diff --git a/Lessons/L03_UsingArgoData/Chapter24_ArgoDatabyFloat_ArgoPy.ipynb b/Lessons/L03_UsingArgoData/Chapter24_ArgoDatabyFloat_ArgoPy.ipynb
index d8951c0e..59a58483 100755
--- a/Lessons/L03_UsingArgoData/Chapter24_ArgoDatabyFloat_ArgoPy.ipynb
+++ b/Lessons/L03_UsingArgoData/Chapter24_ArgoDatabyFloat_ArgoPy.ipynb
@@ -7,6 +7,13 @@
     "# Accessing Argo data by float using Argopy"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Import the usual suspects:"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 1,
@@ -14,22 +21,42 @@
    "outputs": [],
    "source": [
     "import xarray as xr\n",
+    "xr.set_options(display_style=\"html\", display_expand_attrs=False);\n",
     "from matplotlib import pyplot as plt\n",
-    "from argopy import DataFetcher as ArgoDataFetcher\n",
-    "plt.style.use('default')\n",
-    "\n",
-    "argo_loader = ArgoDataFetcher()\n",
-    "argo_loader = ArgoDataFetcher(backend='erddap')\n",
-    "argo_loader = ArgoDataFetcher(cachedir='tmp')"
+    "plt.style.use('default')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Import argopy and set-up a data fetcher:"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": 2,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gmaze/miniconda3/envs/aos/lib/python3.10/site-packages/pyproj/__init__.py:89: UserWarning: pyproj unable to set database path.\n",
+      "  _pyproj_global_context_initialize()\n"
+     ]
+    }
+   ],
    "source": [
-    "apDS=argo_loader.float(6901254).to_xarray()"
+    "from argopy import DataFetcher as ArgoDataFetcher\n",
+    "argo_loader = ArgoDataFetcher(src='erddap', cache=True, cachedir='tmp')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "You can load all profiles from a float:"
    ]
   },
   {
@@ -38,13 +65,30 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "apDS2=argo_loader.profile(6901254,1).to_xarray()"
+    "apDS = argo_loader.float(6901254).load().data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "or a single cycle:"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": 4,
    "metadata": {},
+   "outputs": [],
+   "source": [
+    "argo_loader = argo_loader.profile(6901254, 1).load()\n",
+    "apDS2 = argo_loader.data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
    "outputs": [
     {
      "data": {
@@ -92,7 +136,7 @@
        "}\n",
        "\n",
        ".xr-wrap {\n",
-       "  display: block;\n",
+       "  display: block !important;\n",
        "  min-width: 300px;\n",
        "  max-width: 700px;\n",
        "}\n",
@@ -422,21 +466,13 @@
        "    TEMP                   (N_PROF, N_LEVELS) float64 23.4 23.35 ... 4.559 4.474\n",
        "    TEMP_QC                (N_PROF) int64 1 1\n",
        "    TIME_QC                (N_PROF) int64 1 1\n",
-       "Attributes:\n",
-       "    DATA_ID:              ARGO\n",
-       "    DOI:                  http://doi.org/10.17882/42182\n",
-       "    Fetched_from:         https://www.ifremer.fr/erddap\n",
-       "    Fetched_by:           pvb\n",
-       "    Fetched_date:         2021/08/31\n",
-       "    Fetched_constraints:  phy;WMO6901254_CYC1\n",
-       "    Fetched_uri:          ['https://www.ifremer.fr/erddap/tabledap/ArgoFloats...\n",
-       "    history:              Variables filtered according to DATA_MODE; Variable...</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-331baa70-ec9d-4986-ad7c-285aafc4ad09' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-331baa70-ec9d-4986-ad7c-285aafc4ad09' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>N_PROF</span>: 2</li><li><span class='xr-has-index'>N_LEVELS</span>: 97</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-5f2052a1-0e32-4775-a11c-14545cce52ab' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5f2052a1-0e32-4775-a11c-14545cce52ab' class='xr-section-summary' >Coordinates: <span>(5)</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 class='xr-has-index'>N_PROF</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-5b5f4e1d-eb1d-48bb-bf77-17b63f800b14' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b5f4e1d-eb1d-48bb-bf77-17b63f800b14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-730401c6-2a1d-4459-8d86-705781f76920' class='xr-var-data-in' type='checkbox'><label for='data-730401c6-2a1d-4459-8d86-705781f76920' 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'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>N_LEVELS</span></div><div class='xr-var-dims'>(N_LEVELS)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 91 92 93 94 95 96</div><input id='attrs-9fcc2c09-9a58-45d1-be8c-3823c8e781a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9fcc2c09-9a58-45d1-be8c-3823c8e781a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ab2b80e-a7ad-45be-9fe3-19ba92dd6bfe' class='xr-var-data-in' type='checkbox'><label for='data-5ab2b80e-a7ad-45be-9fe3-19ba92dd6bfe' 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'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
+       "Attributes: (8)</pre><div class='xr-wrap' style='display:none'><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-3bef329c-8bcb-41b4-bec9-6f262d6d2d72' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3bef329c-8bcb-41b4-bec9-6f262d6d2d72' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>N_PROF</span>: 2</li><li><span class='xr-has-index'>N_LEVELS</span>: 97</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ce81473c-e279-4239-a6d2-dc65418da72a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ce81473c-e279-4239-a6d2-dc65418da72a' class='xr-section-summary' >Coordinates: <span>(5)</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 class='xr-has-index'>N_PROF</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-fe99424c-4deb-4c00-8601-45b95fd85e4f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fe99424c-4deb-4c00-8601-45b95fd85e4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84e3b4d9-22a4-4fa2-830c-c7af485f0834' class='xr-var-data-in' type='checkbox'><label for='data-84e3b4d9-22a4-4fa2-830c-c7af485f0834' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>N_LEVELS</span></div><div class='xr-var-dims'>(N_LEVELS)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 91 92 93 94 95 96</div><input id='attrs-81ddf1e6-ff66-48b5-86e1-d03a26b24605' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81ddf1e6-ff66-48b5-86e1-d03a26b24605' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4a8e549-3bdf-4775-b427-42c2c7c7dafc' class='xr-var-data-in' type='checkbox'><label for='data-e4a8e549-3bdf-4775-b427-42c2c7c7dafc' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
        "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
        "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
        "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
        "       72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89,\n",
-       "       90, 91, 92, 93, 94, 95, 96])</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'>29.16 29.18</div><input id='attrs-74affd98-e658-4458-b93b-0b2e7dbf68ca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-74affd98-e658-4458-b93b-0b2e7dbf68ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de028b85-4901-45ff-9d84-7155f645d875' class='xr-var-data-in' type='checkbox'><label for='data-de028b85-4901-45ff-9d84-7155f645d875' 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>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>actual_range :</span></dt><dd>[29.162 29.182]</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>colorBarMaximum :</span></dt><dd>90.0</dd><dt><span>colorBarMinimum :</span></dt><dd>-90.0</dd><dt><span>ioos_category :</span></dt><dd>Location</dd><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>degrees_north</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd></dl></div><div class='xr-var-data'><pre>array([29.162, 29.182])</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'>-15.49 -15.43</div><input id='attrs-1620fad5-e250-4ae3-9a3e-14a665c69e6f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1620fad5-e250-4ae3-9a3e-14a665c69e6f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7898ab1-159c-4758-b813-531c47c9f29e' class='xr-var-data-in' type='checkbox'><label for='data-b7898ab1-159c-4758-b813-531c47c9f29e' 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>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>actual_range :</span></dt><dd>[-15.488 -15.429]</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>colorBarMaximum :</span></dt><dd>180.0</dd><dt><span>colorBarMinimum :</span></dt><dd>-180.0</dd><dt><span>ioos_category :</span></dt><dd>Location</dd><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>degrees_east</dd><dt><span>valid_max :</span></dt><dd>180.0</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd></dl></div><div class='xr-var-data'><pre>array([-15.488, -15.429])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME</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'>2018-10-23T20:54:00 2018-10-25T0...</div><input id='attrs-50a7f297-8da6-4dbd-8e58-b1cb500cd9ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-50a7f297-8da6-4dbd-8e58-b1cb500cd9ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c72f163f-cd65-4854-9d19-ca12121f1e73' class='xr-var-data-in' type='checkbox'><label for='data-c72f163f-cd65-4854-9d19-ca12121f1e73' 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>_CoordinateAxisType :</span></dt><dd>Time</dd><dt><span>actual_range :</span></dt><dd>[1.54032804e+09 1.54044540e+09]</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>ioos_category :</span></dt><dd>Time</dd><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>time_origin :</span></dt><dd>01-JAN-1970 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-10-23T20:54:00.000000000&#x27;, &#x27;2018-10-25T05:30:00.000000000&#x27;],\n",
-       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3de9eb8b-c2ee-495c-bc8f-3ff67af76260' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3de9eb8b-c2ee-495c-bc8f-3ff67af76260' class='xr-section-summary' >Data variables: <span>(13)</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>CONFIG_MISSION_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-6aa4f6f8-51f9-405a-a1f9-efeb738a1037' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6aa4f6f8-51f9-405a-a1f9-efeb738a1037' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3655a6e1-2464-4fab-bf93-9e6cb8437a7b' class='xr-var-data-in' type='checkbox'><label for='data-3655a6e1-2464-4fab-bf93-9e6cb8437a7b' 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>actual_range :</span></dt><dd>[1 1]</dd><dt><span>colorBarMaximum :</span></dt><dd>100.0</dd><dt><span>colorBarMinimum :</span></dt><dd>0.0</dd><dt><span>conventions :</span></dt><dd>1...N, 1 : first complete mission</dd><dt><span>ioos_category :</span></dt><dd>Statistics</dd><dt><span>long_name :</span></dt><dd>Unique number denoting the missions performed by the float</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-49fb21f9-eb4c-473b-8cd8-27ed42322881' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-49fb21f9-eb4c-473b-8cd8-27ed42322881' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca021648-c0f1-4e74-9d48-695b3834c1a0' class='xr-var-data-in' type='checkbox'><label for='data-ca021648-c0f1-4e74-9d48-695b3834c1a0' 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>convention :</span></dt><dd>0..N, 0 : launch cycle (if exists), 1 : first complete cycle</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;R&#x27;</div><input id='attrs-c42486f1-eb2c-4d32-bc2b-1ffe0af19398' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c42486f1-eb2c-4d32-bc2b-1ffe0af19398' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31be628a-5158-4045-8d45-0f45ba81f85e' class='xr-var-data-in' type='checkbox'><label for='data-31be628a-5158-4045-8d45-0f45ba81f85e' 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>convention :</span></dt><dd>R : real time; D : delayed mode; A : real time with adjustment</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;R&#x27;], dtype=&#x27;&lt;U1&#x27;)</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'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;D&#x27; &#x27;A&#x27;</div><input id='attrs-d2fcbe8f-8af1-451c-a242-8d6b0796c51d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2fcbe8f-8af1-451c-a242-8d6b0796c51d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bf0cd8d-91c7-4311-8b62-5a876e12210d' class='xr-var-data-in' type='checkbox'><label for='data-6bf0cd8d-91c7-4311-8b62-5a876e12210d' 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>convention :</span></dt><dd>A: ascending profiles, D: descending profiles</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;D&#x27;, &#x27;A&#x27;], dtype=&#x27;&lt;U1&#x27;)</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'>int64</div><div class='xr-var-preview xr-preview'>6901254 6901254</div><input id='attrs-be98ca99-02f9-4624-ae07-435d0d92a28d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be98ca99-02f9-4624-ae07-435d0d92a28d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51016448-1bd3-449a-8bb9-cb571ade8f47' class='xr-var-data-in' type='checkbox'><label for='data-51016448-1bd3-449a-8bb9-cb571ade8f47' 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>convention :</span></dt><dd>WMO float identifier : A9IIIII</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([6901254, 6901254])</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'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-b5c24e70-9264-47e7-a6f8-03be440b16e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b5c24e70-9264-47e7-a6f8-03be440b16e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7781cd09-41be-4716-99ea-0f8107a339c4' class='xr-var-data-in' type='checkbox'><label for='data-7781cd09-41be-4716-99ea-0f8107a339c4' 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 POSITION_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>14.0 24.0 ... 1.988e+03 2.011e+03</div><input id='attrs-e695ed10-d0c3-4652-9349-6fa069c45df0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e695ed10-d0c3-4652-9349-6fa069c45df0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bbc78dce-d294-4e03-b128-e057b2893aa1' class='xr-var-data-in' type='checkbox'><label for='data-bbc78dce-d294-4e03-b128-e057b2893aa1' 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 Pressure</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>resolution :</span></dt><dd>0.1</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[  14.,   24.,   34.,   45.,   54.,   65.,   75.,   84.,   94.,\n",
+       "       90, 91, 92, 93, 94, 95, 96])</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'>29.16 29.18</div><input id='attrs-a533ff23-084a-4cd8-ae4e-432d2f6a77e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a533ff23-084a-4cd8-ae4e-432d2f6a77e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07e42481-6b6b-43fa-b1cd-05c32651c05e' class='xr-var-data-in' type='checkbox'><label for='data-07e42481-6b6b-43fa-b1cd-05c32651c05e' 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>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>actual_range :</span></dt><dd>[29.162 29.182]</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>colorBarMaximum :</span></dt><dd>90.0</dd><dt><span>colorBarMinimum :</span></dt><dd>-90.0</dd><dt><span>ioos_category :</span></dt><dd>Location</dd><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>degrees_north</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([29.162, 29.182])</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'>-15.49 -15.43</div><input id='attrs-a87f1c2b-2cab-4cf0-9861-dd31ff45f809' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a87f1c2b-2cab-4cf0-9861-dd31ff45f809' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-428118d7-07d9-4ec3-9f91-8c4f2a0d952f' class='xr-var-data-in' type='checkbox'><label for='data-428118d7-07d9-4ec3-9f91-8c4f2a0d952f' 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>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>actual_range :</span></dt><dd>[-15.488 -15.429]</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>colorBarMaximum :</span></dt><dd>180.0</dd><dt><span>colorBarMinimum :</span></dt><dd>-180.0</dd><dt><span>ioos_category :</span></dt><dd>Location</dd><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>degrees_east</dd><dt><span>valid_max :</span></dt><dd>180.0</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([-15.488, -15.429])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME</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'>2018-10-23T20:54:00 2018-10-25T0...</div><input id='attrs-09f03d22-d9a5-4456-974c-3f85836c45cd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-09f03d22-d9a5-4456-974c-3f85836c45cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d890d3d4-627a-4e76-b842-20b3ecb5d7bb' class='xr-var-data-in' type='checkbox'><label for='data-d890d3d4-627a-4e76-b842-20b3ecb5d7bb' 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>_CoordinateAxisType :</span></dt><dd>Time</dd><dt><span>actual_range :</span></dt><dd>[1.54032804e+09 1.54044540e+09]</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>ioos_category :</span></dt><dd>Time</dd><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>time_origin :</span></dt><dd>01-JAN-1970 00:00:00</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-10-23T20:54:00.000000000&#x27;, &#x27;2018-10-25T05:30:00.000000000&#x27;],\n",
+       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-de325b6d-0c8f-41c5-9198-092a15eee8ac' class='xr-section-summary-in' type='checkbox'  checked><label for='section-de325b6d-0c8f-41c5-9198-092a15eee8ac' class='xr-section-summary' >Data variables: <span>(13)</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>CONFIG_MISSION_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-6654598b-ecfc-4268-ab5a-418c591d8b5e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6654598b-ecfc-4268-ab5a-418c591d8b5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e6e3c0b-798c-4103-a692-607aa66665a9' class='xr-var-data-in' type='checkbox'><label for='data-9e6e3c0b-798c-4103-a692-607aa66665a9' 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>actual_range :</span></dt><dd>[1 1]</dd><dt><span>colorBarMaximum :</span></dt><dd>100.0</dd><dt><span>colorBarMinimum :</span></dt><dd>0.0</dd><dt><span>conventions :</span></dt><dd>1...N, 1 : first complete mission</dd><dt><span>ioos_category :</span></dt><dd>Statistics</dd><dt><span>long_name :</span></dt><dd>Unique number denoting the missions performed by the float</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-70423d38-16d5-4a05-a683-be92abf0e6c5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-70423d38-16d5-4a05-a683-be92abf0e6c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3db82a63-074e-4554-b33a-6a49c7ddf0f3' class='xr-var-data-in' type='checkbox'><label for='data-3db82a63-074e-4554-b33a-6a49c7ddf0f3' 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>convention :</span></dt><dd>0..N, 0 : launch cycle (if exists), 1 : first complete cycle</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;R&#x27;</div><input id='attrs-dcd89155-14cb-4060-9871-1364718ef7bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dcd89155-14cb-4060-9871-1364718ef7bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8a13bef-92e0-42bb-a3a9-6b2ff4fd805d' class='xr-var-data-in' type='checkbox'><label for='data-a8a13bef-92e0-42bb-a3a9-6b2ff4fd805d' 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>convention :</span></dt><dd>R : real time; D : delayed mode; A : real time with adjustment</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;R&#x27;], dtype=&#x27;&lt;U1&#x27;)</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'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;D&#x27; &#x27;A&#x27;</div><input id='attrs-2f3d701f-feda-43bc-8119-1157a8b17610' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f3d701f-feda-43bc-8119-1157a8b17610' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20fe76b3-76a5-44ea-97d4-6372a7741977' class='xr-var-data-in' type='checkbox'><label for='data-20fe76b3-76a5-44ea-97d4-6372a7741977' 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>convention :</span></dt><dd>A: ascending profiles, D: descending profiles</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;D&#x27;, &#x27;A&#x27;], dtype=&#x27;&lt;U1&#x27;)</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'>int64</div><div class='xr-var-preview xr-preview'>6901254 6901254</div><input id='attrs-c3cbc09a-66ed-4c36-aed3-18f5c0d86516' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3cbc09a-66ed-4c36-aed3-18f5c0d86516' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66175302-e133-4713-93f5-5ddb4a606b95' class='xr-var-data-in' type='checkbox'><label for='data-66175302-e133-4713-93f5-5ddb4a606b95' 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>convention :</span></dt><dd>WMO float identifier : A9IIIII</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([6901254, 6901254])</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'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-1e9d44d2-e950-4f1c-a42e-783201f70aea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1e9d44d2-e950-4f1c-a42e-783201f70aea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2adebaa2-fc52-48ee-8c8a-4fc8d45e1ec7' class='xr-var-data-in' type='checkbox'><label for='data-2adebaa2-fc52-48ee-8c8a-4fc8d45e1ec7' 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 POSITION_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>14.0 24.0 ... 1.988e+03 2.011e+03</div><input id='attrs-f0e9ed5b-f642-4e68-8226-8fad26185f71' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0e9ed5b-f642-4e68-8226-8fad26185f71' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7699bb7e-3918-4799-9337-c5de8f93cbc1' class='xr-var-data-in' type='checkbox'><label for='data-7699bb7e-3918-4799-9337-c5de8f93cbc1' 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 Pressure</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>resolution :</span></dt><dd>0.1</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[  14.,   24.,   34.,   45.,   54.,   65.,   75.,   84.,   94.,\n",
        "         104.,  114.,  125.,  135.,  145.,  154.,  164.,  175.,  185.,\n",
        "         195.,  212.,  237.,  262.,  287.,  312.,  337.,  362.,  387.,\n",
        "         412.,  437.,  462.,  486.,  512.,  537.,  563.,  587.,  612.,\n",
@@ -457,7 +493,7 @@
        "        1188., 1213., 1238., 1263., 1288., 1313., 1338., 1363., 1388.,\n",
        "        1414., 1438., 1463., 1488., 1513., 1538., 1564., 1588., 1613.,\n",
        "        1638., 1663., 1688., 1713., 1738., 1763., 1788., 1813., 1838.,\n",
-       "        1863., 1888., 1913., 1938., 1963., 1988., 2011.]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-3b65d6eb-2bbd-430a-88cc-b286fae4a29e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b65d6eb-2bbd-430a-88cc-b286fae4a29e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b64a9c4f-d492-418d-8778-5308f5111c19' class='xr-var-data-in' type='checkbox'><label for='data-b64a9c4f-d492-418d-8778-5308f5111c19' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>36.69 36.71 36.71 ... 35.15 35.14</div><input id='attrs-f045386c-2da9-4e30-b80f-21a8e4017320' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f045386c-2da9-4e30-b80f-21a8e4017320' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3dc562b0-2b4c-4b00-a08f-e39bab270c66' class='xr-var-data-in' type='checkbox'><label for='data-3dc562b0-2b4c-4b00-a08f-e39bab270c66' 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>0.0</dd><dt><span>valid_max :</span></dt><dd>43.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[36.69400024, 36.70500183, 36.70899963, 36.67499924, 36.52199936,\n",
+       "        1863., 1888., 1913., 1938., 1963., 1988., 2011.]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-d5dfd9e3-97af-413f-9ff8-9b6a392beb2e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5dfd9e3-97af-413f-9ff8-9b6a392beb2e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f93d629-857c-434c-970a-5779f13cb450' class='xr-var-data-in' type='checkbox'><label for='data-2f93d629-857c-434c-970a-5779f13cb450' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>36.69 36.71 36.71 ... 35.15 35.14</div><input id='attrs-29166f35-dbe3-4e87-9b76-10bcc7ca844b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29166f35-dbe3-4e87-9b76-10bcc7ca844b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8948fddd-d1c4-4323-9014-78ea43db9a66' class='xr-var-data-in' type='checkbox'><label for='data-8948fddd-d1c4-4323-9014-78ea43db9a66' 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>0.0</dd><dt><span>valid_max :</span></dt><dd>43.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[36.69400024, 36.70500183, 36.70899963, 36.67499924, 36.52199936,\n",
        "        36.51699829, 36.52000046, 36.51699829, 36.51200104, 36.50099945,\n",
        "        36.50400162, 36.48199844, 36.42900085, 36.41400146, 36.38800049,\n",
        "        36.36000061, 36.3429985 , 36.31999969, 36.28099823, 36.19800186,\n",
@@ -496,7 +532,7 @@
        "        35.32400131, 35.30400085, 35.29000092, 35.28300095, 35.27299881,\n",
        "        35.26200104, 35.2519989 , 35.2480011 , 35.23500061, 35.22499847,\n",
        "        35.21500015, 35.20600128, 35.1969986 , 35.18600082, 35.16899872,\n",
-       "        35.15299988, 35.14199829]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-5b54086a-a370-43ad-b130-0bbb150757c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b54086a-a370-43ad-b130-0bbb150757c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0821ccf-270f-4d2a-b8f9-051059bbf6be' class='xr-var-data-in' type='checkbox'><label for='data-c0821ccf-270f-4d2a-b8f9-051059bbf6be' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>23.4 23.35 23.33 ... 4.559 4.474</div><input id='attrs-02dd7735-1163-41f7-ae1f-e7b4e502e4f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02dd7735-1163-41f7-ae1f-e7b4e502e4f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5fd022a-64cf-4ae1-9f1d-73b6a19ee0c1' class='xr-var-data-in' type='checkbox'><label for='data-b5fd022a-64cf-4ae1-9f1d-73b6a19ee0c1' 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>-2.0</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[23.40299988, 23.34799957, 23.33499908, 23.00300026, 20.88699913,\n",
+       "        35.15299988, 35.14199829]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-2cd28e78-5220-4fd8-bcc8-17c1b54e07be' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2cd28e78-5220-4fd8-bcc8-17c1b54e07be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45c2bd57-344d-47cc-ad8c-6fe2b76bac68' class='xr-var-data-in' type='checkbox'><label for='data-45c2bd57-344d-47cc-ad8c-6fe2b76bac68' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</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'>float64</div><div class='xr-var-preview xr-preview'>23.4 23.35 23.33 ... 4.559 4.474</div><input id='attrs-888ced30-58ee-4848-8ae0-936733bb87b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-888ced30-58ee-4848-8ae0-936733bb87b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6dbcf07e-1603-42e3-b9d9-ab92462d4951' class='xr-var-data-in' type='checkbox'><label for='data-6dbcf07e-1603-42e3-b9d9-ab92462d4951' 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>-2.0</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([[23.40299988, 23.34799957, 23.33499908, 23.00300026, 20.88699913,\n",
        "        19.76300049, 18.9279995 , 18.45599937, 18.12400055, 17.85099983,\n",
        "        17.68899918, 17.48800087, 17.12100029, 16.99699974, 16.80699921,\n",
        "        16.62299919, 16.48999977, 16.34399986, 16.11400032, 15.66100025,\n",
@@ -535,7 +571,7 @@
        "         5.95300007,  5.78999996,  5.67700005,  5.60900021,  5.52899981,\n",
        "         5.44099998,  5.36299992,  5.32999992,  5.21799994,  5.1329999 ,\n",
        "         5.04699993,  4.97200012,  4.89300013,  4.8039999 ,  4.67999983,\n",
-       "         4.55900002,  4.47399998]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-a2a87a98-b1ab-4a18-8580-c6e0bb9ab695' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2a87a98-b1ab-4a18-8580-c6e0bb9ab695' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf7e708f-1e52-4562-88bc-d770dbfd4559' class='xr-var-data-in' type='checkbox'><label for='data-bf7e708f-1e52-4562-88bc-d770dbfd4559' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-1ca9406b-97df-4fe0-963d-c9f1ee20fa1b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1ca9406b-97df-4fe0-963d-c9f1ee20fa1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ba5f25a-31a1-4feb-a8d8-6c1867b9950e' class='xr-var-data-in' type='checkbox'><label for='data-9ba5f25a-31a1-4feb-a8d8-6c1867b9950e' 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 TIME_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f84c67ea-df8d-4607-852d-25ce8d87afe2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f84c67ea-df8d-4607-852d-25ce8d87afe2' 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>DATA_ID :</span></dt><dd>ARGO</dd><dt><span>DOI :</span></dt><dd>http://doi.org/10.17882/42182</dd><dt><span>Fetched_from :</span></dt><dd>https://www.ifremer.fr/erddap</dd><dt><span>Fetched_by :</span></dt><dd>pvb</dd><dt><span>Fetched_date :</span></dt><dd>2021/08/31</dd><dt><span>Fetched_constraints :</span></dt><dd>phy;WMO6901254_CYC1</dd><dt><span>Fetched_uri :</span></dt><dd>[&#x27;https://www.ifremer.fr/erddap/tabledap/ArgoFloats.nc?data_mode,latitude,longitude,position_qc,time,time_qc,direction,platform_number,cycle_number,config_mission_number,vertical_sampling_scheme,pres,temp,psal,pres_qc,temp_qc,psal_qc,pres_adjusted,temp_adjusted,psal_adjusted,pres_adjusted_qc,temp_adjusted_qc,psal_adjusted_qc,pres_adjusted_error,temp_adjusted_error,psal_adjusted_error&amp;platform_number=~&quot;6901254&quot;&amp;cycle_number=~&quot;1&quot;&amp;distinct()&amp;orderBy(&quot;time,pres&quot;)&#x27;]</dd><dt><span>history :</span></dt><dd>Variables filtered according to DATA_MODE; Variables selected according to QC; Transformed with point2profile</dd></dl></div></li></ul></div></div>"
+       "         4.55900002,  4.47399998]])</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)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-27a7d611-d3bd-407d-a6fe-1ea8f0719a17' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-27a7d611-d3bd-407d-a6fe-1ea8f0719a17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-659ecfc8-bcc1-4d83-a9a2-478401d2517d' class='xr-var-data-in' type='checkbox'><label for='data-659ecfc8-bcc1-4d83-a9a2-478401d2517d' 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_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-5f180ffa-325e-4273-a99a-0da696817015' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5f180ffa-325e-4273-a99a-0da696817015' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3e9da40-f9ac-4d31-a83a-ec637d5be4da' class='xr-var-data-in' type='checkbox'><label for='data-d3e9da40-f9ac-4d31-a83a-ec637d5be4da' 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 TIME_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd><dt><span>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-62874ac3-4e74-4c14-a903-43a2e4cc80f4' class='xr-section-summary-in' type='checkbox'  ><label for='section-62874ac3-4e74-4c14-a903-43a2e4cc80f4' 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>DATA_ID :</span></dt><dd>ARGO</dd><dt><span>DOI :</span></dt><dd>http://doi.org/10.17882/42182</dd><dt><span>Fetched_from :</span></dt><dd>https://www.ifremer.fr/erddap</dd><dt><span>Fetched_by :</span></dt><dd>gmaze</dd><dt><span>Fetched_date :</span></dt><dd>2022/04/11</dd><dt><span>Fetched_constraints :</span></dt><dd>phy;WMO6901254_CYC1</dd><dt><span>Fetched_uri :</span></dt><dd>[&#x27;https://www.ifremer.fr/erddap/tabledap/ArgoFloats.nc?data_mode,latitude,longitude,position_qc,time,time_qc,direction,platform_number,cycle_number,config_mission_number,vertical_sampling_scheme,pres,temp,psal,pres_qc,temp_qc,psal_qc,pres_adjusted,temp_adjusted,psal_adjusted,pres_adjusted_qc,temp_adjusted_qc,psal_adjusted_qc,pres_adjusted_error,temp_adjusted_error,psal_adjusted_error&amp;platform_number=~&quot;6901254&quot;&amp;cycle_number=~&quot;1&quot;&amp;distinct()&amp;orderBy(&quot;time,pres&quot;)&#x27;]</dd><dt><span>history :</span></dt><dd>Variables filtered according to DATA_MODE; Variables selected according to QC; Transformed with point2profile</dd></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.Dataset>\n",
@@ -560,42 +596,24 @@
        "    TEMP                   (N_PROF, N_LEVELS) float64 23.4 23.35 ... 4.559 4.474\n",
        "    TEMP_QC                (N_PROF) int64 1 1\n",
        "    TIME_QC                (N_PROF) int64 1 1\n",
-       "Attributes:\n",
-       "    DATA_ID:              ARGO\n",
-       "    DOI:                  http://doi.org/10.17882/42182\n",
-       "    Fetched_from:         https://www.ifremer.fr/erddap\n",
-       "    Fetched_by:           pvb\n",
-       "    Fetched_date:         2021/08/31\n",
-       "    Fetched_constraints:  phy;WMO6901254_CYC1\n",
-       "    Fetched_uri:          ['https://www.ifremer.fr/erddap/tabledap/ArgoFloats...\n",
-       "    history:              Variables filtered according to DATA_MODE; Variable..."
+       "Attributes: (8)"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 5,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "data=apDS2.argo.point2profile()\n",
+    "data = apDS2.argo.point2profile()\n",
     "data"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "cy1  = xr.open_dataset('./Data/6901254/profiles/R6901254_001.nc')\n",
-    "cy1D = xr.open_dataset('./Data/6901254/profiles/R6901254_001D.nc')"
-   ]
-  },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "The core-Argo profile files contain the core parameters provided by a float: pressure, temperature, salinity, conductivity (PRES, TEMP, PSAL, CNDC). All additional parameters are managed in B-Argo data files (see §0).   "
+    "The core-Argo profile files contain the core parameters provided by a float: pressure, temperature, salinity, conductivity (PRES, TEMP, PSAL, CNDC)."
    ]
   },
   {
@@ -605,7 +623,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 800x1000 with 2 Axes>"
       ]
@@ -615,24 +633,21 @@
     }
    ],
    "source": [
-    "fig, ax = plt.subplots(1,2,figsize=(8,10))\n",
+    "fig, ax = plt.subplots(1, 2, figsize=(8,10), sharey=True)\n",
     "\n",
     "#Temperature\n",
     "ax[0].plot(data.TEMP[0],-data.PRES[0],'ro',label='N_PROF=0 D Fetcher')\n",
     "ax[0].plot(data.TEMP[1],-data.PRES[1],'bo',label='N_PROF=1 A Fetcher')\n",
-    "ax[0].plot(cy1D.TEMP[0],-cy1D.PRES[0],'k-',label='N_PROF=0 D')\n",
-    "ax[0].set_title(cy1.TEMP.long_name)\n",
-    "ax[0].set_ylabel(cy1.PRES.long_name)\n",
+    "ax[0].set_title(data['TEMP'].attrs['long_name'])\n",
+    "ax[0].set_ylabel(data['PRES'].attrs['long_name'])\n",
     "ax[0].grid()\n",
     "ax[0].legend();\n",
     "\n",
     "ax[1].plot(data.PSAL[0],-data.PRES[0],'ro',label='N_PROF=0 D Fetcher')\n",
     "ax[1].plot(data.PSAL[1],-data.PRES[1],'bo',label='N_PROF=1 A Fetcher')\n",
-    "ax[1].plot(cy1D.PSAL[0],-cy1D.PRES[0],'k-',label='N_PROF=0 D')\n",
-    "ax[1].set_title(cy1.PSAL.long_name)\n",
-    "ax[1].set_ylabel(cy1.PRES.long_name)\n",
+    "ax[1].set_title(data['TEMP'].attrs['long_name'])\n",
     "ax[1].grid()\n",
-    "ax[1].legend();\n"
+    "ax[1].legend();"
    ]
   },
   {
@@ -642,7 +657,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -656,19 +671,47 @@
     "\n",
     "ax.plot(data.LONGITUDE[0],data.LATITUDE[0],'ko',label='001D N_PROF=0 Descending')\n",
     "ax.plot(data.LONGITUDE[1],data.LATITUDE[1],'bo',label='001 N_PROF=0 Ascending')\n",
-    "#ax.set_title(cy1..long_name)\n",
-    "ax.text(data.LONGITUDE[0],cy1D.LATITUDE[0],'Date of observation for 001D:'+cy1D.JULD[0].values.astype(str), fontsize=14)\n",
-    "ax.text(data.LONGITUDE[1],cy1.LATITUDE[1],'Date of observation for 001:'+cy1.JULD[0].values.astype(str), fontsize=14)\n",
     "ax.grid()\n",
     "ax.legend();"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 900x540 with 1 Axes>,\n",
+       " <GeoAxesSubplot:xlabel='longitude', ylabel='latitude'>)"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 900x540 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo_loader.plot('trajectory', set_global=True)"
+   ]
   }
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
+   "display_name": "AOS",
    "language": "python",
-   "name": "python3"
+   "name": "aos"
   },
   "language_info": {
    "codemirror_mode": {
@@ -680,7 +723,14 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.6"
+   "version": "3.10.4"
+  },
+  "widgets": {
+   "application/vnd.jupyter.widget-state+json": {
+    "state": {},
+    "version_major": 2,
+    "version_minor": 0
+   }
   }
  },
  "nbformat": 4,
diff --git a/Lessons/L03_UsingArgoData/Chapter32_ArgoDatabyDate_ArgoPy.ipynb b/Lessons/L03_UsingArgoData/Chapter32_ArgoDatabyDate_ArgoPy.ipynb
index f025d5ce..02e3f353 100755
--- a/Lessons/L03_UsingArgoData/Chapter32_ArgoDatabyDate_ArgoPy.ipynb
+++ b/Lessons/L03_UsingArgoData/Chapter32_ArgoDatabyDate_ArgoPy.ipynb
@@ -7,19 +7,991 @@
     "# Accessing Argo data by date using Argopy"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Import the usual suspects:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gmaze/miniconda3/envs/aos/lib/python3.10/site-packages/pyproj/__init__.py:89: UserWarning: pyproj unable to set database path.\n",
+      "  _pyproj_global_context_initialize()\n"
+     ]
+    }
+   ],
+   "source": [
+    "import xarray as xr\n",
+    "xr.set_options(display_style=\"html\", display_expand_attrs=False);\n",
+    "from matplotlib import pyplot as plt\n",
+    "plt.style.use('default')\n",
+    "import cartopy.crs as ccrs\n",
+    "import argopy"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Import argopy and set-up a data fetcher:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<datafetcher.argovis> 'No access point initialised'\n",
+       "Available access points: float, profile, region\n",
+       "Backend: argovis (parallel=True)\n",
+       "User mode: standard\n",
+       "Dataset: phy"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from argopy import DataFetcher as ArgoDataFetcher\n",
+    "argo_loader = ArgoDataFetcher(src='argovis', parallel=True)\n",
+    "argo_loader"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "You can load profiles for a specific date (and domain) using the ``region`` access point:"
+   ]
+  },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 3,
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gmaze/miniconda3/envs/aos/lib/python3.10/site-packages/pandas/core/indexes/base.py:6982: FutureWarning: In a future version, the Index constructor will not infer numeric dtypes when passed object-dtype sequences (matching Series behavior)\n",
+      "  return Index(sequences[0], name=names)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<datafetcher.argovis>\n",
+       "Name: Argovis Argo data fetcher for a space/time region\n",
+       "API: https://argovis.colorado.edu\n",
+       "Domain: [x=-180.00/180.00; y=-90.00/90 ... 00.0; t=2020-11-11/2020-11-12]\n",
+       "Backend: argovis (parallel=True)\n",
+       "User mode: standard\n",
+       "Dataset: phy"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "argo_loader.region([-180, 180, -90, 90, 0, 5000, '2020-11-11', '2020-11-12']).load()\n",
+    "argo_loader"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
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+       "  color: var(--xr-disabled-color);\n",
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+       "\n",
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+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
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+       "\n",
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+       ".xr-array-data {\n",
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+       "  display: none;\n",
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+       "\n",
+       ".xr-attrs dt {\n",
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+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
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+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:          (N_POINTS: 339177)\n",
+       "Coordinates:\n",
+       "  * N_POINTS         (N_POINTS) int64 0 1 2 3 4 ... 339173 339174 339175 339176\n",
+       "    TIME             (N_POINTS) datetime64[ns] 2020-11-11T00:08:20 ... 2020-1...\n",
+       "    LATITUDE         (N_POINTS) float64 35.14 35.14 35.14 ... -15.29 -15.29\n",
+       "    LONGITUDE        (N_POINTS) float64 15.69 15.69 15.69 ... -135.0 -135.0\n",
+       "Data variables:\n",
+       "    CYCLE_NUMBER     (N_POINTS) float64 103.0 103.0 103.0 ... 189.0 189.0 189.0\n",
+       "    DATA_MODE        (N_POINTS) object &#x27;R&#x27; &#x27;R&#x27; &#x27;R&#x27; &#x27;R&#x27; &#x27;R&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;\n",
+       "    DIRECTION        (N_POINTS) object &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;\n",
+       "    PLATFORM_NUMBER  (N_POINTS) float64 6.904e+06 6.904e+06 ... 5.902e+06\n",
+       "    POSITION_QC      (N_POINTS) float64 1.0 1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0\n",
+       "    PRES             (N_POINTS) float64 2.9 3.9 5.1 ... 1.124e+03 1.126e+03\n",
+       "    PSAL             (N_POINTS) float64 38.03 38.03 38.03 38.03 ... nan nan nan\n",
+       "    TEMP             (N_POINTS) float64 22.01 22.02 22.01 ... 3.764 3.752 3.74\n",
+       "    TIME_QC          (N_POINTS) float64 1.0 1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0\n",
+       "Attributes: (7)</pre><div class='xr-wrap' style='display:none'><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-1f546f8e-b8ae-42ba-9e10-9fcc6d553410' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1f546f8e-b8ae-42ba-9e10-9fcc6d553410' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>N_POINTS</span>: 339177</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-bc3d1e59-6042-4387-a118-392dfb5a0634' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bc3d1e59-6042-4387-a118-392dfb5a0634' class='xr-section-summary' >Coordinates: <span>(4)</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 class='xr-has-index'>N_POINTS</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 ... 339174 339175 339176</div><input id='attrs-3095e2b6-5d9f-4eb1-85de-5bb47a51bf41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3095e2b6-5d9f-4eb1-85de-5bb47a51bf41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-705631b9-5f27-4ded-a928-0d5b5ea3ffea' class='xr-var-data-in' type='checkbox'><label for='data-705631b9-5f27-4ded-a928-0d5b5ea3ffea' 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'></dl></div><div class='xr-var-data'><pre>array([     0,      1,      2, ..., 339174, 339175, 339176])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-11-11T00:08:20 ... 2020-11-...</div><input id='attrs-d6830a23-3978-4972-ab1f-ef6d88e38b73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d6830a23-3978-4972-ab1f-ef6d88e38b73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3db25b45-7b35-43a6-9ebf-974510233fef' class='xr-var-data-in' type='checkbox'><label for='data-3db25b45-7b35-43a6-9ebf-974510233fef' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-11-11T00:08:20.000000000&#x27;, &#x27;2020-11-11T00:08:20.000000000&#x27;,\n",
+       "       &#x27;2020-11-11T00:08:20.000000000&#x27;, ...,\n",
+       "       &#x27;2020-11-11T23:59:30.000000000&#x27;, &#x27;2020-11-11T23:59:30.000000000&#x27;,\n",
+       "       &#x27;2020-11-11T23:59:30.000000000&#x27;], 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_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.14 35.14 35.14 ... -15.29 -15.29</div><input id='attrs-13900e20-986d-48fd-a10e-9d9c4236bd7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-13900e20-986d-48fd-a10e-9d9c4236bd7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6f1e4fb-0bb1-46ea-bfe8-06d15164d806' class='xr-var-data-in' type='checkbox'><label for='data-e6f1e4fb-0bb1-46ea-bfe8-06d15164d806' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([ 35.14129167,  35.14129167,  35.14129167, ..., -15.28818   ,\n",
+       "       -15.28818   , -15.28818   ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LONGITUDE</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>15.69 15.69 15.69 ... -135.0 -135.0</div><input id='attrs-fc4d25f8-2f1d-4cce-a80f-0eef19a79b18' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fc4d25f8-2f1d-4cce-a80f-0eef19a79b18' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98b157b5-a3e8-4dbf-9a1c-e51b8afb346c' class='xr-var-data-in' type='checkbox'><label for='data-98b157b5-a3e8-4dbf-9a1c-e51b8afb346c' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([  15.68804167,   15.68804167,   15.68804167, ..., -135.04852   ,\n",
+       "       -135.04852   , -135.04852   ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dde28146-3711-4956-917a-87fb0b3ac139' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dde28146-3711-4956-917a-87fb0b3ac139' class='xr-section-summary' >Data variables: <span>(9)</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>CYCLE_NUMBER</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>103.0 103.0 103.0 ... 189.0 189.0</div><input id='attrs-e2801398-189c-44ec-9407-2e66d447509d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e2801398-189c-44ec-9407-2e66d447509d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9b5871a-c0e3-4a3b-981c-b206e4dd0360' class='xr-var-data-in' type='checkbox'><label for='data-c9b5871a-c0e3-4a3b-981c-b206e4dd0360' 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>convention :</span></dt><dd>0..N, 0 : launch cycle (if exists), 1 : first complete cycle</dd></dl></div><div class='xr-var-data'><pre>array([103., 103., 103., ..., 189., 189., 189.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_MODE</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;R&#x27; &#x27;R&#x27; &#x27;R&#x27; &#x27;R&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;</div><input id='attrs-ded810c3-cd92-4793-9733-01955f917747' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ded810c3-cd92-4793-9733-01955f917747' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3a6c0d5-9c3c-49d3-ab17-7c763d4c0fb9' class='xr-var-data-in' type='checkbox'><label for='data-f3a6c0d5-9c3c-49d3-ab17-7c763d4c0fb9' 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>convention :</span></dt><dd>R : real time; D : delayed mode; A : real time with adjustment</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;R&#x27;, &#x27;R&#x27;, &#x27;R&#x27;, ..., &#x27;A&#x27;, &#x27;A&#x27;, &#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DIRECTION</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;</div><input id='attrs-9694f9af-6210-4487-bbe8-9d9b48f2c69f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9694f9af-6210-4487-bbe8-9d9b48f2c69f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-266551fe-ada6-4e39-944c-20e1f377aad0' class='xr-var-data-in' type='checkbox'><label for='data-266551fe-ada6-4e39-944c-20e1f377aad0' 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>convention :</span></dt><dd>A: ascending profiles, D: descending profiles</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;A&#x27;, &#x27;A&#x27;, &#x27;A&#x27;, ..., &#x27;A&#x27;, &#x27;A&#x27;, &#x27;A&#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_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.904e+06 6.904e+06 ... 5.902e+06</div><input id='attrs-bb021413-1598-4e83-a068-8e3899119e82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb021413-1598-4e83-a068-8e3899119e82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ca1d78b-ea3f-451a-be58-ff3f3280682f' class='xr-var-data-in' type='checkbox'><label for='data-5ca1d78b-ea3f-451a-be58-ff3f3280682f' 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>convention :</span></dt><dd>WMO float identifier : A9IIIII</dd></dl></div><div class='xr-var-data'><pre>array([6903788., 6903788., 6903788., ..., 5902419., 5902419., 5902419.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POSITION_QC</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0</div><input id='attrs-43a8266e-5403-4f7c-8a84-ea344d88cfc7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43a8266e-5403-4f7c-8a84-ea344d88cfc7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c1c81d0-2747-4bbb-8f86-db5dcb4e9b6d' class='xr-var-data-in' type='checkbox'><label for='data-3c1c81d0-2747-4bbb-8f86-db5dcb4e9b6d' 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 POSITION_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>array([1., 1., 1., ..., 1., 1., 1.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.9 3.9 5.1 ... 1.124e+03 1.126e+03</div><input id='attrs-5466a54c-2391-4c1b-8d33-b1e1700fe6ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5466a54c-2391-4c1b-8d33-b1e1700fe6ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3dd8ce28-12d4-49ce-8dd8-5797c4e109b5' class='xr-var-data-in' type='checkbox'><label for='data-3dd8ce28-12d4-49ce-8dd8-5797c4e109b5' 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 Pressure</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>resolution :</span></dt><dd>0.1</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>array([   2.9 ,    3.9 ,    5.1 , ..., 1122.  , 1124.04, 1126.12])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.03 38.03 38.03 ... nan nan nan</div><input id='attrs-d41b12b0-50a9-4127-8e76-954c45898ad9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d41b12b0-50a9-4127-8e76-954c45898ad9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1842997f-e852-4dfb-93ee-744c099e6b27' class='xr-var-data-in' type='checkbox'><label for='data-1842997f-e852-4dfb-93ee-744c099e6b27' 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>0.0</dd><dt><span>valid_max :</span></dt><dd>43.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>array([38.029, 38.027, 38.028, ...,    nan,    nan,    nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>22.01 22.02 22.01 ... 3.752 3.74</div><input id='attrs-4728e593-f6e1-4193-9f80-aeb9bc67aae6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4728e593-f6e1-4193-9f80-aeb9bc67aae6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c61cd3b-c9c3-4d28-a57f-0afdf0a9fda2' class='xr-var-data-in' type='checkbox'><label for='data-7c61cd3b-c9c3-4d28-a57f-0afdf0a9fda2' 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>-2.0</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>array([22.014, 22.017, 22.012, ...,  3.764,  3.752,  3.74 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME_QC</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0</div><input id='attrs-5b36f3f2-cd28-43fb-9c4c-45f16a95663e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b36f3f2-cd28-43fb-9c4c-45f16a95663e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ea953d5-384b-4060-9137-ea083e4dc3e6' class='xr-var-data-in' type='checkbox'><label for='data-8ea953d5-384b-4060-9137-ea083e4dc3e6' 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 TIME_QC profile</dd><dt><span>convention :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>array([1., 1., 1., ..., 1., 1., 1.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-64aa3c37-72b5-4d0a-8ae8-4b3ba43037e6' class='xr-section-summary-in' type='checkbox'  ><label for='section-64aa3c37-72b5-4d0a-8ae8-4b3ba43037e6' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>DATA_ID :</span></dt><dd>ARGO</dd><dt><span>DOI :</span></dt><dd>http://doi.org/10.17882/42182</dd><dt><span>Fetched_from :</span></dt><dd>https://argovis.colorado.edu</dd><dt><span>Fetched_by :</span></dt><dd>gmaze</dd><dt><span>Fetched_date :</span></dt><dd>2022/04/11</dd><dt><span>Fetched_constraints :</span></dt><dd>[x=-180.00/180.00; y=-90.00/90.00; z=0.0/5000.0; t=2020-11-11/2020-11-12]</dd><dt><span>Fetched_uri :</span></dt><dd>[&#x27;https://argovis.colorado.edu/selection/profiles?startDate=2020-11-11T00:00:00Z&amp;endDate=2020-11-12T00:00:00Z&amp;shape=[[[-180.0,-90.0],[-180.0,-70.0],[-160.0,-70.0],[-160.0,-90.0],[-180.0,-90.0]]]&amp;presRange=[0.0,500.0]&#x27;, &#x27;https://argovis.colorado.edu/selection/profiles?startDate=2020-11-11T00:00:00Z&amp;endDate=2020-11-12T00:00:00Z&amp;shape=[[[-180.0,-90.0],[-180.0,-70.0],[-160.0,-70.0],[-160.0,-90.0],[-180.0,-90.0]]]&amp;presRange=[500.0,1000.0]&#x27;, &#x27;https://argovis.colorado.edu/selection/profiles?startDate=2020-11-11T00:00:00Z&amp;endDate=2020-11-12T00:00:00Z&amp;shape=[[[-180.0,-90.0],[-180.0,-70.0],[-160.0,-70.0],[-160.0,-90.0],[-180.0,-90.0]]]&amp;presRange=[1000.0,1500.0]&#x27;, &#x27;https://argovis.colorado.edu/selection/profiles?startDate=2020-11-11T00:00:00Z&amp;endDate=2020-11-12T00:00:00Z&amp;shape=[[[-180.0,-90.0],[-180.0,-70.0],[-160.0,-70.0],[-160.0,-90.0],[-180.0,-90.0]]]&amp;presRange=[1500.0,2000.0]&#x27;, 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+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:          (N_POINTS: 339177)\n",
+       "Coordinates:\n",
+       "  * N_POINTS         (N_POINTS) int64 0 1 2 3 4 ... 339173 339174 339175 339176\n",
+       "    TIME             (N_POINTS) datetime64[ns] 2020-11-11T00:08:20 ... 2020-1...\n",
+       "    LATITUDE         (N_POINTS) float64 35.14 35.14 35.14 ... -15.29 -15.29\n",
+       "    LONGITUDE        (N_POINTS) float64 15.69 15.69 15.69 ... -135.0 -135.0\n",
+       "Data variables:\n",
+       "    CYCLE_NUMBER     (N_POINTS) float64 103.0 103.0 103.0 ... 189.0 189.0 189.0\n",
+       "    DATA_MODE        (N_POINTS) object 'R' 'R' 'R' 'R' 'R' ... 'A' 'A' 'A' 'A'\n",
+       "    DIRECTION        (N_POINTS) object 'A' 'A' 'A' 'A' 'A' ... 'A' 'A' 'A' 'A'\n",
+       "    PLATFORM_NUMBER  (N_POINTS) float64 6.904e+06 6.904e+06 ... 5.902e+06\n",
+       "    POSITION_QC      (N_POINTS) float64 1.0 1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0\n",
+       "    PRES             (N_POINTS) float64 2.9 3.9 5.1 ... 1.124e+03 1.126e+03\n",
+       "    PSAL             (N_POINTS) float64 38.03 38.03 38.03 38.03 ... nan nan nan\n",
+       "    TEMP             (N_POINTS) float64 22.01 22.02 22.01 ... 3.764 3.752 3.74\n",
+       "    TIME_QC          (N_POINTS) float64 1.0 1.0 1.0 1.0 1.0 ... 1.0 1.0 1.0 1.0\n",
+       "Attributes: (7)"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "apDS = argo_loader.data\n",
+    "apDS"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 900x540 with 1 Axes>,\n",
+       " <GeoAxesSubplot:xlabel='longitude', ylabel='latitude'>)"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 900x540 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "argo_loader.plot('trajectory')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can look at the upper 10db temperature values:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "<defs>\n",
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+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
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+       " */\n",
+       "\n",
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+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block !important;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;TEMP&#x27; (N_POINTS: 339177)&gt;\n",
+       "array([22.014, 22.017, 22.012, ...,    nan,    nan,    nan])\n",
+       "Coordinates:\n",
+       "  * N_POINTS   (N_POINTS) int64 0 1 2 3 4 ... 339172 339173 339174 339175 339176\n",
+       "    TIME       (N_POINTS) datetime64[ns] 2020-11-11T00:08:20 ... 2020-11-11T2...\n",
+       "    LATITUDE   (N_POINTS) float64 35.14 35.14 35.14 ... -15.29 -15.29 -15.29\n",
+       "    LONGITUDE  (N_POINTS) float64 15.69 15.69 15.69 ... -135.0 -135.0 -135.0\n",
+       "Attributes: (6)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'TEMP'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>N_POINTS</span>: 339177</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-4f29120a-c850-4952-a582-8239eb24ea9d' class='xr-array-in' type='checkbox' checked><label for='section-4f29120a-c850-4952-a582-8239eb24ea9d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>22.01 22.02 22.01 22.01 22.02 22.02 22.02 ... nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([22.014, 22.017, 22.012, ...,    nan,    nan,    nan])</pre></div></div></li><li class='xr-section-item'><input id='section-f0ec6c56-c952-40fa-8af2-ee038a4cca98' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f0ec6c56-c952-40fa-8af2-ee038a4cca98' class='xr-section-summary' >Coordinates: <span>(4)</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 class='xr-has-index'>N_POINTS</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 ... 339174 339175 339176</div><input id='attrs-a03df882-9f1b-4119-aa90-4de3cef4a801' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a03df882-9f1b-4119-aa90-4de3cef4a801' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0f4be43-e1b0-4c8c-8fe5-ad8d26c8e658' class='xr-var-data-in' type='checkbox'><label for='data-f0f4be43-e1b0-4c8c-8fe5-ad8d26c8e658' 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'></dl></div><div class='xr-var-data'><pre>array([     0,      1,      2, ..., 339174, 339175, 339176])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TIME</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-11-11T00:08:20 ... 2020-11-...</div><input id='attrs-e3e21292-a617-4910-bb4c-484864300e78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3e21292-a617-4910-bb4c-484864300e78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce29a847-0121-4d62-aa38-d1099507e28f' class='xr-var-data-in' type='checkbox'><label for='data-ce29a847-0121-4d62-aa38-d1099507e28f' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-11-11T00:08:20.000000000&#x27;, &#x27;2020-11-11T00:08:20.000000000&#x27;,\n",
+       "       &#x27;2020-11-11T00:08:20.000000000&#x27;, ...,\n",
+       "       &#x27;2020-11-11T23:59:30.000000000&#x27;, &#x27;2020-11-11T23:59:30.000000000&#x27;,\n",
+       "       &#x27;2020-11-11T23:59:30.000000000&#x27;], 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_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>35.14 35.14 35.14 ... -15.29 -15.29</div><input id='attrs-ae257493-ed46-458e-b38b-ba49b15e3f3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae257493-ed46-458e-b38b-ba49b15e3f3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-daf4bc2a-55d2-499b-a294-278ae2e6e218' class='xr-var-data-in' type='checkbox'><label for='data-daf4bc2a-55d2-499b-a294-278ae2e6e218' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([ 35.14129167,  35.14129167,  35.14129167, ..., -15.28818   ,\n",
+       "       -15.28818   , -15.28818   ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LONGITUDE</span></div><div class='xr-var-dims'>(N_POINTS)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>15.69 15.69 15.69 ... -135.0 -135.0</div><input id='attrs-c3f0fece-546a-4aed-882d-560cec1b0350' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3f0fece-546a-4aed-882d-560cec1b0350' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-691e5a8d-0560-4033-8ed2-4d69f6cfce37' class='xr-var-data-in' type='checkbox'><label for='data-691e5a8d-0560-4033-8ed2-4d69f6cfce37' 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>casted :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([  15.68804167,   15.68804167,   15.68804167, ..., -135.04852   ,\n",
+       "       -135.04852   , -135.04852   ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c176cacf-d79a-4bc8-99c5-ed8d4d1cc18e' class='xr-section-summary-in' type='checkbox'  ><label for='section-c176cacf-d79a-4bc8-99c5-ed8d4d1cc18e' class='xr-section-summary' >Attributes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><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>-2.0</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray 'TEMP' (N_POINTS: 339177)>\n",
+       "array([22.014, 22.017, 22.012, ...,    nan,    nan,    nan])\n",
+       "Coordinates:\n",
+       "  * N_POINTS   (N_POINTS) int64 0 1 2 3 4 ... 339172 339173 339174 339175 339176\n",
+       "    TIME       (N_POINTS) datetime64[ns] 2020-11-11T00:08:20 ... 2020-11-11T2...\n",
+       "    LATITUDE   (N_POINTS) float64 35.14 35.14 35.14 ... -15.29 -15.29 -15.29\n",
+       "    LONGITUDE  (N_POINTS) float64 15.69 15.69 15.69 ... -135.0 -135.0 -135.0\n",
+       "Attributes: (6)"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "temp = apDS.where(apDS['PRES']<10)['TEMP']\n",
+    "temp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 900x540 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(**{\"figsize\": (10, 6), \"dpi\": 90}, subplot_kw={\"projection\": ccrs.PlateCarree()})\n",
+    "argopy.plotters.latlongrid(ax)\n",
+    "ax.add_feature(argopy.plotters.land_feature, edgecolor=\"black\")\n",
+    "cs = ax.scatter(x=temp['LONGITUDE'], y=temp['LATITUDE'], c=temp, cmap=\"RdBu_r\",vmin=-2, vmax=30, edgecolor='none')\n",
+    "cbar = fig.colorbar(cs, ax=ax, extend='both', orientation='horizontal', shrink=.8, aspect=40)\n",
+    "cbar.set_label(temp.attrs['long_name'])\n",
+    "ax.set_title('Daily top 10db temperature');"
+   ]
   }
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
+   "display_name": "AOS",
    "language": "python",
-   "name": "python3"
+   "name": "aos"
   },
   "language_info": {
    "codemirror_mode": {
@@ -31,7 +1003,14 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.6"
+   "version": "3.10.4"
+  },
+  "widgets": {
+   "application/vnd.jupyter.widget-state+json": {
+    "state": {},
+    "version_major": 2,
+    "version_minor": 0
+   }
   }
  },
  "nbformat": 4,
diff --git a/_config.yml b/_config.yml
index 21b988bf..6630ec3a 100644
--- a/_config.yml
+++ b/_config.yml
@@ -20,7 +20,8 @@ repository :
 # Launch button settings
 launch_buttons:
   notebook_interface: jupyterlab  # The interface interactive links will activate ["classic", "jupyterlab"]
-  binderhub_url: "" # The URL of the BinderHub (e.g., https://mybinder.org)
+  binderhub_url: "https://mybinder.org" # The URL of the BinderHub (e.g., https://mybinder.org)
+  # https://mybinder:org/v2/gh/euroargodev/argoonlineschool/master?urlpath=lab/tree/Lessons/L03_UsingArgoData/Chapter24_ArgoDatabyFloat_ArgoPy.ipynb
 
 number_toc_chapters         : true
 
diff --git a/binder/Dockerfile b/binder/Dockerfile
new file mode 100644
index 00000000..0e42a042
--- /dev/null
+++ b/binder/Dockerfile
@@ -0,0 +1,2 @@
+FROM pangeo/pangeo-notebook:latest
+RUN pip install --no-cache-dir cmocean argopy
\ No newline at end of file
diff --git a/binder/apt.txt b/binder/apt.txt
new file mode 100644
index 00000000..9ed1fed0
--- /dev/null
+++ b/binder/apt.txt
@@ -0,0 +1,2 @@
+vim
+git
diff --git a/binder/postBuild b/binder/postBuild
new file mode 100755
index 00000000..9319b382
--- /dev/null
+++ b/binder/postBuild
@@ -0,0 +1,10 @@
+#!/bin/bash
+
+jupyter serverextension enable --py nbgitpuller --sys-prefix
+
+jupyter labextension install --clean \
+                            @jupyter-widgets/jupyterlab-manager \
+                            dask-labextension \
+                            @pyviz/jupyterlab_pyviz
+
+#EOF
diff --git a/binder/start b/binder/start
new file mode 100755
index 00000000..3b4227c7
--- /dev/null
+++ b/binder/start
@@ -0,0 +1,9 @@
+#!/bin/bash -l
+
+# ==== ONLY EDIT WITHIN THIS BLOCK =====
+
+export PANGEO_ENV="pangeo-notebook"
+
+# ==== ONLY EDIT WITHIN THIS BLOCK =====
+
+exec "$@"
diff --git a/environment.yml b/environment.yml
index aec11f13..c05c5795 100644
--- a/environment.yml
+++ b/environment.yml
@@ -10,5 +10,7 @@ dependencies:
   - matplotlib
   - seawater
   - cartopy
-  - argopy
   - seaborn
+  - gsw
+  - pip:
+      - git+http://github.com/euroargodev/argopy.git@master
\ No newline at end of file