms2_des_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_des_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms2_des_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms2_des_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_des_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms2_des_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms2_des_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_des_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms2_des_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms2_des_alpha_fast\n", - "18-Jan-24 19:57:04: mms2_des_alpha_delta_fast\n", - "18-Jan-24 19:57:04: mms2_des_temppara_fast\n", - "18-Jan-24 19:57:04: mms2_des_tempperp_fast\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast\n", - "18-Jan-24 19:57:04: mms2_dis_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms2_dis_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms2_dis_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms2_dis_dist_fast\n", - "18-Jan-24 19:57:04: mms2_dis_disterr_fast\n", - "18-Jan-24 19:57:04: mms2_dis_theta_fast\n", - "18-Jan-24 19:57:04: mms2_dis_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energy_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms2_dis_phi_fast\n", - "18-Jan-24 19:57:04: mms2_dis_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms2_dis_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms2_dis_spectr_bg_fast\n", - "18-Jan-24 19:57:04: mms2_dis_numberdensity_bg_fast\n", - "18-Jan-24 19:57:04: mms2_dis_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms2_dis_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms2_dis_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms2_dis_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms2_dis_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_dis_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_dis_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms2_dis_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms2_dis_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms2_dis_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_dis_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms2_dis_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms2_dis_pres_bg_fast\n", - "18-Jan-24 19:57:04: mms2_dis_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_dis_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms2_dis_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms2_dis_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms2_dis_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms2_dis_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms2_dis_temppara_fast\n", - "18-Jan-24 19:57:04: mms2_dis_tempperp_fast\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast\n", - "18-Jan-24 19:57:04: mms3_des_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms3_des_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms3_des_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms3_des_dist_fast\n", - "18-Jan-24 19:57:04: mms3_des_disterr_fast\n", - "18-Jan-24 19:57:04: mms3_des_theta_fast\n", - "18-Jan-24 19:57:04: mms3_des_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms3_des_energy_fast\n", - "18-Jan-24 19:57:04: mms3_des_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms3_des_phi_fast\n", - "18-Jan-24 19:57:04: mms3_des_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms3_des_pitchangdist_lowen_fast\n", - "18-Jan-24 19:57:04: mms3_des_pitchangdist_miden_fast\n", - "18-Jan-24 19:57:04: mms3_des_pitchangdist_highen_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_par_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_anti_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_perp_fast\n", - "18-Jan-24 19:57:04: mms3_des_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms3_des_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms3_des_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms3_des_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms3_des_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms3_des_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_des_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_des_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms3_des_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms3_des_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms3_des_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_des_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms3_des_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms3_des_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_des_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms3_des_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms3_des_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_des_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms3_des_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms3_des_alpha_fast\n", - "18-Jan-24 19:57:04: mms3_des_alpha_delta_fast\n", - "18-Jan-24 19:57:04: mms3_des_temppara_fast\n", - "18-Jan-24 19:57:04: mms3_des_tempperp_fast\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast\n", - "18-Jan-24 19:57:04: mms3_dis_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms3_dis_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms3_dis_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms3_dis_dist_fast\n", - "18-Jan-24 19:57:04: mms3_dis_disterr_fast\n", - "18-Jan-24 19:57:04: mms3_dis_theta_fast\n", - "18-Jan-24 19:57:04: mms3_dis_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energy_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms3_dis_phi_fast\n", - "18-Jan-24 19:57:04: mms3_dis_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms3_dis_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms3_dis_spectr_bg_fast\n", - "18-Jan-24 19:57:04: mms3_dis_numberdensity_bg_fast\n", - "18-Jan-24 19:57:04: mms3_dis_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms3_dis_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms3_dis_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms3_dis_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms3_dis_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_dis_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_dis_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms3_dis_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms3_dis_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms3_dis_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_dis_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms3_dis_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms3_dis_pres_bg_fast\n", - "18-Jan-24 19:57:04: mms3_dis_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_dis_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms3_dis_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms3_dis_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms3_dis_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms3_dis_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms3_dis_temppara_fast\n", - "18-Jan-24 19:57:04: mms3_dis_tempperp_fast\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast\n", - "18-Jan-24 19:57:04: mms4_des_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms4_des_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms4_des_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms4_des_dist_fast\n", - "18-Jan-24 19:57:04: mms4_des_disterr_fast\n", - "18-Jan-24 19:57:04: mms4_des_theta_fast\n", - "18-Jan-24 19:57:04: mms4_des_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms4_des_energy_fast\n", - "18-Jan-24 19:57:04: mms4_des_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms4_des_phi_fast\n", - "18-Jan-24 19:57:04: mms4_des_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms4_des_pitchangdist_lowen_fast\n", - "18-Jan-24 19:57:04: mms4_des_pitchangdist_miden_fast\n", - "18-Jan-24 19:57:04: mms4_des_pitchangdist_highen_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_par_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_anti_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_perp_fast\n", - "18-Jan-24 19:57:04: mms4_des_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms4_des_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms4_des_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms4_des_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms4_des_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms4_des_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_des_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_des_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms4_des_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms4_des_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms4_des_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_des_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms4_des_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms4_des_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_des_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms4_des_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms4_des_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_des_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms4_des_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms4_des_alpha_fast\n", - "18-Jan-24 19:57:04: mms4_des_alpha_delta_fast\n", - "18-Jan-24 19:57:04: mms4_des_temppara_fast\n", - "18-Jan-24 19:57:04: mms4_des_tempperp_fast\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast\n", - "18-Jan-24 19:57:04: mms4_dis_compressionloss_fast\n", - "18-Jan-24 19:57:04: mms4_dis_startdelphi_count_fast\n", - "18-Jan-24 19:57:04: mms4_dis_startdelphi_angle_fast\n", - "18-Jan-24 19:57:04: mms4_dis_dist_fast\n", - "18-Jan-24 19:57:04: mms4_dis_disterr_fast\n", - "18-Jan-24 19:57:04: mms4_dis_theta_fast\n", - "18-Jan-24 19:57:04: mms4_dis_theta_delta_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energy_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energy_delta_fast\n", - "18-Jan-24 19:57:04: mms4_dis_phi_fast\n", - "18-Jan-24 19:57:04: mms4_dis_phi_delta_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_px_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_mx_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_py_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_my_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_pz_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_mz_fast\n", - "18-Jan-24 19:57:04: mms4_dis_energyspectr_omni_fast\n", - "18-Jan-24 19:57:04: mms4_dis_spectr_bg_fast\n", - "18-Jan-24 19:57:04: mms4_dis_numberdensity_bg_fast\n", - "18-Jan-24 19:57:04: mms4_dis_numberdensity_fast\n", - "18-Jan-24 19:57:04: mms4_dis_numberdensity_err_fast\n", - "18-Jan-24 19:57:04: mms4_dis_densityextrapolation_low_fast\n", - "18-Jan-24 19:57:04: mms4_dis_densityextrapolation_high_fast\n", - "18-Jan-24 19:57:04: mms4_dis_bulkv_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_dis_bulkv_spintone_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_dis_bulkv_gse_fast\n", - "18-Jan-24 19:57:04: mms4_dis_bulkv_spintone_gse_fast\n", - "18-Jan-24 19:57:04: mms4_dis_bulkv_err_fast\n", - "18-Jan-24 19:57:04: mms4_dis_prestensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_dis_prestensor_gse_fast\n", - "18-Jan-24 19:57:04: mms4_dis_prestensor_err_fast\n", - "18-Jan-24 19:57:04: mms4_dis_pres_bg_fast\n", - "18-Jan-24 19:57:04: mms4_dis_temptensor_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_dis_temptensor_gse_fast\n", - "18-Jan-24 19:57:04: mms4_dis_temptensor_err_fast\n", - "18-Jan-24 19:57:04: mms4_dis_heatq_dbcs_fast\n", - "18-Jan-24 19:57:04: mms4_dis_heatq_gse_fast\n", - "18-Jan-24 19:57:04: mms4_dis_heatq_err_fast\n", - "18-Jan-24 19:57:04: mms4_dis_temppara_fast\n", - "18-Jan-24 19:57:04: mms4_dis_tempperp_fast\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms1_des_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms2_des_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms3_des_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms4_des_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms1_des_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms2_des_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms3_des_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms4_des_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms1_dis_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms2_dis_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms3_dis_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_moms\n", - "18-Jan-24 19:57:04: mms4_dis_compressionloss_fast_moms\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms1_dis_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms2_dis_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms3_dis_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_dist\n", - "18-Jan-24 19:57:04: mms4_dis_compressionloss_fast_dist\n", - "18-Jan-24 19:57:04: mms1_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms1_dis_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms1_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms1_des_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms2_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms2_dis_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms2_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms2_des_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms3_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms3_dis_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms3_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms3_des_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms4_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_dist_flagbars_dist\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms4_dis_errorflags_fast_moms_flagbars_mini\n", - "18-Jan-24 19:57:04: mms4_des_pitchangdist_avg\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_moms_flagbars_full\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_moms_flagbars_main\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_moms_flagbars_others\n", - "18-Jan-24 19:57:04: mms4_des_errorflags_fast_moms_flagbars_mini\n" + "19-Jan-24 11:18:49: Downloading MMS1_DEFEPH_2017207_2017208.V01 to pydata/ancillary/mms1/defeph\n", + "19-Jan-24 11:18:50: Downloading MMS1_DEFEPH_2017206_2017207.V01 to pydata/ancillary/mms1/defeph\n", + "19-Jan-24 11:18:51: Loading pydata/ancillary/mms1/defeph/MMS1_DEFEPH_2017206_2017207.V01\n", + "19-Jan-24 11:18:51: Loading pydata/ancillary/mms1/defeph/MMS1_DEFEPH_2017207_2017208.V01\n", + "19-Jan-24 11:18:51: Downloading MMS2_DEFEPH_2017207_2017208.V01 to pydata/ancillary/mms2/defeph\n", + "19-Jan-24 11:18:52: Downloading MMS2_DEFEPH_2017206_2017207.V01 to pydata/ancillary/mms2/defeph\n", + "19-Jan-24 11:18:53: Loading pydata/ancillary/mms2/defeph/MMS2_DEFEPH_2017206_2017207.V01\n", + "19-Jan-24 11:18:53: Loading pydata/ancillary/mms2/defeph/MMS2_DEFEPH_2017207_2017208.V01\n", + "19-Jan-24 11:18:54: Downloading MMS3_DEFEPH_2017207_2017208.V01 to pydata/ancillary/mms3/defeph\n", + "19-Jan-24 11:18:55: Downloading MMS3_DEFEPH_2017206_2017207.V01 to pydata/ancillary/mms3/defeph\n", + "19-Jan-24 11:18:55: Loading pydata/ancillary/mms3/defeph/MMS3_DEFEPH_2017206_2017207.V01\n", + "19-Jan-24 11:18:56: Loading pydata/ancillary/mms3/defeph/MMS3_DEFEPH_2017207_2017208.V01\n", + "19-Jan-24 11:18:56: Downloading MMS4_DEFEPH_2017207_2017208.V01 to pydata/ancillary/mms4/defeph\n", + "19-Jan-24 11:18:57: Downloading MMS4_DEFEPH_2017206_2017207.V01 to pydata/ancillary/mms4/defeph\n", + "19-Jan-24 11:18:58: Loading pydata/ancillary/mms4/defeph/MMS4_DEFEPH_2017206_2017207.V01\n", + "19-Jan-24 11:18:58: Loading pydata/ancillary/mms4/defeph/MMS4_DEFEPH_2017207_2017208.V01\n", + "19-Jan-24 11:18:58: Loaded variables:\n", + "19-Jan-24 11:18:58: mms4_defeph_pos\n", + "19-Jan-24 11:18:58: mms4_defeph_vel\n", + "19-Jan-24 11:19:00: Downloading mms1_fgm_brst_l2_20170726065803_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:03: Downloading mms1_fgm_brst_l2_20170726070303_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:05: Downloading mms1_fgm_brst_l2_20170726071653_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:06: Downloading mms1_fgm_brst_l2_20170726072113_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:09: Downloading mms1_fgm_brst_l2_20170726072613_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:12: Downloading mms1_fgm_brst_l2_20170726073113_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:13: Downloading mms1_fgm_brst_l2_20170726073213_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:16: Downloading mms1_fgm_brst_l2_20170726073613_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:17: Downloading mms1_fgm_brst_l2_20170726073713_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:18: Downloading mms1_fgm_brst_l2_20170726075343_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:20: Downloading mms1_fgm_brst_l2_20170726075533_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:22: Downloading mms1_fgm_brst_l2_20170726075753_v5.98.0.cdf to pydata/mms1/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:24: Downloading mms2_fgm_brst_l2_20170726065803_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:28: Downloading mms2_fgm_brst_l2_20170726070303_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:32: Downloading mms2_fgm_brst_l2_20170726071653_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:33: Downloading mms2_fgm_brst_l2_20170726072113_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:36: Downloading mms2_fgm_brst_l2_20170726072613_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:39: Downloading mms2_fgm_brst_l2_20170726073113_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:40: Downloading mms2_fgm_brst_l2_20170726073213_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:43: Downloading mms2_fgm_brst_l2_20170726073613_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:44: Downloading mms2_fgm_brst_l2_20170726073713_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:46: Downloading mms2_fgm_brst_l2_20170726075343_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:47: Downloading mms2_fgm_brst_l2_20170726075533_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:48: Downloading mms2_fgm_brst_l2_20170726075753_v5.98.0.cdf to pydata/mms2/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:50: Downloading mms3_fgm_brst_l2_20170726065803_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:54: Downloading mms3_fgm_brst_l2_20170726070303_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:57: Downloading mms3_fgm_brst_l2_20170726071653_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:19:57: Downloading mms3_fgm_brst_l2_20170726072113_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:00: Downloading mms3_fgm_brst_l2_20170726072613_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:03: Downloading mms3_fgm_brst_l2_20170726073113_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:04: Downloading mms3_fgm_brst_l2_20170726073213_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:06: Downloading mms3_fgm_brst_l2_20170726073613_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:07: Downloading mms3_fgm_brst_l2_20170726073713_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:08: Downloading mms3_fgm_brst_l2_20170726075343_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:09: Downloading mms3_fgm_brst_l2_20170726075533_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:11: Downloading mms3_fgm_brst_l2_20170726075753_v5.98.0.cdf to pydata/mms3/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:13: Downloading mms4_fgm_brst_l2_20170726065803_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:18: Downloading mms4_fgm_brst_l2_20170726070303_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:20: Downloading mms4_fgm_brst_l2_20170726071653_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:21: Downloading mms4_fgm_brst_l2_20170726072113_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:24: Downloading mms4_fgm_brst_l2_20170726072613_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:27: Downloading mms4_fgm_brst_l2_20170726073113_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:28: Downloading mms4_fgm_brst_l2_20170726073213_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:31: Downloading mms4_fgm_brst_l2_20170726073613_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:32: Downloading mms4_fgm_brst_l2_20170726073713_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:34: Downloading mms4_fgm_brst_l2_20170726075343_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:35: Downloading mms4_fgm_brst_l2_20170726075533_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:36: Downloading mms4_fgm_brst_l2_20170726075753_v5.98.0.cdf to pydata/mms4/fgm/brst/l2/2017/07/26\n", + "19-Jan-24 11:20:56: Loaded variables:\n", + "19-Jan-24 11:20:56: Epoch\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gse_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gsm_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_b_dmpa_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_b_bcs_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_flag_brst_l2\n", + "19-Jan-24 11:20:56: Epoch_state\n", + "19-Jan-24 11:20:56: mms1_fgm_hirange_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_bdeltahalf_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_stemp_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_etemp_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_mode_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gse_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gsm_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_b_dmpa_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_b_bcs_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_flag_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_hirange_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_bdeltahalf_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_stemp_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_etemp_brst_l2\n", + "19-Jan-24 11:20:56: mms2_fgm_mode_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gse_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gsm_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_b_dmpa_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_b_bcs_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_flag_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_hirange_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_bdeltahalf_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_stemp_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_etemp_brst_l2\n", + "19-Jan-24 11:20:56: mms3_fgm_mode_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gse_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gsm_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_b_dmpa_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_b_bcs_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_flag_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_hirange_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_bdeltahalf_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_stemp_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_etemp_brst_l2\n", + "19-Jan-24 11:20:56: mms4_fgm_mode_brst_l2\n", + "19-Jan-24 11:20:56: mms1_fgm_b_dmpa_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms1_fgm_b_dmpa_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gse_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gse_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gsm_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms1_fgm_b_gsm_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms1_fgm_b_bcs_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms1_fgm_b_bcs_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms2_fgm_b_dmpa_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms2_fgm_b_dmpa_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gse_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gse_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gsm_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms2_fgm_b_gsm_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms2_fgm_b_bcs_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms2_fgm_b_bcs_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms3_fgm_b_dmpa_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms3_fgm_b_dmpa_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gse_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gse_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gsm_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms3_fgm_b_gsm_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms3_fgm_b_bcs_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms3_fgm_b_bcs_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms4_fgm_b_dmpa_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms4_fgm_b_dmpa_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gse_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gse_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gsm_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms4_fgm_b_gsm_brst_l2_btot\n", + "19-Jan-24 11:20:56: mms4_fgm_b_bcs_brst_l2_bvec\n", + "19-Jan-24 11:20:56: mms4_fgm_b_bcs_brst_l2_btot\n", + "19-Jan-24 11:20:58: Downloading mms1_fgm_srvy_l2_20170726_v5.98.0.cdf to pydata/mms1/fgm/srvy/l2/2017/07\n", + "19-Jan-24 11:23:00: Loaded variables:\n", + "19-Jan-24 11:23:00: Epoch\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gse_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gsm_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_b_dmpa_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_b_bcs_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_flag_srvy_l2\n", + "19-Jan-24 11:23:00: Epoch_state\n", + "19-Jan-24 11:23:00: mms1_fgm_hirange_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_bdeltahalf_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_stemp_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_etemp_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_mode_srvy_l2\n", + "19-Jan-24 11:23:00: mms1_fgm_b_dmpa_srvy_l2_bvec\n", + "19-Jan-24 11:23:00: mms1_fgm_b_dmpa_srvy_l2_btot\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gse_srvy_l2_bvec\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gse_srvy_l2_btot\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gsm_srvy_l2_bvec\n", + "19-Jan-24 11:23:00: mms1_fgm_b_gsm_srvy_l2_btot\n", + "19-Jan-24 11:23:00: mms1_fgm_b_bcs_srvy_l2_bvec\n", + "19-Jan-24 11:23:00: mms1_fgm_b_bcs_srvy_l2_btot\n", + "19-Jan-24 11:23:02: Downloading mms1_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf to pydata/mms1/fpi/fast/l2/des-dist/2017/07\n", + "19-Jan-24 11:25:30: Downloading mms1_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf to pydata/mms1/fpi/fast/l2/dis-dist/2017/07\n", + "19-Jan-24 11:26:30: Downloading mms1_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf to pydata/mms1/fpi/fast/l2/dis-moms/2017/07\n", + "19-Jan-24 11:26:33: Downloading mms1_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf to pydata/mms1/fpi/fast/l2/des-moms/2017/07\n", + "19-Jan-24 11:26:37: Downloading mms2_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf to pydata/mms2/fpi/fast/l2/des-dist/2017/07\n", + "19-Jan-24 11:28:54: Downloading mms2_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf to pydata/mms2/fpi/fast/l2/dis-dist/2017/07\n", + "19-Jan-24 11:29:52: Downloading mms2_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf to pydata/mms2/fpi/fast/l2/dis-moms/2017/07\n", + "19-Jan-24 11:29:55: Downloading mms2_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf to pydata/mms2/fpi/fast/l2/des-moms/2017/07\n", + "19-Jan-24 11:29:59: Downloading mms3_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf to pydata/mms3/fpi/fast/l2/des-dist/2017/07\n", + "19-Jan-24 11:32:28: Downloading mms3_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf to pydata/mms3/fpi/fast/l2/dis-dist/2017/07\n", + "19-Jan-24 11:33:25: Downloading mms3_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf to pydata/mms3/fpi/fast/l2/dis-moms/2017/07\n", + "19-Jan-24 11:33:29: Downloading mms3_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf to pydata/mms3/fpi/fast/l2/des-moms/2017/07\n", + "19-Jan-24 11:33:34: Downloading mms4_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf to pydata/mms4/fpi/fast/l2/des-dist/2017/07\n", + "19-Jan-24 11:35:54: Downloading mms4_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf to pydata/mms4/fpi/fast/l2/dis-dist/2017/07\n", + "19-Jan-24 11:36:46: Downloading mms4_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf to pydata/mms4/fpi/fast/l2/dis-moms/2017/07\n", + "19-Jan-24 11:36:48: Downloading mms4_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf to pydata/mms4/fpi/fast/l2/des-moms/2017/07\n", + "19-Jan-24 11:37:04: Loading pydata/mms1/fpi/fast/l2/des-moms/2017/07/mms1_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:04: Loading pydata/mms2/fpi/fast/l2/des-moms/2017/07/mms2_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:05: Loading pydata/mms3/fpi/fast/l2/des-moms/2017/07/mms3_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:05: Loading pydata/mms4/fpi/fast/l2/des-moms/2017/07/mms4_fpi_fast_l2_des-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:06: Loading pydata/mms1/fpi/fast/l2/des-dist/2017/07/mms1_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:07: Loading pydata/mms2/fpi/fast/l2/des-dist/2017/07/mms2_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:07: Loading pydata/mms3/fpi/fast/l2/des-dist/2017/07/mms3_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:07: Loading pydata/mms4/fpi/fast/l2/des-dist/2017/07/mms4_fpi_fast_l2_des-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:08: Loading pydata/mms1/fpi/fast/l2/dis-moms/2017/07/mms1_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:08: Loading pydata/mms2/fpi/fast/l2/dis-moms/2017/07/mms2_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:09: Loading pydata/mms3/fpi/fast/l2/dis-moms/2017/07/mms3_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:09: Loading pydata/mms4/fpi/fast/l2/dis-moms/2017/07/mms4_fpi_fast_l2_dis-moms_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:10: Loading pydata/mms1/fpi/fast/l2/dis-dist/2017/07/mms1_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:10: Loading pydata/mms2/fpi/fast/l2/dis-dist/2017/07/mms2_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:10: Loading pydata/mms3/fpi/fast/l2/dis-dist/2017/07/mms3_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:11: Loading pydata/mms4/fpi/fast/l2/dis-dist/2017/07/mms4_fpi_fast_l2_dis-dist_20170726060000_v3.3.0.cdf\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms1_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms2_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms3_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_lowen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_miden_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: The name mms4_dis_pitchangdist_highen_fast is currently not in pytplot\n", + "19-Jan-24 11:37:11: Loaded variables:\n", + "19-Jan-24 11:37:11: Epoch\n", + "19-Jan-24 11:37:11: Epoch_plus_var\n", + "19-Jan-24 11:37:11: Epoch_minus_var\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast\n", + "19-Jan-24 11:37:11: mms1_des_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms1_des_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms1_des_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms1_des_dist_fast\n", + "19-Jan-24 11:37:11: mms1_des_disterr_fast\n", + "19-Jan-24 11:37:11: mms1_des_theta_fast\n", + "19-Jan-24 11:37:11: mms1_des_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms1_des_energy_fast\n", + "19-Jan-24 11:37:11: mms1_des_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms1_des_phi_fast\n", + "19-Jan-24 11:37:11: mms1_des_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms1_des_pitchangdist_lowen_fast\n", + "19-Jan-24 11:37:11: mms1_des_pitchangdist_miden_fast\n", + "19-Jan-24 11:37:11: mms1_des_pitchangdist_highen_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_par_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_anti_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_perp_fast\n", + "19-Jan-24 11:37:11: mms1_des_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms1_des_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms1_des_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms1_des_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms1_des_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms1_des_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_des_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_des_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms1_des_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms1_des_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms1_des_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_des_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms1_des_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms1_des_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_des_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms1_des_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms1_des_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_des_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms1_des_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms1_des_alpha_fast\n", + "19-Jan-24 11:37:11: mms1_des_alpha_delta_fast\n", + "19-Jan-24 11:37:11: mms1_des_temppara_fast\n", + "19-Jan-24 11:37:11: mms1_des_tempperp_fast\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast\n", + "19-Jan-24 11:37:11: mms1_dis_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms1_dis_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms1_dis_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms1_dis_dist_fast\n", + "19-Jan-24 11:37:11: mms1_dis_disterr_fast\n", + "19-Jan-24 11:37:11: mms1_dis_theta_fast\n", + "19-Jan-24 11:37:11: mms1_dis_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energy_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms1_dis_phi_fast\n", + "19-Jan-24 11:37:11: mms1_dis_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms1_dis_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms1_dis_spectr_bg_fast\n", + "19-Jan-24 11:37:11: mms1_dis_numberdensity_bg_fast\n", + "19-Jan-24 11:37:11: mms1_dis_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms1_dis_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms1_dis_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms1_dis_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms1_dis_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_dis_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_dis_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms1_dis_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms1_dis_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms1_dis_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_dis_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms1_dis_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms1_dis_pres_bg_fast\n", + "19-Jan-24 11:37:11: mms1_dis_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_dis_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms1_dis_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms1_dis_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms1_dis_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms1_dis_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms1_dis_temppara_fast\n", + "19-Jan-24 11:37:11: mms1_dis_tempperp_fast\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast\n", + "19-Jan-24 11:37:11: mms2_des_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms2_des_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms2_des_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms2_des_dist_fast\n", + "19-Jan-24 11:37:11: mms2_des_disterr_fast\n", + "19-Jan-24 11:37:11: mms2_des_theta_fast\n", + "19-Jan-24 11:37:11: mms2_des_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms2_des_energy_fast\n", + "19-Jan-24 11:37:11: mms2_des_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms2_des_phi_fast\n", + "19-Jan-24 11:37:11: mms2_des_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms2_des_pitchangdist_lowen_fast\n", + "19-Jan-24 11:37:11: mms2_des_pitchangdist_miden_fast\n", + "19-Jan-24 11:37:11: mms2_des_pitchangdist_highen_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_par_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_anti_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_perp_fast\n", + "19-Jan-24 11:37:11: mms2_des_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms2_des_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms2_des_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms2_des_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms2_des_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms2_des_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_des_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_des_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms2_des_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms2_des_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms2_des_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_des_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms2_des_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms2_des_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_des_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms2_des_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms2_des_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_des_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms2_des_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms2_des_alpha_fast\n", + "19-Jan-24 11:37:11: mms2_des_alpha_delta_fast\n", + "19-Jan-24 11:37:11: mms2_des_temppara_fast\n", + "19-Jan-24 11:37:11: mms2_des_tempperp_fast\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast\n", + "19-Jan-24 11:37:11: mms2_dis_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms2_dis_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms2_dis_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms2_dis_dist_fast\n", + "19-Jan-24 11:37:11: mms2_dis_disterr_fast\n", + "19-Jan-24 11:37:11: mms2_dis_theta_fast\n", + "19-Jan-24 11:37:11: mms2_dis_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energy_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms2_dis_phi_fast\n", + "19-Jan-24 11:37:11: mms2_dis_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms2_dis_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms2_dis_spectr_bg_fast\n", + "19-Jan-24 11:37:11: mms2_dis_numberdensity_bg_fast\n", + "19-Jan-24 11:37:11: mms2_dis_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms2_dis_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms2_dis_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms2_dis_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms2_dis_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_dis_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_dis_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms2_dis_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms2_dis_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms2_dis_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_dis_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms2_dis_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms2_dis_pres_bg_fast\n", + "19-Jan-24 11:37:11: mms2_dis_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_dis_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms2_dis_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms2_dis_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms2_dis_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms2_dis_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms2_dis_temppara_fast\n", + "19-Jan-24 11:37:11: mms2_dis_tempperp_fast\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast\n", + "19-Jan-24 11:37:11: mms3_des_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms3_des_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms3_des_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms3_des_dist_fast\n", + "19-Jan-24 11:37:11: mms3_des_disterr_fast\n", + "19-Jan-24 11:37:11: mms3_des_theta_fast\n", + "19-Jan-24 11:37:11: mms3_des_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms3_des_energy_fast\n", + "19-Jan-24 11:37:11: mms3_des_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms3_des_phi_fast\n", + "19-Jan-24 11:37:11: mms3_des_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms3_des_pitchangdist_lowen_fast\n", + "19-Jan-24 11:37:11: mms3_des_pitchangdist_miden_fast\n", + "19-Jan-24 11:37:11: mms3_des_pitchangdist_highen_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_par_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_anti_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_perp_fast\n", + "19-Jan-24 11:37:11: mms3_des_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms3_des_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms3_des_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms3_des_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms3_des_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms3_des_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_des_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_des_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms3_des_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms3_des_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms3_des_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_des_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms3_des_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms3_des_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_des_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms3_des_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms3_des_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_des_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms3_des_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms3_des_alpha_fast\n", + "19-Jan-24 11:37:11: mms3_des_alpha_delta_fast\n", + "19-Jan-24 11:37:11: mms3_des_temppara_fast\n", + "19-Jan-24 11:37:11: mms3_des_tempperp_fast\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast\n", + "19-Jan-24 11:37:11: mms3_dis_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms3_dis_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms3_dis_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms3_dis_dist_fast\n", + "19-Jan-24 11:37:11: mms3_dis_disterr_fast\n", + "19-Jan-24 11:37:11: mms3_dis_theta_fast\n", + "19-Jan-24 11:37:11: mms3_dis_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energy_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms3_dis_phi_fast\n", + "19-Jan-24 11:37:11: mms3_dis_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms3_dis_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms3_dis_spectr_bg_fast\n", + "19-Jan-24 11:37:11: mms3_dis_numberdensity_bg_fast\n", + "19-Jan-24 11:37:11: mms3_dis_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms3_dis_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms3_dis_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms3_dis_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms3_dis_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_dis_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_dis_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms3_dis_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms3_dis_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms3_dis_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_dis_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms3_dis_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms3_dis_pres_bg_fast\n", + "19-Jan-24 11:37:11: mms3_dis_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_dis_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms3_dis_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms3_dis_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms3_dis_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms3_dis_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms3_dis_temppara_fast\n", + "19-Jan-24 11:37:11: mms3_dis_tempperp_fast\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast\n", + "19-Jan-24 11:37:11: mms4_des_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms4_des_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms4_des_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms4_des_dist_fast\n", + "19-Jan-24 11:37:11: mms4_des_disterr_fast\n", + "19-Jan-24 11:37:11: mms4_des_theta_fast\n", + "19-Jan-24 11:37:11: mms4_des_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms4_des_energy_fast\n", + "19-Jan-24 11:37:11: mms4_des_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms4_des_phi_fast\n", + "19-Jan-24 11:37:11: mms4_des_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms4_des_pitchangdist_lowen_fast\n", + "19-Jan-24 11:37:11: mms4_des_pitchangdist_miden_fast\n", + "19-Jan-24 11:37:11: mms4_des_pitchangdist_highen_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_par_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_anti_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_perp_fast\n", + "19-Jan-24 11:37:11: mms4_des_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms4_des_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms4_des_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms4_des_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms4_des_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms4_des_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_des_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_des_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms4_des_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms4_des_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms4_des_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_des_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms4_des_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms4_des_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_des_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms4_des_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms4_des_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_des_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms4_des_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms4_des_alpha_fast\n", + "19-Jan-24 11:37:11: mms4_des_alpha_delta_fast\n", + "19-Jan-24 11:37:11: mms4_des_temppara_fast\n", + "19-Jan-24 11:37:11: mms4_des_tempperp_fast\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast\n", + "19-Jan-24 11:37:11: mms4_dis_compressionloss_fast\n", + "19-Jan-24 11:37:11: mms4_dis_startdelphi_count_fast\n", + "19-Jan-24 11:37:11: mms4_dis_startdelphi_angle_fast\n", + "19-Jan-24 11:37:11: mms4_dis_dist_fast\n", + "19-Jan-24 11:37:11: mms4_dis_disterr_fast\n", + "19-Jan-24 11:37:11: mms4_dis_theta_fast\n", + "19-Jan-24 11:37:11: mms4_dis_theta_delta_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energy_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energy_delta_fast\n", + "19-Jan-24 11:37:11: mms4_dis_phi_fast\n", + "19-Jan-24 11:37:11: mms4_dis_phi_delta_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_px_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_mx_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_py_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_my_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_pz_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_mz_fast\n", + "19-Jan-24 11:37:11: mms4_dis_energyspectr_omni_fast\n", + "19-Jan-24 11:37:11: mms4_dis_spectr_bg_fast\n", + "19-Jan-24 11:37:11: mms4_dis_numberdensity_bg_fast\n", + "19-Jan-24 11:37:11: mms4_dis_numberdensity_fast\n", + "19-Jan-24 11:37:11: mms4_dis_numberdensity_err_fast\n", + "19-Jan-24 11:37:11: mms4_dis_densityextrapolation_low_fast\n", + "19-Jan-24 11:37:11: mms4_dis_densityextrapolation_high_fast\n", + "19-Jan-24 11:37:11: mms4_dis_bulkv_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_dis_bulkv_spintone_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_dis_bulkv_gse_fast\n", + "19-Jan-24 11:37:11: mms4_dis_bulkv_spintone_gse_fast\n", + "19-Jan-24 11:37:11: mms4_dis_bulkv_err_fast\n", + "19-Jan-24 11:37:11: mms4_dis_prestensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_dis_prestensor_gse_fast\n", + "19-Jan-24 11:37:11: mms4_dis_prestensor_err_fast\n", + "19-Jan-24 11:37:11: mms4_dis_pres_bg_fast\n", + "19-Jan-24 11:37:11: mms4_dis_temptensor_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_dis_temptensor_gse_fast\n", + "19-Jan-24 11:37:11: mms4_dis_temptensor_err_fast\n", + "19-Jan-24 11:37:11: mms4_dis_heatq_dbcs_fast\n", + "19-Jan-24 11:37:11: mms4_dis_heatq_gse_fast\n", + "19-Jan-24 11:37:11: mms4_dis_heatq_err_fast\n", + "19-Jan-24 11:37:11: mms4_dis_temppara_fast\n", + "19-Jan-24 11:37:11: mms4_dis_tempperp_fast\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms1_des_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms2_des_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms3_des_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms4_des_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms1_des_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms2_des_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms3_des_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms4_des_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms1_dis_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms2_dis_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms3_dis_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_moms\n", + "19-Jan-24 11:37:11: mms4_dis_compressionloss_fast_moms\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms1_dis_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms2_dis_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms3_dis_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_dist\n", + "19-Jan-24 11:37:11: mms4_dis_compressionloss_fast_dist\n", + "19-Jan-24 11:37:11: mms1_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms1_dis_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms1_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms1_des_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms2_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms2_dis_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms2_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms2_des_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms3_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms3_dis_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms3_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms3_des_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms4_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_dist_flagbars_dist\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms4_dis_errorflags_fast_moms_flagbars_mini\n", + "19-Jan-24 11:37:11: mms4_des_pitchangdist_avg\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_moms_flagbars_full\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_moms_flagbars_main\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_moms_flagbars_others\n", + "19-Jan-24 11:37:11: mms4_des_errorflags_fast_moms_flagbars_mini\n" ] } ], @@ -1160,12 +1192,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:57:04.930471Z", - "start_time": "2024-01-19T03:56:11.138919Z" + "end_time": "2024-01-19T19:37:11.311813Z", + "start_time": "2024-01-19T19:18:47.338109Z" } }, "id": "11b4ab0fdaa0023d", - "execution_count": 10 + "execution_count": 12 }, { "cell_type": "markdown", @@ -1184,37 +1216,263 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:57:04: ['gei', 'gse']\n", - "18-Jan-24 19:57:04: Running transformation: subgei2gse\n", - "18-Jan-24 19:57:04: Output variable: mms1_defeph_pos_gse\n", - "18-Jan-24 19:57:04: ['gei', 'gse']\n", - "18-Jan-24 19:57:04: Running transformation: subgei2gse\n", - "18-Jan-24 19:57:04: Output variable: mms2_defeph_pos_gse\n", - "18-Jan-24 19:57:04: ['gei', 'gse']\n", - "18-Jan-24 19:57:04: Running transformation: subgei2gse\n", - "18-Jan-24 19:57:04: Output variable: mms3_defeph_pos_gse\n", - "18-Jan-24 19:57:04: ['gei', 'gse']\n", - "18-Jan-24 19:57:04: Running transformation: subgei2gse\n", - "18-Jan-24 19:57:04: Output variable: mms4_defeph_pos_gse\n" + "19-Jan-24 11:38:50: Loading pydata/mms1/mec/srvy/l2/epht89q/2017/07/mms1_mec_srvy_l2_epht89q_20170726_v2.0.1.cdf\n", + "19-Jan-24 11:38:50: Loading pydata/mms2/mec/srvy/l2/epht89q/2017/07/mms2_mec_srvy_l2_epht89q_20170726_v2.0.1.cdf\n", + "19-Jan-24 11:38:50: Loading pydata/mms3/mec/srvy/l2/epht89q/2017/07/mms3_mec_srvy_l2_epht89q_20170726_v2.0.1.cdf\n", + "19-Jan-24 11:38:50: Loading pydata/mms4/mec/srvy/l2/epht89q/2017/07/mms4_mec_srvy_l2_epht89q_20170726_v2.0.1.cdf\n", + "19-Jan-24 11:38:51: Loaded variables:\n", + "19-Jan-24 11:38:51: mms1_mec_dipole_tilt\n", + "19-Jan-24 11:38:51: mms1_mec_gmst\n", + "19-Jan-24 11:38:51: mms1_mec_mlat\n", + "19-Jan-24 11:38:51: mms1_mec_mlt\n", + "19-Jan-24 11:38:51: mms1_mec_l_dipole\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_bcs\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_dbcs\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_dmpa\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_smpa\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_dsl\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_ssl\n", + "19-Jan-24 11:38:51: mms1_mec_L_vec\n", + "19-Jan-24 11:38:51: mms1_mec_Z_vec\n", + "19-Jan-24 11:38:51: mms1_mec_P_vec\n", + "19-Jan-24 11:38:51: mms1_mec_L_phase\n", + "19-Jan-24 11:38:51: mms1_mec_Z_phase\n", + "19-Jan-24 11:38:51: mms1_mec_P_phase\n", + "19-Jan-24 11:38:51: mms1_mec_kp\n", + "19-Jan-24 11:38:51: mms1_mec_dst\n", + "19-Jan-24 11:38:51: mms1_mec_earth_eclipse_flag\n", + "19-Jan-24 11:38:51: mms1_mec_moon_eclipse_flag\n", + "19-Jan-24 11:38:51: mms1_mec_r_eci\n", + "19-Jan-24 11:38:51: mms1_mec_v_eci\n", + "19-Jan-24 11:38:51: mms1_mec_r_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_v_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_r_geo\n", + "19-Jan-24 11:38:51: mms1_mec_v_geo\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_geo\n", + "19-Jan-24 11:38:51: mms1_mec_r_sm\n", + "19-Jan-24 11:38:51: mms1_mec_v_sm\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_sm\n", + "19-Jan-24 11:38:51: mms1_mec_r_gse\n", + "19-Jan-24 11:38:51: mms1_mec_v_gse\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_gse\n", + "19-Jan-24 11:38:51: mms1_mec_r_gse2000\n", + "19-Jan-24 11:38:51: mms1_mec_v_gse2000\n", + "19-Jan-24 11:38:51: mms1_mec_quat_eci_to_gse2000\n", + "19-Jan-24 11:38:51: mms1_mec_geod_lat\n", + "19-Jan-24 11:38:51: mms1_mec_geod_lon\n", + "19-Jan-24 11:38:51: mms1_mec_geod_height\n", + "19-Jan-24 11:38:51: mms1_mec_r_sun_de421_eci\n", + "19-Jan-24 11:38:51: mms1_mec_r_moon_de421_eci\n", + "19-Jan-24 11:38:51: mms1_mec_fieldline_type\n", + "19-Jan-24 11:38:51: mms1_mec_bsc_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_loss_cone_angle_s\n", + "19-Jan-24 11:38:51: mms1_mec_loss_cone_angle_n\n", + "19-Jan-24 11:38:51: mms1_mec_pfs_geod_latlon\n", + "19-Jan-24 11:38:51: mms1_mec_pfn_geod_latlon\n", + "19-Jan-24 11:38:51: mms1_mec_pfs_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_bfs_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_pfn_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_bfn_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_pmin_gsm\n", + "19-Jan-24 11:38:51: mms1_mec_bmin_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_dipole_tilt\n", + "19-Jan-24 11:38:51: mms2_mec_gmst\n", + "19-Jan-24 11:38:51: mms2_mec_mlat\n", + "19-Jan-24 11:38:51: mms2_mec_mlt\n", + "19-Jan-24 11:38:51: mms2_mec_l_dipole\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_bcs\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_dbcs\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_dmpa\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_smpa\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_dsl\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_ssl\n", + "19-Jan-24 11:38:51: mms2_mec_L_vec\n", + "19-Jan-24 11:38:51: mms2_mec_Z_vec\n", + "19-Jan-24 11:38:51: mms2_mec_P_vec\n", + "19-Jan-24 11:38:51: mms2_mec_L_phase\n", + "19-Jan-24 11:38:51: mms2_mec_Z_phase\n", + "19-Jan-24 11:38:51: mms2_mec_P_phase\n", + "19-Jan-24 11:38:51: mms2_mec_kp\n", + "19-Jan-24 11:38:51: mms2_mec_dst\n", + "19-Jan-24 11:38:51: mms2_mec_earth_eclipse_flag\n", + "19-Jan-24 11:38:51: mms2_mec_moon_eclipse_flag\n", + "19-Jan-24 11:38:51: mms2_mec_r_eci\n", + "19-Jan-24 11:38:51: mms2_mec_v_eci\n", + "19-Jan-24 11:38:51: mms2_mec_r_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_v_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_r_geo\n", + "19-Jan-24 11:38:51: mms2_mec_v_geo\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_geo\n", + "19-Jan-24 11:38:51: mms2_mec_r_sm\n", + "19-Jan-24 11:38:51: mms2_mec_v_sm\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_sm\n", + "19-Jan-24 11:38:51: mms2_mec_r_gse\n", + "19-Jan-24 11:38:51: mms2_mec_v_gse\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_gse\n", + "19-Jan-24 11:38:51: mms2_mec_r_gse2000\n", + "19-Jan-24 11:38:51: mms2_mec_v_gse2000\n", + "19-Jan-24 11:38:51: mms2_mec_quat_eci_to_gse2000\n", + "19-Jan-24 11:38:51: mms2_mec_geod_lat\n", + "19-Jan-24 11:38:51: mms2_mec_geod_lon\n", + "19-Jan-24 11:38:51: mms2_mec_geod_height\n", + "19-Jan-24 11:38:51: mms2_mec_r_sun_de421_eci\n", + "19-Jan-24 11:38:51: mms2_mec_r_moon_de421_eci\n", + "19-Jan-24 11:38:51: mms2_mec_fieldline_type\n", + "19-Jan-24 11:38:51: mms2_mec_bsc_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_loss_cone_angle_s\n", + "19-Jan-24 11:38:51: mms2_mec_loss_cone_angle_n\n", + "19-Jan-24 11:38:51: mms2_mec_pfs_geod_latlon\n", + "19-Jan-24 11:38:51: mms2_mec_pfn_geod_latlon\n", + "19-Jan-24 11:38:51: mms2_mec_pfs_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_bfs_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_pfn_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_bfn_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_pmin_gsm\n", + "19-Jan-24 11:38:51: mms2_mec_bmin_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_dipole_tilt\n", + "19-Jan-24 11:38:51: mms3_mec_gmst\n", + "19-Jan-24 11:38:51: mms3_mec_mlat\n", + "19-Jan-24 11:38:51: mms3_mec_mlt\n", + "19-Jan-24 11:38:51: mms3_mec_l_dipole\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_bcs\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_dbcs\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_dmpa\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_smpa\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_dsl\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_ssl\n", + "19-Jan-24 11:38:51: mms3_mec_L_vec\n", + "19-Jan-24 11:38:51: mms3_mec_Z_vec\n", + "19-Jan-24 11:38:51: mms3_mec_P_vec\n", + "19-Jan-24 11:38:51: mms3_mec_L_phase\n", + "19-Jan-24 11:38:51: mms3_mec_Z_phase\n", + "19-Jan-24 11:38:51: mms3_mec_P_phase\n", + "19-Jan-24 11:38:51: mms3_mec_kp\n", + "19-Jan-24 11:38:51: mms3_mec_dst\n", + "19-Jan-24 11:38:51: mms3_mec_earth_eclipse_flag\n", + "19-Jan-24 11:38:51: mms3_mec_moon_eclipse_flag\n", + "19-Jan-24 11:38:51: mms3_mec_r_eci\n", + "19-Jan-24 11:38:51: mms3_mec_v_eci\n", + "19-Jan-24 11:38:51: mms3_mec_r_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_v_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_r_geo\n", + "19-Jan-24 11:38:51: mms3_mec_v_geo\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_geo\n", + "19-Jan-24 11:38:51: mms3_mec_r_sm\n", + "19-Jan-24 11:38:51: mms3_mec_v_sm\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_sm\n", + "19-Jan-24 11:38:51: mms3_mec_r_gse\n", + "19-Jan-24 11:38:51: mms3_mec_v_gse\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_gse\n", + "19-Jan-24 11:38:51: mms3_mec_r_gse2000\n", + "19-Jan-24 11:38:51: mms3_mec_v_gse2000\n", + "19-Jan-24 11:38:51: mms3_mec_quat_eci_to_gse2000\n", + "19-Jan-24 11:38:51: mms3_mec_geod_lat\n", + "19-Jan-24 11:38:51: mms3_mec_geod_lon\n", + "19-Jan-24 11:38:51: mms3_mec_geod_height\n", + "19-Jan-24 11:38:51: mms3_mec_r_sun_de421_eci\n", + "19-Jan-24 11:38:51: mms3_mec_r_moon_de421_eci\n", + "19-Jan-24 11:38:51: mms3_mec_fieldline_type\n", + "19-Jan-24 11:38:51: mms3_mec_bsc_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_loss_cone_angle_s\n", + "19-Jan-24 11:38:51: mms3_mec_loss_cone_angle_n\n", + "19-Jan-24 11:38:51: mms3_mec_pfs_geod_latlon\n", + "19-Jan-24 11:38:51: mms3_mec_pfn_geod_latlon\n", + "19-Jan-24 11:38:51: mms3_mec_pfs_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_bfs_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_pfn_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_bfn_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_pmin_gsm\n", + "19-Jan-24 11:38:51: mms3_mec_bmin_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_dipole_tilt\n", + "19-Jan-24 11:38:51: mms4_mec_gmst\n", + "19-Jan-24 11:38:51: mms4_mec_mlat\n", + "19-Jan-24 11:38:51: mms4_mec_mlt\n", + "19-Jan-24 11:38:51: mms4_mec_l_dipole\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_bcs\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_dbcs\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_dmpa\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_smpa\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_dsl\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_ssl\n", + "19-Jan-24 11:38:51: mms4_mec_L_vec\n", + "19-Jan-24 11:38:51: mms4_mec_Z_vec\n", + "19-Jan-24 11:38:51: mms4_mec_P_vec\n", + "19-Jan-24 11:38:51: mms4_mec_L_phase\n", + "19-Jan-24 11:38:51: mms4_mec_Z_phase\n", + "19-Jan-24 11:38:51: mms4_mec_P_phase\n", + "19-Jan-24 11:38:51: mms4_mec_kp\n", + "19-Jan-24 11:38:51: mms4_mec_dst\n", + "19-Jan-24 11:38:51: mms4_mec_earth_eclipse_flag\n", + "19-Jan-24 11:38:51: mms4_mec_moon_eclipse_flag\n", + "19-Jan-24 11:38:51: mms4_mec_r_eci\n", + "19-Jan-24 11:38:51: mms4_mec_v_eci\n", + "19-Jan-24 11:38:51: mms4_mec_r_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_v_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_r_geo\n", + "19-Jan-24 11:38:51: mms4_mec_v_geo\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_geo\n", + "19-Jan-24 11:38:51: mms4_mec_r_sm\n", + "19-Jan-24 11:38:51: mms4_mec_v_sm\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_sm\n", + "19-Jan-24 11:38:51: mms4_mec_r_gse\n", + "19-Jan-24 11:38:51: mms4_mec_v_gse\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_gse\n", + "19-Jan-24 11:38:51: mms4_mec_r_gse2000\n", + "19-Jan-24 11:38:51: mms4_mec_v_gse2000\n", + "19-Jan-24 11:38:51: mms4_mec_quat_eci_to_gse2000\n", + "19-Jan-24 11:38:51: mms4_mec_geod_lat\n", + "19-Jan-24 11:38:51: mms4_mec_geod_lon\n", + "19-Jan-24 11:38:51: mms4_mec_geod_height\n", + "19-Jan-24 11:38:51: mms4_mec_r_sun_de421_eci\n", + "19-Jan-24 11:38:51: mms4_mec_r_moon_de421_eci\n", + "19-Jan-24 11:38:51: mms4_mec_fieldline_type\n", + "19-Jan-24 11:38:51: mms4_mec_bsc_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_loss_cone_angle_s\n", + "19-Jan-24 11:38:51: mms4_mec_loss_cone_angle_n\n", + "19-Jan-24 11:38:51: mms4_mec_pfs_geod_latlon\n", + "19-Jan-24 11:38:51: mms4_mec_pfn_geod_latlon\n", + "19-Jan-24 11:38:51: mms4_mec_pfs_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_bfs_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_pfn_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_bfn_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_pmin_gsm\n", + "19-Jan-24 11:38:51: mms4_mec_bmin_gsm\n", + "19-Jan-24 11:38:51: Interpolating the data to the MEC quaternion time stamps.\n", + "19-Jan-24 11:38:51: tinterpol (linear) was applied to: mms1_defeph_pos-itrp\n", + "19-Jan-24 11:38:51: Interpolating the data to the MEC quaternion time stamps.\n", + "19-Jan-24 11:38:51: tinterpol (linear) was applied to: mms2_defeph_pos-itrp\n", + "19-Jan-24 11:38:51: Interpolating the data to the MEC quaternion time stamps.\n", + "19-Jan-24 11:38:52: tinterpol (linear) was applied to: mms3_defeph_pos-itrp\n", + "19-Jan-24 11:38:52: Interpolating the data to the MEC quaternion time stamps.\n", + "19-Jan-24 11:38:52: tinterpol (linear) was applied to: mms4_defeph_pos-itrp\n" ] } ], "source": [ - "for i in ('1','2','3','4'): pyspedas.cotrans('mms'+i+'_defeph_pos',coord_in='gei',coord_out='gse')" + "# To use the MMS qcotrans routine, the quaternions representing the transforms must be\n", + "# loaded from the MEC dataset.\n", + "pyspedas.mms.mec(trange=['2017-07-26/07:00','2017-07-26/08:00'], probe=['1','2','3','4'])\n", + "\n", + "for i in ('1','2','3','4'): pyspedas.mms.mms_qcotrans('mms'+i+'_defeph_pos','mms'+i+'_defeph_pos_gse',in_coord='eci',out_coord='gse')" ], "metadata": { "collapsed": false, "ExecuteTime": { - "start_time": "2024-01-19T03:57:04.997126Z" + "end_time": "2024-01-19T19:38:52.049304Z", + "start_time": "2024-01-19T19:38:48.921322Z" } }, "id": "9167c068ab52a1a6", - "execution_count": 11 + "execution_count": 18 }, { "cell_type": "markdown", "source": [ - "Figure 1 in Zhang's study shows the magnetic field, the ion velocity, electron density, and ion and electron energy spectra. We will make a few adjustents to the time range and plot options, to more closely match the published figure." + "Figure 1 in Zhang's study shows the magnetic field, the ion velocity, electron density, and ion and electron energy spectra. We will make a few adjustments to the time range and plot options, to more closely match the published figure." ], "metadata": { "collapsed": false @@ -1227,7 +1485,7 @@ { "data": { "text/plain": "
", - "image/png": 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -1238,7 +1496,7 @@ "timespan('2017-07-26/07:10',40,'minutes')\n", "# Zhang uses a linear scale for the density\n", "options('mms1_des_numberdensity_fast','ylog',False)\n", - "vars=['mms1_fgm_b_gse_srvy_l2','mms1_dis_bulkv_gse_fast','mms1_des_numberdensity_fast','mms1_des_energyspectr_omni_fast','mms1_dis_energyspectr_omni_fast']\n", + "fig1_vars=['mms1_fgm_b_gse_srvy_l2','mms1_dis_bulkv_gse_fast','mms1_des_numberdensity_fast','mms1_des_energyspectr_omni_fast','mms1_dis_energyspectr_omni_fast']\n", "# We want to highlight some time intervals, to be explained below\n", "trange_tailward = [time_double('2017-07-26/07:21:13'),time_double('2017-07-26/07:26:57')]\n", "trange_reversal = [time_double('2017-07-26/07:26:57'),time_double('2017-07-26/07:30:00')]\n", @@ -1246,17 +1504,17 @@ "highlight(vars,trange_tailward,color='g',fill=True,alpha=0.2)\n", "highlight(vars,trange_reversal,color='r',fill=True,alpha=0.2)\n", "highlight(vars,trange_earthward,color='b',fill=True,alpha=0.2)\n", - "tplot(vars)" + "tplot(fig1_vars)" ], "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:57:06.392248Z", - "start_time": "2024-01-19T03:57:05.002194Z" + "end_time": "2024-01-19T19:39:26.913231Z", + "start_time": "2024-01-19T19:39:25.570045Z" } }, "id": "85857c807f1e6e91", - "execution_count": 12 + "execution_count": 19 }, { "cell_type": "markdown", @@ -1267,7 +1525,7 @@ "\n", "> [...] we divide the whole turbulence region (07:21:13–07:38:42 UT) into three areas according to ion flow velocity (Figure 1(b)): tailward flow region (07:21:13–07:26:57 UT); reversal flow region (07:26:57–07:30:00 UT); and earthward flow region (07:30:00–07:38:42 UT)\n", "\n", - "The tailward, reversal, and earthward intervals are highlighted in green, red, and blue in the previous plot." + "The tailward, reversal, and earthward intervals are highlighted in green, red, and blue in the plot." ], "metadata": { "collapsed": false @@ -1291,25 +1549,25 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:57:10: tsmooth was applied to: mms1_fgm_b_gse_brst_l2_sm\n", - "18-Jan-24 19:57:14: tsmooth was applied to: mms2_fgm_b_gse_brst_l2_sm\n", - "18-Jan-24 19:57:18: tsmooth was applied to: mms3_fgm_b_gse_brst_l2_sm\n", - "18-Jan-24 19:57:22: tsmooth was applied to: mms4_fgm_b_gse_brst_l2_sm\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: pos1_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: pos2_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: pos3_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: pos4_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: b1_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: b2_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: b3_i\n", - "18-Jan-24 19:57:22: tinterpol (linear) was applied to: b4_i\n", - "18-Jan-24 19:57:40: Calculations completed\n" + "19-Jan-24 11:39:41: tsmooth was applied to: mms1_fgm_b_gse_brst_l2_sm\n", + "19-Jan-24 11:39:45: tsmooth was applied to: mms2_fgm_b_gse_brst_l2_sm\n", + "19-Jan-24 11:39:49: tsmooth was applied to: mms3_fgm_b_gse_brst_l2_sm\n", + "19-Jan-24 11:39:53: tsmooth was applied to: mms4_fgm_b_gse_brst_l2_sm\n", + "19-Jan-24 11:39:53: tinterpol (linear) was applied to: pos1_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: pos2_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: pos3_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: pos4_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: b1_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: b2_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: b3_i\n", + "19-Jan-24 11:39:54: tinterpol (linear) was applied to: b4_i\n", + "19-Jan-24 11:40:11: Calculations completed\n" ] }, { "data": { "text/plain": "
", - "image/png": 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -1325,12 +1583,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:58:01.070928Z", - "start_time": "2024-01-19T03:57:06.392060Z" + "end_time": "2024-01-19T19:40:32.009039Z", + "start_time": "2024-01-19T19:39:37.615469Z" } }, "id": "7eb199a88d948c15", - "execution_count": 13 + "execution_count": 20 }, { "cell_type": "markdown", @@ -1349,19 +1607,19 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:58:01: No data found in the time range: null_type3\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type4\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type5\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type7\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type8\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type9\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type10\n" + "19-Jan-24 11:40:42: No data found in the time range: null_type3\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type4\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type5\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type7\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type8\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type9\n", + "19-Jan-24 11:40:42: No data found in the time range: null_type10\n" ] }, { "data": { "text/plain": "
", - "image/png": 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -1375,12 +1633,12 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:58:01.262021Z", - "start_time": "2024-01-19T03:58:01.075157Z" + "end_time": "2024-01-19T19:40:42.952638Z", + "start_time": "2024-01-19T19:40:42.751199Z" } }, "id": "ce076048455dd38d", - "execution_count": 14 + "execution_count": 21 }, { "cell_type": "markdown", @@ -1409,17 +1667,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "18-Jan-24 19:58:01: No data found in the time range: null_type6\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type7\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type8\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type9\n", - "18-Jan-24 19:58:01: No data found in the time range: null_type10\n" + "19-Jan-24 11:41:07: No data found in the time range: null_type6\n", + "19-Jan-24 11:41:07: No data found in the time range: null_type7\n", + "19-Jan-24 11:41:07: No data found in the time range: null_type8\n", + "19-Jan-24 11:41:07: No data found in the time range: null_type9\n", + "19-Jan-24 11:41:07: No data found in the time range: null_type10\n" ] }, { "data": { "text/plain": "
", - "image/png": 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" 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E2u2YqxqgrCw01Xd8PKSn94jQRo7OZHTgN922bdvweDxtm3pOjqot88KLiIiIiPRkbreb7du3k52djdPp7O7miPR6hgEeD1RWBqmoCOD3+zCZaoiM9JMQH0m01Yq5cRDixtAmMlKhTRc60vdeW+732zUa2B/+8Af++9//8s9//jO87vvf/z6vvfYaEErB582bR0pKSnsOLyIiIiIiIiKHEQxCTQ3s3++nri6AYTRgtdYTH28hLiYah9eBqcoNJSUQEREKbTIyFNr0cu0aRvrFF19sMsbNRx99xKuvvsrMmTP5wx/+wLZt23j44Yc7rJEiIiIiIiIixzOvF0pKgmzc6OObbxooLCzFMEro37+BkYPtjEiwkFpbg7OoCJPXG5o5auhQ6N9fFTd9RLsqcHbu3Nmkm9Sbb75JdnY2f/rTnwDYu3cvf/vb3zqmhSIiIiIiIiLHGcOA2tpQlU1NTYBg0IPVWkdcnJn4uGicPjumqoZQlY3DAbGxkJQEvWTKcmm7dgU4hw6b85///IeLL744/HzgwIHhUcxFRERERERE5Oh8PqiqMigv9+P1+oE6XC4vGRkuYpxOLDUWqK6GumqIjobk5NAMUqquOS60K8AZOnQo77zzDj/60Y/46KOPKCoq4rzzzgtv3717N3FxcR3VRhERERER6WM0a5RIqMqmvj5UZVNdHSQQ8GCx1BEXZyI+LgpXwI6p2g2lpWC3h6pssrNVZdPLdNT3XbsCnLvuuourrrqK+Ph46urqGDFiBOeee254+2effcaYMWM6pIEiIiIiItJ3WL698fR6vbhcrm5ujUjX8/mgpsagvNxHQ0MQqMfl8pCW5iTG5cRaZ4WqKiiqhqgoSEjQAMS9XH19PQA2m+2YjtOuAOfKK68kMTGRefPmERcXx6233orVGjrU/v37SUhI4Nprrz2mhomIiIiISN9jtVqJiIigtLQUm82G2dyueVVEegWfD9xug9raAPX1QQKBIIbhx2z2EBVlkNk/AqdhYKr1wr5K/DYb/qio0ADE1oNu1z2e7nsT0m6GYVBfX09JSQlxcXHhALu9TIZqF3u8tswLLyIiIiLS03m9XrZv304wGOzupoh0mGAQPB4DtzuI220QDBoYRgCz2YfNZuB0mnE47NhMJkweD7jdoRfZ7eByhX6qyqZPiouLIzU1FVMLf75tud9vVwWOiIiIiIhIe9ntdoYMGYLX6+3upoi0S3U1rFsX5MsvK/nqqwbKytx4vWVER+9k8OAGTjklgbFjhzHI7sK6cSd88w0UFIQCm4wMOPFEOOWU0KxR0qfZbLZjrrxp1KoAJzs7G7PZzMaNG7HZbGRnZ7eYHB3MZDKxdevWDmmkiIiIiIj0LWazGafT2d3NEDmqmhpYsSLIhx+WsXBhPcXFDXi9JcTEFHDCCQ2cd14Sp54yiuHODCyrS2HFenj73/BmAAYOhJNOggsvhBEj4BjHQJHjW6sCnKlTp2IymcL9Uxufi4iIiIiIiPQVdXWwYkWAjz4qZcGCevbscePxlBEbu5WRIxu4/vok8qeMYqj927BmZQH8+z/w3kFhzVVXKayRTqExcHoBjYEjIiIiIiLS8fbuhfffr2bOnFLWr/fh8ZQRE7ONE05o4JxzEjlt6gkMtdsxr1oFK1fC+vUQCMCAAaGw5qSTYORIhTXSbhoDR0REREREROQQu3bBnDllzJ1bQUGBl2CwiKysHUyfHsXsp3IZEZGO+au9sHIDfDAP/s9/oLLmyisV1ki3alWAs2DBgnYdPD8/v12vExERERERETkWhgEFBQb//Gcx8+bVsHOnB4tlD0OGFHHxxfFcetEYBlQmwoJvYNHHsPhvkJ2tsEZ6rFZ1oTKbzU3GvDEMo1Vj4AQCgWNrnQDqQiUiIiIiInI0wSCsXevnH//Yw3/+00BRUQNOZyGjRlVw+eXJXHB2Lsk7dsCCBbB8Ofj9odmg8vPh5JMhOrq734Ichzq8C9X8+fObPPd4PNx9993U19czc+ZMhg0bBsDGjRt58cUXiYyM5Kmnnmpn80VERERERESOLBCApUvd/P3vu/n8cy+lpfVERRUyfnw9992XxrmThxO9rhQWbIE5b8F7VsjLgylT4M47QbOgSS/TrkGM77zzTr788ksWLFjQbOq/+vp6pk6dSn5+Ps8880yHNfR4pgocERERERE53vl88MUXtbzxxm7++98AlZV1xMfv4pRTAnzvewPIH5mJY/lyWLgQNmyAqKhQZU1+fqjSxqohYKXn6fRBjN944w0eeOCBZuENQEREBNdeey2PPvqoAhwRERERERFpl8pKgw8/LOOdd/axfLlBbW0dKSmFnHGGhddeG0xeWj8s/y0IBTa/3QFJSXDqqXDTTTB8OLRi2A+R3qRdAU5dXR3FxcWH3V5cXEx9fX27GyUiIiIiIiLHD68X/vvfGt55Zw9ffumlqMiP2VxNVlYJZ5wRwS8fHMpImx3TwnWhwObhEujfP1Rdc889oWm9Rfq4dgU4Z511Fr///e8ZP348l112WZNtb7/9Nr///e8599xzO6SB0nYFBaHwOS6uu1siIiIiIiLSlGHA+vVe3n67kM8+q2XLFvD7G0hOLuLkk8088kg6Z0waRMTGjbB8DyxdCndXw5AhocDmqaegX7/ufhsiXa5dY+Ds2bOHM844g4KCAtLS0sjJyQFg69atFBUVMXjwYD777DP69+/f4Q0+HrV1DJw5c/y8+aaVqioYNiz0HTdlCiQnd0FjRUREREREDrJ3b5B33tnDhx/uZ+1aqK31EB1dwpgxXs47L5GLzx9GcmkJLFsWWgoLITISxo2DCRNCAw/Hxnb32xDpFG25329XgAPgdrt5/vnn+eCDD9i5cycAAwYMYPr06dx88824XK72HFZa0NYA56+/+Q3vLlxI6oCBDBlyPoYxhbVr4ykthezsUKAzdSqkp3dB40VERERE5LhRXw8ffVTKe+/tZenSIGVlPuz2KoYNq+TMM6O5/LIchjpMmJYvD4U1GzeGxqo54YRQWDNhAmRkaPwaOW50SYAjXafNs1D985/wz39SX1vLluhoPnG7Wej3E98/k5Ejp2MyTWX9+iSKikykp4fCnPx8GDhQ35MiIiIiItI6gQAsWVLNnDm7WbjQw65dBiZTPf37lzJlioPLLstk0pAUrKtWhcKaVavA4wndeDSGNcOGgcXS3W9FpNsowOlj2j2NuN8f+pJcsAAWL8ZdUcH2iAg+CwT43OvFmZbG6NHTsNnOYNOmVHbuNJGUFOpuNXUqDB2qQEdEREREREJ27/bz5pu7+PDDStavN+P1eklM3MfEiXDhhf04N38QUVs2h8Ka5cuhogISEg6ENWPGQAszGYsczxTg9DHtDnAOFQzCN9+ERm3/8ks8+/ZR6HCwwDD4xOPB6NePMWPOxuE4i+3bM9m82URsbGgmvvx8GDUKzOaOe18iIiIiItIzeTzw2WflvPVWEYsXBygr8+N0VjJqVC3TpsVxxaXDSK8qPzBuzc6dEBEBY8eGwprx40PhjYgckQKcPqbDApxDGQZs3Rqq0FmwAO/u3RSbzfzXauU/DQ3UJyczduzpREaeQ2FhNuvXm3E6YfLkUKAzdixY2zWPmYiIiIi0RSAQZOPGvaxYUcLXX1exZYuHnTuhrs5MbGyApCRITTWTnu5gwIAIBg6MYujQePr3T8But3V386WHMwwoKPDy5pu7+PjjGjZvNhEINJCevo8pU2zMmDGQk3MSsSxfDkuWwNdfh140cuSB6prMTJXvi7SDApw+ptMCnJYUFoYqdBYswL91K/uCQZba7XxUX09pQgLjTppKXNw0iouHsmaNGYcDpk+Hiy8OTV0uIiIiIm3n8fhZubKYr74qY926GrZu9VFYaKay0oVhmAETMTEBMjIC5ORYGTEiinHjEunfP5pt26rYvr2GXbsa2LPHw969AcrLTVRUWKivh8b/7huGCbu9gdhYLwkJBikpJtLSbGRmOhkwIJLBg2MZOjSR6OgITLoR79Pq6mDevBLmzt3HsmUGlZUeIiLKGDOmgQsuSOaS84eSVLQ7FNYsWQLl5aH/7E+aBCefDKNH6ze5Ih1EAU4f06UBzqFKSuDLL2HhQvzffEO518sKp5OP6uspjItj7PgziI7+LsuWpVFXB+eeC5deqhmuREREOoJhQFUV7N4NO3cGKSxsIC3NSWqqheRkSEkJzbSre+2eb/9+D0uXFrNq1X42bqxj27YgRUUW6ursQKibemKih6wsgyFD7JxwQgx5eSmMyrRiK9oFO3aEuqg0Lm536AIxmUJL43/pIyMhOTl0s52c3OSxkZRMhTmWgh21FBRUsXNnHbt3uyku9lNSYrB/v5nqait+vwGEjmcyBYmMdJOQ4CcxEZKTraSl2cjIiCArK5KBA2MYPDie6GiNa9JTGQasW+fhzTd38emn9WzfHgRqycws4fTTXVxxRTYnpcdgXrYMFi8ODblgsUBubiismThRv6kV6UQKcPqYbg1wDlVVBYsWwYIFBFatoqy+ng8tFv4PGDb5LFJSruGrr7IoKzNxxhlw2WWhqctFRESkucZwZtcug82bG9iwoYatW73s2xegoaGBhoYGoBKns5yIiDLi4vxUVVnweKLxeGLxeuMwDBd2uwO73YHDYSM+3vRtVxo7WVkuBg6MJCPDFr6Xj4pS4NPRvF6D9esrWb26jA0bqti61cOOHQb79tnwekMftt3uo18/LwMHwtChLk48MY4Jef0YEOnDXLgrFMo0hjS7d4PPFzp4TExoxp4BAw4sWVmhsUZaUlcHpaVQVhb6eejj8vLQ1EGNtwBWa+jmvIXAh+RkvDGJ7CgNsmVLJbt21bJ7dwPFxR5KSgKUlxtUVpqprrYRCDQ2wIRhgNMZICbGT0KCQWKiiX79rKSnO8nMjGDAgGgGDYolPT0Cm00XY0erqDD4v//bx//9XylffWVQU+MmJmYfJ53k46KLUjj/rKHE7dgeCmuWLg19EaWmhsKaSZNC3aI0K5RIl+n0AOeBBx7g/fffZ/Xq1S1uHzt2LJdccgkPPfRQWw8tLehRAc6hKivh/fcJzp1LRXExn9ntvOX3M2BSPv37X8fatUMoLDQxZQpcfjkMH97dDRYREeka1dWhnsm7d8O2bT42bKihoMBNcfGBcCYQqMDpLMXlKiMxsYFBg+wMHx7JyJEpZGVlktWvH7E1NZh27w4drLQU4uMP3GgnJ+OOiaGsoYHSsjJKSkrZubOKHTvq2b3bQ3Gxn7IyEw0NUXg8sfh8sfj9ETgcNmw2Bw6Hnfh46NfPTHq6jawsF9nZUWRmOoiPD2UHMTHgch2/oU9dncGGDdWsWVP2bcDmobDQoLTUitsdBMBs9hMb20B6epABAywMHRrJmDHxTBifSqKvtmk4s3MnFBWFJpeAUFjSGMw0BjX9+4Pd3jVv0OeD/ftbDnsaH4f6YR2o9ImKCrU7MTG0ND7+9mcwPoHSeti6rZIdO2rYvbuePXsa2LfPR2lpkP37TVRVWWhocGAYB4ICs9lCZGSQ6OgADgfYbKGPwW43YbeDw2HCbjfhdJpxOBp/mnE6LbhcZlwuC06nlYgIK06nhYgI67eLjchIGxERNlwuCw6HKXzsnppTGAbU1oYmcSoudlNYWMuePfXs3eth3z4v5eVB9u83qKw0UVdnwufz4fP5MQwDi6We7OxSzjwzkhnfyeGEWCemxq5QmzaFPtixY0NhzcSJEBfX3W9X5LjW6QHO8OHDufTSS3n88cdb3H7//ffzzjvvsH79+rYeWlrQowOcg9XVwYcfYrz7LlXbtvGlw8E/vV4ST5pITs4NbNo0is2bTUycGApzTjzx+P3PoIiI9H6GAdu3w6JFQVavrmXzZjdFRX7q6xtwuxvw+/djt5fgdJYRE1PFgAEWhg+PZPjwJAYOzCIzPZ1+wSCWoqJQOLNr14HEx+MJncThCN3MZ2aGluTk0B1d4w1241JX17RxsbFNQp6DF398POV+fzjw2bGjkh076r4NfAKUlhrU1kbg90fh80Xg97sIBByYTGasVmuTxeWC6GiIiTERF2cmPt5KYqKNpCQ7/fq5SE52EhdnJiamcb+uyyVao6rKYOPGWtasKWfDhhq2bfNQWAhlZRY8nlAFjMXiJTa2lvT0IAMHWhk2LJJRo+IZOyaFVKcZ0549B/7cCgtDS3l56AQmE6SlNa2eGTgwtK6nJgdHYxih6628PBTwlJc3fdz489Br0uFoFvQcGv7UW23sKqxg9+5a6up8NDT4aWgIUF/vx+0O0NAQwO0O4vEEm/z0eg08ntDi8xl4vaaDfoLPZ8LnM+H3mwgELASDFgzDSiBgBQ4/xarZbMFiMWE2W7HZDOx2A4fDwOEIzYTtdEJEhAmXy0xEhJnISDMREVaioqxERVmIirIRHW0jJsaO02lh796GcAhTUuKjrCxARYVBVZU5HML4/b7w+S0WNzZbLRERbmJjg8THm0hMNJOSYqNfPzsZGRH07x9JRkYsCQnxxLpcWKqroaAgVF2zbFkoBcrMPDB2zdChmlZWpIfp9AAnIiKCZ599lptuuqnF7X/5y1+4/fbbqTv0i7sH+/zzzzn99NNb3LZ48WImTZoUfr5o0SLuvvtuvvrqK2JiYpgxYwaPPfYYUVFRTV7n8Xj45S9/yd/+9jcqKirIzc3lN7/5DWeffXab2tZrApyDeTzw6acYb79N7caNLHM4+LvbjS13DCNH3sDOnSexdq2FE08MdbOaOFH/loiISM9WVwcrVsD8+W4++aSKffuq8fs3Exu7gUGDvAwd6mL48EQGDMgkKzOTDIcDZ2npgWCmcamtDR3QYgl1W8jMDHWJaQxpMjJCd4bt1ThwzqEhz8FLVVXT/aOimgY9KSmhSp/G1CU6Gp/LRU0gQE1tLTU1NVRVVbN/fx0lJW5KS92Ul/vYv99PZWWAqiqD6mqorTXj97vw+Vz4/RH4/RHfVlyYwiGQxWI95P8ApoN+wRN6YDIZ4aFeQo9Dz83m0H9jzWajyT4tPQdoaIDychMejxcAq7WO2NhaMjIMsrOtDB0ayejRCZyY249+LvuByqeDf5aVHWhqXFzTgK3xcUKCfkt1KLf78KFP4+Pq6gNduw79/A7u8hUqywktB8p02re+MY1xuZr8NBwOvIZBg9uN2+2mpqaBqioP1dVeqqu91NT4qK72Ulvrp64uQG2tn/r6APX1QerrgzQ0GDQ0GLjdobfu95uIjg6FMElJFpKTraSmOsjIiCAzM4r09FAIE22zYa6qCgW1h1sqK0NLYxVXI5st9Pc2OzsU1uTlhf4Oi0iP1pb7/XYNHR4VFcXOnTsPu3379u04j+U/Ht3opz/9KXl5eU3W5eTkhB+vXr2aM888kxEjRvDb3/6W3bt38/TTT7NlyxY++OCDJq+74YYbeOutt/jZz37GkCFDeOWVV5g+fTrz58/n1FNP7ZL3022+nZ7KNH060X4/Zy5cyJlz5lD31Ves3nwPm91u+g8bTlbW93nvvZP51a+sDB0aCnOmTNGg9iIi0r0OVNcYfPRRNV9/XUtNTQlW62oyMnZxwQUJnH5aHmNjB2FfWRHqllC4Gb4pP3CQpKQDwczQoXDmmaHHnX1DZTKFgoW4OBgy5Oj7N1ZUHBry7NwZuqGuqYGaGmzV1STU15PQ0u/+rNZw0EPqtz/D4Y8DYqKahEGBiAhqDYOaujpqa2sJfDuAimEYTZbGdcGgQSAQ+mkYpvDjYBACAQNoXEd4feM2w2j8aSIuzs6oUan0czkx79kDuyugcN+BgGZBKXzx7fuLjW0ayowfH3qclKRwpj2czlA4mZHR/mOE/jDB6w11/fJ6W16OtK229sB2jye0NKYsDQ3hx6aGBhw+H45vT53aUnsarwOH40AAFO+EdNeBEp3G9TZb6O9TYwiztwI2HxRYHfw5xceH/v7Gxx9YRoxo+jw2tvdWcYlIu7WrAmfGjBl8/vnnrFq1ioxDvoQLCwsZN24cU6dO5a233uqwhna2xgqcf/3rX1xxxRWH3W/69OmsXr2ajRs3htOxv/zlL9x888189NFHnHPOOQAsW7aMiRMnMnv2bO666y4A3G43o0aNIiUlhUWLFrW6bb2yAudwgsFQOeecOTQsXsx6i4V/eDzsGzSIvInXs3//aSxdaqd//1CYc+aZPavUWkRE+qbG6pqFC/188kkVe/dW4/dvIjJyLbm5dUybNpRTTxpHVklJaCyJZctC44IMHhz6TfeIEaGw5nitvPD5QkFPY+Bz6M+W1jVWIjWOrdIVGv/bGxPTcuVMUpJKgqVtgsFQGHRIANTssc8Xuu4ODmGio3W9iUjnd6HatGkTEyZMwGQyceONN3LCCScAsG7dOv76179iGAZLlixhxIgR7XsH3eDgAOfcc8/F5XJhPaQMpLq6msTERO644w6eeuqp8Hqv10tiYiLf/e53+ctf/gLA3XffzW9/+1v279/f5A/h8ccf57777mPXrl1kZma2qm19KsA5mGHA11/DnDl4Pv+cLYbBm34/BRkZ5E2+mvr6c1m0yEViYmhq8nPPPfyECyIiIq3VWF2zeDF8+mk9q1dXU1tbism0kuTkAk4/PYrTTstjYkYGUV9/HZp9cfPm0G/Gx4+HyZNDXRMiI7v7rYiIiEgv1+ldqIYNG8bChQu57bbb+N3vftdkW35+Ps8++2yvCm8O9v3vf5/a2losFgtTpkxh9uzZjB8/HoC1a9fi9/vDzxvZ7XbGjBnDqlWrwutWrVrF0KFDm/0BTJgwAQh1xTpcgOPxePA0Dl5I6A+0TzKZQiMZn3giDmDUpk2MeucdvB9/zM63n+at4FNEJSdz4olXsnnzhbzyShQOB1xwQWhJSOjuNyAiIr1BfT0sXw7//W+Q+fNrKC6uwufbjNO5isGDS/nhD3M4ZUIeI70jMC+pCs3UsnJBqCpj8mS45ZZQF6jjsbJGREREeox2jzSSm5vLF198QVlZGdu2bQNg0KBBJCUldVjjupLdbufyyy9n+vTpJCUlsX79ep5++mmmTJnCokWLGDt2LMXFxQCkpaU1e31aWhoLFy4MPy8uLj7sfgBFRUWHbcvjjz/Oww8/fKxvqfcZNgzuuQf7PfcwZNcu7n3nHXwffMCeOc/xrvEH7LGxjJ10CeXlV/CjHyXi8cA558Allxxbd2oREek76urgm29g7VpYutT7bXVNCbCC2NgNTJpk4Sc/yWNyTg7JBXWwuBz+7z2Y928YMyYU2Fx/vabVFRERkR6nXV2ojhcFBQXk5uaSn5/Phx9+yN/+9jeuu+46li5dGq6kaXTdddfx3nvvUVlZCcDgwYMZNmwY8+bNa7Lftm3bGDx4ML/73e/42c9+1uJ5W6rAyczM7HtdqFpr3z54910C779PSVkZH1osfGi3M3zKuSQlXcXKlf3Zt8/E1KmhrlbDhnV3g0VEpLMFArB1a6gn7tdfG6xYUU9paS0NDeUYxjc4nVtITd3LGWcM5JRJEznJ6cS2fHmo31RpaWimpZNPDgU2J5ygwUBFRESkW3R6F6pPP/2Ur776il/84hfhdX/961/51a9+hcfj4aqrruLpp5/G0sv/M5STk8PFF1/MnDlzCAQCuFwugCbhSiO32x3eDuByuQ67X+P2w3E4HDgcjsNuP+706wc//CGWH/6QtKoqvj9vHtfPncv+/7zLAtu/WWYYjJo0hcjIa3j22RFs3mwiLy8U5owfr4p3EZHebt++UEXN2rWwapWPgoI6amurMJu3YhhriY7ewYgRBhdfPILcUaMYHT2MqG02WOWBLz6H+Z/BqFGhwGb27NAU2SIiIiK9TLsCnF/96lcMGDAg/Hzt2rX88Ic/JDc3l5ycHJ599llSU1OZNWtWhzW0u2RmZuL1eqmrqwt3f2rsSnWw4uJi0tPTw8/T0tLYs2dPi/sBTfaVNoiNhe99D/P3vkeS281ln3zCpe+8Q/WX81lh/y9rvV5yThxLWtr1vPXWeB54wMLQoaEwJz9f05OLiPRk9fWwfn0oqFmzxmDdunoqK2sIBPZiGGtwODbTr18J552XRW5uLmMGDCCragymddZQKc5778H770N2NoweHRow7f77NZ2hiIiI9Antup3dsGEDl19+efj53/72N2JiYli4cCERERH86Ec/4rXXXusTAc62bdtwOp1ERUUxatQorFYrK1asYMaMGeF9vF4vq1evbrJuzJgxzJ8/n+rq6iZlUEuXLg1vl2PkdMIFF2C64AJiAwHO/O9/OfOdd6hbtoxvNtzNTq+XtCFDGDLkGhYuPI3Zs+2kpsLFF4fGztGMViIi3SMYhG3bQplLKKzxsXdvLR7PfkymjQSDa4iJ2cEJJzgZM2Y0J44cySj7SCIK7KEXffVVaKDhuDjIzQ0tF18cGhBNZZciIiLSR7VrDByXy8Uf//hHfvCDHwChAY1Hjx7NG2+8AcBLL73E7bffTm1tbce2thOVlpaSnJzcZN2aNWvIy8vjvPPOY+7cuQCcd955rFmzhk2bNhEdHQ2E3u9NN93EBx98wLRp04BQUDNp0iRmz57NXXfdBYS6Xo0aNYrExESWLFnS6rb12WnEO4thwJo18M47uL/4gm2BAG8FAmxISyPvlO/i853Pf/8bidMJF14Y+gVtfHx3N1pEpG8KBkMzcC9bBsuWGXzzTQM1NVVYrTvx+1d9O1ZNOWPHDiV39GjGpqWRUV6OqbHPVHk52GyhWaAaw5rhw1VVIyIiIn1Cp4+Bk5mZyfLly/nBD35AQUEB69at4+c//3l4+/79+3vdGC7f/e53cblcTJ48mZSUFNavX88LL7xAREQETzzxRHi/Rx99lMmTJzN16lRmzpzJ7t27eeaZZzjnnHPC4Q3AxIkT+c53vsO9995LSUkJOTk5vPrqq+zYsYOXXnqpO97i8cNkCs0kMmYMTmDk1q388t138X30Ebvf/j1zjf+HKy6OseMupazsMn74w9CMVueee+AXuCIi0naGAYWFoSm7ly+HVau8VFRUYrEU4PcvJipqPSNHuhg3bixjhw1jpDEK5xZHqKpm8WJYtAjS0kIhTV4e/OAHkJjY3W9LREREpEdoVwXOww8/zCOPPML555/PN998Q2VlJVu3biXu2yk3r7zySnbu3MnixYs7ur2d5tlnn+WNN96goKCA6upqkpOTOfPMM3nooYfIyclpsu+XX37JrFmz+Oqrr4iOjmbGjBk8/vjj4YqcRm63mwcffJDXX3+diooKcnNz+fWvf825557bprapAqcD7d0L771H4N//pqS0lA8tFj6y2Rg2ZRqJid/jq69CM1oNGwaTJoWWAQNUkS8i0pLy8gNhzYoVAUpLq4DdBAJLsNtXM2BAPZMmjWfSqFHk+nzYV6+GlSuhpgZcrtDsT41VNYMGaSYoEREROe605X6/XQGO3+/noYceYt68ecTFxfHII48wZcoUIFR9M3LkSG6//Xbuvffe9r0DaUIBTieproZ58wjOnUvFjh0ssNl4B0iZMJHs7HMIBPLYuDGOHTtC9xnjx4cCnbw8iIrq7saLiHSturrQ0DOhwCbI7t11+P37MJtXEgwupV+/YvLyRjFx7FgmRkQQvWFDaOe9e0NfmiedFPoCPemk0ID0IiIiItL5AY50LQU4XcDths8+w3jnHWo3bGC3xcJiw2CZ2Ux1aionjj2FmJjTqagYxurVNmpqICvrQJXOsGFgNnf3mxAR6Rg+X2j4mcZxa3bscNPQUI7dvhav90tiY7eSm5vFhPHjOSUlhdRduzCtWAFbtoTGpmnsApWXF+oSJSIiIiIt6vIAx+128+abb3LuuefSr1+/Yz2cHEIBThczDNi1C5YuhSVL8H3zDZU1NWx0OPjC42FdZCQpI0YydOgZwCS2bUth0yYTVmto6J1Jk2DCBA3bICK9QyAAmzaFejYtXw4bN/qora3E4diM270Al2sdQ4ZEMXHiRCYPGMCQykosK1fCunWhFw8ZEvrSmzABBg9Wn1MRERGRNujyAGffvn2kp6fz8ccfc8YZZxzr4eQQCnB6AK83NLPV0qUYS5dSX1jIPr+fFWYz/w0E2JuSwgljJ5KUdCZ1daNZs8bJ/v2QlHSgSmf06NBEKiIi3aWhIVRZs2oVrF4N27b5qK2txuHYgc+3DLN5BenpDUyYkMfJw4czxu/HuXZtqO9UfT2kpx8Ia044QV9qIiIiIseoWwKctLQ0PvnkEwU4nUABTg9VVhaq0lm6FP9XX1FdXs42u52FPh9rnE7sgwdzwqjTsdlOZc+eTNauNREMwsiRB0Kd9PTufhMi0ldVVBwIalatgr17PTQ0VOJ0bsHjWYLNto7kZDdjx47hpBEjGG+zEV9QECrDKS8PjVOTlxcKa8aOhcjI7n5LIiIiIn2OKnD6GAU4vUQwGOqHsGQJLF1Kw+bNlDc0sMZmY6HPx9b4eIaOHU96+pl4veP45pto9u4NvTQuDnJyDiyDB4eqd9QTQUSOxjBgz55QSLNqFXz9tcH+/W4CgTLs9vU0NCzC5dpEerqDcePGkTd4MCcaBpGbN4desH9/aKT23NxQWJOXF/oCEhEREZFOpwqcPkYBTi9WWxsaWGLJEoLLllGzdy+FJhOLgkFWWq1UpqQwcPBg0tNH4nSOxO/PpqIiga1bzZSWhg4RGdk83ElLU7gjcjwKBELjBDeGNRs2GNTU1GGx7MVi+ZqGhkVERGwlO7sf48aOZUJGBiPcbhzr18PXX4f6UMXHhwbsGjs29FMDdomIiIh0G81C1ccowOlDDAMKC8MDJAc2baK+tpbahgaKHQ4KDIP1Xi9FLhcVsbFkDh5M//7DiYgYhWEMoqoqmW3bLBQXhw7lcIQCnYPDnf79wWLp7jcqIseqqgo2bz7QBWr79iD19TU4nYUYxkoaGpYQHb2HYcMGc9KYMUyIj2dwdTWWtWth40bw+yEjIxTUjB0bqrCJiOjutyUiIiIiB1GA08cowDkO+Hyhma8KCkLL1q0Et22jvqqKuvp6Smw2tppMbPB62e1wUBIdTeqgQQwYMIyoqNEYxmBqa1PZscNKYWGoN5fNBgMHNq3eGTAArNbufrMi0qimJlRRc/BSVmbgdjdgGFU4nbvwelfg8y0jNraSUaNOYPzo0eRFRJCxbx/mNWtgxw4wm0OzQTVW1QwfrgGGRURERHqBDg9w2tMtymQy8emnn7b5ddKcApzjXDAIRUXhYIeCAoIFBbjLy6mrr6fcbGa72cx6n49Cm429UVHEDRxIdvZQYmJGYzINoa4unV277OzcGfqlvNUaCneGDDmwZGWpckekM9TWhv76btly4GdJiYHH48EwqnG5dhMMbqa+fjU2206czjoyMzMZOnQoIzMyGGs2k7hrF6bVq6G0NFR6d8IJByprBg5Un0oRERGRXqrDA5zTTjsNUzv+czh//vw2v0aaU4Ajh2UYodmwDgp3jIIC3Hv3Ul9XR2UwyA6rlQ0+HzttNoojI4kYMIDsQcOIicnFZBpKQ0M6O3bY2bUrNL6GzQbZ2aFQJycn9DMzU+GOyJHU14f+Ch5cSbNvH/h8XgKBGiIiioAt1Nauxmzeit1eRVpaKkOHDmV4//6c4HCQ6XZj37kz9OLGQbBiYkJdnxrDmpSUbn2fIiIiItKx1IWqj1GAI+1WVRUOdigowNiyBU9hIXV1dVQFAmz/NtzZ8W3lTuTAgWQPGh4Od2pr09ixwxbulmW3Hwh3Gpf+/UO9N0T6Mq8XiotDsz3t2RPqtbRlS2hdIODH768lMrIYk2krDQ1f4/Otx+GoJCEhPhTSZGUxyulkgNdLxJ49BxIegKioA2lp46Jp6ERERESOCwpw+hgFONIpamoOjLmzZQvG5s14du+mrq6OSr+fHVYr630+dtnt7I2OJio7m+xBI4iKGg0MobY2je3brezeHQp3GgdU7t8foqObLjExTZ/b7d395o8uEAhN2FNfH7p5N5tDVUhm84Hl4OeHbtO9d+/QWMS2Z0+op2JjQFNUBCUloesgEPATDDbgclVhs5UCe2ho2IjbvRa7vZyoqEhycnIYMXAgo1wuBgUCRO/di6mgAPbuDZ3I5Woe0qSk6EIREREROc51eICza9eudjUkKyurXa+TphTgSJc7NNzZsgX3rl3NKncKHQ6Ko6KIHjSIgdkjiIrKxWzuTzAYRSAQgd/voqHBSm2tiZoawovX2/JpXa7m4c/hgqCoqNDYz/X1B4KWQ5cjrXe7QzfvBzv4XtpsDrUnIiIUOAWDB5ZA4OiP2xONH/wakyn0HmNjIS7uwM+DHx/8MyJCWcCh6uqahzKNj91uMJkMfD4fDkctLlc5ZvNeAoFCGhoKaGjYit1eickUJCIigv79+5ORns6g2FgGWK1kBgIkVlSEQpqiotAfntMZSjEPDmlSU/UHIyIiIiKH1eEBjtlsbtcYOIFAoM2vkeYU4EiPcrhwp7aWykCAfVYrNUB1MEhlIEC1YeC2WmloXCwWGqxWAhER2OLiiIqNJSYmhqioaJzOOGy2BMzmWMzmWEymGILBKILBSPx+Fz6fg9paMzU1oYFh7fYDIYvLZeBwBLBavVgsHsxmNyZTA9CAydSAYdQRDNYSCNQQDNbi9dbQ0FBPfX09DfX1+GpqCHy7mN1uHIFAeLEEAhgmE8FWLAGTiSAcdv8AgMWCyWoNle0ctJgsFiIjI4mNjSUmJhanMwmbLQmzOQGTKY5gMIZAIBq/PxK320lNjZnKylBPufr65qGR3d5y2BMXFwrDHI7QYrcfeHzoc6u16/IHwzgQytXXhwKYQ8O3I62rqYHKysZjBTGZ3ERFVWKzlQF78Hp3UFe3GZ9vJ1arD4DExEQyMjIYmJTEIKeTTLOZfoEA0TU1mIuLQ+GM2x06qMkEiYmQnh6a0q1xoKj0dPUjFBEREZF2acv9fqsmFP7rX//argBHRPqg6OgDA6oCJsD17ZJUU0NOcTHhhKWx5Kbx8UHrAlVV+EtL8e/ZQ8Dvx+f34z9o8ZhM1JrN1AHVhAKhqkAAk8WCzWrFZbFgCQZxBAI4v/0ZAUSZzUSaTEQ0tisYxBUMYjWZsFgsh13MkZGYo6OxZmVhjorCFBkZSoYaS3BCfWkOLI0lN21cjEAAw+8PPfb7MQIBcLtDPwMB/Pv24ff58H37mfj8fuqtVmosFqrMZioMg/JgEJ/fj9liwWGzEWmzYdhsuK1WIqKiiI2NJTY2lsjIeOz2ZKzWJMzmeAKBOMrLY9i3Lwqfz0UgYCUQsOD3W/B6TXg8oeooj+fA4vcf+KNvDIga/zlo6bnN1jwMCgQOhC2NWcjh2GwGdrsPq9WHzXYgjDObmwZxoTCuGr+/Gp+vCq+3Ere7DKjEZAKr1UpqaipZaWnkREYy0G4nLRgkyZeOq9wRCmYqKmD//tASGQkZGaEwJj0dRo8+8NjlOva/NyIiIiIix0hj4PQCqsCR445hhO70jxQENZbgNIYsR1pcrlApSW8UCEB1dai0pKIi9PMwj42aGgJ+/4EAyOfDZxjU2e3UWq1Um81UAvuDQfYHAjQYBvXBIA2Ggcdkwms247da8ZnNeL9d/CbTEUtwrFYrdrsdu92O1WrDanViNruwWCIwm0OPAwEvPl8lHk8FDQ2VuN0NNP7T0/jTZDJhGAaWb6uQoiMjiXU4iLPbibXbibFaibZYiLZYiDwkpGsM8Bw+H5aSktDgNcFgqIE2W6gb08HhTOPjuDh1bxIRERGRbtXhFTgiIl3KZAqFLi6Xpk22WCA+PrRkZx9xVxOhL3Ur4Gxc6fGE+lgdGvpUVYVCMrc7tE/j44OXxpKcwzAAw+sl6PFgAAG7nYDNRsBqJWCz4bdY8FutWEwm7IEAdvzYbFasQTsmj+fbRh8UoJhMoeClMaRr7B/XGMI1VkO1tD4iIlRFk5YWumY0772IiIiI9DHtCnAeeeSRo+5jMpl48MEH23N4ERHpKA5HKNDohCDM9O1iBggEsB0uCLJYmoctDoeqX0RERERE2qBdXajMRxissbEM3mQyaRDjDqIuVCIiIiIiIiJ9T1vu99s1bUYwGGy2+P1+tm7dyh133MH48eMpKSlpV+NFRERERERERKSpDpv31Gw2k52dzdNPP82QIUO47bbbOurQIiIiIiIiIiLHtQ4LcA6Wn5/PvHnzOuPQIiIiIiIiIiLHnU4JcFasWHHEcXJERERERERERKT12jUL1Wuvvdbi+srKShYsWMCcOXO46aabjqlhIiIiIiIiIiIS0q4A54YbbjjstqSkJO655x5++ctftrdNIiIiIiIiIiJykHYFONu3b2+2zmQyER8fT3R09DE3SkREREREREREDmhXgDNgwICOboeIiIiIiIiIiByGRhoWEREREREREenhWl2Bk5ub26YDm0wm1qxZ0+YGiYiIiIiIiIhIU60OcBISEjCZTEfdb+/evWzatKlV+4qIiIiIiIiIyNG1OsD5/PPPj7h97969PPnkkzz//PNYLBauvfbaY22biIiIiIiIiIjQzkGMD7Zv3z6eeOIJXnjhBXw+H9dccw33338/gwcP7oj2iYiIiIiIiIgc99od4DRW3Bwc3DzwwAMMGjSoI9snIiIiIiIiInLca3OAs3fvXp544glefPFFfD4f1157LQ888ADZ2dmd0T4RERERERERkeNeqwOc4uLicHDj9/u57rrruP/++xXciIiIiIiIiIh0slYHOIMHD8bj8TBmzBjuu+8+srOzqaiooKKi4rCvGTduXIc0UkRERERERETkeGYyDMNozY5ms/nAi44yRbhhGJhMJgKBwLG1TgCorq4mNjaWqqoqYmJiurs5IiIiIiIiItIB2nK/3+oKnJdffvmYGyYiIiIiIiIiIm3X6gDn+uuv78x2iIiIiIiIiIjIYZiPvouIiIiIiIiIiHQnBTgiIiIiIiIiIj2cAhwRERERERERkR5OAY6IiIiIiIiISA+nAEdEREREREREpIdTgCMiIiIiIiIi0sMpwBERERERERER6eEU4IiIiIiIiIiI9HAKcEREREREREREejgFOJ3M4/Ewa9Ys0tPTcblcTJw4kY8//ri7myUiIiIiIiIivYgCnE52ww038Nvf/parr76a3//+91gsFqZPn86XX37Z3U0TERERERERkV7CZBiG0d2N6KuWLVvGxIkTmT17NnfddRcAbrebUaNGkZKSwqJFi1p1nOrqamJjY6mqqiImJqYzmywiIiIiIiIiXaQt9/uqwOlEb731FhaLhZkzZ4bXOZ1ObrzxRhYvXkxhYWE3tk5EREREREREegtrdzegL1u1ahVDhw5tlqJNmDABgNWrV5OZmdnsdR6PB4/HE35eVVUFhJI5EREREREREekbGu/zW9M5SgFOJyouLiYtLa3Z+sZ1RUVFLb7u8ccf5+GHH262vqWwR0RERERERER6t5qaGmJjY4+4jwKcTtTQ0IDD4Wi23ul0hre35N577+XOO+8MP6+srGTAgAHs2rXrqH+gIt2lurqazMxMCgsLNVaT9Fi6TqU30HUqvYGuU+kNdJ1Kb2AYBjU1NaSnpx91XwU4ncjlcjXpCtXI7XaHt7fE4XC0GPzExsbqi0d6vJiYGF2n0uPpOpXeQNep9Aa6TqU30HUqPV1rCzX6/CDGtbW1PPTQQ0ybNo2EhARMJhOvvPJKi/tu2LCBadOmERUVRUJCAtdeey2lpaXN9gsGgzz11FNkZ2fjdDrJzc3lH//4R7P90tLS2LFjR7NjbtiwAaBVCZuIiIiIiIiISJ+vwCkrK+ORRx4hKyuLE088kc8//7zF/Xbv3k1+fj6xsbE89thj1NbW8vTTT7N27VqWLVuG3W4P73v//ffzxBNPcPPNN5OXl8fcuXO56qqrMJlMXHnlleH9Bg8ezCeffIJhGE2O+cknnwAwZsyYznzrIiIiIiIiItJH9PkAJy0tjeLiYlJTU1mxYgV5eXkt7vfYY49RV1fHypUrycrKAkKzRZ199tm88sor4anA9+zZwzPPPMOPf/xjnnvuOQBuuukmpk6dyi9+8Qu+853vYLFYAMLVO9/73vf46U9/CoRCm/PPP5/s7OxWD0rscDh46KGHWuxWJdJT6DqV3kDXqfQGuk6lN9B1Kr2BrlPpa0xGa+aq6iMaA5yXX36ZG264ocm2fv36MXXqVN58880m64cNG0ZmZma4auZ//ud/+PGPf8w333zDyJEjw/v94x//4KqrrmLhwoWceuqp4WPa7Xb27t3LHXfcQU5ODq+++iqLFi3ipJNOYsWKFZ37hkVERERERESkT+jzFTitsWfPHkpKShg/fnyzbRMmTGDevHnh56tWrSIyMpIRI0Y0269x+6mnnho+5m9+8xsqKyv529/+RkVFBbm5uZxxxhmsXr36sO3xeDxNBj8OBoPs37+fxMRETCbTMb5bEREREREREekJDp6Fymw+8jDFCnCA4uJiINTd6lBpaWns378fj8eDw+GguLiYfv36NQtSGl9bVFTU5JhZWVncf//9zJ49O7zv3XffzWeffRY+5qEef/xxHn744Y55cyIiIiIiIiLSoxUWFtK/f/8j7qMAB2hoaABoMUxxOp3hfRwOR/jnkfZr6zEPde+993LnnXeGn1dVVZGVlUVhYaGmvxMREREREZHjkmHAwbUUhmHw6KOP4na7efjhh8Pj0fYm1dXVZGZmEh0dfdR9FeAALpcLoEm3pUZut7vJPi6Xq9X7tfaYh3I4HC0GOzExMQpwRERERERE5Lh0yy3wy19CWlrovnrmzJlMnjyZH/3oR93dtGPWmuFSjtzB6jjR2P2psdvTwYqLi0lISAgHKmlpaezdu5dDx35ufG16enqbjykiIiIiIiIiR3bLLfCLX0BZWRmXXXYZV111VZ8Ib1pLAQ6QkZFBcnJyi7NCLVu2jDFjxoSfjxkzhvr6ejZs2NBkv6VLl4a3t/WYIiIiIiIiInJko0cbwGLOOuu7PPnkk0ybNq27m9SlFOB86/LLL+f999+nsLAwvO7TTz9l8+bNfOc73wmvu/jii7HZbPzP//xPeJ1hGPz5z38mIyODyZMnt/mYIiIiIiIiItKympoa/vznPzNt2jTi499lzZo3uP/+0Vx0EVx0ETz5ZHe3sGuYjEP7AvVBzz33HJWVlRQVFfGnP/2Jyy67jLFjxwJw2223ERsbS2FhIWPHjiUuLo7bb7+d2tpaZs+eTf/+/Vm+fHmT7k533303s2fPZubMmeTl5fHuu+/y73//mzfeeIOrrroqvF9bjnkk1dXVxMbGUlVVpTFwREREROSYBAIBfD5fdzdDROSo1q9fz//+7/9SUlLCBRdcwNlnn82zz9qZMAHy87u7da1js9mOOLhyW+73j4sAZ+DAgezcubPFbdu3b2fgwIEAfPPNN9x55518+eWX2O12zj//fJ555hn69evX5DXBYJAnn3yS559/nuLiYoYMGcK9997L1Vdf3ez4rT3mkSjAEREREZFjZRgGe/fupbKysrubIiJyWMFgkPr6eurq6rDZbERHR2Oz2QDweqG6GpKSurmRbRQXF0dqamqLAxUrwOljFOCIiIiIyLEqLi6msrKSlJQUIiIiWjXjiYhIV3G73ezfvx+v10tsbCyxsbGYzU1HfdmzB5KTwW7vpka2kWEY1NfXU1JSQlxcXHiyo4O15X5f04iLiIiIiPRxgUAgHN4kJiZ2d3NERIBQtU1FRQX79+/H4XCQmppKRETEYfcfNAh6W/bscrkAKCkpISUl5YjdqY5GAY6IiIiISB/XOObNkW6MRES6itvtprS0lIaGBuLj4xk0aFCrgo3eFt40avzu9fl8CnBEREREROTo1G1KRLpLMBiksrKS8vJy7HY7SUlJREZGdnezukRHffcqwBERERERERGRdjGMI1fGeDweSktLqa+vJy4urtXVNtKcAhwRERERERERaZdduyAtrenAwsFgkKqqKsrLy7FarSQlJZGRkaEqwGNkPvouIiIiIiIiPZvJZOLdd9/t7maIHHeSk2H37tBjj8fDnj17KCgowOv1MnDgQAYOHEhUVJTCmw6gAEdERERERHqsG264AZPJhMlkwmaz0a9fP84++2z++te/EgwGw/sVFxdz3nnnteqYCnt6l8WLF2OxWDj//PO7uyk92sF/V0wmE4mJiUybNo2vv/66U89rt/sJBMrZuLGAoqIiYmJiGDJkCP369cNqPUqnH48HPv8c/P5ObeOR9KbrSwGOiIiIiIj0aNOmTaO4uJgdO3bwwQcfcPrpp3P77bdzwQUX4P/2xi81NRWHw9HNLe3jGhq65Ub7pZde4rbbbmPBggUUFRV1+fnbqzs+rsa/K8XFxXz66adYrVYuuOCCDj+P3++nrKyMgoICduzYQUyMQW3tQPz+bPbujaagwERxcSsO9N57cPrpMGwYvP66rq+jUIAjIiIiIiI9msPhIDU1lYyMDMaNG8d9993H3Llz+eCDD3jllVeAplU1Xq+Xn/zkJ6SlpeF0OhkwYACPP/44AAMHDgTg0ksvxWQyhZ9v3bqViy++mH79+hEVFUVeXh6ffPJJk3YMHDiQxx57jB/84AdER0eTlZXFCy+80GSf3bt3873vfY+EhAQiIyMZP348S5cuDW+fO3cu48aNw+l0MmjQIB5++OFwCNWjNTTAmDHwhz906Wlra2v53//9X2655RbOP//88J93T9dNH1f470pqaipjxozhnnvuobCwkNLS0mM+9sGhzc6dO8N/f3JycvD5khgyxMqQIYSXtLRWHNTjCf3cvh2uvbbLg5z2Xl8VFRVcffXVJCcn43K5GDJkCC+//HLnNhYNYiwiIiIiclyqr69n48aNXX7e4cOHExERcczHOeOMMzjxxBOZM2cON910U5Ntzz77LO+99x5vvvkmWVlZFBYWUlhYCMDy5ctJSUnh5ZdfZtq0aeHZcGpra5k+fTqPPvooDoeD1157jQsvvJBNmzaRlZUVPvYzzzzDr3/9a+677z7eeustbrnlFqZOncqwYcOora1l6tSpZGRk8N5775GamspXX30V7uq1cOFCrrvuOp599lmmTJnC1q1bmTlzJgAPPfTQMX8mncrlgnPPhQcfhMsvh4M+k8705ptvMnz4cIYNG8Y111zDz372M+69994eP55KN31cTdTW1vL666+Tk5NDYmJiu47h8/morKykqqoKk8lEXFwc2dnZTWaRqq8HrxdiY4+hsYYR+tkY5Dz0EDz8MFx5JRytG9YxaO/19eCDD7J+/Xo++OADkpKSKCgooKGhodPa2UgBjoiIiIjIcWjjxo2cdNJJXX7elStXMm7cuA451vDhw1sc32PXrl0MGTKEU089FZPJxIABA8LbkpOTAYiLiyM1NTW8/sQTT+TEE08MP//1r3/NO++8w3vvvcdPfvKT8Prp06dz6623AjBr1ix+97vfMX/+fIYNG8bf//53SktLWb58OQkJCQDk5OSEX/vwww9zzz33cP311wMwaNAgfv3rX3P33Xf3/AAH4De/gbffDiUSf/7zgbmj4+Jg0KBOOeVLL73ENddcA4S6B1VVVfHFF19w2mmndcr5OlI3fFy8//77REVFAVBXV0daWhrvv/8+ZnPrO9/4fD4qKiqoqqrCYrG0GNocrLQU+vfvkOYfPsi5+uojz1XeTu29vnbt2sXYsWMZP348cKCyr7MpwBEREREROQ4NHz6clStXdst5O4phGC3+pvyGG27g7LPPZtiwYUybNo0LLriAc84554jHqq2t5Ve/+hX//ve/KS4uxu/309DQwK5du5rsl5ubG35sMplITU2lpKQEgNWrVzN27NhweHOoNWvW8N///pdHH300vC4QCOB2u6mvr++QyqROFRMDZ58Nr74K3964AnDFFfCvf3X46TZt2sSyZct45513ALBarXz3u9/lpZde6hUBThd/XACcfvrp/OlPfwJg//4K/vSn/+G8885j2bJlTYLMQ3m93nCljcViIT4+nkGDBh02tDlYVlYnZCuNQc62bQe6VuXldegpjuX6uuWWW7j88sv56quvOOecc7jkkkuYPHlyh7avJQpwRERERESOQxERER1WCdNdNmzYQHZ2drP148aNY/v27XzwwQd88sknzJgxg7POOou33nrrsMe66667+Pjjj3n66afJycnB5XJxxRVX4PV6m+xns9maPDeZTOEuUi6X64jtra2t5eGHH+ayyy5rts3pdB7xtT1CdTV8/HHoRvpPf2paUtIJXnrpJfx+P+np6eF1hmHgcDh47rnniD2mPjudr4s/LgAiIyPDVV87d8L//M9fSE6O5cUXX+Q3v/lNk329Xi8VFRVUV1djtVqJj49n8ODBbarWgU4pjAGzGYLBUKnSww83TcA6yLFcX+eddx47d+5k3rx5fPzxx5x55pn8+Mc/5umnn+7wdh6swwKc+vp6/vnPf+LxeJg+ffoR0z0REREREZFj8dlnn7F27VruuOOOFrfHxMTw3e9+l+9+97tcccUVTJs2jf3795OQkIDNZiMQCDTZ/7///S833HADl156KRAKW3bs2NGmNuXm5vKXv/wlfJ5DjRs3jk2bNjXpVtWrPPAAVFXB4sWdPqiL3+/ntdde45lnnmlWPXXJJZfwj3/8gx/96Eed2oZj1YUfV4uSk2HPHhNmszk8PovH46GiooKamppjCm06TWNwM3Bgp46B0xHXV3JyMtdffz3XX389U6ZM4Re/+EXPDHBuvPFGli5dyrp164BQcjdp0qTw89jYWD777DPGjh3bcS0VEREREZHjksfjYe/evQQCAfbt28eHH37I448/zgUXXMB1113XbP/f/va3pKWlMXbsWMxmM//6179ITU0l7tvSh4EDB/Lpp59yyimn4HA4iI+PZ8iQIcyZM4cLL7wQk8nEgw8+GK6saa3vfe97PPbYY1xyySU8/vjjpKWlsWrVKtLT0zn55JP55S9/yQUXXEBWVhZXXHEFZrOZNWvWsG7dumbVET1OQwP85z/w6193SRrx/vvvU1FRwY033tisEuLyyy/npZde6tEBThd/XGGNf1cgNFPSE088R21tLaeccgqbN2/GbrcTHx9PSkpKzwltoMuCm0bHen398pe/5KSTTuKEE07A4/Hw/vvvM2LEiE5rb6N2/YnNnz+/Sdnf3//+d9atW8cbb7zBunXrSE1N5eGHH+6wRoqIiIiIyPHrww8/JC0tjYEDBzJt2jTmz5/Ps88+y9y5c1scoyM6OpqnnnqK8ePHk5eXx44dO5g3b174hvWZZ57h448/JjMzM/xL59/+9rfEx8czefJkLrzwQs4999w2dzGz2+385z//ISUlhenTpzN69GieeOKJcBvPPfdc3n//ff7zn/+Ql5fHpEmT+N3vftc7ei+4XLBqFdx2W5ec7qWXXuKss85qsRvL5ZdfzooVK1ocwLqn6OKPK6zx70paWhoTJkxg1aqFPPHEHxkx4kxMphx8voHU18f2nPDG4Qj9HDgQ/vY32LQJrrmmU8MbOPbry263c++995Kbm0t+fj4Wi4V//vOfndlkAEyG0Tg6UOtFRETw3HPP8YMf/AAIlRgVFRWxbNkyIPTlN3v2bIqLizu2tcep6upqYmNjqaqqIiYmprubIyIiIiK9jNvtZvv27WRnZ/eOsVZEpE18Ph9VVVVUV1cTCASIjIwkNjaWiooIoqNNxzbFd2fyeEJ9zE49tdNDm+50pO/gttzvt+sTioyMpLKyEgj1Hfv888+57aBoMTo6mqqqqvYcWkRERERERESOwDAM6uvrqaqqora2FqvVSmxsLJmZmeGBtuvrweul54Y3EKrA6QUzivUU7Qpwxo0bx4svvsjpp5/Oe++9R01NDRdeeGF4+9atW+nXr1+HNVJERERERETkeOb3+6murqaqqgqfzxeusklLS8PUwlRQpaXQv383NLQP+NGPfsTrr7/e4rZrrrmGP//5z13copB2BTiPPvoo5557LuPHj8cwDK644gomTJgQ3v7OO+9wyimndFgjRURERERERHo7w2j9tNuGYdDQ0BCusjGbzcTGxpKRkYHdbj/q67OyOmmK7+PAI488wl133dXitu4c1qRdAc748ePZuHEjixYtIi4ujqlTp4a3VVZWcuuttzZZJyIiIiIiInK827UL0tLgcPlLIBAIV9l4vV4iIiKIjY2lX79+bR54WOFN+6WkpJCSktLdzWim3aMEJScnc/HFFzdbHxcXx+23335MjRIRERERkY7XjvlLRKQDJSfD7t0waFDouWEYuN1uqqqqqKmpwWw2Ex0dTVpaGo7GGZqk1+uo7952BziBQIB//etfzJ8/n5KSEh555BFGjx5NVVUVn376KaeccorGwRERERER6QEODGpaj8vl6ubWiBy/IiLAavVTVFSLz1eFx+PB6XQSGxtLSkpKz5neWzpUfX09cOC7uL3aFeBUVlYybdo0li1bRlRUFHV1deFZqKKiovjpT3/Kddddx2OPPXZMjRMRERERkWNnsViIi4ujpKQEgIiIiBYHPRWRjuX3+3G73dTX1+N2uwkGg5jNFqqrXURGxmEyOfj23h6Hw9u9jZUO1zhbWElJCXFxcVgslmM6XrsCnHvuuYdvvvmGjz76iLFjxzbpG2axWLjiiiuYN2+eAhwRERERkR4iNTUVIBziiEjHCgaDeL1ePB4PXq8XwzAwm83Y7fbwYjabKSvz43TWADU09qypq4Pt27u1+dKJ4uLiwt/Bx6JdAc67777Lbbfdxtlnn015eXmz7UOHDuWVV1451raJiIiIiEgHMZlMpKWlkZKSgs/n6+7miPQov/oV3HortHbc2qqqKr755hu++eYb1q9fT11dHbGxsYwcOZITTjiBkSNHEhUV1ex1GzfCP/4Bs2d3bPul57LZbMdcedOoXQFOVVUV2dnZh93u8/nw+/3tbpSIiIiIiHQOi8XSYTcTIn3FVVfBfffB668331ZRUcHKlStZuXIlq1atorq6mvj4eE466SROOukkrr/++lZPLf3CC/Dgg+B0dvAbkONCuwKcwYMH89VXXx12+3/+8x9GjhzZ7kaJiIiIiIiIdJXcXMjIgDffrCAh4UBYU1NTQ1xcHOPGjWPSpEnccsstrQ5rWvLHP2p6b2m/dgU4N910E7NmzeK0007jzDPPBEIlmR6Ph0ceeYQPP/yQF154oUMbKiIiIiIiItJRDMNg+/btLFiwgIULF7JjRxFPPZXAyJHjiI2dSGzsjzjttFhmzeq4cyq8kWNhMtoxIblhGMycOZOXXnqJuLg4Kisr6devH+Xl5fj9fn74wx/ypz/9qTPae1yqrq4mNjaWqqqqY0p7RUREREREjlfBYJD169ezcOFCvvzyS/bv38+gQYOYMmUKU6ZM4dlnMzjtNDjvvO5uqRxP2nK/364KHJPJxIsvvsj111/Pv/71LwoKCggGgwwePJgZM2aQn5/froaLiIiIiIiIdAS/38+qVatYsGABixcvpr6+npEjR5Kfn8+zzz5LYmJieN81a2DPHoU30rO1qwJHupYqcERERERE5HhjGG3rcuR2u1m2bBkLFixg+fLlBINBxowZQ35+PieffHKLs0I1uvXW0ODCaWkd0HCRNmjL/f4xBTj79+/nk08+YceOHQBkZ2dzxhlnNEky5dgpwBERERERkePNLbfAL395+FClpqaGRYsWsWDBAlavXo3NZmPChAnk5+eTl5eHw+Fo9bnaGhaJdJQuCXB+9atf8eSTT+LxeJqst9vt3H333TzyyCPtOay0oE0Bjr55RERERESkD/j6a3jqqQNTe5eWlvLll1+yYMECNm7cSHR0NJMnTyY/P5/c3Fys1naNECLSrTp9DJxf//rXPPLII5x//vn85Cc/YejQoQBs2rSJ5557jkcffRSbzcaDDz7YnsPLsbj11iPH1CIiIiIiIj1cMBjEbt9MRcUypk9fRDC4g6SkJKZMmcLMmTMZPnw4Jv3iWo4z7arAycjIYPz48cydO7fF7RdeeCErV66kqKjomBsobazAOTSmFhERERER6eGKiopYtmwZy5YtY+3atQSDQYYNG8bw4RP44Q8nccEFA8KBzSmn0KFTe4t0p06vwKmqqmLatGmH3T59+nQ+//zz9hxajlVuLmRkwAcfaAh1ERERERHpeMc4bEN1dTUrVqxg2bJlrFy5krq6OtLT05kwYQIzZszg4YcfxmazAaGgZt483dqIQDsDnFNOOYWlS5dyyy23tLh96dKlnHLKKcfUMGm/30VFMX/6dPKGDSM/IYGJ8fE48/MVU4uIiIiIyLFrw7ANXq+Xr7/+OlxdU1JSQkxMDOPHj2fy5Mn85Cc/OezsUJraW6SpdnWh2r59O9OmTWP69On8+Mc/ZtCgQQBs27aN5557jg8//JAPP/yQgQMHdnR7j0ttnoVq1iw8p5zCisREFixYwNKlS/H7/eEp9CZPnnzEKfREREREpIfTxBXSnQ4zbINhGBQUFITDmoKCAmw2G7m5uUyYMIG8vDz69evX6tNoam85HnT6LFTR0dEEg0HcbjcAZrMZCA00BeBwOJqNAG4ymaiqqmrrqYQ2Bjhr1sDs2c2+TP1+P2vWrOGLL75g0aJF1NfXc8IJJ5Cfn8+pp55KfHx8J74DEREREelQR5tfWaSzzZrFvhNPZFl0NMuWLePrr78mEAiQk5PDhAkTmDBhAoMHDz6mgYaVU8rxoNMDnBtuuKFdfxFffvnlNr9G2hjgtDKmDgaDrF+/ni+++IIvv/ySyspKhgwZQn5+PlOmTDl6Mq5vUxEREZHuo4krpIt5PB5WrVrFkiVLWLp0KdVlZfT75BMmjB7NhLg4RsfEYJsyRcM2iLRRpwc40rXaFOC0M1hpLHf84osvWLBgASUlJWRlZTF16lTy8/PJzMxs+gL91kdERKTr6Bcn0pJZs+C00zp/gBBdf8cdwzDYtWsXS5YsYfHixWzZsgWHw8HYsWOZNGkSEyZMIPaxx7rm+hPp4zo9wFm6dCkTJ05sdwOlbdo8Bk4H2blzJwsXLuSLL76gsLCQ1NRU8vPzyc/PZ3BdHaYWumqJiIhIJ9AvTnqPTgg7amtr2blzJzt37mTHjh3hx7X792P6+GPo1w+7yUSS3U7y4MEkXXQRycnJJCUlNfnpcrna1wBdf73DMVx7dXV1rFy5ksWLF7N8+XLq6+sZOHAgkyZNYtKkSQwZMqRpD4zDDNsgIm3X6QGO2WwmJyeHa6+9lquvvjo8iLF0ju4KcA61d+9eFi5cyIIFC9iyZQvxO3dy+tlnc9F995Gamtpt7RIREenzurK7jKotjk0bww7DMCgvLw+HMo1LYWEhXq8XgMjISAYMGNBsif7Nb8IVEF6vl7KyMkpLS5v9bHzc0NAQPq/JZCIuLq5ZyNP4Mzk5mbi4uNBYl111/XXltdcXr/NWXnuNlfeN1TXbt28nMjKSvLw8Jk2axEknnXT0CU80urBIh+n0AOfvf/87b7zxBh9//DGBQIBJkyZx7bXXMmPGDBISEtrdcGlZTwlwDrV/82Y+GTaMuRkZVPp8nJ2czGUXXkjW4493d9NERES6RiffBBqGQWVlJYWFhRQ+8ghlAwYQl59PcnIyKSkpJCcnExMTc0yDhDajaotjc0jYEQwGKS4ublY9U1xcHJ4AJDExsVk4k5mZicPhOPx5jrECIhgMUlVV1WLg0/izoqKCxlsFY/16HKmpJJ5wAomJiS0uSUlJxMfHY7FY2tWmLr32uupcXRkUHSZoq6qqYvny5SxevJivvvoKj8fDkCFDOPnkk5k0aRIDBgxo+3dIXwzARLpJl42BU1ZWxj//+U/+/ve/s2TJEux2O9OmTeOaa67hoosuwm63t/fQcpCeGuAc3O/a7XbzySefMGfOHIqKijjttNO47LLLGDp0aHe3UkREpPMc401gXV1dKJwpLGTXrl3hxyUlJeF94uLiyMzMJDMujuRZs6jIzaXU66XU46E0Npbqg8apMwyD6OjocAXFwUtj4BOuqjicvljt00nnOThg2717N7t37w49fvddyiIiMPXrh8lkIi0trVlAk5aW1v6gA7q+AqK0FE9KCuVnn0251xtaBg2iPD+f8vLy8FJRUUEwGAwHP42VPocLfRqXiIiIrr32uupcXRyIeu+6iy05OSyx2Vi8eDFFRUXExMQwceJEJk2axNixY3E6nV3SFhFpnW4ZxHjr1q3hypwtW7YQGxvLFVdcwXXXXcepp57aEac4bvXIAOcIv/Xx+XwsWLCAt99+m4KCAk4++WQuv/xyRo8e3bG/IRQREeluR7gJ9Hg84Rv6g5eDKy8iIiJC4cwhS3JycvOQpRUD1hqGQW1tbbjbTElJSfhx41JZWcnB//1zuVzNw545c4ifMoXo884jJiaG6OjozvnFXFfd3LbjPIZhUFFRcSCUOSigKS8vD++XkJBA//796d+/P5mZmaHHTieJI0ZguvDCAwc85ZSOnZ2nqysg2jlgcjAYpLKysknI09IS7t61YQMkJmL6dkZUq9WK3W4PLzabrcnzlta1+vkf/oBj8mSc06bhdDpxuVw4HI4jB5xt1Y6gqKGhgYqKisMulZWVVFRUUFVVFf4uaWQ3DAa+/z4nn3QSk+LjyXC5Ov7aE5EO1S0BTlFREf/4xz/429/+xtdff018fDxWq5WysjLGjRvHq6++ysiRIzviVJ3i888/5/TTT29x2+LFi5k0aVL4+aJFi7j77rv56quviImJYcaMGTz22GPN+op6PB5++ctf8re//Y2Kigpyc3P5zW9+w9lnn92mtvXIAKcN05UvXryYOXPm8PXXXzNu3Dguu+wy8vLyOvYfRxERkW6wb98+ltxyC5vj4ymMjGTPnj3hcUvsdjv9+/cnKyurSTiTmpqK1Wpt24k6ccDQ+vr6ZiFP6fbtVPzqV1RnZ1Pj91Pt8+GLj4ecnGavj4iICIc8h/t56LpwGNRVVRCHnMcwDPbv39+0aubbn/v37wdClSPx8fEHQpmDApqEhIQj/1Kqq2aH6ipdOWBtaSmkpMCFF2IYBn7DwDdxIt7bbsPr9eL1evH5fOHHhz5vyzZvZSXe556jYcAA3IEA7mAQd1wcxrfX+aG3SY1/5oZhYDabcTqd4cXlcjV53mTbnDlYR4+mOienWRhTXV3d5Dwmkwmn00l8fHyzJS4ursnz2NjY5lVcfe3aEzkOdFmAU1NTw1tvvcUbb7zBF198gdls5rzzzuO6667jwgsvxGw288477/Dzn/+c1NRUli5d2t5TdbrGAOenP/0peXl5TbZNmzaNpKQkAFavXs3JJ5/MiBEjmDlzJrt37+bpp5/m9NNP54MPPmjyuu9973u89dZb/OxnP2PIkCG88sorLF++nPnz57epKqlHBjjt+K2PYRisWrWKOXPmsGzZMoYPH85ll13GlClTmv/jEwhAairceCPcfz9ER3dg40VERNrO7/ezdu1aFi9ezOLFiykrKyMlJYWTR41ixN13k3nGGWQ4nTgslo7/jXdXd5dp5U2gYRjU19dTU1NDdXV1q37W1NSEQy4Ija1iSkoK3bR3ImP9ekhMDJ8nMTGxWTCTmZlJfHz8sVUM98XZebry+uvKAOIYzhUIBPB4PLjd7vDS0NDQ5Hl4XUkJvh//mJiTTiLebifeZiN+0iTi77uP6OjojvulZl+89kSOA50e4MydO5c33niD999/H7fbTV5eHtdddx1XXnkliYmJzfZ/8cUX+fGPf9zkH+uepjHA+de//sUVV1xx2P2mT5/O6tWr2bhxY/jD/ctf/sLNN9/MRx99xDnnnAPAsmXLmDhxIrNnz+auu+4CwO12M2rUKFJSUli0aFGr29YjA5wOsGHDBt5++22+/PJLMjMzufzyyznjjDNCv5Xz+2HAACgpCQU5V1+tIEdERLpUeXl5eJaWNWvWADB69OjwwJ/JycmhHbvihrMru8t09U3gQRUXYZ3R5aO0FCMlpXO7NUHfnJ2nq66/rrz2uvJcXRVK9cVrT+Q40Jb7/TbW74ZceumlZGZmcscdd3DdddcxbNiwI+5/4okncvXVV7fnVN2ipqYGl8vVrLy5urqajz/+mDvuuKPJB3vddddxxx138Oabb4YDnLfeeguLxcLMmTPD+zmdTm688Ubuu+8+CgsLyTxo0MHj0YgRI3jggQcA2LZtG++88w5/+MMfSExM5NKLLuLcYJAIvx9274ZnnoE33lCQIyIiR9eOm81gMMiGDRtYtGgRixcvpri4mISEBE4++WQuvfRSHnroIWw2W/MXrlkDe/Z0/o1ZV4518vzzoRvbrvL00zBvXud/hk8/jakrzvPHP/a92Xm66v105bXXVefqqu8I6JvXnog00a4A57PPPuO0005r9f4TJkxgwoQJ7TlVl/v+979PbW0tFouFKVOmMHv2bMaPHw/A2rVr8fv94eeN7HY7Y8aMYdWqVeF1q1atYujQoc0StMbPYfXq1cd9gHOwQYMG8fOf/5yf//znFBUV8e7bb3NlRQURwMXA+X4/MQpyRESkNW699agD1lZXV7N06VIWLVrEqlWr8Pl8jBgxgsmTJ/Poo4+S1trfYHd12NEVuvImsKtubrvyJlo30O3XlddeV52rK78jdO2J9HntCnBee+01XC4XEydObHH7smXL+POf/8xf//rXY2pcV7Lb7Vx++eVMnz6dpKQk1q9fz9NPP82UKVNYtGgRY8eOpbi4GKDF/9SlpaWxcOHC8PPi4uLD7gehQZ8Px+Px4PF4ws+rq6vb/b56o/T0dG695RZufeIJyoqKeA/4PmAA5/n9XLR7N/1++1uYMwc2bdI/ViIi0tQtt8AvftFkwNotW7awePFiFi1axK5du8LT6p577rncc889OByO9p2rL/7Guy9W+/TFoK0v6sprr68FRSJyXGhXgPPKK69w1llnHTbA2b59O6+++mqvCnAmT57M5MmTw88vuugirrjiCnJzc7n33nv58MMPw9MbtvSfPKfTeWD6Q0LT/x1uv8bth/P444/z8MMPt/u99CVJwA++XaqBD81mfu50UpmWxhnf/z6XbN/OoEGDureRIiLSYxiGQXFSEl97PKy64QZW1NTgdrvJycnh5JNP5v777yczM/PYBqk9mG7Mjk1X3dzqJlq6i647EelA7QpwjqaoqAiXy9UZh+5SOTk5XHzxxcyZM4dAIBB+TwdXxzRyu91N3rPL5Trsfo3bD+fee+/lzjvvDD+vrq5WdyurlZjUVGZccw0z7rsPj93O/PnzefLJJ9mxYweTJk3i0ksv5cQTT+y4/5SLiEiPVldXxzfffMPXX3/N2rVr2bp1K4ZhkJGRwehx4zj1vvu4/bzziLBaYft2SE+HK6/s7mbLwbrq32z930BERPqAVgc4c+fOZe7cueHnL7zwAp988kmz/SorK/nkk0+aTcXdW2VmZuL1eqmrqwt3f2rsSnWw4uJi0tPTw8/T0tLYs2dPi/sBTfY9lMPhaH8pd19jtYZmobrmGrjvvvCYNw5C07tPmzaNQCDA0qVLeeONN7j77rsZNWoUl1xyCaecckrz6clFRKT7tHMmm2AwyLZt28JBzbp166ivryciIoJRo0aRm5vLbbfdxqBBgw5MxztrVtcMjCsiIiLSRVod4Kxfv55//etfAJhMJpYuXcrKlSub7GMymYiMjCQ/P5/f/va3HdvSbrJt2zacTidRUVGMGjUKq9XKihUrmDFjRngfr9fL6tWrm6wbM2YM8+fPp7q6uslAxkuXLg1vlyMwmcDng7vuahLctMRisYS7wBmGwbp163j33Xd57LHH6N+/P5dccglnnXVWuPuaiIh0k1YMLlxeXs7atWtZu3YtX3/9NUVFRZjNZgYNGkRubi7nnXced911F5GRkYc/T1cOWCsiIiLSRUyGYRhtfZHZbOb111/nqquu6ow2dYvS0lKSk5ObrFuzZg15eXmcd9554eqj8847jzVr1rBp0yaivw0VXnrpJW666SY++OADpk2bBoSCmkmTJjF79mzuuusuINT1atSoUSQmJrJkyZJWt60t88JLUzt27GDu3Ll88sknREVFcdFFFzF9+nRiY2NDOwQCoQqfG2/UrFYiIp3t66/hqafg9dfxer1s3LgxHNRs3LgRv99PQkICubm5jB49mtzcXNLS0treNfbWW+HBB48YFImIiIj0BG25329XgNMXnXHGGbhcLiZPnkxKSgrr16/nhRdewGazsXjxYkaMGAHAV199xeTJkxk5ciQzZ85k9+7dPPPMM+Tn5/PRRx81OeaMGTN45513uOOOO8jJyeHVV19l2bJlfPrpp+Tn57e6bQpwOkZpaSn/93//x7x58wgEAkybNo2Lpk8nbdIkKCkJBTmanlxEpMO53W5Wr17NsmXLWPHCC5RHRGBLT2f48OHk5uaSm5vL0KFDsdvtHXPCdnbVEhEREelqCnDa4dlnn+WNN96goKCA6upqkpOTOfPMM3nooYfIyclpsu+XX37JrFmz+Oqrr4iOjmbGjBk8/vjj4YqcRm63mwcffJDXX3+diooKcnNz+fWvf825557bprYpwOl4tbW1fPjhh7z37ruUvfUWp3k8XAoMaRxzR0GOiEi7BAIBNmzYwPLly1m2bBk7duzA6XQyduxY8vLyyMvOJmnECLjwwgMvOuWU0Jg1IiIiIscZBTh9jAKcTuT3483K4vPiYt4FtgInAZPNZib260fyddcpyBGRvu0YqlUMw2Dnzp3hsGbDhg0AjBw5kry8PCZMmEBWVlbTLlCzZsFpp2l8GhEREREU4PQ5CnA6kd8PAwZAUREAQWA1sBhYCpSZTCRERTHxN79h0sknc+KJJ3Zcib+ISE9wyy1HHVi4UVlZWTisWb16NR6PhwEDBjBhwgQmTJjA8OHDjzz735o1MHs2vP56B74BERERkd5LAU4fowCnEx0S4IQdNH15+Q9/yLING1iyZAlr1qzB5/MxbNgwJk2axMSJE5v/dllEpDc5aGDhg9XV1fHVV1+xfPlyli9fTlVVFUlJSeHKmhNPPLHts/tpcGERERGRJhTg9DEKcDrRoQHOQcHN4aYvDwaDbN68mSVLlrB06VJ27txJREQEeXl5TJw4kfHjxxMVFdX8XJrxSkR6KN9dd7Fu4ECW2+0sW7aM4uJiIiIiGDduHBMmTOCkk04iLi7u2E+kwYVFREREmlCA08cowOlEjQFO4yxURwhujqS2tpaVK1eydOlSli9fTl1dHZmZmUyaNIlJkyYxbNgwzMFg03NpoGQR6Qa1tbV8/fXXrFq1ilWrVlFUVITdMBj54YdMGD+evLg4MlwuDSwsIiIi0gU6PMA544wz2twIk8nEp59+2ubXSXMKcDpRIBAq5b/xxnYFN4djGAa7d+9myZIlLFmyhE2bNmExmzlx/nwm1tYyEUjSjFciciQdUK1SVlYWDmpWr15NdXU1kZGR5ObmMmbMGMaOHUtaWhqme+7RwMIiIiIi3aDDA5zTTjutXWN8zJ8/v82vkeYU4PQN3vp6vh4wgCVlZSwFyoFIYJDJxODYWHKmTSPnwQfpP3w4ZrP52E6m7loivV8bBhdunA2qMahZt24dHo+HxMRExo4dy9ixYznxxBNb7galgYVFREREuo26UPUxCnD6iBYGTG4AtgMFQIHZzNboaArz8wkGg9hsNgYMGEBOTk54GTBgADabrfXnUnctkd7rMIML+/1+Nm3aFK6s2bx5M8FgkAEDBoTDmlGjRrV+gGENLCwiIiLSbRTg9DEKcPqIVsx4dXA3Lp/Px86dOykoKKCgoICtW7eyY8cOfD4fZrOZ/v37k5OTw+DBg8nJyWHQoEG4XK6Wz6XuWiK9UsOdd7I2K4tVLherVq2isLAQi8XCsGHDwmHN0KFDjzx199FoYGERERGRbtPhAc6uXbva1ZCsrKx2vU6aUoDTR7RjxqvDCQQC7NmzJxzsFBQUsG3bNhoaGgBITUlh8FtvkVNTQw4wGIg5+JwKckTapxPCDq/Xy7Zt29iyZUt42b17N4Zh4DSZGPX++4zNy2NsTAyZLhemU0/V4MIiIiIifUSHBzhms7ldY+AEAoE2v0aaU4DTR3TQjFdHYxgG+/bsYeuYMRSUl1MAbAVqAANIAoaYzeSkpDDk/ffJGTKk/ddVXx9rR5UJcqg2jEtzMJ/Px44dO5qENLt27SIYDGK328nOzmbIkCHhpX///qGxsGbN0uDCIiIiIn1YW+73ra054F//+td2BTgichCTCXw+uOuuTgluDpzGRGpqKqkOB6ccss2wWChPSWHLWWdRcOqpvDt3Llu2bKGmpgaApKQkhgwZQk5OTvjnEb9EDAPsdnjmGXjjja6r7OmqYOXWW9t1s94uCot6h1tugV/8osUBfwOBADt37mwS0uzYsYNAIIDVamXgwIEMGTKEESNGcNFFF5GVlXXkrk9r1sCePQpvRERERATQGDi9gipwpM3a0V3LMAzKy8vDN54FBQVHD3ciIrpnrJ12VkG02WEGke0UXfWe+mJQ1IXvqaGhgT23386OgQPZEh/Pli1b2L59Oz6fD4vFQlZWVpNKmlYPPN4SDS4sIiIi0udpEOM+RgGOtFkHd9cyDIOysrJwqBMOd6qrMT79lGSPhyFADtAfiLZYiE5OJvo73yHqwQdxJCV1bBVfVwYrXdWFpaveU1cFRdB1wUoHvKdgMEhJSQl79uxhz549FBUVhR+XlpaG93M6nWQkJDDghRcYMmECQyIjyY6IwD5lSsePS9MXwzYRERERaaLTA5xHHnnkqPuYTCYefPDBth5aWqAAR9osEAjdzN54Y6d218Lvx8jKoqy4mAJgC1BEaLydGqDGZKImMhLPaac1eVljmGOz2YiOjiYqKoro6OgjLgfvY7fbw8GKMW0aPp+PhoYG6uvrD7scaXvjNq/X2zxo8noxPvoIU79+B9YlJEBOTod+lGazGcuGDUT270/cCScQFxdHbGxsk5+HrrPb7W0/UV+sKjrKe6qpqWkWyhQVFVFUVITH4wFCn39KSgrp6elkZGSEl/T0dJKSkkLj0TTSuDQiIiIi0kE6PcBp8h/ZQw9oMmEYBiaTSYMYdxAFONJjtXFq9EN5vV5qamqaLLW1tc3WHbrd5/NheDyY/vMfjH79sJtMRFgsRGRkEDF5MhEREeHF5XI1eX6kbS12demim/VgMEhg717qMjKoPPNMqnw+Kn0+KnNyqDrrLCorK6mqqqKysjL82Ov1NjtORETEYUOf8OM//pGYM8/EceGF2Gy2zhvjrIPCIr/fT11dXZPQ7eDndXV11L/6KjVZWRTHx7Nnzx4qKiqA0L9JUVFRTYKZxsdpaWk4nc62NWbNGpg9u2sCMBERERHp8zp8EONDBYPBFtft3LmTP/7xjyxYsIAPPvigPYcWkd6sjVOj2+12EhMTSUxMbPu5Zs2Cn/2sc4OVLhxE1mw2Y/7974mbN4+4dp7PMAwaGhpaDHt27drF2rVrQ+vq66m+4go8aWl4v/0+NyUkwJAh4eM0agzlG1mtVhwOBw6HA7vdHn7c0nOHw4G9spLAnXdSn5PTLHhpfN7Q0MCRfpdgtVqJjIwMB20HP258HjdjBv2//33OmDqVDKeTOJutc6bbfv75UIAjIiIiItLFOmUMnKuvvhrDMPj73//e0Yc+LqkCR3qsLpoavZmuqoLoykFku7Kyo51VRYZhEAgE8Hg8TRav13v4daWlWG6+mciJE0NVUhYLkXl5RPz0p+Hwxel0HrGyszPfU5tpXBoRERER6UCdXoFzNPn5+czq6N96ikjP00VTozfTVVUQf/xj192sd9V7OoaqIpPJhNVqDVfEtMqsWTBvXp+plFJ4IyIiIiLdpVMCnBUrVhz7b1NFpOezWELVN12tq4KVrrxZ76r31JVdgLoqWFG3JhERERE5DrQrwHnttddaXF9ZWcmCBQuYM2cON9100zE1TETksPpiFURXvae+WFXUle9JRERERKSbdPgsVElJSdx000388pe/bPvsHtIijYEjIr2SxosRERERETmiTh8DZ/v27c3WmUwm4uPjie6qMTBERKRnU3gjIiIiItJh2hXgDBgwoKPbISIiIiIiIiIih6GRhkVEREREREREerhWV+Dk5ua26cAmk4k1a9a0uUEiIiIiIiIiItJUqwOchIQETK0Yz2Dv3r1s2rSpVfuKiIiIiIiIiMjRtTrA+fzzz4+4fe/evTz55JM8//zzWCwWrr322mNtm4iIiIiIiIiI0M5BjA+2b98+nnjiCV544QV8Ph/XXHMN999/P4MHD+6I9omIiIiIiIiIHPfaHeA0VtwcHNw88MADDBo0qCPbJyIiIiIiIiJy3GtzgLN3716eeOIJXnzxRXw+H9deey0PPPAA2dnZndE+EREREREREZHjXqsDnOLi4nBw4/f7ue6667j//vsV3IiIiIiIiIiIdLJWBziDBw/G4/EwZswY7rvvPrKzs6moqKCiouKwrxk3blyHNFJERERERERE5HhmMgzDaM2OZrP5wIuOMkW4YRiYTCYCgcCxtU4AqK6uJjY2lqqqKmJiYrq7OSIiIiIiIiLSAdpyv9/qCpyXX375mBsmIiIiIiIiIiJt1+oA5/rrr+/MdoiIiIiIiIiIyGGYj76LiIiIiIiIiIh0JwU4IiIiIiIiIiI9nAIcEREREREREZEeTgGOiIiIiIiIiEgPpwBHRERERERERKSHU4AjIiIiIiIiItLDKcAREREREREREenhFOCIiIiIiIiIiPRwCnBERERERERERHo4BTgiIiIiIiIiIj2cAhwRERERERERkR5OAY6IiIiIiIiISA+nAEdEREREREREpIdTgNPJPB4Ps2bNIj09HZfLxcSJE/n444+7u1kiIiIiIiIi0osowOlkN9xwA7/97W+5+uqr+f3vf4/FYmH69Ol8+eWX3d00EREREREREeklTIZhGN3diL5q2bJlTJw4kdmzZ3PXXXcB4Ha7GTVqFCkpKSxatKhVx6muriY2NpaqqipiYmI6s8kiIiIiIiIi0kXacr+vCpxO9NZbb2GxWJg5c2Z4ndPp5MYbb2Tx4sUUFhZ2Y+tEREREREREpLewdncD+rJVq1YxdOjQZinahAkTAFi9ejWZmZnNXufxePB4POHnVVVVQCiZExEREREREZG+ofE+vzWdoxTgdKLi4mLS0tKarW9cV1RU1OLrHn/8cR5++OFm61sKe0RERERERESkd6upqSE2NvaI+yjA6UQNDQ04HI5m651OZ3h7S+69917uvPPO8PPKykoGDBjArl27jvoHKtJdqquryczMpLCwUGM1SY+l61R6A12n0hvoOpXeQNep9AaGYVBTU0N6evpR91WA04lcLleTrlCN3G53eHtLHA5Hi8FPbGysvnikx4uJidF1Kj2erlPpDXSdSm+g61R6A12n0tO1tlBDgxh3orS0NIqLi5utb1zXmoRNREREREREREQBTicaM2YMmzdvbjb48NKlS8PbRURERERERESORgFOJ7riiisIBAK88MIL4XUej4eXX36ZiRMntnpQYofDwUMPPdRityqRnkLXqfQGuk6lN9B1Kr2BrlPpDXSdSl9jMlozV5W024wZM3jnnXe44447yMnJ4dVXX2XZsmV8+umn5Ofnd3fzRERERERERKQXUIDTydxuNw8++CCvv/46FRUV5Obm8utf/5pzzz231ccIBoMUFRURHR2NyWTqxNaKiIiIiIiISFc5eBYqs/nInaQU4PQCu3fvbnV3KxERERERERHpXQoLC+nfv/8R99E04r1AdHQ0EPoD1fR3IiIiIiIiIn1DdXU1mZmZ4fv+I1GA0ws0dpuKiYlRgCMiIiIiIiLSx7RmuBTNQiUiIiIiIiIi0sMpwBERERERERER6eEU4IiIiIiIiIiI9HAaA0dEREREREREukUgEMDn83V3M5oxDANfmQ97sv2YjmOz2bBYLB3SJgU4IiIiIiIiItKlDMNg7969VFZWdndTgFB7DK9B0BPE8BgYhoHJZsJWazvmY8fFxZGamtqqgYqPRAGOiIiIiIiIiHSpxvAmJSWFiIiIYw432iroDRJoCBCsDxL0BDGZTZgTzJgjzFhcFkyWY2+PYRjU19dTUlICQFpa2jEdTwGOiIiIiIiIiHSZQCAQDm8SExM7/XyGYRCsDxKoCxCoDWAEQtU1jkgHllQLZqe50wIkl8sFQElJCSkpKcfUnUoBjoiIiIiIiIh0mcYxbyIiIjrl+EF/kGBdkEBtgEB9AABLhAVLpAVrlhWztWvnc2p8nz6fTwGOiIiIiIiIiPQuHVH1YhgGQfdB1TU+A5PFhCXKgjXOij3d3uXdsw7VUedXgCMiIiIiIiIivYIRNEKVNXUBgnVBDMPA7DRjibTgSHdgtndtdU1XUoAjIiIiIiIiIj2ev8aPt8iLJcaCJcqCvZ8dk7l7q2u6kgIcEREREREREemxjICBZ48HDHANdmGyHj+hzcEU4IiIiIiIiIhIj+Sv8uPd68WeZscac3xHGMf3uxcRERERERGRbnPzzTezbt265hsMCHqDYAKzzQydWHQzatQoXnzxxc47QQdRgCMiIiIiIiIi3WLdunUsWbKku5vRJqNGjeLKK69k9+7d/O///i8Oh4N77rmHn/3sZ5163r47PLOIiIiIiIiISAfyeDxs2rSJ1157jalTp7J8+XKuvvpqZs2aRV1dXaeeWwGOiIiIiIiIiEgrrFu3Dr/fz7PPPsv3vvc9cnJyuOGGG/B6vdTX13fquRXgHIXH42HWrFmkp6fjcrmYOHEiH3/8cZuPc/bZZ2MymfjJT37SCa0UERERERER6YWM7m5A26xZs4bU1FTOPffc8LrS0lLsdjsJCQmdem6NgXMUN9xwA2+99RY/+9nPGDJkCK+88grTp09n/vz5nHrqqa06xpw5/7+9+46PokzcAP7M9pbdZDcdEghdDAgizUJRERW5swDKiehhPxXFQz0VRT0VFU+982ycZ6H9LNgORMUCgqKCSLFRlIQEUkjbku278/7+iFmzpBAgyW42z/fzmc/Ozs7svLO+TnYf3vI2vvrqq3YuKREREREREVEnIYBAVQADcgdACAFJEbupwfPz81u977Zt23DSSSdBkqSobfn5+VAqle1RvAgGOC3YtGkTXnvtNSxcuBBz584FAMycORP5+fm4/fbbsXHjxsO+h8/nw1//+lfccccduPfee9u7yERERERERERxzVvgRaAiAFiAl15/KSoMiXfbt2/HmDFjorZt27YNQ4YMafdzswtVC1asWAGlUolrrrkmsk2n0+HKK6/EV199heLi4sO+x2OPPQZZliMBEBEREREREVFXJIdkFD1ahOIniqG2qqGxaTpVeAPUBTiHhjVbt25lgBNrW7duRb9+/WA2m6O2jxgxAkBdytaSoqIiPPLII3j00Ueh1+tbfV6/3w+n0xm1EBEREREREXVWtdtr8f2530OTrUHff/WFpOpcwQ0AFBYWwuFwRIU1fr8fO3fuxNChQ9v9/OxC1YLS0lJkZWU12l6/raSkpMXj//rXv2Lo0KG45JJLjui8CxYswP33339ExxARERERERHFG9kvY9+D++D91YvjlhwHTYYGPp8v1sU6Kj179oQQ0aMu//DDDwiHwzjhhBPa/fxsgdMCr9cLrVbbaLtOp4u83py1a9firbfewlNPPXXE573zzjvhcDgiS2u6ahERERERERHFE8dXDuw4dwdMQ00YuHwgNBmaWBepzW3duhW9evVCUlJSu5+LLXBaoNfr4ff7G22vTwub6xYVCoUwe/ZsXHbZZRg+fPgRn1er1TYZHBERERERERHFu7A7jIJ5BQi5Qjh+xfFQp6hjXaR201EDGAMMcFqUlZWFAwcONNpeWloKAMjOzm7yuMWLF2PXrl144YUXUFhYGPWay+VCYWEh0tPTYTAY2rzMRERERERERLFS82kN9j20D7l/y4X1LGusi9Pu/v3vf3fYudiFqgVDhgzB7t27Gw0i/M0330Reb0pRURGCwSBOOeUU5OXlRRagLtzJy8vDmjVr2rXsRERERERERB0laA9i17W7UPleJfL/l98lwpuOxhY4LZgyZQoef/xxLFq0KDINuN/vx8svv4yRI0ciJycHQF1g4/F4MGDAAADAJZdc0mS4c8EFF+Dcc8/F1VdfjZEjR3bYdRARERERERG1h7AvjLL/lqHinQr0vK8nkk9NjnWREhYDnBaMHDkSU6dOxZ133omDBw+iT58+ePXVV1FYWIj//ve/kf1mzpyJzz//PDIa9YABAyJhzqHy8vJw/vnnd0TxiYiIiIiIiNpF2BtG6aJSVP6vElmzsjD4w8FQqNjJpz0xwDmMxYsX45577sGSJUtQU1ODwYMHY9WqVRgzZkysi0ZERERERETUocLuMEqeL0HVB1XIvjobJ6w5AZJSinWxugRJHDqJOcUdp9MJi8UCh8MBs9kc6+IQERERERFRFxOqDaHk2RLUfFyDrGuzkHZhGiTF0QU3Pp8PBQUFyMvLg06na+OSxp+WrvdIfu+zBQ4RERERERERNSnkDOHAMwdgX2tH9vXZyJmbc9TBDR2bmHVQu/7667Fx48ZYnZ6IiIiIiIiImhG0B1H490L8OPVHGPONGPzRYKRdcPStbujYxSzAWb58OU477TT07t0b8+fPx549e2JVFCIiIiIiIiICEKwJouC+Avx0yU9IGpaEwR8ORurkVEgSg5tYi1mAc/DgQbz22mvIz8/HI488ggEDBmDkyJF45plnUFlZGatiEREREREREXU5waog9s7bi58v/RmWky0Y/MFg2M61MbiJIzELcLRaLaZOnYr33nsPZWVlePbZZ6HVajF79mx069YN5513Ht544w34fL5YFZGIiIiIiIgooQUqAth75178fPnPSDk9BYPeHwTrWVYGN3EoLiZpT0lJwbXXXov169ejoKAA559/PlavXo3p06cjMzMTV111FXbs2BHrYhIRERERERElhEB5AL/e9it2XbkL1rOtGLxqMFJOT2Fw0wqXXXYZJEmKWs4777x2P2/czEJVXFyMZcuWYdmyZfjxxx9hs9lw8cUXQ6PRYOnSpXjllVfw9NNP4/rrr491UYmIiIiIiIg6JX+pH8ULi+Hd60XO3Bz0PrV3rIvU6fz5z3/G559/jjFjxuCiiy5C7969kZOT0+7nlYQQot3P0gy73Y433ngDy5Ytw5dffgmVSoVJkybhsssuw6RJk6BWqwEAfr8f06dPx1dffYXS0tJYFTdmjmReeCIiIiIioq5ICAERrFvkoFy3HmiwXv9aQG5yPxEW0GRpoO+jhzpVnXAtUXz7fSh+rBj+/X7k3JYDy2hL7Mri86GgoAB5eXnYd9M+uH9wx6wsAGDMN6L/f/q3at9AIIBevXrh7rvvbnUDk4bXq9Ppol47kt/7MWuBc8EFF+CDDz5AIBDAyJEj8fTTT+OSSy5BSkpKo321Wi2mTJmCd999t+MLSkRERERERB0q7A6j5pMaVK2qQqAsED34R8MmCFKDbRIgqSQoNApIaimyKNS/Pdc0WG/4mua350oJnp0elC4qRaAiAABQmpTQ99FD30cPQ19DXbiT3rnCHV+RD0WPFiFQHkDuHbkwD4+vRgHuH9xwfu2MdTFabdu2baioqMDVV1/d4eeOWYCzdetW3HbbbZg5cyb69u172P0nTJiAtWvXdkDJiIiIiIiIqKP59vlQtaoKNZ/UABKQcmYKeszrAV0P3eEPbichVwjeX73w7vHCvt6O0pdKESj/Ldwx/Bbu9NVHQh5NpqbDwh0hBMK1YQQrgghWBBGoCETW65+HqkJQ6BXI/Vsukk5M6pByJbrk5GQEAgEsWLAAV1xxBbp16waFomOGF45ZgFNYWHhE+6elpWHs2LHtUxgiIiIiIiLqUCIs4PzGiapVVXBtcUGXq4Ntsg3HLT0OSqMy1sUDAKiSVEgakoSkIY3Dj1BtCL69Pnj3eOHc6ET54nIEygIQQkCpV0LXWxdptaPvo4cmu+VwR8gCIXuo2TAmWBFE2Bn+vdWRVNdCSJ2mhjpVDU2aBuo0dV0robS656oUFSRF52kt1Bn069cPzzzzDObMmYN7770XkiRh586d6NevX7ufO2YBjlKpxNKlSzF9+vQmX3/99dfxpz/9CeFwuINLRkRERERERO0h5Aih+qNqVL1fheDBIMyjzEi7KA15D+Z1uqBBZVLBNNgE02BTo9fCnnBdy51fvHBucqJ8WTn8JX4AgEKrgDpNjVB1CLJP/v0gCVAlqyLhizpNDU2WBsbBxshzZZKyU3XfSkQLFy7EwoULcdttt2HcuHFIT09vVa+ithCzAEcIgZbGTw6Hw6yYREREREREnZxnjwdVq6pgX2uHQqtAysQU9FrQC9psbayL1m6UBiVMg0wwDWoi3PGGEawKQm1TQ6mPj5ZGsWTMN8a6CK0uw5dffom7774bO3bswIABA9q5VI3FdBrx5gIap9OJjz76CKmpqR1cIiIiIiIiIjoWclCG4wsHqlZVwf29G/q+etjOsyH7+mwodQwslHollN35OdRr7exP8eDDDz/EoEGDYhLeAB0c4Nx///144IEHANSFNzNmzMCMGTOa3FcIgdmzZ3dk8YiIiIiIiOgoBCoDqP6wGtWrqxGyh2A5zYLMKzJhzDeyZwUljNzcXGzfvh2PP/44zjnnHHTr1g3Jyckddv4ODXBGjBiBv/zlLxBC4Nlnn8WECRMaDfQjSRKMRiOGDRuGCy+8sCOLR0RERERERK0ghID7RzeqVlXBsd4BlUUF6zlW9PlnH2jSNLEuHlG7uPLKK3Hw4EG89NJLmDdvHvx+P2bOnIlXX321Q84viZYGomlHf/7zn3Hddddh5MiRsTh9p+J0OmGxWOBwOGA2m2NdHCIiIiIi6iKELOAr8sG72wvPLg+8u73w7fNBBAUMAwywnWeD5TQLFJqOmUaZEoPP50NBQQHy8vKg08Vumvhj9c477+DCCy9EKBSCUtl8t7iWrvdIfu/HbAycl19+OVanJiIiIiIiogaCNcFIQFP/GPaGISkkaHO0MPQ3QN+vbiwbXa4OkpLdoqhrc7vd+OabbzBs2LAWw5u21GEBzuLFiwEAl112GSRJijw/nJkzZ7ZnsYiIiIiIiLoEOSDD+6s3KqgJlAcAAOoUNfT99DD0NyB9Wjr0ffRQGjnQLlFzli5divXr12Pp0qUdds4O60KlUCggSRK8Xi80Gg0UisM3sZMkCeFwuANKF9/YhYqIiIiIiFpDCIFASQCe3Z66oGaXF94CL0RIQKFRQN9bD31/PQz9DDD0N0CdruYgw9ThEqULVWt1ui5UBQUFAACNRhP1nIiIiIiIqCsSskDYHYbskRF2hyOL7G7iuafp1yAf+qaAJlsDQz8D9P31SDk9Bbo8HRRqjlFD1Nl1WIDTo0ePFp8TERERERElEiELVL5bifIl5RDhJjo+KAClQQmlUQmFURG9bqxb16RpoOj5+/ND9+VYNERdR8wGMSYiIiIiIkpEckBG+bJylC8rh+1cGwYsGQCViT+9iOjYdNhd5PTTTz/iYyRJwqefftoOpSEiIiIiImpbYXcYJf8pQdXKKqRPT8fg9wdDoWXXJaLmyPKhfQATU1tdZ4cFOLIsH/HgWB00vjIREREREdFRC1YHceDfB+D40oGsq7JwwpoT2LWJqAX1ExuVlJQgLS0NGo0mIQfTFkIgEAigoqICCoUiMibw0eqwWajo6HEWKiIiIiKi+OM/4EfxE8Xw7vai243dkHJWSkL+CCVqD4FAAKWlpfB4PLEuSrszGAzIyspqMsCJy1moiIiIiIiIEoFnjwfFC4sRsofQfU53WEZbYl0kok5Ho9EgNzcXoVAI4XA41sVpN0qlEiqVqk3C3bgIcFwuFxwOR5P9wnJzc2NQIiIiIiIiomiurS4ULyyGpJGQMzcHpnxTrItE1KlJkgS1Wg21Wh3ronQKMQ1wnnvuOTzxxBPYu3dvs/skchJHRERERETxTQgB++d2HPjnAWi6aZD3UB70efpYF4uIuqCYBTjPP/88brjhBkycOBGzZs3C3XffjTlz5kCn0+GVV15BRkYGZs+eHaviERERERFRFyZkgapVVSh5rgSmoSb0e74fNBnHNgApEdGxiNmcdk8//TQmTpyIDz74ANdccw0AYNKkSXjooYfw008/weVyoaqqKlbFIyIiIiKiLkgOyihbWoYdE3fA87MHA18biF4P92J4Q0QxF7MA59dff8XkyZMBINLfLRAIAAAsFguuuuoqPPvss7EqHsWJoD2I2h21qHq/Cp5diT86ORERERHFRtgbxoFnDmDH2TsQdoWR/7985N6RC5UlLoYNJSKKXRcqi8WCUCgEADCbzTAYDCguLo68npSUhLKyslgVjzqACAv4S/3wF/nh2+f7/bHEDxGqm91elayCLlcHbXctqj+shmeXB8ZBRtgm22A5xQKFOmYZJBERERElgKA9iJJnS1DzWQ2y/pyFwR8NhkLF75hEFH9iFuDk5+dj+/btkeejRo3Cc889h3PPPReyLOOFF15Av379YlU8agNhTxi+Il+jgCZYHQQASEoJmiwNdLk66HroYD7ZjPTp6dBka5r9oymEgPsHN6pWVqF4YTFUKSrYJtlgPdsKdQpHLiciIiKi1vGX+LH/X/vh3uFG9l+ykfu3XEiKY5/ml4iovcQswJkxYwaef/55+P1+aLVa3H///TjzzDMj04ar1Wq89dZbsSoetYLsl+H+wQ3fPt/vAU2xD8Jf13pGoVdAm6uFrocOulwdkoYnQZergypFBUk6uj+OkiTBNMgE06C6KRsD5QFUra7C7ut2Q/bISB6fDNtkGwx9DW12nURERESUGMKeMCrfrcTBNw5CaVQi+9ps9FrQ66i/mxIRdSRJCCFiXYh6e/fuxcqVK6FUKnHWWWfFRQscv9+Pe++9F0uWLEFNTQ0GDx6MBx98EBMmTGjxuLfffhuvv/46Nm/ejLKyMuTk5OC8887DPffcg+Tk5CMqg9PphMVigcPhgNlsPoarOTYhRwiOjQ44NjhQu70WklqCabAJury6gEbbQwttdy2UOmVMyhf2hWFfZ0fVyip4f/HCNNgE22QbzCeb2QyWiIiIqIsSsoB9vR3lS8oRKAsg9YJUpE1JgzqZrbeJKPaO5Pd+XAU48Wj69OlYsWIFbrnlFvTt2xevvPIKNm/ejLVr1+LUU09t9rjU1FRkZ2fj/PPPR25uLr7//ns8//zz6NWrF7777jvo9fpWlyFWAY6/xA/HF3WBjfcXL5QWJSwnW2A5zQLTYBMkZfz+S4UQAu4dblSurIRzoxPqVDVsk2xImZjCP9ZEREREXYBnlwdlS8rg/NqJ5DHJyJiRAX2v1n8HJyLqCAxw2simTZswcuRILFy4EHPnzgUA+Hw+5OfnIz09HRs3bmz22HXr1mHcuHFR2xYvXozLL78c//nPf3DVVVe1uhwdEeAIIeDd7YXjCwfsG+wIlgehydLAclpdYKPvre/UTUv9ZX5Uv1+N6g+rIftkJJ/+W1erPuxqRURERJQoglVBHHz9IKpWVkHbQ4vMmZkwjzZ36u+xRJTYjuT3fszGwFEoFK26kYbD4Q4oTdNWrFgBpVKJa665JrJNp9PhyiuvxF133YXi4mLk5OQ0eeyh4Q0AXHDBBbj88svx888/t1eRW00OyajdVgvHFw44NzoRdoWh76eH5TQLej3SC9pMbayL2Ka0mVpkXZmFrCuzEPaGYV9rx/5/7If3Vy9MQ37rajWaXa2IiIiIOhs5IKP6g2qULy+HCAukX5KO4985Pmbd+omI2kvMApx77723UYATDodRWFiId999F/3798d5550Xo9LV2bp1K/r169coBRsxYgQAYNu2bc0GOE2pnxY9NTW1xf38fj/8fn/kudPpbPU5mhP2hOH8xgnHFw64vnVBhAVMQ0xIPi0ZWbOyoDLHrCp0OKVeCdu5NtjOtUEIgdpttahaWYWih4ugTlPDNrluVitVUtf5TIiIiIg6EyEEXN+6UL64HJ49HtjOtaHv032hSdfEumhERO0mZr9Q77vvvmZfKy0txahRo2I+iHFpaSmysrIaba/fVlJSckTv9+ijj0KpVGLKlCkt7rdgwQLcf//9R/TehwpWB+vGr/nCAfcPbih0CphHmpFyRgpyb8+FQsuWJkDdrFZJQ5OQNDQJQN24P1WrqrBz5k5AAqznWpH6h1R+GSAiIiKKA74iH8qXlcP+mR2mYSZkX5cN4/HGWBeLiKhDxGUTg6ysLFx33XX4+9//junTp8esHF6vF1pt465EOp0u8nprLV++HP/9739x++23o2/fvi3ue+edd+LWW2+NPHc6nUfU0qf4iWK4trhgOcWCjMsyYDzeCEnBfr+toc3WIvuabGRfk42QM4TqD6rxy5xfELKHkHJGClLPT+Xgd0REREQdKOQKofLtSlS8VQGVVYWMGRnIvT03rifUICJqD3EZ4ACA0WhEQUFBTMug1+ujujLV8/l8kddbY8OGDbjyyisxceJEPPTQQ4fdX6vVNhkctVbOra0Pe6h5KrMK6RenI/3idMh+GTWf1aDo0SL4Cn0wjzIj9YJUmE4wcVA8IiIiojYmwgI1n9WgfGk5QvYQ0i5Kw3HLj4PKFLc/X4iI2l1c3gF/+OEH/Otf/4p5F6qsrCwcOHCg0fbS0lIAQHZ29mHfY/v27fjDH/6A/Px8rFixAipVXH7kdBgKrQK2c2ywnWODCAs4v3Hi4LKD2HvbXhjzjUg9PxWWUy38lyAiIiKioySEQO3WWhx8/SBqv6tF8hnJyHswD7ocXayLRkQUF2KWJuTl5TXZcsFut8PhcMBgMODdd9/t+II1MGTIEKxduxZOpzNqIONvvvkm8npLfv31V5x99tlIT0/H6tWrYTKZ2rO41EEkpQTLyRZYTrZACAH3j25UvlOJfQv2QdtNi9TzU5FyZgqUes58QERERNQSIQRcm12oWFGB2q21MJ1oQtrUNPR6pBdbORMRHUISQohYnPiKK65odFOWJAkpKSno3bs3LrnkElit1lgULeKbb77BqFGjsHDhQsydOxdA3QxR+fn5sNls+PrrrwEARUVF8Hg8GDBgQOTYsrIynHLKKfD5fPjyyy/Rs2fPoy7HkcwLT7Hl2+dD5XuVqPm4BgqjAqmTU2GdZIU6WR3rohERERHFBSELOL92omJFBdzfu5E0IglpU9JgGsKu6UTU9RzJ7/2YBTj13G43XC4XUlNT47J70bRp0/DOO+9gzpw56NOnD1599VVs2rQJn376KcaMGQMAGDduHD7//HM0/CiHDBmC7du34/bbb8egQYOi3jMjIwMTJkxodRkY4HROgcoAqlZVofr9asgBGdaJVqT+MRXabkc/vhERERFRZyTCAo4vHahYUQHPTg/Mo81Im5IGY76RoQ0RdWlxH+Ds27cPCxcuxMqVK7F///66gkgSunfvjmnTpuGGG25Ajx49OrpYTfL5fLjnnnuwdOlS1NTUYPDgwfj73/+OiRMnRvZpKsBp6Q/R2LFjsW7dulaXgQFO5xd2h1G9phqV71YieDAIy1gLUs9PhXGAsa7eCACi7l+kINc1J4bc9DYh/7Z/c9t+W2+4TVJL0OXp+AWJiIiIOowckuHY4EDFmxXw/uqF5VQL0i5Kg3Egp/0mIqoX1wHOypUrMWPGDLhcLvTs2RODBw9GUlISXC4XduzYgcLCQlgsFixduhSTJk0CAMybNw8PPvhgRxYzrjDASSxyUIZjvQOV71bCt69uRjNIqJvqXRG9LklHtk1SSICERtvCnjC8u70wDDQg9Y+psJxmgUKtiN2HQERERAlJDsqwr7OjYkUF/EV+WMbUhTaGfoZYF42IKC7FbYDz888/48QTT0ReXh5eeOEFnHbaaY322bBhA6677jrs27cP3377LRYsWIClS5ciHA53VDHjDgMcagtCCHh+9qDy3Uo4NjigTlfDNtkG60QrVEnx132RiIiIOgc5IKPm0xpUrKhAoDSA5PHJSLsoDfpe+lgXjYgo7h3J7/0O/dX28MMPw2az4Ysvvmh2gOLTTjsNGzZswODBgzFs2DD4/X4sWLCgI4tJlJAkSYJxoDHSbNlf4kfVyirsnLkTkADr2VbY/mCDNpNj9BAREVHLwr4waj6uQcVbFQhWBJFyZgp63tsTuh6c8puIqL10aIDz2Wef4aqrrjrs7FJWqxWzZs3Cgw8+iMWLF2PGjBkdVEKirkObrUX2tdnIvjYbIVcI1R9WY+9texGs/G2Mnj+mwjDAwHFziIiICAAQ9oZR/WE1Kt+uRLAmCOtZVuQ9mAddd4Y2REQdoUMDnKqqqlZPp52XlwelUsnwhqgDqJJUSJ+ajvSp6ZExekqeK4FnpwemISak/jEV5lFmSEqGOURERF1FsCYI17cuuDa74PrOBREQsJ5tRa/HekGbxRa7REQdrUMDnNTUVBQUFLRq34KCAqSnp7dziYjoUAq1AilnpCDljBQIIVC7rRaV71Wi8O+F0HbXIvWPqUg5MwVKvTLWRU04odoQlEYlWz0REVGHC7vDcH33W1jzrQshewiqFBWSTkqCZYwF3W/uDqWRf/uJiGKpQwcxnjFjBtauXYvvv/++xW5U1dXVGDRoEE4//XQsWbKko4oXtziIMcULb6EXVf+rQs0nNVDoFLBNssF2ng1qmzrWRetUZL8Mz04P3D+4Uft9LTw7PRBBAaVBiZA9hLQpaciYkcEvykRE1C7kgIzaHbV1Yc1mFwLlASgNSphONCFpeBKShiVBncK/7UREHSFuZ6H66aefcOKJJ6JPnz5YtGgRTj755Eb7bNy4Eddeey327NmD7777DgMHDuyo4sUtBjgUj4LVQVStrkLVqiqEa8NIOSMFqX9M5YwTDQhZwLfPB/f37rrlBzdCzhAUGgUMAwwwDjLCOMgIQ38DFJq6ad1lv4yKtypQvrQchgEGZP8lG4Y+nHqViIiOjggLuH92R8IaX6EPkkaCafBvYc3wJE5gQEQUQ3Eb4ADA22+/jZkzZ8Lr9aJnz5444YQTkJSUBJfLhR07dqCgoAB6vR6LFy/GhRde2JFFi1sMcCjehX1h2D+zo/K9SviL/FCnq2EeZYZ5lBnGQUYoVIpYF7HdBSoDvwc137vhL/FDUkjQ9tDCmG+EaZAJxnwjVJbW91x1futEybMlCDlCyLoqC9aJVkgKdq8iIqKmCSHg2+uDc7MTrs0ueHZ5IEkSDMcZImGNroeOXXWJiOJIXAc4ALB371489thjWLVqFUpKSiLbs7OzMXnyZMydOxe9e/fu6GLFLQY41NkEDgbg/NoJ59dOuL93QwgB0yBTJNTRZGhiXcSjFvaG4fnJg9rva+H+3g3vHi9EWEBtU0da1JgGmaDJ1rTZF+RARQClL5ai5pMa2CbbkHlFJtTJbNpORNTVBSoCcG50wrn5t7+3IQF9L30krDH0NzD4JyKKc3Ef4DTkdDrhcrmQlJTEcKIZDHCos5NDMjw/euD4ygHn104EDwahSlFFAh3TCaZIF6J4IGSBQFkAvgIffIU+ePZ44PnRg7AnDIVeAeNAYySs0ffRd1gLIzkko2plFcpeLoO2mxbZN2TDlG/qkHMTEVHs+fb74FjvgH29Hf59dS1eLSdbkDQiCcZ8IxTq+PlbSkRErdOpAhw6PAY4lIiCVUE4Nznh/MqJ2u21ECEBw3EGWEZbYB5lhrZb+/XHF0IgeDAIX6EP3gIvfIU++Ap8CJQGAAFAAjSZGujydND11EHfWw/j8ca4GlTY/aMbB545AH+xH5l/zoTtD7Yu0VWNiKirqO8OZV9vh2O9A4HyALTdtLCMsSB5TDJ0PXSxLiIREbUBBjgJhgEOdQVCFvD87IHzayccXzkQOBCA0qKEeYQZ5tFmmIaaoNS1LkARQiBYVRfQ1IczvkIf/Pv9EGEBSZKgTldD11P3e0iTp4cmS9PpmpoH7UGUv1qOypWVSDkjBVlXZUGT1nm7qBERdVVC1P0dtK+3w7HBgVB1CLreOiSPSYZljIUDDRMRJSgGOAmGAQ51VSFHqK6VztdO1H5XC9kvQ99PD/MoM5JOSkLYFY4KafzFfshBGQCgtqmjwhldTx003TQJ20pFyALVa6pR+mIpVGYVsv+SDfNJvF8QEcUrERao3V4L+3o7nF86EXaHYTjOgOSxybCcaoHayrHOiIi6AgY4CYYBDlEdIQS8e7xwfuWEa4sLSrMyEs7o8nTQdtfG1Vg6seL5xYOS50rg+cmDjBkZSJuaxs+FiCjG5IAM1xYXHOvrxoOTgzJMJ5iQPCYZ5tFmqMytn6WQqKsTQsDv98Pj8cDtdkc9NrWtucdwONzofetpNBqkpqZGlrS0tEbrRqOxoy+dEhADnATDAIeIjkbYHUb5snJUrKiAeZQZ2ddlQ5vNJvhERB0h7A3D+Y0TjvUOuL51AQCSTkqCZYwF5pFmKPXxM64aUbyw2+3Yu3dv1NJw1uKGdDodDAYDjEYjDAZD1Hpzj4euq1TNB6eBQACVlZWRpaKiotG6x+OJCn3MZnNUwHNo6GO1Wls8Z6KRZRmBQADBYLDNHxUKBQwGA/R6faPHprYZDAZoNG03S2xbYoCTYBjgENGxEELAsd6BkhdKAAnIvi4bllMtcfkHjIios6ofw6ZqZRXsG+xQqBUwjzLDMsaCpGFJbAlJBCAYDKKoqCgqoCkoKIDX6wUAJCcno1evXlFLVlYWFIr4//9HCAGXy9Vi4FNVVdWo1Q8AqFQq6HS6yKLX64/5uVarjfrchBAIBALweDzwer1NPrb0WsN9/H5/k9cPIOr7pSRJ0Gg0UKvVrX5s7T6yLEeV7XDl9nq9TZa7IUmSIgFQfeiTkZGB22677WirRaswwEkwDHCIqK34in0oeaEErm9d6H5zd1jPtjLIISI6SnJAhn29HVUrq+D52QPDQANs59mQPCaZgQ11SUIIVFdXN2pFU1paCqAuqOjRo0dUQNOzZ88u3xUpFArB7/fD6/XC5/NFlmN9fuhPfa1W22zrlPrH1rym1WoT8vujLMuRrnn1wU84HMZxxx3XrudlgJNgGOAQUVsLOUMofqIYtVtqkXtnLiwnW2JdJCKiTiFQEUD16mpUfVCFcG0YyWOSYZtsg2GAISF/0FDXFAqFIiGA3++Peqxfd7vdKC4ujrSi8fl8AACbzdaoFU1mZib//yBqBgOcBMMAh4jaS6AigKKHi+Df70ePe3rANNgU6yIREcUVIQTcP7hRtaoKjg0OqJJVsJ5rhe0cG9Q2zhRFzQuFQiguLsYvv/yCoqIiBINBCCEiC4Co5y0trd23/rzNhS+yLDcqZ8OuL/XrarUaWq020iWnqXW9Xo+cnJxIKxq9Xt8RHytRwjmS3/tdZwQlIiJqRJOmQZ8n+8BX5MO+v++DHJDRc35P6HvxSxgRdV2yX4Z9nR2VKyvh3eWFcZARtsk25MzNgULNrlH0O7/fj4KCAvz666/45ZdfImFNOByGUqlEbm4u+vTpg9zc3MgAqg0XAI22Nbe0dl+lUhk1Hkp94KLVaqFUcvBsos6MLXA6AbbAIaKO4v7ZjX0P7IPKqkKPeT2gzeKsVUTUNQTKA6haXYXqD6oR9oSRPC4ZqZNTYehviHXRKMZqa2sjAU39Y2lpKYQQ0Gq1yMvLQ+/evdGnTx/06dMHOTk5XWqmISI6NuxClWAY4BBRR3NudmLfQ/tgPM6InNtzoE5hNwEiSixCCLh3uFG5shLOL51Q2VSwTbLBOtEKtZX3vK6muro60oKmPqSprKyEJEkwGo3o06dPJKTp3bt3p5kZiYjiHwOcBMMAh4hipebTGhQtLELy2GR0n90dSiObXhNR5xX2hWFfWzdrlPcXL0wnmGA7zwbzKWYoVPwxnqiCwSBKSkpw4MAB7N+/P2rxeDwAAKvVGtWKpnfv3rDZbBx4l4jaHQOcBMMAh4hiSQiByncrceCZA0i7MA1ZV2Vxelwi6hSEEPDu8aL6o2rY19khggLJ45NhO88GQ192jUoEPp+vyWDmwIEDCAQCAOoG5M3Ozkb37t2jlm7dusFgYD0gothigJNgGOAQUTwQYYGyJWUoX1yOrCuzkD49HZKC/zJJRPElWBOE/TM7qj+qhm+fD4Z+BqRMTEHy2GSokjguSWdSW1vbZDhTWlqKcDgMANBqtY1Cme7duyM7OxtaLcdxI6L4xwAnwTDAIaJ4IvtllLxQgsr/VaL7zd1hO49NzIkoduSQDNcmF6rXVMO1yQVlkhIpZ6Qg5awU6HtyRr145fP5sH//fhQXF6O4uBhFRUUoLi5GaWlpZKprk8nUqNVM9+7dkZmZyUGCiShhMMBJMAxwiCgehVwh7H9qP5wbnci9MxfJY5JjXSQi6iK8hV7UrKlBzac1CLvCSBqRBOtEK5KGJ3EsmzgQDodRVlbWKJwpLi6OdGvSaDTIyclBTk4OcnNzI48ZGRmc6pqIuhQGOAmGAQ4RxbNAZQBFjxTBt9eHHvf0QNLQpFgXiYgSTKg2BPtaO2rW1MCz2wNdTx2sZ1mRfHoyZ8nrYEII2O32SCjT8NHhcECSJCgUCmRmZjYKZ7p16wadThfrSyAiiisMcBJMLAIcIQRCoRD8fj8CgQD8fn/UesPHUCgUtQSDwcNua80+h27TaDRISkpqdjGZTI22GY1Gdu0g6iC+/T7s+/s+hN1h9JzfkwOEEtFRE7JA7dZaVK+phuNLBxRaBZLHJcM60Qp9Xz3/trcBIQR8Ph9qampgt9tht9uj1g997vf7I8empKREgpmGIY3FYonhFRERdU4McBLMkQY4S5cuxcaNGxsFLfX9iVtLrVZDq9VCq9VCo9E0+ahWqyOLSqWKWpra1tz2w+2rVCoRCATgcrmaXGpra5vc7vF40FQVlyQpKvBpuG42m2E2m2GxWGCxWCLrJpMJCgWbZRMdjme3B4UPFEJpVKLHPT2g685/bSWiw/OX+FG9pho1H9cgVB2CaagJKWelwHKyhTPfNSMQCMDhcLQqhHG73Y2CL71ej5SUFCQnJ0eWpp5bLBYOCExE1E4Y4CSYIw1wKioq4Pf7o8IWjUbD/sQNyLIMt9vdZBDkdDrhdDrhcDgii9PpRG1tbZMhmNFojIQ9DQOf5p5z0D3qKlzfubDvoX1Q6BSwnm2F9WwrNGmaWBerUxCygK/QB88uDxQaBVQpKqiSVXWPFhVn/6KEEPaE4djgQPXH1XB/74YmSwPrWVakTEjpEvcKIQTcbjccDkckbKlfb2pbUwGMRqOBxWJpMYSpX9fr2XKJiCgeMcBJMBwDJ341/PJVH/Q0DH4O3eZ0OhEKhSLHNvVFSpKkRq2GmttW/z6HbmuqnA3fo/4LX1MtjZpaNxgM/NLXAUKhEJRKZcJ91oGKAKo/rEb1h9UI1YRgHm2G7VwbTENNXT6IEEIgUB6A+3s33D/ULYGyACSFBF1PHfT99RBBgZA9hFBNqO7REQIOyZIljRQJedQp6ujA55DtbMlAsSJkgdpttaj5uAaOLx2AAkgek4yUCSkw5nfeLs+yLKO6uhrl5eU4ePBg5LG+5Ut9ABMMBiPH1F+r0WhEcnIyLBZLJHBpbp0BDBFRYmKAk2AY4FBb8/v9jVoatbTudrsbvYckSZEuZw3DHrPZDJPJFOmWVr9evyRKE2whRFS3vobd+A63Xj8DR8NQTZIkKJXKSMBXT6VSwWq1wmazRR4PXaxWKzSazvGv1XJIhvNrJ6rfr4ZrqwvablrYzrUhZUIKVObEbp0WtAfh+dGD2u9r4f7BDV+hDxCAJksDY74xsmgyNEf8I032ywjZQwjWBKPDnprf14M1QYRqQhABATR8ewlQWVRQp6uh76WHrpcO+jw9dD11UGgZ9tCx8e33oebjGtR8UoNgVRCmISZYz7LCfLIZSl38tgwOBoOoqKhAeXl5VDDTMJypJ0kSrFYrMjIykJGRgfT0dKSnp8NqtUZCGIvF0mnu00RE1LEY4CQYBjgUj2RZjnQ5OzT4cbvdqK2tjQQW9eu1tbUIBAItjkvU1NJUEGQ0GiMhSsMlGAy26bZQKNRsaymtVtto8OzmxlZquH4kX+KDwSBqampQVVXV7FJdXR31L7tCCJhMpibDnvrAJz09HUlJsZ8tylfsQ/UHdWNeyD4ZlrEW2CbZYBjQeVt9hb1heH72RFrUeHZ5IEICKouqLqQZVBfU6Hro4qIFkpAFQs4QAmUB+Ap88O31wbvXC1+hD7K/rqmPJk1TF+z8FvDo8nRHFTRR4gvVhmBfZ0fNxzXw7PRA212LlAkpSDkj9t2iPB5Pk2FM/brH44kE62q1GmlpaZFApmE4k5GRgeTkZNZ/IiJqEwxwEgwDHOoK6sclahj2NBUA1W9zu91QKBSRMZ40Gg3UanXU87bYplKpOt2X9PqufS2FPhUVFXC5XAAApVKJbt26ITc3N7L06NEDWVlZHTp2luyXYf/cjqrVVfD87IG+rx62c21IHp8MpT7+/qVeDsnw7vH+HtT85EHYE4ZCr4DxuN9b1Oj76aFQd96WLEIIBKuCvwc7vz0Gy4MQQkChVkDbQxvdeidPB6Uh/v6btbWwOwzPTg/cP9e1UtRkaCKLOlUNSdm57h1HQ4QFXFtcqF5TDefXzshsUSkTUmDo3/5BrN/vR3l5OcrKypp89Pl8kX31en0kiDk0kElPT4fRaGzXshIRETWFAU4b8vv9uPfee7FkyRLU1NRg8ODBePDBBzFhwoTDHnvgwAHMmTMHa9asgSzLGD9+PJ588kn06tXriMrAAIeI2lMoFEJJSQmKiopQVFSEffv2oaioCCUlJZBlGUIIJCcno0ePHlEhT25ubru24vHs8aDq/SrY19ohKSWknJkC67lW6Hvq2+2c9epDi0BJAIHSAPwl/t8fywKQPTIklQR9X32kRY3xOCOUxsQPLQ4lB2T4iupa7vgKfgt5CnwIe8KAANRWdaPWO9osbacKN0K1obpWVT/WBXWe3R6IoIDSqIRhgAGG4wyQFBIC5YHIEqwMAmHUdVcTgNKshCZdA3WG+veQJ/239XRNp+qu5i3w1nWL+qwGYWcYScOSkDIhBeZR5jYZYykYDOLgwYPNhjINu/VqtVpkZGQgMzOzyUedjrPgERFRfGOA04amT5+OFStW4JZbbkHfvn3xyiuvYPPmzVi7di1OPfXUZo+rra3FiSeeCIfDgb/+9a9Qq9V48sknIYTAtm3bYLPZWl0GBjhEFGt2uz0S8DQMemprawHUjdVT34qnYdCTmZnZJq14QrUh2D+1o+r9Kvj2+WAabIJ1khWWUyxH1LpFyL8FMw1CmUBJAP5SPwIlAciBui5DkiRBZVNBm62FJksTedRka6DJ1LTp2B1CCPh8vqhpf+sXp9PZqKXZ0SyxbEkWrGnceidQFoAIC0AAqmQVtDla6HJ00OZq69ZzdVCldHyZQ44Q3D/XhTTun9zw7vFChASUJiWMA40wDDTAONAIfV/9EQUVQgiEXeHfw52Dwd/Xy4MIHAzUjU30G4VO0XTQ81vLHoVOAUktddjnE3KEULO2BjVrauD91Qtdng7WCVYkn54MdYq61e/jcrlQUlKC0tJSlJaWRq07nc7Ifmq1Gunp6c2GMmwpQ0REiYQBThvZtGkTRo4ciYULF2Lu3LkAAJ/Ph/z8fKSnp2Pjxo3NHvvYY4/hjjvuwKZNmzB8+HAAwM6dO5Gfn4/bb78dDz/8cKvLwQCHiOJdMBhESUlJpPVO/VJaWgohRGTcI5PJhNTUVKSlpSE1NTVqPS0tDTabDWp1yz8IhRBw73CjanUVHF86oEpSIWViCpLHJCPsCke3limta0Ejgr/9qZMAtU1dF8Q0CGa02VpoMo++FURzAUz9LDQNl/pxNhrS6/VRUwDXL0lJSU2O9XSkS8Mxkg79LA+lVCqbHY+qpXGpTCYTNJojHxcn5AjBV+yDv8gPf7E/sh6q+X38KXW6OhLsaHO0kcDnaFs8Be3BSEjj+dED769eCFlAlaSKhDSG4w3Q9z589zdZluFyuSCEgE6ng1arPeZgJewNNx30/NayR/bLv9dpAKhflZp5DkBSS1BoFJC0EhRaRWSRNL8/j7z2237eX7xwbXJBaVIi+fRkWCdYoe8d3QJOCAGn0xkJYw4NaBq2lklKSkJWVhays7OjHrOyspCUlNTpuqsSERG1BQY4beT222/HE088gerq6qgPcsGCBbjrrrtQVFSEnJycJo8dMWIEgLoQqKGJEyfi119/xS+//NLqcjDAIaJEUD82T2VlJSorK1FRUdFovaqqKipsUCgUsFqtLYY++pAeNWvqpiVWJaugzdJGAhpNlgZysgx/2A+v13vEi8/ni3ru9/sj19Lwx6ZOp2sygGlq0el0cf1DNRQKNTkeVWuW+s+nKUajMTIAudFohMFgaNWi1+mh8WigqFQgeCD4e8hT7Ifs+a3FlEqCJlvTKORRGpXw7PLA82NdWOMr8EGEBVTJKhiPN0I/QA/0BLzJXjjdvw/I3nCpnwa6foB2IDr4UigUkfDB5/M1Gqi94fqh/921Wi10Ol3U0tS2htu1Wi2USiUUCsVhH+vXJUmCUighhSQowgpIQQlSWIIUkurWQxIQBKSwBAQAKSRBBATkVBn2TDvKKsoaBTNerzdyTWazOSqMabhuMpmOuU4SERElsiP5vZ/Yc7Yeo61bt6Jfv36NPsT6cGbbtm1NBjiyLGPHjh2YNWtWo9dGjBiBNWvWwOVyNTt2hN/vj/oS7HA4ACCqeTERUWdltVphtVrRr1+/w+4bDodht9sj4U5VVRX27t2LzZs3o6qqCpWVlS3eGyVJivzw1ev1h31MSUlp8fVjbV0RDAabbQ0TTyRJisya1hZkWYbX64Xb7YbL5YoEYx6PJ/JYUVER9bzhY/16OBxuVE4AUAQVMP5khPUHK1LCKUgOJCPJnwRVUIUaYw3KteU4oDoAp84JIQmgGpC+kCB9WTf7ndlshtlshsViiaynp6ejT58+Ua8ZjcY2C99kWUYgEIDP54Pf74+EPw2fN1x3uVyR7weyLCMcDjf52HBp7rWGz5t7LRwOw2g0IisrC5mZmcjMzMSQIUMwceJEZGZmwmAwtOoa+d2FiIioZfV/K1vTtoYBTgtKS0uRlZXVaHv9tpKSkiaPq66uht/vP+yx/fv3b/L4BQsW4P7772+0vbnWPkRERERERETUeblcLlgslhb3YYDTAq/XC61W22h7/YwG9c2HmzoOwFEdCwB33nknbr311shzu92OHj16oKio6LD/QYlixel0IicnB8XFxezqR3GL9ZQ6A9ZT6gxYT6kzYD2lzkAIAZfLhezs7MPuywCnBXq9vsn+/D6fL/J6c8cBOKpjgbrgp6nwp75pN1E8q+9uQBTPWE+pM2A9pc6A9ZQ6A9ZTinetbahxdNNtdBFZWVkoLS1ttL1+W3MJmdVqhVarPapjiYiIiIiIiIgOxQCnBUOGDMHu3bsbDcD3zTffRF5vikKhwKBBg/Dtt982eu2bb75Br1692mxgSCIiIiIiIiJKfAxwWjBlyhSEw2EsWrQoss3v9+Pll1/GyJEjI4MKFxUVYefOnY2O3bx5c1SIs2vXLnz22WeYOnXqEZVDq9Vi/vz5TXarIooXrKfUGbCeUmfAekqdAespdQasp5RoJNGauaq6sGnTpuGdd97BnDlz0KdPH7z66qvYtGkTPv30U4wZMwYAMG7cOHz++edR0365XC4MHToULpcLc+fOhVqtxhNPPIFwOIxt27YhLS0tVpdERERERERERJ0MBzE+jMWLF+Oee+7BkiVLUFNTg8GDB2PVqlWR8KY5SUlJWLduHebMmYMHH3wQsixj3LhxePLJJxneEBEREREREdERYQscIiIiIiIiIqI4xzFwiIiIiIiIiIjiHAMcIiIiIiIiIqI4xwCHiIiIiIiIiCjOMcBpZw899BAkSUJ+fn5kW2FhISRJana5+uqrW3xPr9eLK6+8Evn5+bBYLDCZTDjhhBPwz3/+E8FgsNH+drsd11xzDdLS0mA0GjF+/Hh89913bX6t1HnFup6+8sorzZ6nrKysXa6ZOp/2qKeH+uKLLyLHVlZWNnr9wIEDmDZtGpKTk2E2m/HHP/4Re/fuPeZro8QR63p63333NXkOnU7XJtdHiaG96mlzxz7yyCON9uX9lA4n1vWU91OKR5yFqh3t378fDz/8MIxGY9T2tLQ0LFmypNH+H374IZYtW4azzjqrxff1er348ccfce6556Jnz55QKBTYuHEj5syZg2+++QbLly+P7CvLMiZNmoTt27fjtttuQ2pqKp599lmMGzcOW7ZsQd++fdvmYqnTiod6Wu+BBx5AXl5e1Lbk5OQjvyhKOO1VTxuSZRk33XQTjEYj3G53o9dra2sxfvx4OBwO3HXXXVCr1XjyyScxduxYbNu2DTab7cgvjBJKPNTTes899xxMJlPkuVKpbPU5KLG1dz2dMGECZs6cGbVt6NChUc95P6XDiYd6Wo/3U4orgtrNxRdfLE4//XQxduxYcfzxxx92/zPOOEOYzWbh9XqP6nw33nijACBKS0sj215//XUBQLz55puRbQcPHhTJycli+vTpR3UeSizxUE9ffvllAUBs3rz5qN6TEl9H1NPnnntO2Gw2cfPNNwsAoqKiIur1Rx99VAAQmzZtimz7+eefhVKpFHfeeWfrL4YSVjzU0/nz5ze5nahee9ZTAOKGG2447H68n9LhxEM95f2U4hG7ULWT9evXY8WKFXjqqadatX9paSnWrl2LCy+88Kib5fXs2RNAXZepeitWrEBGRgYuvPDCyLa0tDRMmzYN7733Hvx+/1GdixJDvNTThlwuF8Lh8FG9NyWmjqin1dXVmDdvHh544IFmW32tWLECw4cPx/DhwyPbBgwYgDPOOANvvPFGq85DiSte6mk9IQScTieEEK16b+oaOurvvtfrhc/na/Z13k+pJfFST+vxfkrxhAFOOwiHw7jppptw1VVXYdCgQa065rXXXoMsy7j00ktbfZ5AIIDKykoUFxfjnXfeweOPP44ePXqgT58+kX22bt2KE088EQpF9H/qESNGwOPxYPfu3a0+HyWWeKqn9caPHw+z2QyDwYA//OEP2LNnT6vPQ4mpo+rpPffcg8zMTFx77bVNvi7LMnbs2IGTTjqp0WsjRozAr7/+CpfL1erzUWKJl3raUK9evWCxWJCUlIQZM2agvLy81eehxNRR9fSVV16B0WiEXq/HwIEDG3WZ5v2UWhIv9bQh3k8pnnAMnHbw/PPPY9++ffjkk09afcyyZcuQlZWF008/vdXHvP3225g+fXrk+UknnYSXXnoJKtXv/1lLS0sxZsyYRsdmZWUBAEpKSlp9c6TEEk/11GAw4IorrogEOFu2bMETTzyBk08+Gd999x1ycnJafT5KLB1RT3fs2IEXXngBq1evbrZfe3V1Nfx+f+Te2VDD+2n//v1bXU5KHPFSTwEgJSUFN954I0aPHg2tVosNGzbgmWeewaZNm/Dtt9/CbDa3uoyUWDqinp588smYNm0a8vLyUFJSgmeeeQaXXnopHA4Hrr/+egC8n1LL4qWeAryfUnxigNPGqqqqcO+99+Kee+5BWlpaq47ZvXs3tmzZgjlz5jRqKdOS8ePH4+OPP4bdbsenn36K7du3NxrQ0Ov1QqvVNjq2vnmh1+tt9fkoccRbPZ02bRqmTZsWeX7++edj4sSJGDNmDB566CE8//zzrT4fJY6OqqezZ8/GOeec0+LAh/X3St5P6VDxVE8B4Oabb456ftFFF2HEiBG49NJL8eyzz+Jvf/tbq85HiaWj6umXX34Z9XzWrFkYNmwY7rrrLlxxxRXQ6/W8n1Kz4qmeAryfUnxiF6o2Nm/ePFitVtx0002tPmbZsmUAcETN/gAgIyMDZ555JqZMmYLnnnsO5513HiZMmBA17bJer29ynJv6/p71NyjqWuKtnjbl1FNPxciRI4/oX2AosXREPX399dexceNG/OMf/2hxv/p7Je+ndKh4qqfN+dOf/oTMzEzeT7uwjvy735BGo8GNN94Iu92OLVu2AOD9lJoXT/W0ObyfUqwxwGlDe/bswaJFizB79myUlJSgsLAQhYWF8Pl8CAaDKCwsRHV1daPjli9fjv79+2PYsGHHdP4pU6agtrYW7733XmRbVlYWSktLG+1bvy07O/uYzkmdTzzW0+bk5OQ0WRZKfB1VT2+77TZMnToVGo0mco76AbaLi4tRUlICALBardBqtbyfUpR4q6ct4f2064r13/36btD15+D9lJoSb/X0cPvyfkoxE9tJsBLL2rVrBYAWl5tvvjnqmK+//loAEA888MAxn3/btm0CgHj00Ucj26ZMmSIyMjJEOByO2vfqq68WBoNB+Hy+Yz4vdS7xWE+bM2zYMNGvX79jPid1Ph1VTw93jhNOOCGy70knnSSGDx/e6D0mTJggevXqdbSXSp1YPNbTpsiyLNLS0sRZZ511FFdJnV2s/+4//fTTAoDYuHFjZBvvp3SoeKynTeH9lGKNY+C0ofz8fLzzzjuNts+bNw8ulwv//Oc/0bt376jX6kc8/9Of/tTke3o8HhQVFSE1NRWpqakAgMrKSthsNkiSFLXviy++CABRo/pPmTIFK1aswNtvv40pU6ZEjn/zzTcxefLkJvsfU2KLx3paUVHRqK/z6tWrsWXLFsyePfsIr5ASQUfV06bO8dprr+H111/H4sWL0b1798j2KVOm4G9/+xu+/fbbSP3dtWsXPvvsM8ydO/foLpQ6tXisp03dT5977jlUVFTg7LPPPrILpITQUfW0qbrncrnw1FNPITU1NaqFBO+ndKh4rKe8n1JcinWC1BWMHTtWHH/88Y22h0IhkZGRIUaNGtXssfVp9Pz58yPbnnzySdG/f39xxx13iBdeeEE8/vjjYsKECQKAmDx5cqNzjBo1SphMJnH//feLZ555Rhx//PEiKSlJ7Ny5s82ukTq/WNbTPn36iKlTp4pHH31UPP/88+Kaa64RKpVK5OTkiLKysja7Rur82rqeNmX+/PkCgKioqIja7nQ6Re/evUV6erp47LHHxJNPPilycnJEdna2OHjw4FFdDyWmWNZTvV4vrrjiCvGPf/xDPPPMM2L69OlCkiQxZMgQ4Xa7j+p6KDG1dT2dP3++OOGEE8S8efPEokWLxP333y969OghJEkSS5cujTqe91NqrVjWU95PKR6xBU4MffLJJygvL8fdd999RMedeuqp2LhxI/7v//4P5eXlUKlU6N+/P5544olGg34plUqsXr0at912G/71r3/B6/Vi+PDheOWVVzg9I7VKR9TTiy++GO+//z7WrFkDj8eDrKwsXH311Zg/fz4yMjLa8nIoQR1tPT0SSUlJWLduHebMmYMHH3wQsixj3LhxePLJJ1s9WwZ1bR1RTy+99FJs3LgRb731Fnw+H3r06IHbb78dd999NwwGQ7udlxLH0dbTU045BRs3bsSLL76IqqoqGI1GjBgxAi+99FKj6Z15P6Vj1RH1lPdTikeSEELEuhBERERERERERNQ8zkJFRERERERERBTnGOAQEREREREREcU5BjhERERERERERHGOAQ4RERERERERUZxjgENEREREREREFOcY4BARERERERERxTkGOEREREREREREcY4BDhERERERERG1u3Xr1kGSJNjt9lgXpVNigENEREREREQUZxYsWIDhw4cjKSkJ6enpOP/887Fr166ofXw+H2644QbYbDaYTCZcdNFFKC8vj9pn9uzZGDZsGLRaLYYMGdLoPPfddx8kSWq0GI3Gw5axZ8+eeOqpp47lMht5++23MWHCBKSlpcFsNmP06NH46KOPGu134MABzJgxAzabDXq9HoMGDcK3337b4nuvW7cOJ554IrRaLfr06YNXXnkl6vWePXs2+VnccMMNzb7nrl27MH78eGRkZECn06FXr16YN28egsFgZJ8ff/wRF110UeT9j/YzY4BDREREREREFGc+//xz3HDDDfj666/x8ccfIxgM4qyzzoLb7Y7sM2fOHKxcuRJvvvkmPv/8c5SUlODCCy9s9F6zZs3CxRdf3OR55s6di9LS0qhl4MCBmDp1artdW0vWr1+PCRMmYPXq1diyZQvGjx+PyZMnY+vWrZF9ampqcMopp0CtVuODDz7ATz/9hH/84x9ISUlp9n0LCgowadIkjB8/Htu2bcMtt9yCq666Kioc2rx5c9Tn8PHHHwNAi5+FWq3GzJkzsWbNGuzatQtPPfUU/vOf/2D+/PmRfTweD3r16oVHHnkEmZmZR/3ZSEIIcdRHExEREREREVG7q6ioQHp6Oj7//HOMGTMGDocDaWlpWL58OaZMmQIA2LlzJ4477jh89dVXGDVqVNTx9913H959911s27atxfNs374dQ4YMwfr163Haaae1uG/Pnj1xyy234JZbbkFhYSHy8vKwdevWSEsfu92OlJQUrF27FuPGjcO6deswfvx41NTUIDk5udXXfvzxx+Piiy/GvffeCwD429/+hi+//BIbNmxo9XvccccdeP/99/HDDz9Etl1yySWw2+348MMPmzzmlltuwapVq7Bnzx5IktTqc916663YvHlzk+Vr+JkdKbbAISIiIiIiIopzDocDAGC1WgEAW7ZsQTAYxJlnnhnZZ8CAAcjNzcVXX3111Od58cUX0a9fv8OGNx1FlmW4XK7IdQPA//73P5x00kmYOnUq0tPTMXToUPznP/9p8X2++uqrqM8KACZOnNjsZxUIBLB06VLMmjUrKry54oorMG7cuGbP88svv+DDDz/E2LFjW3F1R4YBDhEREREREVEck2UZt9xyC0455RTk5+cDAMrKyqDRaBq1ZMnIyEBZWdlRncfn82HZsmW48sorj7XIbebxxx9HbW0tpk2bFtm2d+9ePPfcc+jbty8++ugjXH/99Zg9ezZeffXVZt+nrKwMGRkZUdsyMjLgdDrh9Xob7f/uu+/CbrfjiiuuiNqelZWF3NzcRvuffPLJ0Ol06Nu3L0477TQ88MADR3ilh8cAh4iIiIiIiCiO3XDDDfjhhx/w2muvtet53nnnHbhcLlx++eWRbRs2bIDJZIosy5Yta7PzNXzf6667rtHry5cvx/3334833ngD6enpke2yLOPEE0/Eww8/jKFDh+Kaa67B1Vdfjeeff77Nyvbf//4X55xzDrKzs6O2L1iwAIsXL260/+uvv47vvvsOy5cvx/vvv4/HH3+8zcpST9Xm70hEREREREREbeLGG2/EqlWrsH79enTv3j2yPTMzE4FAAHa7PaoVTnl5+VEPlPviiy/ivPPOi2qpctJJJ0WNm3NoK5Z6CkVd+5CGw+w2nImpKQ3f12w2R7322muv4aqrrsKbb77ZqOtTVlYWBg4cGLXtuOOOw1tvvdXsuTIzMxvN0FVeXg6z2Qy9Xh+1fd++ffjkk0/w9ttvt1j+hnJycgAAAwcORDgcxjXXXIO//vWvUCqVrX6Pw2GAQ0RERERERBRnhBC46aab8M4772DdunXIy8uLen3YsGFQq9X49NNPcdFFFwGom9K6qKgIo0ePPuLzFRQUYO3atfjf//4XtV2v16NPnz6HPT4tLQ0AUFpaiqFDhwLAYQdMbu59/+///g+zZs3Ca6+9hkmTJjV6/ZRTTmk0pfru3bvRo0ePZs81evRorF69Omrbxx9/3ORn9fLLLyM9Pb3Jc7eGLMsIBoOQZZkBDhEREREREVEiu+GGG7B8+XK89957SEpKioxrY7FYoNfrYbFYcOWVV+LWW2+F1WqF2WzGTTfdhNGjR0fNQPXLL7+gtrYWZWVl8Hq9kVBl4MCB0Gg0kf1eeuklZGVl4Zxzzjmq8ur1eowaNQqPPPII8vLycPDgQcybN++I32f58uW4/PLL8c9//hMjR46MXHf9NQN106effPLJePjhhzFt2jRs2rQJixYtwqJFi5p93+uuuw7//ve/cfvtt2PWrFn47LPP8MYbb+D999+P2k+WZbz88su4/PLLoVI1jkzuvPNOHDhwINKNatmyZVCr1Rg0aBC0Wi2+/fZb3Hnnnbj44ouhVqsB1A2I/NNPP0XWDxw4gG3btsFkMrUqHIsQRERERERERBRXADS5vPzyy5F9vF6v+Mtf/iJSUlKEwWAQF1xwgSgtLY16n7Fjxzb5PgUFBZF9wuGw6N69u7jrrruOqIw5OTni6aefjjz/6aefxOjRo4VerxdDhgwRa9asEQDE2rVrhRBCrF27VgAQNTU1zb5nc+W9/PLLo/ZbuXKlyM/PF1qtVgwYMEAsWrTosOVdu3atGDJkiNBoNKJXr15Rn2W9jz76SAAQu3btavI9Lr/8cjF27NjI89dee02ceOKJwmQyCaPRKAYOHCgefvhh4fV6I/sUFBQ0eU0N36c1JCEadFAjIiIiIiIiIjqMcDgMs9mMV199FVOmTIl1cboEdqEiIiIiIiIiolbbv38/Fi9ejHA4jFNPPTXWxekyGOAQERERERERUasNGTIENpsNS5YsOeoZr+jIsQsVEREREREREVGcU8S6AERERERERERE1DIGOEREREREREREcY4BDhERERERERFRnGOAQ0REREREREQU5xjgEBERERERERHFOQY4RERERERERERxjgEOEREREREREVGcY4BDRERERERERBTn/h8GNNCJ0JFcnQAAAABJRU5ErkJggg==" }, "metadata": {}, "output_type": "display_data" @@ -1432,17 +1690,17 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:58:01.472033Z", - "start_time": "2024-01-19T03:58:01.265261Z" + "end_time": "2024-01-19T19:41:08.154598Z", + "start_time": "2024-01-19T19:41:07.942886Z" } }, "id": "f12e436480ec1ec6", - "execution_count": 15 + "execution_count": 22 }, { "cell_type": "markdown", "source": [ - "In this figure, PySPEDAS seems to place the null farther away from the tetrahedron than Zhang's analysis. (~500 km vs. ~50 km). Differences between the two figures may be due to different calibration, smoothing, interpolation, or other preprocessing steps performed in each analysis. Both figures agree that the nulls are classified as mostly type A. Zhang has some of the nulls simplifying to type X, however it appears their simplification criterion is slightly different than that used in Fu and PySPEDAS." + "In this figure, PySPEDAS seems to place the null farther away from the tetrahedron than Zhang's analysis. (~500 km vs. ~50 km). Differences between the two figures may be due to different calibration, smoothing, interpolation, or other preprocessing steps performed in each analysis. Both figures agree that the nulls are classified as mostly type A. Zhang has some of the nulls simplifying to type X, however it appears their simplification criterion is slightly different from that used by Fu and PySPEDAS." ], "metadata": { "collapsed": false @@ -1471,12 +1729,11 @@ "metadata": { "collapsed": false, "ExecuteTime": { - "end_time": "2024-01-19T03:58:01.472592Z", - "start_time": "2024-01-19T03:58:01.470668Z" + "start_time": "2024-01-19T19:37:25.885510Z" } }, "id": "8d35642ab9f31f9f", - "execution_count": 15 + "execution_count": null } ], "metadata": {