diff --git a/docs/examples/03_polytope_timeseries.ipynb b/docs/examples/03_polytope_timeseries.ipynb
new file mode 100644
index 0000000..c8c1eed
--- /dev/null
+++ b/docs/examples/03_polytope_timeseries.ipynb
@@ -0,0 +1,7377 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2024-09-19 15:19:23 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 15:19:23 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  axis: step\\n'\n",
+      "            '  points:\\n'\n",
+      "            '  - - -9.109280931080349\\n'\n",
+      "            '    - 38.78655345978706\\n'\n",
+      "            '  type: timeseries\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            'number: 1/to/50\\n'\n",
+      "            'param: 164/167/169\\n'\n",
+      "            'step: 0/to/360\\n'\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '0000'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 15:19:23 - INFO - Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 15:19:24 - INFO - Request accepted. Please poll ../requests/93457f02-9fd0-46f7-8a42-0f80bfd80af9 for status\n",
+      "2024-09-19 15:19:24 - INFO - Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 15:19:24 - INFO - Checking request status (../requests/93457f02-9fd0-46f7-8a42-0f80bfd80af9)...\n",
+      "2024-09-19 15:19:24 - INFO - The current status of the request is 'queued'\n",
+      "2024-09-19 15:19:25 - INFO - The current status of the request is 'processing'\n",
+      "2024-09-19 15:20:16 - INFO - The current status of the request is 'processed'\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "4016a9b2bc9643a0983e31eeeda091a7",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "93457f02-9fd0-46f7-8a42-0f80bfd80af9.grib:   0%|          | 0.00/547k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.data\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"0000\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\", \n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"164/167/169\",\n",
+    "    \"number\" : \"1/to/50\",\n",
+    "    \"step\": \"0/to/360\",\n",
+    "    \"feature\" : {\n",
+    "        \"type\" : \"timeseries\",\n",
+    "        \"points\": [[-9.109280931080349, 38.78655345978706]],\n",
+    "        \"axis\": \"step\",\n",
+    "    },\n",
+    "}\n",
+    "\n",
+    "ds = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
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+       "  min-width: 300px;\n",
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+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
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+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
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+       "  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",
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+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
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+       ".xr-sections {\n",
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+       "  display: none;\n",
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+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
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+       "\n",
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+       "  color: var(--xr-font-color2);\n",
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+       ".xr-section-item input:enabled + label:hover {\n",
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+       ".xr-section-summary {\n",
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+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
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+       "\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",
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+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
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+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
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+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
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+       ".xr-index-preview {\n",
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+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:   (x: 1, y: 1, z: 1, number: 50, datetime: 1, t: 145)\n",
+       "Coordinates:\n",
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+       "  * z         (z) int64 0\n",
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+       "  * datetime  (datetime) &lt;U20 &#x27;2024-09-17T00:00:00Z&#x27;\n",
+       "  * t         (t) datetime64[ns] 2024-09-17 2024-09-17T01:00:00 ... 2024-10-02\n",
+       "Data variables:\n",
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+       "    class:          od\n",
+       "    Forecast date:  2024-09-17T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0079\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf</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-11f48dc3-3e72-4adf-9aef-1fa5f7912c87' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-11f48dc3-3e72-4adf-9aef-1fa5f7912c87' 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'>x</span>: 1</li><li><span class='xr-has-index'>y</span>: 1</li><li><span class='xr-has-index'>z</span>: 1</li><li><span class='xr-has-index'>number</span>: 50</li><li><span class='xr-has-index'>datetime</span>: 1</li><li><span class='xr-has-index'>t</span>: 145</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f39f1266-19c9-4761-87fb-5df7ba88e721' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f39f1266-19c9-4761-87fb-5df7ba88e721' class='xr-section-summary' >Coordinates: <span>(6)</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'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-9.104</div><input id='attrs-a5f22115-602c-401d-99d5-7ed28e07ea48' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a5f22115-602c-401d-99d5-7ed28e07ea48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b939ea3c-5594-44ab-b184-af407c3cebdb' class='xr-var-data-in' type='checkbox'><label for='data-b939ea3c-5594-44ab-b184-af407c3cebdb' 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([-9.103691])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.81</div><input id='attrs-b6f2e51d-7bb0-4def-bc4b-ad1695ebf4ef' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b6f2e51d-7bb0-4def-bc4b-ad1695ebf4ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-217397f4-2cdb-438e-a924-88e7979e597d' class='xr-var-data-in' type='checkbox'><label for='data-217397f4-2cdb-438e-a924-88e7979e597d' 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([38.805195])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>z</span></div><div class='xr-var-dims'>(z)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-43f3b8d8-c006-48e9-890f-1499fe755825' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-43f3b8d8-c006-48e9-890f-1499fe755825' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5bde4ee0-0f43-4b43-b77d-be9775b7d08c' class='xr-var-data-in' type='checkbox'><label for='data-5bde4ee0-0f43-4b43-b77d-be9775b7d08c' 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])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-17bd2c51-c8d4-4d1b-a9ec-1095bbc0b54d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17bd2c51-c8d4-4d1b-a9ec-1095bbc0b54d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8aa19dec-fa03-45b8-a728-5058045147f6' class='xr-var-data-in' type='checkbox'><label for='data-8aa19dec-fa03-45b8-a728-5058045147f6' 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([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
+       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
+       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>datetime</span></div><div class='xr-var-dims'>(datetime)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-09-17T00:00:00Z&#x27;</div><input id='attrs-68a4cd19-910c-42d1-a5d6-0077335040cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-68a4cd19-910c-42d1-a5d6-0077335040cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fc8904a-4662-44c0-9e10-482e5ffc0ce2' class='xr-var-data-in' type='checkbox'><label for='data-6fc8904a-4662-44c0-9e10-482e5ffc0ce2' 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([&#x27;2024-09-17T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-09-17 ... 2024-10-02</div><input id='attrs-123f69e4-784e-4500-9e22-6d6c925ab415' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-123f69e4-784e-4500-9e22-6d6c925ab415' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41d8c4ca-9e33-4a15-b224-0751eab69688' class='xr-var-data-in' type='checkbox'><label for='data-41d8c4ca-9e33-4a15-b224-0751eab69688' 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([&#x27;2024-09-17T00:00:00.000000000&#x27;, &#x27;2024-09-17T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T02:00:00.000000000&#x27;, &#x27;2024-09-17T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T04:00:00.000000000&#x27;, &#x27;2024-09-17T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T06:00:00.000000000&#x27;, &#x27;2024-09-17T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T08:00:00.000000000&#x27;, &#x27;2024-09-17T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T10:00:00.000000000&#x27;, &#x27;2024-09-17T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T12:00:00.000000000&#x27;, &#x27;2024-09-17T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T14:00:00.000000000&#x27;, &#x27;2024-09-17T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T16:00:00.000000000&#x27;, &#x27;2024-09-17T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T18:00:00.000000000&#x27;, &#x27;2024-09-17T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T20:00:00.000000000&#x27;, &#x27;2024-09-17T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-17T22:00:00.000000000&#x27;, &#x27;2024-09-17T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T00:00:00.000000000&#x27;, &#x27;2024-09-18T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T02:00:00.000000000&#x27;, &#x27;2024-09-18T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T04:00:00.000000000&#x27;, &#x27;2024-09-18T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T06:00:00.000000000&#x27;, &#x27;2024-09-18T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T08:00:00.000000000&#x27;, &#x27;2024-09-18T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T10:00:00.000000000&#x27;, &#x27;2024-09-18T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T12:00:00.000000000&#x27;, &#x27;2024-09-18T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T14:00:00.000000000&#x27;, &#x27;2024-09-18T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T16:00:00.000000000&#x27;, &#x27;2024-09-18T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T18:00:00.000000000&#x27;, &#x27;2024-09-18T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T20:00:00.000000000&#x27;, &#x27;2024-09-18T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-18T22:00:00.000000000&#x27;, &#x27;2024-09-18T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T00:00:00.000000000&#x27;, &#x27;2024-09-19T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T02:00:00.000000000&#x27;, &#x27;2024-09-19T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T04:00:00.000000000&#x27;, &#x27;2024-09-19T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T06:00:00.000000000&#x27;, &#x27;2024-09-19T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T08:00:00.000000000&#x27;, &#x27;2024-09-19T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T10:00:00.000000000&#x27;, &#x27;2024-09-19T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T12:00:00.000000000&#x27;, &#x27;2024-09-19T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T14:00:00.000000000&#x27;, &#x27;2024-09-19T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T16:00:00.000000000&#x27;, &#x27;2024-09-19T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T18:00:00.000000000&#x27;, &#x27;2024-09-19T19:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T20:00:00.000000000&#x27;, &#x27;2024-09-19T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-19T22:00:00.000000000&#x27;, &#x27;2024-09-19T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T00:00:00.000000000&#x27;, &#x27;2024-09-20T01:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T02:00:00.000000000&#x27;, &#x27;2024-09-20T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T04:00:00.000000000&#x27;, &#x27;2024-09-20T05:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T06:00:00.000000000&#x27;, &#x27;2024-09-20T07:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T08:00:00.000000000&#x27;, &#x27;2024-09-20T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T10:00:00.000000000&#x27;, &#x27;2024-09-20T11:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T12:00:00.000000000&#x27;, &#x27;2024-09-20T13:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T14:00:00.000000000&#x27;, &#x27;2024-09-20T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T16:00:00.000000000&#x27;, &#x27;2024-09-20T17:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-20T18:00:00.000000000&#x27;, &#x27;2024-09-20T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-21T00:00:00.000000000&#x27;, &#x27;2024-09-21T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-21T06:00:00.000000000&#x27;, &#x27;2024-09-21T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-21T12:00:00.000000000&#x27;, &#x27;2024-09-21T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-21T18:00:00.000000000&#x27;, &#x27;2024-09-21T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-22T00:00:00.000000000&#x27;, &#x27;2024-09-22T03:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-22T06:00:00.000000000&#x27;, &#x27;2024-09-22T09:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-22T12:00:00.000000000&#x27;, &#x27;2024-09-22T15:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-22T18:00:00.000000000&#x27;, &#x27;2024-09-22T21:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-23T00:00:00.000000000&#x27;, &#x27;2024-09-23T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-23T12:00:00.000000000&#x27;, &#x27;2024-09-23T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-24T00:00:00.000000000&#x27;, &#x27;2024-09-24T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-24T12:00:00.000000000&#x27;, &#x27;2024-09-24T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-25T00:00:00.000000000&#x27;, &#x27;2024-09-25T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-25T12:00:00.000000000&#x27;, &#x27;2024-09-25T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-26T00:00:00.000000000&#x27;, &#x27;2024-09-26T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-26T12:00:00.000000000&#x27;, &#x27;2024-09-26T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-27T00:00:00.000000000&#x27;, &#x27;2024-09-27T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-27T12:00:00.000000000&#x27;, &#x27;2024-09-27T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-28T00:00:00.000000000&#x27;, &#x27;2024-09-28T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-28T12:00:00.000000000&#x27;, &#x27;2024-09-28T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-29T00:00:00.000000000&#x27;, &#x27;2024-09-29T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-29T12:00:00.000000000&#x27;, &#x27;2024-09-29T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-30T00:00:00.000000000&#x27;, &#x27;2024-09-30T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-09-30T12:00:00.000000000&#x27;, &#x27;2024-09-30T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-10-01T00:00:00.000000000&#x27;, &#x27;2024-10-01T06:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-10-01T12:00:00.000000000&#x27;, &#x27;2024-10-01T18:00:00.000000000&#x27;,\n",
+       "       &#x27;2024-10-02T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-049c8b7c-fb2a-44c5-b1b1-3149e70c3a3c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-049c8b7c-fb2a-44c5-b1b1-3149e70c3a3c' class='xr-section-summary' >Data variables: <span>(3)</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>tcc</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.1876 0.2019 ... 0.002045 0.9239</div><input id='attrs-5cddea93-31ea-4209-b18d-0eadaf7d463f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5cddea93-31ea-4209-b18d-0eadaf7d463f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63303b02-5417-490b-ad58-b4ac2a5c6ede' class='xr-var-data-in' type='checkbox'><label for='data-63303b02-5417-490b-ad58-b4ac2a5c6ede' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>(0 - 1)</dd><dt><span>long_name :</span></dt><dd>tcc</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[0.18755603, 0.20187378, 0.22143555, ..., 0.42416382,\n",
+       "            0.06652832, 0.38973999]],\n",
+       "\n",
+       "          [[0.84024048, 1.        , 1.        , ..., 0.36480713,\n",
+       "            0.20724487, 1.        ]],\n",
+       "\n",
+       "          [[0.28903592, 1.        , 1.        , ..., 1.        ,\n",
+       "            0.04730225, 0.65316772]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[0.23522949, 0.12759399, 0.20602417, ..., 0.64767456,\n",
+       "            0.31796265, 0.61242676]],\n",
+       "\n",
+       "          [[0.3374871 , 0.37780762, 0.86883545, ..., 1.        ,\n",
+       "            0.6835022 , 0.28082275]],\n",
+       "\n",
+       "          [[0.18701172, 0.13116455, 0.14764404, ..., 0.19683838,\n",
+       "            0.00204468, 0.92391968]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>293.0 292.4 292.5 ... 296.1 294.5</div><input id='attrs-12abf1bd-6876-4eb4-bdee-4e84ed00d235' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-12abf1bd-6876-4eb4-bdee-4e84ed00d235' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3350de4f-6eb8-4996-b822-a6a3d0c436ef' class='xr-var-data-in' type='checkbox'><label for='data-3350de4f-6eb8-4996-b822-a6a3d0c436ef' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[292.95777893, 292.39741516, 292.54872131, ...,\n",
+       "            304.53979492, 296.89866638, 294.40054321]],\n",
+       "\n",
+       "          [[293.29222107, 293.8855896 , 294.1882019 , ...,\n",
+       "            304.88526917, 297.50657654, 296.01228333]],\n",
+       "\n",
+       "          [[293.10391235, 292.92124939, 293.79577637, ...,\n",
+       "            306.13114929, 296.95388794, 294.65364075]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[293.19241333, 292.91906738, 292.84257507, ...,\n",
+       "            301.72973633, 296.71070862, 294.51904297]],\n",
+       "\n",
+       "          [[293.22041321, 293.06028748, 293.04936218, ...,\n",
+       "            295.56100464, 294.8813324 , 294.70167542]],\n",
+       "\n",
+       "          [[293.12495422, 292.92947388, 292.90919495, ...,\n",
+       "            305.73077393, 296.13156128, 294.50889587]]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(x, y, z, number, datetime, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 ... 3.189e+08 3.189e+08</div><input id='attrs-34ebdede-3e89-4ab8-b01c-77ce3695cd30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34ebdede-3e89-4ab8-b01c-77ce3695cd30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59a1f7cd-2622-41c3-9e43-f08baf542cec' class='xr-var-data-in' type='checkbox'><label for='data-59a1f7cd-2622-41c3-9e43-f08baf542cec' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[[[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.08257594e+08, 3.12107834e+08, 3.12107834e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            2.97379917e+08, 3.00861517e+08, 3.00861517e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.22440626e+08, 3.24570546e+08, 3.24570546e+08]],\n",
+       "\n",
+       "          ...,\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.13344349e+08, 3.15769181e+08, 3.15769181e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            2.97315285e+08, 2.97667541e+08, 2.97667541e+08]],\n",
+       "\n",
+       "          [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
+       "            3.14834245e+08, 3.18864709e+08, 3.18864709e+08]]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f2e54ee4-0232-428d-bbe0-ca651fbe08bc' class='xr-section-summary-in' type='checkbox'  ><label for='section-f2e54ee4-0232-428d-bbe0-ca651fbe08bc' class='xr-section-summary' >Indexes: <span>(6)</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-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-75804609-a222-4280-969e-6a252c26478a' class='xr-index-data-in' type='checkbox'/><label for='index-75804609-a222-4280-969e-6a252c26478a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([-9.103690510366], dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0636c486-d2db-4539-b2f5-f5af73bb2252' class='xr-index-data-in' type='checkbox'/><label for='index-0636c486-d2db-4539-b2f5-f5af73bb2252' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([38.805194805195], dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>z</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8e07028e-31b8-4ef6-8748-3904da91518e' class='xr-index-data-in' type='checkbox'/><label for='index-8e07028e-31b8-4ef6-8748-3904da91518e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([0], dtype=&#x27;int64&#x27;, name=&#x27;z&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e06a9199-4296-4c6e-a45f-bde4b43952ac' class='xr-index-data-in' type='checkbox'/><label for='index-e06a9199-4296-4c6e-a45f-bde4b43952ac' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 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,\n",
+       "            35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
+       "           dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>datetime</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4cd8a9ed-f2e3-4558-a726-9580d4bfab63' class='xr-index-data-in' type='checkbox'/><label for='index-4cd8a9ed-f2e3-4558-a726-9580d4bfab63' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-09-17T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetime&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>t</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d9a108a6-90f0-4d49-b2b2-2c3e84cb4ec2' class='xr-index-data-in' type='checkbox'/><label for='index-d9a108a6-90f0-4d49-b2b2-2c3e84cb4ec2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2024-09-17 00:00:00&#x27;, &#x27;2024-09-17 01:00:00&#x27;,\n",
+       "               &#x27;2024-09-17 02:00:00&#x27;, &#x27;2024-09-17 03:00:00&#x27;,\n",
+       "               &#x27;2024-09-17 04:00:00&#x27;, &#x27;2024-09-17 05:00:00&#x27;,\n",
+       "               &#x27;2024-09-17 06:00:00&#x27;, &#x27;2024-09-17 07:00:00&#x27;,\n",
+       "               &#x27;2024-09-17 08:00:00&#x27;, &#x27;2024-09-17 09:00:00&#x27;,\n",
+       "               ...\n",
+       "               &#x27;2024-09-29 18:00:00&#x27;, &#x27;2024-09-30 00:00:00&#x27;,\n",
+       "               &#x27;2024-09-30 06:00:00&#x27;, &#x27;2024-09-30 12:00:00&#x27;,\n",
+       "               &#x27;2024-09-30 18:00:00&#x27;, &#x27;2024-10-01 00:00:00&#x27;,\n",
+       "               &#x27;2024-10-01 06:00:00&#x27;, &#x27;2024-10-01 12:00:00&#x27;,\n",
+       "               &#x27;2024-10-01 18:00:00&#x27;, &#x27;2024-10-02 00:00:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;t&#x27;, length=145, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5656521b-c8cf-4d61-b026-0685b6795667' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5656521b-c8cf-4d61-b026-0685b6795667' 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>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2024-09-17T00:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0079</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:   (x: 1, y: 1, z: 1, number: 50, datetime: 1, t: 145)\n",
+       "Coordinates:\n",
+       "  * x         (x) float64 -9.104\n",
+       "  * y         (y) float64 38.81\n",
+       "  * z         (z) int64 0\n",
+       "  * number    (number) int64 1 2 3 4 5 6 7 8 9 10 ... 42 43 44 45 46 47 48 49 50\n",
+       "  * datetime  (datetime) <U20 '2024-09-17T00:00:00Z'\n",
+       "  * t         (t) datetime64[ns] 2024-09-17 2024-09-17T01:00:00 ... 2024-10-02\n",
+       "Data variables:\n",
+       "    tcc       (x, y, z, number, datetime, t) float64 0.1876 0.2019 ... 0.9239\n",
+       "    2t        (x, y, z, number, datetime, t) float64 293.0 292.4 ... 296.1 294.5\n",
+       "    ssrd      (x, y, z, number, datetime, t) float64 0.0 0.0 ... 3.189e+08\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2024-09-17T00:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0079\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    stream:         enfo\n",
+       "    type:           pf"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "da = ds.to_xarray()\n",
+    "da"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The following visualisation does not use the latest version of earthkit-plots. To replicate it you need to install the https://github.com/ecmwf/earthkit-plots/tree/feature/ams-meteograms branch"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
+       "data": [
+        {
+         "fillcolor": "#b3c6ff",
+         "hoverinfo": "skip",
+         "line": {
+          "color": "#0040ff",
+          "width": 1.5
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+       "                            \n",
+       "var gd = document.getElementById('8a199b8b-6c1c-4cf2-af15-7849ec9ce9da');\n",
+       "var x = new MutationObserver(function (mutations, observer) {{\n",
+       "        var display = window.getComputedStyle(gd).display;\n",
+       "        if (!display || display === 'none') {{\n",
+       "            console.log([gd, 'removed!']);\n",
+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
+       "        }}\n",
+       "}});\n",
+       "\n",
+       "// Listen for the removal of the full notebook cells\n",
+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "// Listen for the clearing of the current output cell\n",
+       "var outputEl = gd.closest('.output');\n",
+       "if (outputEl) {{\n",
+       "    x.observe(outputEl, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "                        })                };                });            </script>        </div>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "19a9a2e4e3f14e3e8db1277382ea5243",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "Output()"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import ipywidgets as widgets\n",
+    "import earthkit.plots\n",
+    "import earthkit.data\n",
+    "\n",
+    "TIME_FREQUENCY = \"6H\"\n",
+    "\n",
+    "def f():\n",
+    "    data = ds\n",
+    "    chart = earthkit.plots.Chart()\n",
+    "    chart.box(data, time_frequency=TIME_FREQUENCY)\n",
+    "    chart.line(data, time_frequency=TIME_FREQUENCY, aggregation=\"mean\", line_color=\"purple\")\n",
+    "    chart.show()\n",
+    "\n",
+    "out = widgets.interactive_output(f, {})\n",
+    "display(out)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "polytope_venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.8"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/examples/04_vertical_profile.ipynb b/docs/examples/04_vertical_profile.ipynb
new file mode 100644
index 0000000..7d286bf
--- /dev/null
+++ b/docs/examples/04_vertical_profile.ipynb
@@ -0,0 +1,653 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:polytope.api.Client.AFDAM3:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Creating Polytope client...\n",
+      "2024-09-19 13:13:49 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.AFDAM3:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 13:13:49 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240918'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  points:\\n'\n",
+      "            '  - - 38.9\\n'\n",
+      "            '    - -9.1\\n'\n",
+      "            '  type: verticalprofile\\n'\n",
+      "            'levelist: 1/to/1000\\n'\n",
+      "            'levtype: pl\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            'param: 203/133\\n'\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '0000'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.AFDAM3:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240918'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  points:\\n'\n",
+      "            '  - - 38.9\\n'\n",
+      "            '    - -9.1\\n'\n",
+      "            '  type: verticalprofile\\n'\n",
+      "            'levelist: 1/to/1000\\n'\n",
+      "            'levtype: pl\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            'param: 203/133\\n'\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '0000'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 13:13:49 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.AFDAM3:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240918'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  points:\\n  - - 38.9\\n    - -9.1\\n  type: verticalprofile\\nlevelist: 1/to/1000\\nlevtype: pl\\nnumber: '1'\\nparam: 203/133\\nstep: '0'\\nstream: enfo\\ntime: '0000'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:13:50 - INFO - Request accepted. Please poll ../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f for status\n",
+      "INFO:polytope.api.Client.AFDAM3:Request accepted. Please poll ../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f for status\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Server message: Request queued\n",
+      "2024-09-19 13:13:50 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.AFDAM3:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 13:13:50 - INFO - Checking request status (../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f)...\n",
+      "INFO:polytope.api.Client.AFDAM3:Checking request status (../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f)...\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:13:50 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.AFDAM3:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:13:51 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.AFDAM3:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/1387e47f-ed3f-4163-a02c-0ffe28d57f5f HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/1387e47f-ed3f-4163-a02c-0ffe28d57f5f.grib HTTP/11\" 200 3404\n",
+      "DEBUG:polytope.api.Client.AFDAM3:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 13:13:54 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.AFDAM3:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/1387e47f-ed3f-4163-a02c-0ffe28d57f5f.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "11ab00d7b8614d03a316cbeb8c3d37fb",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "1387e47f-ed3f-4163-a02c-0ffe28d57f5f.grib:   0%|          | 0.00/3.32k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/1387e47f-ed3f-4163-a02c-0ffe28d57f5f.grib HTTP/11\" 200 3404\n"
+     ]
+    }
+   ],
+   "source": [
+    "import earthkit.data\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\": \"enfo\",\n",
+    "    \"type\": \"pf\",\n",
+    "    \"date\": \"20240918\",\n",
+    "    \"time\": \"0000\",\n",
+    "    \"levtype\": \"pl\",\n",
+    "    \"expver\": \"0079\",\n",
+    "    \"domain\": \"g\",\n",
+    "    \"param\": \"203/133\",\n",
+    "    \"number\": \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"levelist\": \"1/to/1000\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"verticalprofile\",\n",
+    "        \"points\": [[38.9, -9.1]],\n",
+    "    },\n",
+    "}\n",
+    "\n",
+    "ds = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       "\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-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\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",
+       ".xr-index-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",
+       ".xr-index-data-in:checked ~ .xr-index-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-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-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",
+       ".xr-no-icon {\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.Dataset&gt;\n",
+       "Dimensions:  (x: 1, y: 1, t: 1, number: 1, z: 22)\n",
+       "Coordinates:\n",
+       "  * x        (x) float64 38.91\n",
+       "  * y        (y) float64 350.9\n",
+       "  * t        (t) &lt;U20 &#x27;2024-09-18T00:00:00Z&#x27;\n",
+       "  * number   (number) int64 1\n",
+       "  * z        (z) int64 1 2 3 5 7 10 20 30 ... 300 400 500 600 700 850 925 1000\n",
+       "Data variables:\n",
+       "    q        (x, y, t, number, z) float64 4.112e-06 4.091e-06 ... 0.006511\n",
+       "    o3       (x, y, t, number, z) float64 4.657e-06 8.39e-06 ... 7.385e-08\n",
+       "Attributes:\n",
+       "    class:    od\n",
+       "    domain:   g\n",
+       "    expver:   0079\n",
+       "    levtype:  pl\n",
+       "    number:   1\n",
+       "    stream:   enfo\n",
+       "    type:     pf</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-ccf4533e-0289-4b0d-a2cd-e31df1445d36' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ccf4533e-0289-4b0d-a2cd-e31df1445d36' 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'>x</span>: 1</li><li><span class='xr-has-index'>y</span>: 1</li><li><span class='xr-has-index'>t</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>z</span>: 22</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-bf892c1a-2778-48dd-843d-ffe7b696974b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bf892c1a-2778-48dd-843d-ffe7b696974b' 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'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>38.91</div><input id='attrs-053c09c8-32f0-4246-9576-38602fc66b22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-053c09c8-32f0-4246-9576-38602fc66b22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84c05166-ddf9-4052-9ff9-e04b383aa32e' class='xr-var-data-in' type='checkbox'><label for='data-84c05166-ddf9-4052-9ff9-e04b383aa32e' 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([38.910368])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>350.9</div><input id='attrs-5b40bab7-5c57-4c5b-a3a3-71874e076aaf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b40bab7-5c57-4c5b-a3a3-71874e076aaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a39b7cf1-c1b8-4525-868e-398e3404d915' class='xr-var-data-in' type='checkbox'><label for='data-a39b7cf1-c1b8-4525-868e-398e3404d915' 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([350.889193])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-09-18T00:00:00Z&#x27;</div><input id='attrs-dde83add-6717-46f8-b4c7-931bd91cf08b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dde83add-6717-46f8-b4c7-931bd91cf08b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75e23354-ee37-4a24-a72b-0fd2d600e98e' class='xr-var-data-in' type='checkbox'><label for='data-75e23354-ee37-4a24-a72b-0fd2d600e98e' 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([&#x27;2024-09-18T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-ac514eb2-45e1-40ad-b779-5542af572269' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac514eb2-45e1-40ad-b779-5542af572269' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57eccd99-abb3-4101-9044-92af9c5b2119' class='xr-var-data-in' type='checkbox'><label for='data-57eccd99-abb3-4101-9044-92af9c5b2119' 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([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>z</span></div><div class='xr-var-dims'>(z)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 5 7 ... 600 700 850 925 1000</div><input id='attrs-171749bb-2b56-437c-9a5b-8c2f365f9852' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-171749bb-2b56-437c-9a5b-8c2f365f9852' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d36b6db0-05aa-4db7-9ed6-83d213b799f3' class='xr-var-data-in' type='checkbox'><label for='data-d36b6db0-05aa-4db7-9ed6-83d213b799f3' 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([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,  150,\n",
+       "        200,  250,  300,  400,  500,  600,  700,  850,  925, 1000])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8b348014-2ccb-4fe3-ba2c-175d38a0a596' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8b348014-2ccb-4fe3-ba2c-175d38a0a596' class='xr-section-summary' >Data variables: <span>(2)</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>q</span></div><div class='xr-var-dims'>(x, y, t, number, z)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.112e-06 4.091e-06 ... 0.006511</div><input id='attrs-3b3f605e-3630-447a-b895-e483f95b5cd1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b3f605e-3630-447a-b895-e483f95b5cd1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c38a516f-285d-4969-b491-6eb9cb1cf872' class='xr-var-data-in' type='checkbox'><label for='data-c38a516f-285d-4969-b491-6eb9cb1cf872' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>q</dd></dl></div><div class='xr-var-data'><pre>array([[[[[4.11174915e-06, 4.09143831e-06, 3.87406999e-06,\n",
+       "           3.66054155e-06, 3.56262899e-06, 3.46783327e-06,\n",
+       "           3.08668859e-06, 2.81412940e-06, 2.80532277e-06,\n",
+       "           2.75810544e-06, 3.00351530e-06, 3.48687172e-06,\n",
+       "           2.74553895e-05, 4.16636467e-05, 4.88162041e-05,\n",
+       "           6.24656677e-05, 8.72612000e-04, 1.42335892e-04,\n",
+       "           1.48367882e-03, 4.45747375e-03, 5.13505936e-03,\n",
+       "           6.51121140e-03]]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>o3</span></div><div class='xr-var-dims'>(x, y, t, number, z)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.657e-06 8.39e-06 ... 7.385e-08</div><input id='attrs-37ef763e-eacc-4c85-8481-845b4923f055' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37ef763e-eacc-4c85-8481-845b4923f055' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c19be789-4909-4de1-b560-f34132266134' class='xr-var-data-in' type='checkbox'><label for='data-c19be789-4909-4de1-b560-f34132266134' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>o3</dd></dl></div><div class='xr-var-data'><pre>array([[[[[4.65731409e-06, 8.39028871e-06, 1.14948980e-05,\n",
+       "           1.32672922e-05, 1.35963955e-05, 1.32805189e-05,\n",
+       "           1.09058283e-05, 7.65742971e-06, 3.40201132e-06,\n",
+       "           1.87612341e-06, 1.22084748e-06, 1.01365731e-06,\n",
+       "           4.32570232e-07, 1.66241080e-07, 1.39203621e-07,\n",
+       "           1.89422281e-07, 8.18399712e-08, 8.23590263e-08,\n",
+       "           7.99072435e-08, 7.88321515e-08, 7.87322882e-08,\n",
+       "           7.38503729e-08]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3f73f0fe-02db-41c7-b3fa-4f2b43d271c2' class='xr-section-summary-in' type='checkbox'  ><label for='section-3f73f0fe-02db-41c7-b3fa-4f2b43d271c2' class='xr-section-summary' >Indexes: <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-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b02878a6-b492-4959-b2b3-6ebffdf0bede' class='xr-index-data-in' type='checkbox'/><label for='index-b02878a6-b492-4959-b2b3-6ebffdf0bede' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([38.910368186756], dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-304f57a3-001a-4629-a207-b29c681429af' class='xr-index-data-in' type='checkbox'/><label for='index-304f57a3-001a-4629-a207-b29c681429af' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([350.889192886457], dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>t</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-279da04a-c654-4743-b102-e81116d911c1' class='xr-index-data-in' type='checkbox'/><label for='index-279da04a-c654-4743-b102-e81116d911c1' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-09-18T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;t&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d9afa972-b3c4-4c5b-8d61-c561fd1644ca' class='xr-index-data-in' type='checkbox'/><label for='index-d9afa972-b3c4-4c5b-8d61-c561fd1644ca' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>z</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f64e53c5-7935-49ac-a101-51f1cfd3d0b9' class='xr-index-data-in' type='checkbox'/><label for='index-f64e53c5-7935-49ac-a101-51f1cfd3d0b9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([   1,    2,    3,    5,    7,   10,   20,   30,   50,   70,  100,\n",
+       "             150,  200,  250,  300,  400,  500,  600,  700,  850,  925, 1000],\n",
+       "           dtype=&#x27;int64&#x27;, name=&#x27;z&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-94993eee-0b6e-4fca-92b2-d561246cc59f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-94993eee-0b6e-4fca-92b2-d561246cc59f' 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>class :</span></dt><dd>od</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0079</dd><dt><span>levtype :</span></dt><dd>pl</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:  (x: 1, y: 1, t: 1, number: 1, z: 22)\n",
+       "Coordinates:\n",
+       "  * x        (x) float64 38.91\n",
+       "  * y        (y) float64 350.9\n",
+       "  * t        (t) <U20 '2024-09-18T00:00:00Z'\n",
+       "  * number   (number) int64 1\n",
+       "  * z        (z) int64 1 2 3 5 7 10 20 30 ... 300 400 500 600 700 850 925 1000\n",
+       "Data variables:\n",
+       "    q        (x, y, t, number, z) float64 4.112e-06 4.091e-06 ... 0.006511\n",
+       "    o3       (x, y, t, number, z) float64 4.657e-06 8.39e-06 ... 7.385e-08\n",
+       "Attributes:\n",
+       "    class:    od\n",
+       "    domain:   g\n",
+       "    expver:   0079\n",
+       "    levtype:  pl\n",
+       "    number:   1\n",
+       "    stream:   enfo\n",
+       "    type:     pf"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "da = ds.to_xarray()\n",
+    "da"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "polytope_venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.8"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/examples/05_polytope_polygon.ipynb b/docs/examples/05_polytope_polygon.ipynb
new file mode 100644
index 0000000..6e1aec9
--- /dev/null
+++ b/docs/examples/05_polytope_polygon.ipynb
@@ -0,0 +1,3414 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:polytope.api.Client.MCIRN2:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope-test.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Creating Polytope client...\n",
+      "2024-09-19 13:50:24 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.MCIRN2:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 13:50:24 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 41.870881288\\n'\n",
+      "            '    - -8.879136\\n'\n",
+      "            '  - - 41.694339317422646\\n'\n",
+      "            '    - -8.824238614026456\\n'\n",
+      "            '  - - 40.171924585721314\\n'\n",
+      "            '    - -8.902386975546364\\n'\n",
+      "            '  - - 38.75694209400925\\n'\n",
+      "            '    - -9.493088042617785\\n'\n",
+      "            '  - - 38.42424252381525\\n'\n",
+      "            '    - -9.171674240710018\\n'\n",
+      "            '  - - 38.49907333213173\\n'\n",
+      "            '    - -8.676525850529856\\n'\n",
+      "            '  - - 37.057269459205145\\n'\n",
+      "            '    - -8.971873318897366\\n'\n",
+      "            '  - - 37.162874354643776\\n'\n",
+      "            '    - -7.406745406502978\\n'\n",
+      "            '  - - 38.19776118392036\\n'\n",
+      "            '    - -6.931663452624974\\n'\n",
+      "            '  - - 38.4280922170291\\n'\n",
+      "            '    - -7.321584397020473\\n'\n",
+      "            '  - - 39.011852875635526\\n'\n",
+      "            '    - -6.9787177479519755\\n'\n",
+      "            '  - - 39.66227871551288\\n'\n",
+      "            '    - -7.5393956904523804\\n'\n",
+      "            '  - - 39.66568774825791\\n'\n",
+      "            '    - -7.03915852435145\\n'\n",
+      "            '  - - 40.0019453234905\\n'\n",
+      "            '    - -6.883203763416162\\n'\n",
+      "            '  - - 40.20373392742229\\n'\n",
+      "            '    - -7.035724907677206\\n'\n",
+      "            '  - - 40.350463990828985\\n'\n",
+      "            '    - -6.8135246275213035\\n'\n",
+      "            '  - - 41.030499770212515\\n'\n",
+      "            '    - -6.905947651233703\\n'\n",
+      "            '  - - 41.593647729084154\\n'\n",
+      "            '    - -6.22847017956974\\n'\n",
+      "            '  - - 41.67712153119277\\n'\n",
+      "            '    - -6.544984134823352\\n'\n",
+      "            '  - - 41.949682257268876\\n'\n",
+      "            '    - -6.567927092516641\\n'\n",
+      "            '  - - 41.96960294343674\\n'\n",
+      "            '    - -7.1747800681640115\\n'\n",
+      "            '  - - 41.88337981339092\\n'\n",
+      "            '    - -7.196871678410446\\n'\n",
+      "            '  - - 41.81334515396762\\n'\n",
+      "            '    - -8.156666519264604\\n'\n",
+      "            '  - - 42.14242723772878\\n'\n",
+      "            '    - -8.205142297350534\\n'\n",
+      "            '  - - 41.870881288\\n'\n",
+      "            '    - -8.879136\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            'param: 167/169\\n'\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.MCIRN2:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 41.870881288\\n'\n",
+      "            '    - -8.879136\\n'\n",
+      "            '  - - 41.694339317422646\\n'\n",
+      "            '    - -8.824238614026456\\n'\n",
+      "            '  - - 40.171924585721314\\n'\n",
+      "            '    - -8.902386975546364\\n'\n",
+      "            '  - - 38.75694209400925\\n'\n",
+      "            '    - -9.493088042617785\\n'\n",
+      "            '  - - 38.42424252381525\\n'\n",
+      "            '    - -9.171674240710018\\n'\n",
+      "            '  - - 38.49907333213173\\n'\n",
+      "            '    - -8.676525850529856\\n'\n",
+      "            '  - - 37.057269459205145\\n'\n",
+      "            '    - -8.971873318897366\\n'\n",
+      "            '  - - 37.162874354643776\\n'\n",
+      "            '    - -7.406745406502978\\n'\n",
+      "            '  - - 38.19776118392036\\n'\n",
+      "            '    - -6.931663452624974\\n'\n",
+      "            '  - - 38.4280922170291\\n'\n",
+      "            '    - -7.321584397020473\\n'\n",
+      "            '  - - 39.011852875635526\\n'\n",
+      "            '    - -6.9787177479519755\\n'\n",
+      "            '  - - 39.66227871551288\\n'\n",
+      "            '    - -7.5393956904523804\\n'\n",
+      "            '  - - 39.66568774825791\\n'\n",
+      "            '    - -7.03915852435145\\n'\n",
+      "            '  - - 40.0019453234905\\n'\n",
+      "            '    - -6.883203763416162\\n'\n",
+      "            '  - - 40.20373392742229\\n'\n",
+      "            '    - -7.035724907677206\\n'\n",
+      "            '  - - 40.350463990828985\\n'\n",
+      "            '    - -6.8135246275213035\\n'\n",
+      "            '  - - 41.030499770212515\\n'\n",
+      "            '    - -6.905947651233703\\n'\n",
+      "            '  - - 41.593647729084154\\n'\n",
+      "            '    - -6.22847017956974\\n'\n",
+      "            '  - - 41.67712153119277\\n'\n",
+      "            '    - -6.544984134823352\\n'\n",
+      "            '  - - 41.949682257268876\\n'\n",
+      "            '    - -6.567927092516641\\n'\n",
+      "            '  - - 41.96960294343674\\n'\n",
+      "            '    - -7.1747800681640115\\n'\n",
+      "            '  - - 41.88337981339092\\n'\n",
+      "            '    - -7.196871678410446\\n'\n",
+      "            '  - - 41.81334515396762\\n'\n",
+      "            '    - -8.156666519264604\\n'\n",
+      "            '  - - 42.14242723772878\\n'\n",
+      "            '    - -8.205142297350534\\n'\n",
+      "            '  - - 41.870881288\\n'\n",
+      "            '    - -8.879136\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            'param: 167/169\\n'\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 13:50:24 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.MCIRN2:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP POST https://polytope-test.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 41.870881288\\n    - -8.879136\\n  - - 41.694339317422646\\n    - -8.824238614026456\\n  - - 40.171924585721314\\n    - -8.902386975546364\\n  - - 38.75694209400925\\n    - -9.493088042617785\\n  - - 38.42424252381525\\n    - -9.171674240710018\\n  - - 38.49907333213173\\n    - -8.676525850529856\\n  - - 37.057269459205145\\n    - -8.971873318897366\\n  - - 37.162874354643776\\n    - -7.406745406502978\\n  - - 38.19776118392036\\n    - -6.931663452624974\\n  - - 38.4280922170291\\n    - -7.321584397020473\\n  - - 39.011852875635526\\n    - -6.9787177479519755\\n  - - 39.66227871551288\\n    - -7.5393956904523804\\n  - - 39.66568774825791\\n    - -7.03915852435145\\n  - - 40.0019453234905\\n    - -6.883203763416162\\n  - - 40.20373392742229\\n    - -7.035724907677206\\n  - - 40.350463990828985\\n    - -6.8135246275213035\\n  - - 41.030499770212515\\n    - -6.905947651233703\\n  - - 41.593647729084154\\n    - -6.22847017956974\\n  - - 41.67712153119277\\n    - -6.544984134823352\\n  - - 41.949682257268876\\n    - -6.567927092516641\\n  - - 41.96960294343674\\n    - -7.1747800681640115\\n  - - 41.88337981339092\\n    - -7.196871678410446\\n  - - 41.81334515396762\\n    - -8.156666519264604\\n  - - 42.14242723772878\\n    - -8.205142297350534\\n  - - 41.870881288\\n    - -8.879136\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: 167/169\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:50:25 - INFO - Request accepted. Please poll ../requests/1fcf6c16-538c-4387-a809-332e92c461a8 for status\n",
+      "INFO:polytope.api.Client.MCIRN2:Request accepted. Please poll ../requests/1fcf6c16-538c-4387-a809-332e92c461a8 for status\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Server message: Request queued\n",
+      "2024-09-19 13:50:25 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.MCIRN2:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 13:50:25 - INFO - Checking request status (../requests/1fcf6c16-538c-4387-a809-332e92c461a8)...\n",
+      "INFO:polytope.api.Client.MCIRN2:Checking request status (../requests/1fcf6c16-538c-4387-a809-332e92c461a8)...\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:50:25 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.MCIRN2:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 13:50:26 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.MCIRN2:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/1fcf6c16-538c-4387-a809-332e92c461a8\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/1fcf6c16-538c-4387-a809-332e92c461a8 HTTP/11\" 303 179\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"GET /default/1fcf6c16-538c-4387-a809-332e92c461a8.grib HTTP/11\" 200 72919\n",
+      "DEBUG:polytope.api.Client.MCIRN2:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 13:50:30 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.MCIRN2:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"HEAD /default/1fcf6c16-538c-4387-a809-332e92c461a8.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "2e8d39a14d4a4567a36efc6d2a6ef563",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "1fcf6c16-538c-4387-a809-332e92c461a8.grib:   0%|          | 0.00/71.2k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"GET /default/1fcf6c16-538c-4387-a809-332e92c461a8.grib HTTP/11\" 200 72919\n"
+     ]
+    }
+   ],
+   "source": [
+    "import earthkit.data\n",
+    "\n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167/169\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": [[41.870881288,-8.8791360], [41.694339317422646, -8.824238614026456], [40.171924585721314, -8.902386975546364], [38.75694209400925, -9.493088042617785], [38.42424252381525, -9.171674240710018], [38.49907333213173, -8.676525850529856], [37.057269459205145, -8.971873318897366], [37.162874354643776, -7.406745406502978], [38.19776118392036, -6.931663452624974], [38.4280922170291, -7.321584397020473], [39.011852875635526, -6.9787177479519755], [39.66227871551288, -7.5393956904523804], [39.66568774825791, -7.03915852435145], [40.0019453234905, -6.883203763416162], [40.20373392742229, -7.035724907677206], [40.350463990828985, -6.8135246275213035], [41.030499770212515, -6.905947651233703], [41.593647729084154, -6.22847017956974], [41.67712153119277, -6.544984134823352], [41.949682257268876, -6.567927092516641], [41.96960294343674, -7.1747800681640115], [41.88337981339092, -7.196871678410446], [41.81334515396762,-8.156666519264604], [42.14242723772878, -8.205142297350534], [41.870881288,-8.8791360]],\n",
+    "    },\n",
+    "}\n",
+    "\n",
+    "ds = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope-test.ecmwf.int')\n",
+    "data_1 = ds.to_xarray()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
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+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body[data-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",
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+       "}\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-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\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",
+       ".xr-index-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",
+       ".xr-index-data-in:checked ~ .xr-index-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-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-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",
+       ".xr-no-icon {\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.Dataset&gt;\n",
+       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 1093)\n",
+       "Coordinates:\n",
+       "  * datetimes  (datetimes) &lt;U20 &#x27;2024-09-17T12:00:00Z&#x27;\n",
+       "  * number     (number) int64 1\n",
+       "  * steps      (steps) int64 0\n",
+       "  * points     (points) int64 0 1 2 3 4 5 6 ... 1087 1088 1089 1090 1091 1092\n",
+       "    x          (points) float64 37.08 37.08 37.08 37.15 ... 42.0 42.0 42.0 42.07\n",
+       "    y          (points) float64 351.1 351.2 351.3 351.1 ... 351.6 351.7 351.7\n",
+       "    z          (points) float64 0.0 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+       "Data variables:\n",
+       "    2t         (datetimes, number, steps, points) float64 298.7 298.0 ... 297.4\n",
+       "    ssrd       (datetimes, number, steps, points) float64 0.0 0.0 ... 0.0 0.0\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2024-09-17T12:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0079\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    step:           0\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    date:           2024-09-17T12:00:00Z</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-3a5d364a-0164-4b1d-b6c2-8cae282f1838' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3a5d364a-0164-4b1d-b6c2-8cae282f1838' 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'>datetimes</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>steps</span>: 1</li><li><span class='xr-has-index'>points</span>: 1093</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1144c8f3-642a-45b5-bfde-0e34ce34c8cf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1144c8f3-642a-45b5-bfde-0e34ce34c8cf' class='xr-section-summary' >Coordinates: <span>(7)</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'>datetimes</span></div><div class='xr-var-dims'>(datetimes)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2024-09-17T12:00:00Z&#x27;</div><input id='attrs-3ab02965-dcad-4618-9e6d-87cd7941d6f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3ab02965-dcad-4618-9e6d-87cd7941d6f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3e63513-12d8-4329-b4a0-db343c6de564' class='xr-var-data-in' type='checkbox'><label for='data-f3e63513-12d8-4329-b4a0-db343c6de564' 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([&#x27;2024-09-17T12:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-951a1c22-47fa-4e51-b228-e9daa024d3e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-951a1c22-47fa-4e51-b228-e9daa024d3e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29323ded-8db2-4cf2-bfcd-d072db7930a3' class='xr-var-data-in' type='checkbox'><label for='data-29323ded-8db2-4cf2-bfcd-d072db7930a3' 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([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>steps</span></div><div class='xr-var-dims'>(steps)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-f3ae27c9-ca59-40ab-97a7-d3b3a174ea58' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f3ae27c9-ca59-40ab-97a7-d3b3a174ea58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e23100f8-b387-428d-bcdb-07b5f878dc4a' class='xr-var-data-in' type='checkbox'><label for='data-e23100f8-b387-428d-bcdb-07b5f878dc4a' 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])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>points</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1089 1090 1091 1092</div><input id='attrs-e365c5d9-97fb-442a-ad40-c5b7ded5f23c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e365c5d9-97fb-442a-ad40-c5b7ded5f23c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60e4b628-5a59-45f1-acc5-d9525f55e335' class='xr-var-data-in' type='checkbox'><label for='data-60e4b628-5a59-45f1-acc5-d9525f55e335' 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, ..., 1090, 1091, 1092])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>x</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.08 37.08 37.08 ... 42.0 42.07</div><input id='attrs-2ea02fbc-0cdf-4c36-97c1-a7271e6958ea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ea02fbc-0cdf-4c36-97c1-a7271e6958ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a03e669-7255-445a-ac53-9f3ffe0fea1f' class='xr-var-data-in' type='checkbox'><label for='data-6a03e669-7255-445a-ac53-9f3ffe0fea1f' 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([37.08260023, 37.08260023, 37.08260023, ..., 42.00351395,\n",
+       "       42.00351395, 42.07381272])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>351.1 351.2 351.3 ... 351.7 351.7</div><input id='attrs-baa75bce-6a71-4666-8bae-5df727232653' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-baa75bce-6a71-4666-8bae-5df727232653' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95e5debf-a617-4bc6-a40c-dc2c53930b2a' class='xr-var-data-in' type='checkbox'><label for='data-95e5debf-a617-4bc6-a40c-dc2c53930b2a' 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([351.08322325, 351.20211361, 351.32100396, ..., 351.61572052,\n",
+       "       351.74672489, 351.73469388])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-2a7b20c6-9363-4a10-af8e-d409093fae5a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2a7b20c6-9363-4a10-af8e-d409093fae5a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7936d4b-ea55-4396-9c54-046b72688719' class='xr-var-data-in' type='checkbox'><label for='data-f7936d4b-ea55-4396-9c54-046b72688719' 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., 0., 0., ..., 0., 0., 0.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-93168396-2685-4094-b700-ffa57220b2fb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-93168396-2685-4094-b700-ffa57220b2fb' class='xr-section-summary' >Data variables: <span>(2)</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>2t</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>298.7 298.0 292.3 ... 296.3 297.4</div><input id='attrs-08234c90-d4a8-47b9-8fea-5dff463e8f23' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08234c90-d4a8-47b9-8fea-5dff463e8f23' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f08427f4-4859-47de-b770-b40018cb4137' class='xr-var-data-in' type='checkbox'><label for='data-f08427f4-4859-47de-b770-b40018cb4137' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[298.66398621, 297.95890808, 292.26359558, ..., 298.64445496,\n",
+       "          296.25968933, 297.35929871]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssrd</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-87bd3ba1-0e67-4bf4-831b-c4a931b515a8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-87bd3ba1-0e67-4bf4-831b-c4a931b515a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e5f1644-8baa-4c10-b9a9-689e265c3b64' class='xr-var-data-in' type='checkbox'><label for='data-5e5f1644-8baa-4c10-b9a9-689e265c3b64' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>J m**-2</dd><dt><span>long_name :</span></dt><dd>ssrd</dd></dl></div><div class='xr-var-data'><pre>array([[[[0., 0., 0., ..., 0., 0., 0.]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5cfa144c-d7bf-4c76-a9c5-9fdc7ab3cfaa' class='xr-section-summary-in' type='checkbox'  ><label for='section-5cfa144c-d7bf-4c76-a9c5-9fdc7ab3cfaa' class='xr-section-summary' >Indexes: <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-index-name'><div>datetimes</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-15449853-1725-4cc3-b5b9-54edb3e7abe8' class='xr-index-data-in' type='checkbox'/><label for='index-15449853-1725-4cc3-b5b9-54edb3e7abe8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2024-09-17T12:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetimes&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ee49143a-3121-47cf-9f73-1ab818413075' class='xr-index-data-in' type='checkbox'/><label for='index-ee49143a-3121-47cf-9f73-1ab818413075' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([1], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>steps</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7bee5185-e8aa-4f4a-9ed5-03a5a7710e14' class='xr-index-data-in' type='checkbox'/><label for='index-7bee5185-e8aa-4f4a-9ed5-03a5a7710e14' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([0], dtype=&#x27;int64&#x27;, name=&#x27;steps&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>points</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-453d3ef3-e33c-4302-9973-b9b75505e265' class='xr-index-data-in' type='checkbox'/><label for='index-453d3ef3-e33c-4302-9973-b9b75505e265' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
+       "            ...\n",
+       "            1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092],\n",
+       "           dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=1093))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-99533bda-c4c8-4a72-bf5d-463950af07f2' class='xr-section-summary-in' type='checkbox'  ><label for='section-99533bda-c4c8-4a72-bf5d-463950af07f2' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>od</dd><dt><span>Forecast date :</span></dt><dd>2024-09-17T12:00:00Z</dd><dt><span>domain :</span></dt><dd>g</dd><dt><span>expver :</span></dt><dd>0079</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>number :</span></dt><dd>1</dd><dt><span>step :</span></dt><dd>0</dd><dt><span>stream :</span></dt><dd>enfo</dd><dt><span>type :</span></dt><dd>pf</dd><dt><span>date :</span></dt><dd>2024-09-17T12:00:00Z</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 1093)\n",
+       "Coordinates:\n",
+       "  * datetimes  (datetimes) <U20 '2024-09-17T12:00:00Z'\n",
+       "  * number     (number) int64 1\n",
+       "  * steps      (steps) int64 0\n",
+       "  * points     (points) int64 0 1 2 3 4 5 6 ... 1087 1088 1089 1090 1091 1092\n",
+       "    x          (points) float64 37.08 37.08 37.08 37.15 ... 42.0 42.0 42.0 42.07\n",
+       "    y          (points) float64 351.1 351.2 351.3 351.1 ... 351.6 351.7 351.7\n",
+       "    z          (points) float64 0.0 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
+       "Data variables:\n",
+       "    2t         (datetimes, number, steps, points) float64 298.7 298.0 ... 297.4\n",
+       "    ssrd       (datetimes, number, steps, points) float64 0.0 0.0 ... 0.0 0.0\n",
+       "Attributes:\n",
+       "    class:          od\n",
+       "    Forecast date:  2024-09-17T12:00:00Z\n",
+       "    domain:         g\n",
+       "    expver:         0079\n",
+       "    levtype:        sfc\n",
+       "    number:         1\n",
+       "    step:           0\n",
+       "    stream:         enfo\n",
+       "    type:           pf\n",
+       "    date:           2024-09-17T12:00:00Z"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "da = ds.to_xarray()\n",
+    "da"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "da = ds.to_xarray()\n",
+    "import earthkit.plots\n",
+    "chart = earthkit.plots.Map(domain=\"Portugal\")\n",
+    "chart.point_cloud(da['2t'], x=\"y\", y=\"x\")\n",
+    "\n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    "\n",
+    "chart.title(\"{variable_name} (number={number})\")\n",
+    "\n",
+    "chart.legend()\n",
+    "\n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:polytope.api.Client.XMQRFQ:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Creating Polytope client...\n",
+      "2024-09-19 10:50:08 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.XMQRFQ:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:08 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 7.258763811234218\\n'\n",
+      "            '    - 48.793723130601535\\n'\n",
+      "            '  - - 7.168488316250347\\n'\n",
+      "            '    - 49.83398497089428\\n'\n",
+      "            '  - - 8.21596726115746\\n'\n",
+      "            '    - 49.850900108140536\\n'\n",
+      "            '  - - 8.22477419294512\\n'\n",
+      "            '    - 49.63238869079714\\n'\n",
+      "            '  - - 7.425045773152021\\n'\n",
+      "            '    - 49.6375037902404\\n'\n",
+      "            '  - - 7.488604743081794\\n'\n",
+      "            '    - 48.76751542040529\\n'\n",
+      "            '  - - 7.262985428883866\\n'\n",
+      "            '    - 48.762974824632806\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.XMQRFQ:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 7.258763811234218\\n'\n",
+      "            '    - 48.793723130601535\\n'\n",
+      "            '  - - 7.168488316250347\\n'\n",
+      "            '    - 49.83398497089428\\n'\n",
+      "            '  - - 8.21596726115746\\n'\n",
+      "            '    - 49.850900108140536\\n'\n",
+      "            '  - - 8.22477419294512\\n'\n",
+      "            '    - 49.63238869079714\\n'\n",
+      "            '  - - 7.425045773152021\\n'\n",
+      "            '    - 49.6375037902404\\n'\n",
+      "            '  - - 7.488604743081794\\n'\n",
+      "            '    - 48.76751542040529\\n'\n",
+      "            '  - - 7.262985428883866\\n'\n",
+      "            '    - 48.762974824632806\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:08 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.XMQRFQ:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 7.258763811234218\\n    - 48.793723130601535\\n  - - 7.168488316250347\\n    - 49.83398497089428\\n  - - 8.21596726115746\\n    - 49.850900108140536\\n  - - 8.22477419294512\\n    - 49.63238869079714\\n  - - 7.425045773152021\\n    - 49.6375037902404\\n  - - 7.488604743081794\\n    - 48.76751542040529\\n  - - 7.262985428883866\\n    - 48.762974824632806\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:08 - INFO - Request accepted. Please poll ../requests/34f5431a-9699-45db-9f6d-f08186da78d0 for status\n",
+      "INFO:polytope.api.Client.XMQRFQ:Request accepted. Please poll ../requests/34f5431a-9699-45db-9f6d-f08186da78d0 for status\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Server message: Request queued\n",
+      "2024-09-19 10:50:08 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.XMQRFQ:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:08 - INFO - Checking request status (../requests/34f5431a-9699-45db-9f6d-f08186da78d0)...\n",
+      "INFO:polytope.api.Client.XMQRFQ:Checking request status (../requests/34f5431a-9699-45db-9f6d-f08186da78d0)...\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:09 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.XMQRFQ:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:09 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.XMQRFQ:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/34f5431a-9699-45db-9f6d-f08186da78d0\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/34f5431a-9699-45db-9f6d-f08186da78d0 HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/34f5431a-9699-45db-9f6d-f08186da78d0.grib HTTP/11\" 200 6054\n",
+      "DEBUG:polytope.api.Client.XMQRFQ:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:12 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.XMQRFQ:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/34f5431a-9699-45db-9f6d-f08186da78d0.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "14310e5096bb4d3ab16481a429399396",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "34f5431a-9699-45db-9f6d-f08186da78d0.grib:   0%|          | 0.00/5.91k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/34f5431a-9699-45db-9f6d-f08186da78d0.grib HTTP/11\" 200 6054\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Creating Polytope client...\n",
+      "2024-09-19 10:50:12 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.0HHJUT:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:12 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 8.228175484385758\\n'\n",
+      "            '    - 49.62363905618946\\n'\n",
+      "            '  - - 8.2383404847414\\n'\n",
+      "            '    - 49.30577331470633\\n'\n",
+      "            '  - - 7.468517996271913\\n'\n",
+      "            '    - 49.29035950951544\\n'\n",
+      "            '  - - 7.442698254298165\\n'\n",
+      "            '    - 49.394063349552624\\n'\n",
+      "            '  - - 8.0965165757963\\n'\n",
+      "            '    - 49.41322522398369\\n'\n",
+      "            '  - - 8.09028856771124\\n'\n",
+      "            '    - 49.63518066374158\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.0HHJUT:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 8.228175484385758\\n'\n",
+      "            '    - 49.62363905618946\\n'\n",
+      "            '  - - 8.2383404847414\\n'\n",
+      "            '    - 49.30577331470633\\n'\n",
+      "            '  - - 7.468517996271913\\n'\n",
+      "            '    - 49.29035950951544\\n'\n",
+      "            '  - - 7.442698254298165\\n'\n",
+      "            '    - 49.394063349552624\\n'\n",
+      "            '  - - 8.0965165757963\\n'\n",
+      "            '    - 49.41322522398369\\n'\n",
+      "            '  - - 8.09028856771124\\n'\n",
+      "            '    - 49.63518066374158\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:12 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.0HHJUT:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 8.228175484385758\\n    - 49.62363905618946\\n  - - 8.2383404847414\\n    - 49.30577331470633\\n  - - 7.468517996271913\\n    - 49.29035950951544\\n  - - 7.442698254298165\\n    - 49.394063349552624\\n  - - 8.0965165757963\\n    - 49.41322522398369\\n  - - 8.09028856771124\\n    - 49.63518066374158\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:13 - INFO - Request accepted. Please poll ../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 for status\n",
+      "INFO:polytope.api.Client.0HHJUT:Request accepted. Please poll ../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 for status\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Server message: Request queued\n",
+      "2024-09-19 10:50:13 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.0HHJUT:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:13 - INFO - Checking request status (../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947)...\n",
+      "INFO:polytope.api.Client.0HHJUT:Checking request status (../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947)...\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:13 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.0HHJUT:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/9aa2ac64-7ee6-4c95-a929-bd66c35b4947 HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/9aa2ac64-7ee6-4c95-a929-bd66c35b4947.grib HTTP/11\" 200 2838\n",
+      "DEBUG:polytope.api.Client.0HHJUT:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:16 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.0HHJUT:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/9aa2ac64-7ee6-4c95-a929-bd66c35b4947.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "73aed059c2a248c19cc5bd8d1a07ccae",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "9aa2ac64-7ee6-4c95-a929-bd66c35b4947.grib:   0%|          | 0.00/2.77k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/9aa2ac64-7ee6-4c95-a929-bd66c35b4947.grib HTTP/11\" 200 2838\n",
+      "DEBUG:polytope.api.Client.U3500R:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.U3500R:Creating Polytope client...\n",
+      "2024-09-19 10:50:17 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.U3500R:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:17 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 8.778584932744309\\n'\n",
+      "            '    - 49.86954658650521\\n'\n",
+      "            '  - - 8.862295524771469\\n'\n",
+      "            '    - 48.766918864990714\\n'\n",
+      "            '  - - 10.061878585703141\\n'\n",
+      "            '    - 48.80521538773752\\n'\n",
+      "            '  - - 10.05189374814043\\n'\n",
+      "            '    - 49.02912712169905\\n'\n",
+      "            '  - - 9.126374708842917\\n'\n",
+      "            '    - 49.035317308040874\\n'\n",
+      "            '  - - 9.054787898083248\\n'\n",
+      "            '    - 49.85647839775169\\n'\n",
+      "            '  - - 8.79447274483195\\n'\n",
+      "            '    - 49.8646339236731\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.U3500R:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 8.778584932744309\\n'\n",
+      "            '    - 49.86954658650521\\n'\n",
+      "            '  - - 8.862295524771469\\n'\n",
+      "            '    - 48.766918864990714\\n'\n",
+      "            '  - - 10.061878585703141\\n'\n",
+      "            '    - 48.80521538773752\\n'\n",
+      "            '  - - 10.05189374814043\\n'\n",
+      "            '    - 49.02912712169905\\n'\n",
+      "            '  - - 9.126374708842917\\n'\n",
+      "            '    - 49.035317308040874\\n'\n",
+      "            '  - - 9.054787898083248\\n'\n",
+      "            '    - 49.85647839775169\\n'\n",
+      "            '  - - 8.79447274483195\\n'\n",
+      "            '    - 49.8646339236731\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:17 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.U3500R:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 8.778584932744309\\n    - 49.86954658650521\\n  - - 8.862295524771469\\n    - 48.766918864990714\\n  - - 10.061878585703141\\n    - 48.80521538773752\\n  - - 10.05189374814043\\n    - 49.02912712169905\\n  - - 9.126374708842917\\n    - 49.035317308040874\\n  - - 9.054787898083248\\n    - 49.85647839775169\\n  - - 8.79447274483195\\n    - 49.8646339236731\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:17 - INFO - Request accepted. Please poll ../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa for status\n",
+      "INFO:polytope.api.Client.U3500R:Request accepted. Please poll ../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa for status\n",
+      "DEBUG:polytope.api.Client.U3500R:Server message: Request queued\n",
+      "2024-09-19 10:50:17 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.U3500R:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:17 - INFO - Checking request status (../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa)...\n",
+      "INFO:polytope.api.Client.U3500R:Checking request status (../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa)...\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:18 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.U3500R:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.U3500R:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:18 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.U3500R:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.U3500R:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa.grib HTTP/11\" 200 7203\n",
+      "DEBUG:polytope.api.Client.U3500R:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:22 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.U3500R:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "09c6d5509e744f09a45e4814ad3fc051",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa.grib:   0%|          | 0.00/7.03k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/820fe95f-5ae0-44c1-9cad-0af1ddd1c6aa.grib HTTP/11\" 200 7203\n",
+      "DEBUG:polytope.api.Client.5IJF66:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.5IJF66:Creating Polytope client...\n",
+      "2024-09-19 10:50:22 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.5IJF66:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:22 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 9.088892121315212\\n'\n",
+      "            '    - 49.68396293291025\\n'\n",
+      "            '  - - 9.819571610135483\\n'\n",
+      "            '    - 49.684014501470756\\n'\n",
+      "            '  - - 9.85505960658449\\n'\n",
+      "            '    - 49.03116952568445\\n'\n",
+      "            '  - - 10.060153571012052\\n'\n",
+      "            '    - 49.027505122195635\\n'\n",
+      "            '  - - 10.072160282281033\\n'\n",
+      "            '    - 49.86449197101945\\n'\n",
+      "            '  - - 9.05948442169526\\n'\n",
+      "            '    - 49.85694532601448\\n'\n",
+      "            '  - - 9.071912795654185\\n'\n",
+      "            '    - 49.68014004987609\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.5IJF66:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 9.088892121315212\\n'\n",
+      "            '    - 49.68396293291025\\n'\n",
+      "            '  - - 9.819571610135483\\n'\n",
+      "            '    - 49.684014501470756\\n'\n",
+      "            '  - - 9.85505960658449\\n'\n",
+      "            '    - 49.03116952568445\\n'\n",
+      "            '  - - 10.060153571012052\\n'\n",
+      "            '    - 49.027505122195635\\n'\n",
+      "            '  - - 10.072160282281033\\n'\n",
+      "            '    - 49.86449197101945\\n'\n",
+      "            '  - - 9.05948442169526\\n'\n",
+      "            '    - 49.85694532601448\\n'\n",
+      "            '  - - 9.071912795654185\\n'\n",
+      "            '    - 49.68014004987609\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:22 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.5IJF66:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 9.088892121315212\\n    - 49.68396293291025\\n  - - 9.819571610135483\\n    - 49.684014501470756\\n  - - 9.85505960658449\\n    - 49.03116952568445\\n  - - 10.060153571012052\\n    - 49.027505122195635\\n  - - 10.072160282281033\\n    - 49.86449197101945\\n  - - 9.05948442169526\\n    - 49.85694532601448\\n  - - 9.071912795654185\\n    - 49.68014004987609\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:22 - INFO - Request accepted. Please poll ../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 for status\n",
+      "INFO:polytope.api.Client.5IJF66:Request accepted. Please poll ../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 for status\n",
+      "DEBUG:polytope.api.Client.5IJF66:Server message: Request queued\n",
+      "2024-09-19 10:50:22 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.5IJF66:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:22 - INFO - Checking request status (../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7)...\n",
+      "INFO:polytope.api.Client.5IJF66:Checking request status (../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7)...\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:23 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.5IJF66:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.5IJF66:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:24 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.5IJF66:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.5IJF66:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/e3efbdf8-de95-4c13-93d5-4d240e1c26c7 HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/e3efbdf8-de95-4c13-93d5-4d240e1c26c7.grib HTTP/11\" 200 4818\n",
+      "DEBUG:polytope.api.Client.5IJF66:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:26 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.5IJF66:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/e3efbdf8-de95-4c13-93d5-4d240e1c26c7.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "1431c51c2b1546f9824a3767b44d7500",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "e3efbdf8-de95-4c13-93d5-4d240e1c26c7.grib:   0%|          | 0.00/4.71k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/e3efbdf8-de95-4c13-93d5-4d240e1c26c7.grib HTTP/11\" 200 4818\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Creating Polytope client...\n",
+      "2024-09-19 10:50:27 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.1DPBLF:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:27 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 10.598471035757996\\n'\n",
+      "            '    - 49.82012849229719\\n'\n",
+      "            '  - - 10.623393389597027\\n'\n",
+      "            '    - 48.824858944891844\\n'\n",
+      "            '  - - 12.04024144738159\\n'\n",
+      "            '    - 48.83198005307881\\n'\n",
+      "            '  - - 12.006769966371252\\n'\n",
+      "            '    - 49.16097358155085\\n'\n",
+      "            '  - - 10.989756517888907\\n'\n",
+      "            '    - 49.16815641449875\\n'\n",
+      "            '  - - 10.948052430339942\\n'\n",
+      "            '    - 49.88592726422476\\n'\n",
+      "            '  - - 10.596882802957197\\n'\n",
+      "            '    - 49.86398061258498\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.1DPBLF:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 10.598471035757996\\n'\n",
+      "            '    - 49.82012849229719\\n'\n",
+      "            '  - - 10.623393389597027\\n'\n",
+      "            '    - 48.824858944891844\\n'\n",
+      "            '  - - 12.04024144738159\\n'\n",
+      "            '    - 48.83198005307881\\n'\n",
+      "            '  - - 12.006769966371252\\n'\n",
+      "            '    - 49.16097358155085\\n'\n",
+      "            '  - - 10.989756517888907\\n'\n",
+      "            '    - 49.16815641449875\\n'\n",
+      "            '  - - 10.948052430339942\\n'\n",
+      "            '    - 49.88592726422476\\n'\n",
+      "            '  - - 10.596882802957197\\n'\n",
+      "            '    - 49.86398061258498\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:27 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.1DPBLF:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 10.598471035757996\\n    - 49.82012849229719\\n  - - 10.623393389597027\\n    - 48.824858944891844\\n  - - 12.04024144738159\\n    - 48.83198005307881\\n  - - 12.006769966371252\\n    - 49.16097358155085\\n  - - 10.989756517888907\\n    - 49.16815641449875\\n  - - 10.948052430339942\\n    - 49.88592726422476\\n  - - 10.596882802957197\\n    - 49.86398061258498\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:27 - INFO - Request accepted. Please poll ../requests/d5fef1ef-2a7d-4b63-9299-083741a32450 for status\n",
+      "INFO:polytope.api.Client.1DPBLF:Request accepted. Please poll ../requests/d5fef1ef-2a7d-4b63-9299-083741a32450 for status\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Server message: Request queued\n",
+      "2024-09-19 10:50:27 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.1DPBLF:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:27 - INFO - Checking request status (../requests/d5fef1ef-2a7d-4b63-9299-083741a32450)...\n",
+      "INFO:polytope.api.Client.1DPBLF:Checking request status (../requests/d5fef1ef-2a7d-4b63-9299-083741a32450)...\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/d5fef1ef-2a7d-4b63-9299-083741a32450\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d5fef1ef-2a7d-4b63-9299-083741a32450 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:28 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.1DPBLF:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/d5fef1ef-2a7d-4b63-9299-083741a32450\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d5fef1ef-2a7d-4b63-9299-083741a32450 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/d5fef1ef-2a7d-4b63-9299-083741a32450\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d5fef1ef-2a7d-4b63-9299-083741a32450 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/d5fef1ef-2a7d-4b63-9299-083741a32450\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d5fef1ef-2a7d-4b63-9299-083741a32450 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/d5fef1ef-2a7d-4b63-9299-083741a32450\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/d5fef1ef-2a7d-4b63-9299-083741a32450 HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/d5fef1ef-2a7d-4b63-9299-083741a32450.grib HTTP/11\" 200 9059\n",
+      "DEBUG:polytope.api.Client.1DPBLF:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:30 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.1DPBLF:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/d5fef1ef-2a7d-4b63-9299-083741a32450.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "6b951bf8119c49d8b99fab2a70f44e04",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "d5fef1ef-2a7d-4b63-9299-083741a32450.grib:   0%|          | 0.00/8.85k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/d5fef1ef-2a7d-4b63-9299-083741a32450.grib HTTP/11\" 200 9059\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Creating Polytope client...\n",
+      "2024-09-19 10:50:30 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.JMLUDX:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:30 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 13.29197987307927\\n'\n",
+      "            '    - 49.97728585641272\\n'\n",
+      "            '  - - 12.57111275146977\\n'\n",
+      "            '    - 49.97104094778115\\n'\n",
+      "            '  - - 13.222322323273431\\n'\n",
+      "            '    - 49.37725327518439\\n'\n",
+      "            '  - - 13.202971158951414\\n'\n",
+      "            '    - 48.903129615084254\\n'\n",
+      "            '  - - 13.827804957331438\\n'\n",
+      "            '    - 48.88340416595227\\n'\n",
+      "            '  - - 13.874384556433938\\n'\n",
+      "            '    - 49.40358865952578\\n'\n",
+      "            '  - - 14.605299546055448\\n'\n",
+      "            '    - 49.93197478940584\\n'\n",
+      "            '  - - 14.102062445091747\\n'\n",
+      "            '    - 49.98001098000407\\n'\n",
+      "            '  - - 13.624487089218775\\n'\n",
+      "            '    - 49.55461007587729\\n'\n",
+      "            '  - - 13.3099890365134\\n'\n",
+      "            '    - 49.97739580806973\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.JMLUDX:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 13.29197987307927\\n'\n",
+      "            '    - 49.97728585641272\\n'\n",
+      "            '  - - 12.57111275146977\\n'\n",
+      "            '    - 49.97104094778115\\n'\n",
+      "            '  - - 13.222322323273431\\n'\n",
+      "            '    - 49.37725327518439\\n'\n",
+      "            '  - - 13.202971158951414\\n'\n",
+      "            '    - 48.903129615084254\\n'\n",
+      "            '  - - 13.827804957331438\\n'\n",
+      "            '    - 48.88340416595227\\n'\n",
+      "            '  - - 13.874384556433938\\n'\n",
+      "            '    - 49.40358865952578\\n'\n",
+      "            '  - - 14.605299546055448\\n'\n",
+      "            '    - 49.93197478940584\\n'\n",
+      "            '  - - 14.102062445091747\\n'\n",
+      "            '    - 49.98001098000407\\n'\n",
+      "            '  - - 13.624487089218775\\n'\n",
+      "            '    - 49.55461007587729\\n'\n",
+      "            '  - - 13.3099890365134\\n'\n",
+      "            '    - 49.97739580806973\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:30 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.JMLUDX:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 13.29197987307927\\n    - 49.97728585641272\\n  - - 12.57111275146977\\n    - 49.97104094778115\\n  - - 13.222322323273431\\n    - 49.37725327518439\\n  - - 13.202971158951414\\n    - 48.903129615084254\\n  - - 13.827804957331438\\n    - 48.88340416595227\\n  - - 13.874384556433938\\n    - 49.40358865952578\\n  - - 14.605299546055448\\n    - 49.93197478940584\\n  - - 14.102062445091747\\n    - 49.98001098000407\\n  - - 13.624487089218775\\n    - 49.55461007587729\\n  - - 13.3099890365134\\n    - 49.97739580806973\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:31 - INFO - Request accepted. Please poll ../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 for status\n",
+      "INFO:polytope.api.Client.JMLUDX:Request accepted. Please poll ../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 for status\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Server message: Request queued\n",
+      "2024-09-19 10:50:31 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.JMLUDX:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:31 - INFO - Checking request status (../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525)...\n",
+      "INFO:polytope.api.Client.JMLUDX:Checking request status (../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525)...\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:31 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.JMLUDX:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/0fb01bdd-7f10-4d4c-b30e-0e0694a79525 HTTP/11\" 303 174\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/0fb01bdd-7f10-4d4c-b30e-0e0694a79525.grib HTTP/11\" 200 11003\n",
+      "DEBUG:polytope.api.Client.JMLUDX:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:35 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.JMLUDX:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/0fb01bdd-7f10-4d4c-b30e-0e0694a79525.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "ec24005cf0824359ac6b37baca6bbdf0",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "0fb01bdd-7f10-4d4c-b30e-0e0694a79525.grib:   0%|          | 0.00/10.7k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/0fb01bdd-7f10-4d4c-b30e-0e0694a79525.grib HTTP/11\" 200 11003\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Creating Polytope client...\n",
+      "2024-09-19 10:50:35 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.IA9R2P:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:35 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 15.228965549991614\\n'\n",
+      "            '    - 49.730373613580525\\n'\n",
+      "            '  - - 15.230125323821682\\n'\n",
+      "            '    - 50.090633313563075\\n'\n",
+      "            '  - - 17.660387372585035\\n'\n",
+      "            '    - 50.06822116337625\\n'\n",
+      "            '  - - 17.577939895914568\\n'\n",
+      "            '    - 49.59398017760927\\n'\n",
+      "            '  - - 16.752386182433355\\n'\n",
+      "            '    - 49.64920447268295\\n'\n",
+      "            '  - - 16.58109059401943\\n'\n",
+      "            '    - 48.772986118860814\\n'\n",
+      "            '  - - 16.094304206428518\\n'\n",
+      "            '    - 48.79160176954642\\n'\n",
+      "            '  - - 16.185638387834643\\n'\n",
+      "            '    - 49.640410835320694\\n'\n",
+      "            '  - - 15.250602552532541\\n'\n",
+      "            '    - 49.68736034043533\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.IA9R2P:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 15.228965549991614\\n'\n",
+      "            '    - 49.730373613580525\\n'\n",
+      "            '  - - 15.230125323821682\\n'\n",
+      "            '    - 50.090633313563075\\n'\n",
+      "            '  - - 17.660387372585035\\n'\n",
+      "            '    - 50.06822116337625\\n'\n",
+      "            '  - - 17.577939895914568\\n'\n",
+      "            '    - 49.59398017760927\\n'\n",
+      "            '  - - 16.752386182433355\\n'\n",
+      "            '    - 49.64920447268295\\n'\n",
+      "            '  - - 16.58109059401943\\n'\n",
+      "            '    - 48.772986118860814\\n'\n",
+      "            '  - - 16.094304206428518\\n'\n",
+      "            '    - 48.79160176954642\\n'\n",
+      "            '  - - 16.185638387834643\\n'\n",
+      "            '    - 49.640410835320694\\n'\n",
+      "            '  - - 15.250602552532541\\n'\n",
+      "            '    - 49.68736034043533\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:35 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.IA9R2P:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 15.228965549991614\\n    - 49.730373613580525\\n  - - 15.230125323821682\\n    - 50.090633313563075\\n  - - 17.660387372585035\\n    - 50.06822116337625\\n  - - 17.577939895914568\\n    - 49.59398017760927\\n  - - 16.752386182433355\\n    - 49.64920447268295\\n  - - 16.58109059401943\\n    - 48.772986118860814\\n  - - 16.094304206428518\\n    - 48.79160176954642\\n  - - 16.185638387834643\\n    - 49.640410835320694\\n  - - 15.250602552532541\\n    - 49.68736034043533\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:35 - INFO - Request accepted. Please poll ../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 for status\n",
+      "INFO:polytope.api.Client.IA9R2P:Request accepted. Please poll ../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 for status\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Server message: Request queued\n",
+      "2024-09-19 10:50:35 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.IA9R2P:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:35 - INFO - Checking request status (../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45)...\n",
+      "INFO:polytope.api.Client.IA9R2P:Checking request status (../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45)...\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:36 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.IA9R2P:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/94f5b162-1a13-4606-96f6-b9aa7ceb6e45 HTTP/11\" 303 174\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/94f5b162-1a13-4606-96f6-b9aa7ceb6e45.grib HTTP/11\" 200 15863\n",
+      "DEBUG:polytope.api.Client.IA9R2P:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:39 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.IA9R2P:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/94f5b162-1a13-4606-96f6-b9aa7ceb6e45.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "c558bc37fcc44d0493a54d21385c5b65",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "94f5b162-1a13-4606-96f6-b9aa7ceb6e45.grib:   0%|          | 0.00/15.5k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/94f5b162-1a13-4606-96f6-b9aa7ceb6e45.grib HTTP/11\" 200 15863\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Creating Polytope client...\n",
+      "2024-09-19 10:50:42 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.G4S1UO:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:42 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 18.006103810711153\\n'\n",
+      "            '    - 49.874817453680265\\n'\n",
+      "            '  - - 17.872892800864577\\n'\n",
+      "            '    - 48.7751276419595\\n'\n",
+      "            '  - - 19.231045390320162\\n'\n",
+      "            '    - 48.68751356669205\\n'\n",
+      "            '  - - 19.286273043798417\\n'\n",
+      "            '    - 48.9720484447422\\n'\n",
+      "            '  - - 18.331513679782546\\n'\n",
+      "            '    - 49.02466456647059\\n'\n",
+      "            '  - - 18.4410677556115\\n'\n",
+      "            '    - 49.91883884509102\\n'\n",
+      "            '  - - 17.990407455442124\\n'\n",
+      "            '    - 49.9284320053506\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.G4S1UO:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 18.006103810711153\\n'\n",
+      "            '    - 49.874817453680265\\n'\n",
+      "            '  - - 17.872892800864577\\n'\n",
+      "            '    - 48.7751276419595\\n'\n",
+      "            '  - - 19.231045390320162\\n'\n",
+      "            '    - 48.68751356669205\\n'\n",
+      "            '  - - 19.286273043798417\\n'\n",
+      "            '    - 48.9720484447422\\n'\n",
+      "            '  - - 18.331513679782546\\n'\n",
+      "            '    - 49.02466456647059\\n'\n",
+      "            '  - - 18.4410677556115\\n'\n",
+      "            '    - 49.91883884509102\\n'\n",
+      "            '  - - 17.990407455442124\\n'\n",
+      "            '    - 49.9284320053506\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:42 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.G4S1UO:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 18.006103810711153\\n    - 49.874817453680265\\n  - - 17.872892800864577\\n    - 48.7751276419595\\n  - - 19.231045390320162\\n    - 48.68751356669205\\n  - - 19.286273043798417\\n    - 48.9720484447422\\n  - - 18.331513679782546\\n    - 49.02466456647059\\n  - - 18.4410677556115\\n    - 49.91883884509102\\n  - - 17.990407455442124\\n    - 49.9284320053506\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:42 - INFO - Request accepted. Please poll ../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 for status\n",
+      "INFO:polytope.api.Client.G4S1UO:Request accepted. Please poll ../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 for status\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Server message: Request queued\n",
+      "2024-09-19 10:50:42 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.G4S1UO:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:42 - INFO - Checking request status (../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3)...\n",
+      "INFO:polytope.api.Client.G4S1UO:Checking request status (../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3)...\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:43 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.G4S1UO:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:44 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.G4S1UO:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/b9795b58-31d4-43b0-bfea-807f214e7ab3\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/b9795b58-31d4-43b0-bfea-807f214e7ab3 HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/b9795b58-31d4-43b0-bfea-807f214e7ab3.grib HTTP/11\" 200 8712\n",
+      "DEBUG:polytope.api.Client.G4S1UO:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:46 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.G4S1UO:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/b9795b58-31d4-43b0-bfea-807f214e7ab3.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "921708e98e8046aab5d6df35b78e3ff6",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "b9795b58-31d4-43b0-bfea-807f214e7ab3.grib:   0%|          | 0.00/8.51k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/b9795b58-31d4-43b0-bfea-807f214e7ab3.grib HTTP/11\" 200 8712\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Creating Polytope client...\n",
+      "2024-09-19 10:50:46 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.1H1ABJ:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:46 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 18.523099688262818\\n'\n",
+      "            '    - 49.91693240270905\\n'\n",
+      "            '  - - 19.571993355132093\\n'\n",
+      "            '    - 49.88820196224816\\n'\n",
+      "            '  - - 19.269541055964595\\n'\n",
+      "            '    - 48.99870007380369\\n'\n",
+      "            '  - - 18.989650825560034\\n'\n",
+      "            '    - 49.00717933216285\\n'\n",
+      "            '  - - 19.1721361339051\\n'\n",
+      "            '    - 49.67352579852684\\n'\n",
+      "            '  - - 18.42049036941708\\n'\n",
+      "            '    - 49.71965669030075\\n'\n",
+      "            '  - - 18.436899591803154\\n'\n",
+      "            '    - 49.93131406908293\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.1H1ABJ:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 18.523099688262818\\n'\n",
+      "            '    - 49.91693240270905\\n'\n",
+      "            '  - - 19.571993355132093\\n'\n",
+      "            '    - 49.88820196224816\\n'\n",
+      "            '  - - 19.269541055964595\\n'\n",
+      "            '    - 48.99870007380369\\n'\n",
+      "            '  - - 18.989650825560034\\n'\n",
+      "            '    - 49.00717933216285\\n'\n",
+      "            '  - - 19.1721361339051\\n'\n",
+      "            '    - 49.67352579852684\\n'\n",
+      "            '  - - 18.42049036941708\\n'\n",
+      "            '    - 49.71965669030075\\n'\n",
+      "            '  - - 18.436899591803154\\n'\n",
+      "            '    - 49.93131406908293\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:46 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.1H1ABJ:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 18.523099688262818\\n    - 49.91693240270905\\n  - - 19.571993355132093\\n    - 49.88820196224816\\n  - - 19.269541055964595\\n    - 48.99870007380369\\n  - - 18.989650825560034\\n    - 49.00717933216285\\n  - - 19.1721361339051\\n    - 49.67352579852684\\n  - - 18.42049036941708\\n    - 49.71965669030075\\n  - - 18.436899591803154\\n    - 49.93131406908293\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:47 - INFO - Request accepted. Please poll ../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa for status\n",
+      "INFO:polytope.api.Client.1H1ABJ:Request accepted. Please poll ../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa for status\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Server message: Request queued\n",
+      "2024-09-19 10:50:47 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.1H1ABJ:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:47 - INFO - Checking request status (../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa)...\n",
+      "INFO:polytope.api.Client.1H1ABJ:Checking request status (../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa)...\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:47 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.1H1ABJ:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/7c96beb6-3819-4b9b-90b0-7b665d7b4baa HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/7c96beb6-3819-4b9b-90b0-7b665d7b4baa.grib HTTP/11\" 200 5694\n",
+      "DEBUG:polytope.api.Client.1H1ABJ:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:51 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.1H1ABJ:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/7c96beb6-3819-4b9b-90b0-7b665d7b4baa.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "a19a79d59df34f549abf6d5269be3a3d",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "7c96beb6-3819-4b9b-90b0-7b665d7b4baa.grib:   0%|          | 0.00/5.56k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/7c96beb6-3819-4b9b-90b0-7b665d7b4baa.grib HTTP/11\" 200 5694\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Creating Polytope client...\n",
+      "2024-09-19 10:50:51 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.FV7TAU:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:51 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 20.369665233263703\\n'\n",
+      "            '    - 48.68540724766882\\n'\n",
+      "            '  - - 20.390795716706066\\n'\n",
+      "            '    - 49.82142033684306\\n'\n",
+      "            '  - - 21.66474097162009\\n'\n",
+      "            '    - 49.77219361759094\\n'\n",
+      "            '  - - 21.599781134603887\\n'\n",
+      "            '    - 49.45580574399338\\n'\n",
+      "            '  - - 20.770239556798373\\n'\n",
+      "            '    - 49.481617120321545\\n'\n",
+      "            '  - - 20.773898383565665\\n'\n",
+      "            '    - 48.68594678666463\\n'\n",
+      "            '  - - 20.369665233263703\\n'\n",
+      "            '    - 48.68540724766882\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.FV7TAU:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 20.369665233263703\\n'\n",
+      "            '    - 48.68540724766882\\n'\n",
+      "            '  - - 20.390795716706066\\n'\n",
+      "            '    - 49.82142033684306\\n'\n",
+      "            '  - - 21.66474097162009\\n'\n",
+      "            '    - 49.77219361759094\\n'\n",
+      "            '  - - 21.599781134603887\\n'\n",
+      "            '    - 49.45580574399338\\n'\n",
+      "            '  - - 20.770239556798373\\n'\n",
+      "            '    - 49.481617120321545\\n'\n",
+      "            '  - - 20.773898383565665\\n'\n",
+      "            '    - 48.68594678666463\\n'\n",
+      "            '  - - 20.369665233263703\\n'\n",
+      "            '    - 48.68540724766882\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:51 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.FV7TAU:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 20.369665233263703\\n    - 48.68540724766882\\n  - - 20.390795716706066\\n    - 49.82142033684306\\n  - - 21.66474097162009\\n    - 49.77219361759094\\n  - - 21.599781134603887\\n    - 49.45580574399338\\n  - - 20.770239556798373\\n    - 49.481617120321545\\n  - - 20.773898383565665\\n    - 48.68594678666463\\n  - - 20.369665233263703\\n    - 48.68540724766882\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:51 - INFO - Request accepted. Please poll ../requests/f591f730-32e1-48e4-a82f-904c5798e4ba for status\n",
+      "INFO:polytope.api.Client.FV7TAU:Request accepted. Please poll ../requests/f591f730-32e1-48e4-a82f-904c5798e4ba for status\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Server message: Request queued\n",
+      "2024-09-19 10:50:51 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.FV7TAU:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:51 - INFO - Checking request status (../requests/f591f730-32e1-48e4-a82f-904c5798e4ba)...\n",
+      "INFO:polytope.api.Client.FV7TAU:Checking request status (../requests/f591f730-32e1-48e4-a82f-904c5798e4ba)...\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/f591f730-32e1-48e4-a82f-904c5798e4ba\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f591f730-32e1-48e4-a82f-904c5798e4ba HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:52 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.FV7TAU:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/f591f730-32e1-48e4-a82f-904c5798e4ba\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f591f730-32e1-48e4-a82f-904c5798e4ba HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/f591f730-32e1-48e4-a82f-904c5798e4ba\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f591f730-32e1-48e4-a82f-904c5798e4ba HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/f591f730-32e1-48e4-a82f-904c5798e4ba\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f591f730-32e1-48e4-a82f-904c5798e4ba HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/f591f730-32e1-48e4-a82f-904c5798e4ba\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/f591f730-32e1-48e4-a82f-904c5798e4ba HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/f591f730-32e1-48e4-a82f-904c5798e4ba.grib HTTP/11\" 200 7803\n",
+      "DEBUG:polytope.api.Client.FV7TAU:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:54 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.FV7TAU:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/f591f730-32e1-48e4-a82f-904c5798e4ba.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "1a9b2daee8e0440eb5bc57de04604f3b",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "f591f730-32e1-48e4-a82f-904c5798e4ba.grib:   0%|          | 0.00/7.62k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/f591f730-32e1-48e4-a82f-904c5798e4ba.grib HTTP/11\" 200 7803\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Creating Polytope client...\n",
+      "2024-09-19 10:50:54 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.EAXGWV:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:54 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 20.779400086097894\\n'\n",
+      "            '    - 49.266396683614516\\n'\n",
+      "            '  - - 21.291684316951347\\n'\n",
+      "            '    - 49.25582141560005\\n'\n",
+      "            '  - - 21.29255644055283\\n'\n",
+      "            '    - 49.462413633894414\\n'\n",
+      "            '  - - 21.60241816111113\\n'\n",
+      "            '    - 49.44412952745972\\n'\n",
+      "            '  - - 21.577574878322366\\n'\n",
+      "            '    - 49.16620350494162\\n'\n",
+      "            '  - - 20.792010318248543\\n'\n",
+      "            '    - 49.16233120403493\\n'\n",
+      "            '  - - 20.768637193550887\\n'\n",
+      "            '    - 49.273598233154075\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.EAXGWV:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 20.779400086097894\\n'\n",
+      "            '    - 49.266396683614516\\n'\n",
+      "            '  - - 21.291684316951347\\n'\n",
+      "            '    - 49.25582141560005\\n'\n",
+      "            '  - - 21.29255644055283\\n'\n",
+      "            '    - 49.462413633894414\\n'\n",
+      "            '  - - 21.60241816111113\\n'\n",
+      "            '    - 49.44412952745972\\n'\n",
+      "            '  - - 21.577574878322366\\n'\n",
+      "            '    - 49.16620350494162\\n'\n",
+      "            '  - - 20.792010318248543\\n'\n",
+      "            '    - 49.16233120403493\\n'\n",
+      "            '  - - 20.768637193550887\\n'\n",
+      "            '    - 49.273598233154075\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:54 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.EAXGWV:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP POST https://polytope.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 20.779400086097894\\n    - 49.266396683614516\\n  - - 21.291684316951347\\n    - 49.25582141560005\\n  - - 21.29255644055283\\n    - 49.462413633894414\\n  - - 21.60241816111113\\n    - 49.44412952745972\\n  - - 21.577574878322366\\n    - 49.16620350494162\\n  - - 20.792010318248543\\n    - 49.16233120403493\\n  - - 20.768637193550887\\n    - 49.273598233154075\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:55 - INFO - Request accepted. Please poll ../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a for status\n",
+      "INFO:polytope.api.Client.EAXGWV:Request accepted. Please poll ../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a for status\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Server message: Request queued\n",
+      "2024-09-19 10:50:55 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.EAXGWV:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:55 - INFO - Checking request status (../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a)...\n",
+      "INFO:polytope.api.Client.EAXGWV:Checking request status (../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a)...\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:56 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.EAXGWV:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client attempting HTTP GET https://polytope.ecmwf.int:443/api/v1/requests/../requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope.ecmwf.int:443 \"GET /api/v1/requests/298e62a0-ee97-4f33-99bc-cdfbb6475c8a HTTP/11\" 303 173\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/298e62a0-ee97-4f33-99bc-cdfbb6475c8a.grib HTTP/11\" 200 2861\n",
+      "DEBUG:polytope.api.Client.EAXGWV:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:50:59 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.EAXGWV:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"HEAD /default/298e62a0-ee97-4f33-99bc-cdfbb6475c8a.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "e16c92c022c04234ba08be8ff990a97c",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "298e62a0-ee97-4f33-99bc-cdfbb6475c8a.grib:   0%|          | 0.00/2.79k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope.ecmwf.int:443 \"GET /default/298e62a0-ee97-4f33-99bc-cdfbb6475c8a.grib HTTP/11\" 200 2861\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Gathered Polytope client configuration:\n",
+      "{'address': 'polytope-test.ecmwf.int',\n",
+      " 'insecure': False,\n",
+      " 'key_path': PosixPath('/home/maaw/.polytopeapirc'),\n",
+      " 'log_file': None,\n",
+      " 'log_level': 'DEBUG',\n",
+      " 'password': None,\n",
+      " 'port': None,\n",
+      " 'quiet': False,\n",
+      " 'skip_tls': False,\n",
+      " 'user_email': None,\n",
+      " 'user_key': None,\n",
+      " 'username': 'maaw',\n",
+      " 'verbose': False}\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Creating Polytope client...\n",
+      "2024-09-19 10:50:59 - INFO - Key read from /home/maaw/.polytopeapirc\n",
+      "INFO:polytope.api.Client.AJ7YTD:Key read from /home/maaw/.polytopeapirc\n",
+      "2024-09-19 10:50:59 - INFO - Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 23.208137901360374\\n'\n",
+      "            '    - 49.651584260796994\\n'\n",
+      "            '  - - 22.09658437133257\\n'\n",
+      "            '    - 49.752545184049126\\n'\n",
+      "            '  - - 21.91802865423628\\n'\n",
+      "            '    - 48.67264127283525\\n'\n",
+      "            '  - - 23.391185304246818\\n'\n",
+      "            '    - 48.62884428299256\\n'\n",
+      "            '  - - 23.420678366377672\\n'\n",
+      "            '    - 48.95370738548149\\n'\n",
+      "            '  - - 22.47620509293023\\n'\n",
+      "            '    - 48.948108124274114\\n'\n",
+      "            '  - - 22.504379835652145\\n'\n",
+      "            '    - 49.154931298807696\\n'\n",
+      "            '  - - 23.380718740911448\\n'\n",
+      "            '    - 49.134280180441834\\n'\n",
+      "            '  - - 23.347965550435475\\n'\n",
+      "            '    - 49.36007407350195\\n'\n",
+      "            '  - - 22.508043914644247\\n'\n",
+      "            '    - 49.34861103718032\\n'\n",
+      "            '  - - 22.552065252592882\\n'\n",
+      "            '    - 49.49663569230876\\n'\n",
+      "            '  - - 23.44022825068265\\n'\n",
+      "            '    - 49.49121931651345\\n'\n",
+      "            '  - - 23.257411122842967\\n'\n",
+      "            '    - 49.664632737235905\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "INFO:polytope.api.Client.AJ7YTD:Sending request...\n",
+      "{'request': 'class: od\\n'\n",
+      "            \"date: '20240917'\\n\"\n",
+      "            'domain: g\\n'\n",
+      "            'expver: 0079\\n'\n",
+      "            'feature:\\n'\n",
+      "            '  shape:\\n'\n",
+      "            '  - - 23.208137901360374\\n'\n",
+      "            '    - 49.651584260796994\\n'\n",
+      "            '  - - 22.09658437133257\\n'\n",
+      "            '    - 49.752545184049126\\n'\n",
+      "            '  - - 21.91802865423628\\n'\n",
+      "            '    - 48.67264127283525\\n'\n",
+      "            '  - - 23.391185304246818\\n'\n",
+      "            '    - 48.62884428299256\\n'\n",
+      "            '  - - 23.420678366377672\\n'\n",
+      "            '    - 48.95370738548149\\n'\n",
+      "            '  - - 22.47620509293023\\n'\n",
+      "            '    - 48.948108124274114\\n'\n",
+      "            '  - - 22.504379835652145\\n'\n",
+      "            '    - 49.154931298807696\\n'\n",
+      "            '  - - 23.380718740911448\\n'\n",
+      "            '    - 49.134280180441834\\n'\n",
+      "            '  - - 23.347965550435475\\n'\n",
+      "            '    - 49.36007407350195\\n'\n",
+      "            '  - - 22.508043914644247\\n'\n",
+      "            '    - 49.34861103718032\\n'\n",
+      "            '  - - 22.552065252592882\\n'\n",
+      "            '    - 49.49663569230876\\n'\n",
+      "            '  - - 23.44022825068265\\n'\n",
+      "            '    - 49.49121931651345\\n'\n",
+      "            '  - - 23.257411122842967\\n'\n",
+      "            '    - 49.664632737235905\\n'\n",
+      "            '  type: polygon\\n'\n",
+      "            'levtype: sfc\\n'\n",
+      "            \"number: '1'\\n\"\n",
+      "            \"param: '167'\\n\"\n",
+      "            \"step: '0'\\n\"\n",
+      "            'stream: enfo\\n'\n",
+      "            \"time: '1200'\\n\"\n",
+      "            'type: pf\\n',\n",
+      " 'verb': 'retrieve'}\n",
+      "2024-09-19 10:50:59 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.AJ7YTD:Polytope user key found in session cache for user maaw\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP POST https://polytope-test.ecmwf.int:443/api/v1/requests/ecmwf-mars\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': {'verb': 'retrieve', 'request': \"class: od\\ndate: '20240917'\\ndomain: g\\nexpver: 0079\\nfeature:\\n  shape:\\n  - - 23.208137901360374\\n    - 49.651584260796994\\n  - - 22.09658437133257\\n    - 49.752545184049126\\n  - - 21.91802865423628\\n    - 48.67264127283525\\n  - - 23.391185304246818\\n    - 48.62884428299256\\n  - - 23.420678366377672\\n    - 48.95370738548149\\n  - - 22.47620509293023\\n    - 48.948108124274114\\n  - - 22.504379835652145\\n    - 49.154931298807696\\n  - - 23.380718740911448\\n    - 49.134280180441834\\n  - - 23.347965550435475\\n    - 49.36007407350195\\n  - - 22.508043914644247\\n    - 49.34861103718032\\n  - - 22.552065252592882\\n    - 49.49663569230876\\n  - - 23.44022825068265\\n    - 49.49121931651345\\n  - - 23.257411122842967\\n    - 49.664632737235905\\n  type: polygon\\nlevtype: sfc\\nnumber: '1'\\nparam: '167'\\nstep: '0'\\nstream: enfo\\ntime: '1200'\\ntype: pf\\n\"}}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"POST /api/v1/requests/ecmwf-mars HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:50:59 - INFO - Request accepted. Please poll ../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 for status\n",
+      "INFO:polytope.api.Client.AJ7YTD:Request accepted. Please poll ../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 for status\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Server message: Request queued\n",
+      "2024-09-19 10:50:59 - INFO - Polytope user key found in session cache for user maaw\n",
+      "INFO:polytope.api.Client.AJ7YTD:Polytope user key found in session cache for user maaw\n",
+      "2024-09-19 10:50:59 - INFO - Checking request status (../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159)...\n",
+      "INFO:polytope.api.Client.AJ7YTD:Checking request status (../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159)...\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 49\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:51:00 - INFO - The current status of the request is 'queued'\n",
+      "INFO:polytope.api.Client.AJ7YTD:The current status of the request is 'queued'\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Server message: Request queued\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "2024-09-19 10:51:00 - INFO - The current status of the request is 'processing'\n",
+      "INFO:polytope.api.Client.AJ7YTD:The current status of the request is 'processing'\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Server message: Request processing\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 202 57\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (202)\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client attempting HTTP GET https://polytope-test.ecmwf.int:443/api/v1/requests/../requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159\n",
+      "{'headers': {'Authorization': 'EmailKey adam.warde@ecmwf.int:026098cc447ef4ee65be50caa10b9fdd'}, 'json': None}\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://polytope-test.ecmwf.int:443 \"GET /api/v1/requests/bc1347ef-bcb0-4dfd-bbff-d8ff99914159 HTTP/11\" 303 179\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"GET /default/bc1347ef-bcb0-4dfd-bbff-d8ff99914159.grib HTTP/11\" 200 11692\n",
+      "DEBUG:polytope.api.Client.AJ7YTD:Polytope client received HTTP SUCCESS (200)\n",
+      "2024-09-19 10:51:04 - INFO - The current status of the request is 'processed'\n",
+      "INFO:polytope.api.Client.AJ7YTD:The current status of the request is 'processed'\n",
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"HEAD /default/bc1347ef-bcb0-4dfd-bbff-d8ff99914159.grib HTTP/11\" 200 0\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "796c9f26ae034ac7bd07b28e5cda764e",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "bc1347ef-bcb0-4dfd-bbff-d8ff99914159.grib:   0%|          | 0.00/11.4k [00:00<?, ?B/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): downloads.polytope-test.ecmwf.int:443\n",
+      "DEBUG:urllib3.connectionpool:https://downloads.polytope-test.ecmwf.int:443 \"GET /default/bc1347ef-bcb0-4dfd-bbff-d8ff99914159.grib HTTP/11\" 200 11692\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1400x1200 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import earthkit.data\n",
+    " \n",
+    " \n",
+    "shape1 = [\n",
+    "          [\n",
+    "            7.258763811234218,\n",
+    "            48.793723130601535\n",
+    "          ],\n",
+    "          [\n",
+    "            7.168488316250347,\n",
+    "            49.83398497089428\n",
+    "          ],\n",
+    "          [\n",
+    "            8.21596726115746,\n",
+    "            49.850900108140536\n",
+    "          ],\n",
+    "          [\n",
+    "            8.22477419294512,\n",
+    "            49.63238869079714\n",
+    "          ],\n",
+    "          [\n",
+    "            7.425045773152021,\n",
+    "            49.6375037902404\n",
+    "          ],\n",
+    "          [\n",
+    "            7.488604743081794,\n",
+    "            48.76751542040529\n",
+    "          ],\n",
+    "          [\n",
+    "            7.262985428883866,\n",
+    "            48.762974824632806\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    " \n",
+    "shape2 = [\n",
+    "          [\n",
+    "            8.228175484385758,\n",
+    "            49.62363905618946\n",
+    "          ],\n",
+    "          [\n",
+    "            8.2383404847414,\n",
+    "            49.30577331470633\n",
+    "          ],\n",
+    "          [\n",
+    "            7.468517996271913,\n",
+    "            49.29035950951544\n",
+    "          ],\n",
+    "          [\n",
+    "            7.442698254298165,\n",
+    "            49.394063349552624\n",
+    "          ],\n",
+    "          [\n",
+    "            8.0965165757963,\n",
+    "            49.41322522398369\n",
+    "          ],\n",
+    "          [\n",
+    "            8.09028856771124,\n",
+    "            49.63518066374158\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape3 = [\n",
+    "          [\n",
+    "            8.778584932744309,\n",
+    "            49.86954658650521\n",
+    "          ],\n",
+    "          [\n",
+    "            8.862295524771469,\n",
+    "            48.766918864990714\n",
+    "          ],\n",
+    "          [\n",
+    "            10.061878585703141,\n",
+    "            48.80521538773752\n",
+    "          ],\n",
+    "          [\n",
+    "            10.05189374814043,\n",
+    "            49.02912712169905\n",
+    "          ],\n",
+    "          [\n",
+    "            9.126374708842917,\n",
+    "            49.035317308040874\n",
+    "          ],\n",
+    "          [\n",
+    "            9.054787898083248,\n",
+    "            49.85647839775169\n",
+    "          ],\n",
+    "          [\n",
+    "            8.79447274483195,\n",
+    "            49.8646339236731\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape4 = [\n",
+    "          [\n",
+    "            9.088892121315212,\n",
+    "            49.68396293291025\n",
+    "          ],\n",
+    "          [\n",
+    "            9.819571610135483,\n",
+    "            49.684014501470756\n",
+    "          ],\n",
+    "          [\n",
+    "            9.85505960658449,\n",
+    "            49.03116952568445\n",
+    "          ],\n",
+    "          [\n",
+    "            10.060153571012052,\n",
+    "            49.027505122195635\n",
+    "          ],\n",
+    "          [\n",
+    "            10.072160282281033,\n",
+    "            49.86449197101945\n",
+    "          ],\n",
+    "          [\n",
+    "            9.05948442169526,\n",
+    "            49.85694532601448\n",
+    "          ],\n",
+    "          [\n",
+    "            9.071912795654185,\n",
+    "            49.68014004987609\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape5 = [\n",
+    "          [\n",
+    "            10.598471035757996,\n",
+    "            49.82012849229719\n",
+    "          ],\n",
+    "          [\n",
+    "            10.623393389597027,\n",
+    "            48.824858944891844\n",
+    "          ],\n",
+    "          [\n",
+    "            12.04024144738159,\n",
+    "            48.83198005307881\n",
+    "          ],\n",
+    "          [\n",
+    "            12.006769966371252,\n",
+    "            49.16097358155085\n",
+    "          ],\n",
+    "          [\n",
+    "            10.989756517888907,\n",
+    "            49.16815641449875\n",
+    "          ],\n",
+    "          [\n",
+    "            10.948052430339942,\n",
+    "            49.88592726422476\n",
+    "          ],\n",
+    "          [\n",
+    "            10.596882802957197,\n",
+    "            49.86398061258498\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape6 = [\n",
+    "          [\n",
+    "            13.29197987307927,\n",
+    "            49.97728585641272\n",
+    "          ],\n",
+    "          [\n",
+    "            12.57111275146977,\n",
+    "            49.97104094778115\n",
+    "          ],\n",
+    "          [\n",
+    "            13.222322323273431,\n",
+    "            49.37725327518439\n",
+    "          ],\n",
+    "          [\n",
+    "            13.202971158951414,\n",
+    "            48.903129615084254\n",
+    "          ],\n",
+    "          [\n",
+    "            13.827804957331438,\n",
+    "            48.88340416595227\n",
+    "          ],\n",
+    "          [\n",
+    "            13.874384556433938,\n",
+    "            49.40358865952578\n",
+    "          ],\n",
+    "          [\n",
+    "            14.605299546055448,\n",
+    "            49.93197478940584\n",
+    "          ],\n",
+    "          [\n",
+    "            14.102062445091747,\n",
+    "            49.98001098000407\n",
+    "          ],\n",
+    "          [\n",
+    "            13.624487089218775,\n",
+    "            49.55461007587729\n",
+    "          ],\n",
+    "          [\n",
+    "            13.3099890365134,\n",
+    "            49.97739580806973\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape7 = [\n",
+    "          [\n",
+    "            15.228965549991614,\n",
+    "            49.730373613580525\n",
+    "          ],\n",
+    "          [\n",
+    "            15.230125323821682,\n",
+    "            50.090633313563075\n",
+    "          ],\n",
+    "          [\n",
+    "            17.660387372585035,\n",
+    "            50.06822116337625\n",
+    "          ],\n",
+    "          [\n",
+    "            17.577939895914568,\n",
+    "            49.59398017760927\n",
+    "          ],\n",
+    "          [\n",
+    "            16.752386182433355,\n",
+    "            49.64920447268295\n",
+    "          ],\n",
+    "          [\n",
+    "            16.58109059401943,\n",
+    "            48.772986118860814\n",
+    "          ],\n",
+    "          [\n",
+    "            16.094304206428518,\n",
+    "            48.79160176954642\n",
+    "          ],\n",
+    "          [\n",
+    "            16.185638387834643,\n",
+    "            49.640410835320694\n",
+    "          ],\n",
+    "          [\n",
+    "            15.250602552532541,\n",
+    "            49.68736034043533\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape8 = [\n",
+    "          [\n",
+    "            18.006103810711153,\n",
+    "            49.874817453680265\n",
+    "          ],\n",
+    "          [\n",
+    "            17.872892800864577,\n",
+    "            48.7751276419595\n",
+    "          ],\n",
+    "          [\n",
+    "            19.231045390320162,\n",
+    "            48.68751356669205\n",
+    "          ],\n",
+    "          [\n",
+    "            19.286273043798417,\n",
+    "            48.9720484447422\n",
+    "          ],\n",
+    "          [\n",
+    "            18.331513679782546,\n",
+    "            49.02466456647059\n",
+    "          ],\n",
+    "          [\n",
+    "            18.4410677556115,\n",
+    "            49.91883884509102\n",
+    "          ],\n",
+    "          [\n",
+    "            17.990407455442124,\n",
+    "            49.9284320053506\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape9 = [\n",
+    "          [\n",
+    "            18.523099688262818,\n",
+    "            49.91693240270905\n",
+    "          ],\n",
+    "          [\n",
+    "            19.571993355132093,\n",
+    "            49.88820196224816\n",
+    "          ],\n",
+    "          [\n",
+    "            19.269541055964595,\n",
+    "            48.99870007380369\n",
+    "          ],\n",
+    "          [\n",
+    "            18.989650825560034,\n",
+    "            49.00717933216285\n",
+    "          ],\n",
+    "          [\n",
+    "            19.1721361339051,\n",
+    "            49.67352579852684\n",
+    "          ],\n",
+    "          [\n",
+    "            18.42049036941708,\n",
+    "            49.71965669030075\n",
+    "          ],\n",
+    "          [\n",
+    "            18.436899591803154,\n",
+    "            49.93131406908293\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape10 = [\n",
+    "          [\n",
+    "            20.369665233263703,\n",
+    "            48.68540724766882\n",
+    "          ],\n",
+    "          [\n",
+    "            20.390795716706066,\n",
+    "            49.82142033684306\n",
+    "          ],\n",
+    "          [\n",
+    "            21.66474097162009,\n",
+    "            49.77219361759094\n",
+    "          ],\n",
+    "          [\n",
+    "            21.599781134603887,\n",
+    "            49.45580574399338\n",
+    "          ],\n",
+    "          [\n",
+    "            20.770239556798373,\n",
+    "            49.481617120321545\n",
+    "          ],\n",
+    "          [\n",
+    "            20.773898383565665,\n",
+    "            48.68594678666463\n",
+    "          ],\n",
+    "          [\n",
+    "            20.369665233263703,\n",
+    "            48.68540724766882\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape11 = [\n",
+    "          [\n",
+    "            20.779400086097894,\n",
+    "            49.266396683614516\n",
+    "          ],\n",
+    "          [\n",
+    "            21.291684316951347,\n",
+    "            49.25582141560005\n",
+    "          ],\n",
+    "          [\n",
+    "            21.29255644055283,\n",
+    "            49.462413633894414\n",
+    "          ],\n",
+    "          [\n",
+    "            21.60241816111113,\n",
+    "            49.44412952745972\n",
+    "          ],\n",
+    "          [\n",
+    "            21.577574878322366,\n",
+    "            49.16620350494162\n",
+    "          ],\n",
+    "          [\n",
+    "            20.792010318248543,\n",
+    "            49.16233120403493\n",
+    "          ],\n",
+    "          [\n",
+    "            20.768637193550887,\n",
+    "            49.273598233154075\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "shape12 = [\n",
+    "          [\n",
+    "            23.208137901360374,\n",
+    "            49.651584260796994\n",
+    "          ],\n",
+    "          [\n",
+    "            22.09658437133257,\n",
+    "            49.752545184049126\n",
+    "          ],\n",
+    "          [\n",
+    "            21.91802865423628,\n",
+    "            48.67264127283525\n",
+    "          ],\n",
+    "          [\n",
+    "            23.391185304246818,\n",
+    "            48.62884428299256\n",
+    "          ],\n",
+    "          [\n",
+    "            23.420678366377672,\n",
+    "            48.95370738548149\n",
+    "          ],\n",
+    "          [\n",
+    "            22.47620509293023,\n",
+    "            48.948108124274114\n",
+    "          ],\n",
+    "          [\n",
+    "            22.504379835652145,\n",
+    "            49.154931298807696\n",
+    "          ],\n",
+    "          [\n",
+    "            23.380718740911448,\n",
+    "            49.134280180441834\n",
+    "          ],\n",
+    "          [\n",
+    "            23.347965550435475,\n",
+    "            49.36007407350195\n",
+    "          ],\n",
+    "          [\n",
+    "            22.508043914644247,\n",
+    "            49.34861103718032\n",
+    "          ],\n",
+    "          [\n",
+    "            22.552065252592882,\n",
+    "            49.49663569230876\n",
+    "          ],\n",
+    "          [\n",
+    "            23.44022825068265,\n",
+    "            49.49121931651345\n",
+    "          ],\n",
+    "          [\n",
+    "            23.257411122842967,\n",
+    "            49.664632737235905\n",
+    "          ]\n",
+    "        ]\n",
+    " \n",
+    "import earthkit.plots\n",
+    "chart = earthkit.plots.Map(domain=\"Europe\")\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape1,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape2,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape3,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape4,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape5,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape6,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape7,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape8,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape9,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape10,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape11,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "request = {\n",
+    "    \"class\": \"od\",\n",
+    "    \"stream\" : \"enfo\",\n",
+    "    \"type\" : \"pf\",\n",
+    "    \"date\" : \"20240917\",\n",
+    "    \"time\" : \"1200\",\n",
+    "    \"levtype\" : \"sfc\",\n",
+    "    \"expver\" : \"0079\",\n",
+    "    \"domain\" : \"g\",\n",
+    "    \"param\" : \"167\",\n",
+    "    \"number\" : \"1\",\n",
+    "    \"step\": \"0\",\n",
+    "    \"feature\": {\n",
+    "        \"type\": \"polygon\",\n",
+    "        \"shape\": shape12,\n",
+    "    },\n",
+    "}\n",
+    " \n",
+    "ds1 = earthkit.data.from_source(\"polytope\", \"ecmwf-mars\", request, stream=False, address='polytope-test.ecmwf.int').to_xarray()\n",
+    " \n",
+    "chart.point_cloud(ds1['2t'], x=\"x\", y=\"y\",s=0.1)\n",
+    " \n",
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    " \n",
+    "chart.title(\"{variable_name} (number={number})\")\n",
+    " \n",
+    " \n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 58,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1400x1200 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "chart.coastlines()\n",
+    "chart.borders()\n",
+    "chart.gridlines()\n",
+    " \n",
+    "chart.title(\"{variable_name} (number={number})\")\n",
+    "\n",
+    " \n",
+    "chart.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "earthkit.plots.schema.figure.dpi = 200"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "polytope_venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.8"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}