{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Reading Argo data by date"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's use, as an example, data in the *Atlantic for the 11th November 2020. \n",
    "It is pre-downloaded in the ./Data folder, but you can download it from the Coriolis GDAC [See here for instructions on how to download the data](https://euroargodev.github.io/argoonlineschool/L00_Introduction.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import netCDF4\n",
    "import xarray as xr\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy\n",
    "\n",
    "import matplotlib as mpl\n",
    "import matplotlib.cm as cm\n",
    "from matplotlib import pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Usefull colormaps and colorbar makers:\n",
    "qcmap = mpl.colors.ListedColormap(['#000000' , '#31FC03' , '#ADFC03' , '#FCBA03' ,'#FC1C03',\n",
    "                                   '#324CA8' , '#000000' , '#000000' , '#B22CC9', '#000000'])\n",
    "def colorbar_qc(cmap, **kwargs):\n",
    "    \"\"\"Adjust colorbar ticks with discrete colors for QC flags\"\"\"\n",
    "    ncolors = 10\n",
    "    mappable = cm.ScalarMappable(cmap=cmap)\n",
    "    mappable.set_array([])\n",
    "    mappable.set_clim(-0.5, ncolors+0.5)\n",
    "    colorbar = plt.colorbar(mappable, **kwargs)\n",
    "    colorbar.set_ticks(np.linspace(0, ncolors, ncolors))\n",
    "    colorbar.set_ticklabels(range(ncolors))\n",
    "    return colorbar"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                       (N_PROF: 188, N_PARAM: 3, N_LEVELS: 1331, N_CALIB: 3, N_HISTORY: 0)\n",
       "Dimensions without coordinates: N_PROF, N_PARAM, N_LEVELS, N_CALIB, N_HISTORY\n",
       "Data variables: (12/64)\n",
       "    DATA_TYPE                     object b&#x27;Argo profile    &#x27;\n",
       "    FORMAT_VERSION                object b&#x27;3.1 &#x27;\n",
       "    HANDBOOK_VERSION              object b&#x27;1.2 &#x27;\n",
       "    REFERENCE_DATE_TIME           object b&#x27;19500101000000&#x27;\n",
       "    DATE_CREATION                 object b&#x27;20201111082709&#x27;\n",
       "    DATE_UPDATE                   object b&#x27;20211211022000&#x27;\n",
       "    ...                            ...\n",
       "    HISTORY_ACTION                (N_HISTORY, N_PROF) object \n",
       "    HISTORY_PARAMETER             (N_HISTORY, N_PROF) object \n",
       "    HISTORY_START_PRES            (N_HISTORY, N_PROF) float32 \n",
       "    HISTORY_STOP_PRES             (N_HISTORY, N_PROF) float32 \n",
       "    HISTORY_PREVIOUS_VALUE        (N_HISTORY, N_PROF) float32 \n",
       "    HISTORY_QCTEST                (N_HISTORY, N_PROF) object \n",
       "Attributes:\n",
       "    title:                Argo float vertical profile\n",
       "    institution:          FR GDAC\n",
       "    source:               Argo float\n",
       "    history:              2021-12-11T02:20:00Z creation\n",
       "    references:           http://www.argodatamgt.org/Documentation\n",
       "    user_manual_version:  3.1\n",
       "    Conventions:          Argo-3.1 CF-1.6\n",
       "    featureType:          trajectoryProfile</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b517f215-fe29-41a7-955e-9c924d4cb26f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b517f215-fe29-41a7-955e-9c924d4cb26f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>N_PROF</span>: 188</li><li><span>N_PARAM</span>: 3</li><li><span>N_LEVELS</span>: 1331</li><li><span>N_CALIB</span>: 3</li><li><span>N_HISTORY</span>: 0</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d36ada75-ecac-419a-b0d7-1753587286ba' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d36ada75-ecac-419a-b0d7-1753587286ba' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-bc0c1384-5c1e-421b-a1a1-e2c754942064' class='xr-section-summary-in' type='checkbox'  ><label for='section-bc0c1384-5c1e-421b-a1a1-e2c754942064' class='xr-section-summary' >Data variables: <span>(64)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>DATA_TYPE</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-eef8d6b9-7d58-4e5c-a8d3-b9fbd0dfa806' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eef8d6b9-7d58-4e5c-a8d3-b9fbd0dfa806' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88c8bdf3-4038-4031-8f1a-93ab9ef2995a' class='xr-var-data-in' type='checkbox'><label for='data-88c8bdf3-4038-4031-8f1a-93ab9ef2995a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Data type</dd><dt><span>conventions :</span></dt><dd>Argo reference table 1</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;Argo profile    &#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FORMAT_VERSION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2a51d882-c392-4208-b135-059e617370cd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a51d882-c392-4208-b135-059e617370cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ff8c4b5-ba60-48e3-a476-efd078743006' class='xr-var-data-in' type='checkbox'><label for='data-8ff8c4b5-ba60-48e3-a476-efd078743006' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>File format version</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;3.1 &#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HANDBOOK_VERSION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6ff4351b-7679-47d7-962b-ee8010acd3f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6ff4351b-7679-47d7-962b-ee8010acd3f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d513d750-315f-4393-bcad-db9dee0810a0' class='xr-var-data-in' type='checkbox'><label for='data-d513d750-315f-4393-bcad-db9dee0810a0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Data handbook version</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;1.2 &#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>REFERENCE_DATE_TIME</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-441b2809-0359-4968-b03b-3de3e35793c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-441b2809-0359-4968-b03b-3de3e35793c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c7a34af-616d-4e1d-90cb-c17fab5b1c13' class='xr-var-data-in' type='checkbox'><label for='data-6c7a34af-616d-4e1d-90cb-c17fab5b1c13' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Date of reference for Julian days</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;19500101000000&#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATE_CREATION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5bda2a87-a02b-40a8-8068-02e35994137c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5bda2a87-a02b-40a8-8068-02e35994137c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b72374a-8a0f-4dd1-bec0-6e71ae672ee9' class='xr-var-data-in' type='checkbox'><label for='data-9b72374a-8a0f-4dd1-bec0-6e71ae672ee9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Date of file creation</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;20201111082709&#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATE_UPDATE</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-76bcc70c-0984-48c5-9775-09c36e695566' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-76bcc70c-0984-48c5-9775-09c36e695566' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4a21283-13b0-4628-917c-01038d4d0be6' class='xr-var-data-in' type='checkbox'><label for='data-a4a21283-13b0-4628-917c-01038d4d0be6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Date of update of this file</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>array(b&#x27;20211211022000&#x27;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PLATFORM_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c0099dbc-0c05-4a32-a460-c465b2d3c0cb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0099dbc-0c05-4a32-a460-c465b2d3c0cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f8de40c-bdc5-4035-a53b-cb8e81047232' class='xr-var-data-in' type='checkbox'><label for='data-7f8de40c-bdc5-4035-a53b-cb8e81047232' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Float unique identifier</dd><dt><span>conventions :</span></dt><dd>WMO float identifier : A9IIIII</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;3901238 &#x27;, b&#x27;4903277 &#x27;, b&#x27;6903030 &#x27;, b&#x27;5904669 &#x27;, b&#x27;3901819 &#x27;,\n",
       "       b&#x27;5905132 &#x27;, b&#x27;5902338 &#x27;, b&#x27;6902976 &#x27;, b&#x27;6903698 &#x27;, b&#x27;6903032 &#x27;,\n",
       "       b&#x27;4902909 &#x27;, b&#x27;7900506 &#x27;, b&#x27;6903034 &#x27;, b&#x27;6903788 &#x27;, b&#x27;4903035 &#x27;,\n",
       "       b&#x27;4902920 &#x27;, b&#x27;6903270 &#x27;, b&#x27;6902655 &#x27;, b&#x27;3902107 &#x27;, b&#x27;3901938 &#x27;,\n",
       "       b&#x27;1901814 &#x27;, b&#x27;6901986 &#x27;, b&#x27;1902070 &#x27;, b&#x27;3901969 &#x27;, b&#x27;6901985 &#x27;,\n",
       "       b&#x27;6901144 &#x27;, b&#x27;4903259 &#x27;, b&#x27;3902399 &#x27;, b&#x27;3901043 &#x27;, b&#x27;6903268 &#x27;,\n",
       "       b&#x27;6903788 &#x27;, b&#x27;4902117 &#x27;, b&#x27;3901312 &#x27;, b&#x27;4903228 &#x27;, b&#x27;4903261 &#x27;,\n",
       "       b&#x27;5905380 &#x27;, b&#x27;4903245 &#x27;, b&#x27;6902762 &#x27;, b&#x27;4902348 &#x27;, b&#x27;6902834 &#x27;,\n",
       "       b&#x27;3901971 &#x27;, b&#x27;4902354 &#x27;, b&#x27;4902323 &#x27;, b&#x27;3902148 &#x27;, b&#x27;6903788 &#x27;,\n",
       "       b&#x27;3902121 &#x27;, b&#x27;6901935 &#x27;, b&#x27;3901870 &#x27;, b&#x27;6901934 &#x27;, b&#x27;4902116 &#x27;,\n",
       "       b&#x27;3902238 &#x27;, b&#x27;3901551 &#x27;, b&#x27;3902121 &#x27;, b&#x27;5904847 &#x27;, b&#x27;6901194 &#x27;,\n",
       "       b&#x27;5905383 &#x27;, b&#x27;4903260 &#x27;, b&#x27;1902228 &#x27;, b&#x27;4901628 &#x27;, b&#x27;3901822 &#x27;,\n",
       "       b&#x27;6903016 &#x27;, b&#x27;6902727 &#x27;, b&#x27;6903788 &#x27;, b&#x27;3902237 &#x27;, b&#x27;3901850 &#x27;,\n",
       "       b&#x27;6902851 &#x27;, b&#x27;6902855 &#x27;, b&#x27;6902854 &#x27;, b&#x27;6902852 &#x27;, b&#x27;6902929 &#x27;,\n",
       "       b&#x27;7900559 &#x27;, b&#x27;3901869 &#x27;, b&#x27;3901859 &#x27;, b&#x27;6902899 &#x27;, b&#x27;3901878 &#x27;,\n",
       "       b&#x27;3901857 &#x27;, b&#x27;3901838 &#x27;, b&#x27;3902168 &#x27;, b&#x27;4902912 &#x27;, b&#x27;6903550 &#x27;,\n",
       "       b&#x27;3901111 &#x27;, b&#x27;6902818 &#x27;, b&#x27;5906005 &#x27;, b&#x27;4902921 &#x27;, b&#x27;3902106 &#x27;,\n",
       "       b&#x27;6901774 &#x27;, b&#x27;3902137 &#x27;, b&#x27;6903567 &#x27;, b&#x27;6903705 &#x27;, b&#x27;3902106 &#x27;,\n",
       "       b&#x27;4903240 &#x27;, b&#x27;4903276 &#x27;, b&#x27;3902207 &#x27;, b&#x27;3901541 &#x27;, b&#x27;6902898 &#x27;,\n",
       "       b&#x27;3902137 &#x27;, b&#x27;5905148 &#x27;, b&#x27;6903788 &#x27;, b&#x27;6901932 &#x27;, b&#x27;5905381 &#x27;,\n",
       "       b&#x27;7900207 &#x27;, b&#x27;3901823 &#x27;, b&#x27;4902350 &#x27;, b&#x27;3901658 &#x27;, b&#x27;7900563 &#x27;,\n",
       "       b&#x27;6903554 &#x27;, b&#x27;4903225 &#x27;, b&#x27;3901605 &#x27;, b&#x27;4902424 &#x27;, b&#x27;1902063 &#x27;,\n",
       "       b&#x27;4901699 &#x27;, b&#x27;6903552 &#x27;, b&#x27;4903237 &#x27;, b&#x27;4902916 &#x27;, b&#x27;6901925 &#x27;,\n",
       "       b&#x27;3902109 &#x27;, b&#x27;6902974 &#x27;, b&#x27;6902686 &#x27;, b&#x27;6901604 &#x27;, b&#x27;6901763 &#x27;,\n",
       "       b&#x27;4902456 &#x27;, b&#x27;3901633 &#x27;, b&#x27;3902110 &#x27;, b&#x27;6902837 &#x27;, b&#x27;3901526 &#x27;,\n",
       "       b&#x27;3901540 &#x27;, b&#x27;3901644 &#x27;, b&#x27;1901712 &#x27;, b&#x27;3902109 &#x27;, b&#x27;6903558 &#x27;,\n",
       "       b&#x27;3902208 &#x27;, b&#x27;6902944 &#x27;, b&#x27;6903266 &#x27;, b&#x27;6901281 &#x27;, b&#x27;6903788 &#x27;,\n",
       "       b&#x27;3902110 &#x27;, b&#x27;3901977 &#x27;, b&#x27;6903786 &#x27;, b&#x27;3901867 &#x27;, b&#x27;7900596 &#x27;,\n",
       "       b&#x27;6900893 &#x27;, b&#x27;6900892 &#x27;, b&#x27;4902455 &#x27;, b&#x27;6903255 &#x27;, b&#x27;7900516 &#x27;,\n",
       "       b&#x27;7900534 &#x27;, b&#x27;6901266 &#x27;, b&#x27;3901675 &#x27;, b&#x27;7900542 &#x27;, b&#x27;6902870 &#x27;,\n",
       "       b&#x27;3901673 &#x27;, b&#x27;6901254 &#x27;, b&#x27;6902873 &#x27;, b&#x27;7900524 &#x27;, b&#x27;6901255 &#x27;,\n",
       "       b&#x27;5906215 &#x27;, b&#x27;6902875 &#x27;, b&#x27;4902523 &#x27;, b&#x27;3901937 &#x27;, b&#x27;3901622 &#x27;,\n",
       "       b&#x27;4902524 &#x27;, b&#x27;4902505 &#x27;, b&#x27;5905076 &#x27;, b&#x27;4902509 &#x27;, b&#x27;6901278 &#x27;,\n",
       "       b&#x27;4902501 &#x27;, b&#x27;6901208 &#x27;, b&#x27;1901819 &#x27;, b&#x27;4902510 &#x27;, b&#x27;4901702 &#x27;,\n",
       "       b&#x27;4902471 &#x27;, b&#x27;3901601 &#x27;, b&#x27;3901931 &#x27;, b&#x27;1901822 &#x27;, b&#x27;6903723 &#x27;,\n",
       "       b&#x27;6903788 &#x27;, b&#x27;3901226 &#x27;, b&#x27;4902345 &#x27;, b&#x27;3901983 &#x27;, b&#x27;6902964 &#x27;,\n",
       "       b&#x27;6903273 &#x27;, b&#x27;6902965 &#x27;, b&#x27;4901625 &#x27;, b&#x27;4903236 &#x27;, b&#x27;5903661 &#x27;,\n",
       "       b&#x27;4902346 &#x27;, b&#x27;6901726 &#x27;, b&#x27;6903788 &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROJECT_NAME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-270fd370-5384-4ee6-985b-7592694bb9f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-270fd370-5384-4ee6-985b-7592694bb9f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ffa8639d-0293-4f83-ab66-c24bf8bbfec8' class='xr-var-data-in' type='checkbox'><label for='data-ffa8639d-0293-4f83-ab66-c24bf8bbfec8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Name of the project</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;UW, Argo                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;UW, SOCCOM, Argo equivalent                                     &#x27;,\n",
       "       b&#x27;Argo                                                            &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;ARGO-FINLAND                                                    &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;ARGO Italy                                                      &#x27;,\n",
       "       b&#x27;Coriolis                                                        &#x27;,\n",
       "       b&#x27;ARGO POLAND                                                     &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Netherlands                                                &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;MOCCA-NETH                                                      &#x27;,\n",
       "       b&#x27;Argo Netherlands                                                &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo-Italy                                                      &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;UW, Argo                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;PIRATA                                                          &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;CORIOLIS                                                        &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;AtlantOS                                                        &#x27;,\n",
       "       b&#x27;ARGO_IRELAND                                                    &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;Argo Ireland                                                    &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;AtlantOS                                                        &#x27;,\n",
       "       b&#x27;UW, SOCCOM, Argo equivalent                                     &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;UW, Argo                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;CORIOLIS                                                        &#x27;,\n",
       "       b&#x27;CORIOLIS                                                        &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;MOCCA-POLAND                                                    &#x27;,\n",
       "       b&#x27;GMMC ARGOMEX                                                    &#x27;,\n",
       "       b&#x27;GMMC ARGOMEX                                                    &#x27;,\n",
       "       b&#x27;GMMC ARGOMEX                                                    &#x27;,\n",
       "       b&#x27;GMMC ARGOMEX                                                    &#x27;,\n",
       "       b&#x27;PIRATA                                                          &#x27;,\n",
       "       b&#x27;Argo GERMANY                                                    &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;Euro-Argo RISE                                                  &#x27;,\n",
       "       b&#x27;MOCCA-NETH                                                      &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;MOCCA-GER                                                       &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Norway-BGC-Argo                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;GMMC OVIDE                                                      &#x27;,\n",
       "       b&#x27;UW, SOCCOM, Argo equivalent                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;ARGO POLAND                                                     &#x27;,\n",
       "       b&#x27;NAOS                                                            &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;Argo-Norway                                                     &#x27;,\n",
       "       b&#x27;Argo-Finland                                                    &#x27;,\n",
       "       b&#x27;ARGO POLAND                                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;NAOS                                                            &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;UW, Argo                                                        &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;Argo Ireland                                                    &#x27;,\n",
       "       b&#x27;UW, Argo                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;Argo GERMANY                                                    &#x27;,\n",
       "       b&#x27;ARGO Norway                                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo-Norway                                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Ireland                                                    &#x27;,\n",
       "       b&#x27;Euro-Argo RISE                                                  &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;RREX                                                            &#x27;,\n",
       "       b&#x27;OVIDE                                                           &#x27;,\n",
       "       b&#x27;GMMC OVIDE                                                      &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO POLAND                                                     &#x27;,\n",
       "       b&#x27;CORIOLIS                                                        &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Euro-Argo RISE                                                  &#x27;,\n",
       "       b&#x27;Norway-BGC-Argo                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;PERLE                                                           &#x27;,\n",
       "       b&#x27;Argo Italy,CALYPSO 2019                                         &#x27;,\n",
       "       b&#x27;ARGO SPAIN                                                      &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;ARGO POLAND                                                     &#x27;,\n",
       "       b&#x27;ARGO Italy                                                      &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;ARGO Bulgary                                                    &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;ARGO Italy                                                      &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO SPAIN                                                      &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;GMMC PERLE                                                      &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO SPAIN                                                      &#x27;,\n",
       "       b&#x27;GMMC PERLE                                                      &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;ARGO SPAIN                                                      &#x27;,\n",
       "       b&#x27;UW, SOCCOM, Argo equivalent                                     &#x27;,\n",
       "       b&#x27;GMMC PERLE                                                      &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;UW, SOCCOM, Argo equivalent                                     &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;Euro-Argo RISE                                                  &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Canada                                                     &#x27;,\n",
       "       b&#x27;ARGO-BSH                                                        &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo UK                                                         &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;MOCCA-EU                                                        &#x27;,\n",
       "       b&#x27;CORIOLIS                                                        &#x27;,\n",
       "       b&#x27;ARGO Norway                                                     &#x27;,\n",
       "       b&#x27;MOOSE                                                           &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;Argo Australia                                                  &#x27;,\n",
       "       b&#x27;US ARGO PROJECT                                                 &#x27;,\n",
       "       b&#x27;RREX ASFAR                                                      &#x27;,\n",
       "       b&#x27;Argo Italy                                                      &#x27;],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PI_NAME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b96d603d-3c05-41ed-9f87-cb91b6de6a50' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b96d603d-3c05-41ed-9f87-cb91b6de6a50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6cdc538e-5420-4793-a8ba-14a6dbbe6444' class='xr-var-data-in' type='checkbox'><label for='data-6cdc538e-5420-4793-a8ba-14a6dbbe6444' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Name of the principal investigator</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;STEPHEN RISER                                                   &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;STEPHEN RISER, KENNETH JOHNSON                                  &#x27;,\n",
       "       b&#x27;DEAN ROEMMICH                                                   &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;Laura Tuomi                                                     &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Birgit KLEIN                                                    &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Christine COATANOAN                                             &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Andreas Sterl                                                   &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Andreas Sterl                                                   &#x27;,\n",
       "       b&#x27;Andreas Sterl                                                   &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;AMY BOWER, STEVEN JAYNE, HEATHER FUREY                          &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVE JAYNE, P.E. ROBBINS                          &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;GREGORY C. JOHNSON                                              &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;STEPHEN RISER,                                                  &#x27;,\n",
       "       b&#x27;WIJFFELS, JAYNCE, ROBBINS                                       &#x27;,\n",
       "       b&#x27;Bernard BOURLES                                                 &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Christine COATANOAN                                             &#x27;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;DEAN ROEMMICH                                                   &#x27;,\n",
       "       b&#x27;GREGORY C. JOHNSON                                              &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Herve CLAUSTRE                                                  &#x27;,\n",
       "       b&quot;Conall O&#x27;Malley                                                 &quot;,\n",
       "       b&#x27;Peter Brandt                                                    &#x27;,\n",
       "       b&quot;Conall O&#x27;Malley                                                 &quot;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;Herve CLAUSTRE                                                  &#x27;,\n",
       "       b&#x27;STEPHEN RISER, KENNETH JOHNSON                                  &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;STEPHEN RISER,                                                  &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Franck DUMAS                                                    &#x27;,\n",
       "       b&#x27;Marcel BABIN                                                    &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;WIJFFELS, JAYNE, ROBBINS                                        &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&#x27;Bernard BOURLES                                                 &#x27;,\n",
       "       b&#x27;Oliver Zielinski                                                &#x27;,\n",
       "       b&#x27;Peter Brandt                                                    &#x27;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&#x27;Andreas Sterl                                                   &#x27;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;WIJFFELS, JAYNE, ROBBINS                                        &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Kjell Arne Mork                                                 &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Virginie THIERRY                                                &#x27;,\n",
       "       b&#x27;STEPHEN RISER, KENNETH JOHNSON                                  &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&#x27;Kjell Arne Mork                                                 &#x27;,\n",
       "       b&#x27;J. Haapala                                                      &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;AMY BOWER, STEVEN JAYNE, HEATHER FUREY                          &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;GREGORY C. JOHNSON                                              &#x27;,\n",
       "       b&#x27;Brian King                                                      &#x27;,\n",
       "       b&quot;Fabrizio D&#x27;ORTENZIO                                             &quot;,\n",
       "       b&#x27;Romain Cancouet                                                 &#x27;,\n",
       "       b&#x27;STEPHEN RISER                                                   &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&quot;Diarmuid O&#x27;Conchubhair                                          &quot;,\n",
       "       b&#x27;STEPHEN RISER,                                                  &#x27;,\n",
       "       b&#x27;DEAN ROEMMICH                                                   &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Oliver Zielinski                                                &#x27;,\n",
       "       b&#x27;Kjell Arne Mork                                                 &#x27;,\n",
       "       b&#x27;WHOI: WIJFFELS, JAYNE, ROBBINS                                  &#x27;,\n",
       "       b&#x27;Birgit KLEIN                                                    &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Kjell Arne Mork                                                 &#x27;,\n",
       "       b&#x27;AMY BOWER, STEVEN JAYNE, HEATHER FUREY                          &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&quot;Diarmuid O&#x27;Conchubhair                                          &quot;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;Virginie THIERRY                                                &#x27;,\n",
       "       b&#x27;Damien DESBRUYERES                                              &#x27;,\n",
       "       b&#x27;Virginie THIERRY                                                &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;Christine COATANOAN                                             &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;Brian King                                                      &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVE JAYNE, P.E. ROBBINS                          &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;Kjell Arne Mork                                                 &#x27;,\n",
       "       b&#x27;GREGORY C. JOHNSON                                              &#x27;,\n",
       "       b&#x27;Franck DUMAS                                                    &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Inmaculada Ruiz-Parrado                                         &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Waldemar Walczowski                                             &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Peter Brandt                                                    &#x27;,\n",
       "       b&#x27;Violeta SLABAKOVA                                               &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Pedro Velez                                                     &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Dr. Birgit Klein                                                &#x27;,\n",
       "       b&#x27;Laurent COPPOLA                                                 &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Pedro Velez                                                     &#x27;,\n",
       "       b&#x27;Laurent COPPOLA                                                 &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Pedro Velez                                                     &#x27;,\n",
       "       b&#x27;STEPHEN RISER, KENNETH JOHNSON                                  &#x27;,\n",
       "       b&#x27;Laurent COPPOLA                                                 &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Sabrina Speich                                                  &#x27;,\n",
       "       b&#x27;Birgit Klein                                                    &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;STEPHEN RISER, KENNETH JOHNSON                                  &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Inmaculada Ruiz-Parrado                                         &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Blair Greenan                                                   &#x27;,\n",
       "       b&#x27;Birgit KLEIN                                                    &#x27;,\n",
       "       b&#x27;Sabrina Speich                                                  &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Jon Turton                                                      &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Josep Lluis Pelegri                                             &#x27;,\n",
       "       b&#x27;Sabrina SPEICH                                                  &#x27;,\n",
       "       b&#x27;Kjell Arne MORK                                                 &#x27;,\n",
       "       b&#x27;Laurent COPPOLA                                                 &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;AMY BOWER, STEVEN JAYNE, HEATHER FUREY                          &#x27;,\n",
       "       b&#x27;Susan Wijffels                                                  &#x27;,\n",
       "       b&#x27;BRECK OWENS, STEVEN JAYNE, P.E. ROBBINS                         &#x27;,\n",
       "       b&#x27;Virginie THIERRY                                                &#x27;,\n",
       "       b&#x27;Pierre-Marie Poulain                                            &#x27;],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>STATION_PARAMETERS</span></div><div class='xr-var-dims'>(N_PROF, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5703e210-0a96-4ff6-8a7b-385029de9c19' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5703e210-0a96-4ff6-8a7b-385029de9c19' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04f92977-942a-4658-8787-5b6c30c32b86' class='xr-var-data-in' type='checkbox'><label for='data-04f92977-942a-4658-8787-5b6c30c32b86' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>List of available parameters for the station</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>array([[b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "       [b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "       [b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "       ...,\n",
       "       [b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "       [b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "       [b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CYCLE_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-26563930-ceae-4484-a730-2e215aa4edac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-26563930-ceae-4484-a730-2e215aa4edac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94a217ec-a102-490a-b809-6de432d4163e' class='xr-var-data-in' type='checkbox'><label for='data-94a217ec-a102-490a-b809-6de432d4163e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Float cycle number</dd><dt><span>conventions :</span></dt><dd>0...N, 0 : launch cycle (if exists), 1 : first complete cycle</dd></dl></div><div class='xr-var-data'><pre>array([140.,  10.,   9., 180., 248., 113., 281.,   9., 272.,   9., 130., 138.,\n",
       "         9., 110., 117., 116.,  86., 181.,  93., 114., 148.,  39., 114.,  95.,\n",
       "        38., 293.,  85.,  38., 260.,  78., 109., 163.,  54.,  29.,  29., 103.,\n",
       "        47., 133., 160.,  80.,  85., 241., 101.,  49., 108., 266.,   7., 147.,\n",
       "         8., 163.,  41.,  76., 265.,  69., 157., 103.,  38.,  40., 247., 130.,\n",
       "        27., 175., 107.,  46., 161., 165., 165., 165., 165., 151., 168., 147.,\n",
       "       154., 114., 131., 156., 155.,  48., 253., 110., 194.,  87.,  62., 116.,\n",
       "       407., 146., 401.,  37.,  22., 406., 102.,  10.,  47., 141., 246., 400.,\n",
       "       114., 106.,  54., 103., 216., 248., 153., 103.,  31., 120.,  32., 152.,\n",
       "        92., 147., 238.,   4., 102., 250., 172., 238.,  13., 121.,  13.,  88.,\n",
       "        77., 114.,  85.,  68., 149., 141.,  69., 307., 237.,  54.,  33., 240.,\n",
       "       263.,   2., 105.,  84., 151.,  12., 150.,  35.,  41.,  40.,  77.,  63.,\n",
       "        69.,  53.,  89.,  89.,  36., 128.,  90.,  79., 136.,  54.,  60.,  31.,\n",
       "       128.,   4., 141., 118.,   4.,  11., 136.,  11., 100.,   4.,  86., 165.,\n",
       "        11., 239.,  52., 152., 140., 148.,   2., 104., 194., 159., 116., 109.,\n",
       "       196.,  13., 246., 103., 357., 162., 158., 103.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DIRECTION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-51ffa6b1-dba8-4c10-ad97-6f8858c5d550' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51ffa6b1-dba8-4c10-ad97-6f8858c5d550' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4a7f264-a2bf-4296-8c3b-2f5c8390c2d3' class='xr-var-data-in' type='checkbox'><label for='data-a4a7f264-a2bf-4296-8c3b-2f5c8390c2d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Direction of the station profiles</dd><dt><span>conventions :</span></dt><dd>A: ascending profiles, D: descending profiles</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_CENTRE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dfb1cbb2-ad81-4e8d-9365-4d73a5a53276' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfb1cbb2-ad81-4e8d-9365-4d73a5a53276' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbaff1bc-848d-4d83-9430-a5a8dad3e5f7' class='xr-var-data-in' type='checkbox'><label for='data-cbaff1bc-848d-4d83-9430-a5a8dad3e5f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Data centre in charge of float data processing</dd><dt><span>conventions :</span></dt><dd>Argo reference table 4</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;BO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;ME&#x27;, b&#x27;AO&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;ME&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;BO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;ME&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;ME&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;ME&#x27;, b&#x27;ME&#x27;, b&#x27;AO&#x27;, b&#x27;ME&#x27;, b&#x27;IF&#x27;, b&#x27;ME&#x27;, b&#x27;BO&#x27;, b&#x27;AO&#x27;, b&#x27;ME&#x27;, b&#x27;AO&#x27;,\n",
       "       b&#x27;ME&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;BO&#x27;, b&#x27;IF&#x27;,\n",
       "       b&#x27;IF&#x27;, b&#x27;IF&#x27;, b&#x27;AO&#x27;, b&#x27;AO&#x27;, b&#x27;CS&#x27;, b&#x27;AO&#x27;, b&#x27;IF&#x27;, b&#x27;IF&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DC_REFERENCE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-43ced522-b128-41eb-8e32-c06ac6d0e931' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43ced522-b128-41eb-8e32-c06ac6d0e931' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6911b241-9b0c-4061-b6b2-097065302e1e' class='xr-var-data-in' type='checkbox'><label for='data-6911b241-9b0c-4061-b6b2-097065302e1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Station unique identifier in data centre</dd><dt><span>conventions :</span></dt><dd>Data centre convention</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;7104                            &#x27;,\n",
       "       b&#x27;8480                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6179                            &#x27;,\n",
       "       b&#x27;7133                            &#x27;,\n",
       "       b&#x27;7073                            &#x27;,\n",
       "       b&#x27;5166                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7111                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7490                            &#x27;,\n",
       "       b&#x27;7472                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6481                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7477                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;137170                          &#x27;,\n",
       "       b&#x27;8047                            &#x27;,\n",
       "       b&#x27;137166                          &#x27;,\n",
       "       b&#x27;5136                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6730                            &#x27;,\n",
       "       b&#x27;7940                            &#x27;,\n",
       "       b&#x27;8003                            &#x27;,\n",
       "       b&#x27;8458                            &#x27;,\n",
       "       b&#x27;7441                            &#x27;,\n",
       "       b&#x27;8020                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6747                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7109                            &#x27;,\n",
       "       b&#x27;6848                            &#x27;,\n",
       "       b&#x27;7943                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6729                            &#x27;,\n",
       "       b&#x27;8030                            &#x27;,\n",
       "       b&#x27;137164                          &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6704                            &#x27;,\n",
       "       b&#x27;137158                          &#x27;,\n",
       "       b&#x27;7444                            &#x27;,\n",
       "       b&#x27;8053                            &#x27;,\n",
       "       b&#x27;8034                            &#x27;,\n",
       "       b&#x27;5359                            &#x27;,\n",
       "       b&#x27;7136                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8029                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8025                            &#x27;,\n",
       "       b&#x27;7114                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6440                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7688                            &#x27;,\n",
       "       b&#x27;7473                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8015                            &#x27;,\n",
       "       b&#x27;8479                            &#x27;,\n",
       "       b&#x27;7966                            &#x27;,\n",
       "       b&#x27;138577                          &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7089                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7442                            &#x27;,\n",
       "       b&#x27;5606_008321_216                 &#x27;,\n",
       "       b&#x27;7137                            &#x27;,\n",
       "       b&#x27;6749                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8000                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902424_9931_TE                 &#x27;,\n",
       "       b&#x27;7094                            &#x27;,\n",
       "       b&#x27;5491                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8012                            &#x27;,\n",
       "       b&#x27;7130                            &#x27;,\n",
       "       b&#x27;137152                          &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902456_9930_TE                 &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;137159                          &#x27;,\n",
       "       b&#x27;138569                          &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;5343                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;7975                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902455_9926_TE                 &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;8359                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902523_9991_TE                 &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902524_9991_TE                 &#x27;,\n",
       "       b&#x27;4902505_9979_TE                 &#x27;,\n",
       "       b&#x27;7017                            &#x27;,\n",
       "       b&#x27;4902509_9979_TE                 &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;4902501_9991_TE                 &#x27;,\n",
       "       b&#x27;137153                          &#x27;,\n",
       "       b&#x27;6726                            &#x27;,\n",
       "       b&#x27;4902510_9975_TE                 &#x27;,\n",
       "       b&#x27;5494                            &#x27;,\n",
       "       b&#x27;4902471_9678_TE                 &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6753                            &#x27;,\n",
       "       b&#x27;137154                          &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;6451                            &#x27;,\n",
       "       b&#x27;6744                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;5356                            &#x27;,\n",
       "       b&#x27;8011                            &#x27;,\n",
       "       b&#x27;5903661/357                     &#x27;,\n",
       "       b&#x27;6745                            &#x27;,\n",
       "       b&#x27;                                &#x27;,\n",
       "       b&#x27;                                &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_STATE_INDICATOR</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-27cd669a-dc78-44c2-ad8f-56f106030cf6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-27cd669a-dc78-44c2-ad8f-56f106030cf6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71267cd0-c2bc-4f3d-b858-63d6a30ab1f0' class='xr-var-data-in' type='checkbox'><label for='data-71267cd0-c2bc-4f3d-b858-63d6a30ab1f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Degree of processing the data have passed through</dd><dt><span>conventions :</span></dt><dd>Argo reference table 6</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B+ &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C+ &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2C  &#x27;,\n",
       "       b&#x27;2C  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;, b&#x27;2B  &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_MODE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6e9f41d7-bc11-440b-b714-360e840e7127' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6e9f41d7-bc11-440b-b714-360e840e7127' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-caa1a8cf-4f1b-42e5-839e-a2cf40552606' class='xr-var-data-in' type='checkbox'><label for='data-caa1a8cf-4f1b-42e5-839e-a2cf40552606' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Delayed mode or real time data</dd><dt><span>conventions :</span></dt><dd>R : real time; D : delayed mode; A : real time with adjustment</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;,\n",
       "       b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;,\n",
       "       b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;R&#x27;, b&#x27;D&#x27;, b&#x27;D&#x27;, b&#x27;R&#x27;, b&#x27;A&#x27;, b&#x27;R&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PLATFORM_TYPE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-68563c81-c053-4206-b65a-015ff9802a65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68563c81-c053-4206-b65a-015ff9802a65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93595865-edbf-4175-b0d6-6356add1a66e' class='xr-var-data-in' type='checkbox'><label for='data-93595865-edbf-4175-b0d6-6356add1a66e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Type of float</dd><dt><span>conventions :</span></dt><dd>Argo reference table 23</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;SOLO_II                         &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;SOLO_D_MRV                      &#x27;,\n",
       "       b&#x27;ALTO                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ALTO                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;SOLO_D                          &#x27;,\n",
       "       b&#x27;SOLO_D_MRV                      &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;NAVIS_A                         &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ALTO                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;SOLO_D_MRV                      &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;PROVOR_III                      &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;SOLO_II                         &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;NOVA                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;NOVA                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR_D                         &#x27;,\n",
       "       b&#x27;NAVIS_A                         &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;NOVA                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR                          &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR                          &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;PROVOR                          &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;PROVOR                          &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;PROVOR                          &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;APEX                            &#x27;,\n",
       "       b&#x27;S2A                             &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;,\n",
       "       b&#x27;ARVOR                           &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FLOAT_SERIAL_NO</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9e00da19-c402-4d11-b04d-78908e7a4c4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9e00da19-c402-4d11-b04d-78908e7a4c4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8648f17b-8358-495c-aee2-c49ea2552668' class='xr-var-data-in' type='checkbox'><label for='data-8648f17b-8358-495c-aee2-c49ea2552668' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Serial number of the float</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;7387                            &#x27;,\n",
       "       b&#x27;7538                            &#x27;,\n",
       "       b&#x27;AD2700-19FR003                  &#x27;,\n",
       "       b&#x27;7307                            &#x27;,\n",
       "       b&#x27;10088                           &#x27;,\n",
       "       b&#x27;8050                            &#x27;,\n",
       "       b&#x27;8190                            &#x27;,\n",
       "       b&#x27;AD2700-18FR015                  &#x27;,\n",
       "       b&#x27;AI2600-18FI001                  &#x27;,\n",
       "       b&#x27;AD2700-19FR005                  &#x27;,\n",
       "       b&#x27;7406                            &#x27;,\n",
       "       b&#x27;7956                            &#x27;,\n",
       "       b&#x27;AD2700-19FR007                  &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;7465                            &#x27;,\n",
       "       b&#x27;10091                           &#x27;,\n",
       "       b&#x27;AI2600-19EU004                  &#x27;,\n",
       "       b&#x27;OIN-15-AR-14                    &#x27;,\n",
       "       b&#x27;AI2600-18EU007                  &#x27;,\n",
       "       b&#x27;AI2600-16FR081                  &#x27;,\n",
       "       b&#x27;7330                            &#x27;,\n",
       "       b&#x27;AI2600-19EU017                  &#x27;,\n",
       "       b&#x27;7434                            &#x27;,\n",
       "       b&#x27;AI2600-16FR112                  &#x27;,\n",
       "       b&#x27;AI2600-19EU016                  &#x27;,\n",
       "       b&#x27;5012                            &#x27;,\n",
       "       b&#x27;7586                            &#x27;,\n",
       "       b&#x27;8476                            &#x27;,\n",
       "       b&#x27;7191                            &#x27;,\n",
       "       b&#x27;AD2700-18EU003                  &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;7359                            &#x27;,\n",
       "       b&#x27;12010                           &#x27;,\n",
       "       b&#x27;11027                           &#x27;,\n",
       "       b&#x27;7508                            &#x27;,\n",
       "       b&#x27;8279                            &#x27;,\n",
       "       b&#x27;11046                           &#x27;,\n",
       "       b&#x27;AR2000-16FR019                  &#x27;,\n",
       "       b&#x27;7419                            &#x27;,\n",
       "       b&#x27;AL2500-17FR005                  &#x27;,\n",
       "       b&#x27;AI2600-16FR114                  &#x27;,\n",
       "       b&#x27;7382                            &#x27;,\n",
       "       b&#x27;6026                            &#x27;,\n",
       "       b&#x27;12013                           &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;P41306-16FR102                  &#x27;,\n",
       "       b&#x27;AI2600-18EU032                  &#x27;,\n",
       "       b&#x27;AI2600-16FR033                  &#x27;,\n",
       "       b&#x27;AI2600-18EU030                  &#x27;,\n",
       "       b&#x27;7358                            &#x27;,\n",
       "       b&#x27;7562                            &#x27;,\n",
       "       b&#x27;8065                            &#x27;,\n",
       "       b&#x27;P41306-16FR102                  &#x27;,\n",
       "       b&#x27;0689                            &#x27;,\n",
       "       b&#x27;7577                            &#x27;,\n",
       "       b&#x27;8283                            &#x27;,\n",
       "       b&#x27;7585                            &#x27;,\n",
       "       b&#x27;11058                           &#x27;,\n",
       "       b&#x27;7205                            &#x27;,\n",
       "       b&#x27;10094                           &#x27;,\n",
       "       b&#x27;AI2600-19FR109                  &#x27;,\n",
       "       b&#x27;AI2600-16FR310                  &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;7580                            &#x27;,\n",
       "       b&#x27;AI2600-16FR013                  &#x27;,\n",
       "       b&#x27;AI2600-17FR008                  &#x27;,\n",
       "       b&#x27;AI2600-17FR012                  &#x27;,\n",
       "       b&#x27;AI2600-17FR011                  &#x27;,\n",
       "       b&#x27;AI2600-17FR009                  &#x27;,\n",
       "       b&#x27;AI2600-18FR020                  &#x27;,\n",
       "       b&#x27;8637                            &#x27;,\n",
       "       b&#x27;AI2600-16FR032                  &#x27;,\n",
       "       b&#x27;AI2600-16FR022                  &#x27;,\n",
       "       b&#x27;OIN13-S4-06                     &#x27;,\n",
       "       b&#x27;AI2600-16FR041                  &#x27;,\n",
       "       b&#x27;AI2600-16FR020                  &#x27;,\n",
       "       b&#x27;AI2600-16FR001                  &#x27;,\n",
       "       b&#x27;7587                            &#x27;,\n",
       "       b&#x27;7424                            &#x27;,\n",
       "       b&#x27;P43208-18NO002                  &#x27;,\n",
       "       b&#x27;7290                            &#x27;,\n",
       "       b&#x27;AD1726-16FR009                  &#x27;,\n",
       "       b&#x27;7971                            &#x27;,\n",
       "       b&#x27;10092                           &#x27;,\n",
       "       b&#x27;AI2632-18EU005                  &#x27;,\n",
       "       b&#x27;OIN-14SO-S4-11                  &#x27;,\n",
       "       b&#x27;AI2600-17EU013                  &#x27;,\n",
       "       b&#x27;8908                            &#x27;,\n",
       "       b&#x27;f8349                           &#x27;,\n",
       "       b&#x27;AI2632-18EU005                  &#x27;,\n",
       "       b&#x27;7568                            &#x27;,\n",
       "       b&#x27;7519                            &#x27;,\n",
       "       b&#x27;12036                           &#x27;,\n",
       "       b&#x27;8139                            &#x27;,\n",
       "       b&#x27;OIN-12-RA-S31-15                &#x27;,\n",
       "       b&#x27;AI2600-17EU013                  &#x27;,\n",
       "       b&#x27;7688                            &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;AI2600-17EU04                   &#x27;,\n",
       "       b&#x27;8281                            &#x27;,\n",
       "       b&#x27;8321                            &#x27;,\n",
       "       b&#x27;10095                           &#x27;,\n",
       "       b&#x27;7369                            &#x27;,\n",
       "       b&#x27;AL2500-17DE102                  &#x27;,\n",
       "       b&#x27;8636                            &#x27;,\n",
       "       b&#x27;8621                            &#x27;,\n",
       "       b&#x27;7502                            &#x27;,\n",
       "       b&#x27;7840                            &#x27;,\n",
       "       b&#x27;477                             &#x27;,\n",
       "       b&#x27;7397                            &#x27;,\n",
       "       b&#x27;7043                            &#x27;,\n",
       "       b&#x27;f8619                           &#x27;,\n",
       "       b&#x27;7544                            &#x27;,\n",
       "       b&#x27;10084                           &#x27;,\n",
       "       b&#x27;7841                            &#x27;,\n",
       "       b&#x27;AI2600-19PL001                  &#x27;,\n",
       "       b&#x27;AD2700-18FR013                  &#x27;,\n",
       "       b&#x27;OIN-15-AR-DO-02                 &#x27;,\n",
       "       b&#x27;OIN-015-ARDP-08                 &#x27;,\n",
       "       b&#x27;OIN-15-ARDP-12                  &#x27;,\n",
       "       b&#x27;592                             &#x27;,\n",
       "       b&#x27;AL2500-17DE014                  &#x27;,\n",
       "       b&#x27;AI2632-19EU033                  &#x27;,\n",
       "       b&#x27;AL2500-17FR008                  &#x27;,\n",
       "       b&#x27;7583                            &#x27;,\n",
       "       b&#x27;8138                            &#x27;,\n",
       "       b&#x27;AI2600-17DE003                  &#x27;,\n",
       "       b&#x27;7186                            &#x27;,\n",
       "       b&#x27;AI2600-19PL001                  &#x27;,\n",
       "       b&#x27;AD2700-18NO003                  &#x27;,\n",
       "       b&#x27;1124                            &#x27;,\n",
       "       b&#x27;AI2600-18FR107                  &#x27;,\n",
       "       b&#x27;AI2632-18EU025                  &#x27;,\n",
       "       b&#x27;AI2600-19EU023                  &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;AI2632-19EU033                  &#x27;,\n",
       "       b&#x27;AI2600-16FR120                  &#x27;,\n",
       "       b&#x27;AI2632-19EU026                  &#x27;,\n",
       "       b&#x27;AI2600-16FR030                  &#x27;,\n",
       "       b&#x27;AI2632-19BU003                  &#x27;,\n",
       "       b&#x27;AI2600-19DE030                  &#x27;,\n",
       "       b&#x27;AI2600-19DE029                  &#x27;,\n",
       "       b&#x27;591                             &#x27;,\n",
       "       b&#x27;AI2600-18EU014                  &#x27;,\n",
       "       b&#x27;AI2600-18DE002                  &#x27;,\n",
       "       b&#x27;AI2600-19DE001                  &#x27;,\n",
       "       b&#x27;AL2500-17SP015                  &#x27;,\n",
       "       b&#x27;AL2500-18DE006                  &#x27;,\n",
       "       b&#x27;AI2600-19DE022                  &#x27;,\n",
       "       b&#x27;P32826-17FR003                  &#x27;,\n",
       "       b&#x27;AL2500-18DE004                  &#x27;,\n",
       "       b&#x27;AL2500-17SP003                  &#x27;,\n",
       "       b&#x27;P32826-17FR006                  &#x27;,\n",
       "       b&#x27;AI2600-19DE013                  &#x27;,\n",
       "       b&#x27;AL2500-17SP004                  &#x27;,\n",
       "       b&#x27;8726                            &#x27;,\n",
       "       b&#x27;P32826-17FR008                  &#x27;,\n",
       "       b&#x27;260020CA11                      &#x27;,\n",
       "       b&#x27;AL2500-16FR035                  &#x27;,\n",
       "       b&#x27;AL2500-17DE018                  &#x27;,\n",
       "       b&#x27;260020CA12                      &#x27;,\n",
       "       b&#x27;260019CA34                      &#x27;,\n",
       "       b&#x27;7702                            &#x27;,\n",
       "       b&#x27;260019CA38                      &#x27;,\n",
       "       b&#x27;AI2600-19SP001                  &#x27;,\n",
       "       b&#x27;260019CA30                      &#x27;,\n",
       "       b&#x27;8460                            &#x27;,\n",
       "       b&#x27;7355                            &#x27;,\n",
       "       b&#x27;260019CA39                      &#x27;,\n",
       "       b&#x27;7248                            &#x27;,\n",
       "       b&#x27;260018CA15                      &#x27;,\n",
       "       b&#x27;7836                            &#x27;,\n",
       "       b&#x27;AL2500-16FR029                  &#x27;,\n",
       "       b&#x27;7363                            &#x27;,\n",
       "       b&#x27;8461                            &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;,\n",
       "       b&#x27;7292                            &#x27;,\n",
       "       b&#x27;7418                            &#x27;,\n",
       "       b&#x27;AI2600-16FR126                  &#x27;,\n",
       "       b&#x27;P32826-19FR009                  &#x27;,\n",
       "       b&#x27;7562                            &#x27;,\n",
       "       b&#x27;P32826-19FR010                  &#x27;,\n",
       "       b&#x27;7233                            &#x27;,\n",
       "       b&#x27;7541                            &#x27;,\n",
       "       b&#x27;5355                            &#x27;,\n",
       "       b&#x27;7380                            &#x27;,\n",
       "       b&#x27;OIN-14-AR-65                    &#x27;,\n",
       "       b&#x27;AI2600-20EU004                  &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FIRMWARE_VERSION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00be241c-ee5a-4be9-af19-eaf50d9c1d9b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00be241c-ee5a-4be9-af19-eaf50d9c1d9b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34d6000d-252c-409e-a248-730b87ca86f9' class='xr-var-data-in' type='checkbox'><label for='data-34d6000d-252c-409e-a248-730b87ca86f9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Instrument firmware version</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;5608A15                         &#x27;,\n",
       "       b&#x27;030715                          &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;121915                          &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;5608A14                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5608A15                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;102015                          &#x27;,\n",
       "       b&#x27;5608A15                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5605A07                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;060408                          &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;2.11.0                          &#x27;,\n",
       "       b&#x27;SBE602 V1.3                     &#x27;,\n",
       "       b&#x27;5608A14                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;SBE602 ARM_v2.0_xmsg_ve         &#x27;,\n",
       "       b&#x27;SBE603 01Dec16                  &#x27;,\n",
       "       b&#x27;6.0.1                           &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;020717                          &#x27;,\n",
       "       b&#x27;6.0.1                           &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;SBE603 01Dec16                  &#x27;,\n",
       "       b&#x27;SBE61v5.0.2 04May18             &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;3.01                            &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;SBE602 ARM_v2.0_xmsg_ve         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;020117                          &#x27;,\n",
       "       b&#x27;3.01                            &#x27;,\n",
       "       b&#x27;081515                          &#x27;,\n",
       "       b&#x27;112015                          &#x27;,\n",
       "       b&#x27;020717                          &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;6.0.1                           &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;37927                           &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;1.07                            &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;3.02                            &#x27;,\n",
       "       b&#x27;SBE602 ARM_v2.0_xmsg_ve         &#x27;,\n",
       "       b&#x27;5608A11_26042018                &#x27;,\n",
       "       b&#x27;121915                          &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;1.07                            &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;2.13.1                          &#x27;,\n",
       "       b&#x27;2.14.3                          &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;SBE603 01Dec16                  &#x27;,\n",
       "       b&#x27;2.6.1                           &#x27;,\n",
       "       b&#x27;1.07                            &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;030716                          &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;020717                          &#x27;,\n",
       "       b&#x27;V2.0; SBE602 09Oct14            &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;37927                           &#x27;,\n",
       "       b&#x27;2.11.3.S                        &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;102015                          &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;2.11.3                          &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;Apf9tSbe41.7.2.5-Flash-102015-BM&#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5608A14                         &#x27;,\n",
       "       b&#x27;5605B05                         &#x27;,\n",
       "       b&#x27;5608A14                         &#x27;,\n",
       "       b&#x27;5608C08                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;112015                          &#x27;,\n",
       "       b&#x27;2.6.1                           &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5608A13                         &#x27;,\n",
       "       b&#x27;170425                          &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A00                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;081119                          &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;121915                          &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;2.11.0                          &#x27;,\n",
       "       b&#x27;SBE602 ARM_v2.0_xmsg_ve         &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;n/a                             &#x27;,\n",
       "       b&#x27;102015                          &#x27;,\n",
       "       b&#x27;5605B04                         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;2.11.0                          &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;,\n",
       "       b&#x27;SBE602 ARM_v2.0_xmsg_ve         &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5900A01                         &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;102815                          &#x27;,\n",
       "       b&#x27;5900A04                         &#x27;,\n",
       "       b&#x27;SBE602 20Sep13                  &#x27;,\n",
       "       b&#x27;SBE602 15Aug17 ARM V2.4         &#x27;,\n",
       "       b&#x27;061810                          &#x27;,\n",
       "       b&#x27;SBE602 11Dec15 ARM V2.1         &#x27;,\n",
       "       b&#x27;5611A01                         &#x27;,\n",
       "       b&#x27;5900A05                         &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WMO_INST_TYPE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b4c67af1-2c19-413e-bae9-1922b5a9cdaa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4c67af1-2c19-413e-bae9-1922b5a9cdaa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f361a532-3e6b-4909-bc3c-427293ba382f' class='xr-var-data-in' type='checkbox'><label for='data-f361a532-3e6b-4909-bc3c-427293ba382f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Coded instrument type</dd><dt><span>conventions :</span></dt><dd>Argo reference table 8</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;838 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;853 &#x27;, b&#x27;838 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;838 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;838 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;838 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;874 &#x27;, b&#x27;873 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;873 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;862 &#x27;, b&#x27;874 &#x27;, b&#x27;844 &#x27;, b&#x27;836 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;836 &#x27;, b&#x27;863 &#x27;, b&#x27;846 &#x27;, b&#x27;846 &#x27;,\n",
       "       b&#x27;854 &#x27;, b&#x27;873 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;836 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;836 &#x27;,\n",
       "       b&#x27;854 &#x27;, b&#x27;838 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;836 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;,\n",
       "       b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;874 &#x27;, b&#x27;846 &#x27;, b&#x27;836 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;853 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;846 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;865 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;,\n",
       "       b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;838 &#x27;, b&#x27;844 &#x27;, b&#x27;838 &#x27;, b&#x27;838 &#x27;,\n",
       "       b&#x27;865 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;838 &#x27;, b&#x27;863 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;865 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;841 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;841 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;841 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;, b&#x27;854 &#x27;, b&#x27;846 &#x27;, b&#x27;844 &#x27;,\n",
       "       b&#x27;854 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;841 &#x27;, b&#x27;846 &#x27;, b&#x27;841 &#x27;, b&#x27;854 &#x27;, b&#x27;854 &#x27;,\n",
       "       b&#x27;846 &#x27;, b&#x27;854 &#x27;, b&#x27;844 &#x27;, b&#x27;844 &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4c919b4a-8d6d-4457-a76e-c1bb3202b8a7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4c919b4a-8d6d-4457-a76e-c1bb3202b8a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40633d49-a05b-480f-859a-1e78e08084ff' class='xr-var-data-in' type='checkbox'><label for='data-40633d49-a05b-480f-859a-1e78e08084ff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Julian day (UTC) of the station relative to REFERENCE_DATE_TIME</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>conventions :</span></dt><dd>Relative julian days with decimal part (as parts of day)</dd><dt><span>resolution :</span></dt><dd>0.0</dd><dt><span>axis :</span></dt><dd>T</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-11-11T23:51:52.000000000&#x27;, &#x27;2020-11-11T23:42:19.000000000&#x27;,\n",
       "       &#x27;2020-11-11T23:36:00.000000000&#x27;, &#x27;2020-11-11T23:17:33.000000000&#x27;,\n",
       "       &#x27;2020-11-11T23:06:22.999999744&#x27;, &#x27;2020-11-11T23:02:02.000000000&#x27;,\n",
       "       &#x27;2020-11-11T22:56:34.000000256&#x27;, &#x27;2020-11-11T22:34:00.000000256&#x27;,\n",
       "       &#x27;2020-11-11T22:09:00.000000000&#x27;, &#x27;2020-11-11T22:08:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:46:15.999999744&#x27;, &#x27;2020-11-11T21:27:47.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:14:00.000000000&#x27;, &#x27;2020-11-11T21:02:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T20:58:31.999999744&#x27;, &#x27;2020-11-11T20:56:08.000000256&#x27;,\n",
       "       &#x27;2020-11-11T20:52:30.000000000&#x27;, &#x27;2020-11-11T20:51:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T20:49:30.000000256&#x27;, &#x27;2020-11-11T20:46:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T20:18:53.000000000&#x27;, &#x27;2020-11-11T19:47:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:46:33.000000256&#x27;, &#x27;2020-11-11T19:43:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:31:30.000000000&#x27;, &#x27;2020-11-11T19:30:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:23:58.000000000&#x27;, &#x27;2020-11-11T18:33:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T18:28:50.000000000&#x27;, &#x27;2020-11-11T18:12:00.000000256&#x27;,\n",
       "       &#x27;2020-11-11T18:01:20.000000256&#x27;, &#x27;2020-11-11T17:59:08.000000000&#x27;,\n",
       "       &#x27;2020-11-11T17:58:34.000000000&#x27;, &#x27;2020-11-11T17:34:50.000000000&#x27;,\n",
       "       &#x27;2020-11-11T17:33:02.000000000&#x27;, &#x27;2020-11-11T17:26:21.000000256&#x27;,\n",
       "       &#x27;2020-11-11T17:23:58.000000000&#x27;, &#x27;2020-11-11T17:00:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T16:59:11.000000000&#x27;, &#x27;2020-11-11T16:56:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T16:53:30.000000000&#x27;, &#x27;2020-11-11T16:20:05.000000256&#x27;,\n",
       "       &#x27;2020-11-11T16:02:24.000000256&#x27;, &#x27;2020-11-11T15:31:21.000000000&#x27;,\n",
       "       &#x27;2020-11-11T15:06:20.000000000&#x27;, &#x27;2020-11-11T15:00:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T14:57:30.000000256&#x27;, &#x27;2020-11-11T14:41:30.000000256&#x27;,\n",
       "       &#x27;2020-11-11T14:38:30.000000000&#x27;, &#x27;2020-11-11T14:28:52.999999744&#x27;,\n",
       "       &#x27;2020-11-11T14:02:32.000000000&#x27;, &#x27;2020-11-11T13:59:04.000000000&#x27;,\n",
       "       &#x27;2020-11-11T13:54:00.000000000&#x27;, &#x27;2020-11-11T13:33:33.000000256&#x27;,\n",
       "       &#x27;2020-11-11T13:17:24.000000000&#x27;, &#x27;2020-11-11T13:13:22.999999744&#x27;,\n",
       "       &#x27;2020-11-11T13:04:35.000000000&#x27;, &#x27;2020-11-11T13:03:47.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:48:21.000000256&#x27;, &#x27;2020-11-11T12:30:45.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:08:30.000000000&#x27;, &#x27;2020-11-11T12:05:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:01:20.000000256&#x27;, &#x27;2020-11-11T11:56:52.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:55:30.000000000&#x27;, &#x27;2020-11-11T11:54:29.999999744&#x27;,\n",
       "       &#x27;2020-11-11T11:54:20.000000000&#x27;, &#x27;2020-11-11T11:52:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:50:20.000000000&#x27;, &#x27;2020-11-11T11:46:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:43:45.000000000&#x27;, &#x27;2020-11-11T11:43:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:41:30.000000256&#x27;, &#x27;2020-11-11T11:39:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T11:38:30.000000000&#x27;, &#x27;2020-11-11T11:35:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:34:30.000000000&#x27;, &#x27;2020-11-11T11:32:57.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:18:12.999999744&#x27;, &#x27;2020-11-11T11:17:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:05:31.999999744&#x27;, &#x27;2020-11-11T11:05:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:04:21.000000000&#x27;, &#x27;2020-11-11T11:01:33.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:50:00.000000256&#x27;, &#x27;2020-11-11T10:39:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:33:00.000000000&#x27;, &#x27;2020-11-11T10:16:50.000000256&#x27;,\n",
       "       &#x27;2020-11-11T10:07:35.000000000&#x27;, &#x27;2020-11-11T10:07:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:04:57.000000000&#x27;, &#x27;2020-11-11T10:03:32.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:51:13.000000000&#x27;, &#x27;2020-11-11T09:40:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:34:00.000000000&#x27;, &#x27;2020-11-11T09:32:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:25:59.000000256&#x27;, &#x27;2020-11-11T09:01:20.000000256&#x27;,\n",
       "       &#x27;2020-11-11T08:55:59.999999744&#x27;, &#x27;2020-11-11T08:50:45.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:48:40.000000000&#x27;, &#x27;2020-11-11T08:47:36.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:20:08.000000000&#x27;, &#x27;2020-11-11T08:20:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:14:35.000000256&#x27;, &#x27;2020-11-11T08:07:09.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:03:03.000000000&#x27;, &#x27;2020-11-11T08:00:52.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:54:59.999999744&#x27;, &#x27;2020-11-11T07:46:26.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:36:08.000000000&#x27;, &#x27;2020-11-11T07:26:38.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:18:23.000000000&#x27;, &#x27;2020-11-11T07:18:09.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:02:20.000000256&#x27;, &#x27;2020-11-11T06:59:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:59:00.000000000&#x27;, &#x27;2020-11-11T06:58:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:56:00.000000000&#x27;, &#x27;2020-11-11T06:55:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:52:00.000000000&#x27;, &#x27;2020-11-11T06:49:03.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:46:00.000000000&#x27;, &#x27;2020-11-11T06:40:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T06:39:59.000000000&#x27;, &#x27;2020-11-11T06:38:40.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:32:59.999999744&#x27;, &#x27;2020-11-11T06:30:53.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:18:20.000000000&#x27;, &#x27;2020-11-11T06:14:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:09:41.000000000&#x27;, &#x27;2020-11-11T06:03:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:03:30.000000000&#x27;, &#x27;2020-11-11T06:00:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:00:20.000000000&#x27;, &#x27;2020-11-11T05:55:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:55:20.000000000&#x27;, &#x27;2020-11-11T05:50:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:49:30.000000256&#x27;, &#x27;2020-11-11T05:49:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:48:20.000000256&#x27;, &#x27;2020-11-11T05:47:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:41:00.000000000&#x27;, &#x27;2020-11-11T05:39:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T05:39:00.000000000&#x27;, &#x27;2020-11-11T05:38:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:37:00.000000000&#x27;, &#x27;2020-11-11T05:35:00.000000256&#x27;,\n",
       "       &#x27;2020-11-11T05:33:20.000000000&#x27;, &#x27;2020-11-11T05:32:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:31:00.000000000&#x27;, &#x27;2020-11-11T05:27:00.000000256&#x27;,\n",
       "       &#x27;2020-11-11T05:26:30.000000000&#x27;, &#x27;2020-11-11T05:26:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:24:00.000000000&#x27;, &#x27;2020-11-11T05:16:48.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:13:30.000000000&#x27;, &#x27;2020-11-11T05:13:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:06:00.000000000&#x27;, &#x27;2020-11-11T05:05:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:57:00.000000000&#x27;, &#x27;2020-11-11T04:54:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T04:53:37.999999744&#x27;, &#x27;2020-11-11T04:49:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:48:20.000000000&#x27;, &#x27;2020-11-11T04:48:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:47:49.000000000&#x27;, &#x27;2020-11-11T04:47:27.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:46:00.000000000&#x27;, &#x27;2020-11-11T04:28:04.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:25:00.000000000&#x27;, &#x27;2020-11-11T04:17:51.999999744&#x27;,\n",
       "       &#x27;2020-11-11T04:17:00.000000000&#x27;, &#x27;2020-11-11T03:59:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T03:03:01.000000000&#x27;, &#x27;2020-11-11T03:02:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:55:25.000000256&#x27;, &#x27;2020-11-11T02:51:42.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:49:30.000000256&#x27;, &#x27;2020-11-11T02:46:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:23:14.000000000&#x27;, &#x27;2020-11-11T02:04:30.000000256&#x27;,\n",
       "       &#x27;2020-11-11T02:01:25.000000000&#x27;, &#x27;2020-11-11T01:59:01.000000000&#x27;,\n",
       "       &#x27;2020-11-11T01:40:56.000000000&#x27;, &#x27;2020-11-11T01:23:27.000000000&#x27;,\n",
       "       &#x27;2020-11-11T01:01:59.999999744&#x27;, &#x27;2020-11-11T00:08:20.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7ff1043e-6b50-4e0a-bf8c-10b97ccf4a9d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ff1043e-6b50-4e0a-bf8c-10b97ccf4a9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-500f1f18-7e30-48d0-a7e5-1f2bdb18309f' class='xr-var-data-in' type='checkbox'><label for='data-500f1f18-7e30-48d0-a7e5-1f2bdb18309f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Quality on date and time</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD_LOCATION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f7165e52-a929-4ce7-b3c0-368eda55a4ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7165e52-a929-4ce7-b3c0-368eda55a4ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39e26ea0-0ecc-4966-a857-de8665316ebb' class='xr-var-data-in' type='checkbox'><label for='data-39e26ea0-0ecc-4966-a857-de8665316ebb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Julian day (UTC) of the location relative to REFERENCE_DATE_TIME</dd><dt><span>conventions :</span></dt><dd>Relative julian days with decimal part (as parts of day)</dd><dt><span>resolution :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-11-11T23:53:00.000000000&#x27;, &#x27;2020-11-11T23:42:00.000000000&#x27;,\n",
       "       &#x27;2020-11-12T00:05:33.000000000&#x27;, &#x27;2020-11-11T23:30:10.000000000&#x27;,\n",
       "       &#x27;2020-11-11T23:09:00.000000000&#x27;, &#x27;2020-11-11T23:46:50.000000256&#x27;,\n",
       "       &#x27;2020-11-11T23:01:00.000000000&#x27;, &#x27;2020-11-11T23:03:05.000000000&#x27;,\n",
       "       &#x27;2020-11-11T22:25:49.000000000&#x27;, &#x27;2020-11-11T22:35:07.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:49:00.000000256&#x27;, &#x27;2020-11-11T22:10:44.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:42:08.000000000&#x27;, &#x27;2020-11-11T21:18:43.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:00:00.000000000&#x27;, &#x27;2020-11-11T20:59:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:08:43.000000000&#x27;, &#x27;2020-11-11T21:22:57.000000000&#x27;,\n",
       "       &#x27;2020-11-11T21:20:34.000000000&#x27;, &#x27;2020-11-11T21:02:50.000000256&#x27;,\n",
       "       &#x27;2020-11-11T20:23:00.000000000&#x27;, &#x27;2020-11-11T20:03:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:48:00.000000000&#x27;, &#x27;2020-11-11T19:59:56.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:47:55.000000256&#x27;, &#x27;2020-11-11T19:30:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T19:24:00.000000000&#x27;, &#x27;2020-11-11T18:33:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T18:38:00.000000000&#x27;, &#x27;2020-11-11T18:39:50.000000256&#x27;,\n",
       "       &#x27;2020-11-11T18:17:13.000000000&#x27;, &#x27;2020-11-11T18:03:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T17:54:00.000000000&#x27;, &#x27;2020-11-11T17:57:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T17:33:00.000000000&#x27;, &#x27;2020-11-11T17:26:21.000000256&#x27;,\n",
       "       &#x27;2020-11-11T17:46:00.000000000&#x27;, &#x27;2020-11-11T17:26:26.000000000&#x27;,\n",
       "       &#x27;2020-11-11T17:01:00.000000000&#x27;, &#x27;2020-11-11T17:11:51.000000256&#x27;,\n",
       "       &#x27;2020-11-11T17:10:26.000000000&#x27;, &#x27;2020-11-11T16:22:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T16:01:59.999999744&#x27;, &#x27;2020-11-11T15:31:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T15:23:00.000000000&#x27;, &#x27;2020-11-11T14:35:22.000000000&#x27;,\n",
       "       &#x27;2020-11-11T15:13:52.999999744&#x27;, &#x27;2020-11-11T14:58:04.000000000&#x27;,\n",
       "       &#x27;2020-11-11T14:54:56.000000000&#x27;, &#x27;2020-11-11T14:33:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T14:02:59.999999744&#x27;, &#x27;2020-11-11T13:59:04.000000000&#x27;,\n",
       "       &#x27;2020-11-11T14:14:52.000000000&#x27;, &#x27;2020-11-11T13:33:38.000000000&#x27;,\n",
       "       &#x27;2020-11-11T13:17:24.000000000&#x27;, &#x27;2020-11-11T13:13:22.999999744&#x27;,\n",
       "       &#x27;2020-11-11T13:05:00.000000256&#x27;, &#x27;2020-11-11T13:25:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T12:59:00.000000000&#x27;, &#x27;2020-11-11T12:32:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:24:28.999999744&#x27;, &#x27;2020-11-11T12:05:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:17:56.000000000&#x27;, &#x27;2020-11-11T11:57:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:13:13.999999744&#x27;, &#x27;2020-11-11T12:10:23.000000000&#x27;,\n",
       "       &#x27;2020-11-11T12:10:51.000000000&#x27;, &#x27;2020-11-11T12:08:49.000000256&#x27;,\n",
       "       &#x27;2020-11-11T12:06:54.000000000&#x27;, &#x27;2020-11-11T12:02:20.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:59:27.000000256&#x27;, &#x27;2020-11-11T12:00:04.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:58:06.000000000&#x27;, &#x27;2020-11-11T12:06:29.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:54:19.000000000&#x27;, &#x27;2020-11-11T11:51:25.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:50:34.000000000&#x27;, &#x27;2020-11-11T11:34:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:20:00.000000000&#x27;, &#x27;2020-11-11T11:39:20.999999744&#x27;,\n",
       "       &#x27;2020-11-11T11:08:00.000000000&#x27;, &#x27;2020-11-11T11:32:53.000000000&#x27;,\n",
       "       &#x27;2020-11-11T11:04:31.000000000&#x27;, &#x27;2020-11-11T11:02:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T10:34:49.000000000&#x27;, &#x27;2020-11-11T11:06:46.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:59:25.000000000&#x27;, &#x27;2020-11-11T10:51:55.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:15:54.999999744&#x27;, &#x27;2020-11-11T10:34:49.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:05:00.000000256&#x27;, &#x27;2020-11-11T10:04:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:50:00.000000000&#x27;, &#x27;2020-11-11T09:40:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T10:00:08.000000000&#x27;, &#x27;2020-11-11T09:59:25.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:39:00.000000000&#x27;, &#x27;2020-11-11T09:17:36.000000000&#x27;,\n",
       "       &#x27;2020-11-11T09:12:59.000000000&#x27;, &#x27;2020-11-11T08:50:45.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:52:05.000000000&#x27;, &#x27;2020-11-11T08:49:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:22:00.000000000&#x27;, &#x27;2020-11-11T09:33:24.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:30:02.999999744&#x27;, &#x27;2020-11-11T08:26:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:02:59.999999744&#x27;, &#x27;2020-11-11T09:33:41.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:54:59.999999744&#x27;, &#x27;2020-11-11T07:49:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T08:08:00.000000000&#x27;, &#x27;2020-11-11T07:58:33.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:19:00.000000000&#x27;, &#x27;2020-11-11T07:19:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:02:20.000000256&#x27;, &#x27;2020-11-11T06:34:49.000000000&#x27;,\n",
       "       &#x27;2020-11-11T07:28:15.000000000&#x27;, &#x27;2020-11-11T07:44:23.999999744&#x27;,\n",
       "       &#x27;2020-11-11T07:25:12.999999744&#x27;, &#x27;2020-11-11T07:12:24.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:52:00.000000000&#x27;, &#x27;2020-11-11T06:51:42.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:11:26.000000000&#x27;, &#x27;2020-11-11T07:57:50.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:39:59.000000000&#x27;, &#x27;2020-11-11T06:38:40.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:32:59.999999744&#x27;, &#x27;2020-11-11T06:40:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T06:34:49.000000000&#x27;, &#x27;2020-11-11T06:41:42.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:24:00.000000000&#x27;, &#x27;2020-11-11T06:20:05.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:30:57.000000000&#x27;, &#x27;2020-11-11T06:16:52.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:17:26.000000000&#x27;, &#x27;2020-11-11T06:11:26.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:11:00.000000000&#x27;, &#x27;2020-11-11T06:17:55.000000256&#x27;,\n",
       "       &#x27;2020-11-11T06:06:02.000000000&#x27;, &#x27;2020-11-11T06:05:56.999999744&#x27;,\n",
       "       &#x27;2020-11-11T06:04:51.000000256&#x27;, &#x27;2020-11-11T06:03:55.999999744&#x27;,\n",
       "       &#x27;2020-11-11T05:41:00.000000000&#x27;, &#x27;2020-11-11T05:39:59.999999744&#x27;,\n",
       "       &#x27;2020-11-11T05:39:00.000000000&#x27;, &#x27;2020-11-11T05:54:40.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:17:33.000000000&#x27;, &#x27;2020-11-11T06:00:55.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:49:58.000000000&#x27;, &#x27;2020-11-11T06:01:20.000000256&#x27;,\n",
       "       &#x27;2020-11-11T06:22:49.000000000&#x27;, &#x27;2020-11-11T06:11:25.000000256&#x27;,\n",
       "       &#x27;2020-11-11T05:54:25.000000000&#x27;, &#x27;2020-11-11T05:43:46.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:08:28.999999744&#x27;, &#x27;2020-11-11T05:37:30.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:40:19.000000000&#x27;, &#x27;2020-11-11T05:15:22.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:23:13.000000000&#x27;, &#x27;2020-11-11T06:11:58.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:58:31.000000256&#x27;, &#x27;2020-11-11T04:58:05.000000000&#x27;,\n",
       "       &#x27;2020-11-11T05:18:30.000000000&#x27;, &#x27;2020-11-11T04:51:09.999999744&#x27;,\n",
       "       &#x27;2020-11-11T05:04:55.000000000&#x27;, &#x27;2020-11-11T04:50:44.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:47:49.000000000&#x27;, &#x27;2020-11-11T04:49:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:51:27.000000000&#x27;, &#x27;2020-11-11T04:39:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T04:40:31.000000000&#x27;, &#x27;2020-11-11T08:01:53.000000000&#x27;,\n",
       "       &#x27;2020-11-11T06:29:54.000000000&#x27;, &#x27;2020-11-11T04:01:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T03:03:01.000000000&#x27;, &#x27;2020-11-11T03:18:50.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:57:00.000000000&#x27;, &#x27;2020-11-11T02:55:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T03:06:27.999999744&#x27;, &#x27;2020-11-11T03:14:49.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:42:10.000000000&#x27;, &#x27;2020-11-11T02:32:38.000000000&#x27;,\n",
       "       &#x27;2020-11-11T02:20:00.000000000&#x27;, &#x27;2020-11-11T01:59:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T03:06:16.000000000&#x27;, &#x27;2020-11-11T01:24:00.000000000&#x27;,\n",
       "       &#x27;2020-11-11T01:40:20.000000000&#x27;, &#x27;2020-11-11T00:24:43.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LATITUDE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d38b8854-1b69-4932-9432-113424690537' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d38b8854-1b69-4932-9432-113424690537' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dea6cd04-cd3e-4227-9f6d-0b8fbbe3aa85' class='xr-var-data-in' type='checkbox'><label for='data-dea6cd04-cd3e-4227-9f6d-0b8fbbe3aa85' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Latitude of the station, best estimate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degree_north</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-20.87581 ,  26.04917 ,  56.224208,  25.267   ,   6.00987 , -32.282   ,\n",
       "       -47.74375 ,  58.768142,  62.264573,  59.857033,  28.20956 , -15.098   ,\n",
       "        58.86548 ,  35.064548,  38.08667 ,  47.01418 ,  33.374083,  15.966   ,\n",
       "        81.735   , -29.593263,  -2.34639 ,  -8.965042,  -0.43838 , -36.518753,\n",
       "       -40.124863,  31.0612  ,  24.81839 , -24.4121  ,   3.48264 ,  35.614093,\n",
       "        35.072108,  63.30427 , -26.04177 ,   9.46176 , -16.31882 , -69.504   ,\n",
       "        17.09767 ,   5.482   ,  40.22992 , -29.061   ,  30.496247,  31.62384 ,\n",
       "        21.74043 , -21.4816  ,  35.076548, -22.961045,  66.03977 , -22.755448,\n",
       "        71.00046 ,  52.45242 , -39.31072 , -40.4914  , -22.960258, -58.342   ,\n",
       "        58.2522  , -71.067   ,  38.06182 , -32.38966 ,  29.3858  ,  -0.7086  ,\n",
       "        35.490988,  73.022407,  35.082768, -13.07513 ,  69.734125,  19.390237,\n",
       "        25.315313,  24.470218,  25.138683,  -2.011093,  16.05094 , -17.924325,\n",
       "        14.340652,  42.321472, -15.060235,  20.470493,  19.084855,   2.57007 ,\n",
       "        31.85924 ,  71.315917, -24.06958 ,  60.087683, -59.654   ,  39.67386 ,\n",
       "        58.836988,  36.643527,  57.068438,  74.25261 ,  77.98792 ,  58.836988,\n",
       "        25.88102 ,  25.61855 , -27.49463 , -51.3824  ,  34.20131 ,  57.068438,\n",
       "         3.926   ,  35.092623,  56.01898 , -69.621   , -58.8     ,   5.53219 ,\n",
       "        24.58431 ,  31.366   ,  42.40331 ,  65.7023  ,  16.01417 ,  26.024   ,\n",
       "        43.31319 , -32.59438 ,  33.6996  ,  67.91864 ,  27.35783 ,  22.40455 ,\n",
       "        60.5225  ,  54.753633,  48.013872,  56.945   ,  49.082123,  43.805452,\n",
       "        45.349117,  71.408   ,  55.147652,  15.458   , -42.9652  , -55.5627  ,\n",
       "       -60.9511  ,  17.24889 ,  54.753633,  78.15882 , -13.31    ,  40.168738,\n",
       "        37.428652,  39.004813,  35.108467,  55.147652,  32.931428,  33.472492,\n",
       "        -9.965365,  42.41645 ,   0.191003,  -0.278005,  36.901081, -67.532921,\n",
       "       -61.969762, -17.761455,  54.296   ,  -9.911   ,  14.011388,  35.193475,\n",
       "       -10.019   ,  25.024   ,  33.454232,  36.892063,  33.395   , -51.648   ,\n",
       "        37.453193,  41.421188, -34.67    ,  20.317   ,  42.32951 ,  57.499676,\n",
       "       -43.358   ,  57.296295,  40.462665,  42.045486,  55.4008  , -33.16686 ,\n",
       "        56.874912,  34.23417 ,  59.204441,  43.518   , -28.509   , -16.35394 ,\n",
       "        59.7019  ,  35.127313, -24.45177 ,  28.77227 ,  -0.62434 ,   8.75631 ,\n",
       "        65.392   ,  43.373455,  19.79742 ,  23.69158 , -48.749   ,  34.49676 ,\n",
       "        47.873   ,  35.141292])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LONGITUDE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-77f95941-55dd-407a-a324-91e90381d890' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-77f95941-55dd-407a-a324-91e90381d890' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a0eedf2-dc3a-4d4a-9b44-ad4d2a2e3eea' class='xr-var-data-in' type='checkbox'><label for='data-0a0eedf2-dc3a-4d4a-9b44-ad4d2a2e3eea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Longitude of the station, best estimate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degree_east</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-2.449676e+01, -8.620608e+01, -5.182488e+01, -5.208300e+01,\n",
       "       -2.710274e+01, -2.538500e+01, -5.280813e+01, -5.266178e+01,\n",
       "        1.904156e+01, -5.354301e+01, -6.337559e+01, -3.436700e+01,\n",
       "       -5.371946e+01,  1.575084e+01, -5.390500e+01, -2.717963e+01,\n",
       "        3.302149e+01, -3.945200e+01,  3.244447e+01, -1.154220e+01,\n",
       "       -2.393146e+01, -3.299098e+01, -2.461274e+01, -6.857492e+00,\n",
       "       -5.016751e+01, -5.723790e+01, -8.891927e+01, -2.863190e+01,\n",
       "       -3.296480e+01,  2.011601e+01,  1.573373e+01, -3.092877e+01,\n",
       "       -3.215065e+01, -5.287529e+01, -7.782340e+00, -3.691700e+01,\n",
       "       -4.723997e+01, -1.181100e+01, -6.354800e+01, -6.500000e+00,\n",
       "       -5.000990e+01, -6.546818e+01, -5.784617e+01, -2.362323e+01,\n",
       "        1.571878e+01, -2.770827e+01, -2.652797e+00, -1.155733e+01,\n",
       "        1.517156e+01, -2.612114e+01, -5.228520e+01, -1.444920e+01,\n",
       "       -2.770735e+01,  1.090100e+01, -5.754800e+01, -2.984800e+01,\n",
       "       -7.312869e+01, -1.154699e+01, -7.729474e+01, -1.598923e+01,\n",
       "       -4.232118e+00, -6.685282e+01,  1.570761e+01, -3.525926e+01,\n",
       "       -5.793550e+00, -9.482312e+01, -9.446385e+01, -9.152439e+01,\n",
       "       -9.329708e+01, -3.986101e+01, -3.514955e+01,  6.840417e+00,\n",
       "       -7.269610e+01,  6.614073e+00, -1.324221e+01, -4.113841e+01,\n",
       "       -2.018198e+01, -2.642180e+01, -7.523737e+01,  1.224173e+01,\n",
       "       -1.145608e+01, -3.971851e+01, -2.997100e+01, -2.670860e+01,\n",
       "        2.191978e+01,  1.641857e+00,  1.976775e+01,  7.163390e+00,\n",
       "        2.954717e+01,  2.191978e+01, -9.001734e+01, -8.632933e+01,\n",
       "       -2.316034e+01, -5.919500e+00,  2.771104e+01,  1.976775e+01,\n",
       "       -2.528000e+01,  1.570018e+01, -1.790219e+01, -2.494800e+01,\n",
       "       -1.560000e+01, -2.323740e+01, -8.736726e+01, -4.371700e+01,\n",
       "        5.025870e+00,  3.118880e+00, -5.508360e+01, -7.670400e+01,\n",
       "       -4.707825e+01,  1.071798e+01, -5.188640e+01, -1.253916e+01,\n",
       "       -8.885741e+01, -9.526193e+01, -5.039770e+01,  1.888841e+01,\n",
       "       -3.565567e+01, -4.203500e+01, -3.579873e+01, -1.735841e+01,\n",
       "       -4.619118e+01, -1.872600e+01,  1.950122e+01, -2.490300e+01,\n",
       "       -4.777160e+01, -1.963370e+01,  2.025700e+00, -2.134114e+01,\n",
       "        1.888841e+01,  7.977670e+00, -1.898200e+01,  1.065109e+01,\n",
       "        1.053477e+00,  7.050083e-01,  1.569738e+01,  1.950122e+01,\n",
       "        2.747595e+01,  3.503904e+01, -2.562341e+01,  3.329974e+01,\n",
       "       -3.927854e+01, -4.171384e+01, -4.359353e+01, -1.399408e+01,\n",
       "       -5.815235e+00, -3.703156e+01, -2.426400e+01,  5.977000e+00,\n",
       "       -2.304328e+01,  1.648328e+01, -2.797700e+01, -2.096800e+01,\n",
       "        2.341561e+01, -2.827287e+01, -1.444100e+01, -4.738800e+01,\n",
       "        1.864481e+01, -6.317698e+01,  1.747900e+01, -3.095200e+01,\n",
       "       -6.148556e+01, -5.167205e+01, -5.426300e+01, -5.330690e+01,\n",
       "        4.450870e+00, -6.114674e+01, -3.143790e+01, -3.872010e+00,\n",
       "       -5.432794e+01, -7.430597e+01, -5.010341e+01, -5.537700e+01,\n",
       "       -3.651400e+01, -5.767110e+00, -9.750300e+00,  1.569410e+01,\n",
       "       -2.963033e+01, -7.528396e+01, -4.037098e+01, -5.851316e+01,\n",
       "       -7.500000e-02,  7.446398e+00, -6.324159e+01, -8.240843e+01,\n",
       "        1.654500e+01, -6.374070e+01, -3.527300e+01,  1.568804e+01])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POSITION_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b08815d8-8a95-4c70-b929-ddd654f81c91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b08815d8-8a95-4c70-b929-ddd654f81c91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-330ed5b7-251c-4f7e-a29f-0b2d11229e02' class='xr-var-data-in' type='checkbox'><label for='data-330ed5b7-251c-4f7e-a29f-0b2d11229e02' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Quality on position (latitude and longitude)</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;2&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;8&#x27;,\n",
       "       b&#x27;8&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;,\n",
       "       b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;, b&#x27;1&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POSITIONING_SYSTEM</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4a6f2574-8987-4a1f-8736-1b7357374074' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a6f2574-8987-4a1f-8736-1b7357374074' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ed1f23a-d3f3-467f-893f-71abf5495edc' class='xr-var-data-in' type='checkbox'><label for='data-1ed1f23a-d3f3-467f-893f-71abf5495edc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Positioning system</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;IRIDIUM &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;IRIDIUM &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;ARGOS   &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;,\n",
       "       b&#x27;GPS     &#x27;, b&#x27;ARGOS   &#x27;, b&#x27;GPS     &#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_PRES_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d820e1c0-2fb4-4407-9b82-cbdf0fe047bf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d820e1c0-2fb4-4407-9b82-cbdf0fe047bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f06cc6f5-bb88-4d8e-b702-aa9121f488f6' class='xr-var-data-in' type='checkbox'><label for='data-f06cc6f5-bb88-4d8e-b702-aa9121f488f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Global quality flag of PRES profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_TEMP_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2a3b7ff4-40b2-4695-a686-294db39532f0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a3b7ff4-40b2-4695-a686-294db39532f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fc80026-d0cb-4ce1-a587-9816c2b4e0b2' class='xr-var-data-in' type='checkbox'><label for='data-4fc80026-d0cb-4ce1-a587-9816c2b4e0b2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Global quality flag of TEMP profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_PSAL_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ece2086c-f4aa-4357-96af-fe49b293bcee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ece2086c-f4aa-4357-96af-fe49b293bcee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6213da34-3743-4e15-88b8-af3e31a3aaa4' class='xr-var-data-in' type='checkbox'><label for='data-6213da34-3743-4e15-88b8-af3e31a3aaa4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Global quality flag of PSAL profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;F&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;F&#x27;,\n",
       "       b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;F&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;F&#x27;, b&#x27;B&#x27;, b&#x27;B&#x27;,\n",
       "       b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;, b&#x27;F&#x27;, b&#x27;A&#x27;, b&#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VERTICAL_SAMPLING_SCHEME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-37c49bec-880c-4228-8bc1-0e30c70750ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37c49bec-880c-4228-8bc1-0e30c70750ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-47724699-945a-46c7-9c0c-2d9fb5f87d63' class='xr-var-data-in' type='checkbox'><label for='data-47724699-945a-46c7-9c0c-2d9fb5f87d63' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Vertical sampling scheme</dd><dt><span>conventions :</span></dt><dd>Argo reference table 16</dd></dl></div><div class='xr-var-data'><pre>array([b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.4 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal   2 dbar binned data sampled at 1.0 Hz from a SBE41CP; bin detail from 0 dbar (number bins/bin width):   10/  1;1005/  2]                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.0 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 105 dbar to 300 dbar; 10 sec sampling, 1 dbar average from 300 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.2 dbar]                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.2 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete []                                                                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.1 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.5 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 700 dbar; 10 sec sampling, 10 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 2 dbar average from 100 dbar to 2.3 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 20 dbar; 10 sec sampling, 1 dbar average from 20 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.2 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.6 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.2 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.2 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.2 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 s sampling, 1 dbar avg from 4000 dbar to 3049.4 dbar;10 s sampling, 25 dbar avg from 3049.4 dbar to 700 dbar;10 s sampling, 10 dbar avg from 700 dbar to 100 dbar;10 s sampling, 2 dbar avg from 100 dbar to 5.5 dbar]           &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.3 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1Hz sampling by SBE-41CP averaged in 2-dbar bins]                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.0 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [PRES &lt;=  510 dbar: nominal 2 dbar binned data sampled at 0.5 Hz from a SBE61,   PRES  &gt;  510 dbar discrete sampling from the same SBE61]                                                                                               &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1Hz sampling by SBE-41CP averaged in 2-dbar bins]                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.1 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [60sec sampling, 1dbar average in [surface-1dbar]]                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.0 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.4 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.1 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2s sampling,10dbar average in [1000-250]dbar;2s samp.,2dbar avg in [250-10]dbar;2s samp.,1dbar avg in [10-2.1]dbar]                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 800 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.7 dbar]                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 1000 dbar to 1000 dbar; 10 sec sampling, 5 dbar average from 1000 dbar to 50 dbar; 10 sec sampling, 1 dbar average from 50 dbar to 2.5 dbar]                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.0 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 250 dbar; 10 sec sampling, 1 dbar average from 250 dbar to 2.1 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.4 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.2 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.5 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.0 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.4 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [averaged from 4.38 dbar to 743.31 dbar {[1 sample/second, 2 dbar average from 750 dbar to 4 dbar] for CTD; [1 second interval from 750 dbar to 4 dbar] for TRANSISTOR_PH}; discrete otherwise]                                         &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.1 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2s sampling,2dbar average in [1000-250]dbar;2s samp.,1dbar avg in [250-10]dbar;2s samp.,1dbar avg in [10-2.4]dbar]                                                                                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 250 dbar; 10 sec sampling, 1 dbar average from 250 dbar to 2.1 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 250 dbar; 10 sec sampling, 1 dbar average from 250 dbar to 2.7 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 250 dbar; 10 sec sampling, 1 dbar average from 250 dbar to 2.2 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2s sampling,5dbar average in [2000-1100]dbar;2s samp.,2dbar avg in [1100-300]dbar;2s samp.,2dbar avg in [300-10]dbar;2s samp.,1dbar avg in [10-2.3]dbar]                                                                            &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.3 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from surface to 40 dbar; 10 sec sampling, 1 dbar average from 40 dbar to 80 dbar; 10 sec sampling, 1 dbar average from 80 dbar to 60 dbar]                                                          &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2s sampling,2dbar average in [1000-250]dbar;2s samp.,1dbar avg in [250-10]dbar;2s samp.,1dbar avg in [10-2.1]dbar]                                                                                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from surface to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 200 dbar; 10 sec sampling, 1 dbar average from 200 dbar to 200 dbar]                                                     &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1 sample/sec,2dbar avg from 2100 to 4dbar]                                                                                                                                                                                          &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1 sample/sec,2dbar avg from 470 to 4dbar]                                                                                                                                                                                           &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 200 dbar to 80 dbar; 10 sec sampling, 1 dbar average from 80 dbar to 40 dbar; 10 sec sampling, 1 dbar average from 40 dbar to 2.5 dbar]                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1Hz sampling by SBE-41CP averaged in 2-dbar bins]                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2s sampling,2dbar average in [1000-250]dbar;2s samp.,1dbar avg in [250-10]dbar;2s samp.,1dbar avg in [10-2.2]dbar]                                                                                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 200 dbar to 200 dbar; 10 sec sampling, 1 dbar average from 200 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.5 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.6 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.7 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal   2 dbar binned data sampled at 1.0 Hz from a SBE41CP; bin detail from 0 dbar (number bins/bin width):   10/  1;1005/  2]                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [averaged from 2.55 dbar to 35.42 dbar {1 sample/sec,2dbar avg from 1000 to 4dbar}; discrete otherwise]                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1 sample/sec,2dbar avg from 2100 to 4dbar]                                                                                                                                                                                          &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete []                                                                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [1 sample/sec,2dbar avg from 2100 to 4dbar]                                                                                                                                                                                          &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from surface to 40 dbar; 10 sec sampling, 1 dbar average from 40 dbar to 80 dbar; 10 sec sampling, 1 dbar average from 80 dbar to 150 dbar]                                                         &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.0 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 10 dbar average from 500 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 7 dbar average from 4000 dbar to 1400 dbar; 10 sec sampling, 5 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.9 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 4000 dbar to 500 dbar; 10 sec sampling, 10 dbar average from 500 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.6 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [8 sec sampling, 1 dbar average from surface to 10 dbar; 8 sec sampling, 1 dbar average from 10 dbar to 100 dbar; 8 sec sampling, 1 dbar average from 100 dbar to 80 dbar]                                                           &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 200 dbar to 80 dbar; 10 sec sampling, 1 dbar average from 80 dbar to 40 dbar; 10 sec sampling, 1 dbar average from 40 dbar to 2.1 dbar]                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 3500 dbar to 1000 dbar; 10 sec sampling, 2 dbar average from 1000 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.0 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 800 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.8 dbar]                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 700 dbar to 700 dbar; 10 sec sampling, 10 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 2 dbar average from 100 dbar to 2.0 dbar]                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.5 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.1 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [8 sec sampling, 1 dbar average from 200 dbar to 100 dbar; 8 sec sampling, 1 dbar average from 100 dbar to 10 dbar; 8 sec sampling, 1 dbar average from 10 dbar to 2.7 dbar]                                                         &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 700 dbar to 700 dbar; 10 sec sampling, 10 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 2 dbar average from 100 dbar to 2.8 dbar]                                                  &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 700 dbar; 10 sec sampling, 10 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 2 dbar average from 100 dbar to 2.9 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.1 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.0 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.7 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.2 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 700 dbar; 10 sec sampling, 10 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 2 dbar average from 100 dbar to 2.5 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.6 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.4 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.1 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.3 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.8 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 20 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: mixed [deeper than nominal 985dbar: discrete; nominal 985dbar to surface: 2dbar-bin averaged]                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.0 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: discrete []                                                                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 200 dbar; 10 sec sampling, 10 dbar average from 200 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 5.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete                                                                                                                                                                                                                                      &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.2 dbar]                                                    &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 4 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 2 dbar average from 500 dbar to 250 dbar; 10 sec sampling, 1 dbar average from 250 dbar to 2.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 1000 dbar; 10 sec sampling, 1 dbar average from 1000 dbar to 2.2 dbar]                                               &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [2dbar-bin averaged]                                                                                                                                                                                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 5 dbar average from 2000 dbar to 1400 dbar; 10 sec sampling, 2 dbar average from 1400 dbar to 400 dbar; 10 sec sampling, 1 dbar average from 400 dbar to 2.3 dbar]                                                 &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: discrete []                                                                                                                                                                                                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [nominal 2 dbar binned data sampled at 0.5 Hz from a SBE41CP]                                                                                                                                                                        &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 25 dbar average from 2000 dbar to 500 dbar; 10 sec sampling, 10 dbar average from 500 dbar to 10 dbar; 10 sec sampling, 1 dbar average from 10 dbar to 2.5 dbar]                                                   &#x27;,\n",
       "       b&#x27;Primary sampling: averaged [10 sec sampling, 1 dbar average from 500 dbar to 700 dbar; 10 sec sampling, 1 dbar average from 700 dbar to 100 dbar; 10 sec sampling, 1 dbar average from 100 dbar to 2.4 dbar]                                                    &#x27;],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CONFIG_MISSION_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e3c52217-e98b-43e0-832b-73be4d8bfb3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3c52217-e98b-43e0-832b-73be4d8bfb3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-513d8087-b188-422b-b3b2-e4dd1263ee9f' class='xr-var-data-in' type='checkbox'><label for='data-513d8087-b188-422b-b3b2-e4dd1263ee9f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Unique number denoting the missions performed by the float</dd><dt><span>conventions :</span></dt><dd>1...N, 1 : first complete mission</dd></dl></div><div class='xr-var-data'><pre>array([  4.,   3.,   2., 180.,   5., 113.,  31.,   2.,  13.,   2.,   6.,   2.,\n",
       "         2.,   2.,   9.,   4.,   2.,   2.,   5.,   2.,   7.,   2.,   5.,   2.,\n",
       "         2.,  -1.,   3.,  -1.,   5.,   3.,   2.,   4.,  14.,   6.,   4., 103.,\n",
       "         4.,   2.,   4.,   2.,   2.,   5.,   7.,   9.,   2.,  13.,   2.,   4.,\n",
       "         2.,   5.,   4.,  -1.,  14.,  69.,  -1., 103.,   3.,   8.,   5.,   6.,\n",
       "         2.,   4.,   2.,   3.,   4.,   4.,   4.,   4.,   4.,   5.,   9.,   4.,\n",
       "         5.,   4.,   3.,   3.,   3.,   4.,   6.,   4.,   6.,   4.,  62.,   4.,\n",
       "         8.,   9.,   6.,   4.,   9.,   8.,   2.,   3.,   9.,  23.,   9.,   6.,\n",
       "       114.,   2.,   2., 103.,  13.,   5.,   4.,   2.,   3.,   7.,   3.,   2.,\n",
       "         1.,   5.,   5.,   2.,   2.,   6.,  -1.,   5.,   2.,   2.,   2.,   2.,\n",
       "         1.,   2.,   2.,   2.,  -1.,  52.,   3.,   2.,   5.,   2.,  33.,   2.,\n",
       "         7.,   2.,   2.,   2.,   3.,   2.,   4.,   2.,   2.,   2.,   1.,   2.,\n",
       "         2.,   2.,   2.,   2.,   2.,   4.,   2.,   3.,   3.,   2.,   3.,  31.,\n",
       "         4.,   1.,   2.,   2.,   1.,   1., 136.,   1.,   7.,   1.,  -1.,   5.,\n",
       "         1.,   5.,   1.,   2.,   2.,   4.,  -1.,   2.,   6.,   4.,   4.,   4.,\n",
       "        31.,   2.,   5.,   3.,   1.,   9.,   2.,   2.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-35739cbe-2383-4621-8304-1910541b19b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-35739cbe-2383-4621-8304-1910541b19b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7e2767c-ea00-4d5a-9c55-87a7f8b3ed20' class='xr-var-data-in' type='checkbox'><label for='data-b7e2767c-ea00-4d5a-9c55-87a7f8b3ed20' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea water pressure, equals 0 at sea-level</dd><dt><span>standard_name :</span></dt><dd>sea_water_pressure</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>12000.0</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-040e3ccf-0b14-42c0-b685-d7895742496b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-040e3ccf-0b14-42c0-b685-d7895742496b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58d64ea4-e358-41f7-abfe-b97d3e6d1142' class='xr-var-data-in' type='checkbox'><label for='data-58d64ea4-e358-41f7-abfe-b97d3e6d1142' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-32e84eae-6786-4f4a-a30b-b71105c8dcca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-32e84eae-6786-4f4a-a30b-b71105c8dcca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c751bd57-9592-4b83-b7c6-1d648b69eb44' class='xr-var-data-in' type='checkbox'><label for='data-c751bd57-9592-4b83-b7c6-1d648b69eb44' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea water pressure, equals 0 at sea-level</dd><dt><span>standard_name :</span></dt><dd>sea_water_pressure</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>12000.0</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-061e48b9-8c1c-4fef-8b52-8b114a9c762b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-061e48b9-8c1c-4fef-8b52-8b114a9c762b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-848c2f6d-afe0-4998-afa5-de17529d0cea' class='xr-var-data-in' type='checkbox'><label for='data-848c2f6d-afe0-4998-afa5-de17529d0cea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3630965a-5b06-487a-ae32-dd2e5f0b1a86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3630965a-5b06-487a-ae32-dd2e5f0b1a86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1c63789-148c-4c45-b889-1fa33677ee56' class='xr-var-data-in' type='checkbox'><label for='data-d1c63789-148c-4c45-b889-1fa33677ee56' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e10e2a65-b8f4-424f-b3eb-6183b50a3c04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e10e2a65-b8f4-424f-b3eb-6183b50a3c04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c31935a0-3620-4bb7-8545-f878c316f3a3' class='xr-var-data-in' type='checkbox'><label for='data-c31935a0-3620-4bb7-8545-f878c316f3a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea temperature in-situ ITS-90 scale</dd><dt><span>standard_name :</span></dt><dd>sea_water_temperature</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>valid_min :</span></dt><dd>-2.5</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4f22d8e0-4a6f-4038-8cff-619e25adccfb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f22d8e0-4a6f-4038-8cff-619e25adccfb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ec1a111-4c60-4f1b-bf7a-550e3d514fda' class='xr-var-data-in' type='checkbox'><label for='data-8ec1a111-4c60-4f1b-bf7a-550e3d514fda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-08b4251b-9584-40e6-9683-5d2f74a63925' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08b4251b-9584-40e6-9683-5d2f74a63925' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85260fd6-640a-48b5-b178-ff40be875ec8' class='xr-var-data-in' type='checkbox'><label for='data-85260fd6-640a-48b5-b178-ff40be875ec8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea temperature in-situ ITS-90 scale</dd><dt><span>standard_name :</span></dt><dd>sea_water_temperature</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>valid_min :</span></dt><dd>-2.5</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e581387b-1d28-4ee0-a390-ef8e289fe25a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e581387b-1d28-4ee0-a390-ef8e289fe25a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b6b1de5-69c3-4f9e-ab20-c8cee260460b' class='xr-var-data-in' type='checkbox'><label for='data-0b6b1de5-69c3-4f9e-ab20-c8cee260460b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2c35c633-a146-49e3-aebe-6581566bb489' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c35c633-a146-49e3-aebe-6581566bb489' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d119a033-12c9-4a13-bfe1-354b8ecc812d' class='xr-var-data-in' type='checkbox'><label for='data-d119a033-12c9-4a13-bfe1-354b8ecc812d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4b4f8c33-2ea3-4d57-ac2e-1d15f622f2a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4b4f8c33-2ea3-4d57-ac2e-1d15f622f2a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4e2f44c-1d0c-4622-95f5-4f2f3554b92c' class='xr-var-data-in' type='checkbox'><label for='data-c4e2f44c-1d0c-4622-95f5-4f2f3554b92c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Practical salinity</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>valid_min :</span></dt><dd>2.0</dd><dt><span>valid_max :</span></dt><dd>41.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2aac3262-a21f-4dab-af77-6dd2d041d8d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2aac3262-a21f-4dab-af77-6dd2d041d8d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64fc9c8c-d6f5-472e-bdd5-91db68e03326' class='xr-var-data-in' type='checkbox'><label for='data-64fc9c8c-d6f5-472e-bdd5-91db68e03326' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-81d72aa8-f8c6-4ce2-bae8-2a3f74209170' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81d72aa8-f8c6-4ce2-bae8-2a3f74209170' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f01f4974-b2a6-445b-af1c-2d362ca0c3ab' class='xr-var-data-in' type='checkbox'><label for='data-f01f4974-b2a6-445b-af1c-2d362ca0c3ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Practical salinity</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>valid_min :</span></dt><dd>2.0</dd><dt><span>valid_max :</span></dt><dd>41.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-422bdabd-11e1-4aeb-b8fa-eaf0630678b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-422bdabd-11e1-4aeb-b8fa-eaf0630678b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1b7c90b-4408-4f8f-835c-acad9f2bf354' class='xr-var-data-in' type='checkbox'><label for='data-e1b7c90b-4408-4f8f-835c-acad9f2bf354' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9853f86f-6246-48cd-89da-7ede4edc5867' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9853f86f-6246-48cd-89da-7ede4edc5867' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57982d91-4580-4b2e-a297-0273dd498c15' class='xr-var-data-in' type='checkbox'><label for='data-57982d91-4580-4b2e-a297-0273dd498c15' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[250228 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PARAMETER</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1bdc52c2-4035-469b-b263-bfc3cbbcd73a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1bdc52c2-4035-469b-b263-bfc3cbbcd73a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c521a01-53fc-43c1-a0e4-92385e2dfa92' class='xr-var-data-in' type='checkbox'><label for='data-5c521a01-53fc-43c1-a0e4-92385e2dfa92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>List of parameters with calibration information</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>array([[[b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;]],\n",
       "\n",
       "       [[b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;]],\n",
       "\n",
       "       [[b&#x27;PRES            &#x27;, b&#x27;TEMP            &#x27;, b&#x27;PSAL            &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;],\n",
       "        [b&#x27;                &#x27;, b&#x27;                &#x27;, b&#x27;                &#x27;]]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_EQUATION</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69f4735d-de82-4b43-a556-1e014a5e154a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69f4735d-de82-4b43-a556-1e014a5e154a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb4cf1af-9796-4bd9-8dc3-d86fde9db39d' class='xr-var-data-in' type='checkbox'><label for='data-fb4cf1af-9796-4bd9-8dc3-d86fde9db39d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Calibration equation for this parameter</dd></dl></div><div class='xr-var-data'><pre>array([[[b&#x27;PRES_ADJUSTED = PRES                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;TEMP_ADJUSTED = TEMP                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;None + dS, dS is calculated from a potential conductivity (ref to 0 dbar) multiplicative adjustment term r.                                                                                                                                                     &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;none                                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;none                                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;none                                                                                                                                                                                                                                                            &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[b&#x27;PRES_ADJUSTED = PRES                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;TEMP_ADJUSTED = TEMP                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;PSAL_ADJUSTED = a1 * PSAL + a0                                                                                                                                                                                                                                  &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_COEFFICIENT</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-99fef136-baf3-4fda-8423-dbdfb239bdaf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99fef136-baf3-4fda-8423-dbdfb239bdaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f15bc5b2-beb3-4eb6-bc3b-bb3af4ba3df7' class='xr-var-data-in' type='checkbox'><label for='data-f15bc5b2-beb3-4eb6-bc3b-bb3af4ba3df7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Calibration coefficients for this equation</dd></dl></div><div class='xr-var-data'><pre>array([[[b&#x27;None                                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;None                                                                                                                                                                                                                                                            &#x27;,\n",
       "         b&#x27;NoneOW: r =NaN(+/-NaN), vertically averaged dS =NaN(+/-NaN), breaks: 1,  Map Scales:[x=4,2; y=2,1].                                                                                                                                                             &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[b&#x27;Not applicable                                                                                                                                                                                                                                                  &#x27;,\n",
       "         b&#x27;Not applicable                                                                                                                                                                                                                                                  &#x27;,\n",
       "         b&#x27;a1=1, a0=0.0000                                                                                                                                                                                                                                                 &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_COMMENT</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-106f2f06-e269-4af1-9ea6-8b02f3ecd187' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-106f2f06-e269-4af1-9ea6-8b02f3ecd187' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a97ee85f-3f51-463a-b5ee-ad4b04120e9d' class='xr-var-data-in' type='checkbox'><label for='data-a97ee85f-3f51-463a-b5ee-ad4b04120e9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Comment applying to this parameter calibration</dd></dl></div><div class='xr-var-data'><pre>array([[[b&#x27;SOLO-W floats auto-correct mild pressure drift by zeroing the pressure sensor while on the surface.  Additional correction was unnecessary in DMQC;      PRES_ADJ_ERR: SBE sensor accuracy + resolution error                                                   &#x27;,\n",
       "         b&#x27;No significant temperature drift detected;  TEMP_ADJ_ERR: SBE sensor accuracy + resolution error                                                                                                                                                                &#x27;,\n",
       "         b&#x27;No thermal lag adjustment because of insufficient data. Significant salinity drift, OW fit adopted: fit for cycles 0 to 116.  The quoted error is max[0.01, 1xOW uncertainty] in PSS-78.                                                                        &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[b&#x27;No adjustment performed (values duplicated)                                                                                                                                                                                                                     &#x27;,\n",
       "         b&#x27;No adjustment performed (values duplicated)                                                                                                                                                                                                                     &#x27;,\n",
       "         b&#x27;Real-time salinity adjustment                                                                                                                                                                                                                                   &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]],\n",
       "\n",
       "       [[b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;],\n",
       "        [b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;,\n",
       "         b&#x27;                                                                                                                                                                                                                                                                &#x27;]]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_DATE</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4840a328-834e-4aca-906a-9fe5cf5baf26' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4840a328-834e-4aca-906a-9fe5cf5baf26' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52a7afd1-0f79-41e7-91d8-dc43d6b4cb6a' class='xr-var-data-in' type='checkbox'><label for='data-52a7afd1-0f79-41e7-91d8-dc43d6b4cb6a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Date of calibration</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>array([[[b&#x27;20210812000000&#x27;, b&#x27;20210812000000&#x27;, b&#x27;20210812000000&#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;]],\n",
       "\n",
       "       [[b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[b&#x27;20211108080108&#x27;, b&#x27;20211108080108&#x27;, b&#x27;20180326000000&#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;]],\n",
       "\n",
       "       [[b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;],\n",
       "        [b&#x27;              &#x27;, b&#x27;              &#x27;, b&#x27;              &#x27;]]],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_INSTITUTION</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e082b423-86b1-4eb5-a6ff-08d9826254bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e082b423-86b1-4eb5-a6ff-08d9826254bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1127090b-2c0b-45ee-981b-e62e9d894629' class='xr-var-data-in' type='checkbox'><label for='data-1127090b-2c0b-45ee-981b-e62e9d894629' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Institution which performed action</dd><dt><span>conventions :</span></dt><dd>Argo reference table 4</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_STEP</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fcb485e7-85ca-4f68-aed5-06993e7e0b89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcb485e7-85ca-4f68-aed5-06993e7e0b89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de952619-fec0-4d4a-82d1-c8b943ff8ee2' class='xr-var-data-in' type='checkbox'><label for='data-de952619-fec0-4d4a-82d1-c8b943ff8ee2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Step in data processing</dd><dt><span>conventions :</span></dt><dd>Argo reference table 12</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_SOFTWARE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f0f037c-a596-4749-8db1-d60154a76140' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f0f037c-a596-4749-8db1-d60154a76140' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89e47fe7-0a5b-48db-a1bf-f0755a157b4f' class='xr-var-data-in' type='checkbox'><label for='data-89e47fe7-0a5b-48db-a1bf-f0755a157b4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Name of software which performed action</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_SOFTWARE_RELEASE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dbfde772-4054-463d-8287-a7f5b8b2f2ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dbfde772-4054-463d-8287-a7f5b8b2f2ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d3de367-7896-4cee-b275-19220cec8cca' class='xr-var-data-in' type='checkbox'><label for='data-3d3de367-7896-4cee-b275-19220cec8cca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Version/release of software which performed action</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_REFERENCE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f803a3c-f725-413d-a2ca-8a3f8dd65443' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f803a3c-f725-413d-a2ca-8a3f8dd65443' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-251310c2-9a45-4951-b522-10dc20c2c9f7' class='xr-var-data-in' type='checkbox'><label for='data-251310c2-9a45-4951-b522-10dc20c2c9f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Reference of database</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_DATE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-79460d23-738e-4e07-a6bf-dbb7789808d6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-79460d23-738e-4e07-a6bf-dbb7789808d6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e009c4c9-ccd3-40ff-b7cf-fa2e12512a37' class='xr-var-data-in' type='checkbox'><label for='data-e009c4c9-ccd3-40ff-b7cf-fa2e12512a37' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Date the history record was created</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_ACTION</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c315a504-4a49-4c0e-8a49-818654ec796f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c315a504-4a49-4c0e-8a49-818654ec796f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55283c6a-7608-42d3-81f4-b73e4e5a9ee6' class='xr-var-data-in' type='checkbox'><label for='data-55283c6a-7608-42d3-81f4-b73e4e5a9ee6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Action performed on data</dd><dt><span>conventions :</span></dt><dd>Argo reference table 7</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_PARAMETER</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-40505b28-c997-4ff8-a526-796542ba5e4d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40505b28-c997-4ff8-a526-796542ba5e4d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f45edf4-1914-482d-9d7e-a6decf466868' class='xr-var-data-in' type='checkbox'><label for='data-5f45edf4-1914-482d-9d7e-a6decf466868' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Station parameter action is performed on</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_START_PRES</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f0fc89ec-7891-4fd8-8c40-e190d57c4119' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0fc89ec-7891-4fd8-8c40-e190d57c4119' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58b7291e-1d93-462b-9723-09e7c0cb0899' class='xr-var-data-in' type='checkbox'><label for='data-58b7291e-1d93-462b-9723-09e7c0cb0899' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Start pressure action applied on</dd><dt><span>units :</span></dt><dd>decibar</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_STOP_PRES</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5827acae-10f3-445e-9b7d-5e673757581a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5827acae-10f3-445e-9b7d-5e673757581a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-900ec10a-912c-4d8e-aa91-09850d65d75b' class='xr-var-data-in' type='checkbox'><label for='data-900ec10a-912c-4d8e-aa91-09850d65d75b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Stop pressure action applied on</dd><dt><span>units :</span></dt><dd>decibar</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_PREVIOUS_VALUE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-516fd61a-9551-4856-85e6-c23f4a0f83e4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-516fd61a-9551-4856-85e6-c23f4a0f83e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66483c95-1550-4164-b433-9536224d5150' class='xr-var-data-in' type='checkbox'><label for='data-66483c95-1550-4164-b433-9536224d5150' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Parameter/Flag previous value before action</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_QCTEST</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-23ffd3f5-6fc3-4ed1-a8b1-7a0bdb401f51' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-23ffd3f5-6fc3-4ed1-a8b1-7a0bdb401f51' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5cfec619-b881-4065-8975-3380773f37b5' class='xr-var-data-in' type='checkbox'><label for='data-5cfec619-b881-4065-8975-3380773f37b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Documentation of tests performed, tests failed (in hex form)</dd><dt><span>conventions :</span></dt><dd>Write tests performed when ACTION=QCP$; tests failed when ACTION=QCF$</dd></dl></div><div class='xr-var-data'><pre>array([], shape=(0, 188), dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-eaa5e7f0-6f59-480e-aad7-83d11d5ee9f5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-eaa5e7f0-6f59-480e-aad7-83d11d5ee9f5' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>Argo float vertical profile</dd><dt><span>institution :</span></dt><dd>FR GDAC</dd><dt><span>source :</span></dt><dd>Argo float</dd><dt><span>history :</span></dt><dd>2021-12-11T02:20:00Z creation</dd><dt><span>references :</span></dt><dd>http://www.argodatamgt.org/Documentation</dd><dt><span>user_manual_version :</span></dt><dd>3.1</dd><dt><span>Conventions :</span></dt><dd>Argo-3.1 CF-1.6</dd><dt><span>featureType :</span></dt><dd>trajectoryProfile</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                       (N_PROF: 188, N_PARAM: 3, N_LEVELS: 1331, N_CALIB: 3, N_HISTORY: 0)\n",
       "Dimensions without coordinates: N_PROF, N_PARAM, N_LEVELS, N_CALIB, N_HISTORY\n",
       "Data variables: (12/64)\n",
       "    DATA_TYPE                     object ...\n",
       "    FORMAT_VERSION                object ...\n",
       "    HANDBOOK_VERSION              object ...\n",
       "    REFERENCE_DATE_TIME           object ...\n",
       "    DATE_CREATION                 object ...\n",
       "    DATE_UPDATE                   object ...\n",
       "    ...                            ...\n",
       "    HISTORY_ACTION                (N_HISTORY, N_PROF) object ...\n",
       "    HISTORY_PARAMETER             (N_HISTORY, N_PROF) object ...\n",
       "    HISTORY_START_PRES            (N_HISTORY, N_PROF) float32 ...\n",
       "    HISTORY_STOP_PRES             (N_HISTORY, N_PROF) float32 ...\n",
       "    HISTORY_PREVIOUS_VALUE        (N_HISTORY, N_PROF) float32 ...\n",
       "    HISTORY_QCTEST                (N_HISTORY, N_PROF) object ...\n",
       "Attributes:\n",
       "    title:                Argo float vertical profile\n",
       "    institution:          FR GDAC\n",
       "    source:               Argo float\n",
       "    history:              2021-12-11T02:20:00Z creation\n",
       "    references:           http://www.argodatamgt.org/Documentation\n",
       "    user_manual_version:  3.1\n",
       "    Conventions:          Argo-3.1 CF-1.6\n",
       "    featureType:          trajectoryProfile"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dayADS = xr.open_dataset('../../Data/atlantic_ocean/2020/11/20201111_prof.nc')\n",
    "dayADS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " for this day there were 188 profiles\n"
     ]
    }
   ],
   "source": [
    "print(f\" for this day there were {dayADS.dims['N_PROF']} profiles\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For each one of the profiles, which are the Argo Core missions ones, this is the _Primary sampling_, so we have all the meta-information to track the float that did the observations. Let's see it for a few profiles:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WMO 4903277  Data Center AO Data Center US ARGO PROJECT                                                 \n",
      "WMO 7900506  Data Center IF Data Center ARGO-BSH                                                        \n",
      "WMO 6901986  Data Center IF Data Center Argo Netherlands                                                \n",
      "WMO 4902117  Data Center AO Data Center US ARGO PROJECT                                                 \n",
      "WMO 4902354  Data Center AO Data Center US ARGO PROJECT                                                 \n",
      "WMO 3901551  Data Center BO Data Center Argo UK                                                         \n",
      "WMO 6902727  Data Center IF Data Center CORIOLIS                                                        \n",
      "WMO 3901869  Data Center IF Data Center MOCCA-EU                                                        \n",
      "WMO 6902818  Data Center IF Data Center GMMC OVIDE                                                      \n",
      "WMO 4903276  Data Center AO Data Center US ARGO PROJECT                                                 \n",
      "WMO 3901823  Data Center AO Data Center US ARGO PROJECT                                                 \n",
      "WMO 6903552  Data Center IF Data Center Argo-Norway                                                     \n",
      "WMO 3901633  Data Center IF Data Center ARGO-BSH                                                        \n",
      "WMO 6902944  Data Center IF Data Center PERLE                                                           \n",
      "WMO 6900892  Data Center IF Data Center ARGO-BSH                                                        \n",
      "WMO 6901254  Data Center IF Data Center ARGO SPAIN                                                      \n",
      "WMO 4902505  Data Center ME Data Center Argo Canada                                                     \n",
      "WMO 3901601  Data Center IF Data Center ARGO-BSH                                                        \n",
      "WMO 6902965  Data Center IF Data Center MOOSE                                                           \n"
     ]
    }
   ],
   "source": [
    "for i1 in range(1,dayADS.dims['N_PROF'],10):\n",
    "    print(f\"WMO {dayADS.data_vars['PLATFORM_NUMBER'].values.astype(str)[i1]}\"\n",
    "          f\" Data Center {dayADS.data_vars['DATA_CENTRE'].values.astype(str)[i1]}\"   \n",
    "          f\" Data Center {dayADS.data_vars['PROJECT_NAME'].values.astype(str)[i1]}\" )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The correspondence for the DATA_CENTRE code and the name is in the _Reference table 4: data centres and institutions codes_ "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And we have all the geographical information in `LONGITUDE` and `LATITUDE`. First, let's read the data for the same day in the *pacific_ocean* and *indian_ocean*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "dayPDS = xr.open_dataset('../../Data/pacific_ocean/2020/11/20201111_prof.nc')\n",
    "dayIDS = xr.open_dataset('../../Data/indian_ocean/2020/11/20201111_prof.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(15,10),subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "ax.set_global()\n",
    "ax.plot(dayADS.LONGITUDE,dayADS.LATITUDE,'ob')\n",
    "ax.plot(dayPDS.LONGITUDE,dayPDS.LATITUDE,'ob')\n",
    "ax.plot(dayIDS.LONGITUDE,dayIDS.LATITUDE,'ob')\n",
    "\n",
    "ax.set_title(f\"Data from {dayADS.JULD[0].values.astype('datetime64[D]')}\")\n",
    "ax.coastlines()\n",
    "ax.add_feature(cartopy.feature.LAND)\n",
    "ax.gridlines(draw_labels=True, x_inline=False, y_inline=False);\n",
    "\n",
    "ax.grid()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In these files there are also the core argo variables `TEMP` `PSAL` and `PRE`, we can just take a quick look at the data a the most superficial level for each profile."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1296x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(18,10),subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "ax.set_global()\n",
    "\n",
    "cs=ax.scatter(dayADS.LONGITUDE,dayADS.LATITUDE,c=dayADS.TEMP[:,1],cmap=\"RdBu_r\",vmin=-2, vmax=30, edgecolor='none')\n",
    "ax.scatter(dayPDS.LONGITUDE,dayPDS.LATITUDE,c=dayPDS.TEMP[:,1],cmap=\"RdBu_r\", vmin=-2, vmax=30, edgecolor='none')\n",
    "ax.scatter(dayIDS.LONGITUDE,dayIDS.LATITUDE,c=dayIDS.TEMP[:,1],cmap=\"RdBu_r\", vmin=-2, vmax=30, edgecolor='none')\n",
    "\n",
    "ax.set_title(f\"Most superficial TEMP data on the {dayADS.JULD[0].values.astype('datetime64[D]')}\")\n",
    "ax.coastlines()\n",
    "ax.add_feature(cartopy.feature.LAND.with_scale('110m'))\n",
    "ax.gridlines(draw_labels=True, x_inline=False, y_inline=False);\n",
    "\n",
    "\n",
    "cbar=fig.colorbar(cs,ax=ax,extend='both',orientation='horizontal',shrink=.8,aspect=40)\n",
    "cbar.set_label(dayPDS.TEMP.long_name)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Or with a little of interpolation, the Temperature a 10 dbar:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(15,10),subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "ax.set_global()\n",
    "\n",
    "#For the 3 oceans\n",
    "for filein in ['../../Data/atlantic_ocean/2020/11/20201111_prof.nc', \n",
    "               '../../Data/pacific_ocean/2020/11/20201111_prof.nc', \n",
    "              '../../Data/indian_ocean/2020/11/20201111_prof.nc']:\n",
    "    DS=xr.open_dataset(filein)\n",
    "    lon=DS.LONGITUDE.values\n",
    "    lat=DS.LATITUDE.values\n",
    "    tempi= np.zeros(lon.shape[0])\n",
    "    tempi.fill(np.nan)\n",
    "    for ip in range(0,DS.LONGITUDE.shape[0]):\n",
    "        tempi[ip]=np.interp(10,DS.PRES[ip,:],DS.TEMP[ip,:])\n",
    "    cs=ax.scatter(lon,lat,c=tempi,cmap=\"RdBu_r\",vmin=-2, vmax=30, edgecolor='none')\n",
    "\n",
    "ax.set_title(f\"Data from {DS.JULD[0].values.astype('datetime64[D]')}\")\n",
    "ax.coastlines()\n",
    "ax.add_feature(cartopy.feature.LAND.with_scale('110m'))\n",
    "\n",
    "ax.gridlines(draw_labels=True, x_inline=False, y_inline=False);\n",
    "ax.grid()\n",
    "\n",
    "cbar=fig.colorbar(cs,ax=ax,extend='both',orientation='horizontal',shrink=.8,aspect=40)\n",
    "cbar.set_label(dayPDS.TEMP.long_name)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To evalute the 10 dbar temperature in the last month:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(15,10),subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "ax.set_global()\n",
    "\n",
    "#For the 3 oceans\n",
    "for basin in ['atlantic_ocean','pacific_ocean','indian_ocean']:\n",
    "    for iday in range(1,31):\n",
    "        filein=f\"../../Data/{basin}/2010/11/201011{iday:02d}_prof.nc\"\n",
    "        DS=xr.open_dataset(filein)\n",
    "        lon=DS.LONGITUDE.values\n",
    "        lat=DS.LATITUDE.values\n",
    "        tempi= np.zeros(lon.shape[0])\n",
    "        tempi.fill(np.nan)\n",
    "        for ip in range(0,lon.shape[0]):\n",
    "            tempi[ip]=np.interp(10,DS.PRES[ip,:],DS.TEMP[ip,:])\n",
    "        cs=ax.scatter(lon,lat,c=tempi,cmap=\"RdBu_r\",vmin=-2, vmax=30, edgecolor='none')\n",
    "\n",
    "ax.set_title(f\"Data from {DS.JULD[0].values.astype('datetime64[M]')}\")\n",
    "ax.coastlines()\n",
    "ax.add_feature(cartopy.feature.LAND.with_scale('110m'))\n",
    "\n",
    "ax.gridlines(draw_labels=True, x_inline=False, y_inline=False);\n",
    "ax.grid()\n",
    "\n",
    "cbar=fig.colorbar(cs,ax=ax,extend='both',orientation='horizontal',shrink=.8,aspect=40)\n",
    "cbar.set_label(dayPDS.TEMP.long_name)    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's compare with 10 years ago: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(15,10),subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "ax.set_global()\n",
    "\n",
    "#For the 3 oceans\n",
    "for basin in ['atlantic_ocean','pacific_ocean','indian_ocean']:\n",
    "    for iday in range(1,31):\n",
    "        filein=f\"../../Data/{basin}/2010/11/201011{iday:02d}_prof.nc\"\n",
    "        DS=xr.open_dataset(filein)\n",
    "        lon=DS.LONGITUDE.values\n",
    "        lat=DS.LATITUDE.values\n",
    "        tempi= np.zeros(lon.shape[0])\n",
    "        tempi.fill(np.nan)\n",
    "        for ip in range(0,lon.shape[0]):\n",
    "            tempi[ip]=np.interp(10,DS.PRES[ip,:],DS.TEMP[ip,:])\n",
    "        cs=ax.scatter(lon,lat,c=tempi,cmap=\"RdBu_r\",vmin=-2, vmax=30, edgecolor='none')\n",
    "\n",
    "ax.set_title(f\"Data from {DS.JULD[0].values.astype('datetime64[M]')}\")\n",
    "ax.coastlines()\n",
    "ax.add_feature(cartopy.feature.LAND.with_scale('110m'))\n",
    "\n",
    "ax.gridlines(draw_labels=True, x_inline=False, y_inline=False);\n",
    "ax.grid()\n",
    "\n",
    "cbar=fig.colorbar(cs,ax=ax,extend='both',orientation='horizontal',shrink=.8,aspect=40)\n",
    "cbar.set_label(dayPDS.TEMP.long_name)    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "and it is possible to get the WMO of all the platforms measured during this month, together with its data acquisition center. Hence, we can download the netCDF files for each cycle if necessary :"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "WMOs=np.array([])\n",
    "DACs=np.array([])\n",
    "#read all the basins\n",
    "for basin in ['atlantic_ocean','pacific_ocean','indian_ocean']:\n",
    "    for iday in range(1,31):\n",
    "        filein=f\"../../Data/{basin}/2020/11/202011{iday:02d}_prof.nc\"\n",
    "        DS=xr.open_dataset(filein)\n",
    "        #look for the WMO and DAC for each float\n",
    "        DACs=np.append(DACs,DS.DATA_CENTRE.astype(str).values)\n",
    "        WMOs=np.append(WMOs,DS.PLATFORM_NUMBER.astype(int).values)\n",
    "\n",
    "#Keep just the unique set of WMOs\n",
    "WMOs, indices = np.unique(WMOs, return_index=True)\n",
    "DACs=DACs[indices]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "During november 2020 3903 Argo floats where active:\n",
      "0 WMO 1901302.0 DAC BO\n",
      "500 WMO 2902785.0 DAC HZ\n",
      "1000 WMO 3901867.0 DAC IF\n",
      "1500 WMO 4902549.0 DAC ME\n",
      "2000 WMO 5904196.0 DAC AO\n",
      "2500 WMO 5905188.0 DAC CS\n",
      "3000 WMO 5906066.0 DAC AO\n",
      "3500 WMO 6902874.0 DAC IF\n"
     ]
    }
   ],
   "source": [
    "print(f\"During november 2020 {WMOs.shape[0]} Argo floats where active:\")\n",
    "for ip in range(0,WMOs.shape[0],500):\n",
    "    print(f\"{ip} WMO {WMOs[ip]} DAC {DACs[ip]}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "WMOs=np.array([])\n",
    "DACs=np.array([])\n",
    "#read all the basins\n",
    "for basin in ['atlantic_ocean','pacific_ocean','indian_ocean']:\n",
    "    for iday in range(1,31):\n",
    "        filein=f\"../../Data/{basin}/2020/11/202011{iday:02d}_prof.nc\"\n",
    "        DS=xr.open_dataset(filein)\n",
    "        #look for the WMO and DAC for each float\n",
    "        DACs=np.append(DACs,DS.DATA_CENTRE.astype(str).values)\n",
    "        WMOs=np.append(WMOs,DS.PLATFORM_NUMBER.astype(int).values)\n",
    "\n",
    "#Keep just the unique set of WMOs\n",
    "WMOs, indices = np.unique(WMOs, return_index=True)\n",
    "DACs=DACs[indices]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(15,10))\n",
    "ax.plot(dayADS.PSAL.transpose(),dayADS.PRES.transpose(),'o-')\n",
    "ax.set_ylim(0,2000)\n",
    "ax.invert_yaxis()\n",
    "ax.set_xlabel(f\"{dayADS.PSAL.long_name}\")\n",
    "ax.set_ylabel(f\"{dayADS.PRES.long_name}\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There is some *incorrect*, or at least *suspicious* data. In the data variables of the netCDF file, we realise that there are a lot of the *_QC* variables. In the case of PSAL_QC, it changes for some profiles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(20,10))\n",
    "sc = ax.scatter(dayADS.PSAL, dayADS.PRES, c=dayADS.PSAL_QC, vmin=0, vmax=9, cmap=qcmap)\n",
    "colorbar_qc(qcmap, ax=ax)\n",
    "ax.grid()\n",
    "ax.set_ylim(0,2000)\n",
    "ax.invert_yaxis()\n",
    "ax.set_xlabel(f\"{dayADS.PSAL.long_name}\")\n",
    "ax.set_ylabel('Pressure')\n",
    "ax.set_title(f\"PSAL {dayADS.PSAL_QC.long_name}\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In sections [Real Time quality control data](https://euroargodev.github.io/argoonlineschool/Lessons/L03_UsingArgoData/Chapter41_RTData.html) and [Delayed mode data](https://euroargodev.github.io/argoonlineschool/Lessons/L03_UsingArgoData/Chapter42_DMData.html) you may learn everything about the use of this quality control flags, so you can choose the best data available!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}