HRRR-Cartopy.ipynb

{
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  {
   "cell_type": "markdown",
   "id": "e9dfe0df-9f1a-4e5d-99d3-81f01a76d3c8",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Animated HRRR \n",
    "\n",
    "Forked from https://gist.github.com/scollis/1bfc16a68b855a8166aae156fa394f03\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9ac4c885-3e20-473b-aca5-63e611c181f9",
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import numpy as np\n",
    "import fsspec\n",
    "import datetime as dt\n",
    "\n",
    "from matplotlib import pyplot as plt\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "\n",
    "from cartopy.feature import NaturalEarthFeature\n",
    "from xmovie import Movie\n",
    "#DANGER\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eac4889f-9979-4016-b492-ac54b3b1289d",
   "metadata": {},
   "source": [
    "#### Create Local Dask Cluster \n",
    "Local cluster"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e954b6e0",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2022-07-14 15:06:10,815 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-58r8he1k', purging\n",
      "2022-07-14 15:06:10,816 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-3iinz97p', purging\n",
      "2022-07-14 15:06:10,816 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-gkptt14j', purging\n",
      "2022-07-14 15:06:10,817 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-7p3ct4mq', purging\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "    <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\"> </div>\n",
       "    <div style=\"margin-left: 48px;\">\n",
       "        <h3 style=\"margin-bottom: 0px;\">Client</h3>\n",
       "        <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-672bbd30-03b0-11ed-9569-acde48001122</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "\n",
       "        <tr>\n",
       "        \n",
       "            <td style=\"text-align: left;\"><strong>Connection method:</strong> Cluster object</td>\n",
       "            <td style=\"text-align: left;\"><strong>Cluster type:</strong> distributed.LocalCluster</td>\n",
       "        \n",
       "        </tr>\n",
       "\n",
       "        \n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\"></td>\n",
       "            </tr>\n",
       "        \n",
       "\n",
       "        </table>\n",
       "\n",
       "        \n",
       "            <details>\n",
       "            <summary style=\"margin-bottom: 20px;\"><h3 style=\"display: inline;\">Cluster Info</h3></summary>\n",
       "            <div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-mod-trusted jp-OutputArea-output\">\n",
       "    <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\">\n",
       "    </div>\n",
       "    <div style=\"margin-left: 48px;\">\n",
       "        <h3 style=\"margin-bottom: 0px; margin-top: 0px;\">LocalCluster</h3>\n",
       "        <p style=\"color: #9D9D9D; margin-bottom: 0px;\">7b9da693</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard:</strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Workers:</strong> 4\n",
       "                </td>\n",
       "            </tr>\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total threads:</strong> 16\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total memory:</strong> 64.00 GiB\n",
       "                </td>\n",
       "            </tr>\n",
       "            \n",
       "            <tr>\n",
       "    <td style=\"text-align: left;\"><strong>Status:</strong> running</td>\n",
       "    <td style=\"text-align: left;\"><strong>Using processes:</strong> True</td>\n",
       "</tr>\n",
       "\n",
       "            \n",
       "        </table>\n",
       "\n",
       "        <details>\n",
       "            <summary style=\"margin-bottom: 20px;\">\n",
       "                <h3 style=\"display: inline;\">Scheduler Info</h3>\n",
       "            </summary>\n",
       "\n",
       "            <div style=\"\">\n",
       "    <div>\n",
       "        <div style=\"width: 24px; height: 24px; background-color: #FFF7E5; border: 3px solid #FF6132; border-radius: 5px; position: absolute;\"> </div>\n",
       "        <div style=\"margin-left: 48px;\">\n",
       "            <h3 style=\"margin-bottom: 0px;\">Scheduler</h3>\n",
       "            <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Scheduler-bd25e1fe-0f07-4947-84e4-2ddd1f45f94e</p>\n",
       "            <table style=\"width: 100%; text-align: left;\">\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Comm:</strong> tcp://127.0.0.1:50950\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Workers:</strong> 4\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Dashboard:</strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total threads:</strong> 16\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Started:</strong> Just now\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total memory:</strong> 64.00 GiB\n",
       "                    </td>\n",
       "                </tr>\n",
       "            </table>\n",
       "        </div>\n",
       "    </div>\n",
       "\n",
       "    <details style=\"margin-left: 48px;\">\n",
       "        <summary style=\"margin-bottom: 20px;\">\n",
       "            <h3 style=\"display: inline;\">Workers</h3>\n",
       "        </summary>\n",
       "\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 0</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:50966\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:50967/status\" target=\"_blank\">http://127.0.0.1:50967/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 16.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:50953\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-aroogl8j\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 1</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:50971\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:50973/status\" target=\"_blank\">http://127.0.0.1:50973/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 16.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:50956\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-zyv972_1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 2</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:50972\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:50975/status\" target=\"_blank\">http://127.0.0.1:50975/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 16.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:50955\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-4cfaohst\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 3</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:50965\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:50968/status\" target=\"_blank\">http://127.0.0.1:50968/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 16.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:50954\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /var/folders/f4/f3jp1t2x0hddhf4vz50gzlnc0000gn/T/dask-worker-space/worker-sd5l6ao2\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "\n",
       "    </details>\n",
       "</div>\n",
       "\n",
       "        </details>\n",
       "    </div>\n",
       "</div>\n",
       "            </details>\n",
       "        \n",
       "\n",
       "    </div>\n",
       "</div>"
      ],
      "text/plain": [
       "<Client: 'tcp://127.0.0.1:50950' processes=4 threads=16, memory=64.00 GiB>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from dask.distributed import Client\n",
    "client = Client()  # set up local cluster on your laptop\n",
    "client"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a6e1055e-bb20-49e1-8008-157e62827fa1",
   "metadata": {},
   "outputs": [],
   "source": [
    "rpath = 's3://esip-qhub-public/noaa/hrrr/hrrr_best.json'\n",
    "\n",
    "r_opts = {'anon':True}\n",
    "s_opts = {'anon':True, 'skip_instance_cache':True}\n",
    "\n",
    "fs = fsspec.filesystem(\"reference\", fo=rpath, ref_storage_args=s_opts,\n",
    "                       remote_protocol='s3', remote_options=r_opts)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d677f2dc-f4f5-466c-9ac3-e983fa32baad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[{'name': '.zgroup', 'type': 'file', 'size': 17},\n",
       " {'name': 'valid_time', 'type': 'directory', 'size': 0},\n",
       " {'name': '.zattrs', 'type': 'file', 'size': 422},\n",
       " {'name': 'heightAboveGround', 'type': 'directory', 'size': 0},\n",
       " {'name': 'time', 'type': 'directory', 'size': 0},\n",
       " {'name': 'step', 'type': 'directory', 'size': 0},\n",
       " {'name': 'latitude', 'type': 'directory', 'size': 0},\n",
       " {'name': 'longitude', 'type': 'directory', 'size': 0},\n",
       " {'name': 't2m', 'type': 'directory', 'size': 0},\n",
       " {'name': 'pt', 'type': 'directory', 'size': 0},\n",
       " {'name': 'sh2', 'type': 'directory', 'size': 0},\n",
       " {'name': 'd2m', 'type': 'directory', 'size': 0},\n",
       " {'name': 'r2', 'type': 'directory', 'size': 0},\n",
       " {'name': 'u10', 'type': 'directory', 'size': 0},\n",
       " {'name': 'v10', 'type': 'directory', 'size': 0},\n",
       " {'name': 'si10', 'type': 'directory', 'size': 0},\n",
       " {'name': 'unknown', 'type': 'directory', 'size': 0}]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fs.ls('')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5cb3aff7",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "91b29a55-545f-40be-9d98-a611dca5b47c",
   "metadata": {},
   "outputs": [],
   "source": [
    "m = fs.get_mapper(\"\")\n",
    "\n",
    "ds = xr.open_dataset(m, engine=\"zarr\", backend_kwargs=dict(consolidated=False), \n",
    "                      chunks={'valid_time':1})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "921439f7-1963-4ce1-a66d-06fa729937a5",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:            (valid_time: 30, y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    heightAboveGround  float64 ...\n",
       "    latitude           (y, x) float64 dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;\n",
       "    longitude          (y, x) float64 dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;\n",
       "    step               timedelta64[ns] ...\n",
       "    time               (valid_time) datetime64[ns] dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;\n",
       "  * valid_time         (valid_time) datetime64[ns] 2022-07-11T18:00:00 ... 20...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    d2m                (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    pt                 (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    r2                 (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    sh2                (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    si10               (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    t2m                (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    u10                (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    unknown            (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "    v10                (valid_time, y, x) float32 dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:             CF-1.7\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_edition:            2\n",
       "    GRIB_subCentre:          0\n",
       "    history:                 2022-07-14T18:39 GRIB to CDM+CF via cfgrib-0.9.1...\n",
       "    institution:             US National Weather Service - NCEP</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-21cc4018-8be3-4c35-8533-c788815e778d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-21cc4018-8be3-4c35-8533-c788815e778d' 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'>valid_time</span>: 30</li><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7274326f-1e89-4187-ac70-2f85aa9feb54' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7274326f-1e89-4187-ac70-2f85aa9feb54' 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>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a01a8f34-5217-4d48-bf10-6ff67052d59d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a01a8f34-5217-4d48-bf10-6ff67052d59d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1a731c7-8fae-4c6f-803c-4d44d35433c4' class='xr-var-data-in' type='checkbox'><label for='data-f1a731c7-8fae-4c6f-803c-4d44d35433c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-eee4b02d-93df-419e-b9e7-99d150cfb58d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eee4b02d-93df-419e-b9e7-99d150cfb58d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96f9681b-5530-4ece-acf8-cfe9b764106d' class='xr-var-data-in' type='checkbox'><label for='data-96f9681b-5530-4ece-acf8-cfe9b764106d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                        <th> Bytes </th>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float64 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"90.639244\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1799</text>\n",
       "  <text x=\"140.000000\" y=\"35.319622\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,35.319622)\">1059</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-a0b2676d-4630-4334-8fc8-48860fac933b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0b2676d-4630-4334-8fc8-48860fac933b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00563142-6265-4b6b-afd3-bd52fe909504' class='xr-var-data-in' type='checkbox'><label for='data-00563142-6265-4b6b-afd3-bd52fe909504' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                </thead>\n",
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       "                        <th> Bytes </th>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                        <td> 14.54 MiB </td>\n",
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       "                        <td> (1059, 1799) </td>\n",
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       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float64 </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4353ecc0-08d9-4fb9-b233-9bb790b45a8d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4353ecc0-08d9-4fb9-b233-9bb790b45a8d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43622980-2880-44fd-a481-42e1c5b27818' class='xr-var-data-in' type='checkbox'><label for='data-43622980-2880-44fd-a481-42e1c5b27818' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(3600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;</div><input id='attrs-6b190af8-c894-4f6d-95bc-c209ec1c7c99' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b190af8-c894-4f6d-95bc-c209ec1c7c99' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f24cb1bc-cc77-434b-b172-2e5a6ec047e5' class='xr-var-data-in' type='checkbox'><label for='data-f24cb1bc-cc77-434b-b172-2e5a6ec047e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><table>\n",
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       "       &#x27;2022-07-11T23:00:00.000000000&#x27;, &#x27;2022-07-12T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2022-07-12T20:00:00.000000000&#x27;, &#x27;2022-07-13T02:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T03:00:00.000000000&#x27;, &#x27;2022-07-13T05:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T10:00:00.000000000&#x27;, &#x27;2022-07-13T11:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T20:00:00.000000000&#x27;, &#x27;2022-07-13T21:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T22:00:00.000000000&#x27;, &#x27;2022-07-14T01:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T02:00:00.000000000&#x27;, &#x27;2022-07-14T04:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T12:00:00.000000000&#x27;, &#x27;2022-07-14T13:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T15:00:00.000000000&#x27;, &#x27;2022-07-14T16:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-15T00:00:00.000000000&#x27;, &#x27;2022-07-15T09:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7ec54d5f-c5a7-4014-a5a9-f56989fa7155' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7ec54d5f-c5a7-4014-a5a9-f56989fa7155' class='xr-section-summary' >Data variables: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>d2m</span></div><div class='xr-var-dims'>(valid_time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-444ef3bc-260c-4584-a9ad-ecdc0130184a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-444ef3bc-260c-4584-a9ad-ecdc0130184a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3eb8430e-4ab1-47c4-a5cc-5564a3033a15' class='xr-var-data-in' type='checkbox'><label for='data-3eb8430e-4ab1-47c4-a5cc-5564a3033a15' 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>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_paramId :</span></dt><dd>168</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pt</span></div><div class='xr-var-dims'>(valid_time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-9253d644-4216-463b-ab15-4889cb436866' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9253d644-4216-463b-ab15-4889cb436866' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7382f43-1967-4c5b-8fb8-715c15b14cea' class='xr-var-data-in' type='checkbox'><label for='data-b7382f43-1967-4c5b-8fb8-715c15b14cea' 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>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>pt</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Potential temperature</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_paramId :</span></dt><dd>3</dd><dt><span>GRIB_shortName :</span></dt><dd>pt</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>Potential temperature</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-11c780d2-f7a4-4030-a9e4-29872fd8c44c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-11c780d2-f7a4-4030-a9e4-29872fd8c44c' 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>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>history :</span></dt><dd>2022-07-14T18:39 GRIB to CDM+CF via cfgrib-0.9.10.1/ecCodes-2.26.0 with {&quot;source&quot;: &quot;../../tmp/tmp06oecs_6grib2&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd></dl></div></li></ul></div></div>"
      ],
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       "<xarray.Dataset>\n",
       "Dimensions:            (valid_time: 30, y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    heightAboveGround  float64 ...\n",
       "    latitude           (y, x) float64 dask.array<chunksize=(1059, 1799), meta=np.ndarray>\n",
       "    longitude          (y, x) float64 dask.array<chunksize=(1059, 1799), meta=np.ndarray>\n",
       "    step               timedelta64[ns] ...\n",
       "    time               (valid_time) datetime64[ns] dask.array<chunksize=(1,), meta=np.ndarray>\n",
       "  * valid_time         (valid_time) datetime64[ns] 2022-07-11T18:00:00 ... 20...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    d2m                (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    pt                 (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    r2                 (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    sh2                (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    si10               (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    t2m                (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    u10                (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    unknown            (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "    v10                (valid_time, y, x) float32 dask.array<chunksize=(1, 1059, 1799), meta=np.ndarray>\n",
       "Attributes:\n",
       "    Conventions:             CF-1.7\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_edition:            2\n",
       "    GRIB_subCentre:          0\n",
       "    history:                 2022-07-14T18:39 GRIB to CDM+CF via cfgrib-0.9.1...\n",
       "    institution:             US National Weather Service - NCEP"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ad699973-8780-49ac-a7c0-7ce3f74a7147",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds = ds.assign_coords(longitude=(((ds.longitude + 180) % 360) - 180))\n",
    "ds = ds.assign_coords({'longitude': ds['longitude'],\n",
    "                       'latitude': ds['latitude']})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "baf91e48-4b4d-49ab-ae8a-e52c7458232c",
   "metadata": {},
   "outputs": [],
   "source": [
    "var = 't2m'  # Temperature at 2m height"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "22f68e12",
   "metadata": {},
   "outputs": [
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       "    time               (valid_time) datetime64[ns] dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;\n",
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       "    standard_name:  time</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'valid_time'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>valid_time</span>: 30</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-92db4892-2da1-4f0e-aec5-91d9368784f7' class='xr-array-in' type='checkbox' checked><label for='section-92db4892-2da1-4f0e-aec5-91d9368784f7' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2022-07-11T18:00:00 2022-07-11T20:00:00 ... 2022-07-15T09:00:00</span></div><div class='xr-array-data'><pre>array([&#x27;2022-07-11T18:00:00.000000000&#x27;, &#x27;2022-07-11T20:00:00.000000000&#x27;,\n",
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       "       &#x27;2022-07-12T17:00:00.000000000&#x27;, &#x27;2022-07-12T18:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-12T20:00:00.000000000&#x27;, &#x27;2022-07-13T02:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T03:00:00.000000000&#x27;, &#x27;2022-07-13T05:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T10:00:00.000000000&#x27;, &#x27;2022-07-13T11:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T20:00:00.000000000&#x27;, &#x27;2022-07-13T21:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-13T22:00:00.000000000&#x27;, &#x27;2022-07-14T01:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T02:00:00.000000000&#x27;, &#x27;2022-07-14T04:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T12:00:00.000000000&#x27;, &#x27;2022-07-14T13:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-14T15:00:00.000000000&#x27;, &#x27;2022-07-14T16:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-15T00:00:00.000000000&#x27;, &#x27;2022-07-15T09:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></div></li><li class='xr-section-item'><input id='section-e976e62e-ac98-44cf-965e-5577e52df0bd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e976e62e-ac98-44cf-965e-5577e52df0bd' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-45302c9c-09f5-4514-85b5-47aa2a077a08' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45302c9c-09f5-4514-85b5-47aa2a077a08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ede90588-93c1-4fe2-b39e-425ceeca3629' class='xr-var-data-in' type='checkbox'><label for='data-ede90588-93c1-4fe2-b39e-425ceeca3629' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>01:00:00</div><input id='attrs-f4dc5a63-27fd-420d-9360-3eb176f3082e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f4dc5a63-27fd-420d-9360-3eb176f3082e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0262bd33-7021-416c-8456-e450691d422a' class='xr-var-data-in' type='checkbox'><label for='data-0262bd33-7021-416c-8456-e450691d422a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(3600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;</div><input id='attrs-a18a00c5-4436-476f-b945-49fd7bd60661' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a18a00c5-4436-476f-b945-49fd7bd60661' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72e3bd87-4589-4888-a298-d5548dd04004' class='xr-var-data-in' type='checkbox'><label for='data-72e3bd87-4589-4888-a298-d5548dd04004' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><table>\n",
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      ],
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       "<xarray.DataArray 'valid_time' (valid_time: 30)>\n",
       "array(['2022-07-11T18:00:00.000000000', '2022-07-11T20:00:00.000000000',\n",
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       "       '2022-07-12T14:00:00.000000000', '2022-07-12T16:00:00.000000000',\n",
       "       '2022-07-12T17:00:00.000000000', '2022-07-12T18:00:00.000000000',\n",
       "       '2022-07-12T20:00:00.000000000', '2022-07-13T02:00:00.000000000',\n",
       "       '2022-07-13T03:00:00.000000000', '2022-07-13T05:00:00.000000000',\n",
       "       '2022-07-13T10:00:00.000000000', '2022-07-13T11:00:00.000000000',\n",
       "       '2022-07-13T20:00:00.000000000', '2022-07-13T21:00:00.000000000',\n",
       "       '2022-07-13T22:00:00.000000000', '2022-07-14T01:00:00.000000000',\n",
       "       '2022-07-14T02:00:00.000000000', '2022-07-14T04:00:00.000000000',\n",
       "       '2022-07-14T12:00:00.000000000', '2022-07-14T13:00:00.000000000',\n",
       "       '2022-07-14T15:00:00.000000000', '2022-07-14T16:00:00.000000000',\n",
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       "      dtype='datetime64[ns]')\n",
       "Coordinates:\n",
       "    heightAboveGround  float64 2.0\n",
       "    step               timedelta64[ns] 01:00:00\n",
       "    time               (valid_time) datetime64[ns] dask.array<chunksize=(1,), meta=np.ndarray>\n",
       "  * valid_time         (valid_time) datetime64[ns] 2022-07-11T18:00:00 ... 20...\n",
       "Attributes:\n",
       "    long_name:      time\n",
       "    standard_name:  time"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.valid_time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4f0efe85",
   "metadata": {},
   "outputs": [
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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",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;t2m&#x27; (y: 1059, x: 1799)&gt;\n",
       "dask.array&lt;getitem, shape=(1059, 1799), dtype=float32, chunksize=(1059, 1799), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    heightAboveGround  float64 2.0\n",
       "    latitude           (y, x) float64 dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;\n",
       "    longitude          (y, x) float64 dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;\n",
       "    step               timedelta64[ns] 01:00:00\n",
       "    time               datetime64[ns] dask.array&lt;chunksize=(), meta=np.ndarray&gt;\n",
       "    valid_time         datetime64[ns] 2022-07-11T18:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Attributes:\n",
       "    GRIB_DxInMetres:                          3000.0\n",
       "    GRIB_DyInMetres:                          3000.0\n",
       "    GRIB_LaDInDegrees:                        38.5\n",
       "    GRIB_Latin1InDegrees:                     38.5\n",
       "    GRIB_Latin2InDegrees:                     38.5\n",
       "    GRIB_LoVInDegrees:                        262.5\n",
       "    GRIB_NV:                                  0\n",
       "    GRIB_Nx:                                  1799\n",
       "    GRIB_Ny:                                  1059\n",
       "    GRIB_cfName:                              air_temperature\n",
       "    GRIB_cfVarName:                           t2m\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_gridDefinitionDescription:           Lambert Conformal can be secant...\n",
       "    GRIB_gridType:                            lambert\n",
       "    GRIB_iScansNegatively:                    0\n",
       "    GRIB_jPointsAreConsecutive:               0\n",
       "    GRIB_jScansPositively:                    1\n",
       "    GRIB_latitudeOfFirstGridPointInDegrees:   21.138123\n",
       "    GRIB_latitudeOfSouthernPoleInDegrees:     0.0\n",
       "    GRIB_longitudeOfFirstGridPointInDegrees:  237.280472\n",
       "    GRIB_longitudeOfSouthernPoleInDegrees:    0.0\n",
       "    GRIB_missingValue:                        9999\n",
       "    GRIB_name:                                2 metre temperature\n",
       "    GRIB_numberOfPoints:                      1905141\n",
       "    GRIB_paramId:                             167\n",
       "    GRIB_shortName:                           2t\n",
       "    GRIB_stepType:                            instant\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_typeOfLevel:                         heightAboveGround\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre temperature\n",
       "    standard_name:                            air_temperature\n",
       "    units:                                    K</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'t2m'</div><ul class='xr-dim-list'><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-10ec71bc-c339-4bb3-8d74-b324027e7377' class='xr-array-in' type='checkbox' checked><label for='section-10ec71bc-c339-4bb3-8d74-b324027e7377' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 7.27 MiB </td>\n",
       "                        <td> 7.27 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 32 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"120\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "\n",
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       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"70\" style=\"stroke-width:2\" />\n",
       "\n",
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       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,70.63924402445804 0.0,70.63924402445804\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"90.639244\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1799</text>\n",
       "  <text x=\"140.000000\" y=\"35.319622\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,35.319622)\">1059</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-e51ef7e6-f480-41b2-83f6-3c4bc786b248' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e51ef7e6-f480-41b2-83f6-3c4bc786b248' 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>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-04499cc8-191a-4d58-8b4f-4552d3cbeba6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04499cc8-191a-4d58-8b4f-4552d3cbeba6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-770dbb58-89d1-4de5-a1c2-a1345931829a' class='xr-var-data-in' type='checkbox'><label for='data-770dbb58-89d1-4de5-a1c2-a1345931829a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-08e8fbd2-1f00-48a0-aeea-c1af46d787a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08e8fbd2-1f00-48a0-aeea-c1af46d787a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49b7b663-17ff-4c24-b6b6-d2e64ad939ba' class='xr-var-data-in' type='checkbox'><label for='data-49b7b663-17ff-4c24-b6b6-d2e64ad939ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float64 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"120\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "\n",
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       "\n",
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       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,70.63924402445804 0.0,70.63924402445804\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1059, 1799), meta=np.ndarray&gt;</div><input id='attrs-5a5ac9ea-ae3f-4236-a378-a2fb1b20ee6b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a5ac9ea-ae3f-4236-a378-a2fb1b20ee6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43fd798a-ac9a-40bf-85b5-205a26a8e0b4' class='xr-var-data-in' type='checkbox'><label for='data-43fd798a-ac9a-40bf-85b5-205a26a8e0b4' 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'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 14.54 MiB </td>\n",
       "                        <td> 14.54 MiB </td>\n",
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       "                    \n",
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       "                        <th> Shape </th>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                        <td> (1059, 1799) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 5 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float64 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>01:00:00</div><input id='attrs-9021ef1b-d477-4148-9d72-8f773c6aa445' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9021ef1b-d477-4148-9d72-8f773c6aa445' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f0aa50e-d5cb-40dc-81ee-77dcf37c0fe4' class='xr-var-data-in' type='checkbox'><label for='data-7f0aa50e-d5cb-40dc-81ee-77dcf37c0fe4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(3600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(), meta=np.ndarray&gt;</div><input id='attrs-19dc7d97-e9b0-4f7b-97d5-0b303df3988c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19dc7d97-e9b0-4f7b-97d5-0b303df3988c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2d2ac0c-f737-4cb9-819e-61da877a79da' class='xr-var-data-in' type='checkbox'><label for='data-b2d2ac0c-f737-4cb9-819e-61da877a79da' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 8 B </td>\n",
       "                        <td> 8 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> () </td>\n",
       "                        <td> () </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 32 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> datetime64[ns] </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        \n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-07-11T18:00:00</div><input id='attrs-c88d400e-accc-4892-9250-1e9770c2f6c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c88d400e-accc-4892-9250-1e9770c2f6c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66d57084-a6a8-4e3c-8084-6445f101d3cb' class='xr-var-data-in' type='checkbox'><label for='data-66d57084-a6a8-4e3c-8084-6445f101d3cb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-07-11T18:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dbbbf1db-7798-46be-bb5b-03d083b43edc' class='xr-section-summary-in' type='checkbox'  ><label for='section-dbbbf1db-7798-46be-bb5b-03d083b43edc' class='xr-section-summary' >Attributes: <span>(33)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>units :</span></dt><dd>K</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 't2m' (y: 1059, x: 1799)>\n",
       "dask.array<getitem, shape=(1059, 1799), dtype=float32, chunksize=(1059, 1799), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    heightAboveGround  float64 2.0\n",
       "    latitude           (y, x) float64 dask.array<chunksize=(1059, 1799), meta=np.ndarray>\n",
       "    longitude          (y, x) float64 dask.array<chunksize=(1059, 1799), meta=np.ndarray>\n",
       "    step               timedelta64[ns] 01:00:00\n",
       "    time               datetime64[ns] dask.array<chunksize=(), meta=np.ndarray>\n",
       "    valid_time         datetime64[ns] 2022-07-11T18:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Attributes:\n",
       "    GRIB_DxInMetres:                          3000.0\n",
       "    GRIB_DyInMetres:                          3000.0\n",
       "    GRIB_LaDInDegrees:                        38.5\n",
       "    GRIB_Latin1InDegrees:                     38.5\n",
       "    GRIB_Latin2InDegrees:                     38.5\n",
       "    GRIB_LoVInDegrees:                        262.5\n",
       "    GRIB_NV:                                  0\n",
       "    GRIB_Nx:                                  1799\n",
       "    GRIB_Ny:                                  1059\n",
       "    GRIB_cfName:                              air_temperature\n",
       "    GRIB_cfVarName:                           t2m\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_gridDefinitionDescription:           Lambert Conformal can be secant...\n",
       "    GRIB_gridType:                            lambert\n",
       "    GRIB_iScansNegatively:                    0\n",
       "    GRIB_jPointsAreConsecutive:               0\n",
       "    GRIB_jScansPositively:                    1\n",
       "    GRIB_latitudeOfFirstGridPointInDegrees:   21.138123\n",
       "    GRIB_latitudeOfSouthernPoleInDegrees:     0.0\n",
       "    GRIB_longitudeOfFirstGridPointInDegrees:  237.280472\n",
       "    GRIB_longitudeOfSouthernPoleInDegrees:    0.0\n",
       "    GRIB_missingValue:                        9999\n",
       "    GRIB_name:                                2 metre temperature\n",
       "    GRIB_numberOfPoints:                      1905141\n",
       "    GRIB_paramId:                             167\n",
       "    GRIB_shortName:                           2t\n",
       "    GRIB_stepType:                            instant\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_typeOfLevel:                         heightAboveGround\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre temperature\n",
       "    standard_name:                            air_temperature\n",
       "    units:                                    K"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Get the analysis timestep\n",
    "ds.t2m.isel(valid_time=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6dcc436f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Make a cartopy plot\n",
    "centerlat = 29.5\n",
    "centerlon = -95.25\n",
    "#delta lat lon degrees\n",
    "window = 2\n",
    "locbox = [centerlon - window, centerlon + window, centerlat - window, centerlat + window]\n",
    "\n",
    "#Set up the figure\n",
    "myf = plt.figure(figsize=[10,10])\n",
    "\n",
    "#We are going FULL CUSTOM.. This sets up the map panel\n",
    "map_panel_axes = [0.05, 0.05, .8, .8]\n",
    "\n",
    "#Add the map axes. Wse the Platte Carree projection. \n",
    "ax = myf.add_axes(map_panel_axes, projection=ccrs.PlateCarree())\n",
    "da = ds['t2m'].isel(valid_time=0).load() - 273.15\n",
    "da.plot.pcolormesh(ax=ax, transform = ccrs.PlateCarree(), \n",
    "                   x='longitude', y='latitude',\n",
    "                  vmin=20, vmax=40,\n",
    "                  cmap='plasma')\n",
    "\n",
    "coast = NaturalEarthFeature(category='physical', scale='10m',\n",
    "                            edgecolor='black', name='coastline')\n",
    "\n",
    "counties = NaturalEarthFeature(category='cultural', scale='10m',\n",
    "                            edgecolor='black', name='admin_2_counties_lakes', alpha=.2)\n",
    "\n",
    "ax.add_feature(cfeature.STATES, facecolor='none', edgecolor='black')\n",
    "ax.add_feature(coast, facecolor='none', edgecolor='black')\n",
    "ax.add_feature(counties, facecolor='none', edgecolor='black')\n",
    "  \n",
    "plt.xlim(locbox[0], locbox[1])\n",
    "plt.ylim(locbox[2], locbox[3])\n",
    "gl = ax.gridlines(xlocs=np.linspace(-98,-94,9), ylocs=np.linspace(27.,31.,11),draw_labels=True)\n",
    "\n",
    "gl.top_labels = False\n",
    "gl.right_labels = False\n",
    "gl.left_labels = True\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d5838317",
   "metadata": {},
   "source": [
    "Make a xmovie custom plot func"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "50da9d8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "def custom_plotfunc(ds, fig, tt, *args, **kwargs):\n",
    "    centerlat = 29.5\n",
    "    centerlon = -95.25\n",
    "    #delta lat lon degrees\n",
    "    window = 2\n",
    "    locbox = [centerlon - window, centerlon + window, centerlat - window, centerlat + window]\n",
    "\n",
    "    #Set up the figure\n",
    "    myf = fig\n",
    "\n",
    "    #We are going FULL CUSTOM.. This sets up the map panel\n",
    "    map_panel_axes = [0.05, 0.05, .8, .8]\n",
    "\n",
    "    #Add the map axes. Wse the Platte Carree projection. \n",
    "    ax = myf.add_axes(map_panel_axes, projection=ccrs.PlateCarree())\n",
    "    da = ds['t2m'].isel(valid_time=tt).load() - 273.15\n",
    "    da.plot.pcolormesh(ax=ax, transform = ccrs.PlateCarree(), \n",
    "                       x='longitude', y='latitude',\n",
    "                      vmin=20, vmax=40,\n",
    "                      cmap='plasma')\n",
    "\n",
    "    coast = NaturalEarthFeature(category='physical', scale='10m',\n",
    "                                edgecolor='black', name='coastline')\n",
    "\n",
    "    counties = NaturalEarthFeature(category='cultural', scale='10m',\n",
    "                                edgecolor='black', name='admin_2_counties_lakes', alpha=.2)\n",
    "\n",
    "    ax.add_feature(cfeature.STATES, facecolor='none', edgecolor='black')\n",
    "    ax.add_feature(coast, facecolor='none', edgecolor='black')\n",
    "    ax.add_feature(counties, facecolor='none', edgecolor='black')\n",
    "\n",
    "    plt.xlim(locbox[0], locbox[1])\n",
    "    plt.ylim(locbox[2], locbox[3])\n",
    "    gl = ax.gridlines(xlocs=np.linspace(-98,-94,9), ylocs=np.linspace(27.,31.,11),draw_labels=True)\n",
    "\n",
    "    gl.top_labels = False\n",
    "    gl.right_labels = False\n",
    "    gl.left_labels = True\n",
    "    \n",
    "    return None, None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "3fc65148",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(None, None)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "figme = plt.figure(figsize=[15,10])\n",
    "custom_plotfunc(ds, figme, 10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "64aab649",
   "metadata": {},
   "outputs": [],
   "source": [
    "mov_parallel = Movie(ds,\n",
    "                     custom_plotfunc, input_check=False, \n",
    "                     dpi=150, framedim='valid_time')#, dpi=300, pixelwidth=4800, pixelheight=1980,)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "69f96080",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1920x1080 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "mov_parallel.preview(-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "914b0b70",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Movie created at hrrr.mov\n"
     ]
    }
   ],
   "source": [
    "mov_parallel.save(\n",
    "    'hrrr.mov',\n",
    "    overwrite_existing=True,\n",
    "    gif_resolution_factor=2.0,framerate=5\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "920246e6",
   "metadata": {},
   "outputs": [],
   "source": [
    "#convert to gif"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "dfaf849b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ffmpeg version 5.0.1 Copyright (c) 2000-2022 the FFmpeg developers\n",
      "  built with clang version 13.0.1\n",
      "  configuration: --prefix=/Users/scollis/miniconda3/envs/rsignel --cc=x86_64-apple-darwin13.4.0-clang --cxx=x86_64-apple-darwin13.4.0-clang++ --disable-doc --disable-openssl --enable-demuxer=dash --enable-gnutls --enable-hardcoded-tables --enable-libfreetype --enable-libfontconfig --enable-libopenh264 --disable-videotoolbox --enable-gpl --enable-libx264 --enable-libx265 --enable-libaom --enable-libsvtav1 --enable-libxml2 --enable-libvpx --enable-pic --enable-pthreads --enable-shared --disable-static --enable-version3 --enable-zlib --enable-libmp3lame --pkg-config=/Users/runner/miniforge3/conda-bld/ffmpeg_1657132981500/_build_env/bin/pkg-config\n",
      "  libavutil      57. 17.100 / 57. 17.100\n",
      "  libavcodec     59. 18.100 / 59. 18.100\n",
      "  libavformat    59. 16.100 / 59. 16.100\n",
      "  libavdevice    59.  4.100 / 59.  4.100\n",
      "  libavfilter     8. 24.100 /  8. 24.100\n",
      "  libswscale      6.  4.100 /  6.  4.100\n",
      "  libswresample   4.  3.100 /  4.  3.100\n",
      "  libpostproc    56.  3.100 / 56.  3.100\n",
      "Input #0, mov,mp4,m4a,3gp,3g2,mj2, from 'hrrr.mov':\n",
      "  Metadata:\n",
      "    major_brand     : qt  \n",
      "    minor_version   : 512\n",
      "    compatible_brands: qt  \n",
      "    encoder         : Lavf59.16.100\n",
      "  Duration: 00:00:06.00, start: 0.000000, bitrate: 4428 kb/s\n",
      "  Stream #0:0[0x1]: Video: h264 (High) (avc1 / 0x31637661), yuv420p(progressive), 1920x1080 [SAR 1:1 DAR 16:9], 4426 kb/s, 5 fps, 5 tbr, 10240 tbn (default)\n",
      "    Metadata:\n",
      "      handler_name    : VideoHandler\n",
      "      vendor_id       : FFMP\n",
      "      encoder         : Lavc59.18.100 libx264\n",
      "Stream mapping:\n",
      "  Stream #0:0 -> #0:0 (h264 (native) -> gif (native))\n",
      "Press [q] to stop, [?] for help\n",
      "\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51198000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea508f8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea50908000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516a8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516b8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516c8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516d8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516e8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea516f8000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51708000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51718000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51728000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51738000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51748000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51758000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51768000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0m\u001b[1;34m[swscaler @ 0x7fea794b0000] \u001b[0m\u001b[1;34m[swscaler @ 0x7fea51778000] \u001b[0m\u001b[0;33mNo accelerated colorspace conversion found from yuv420p to bgr8.\n",
      "\u001b[0mOutput #0, gif, to 'hrrr.gif':\n",
      "  Metadata:\n",
      "    major_brand     : qt  \n",
      "    minor_version   : 512\n",
      "    compatible_brands: qt  \n",
      "    encoder         : Lavf59.16.100\n",
      "  Stream #0:0: Video: gif, bgr8(pc, gbr/unknown/unknown, progressive), 1920x1080 [SAR 1:1 DAR 16:9], q=2-31, 200 kb/s, 5 fps, 100 tbn (default)\n",
      "    Metadata:\n",
      "      handler_name    : VideoHandler\n",
      "      vendor_id       : FFMP\n",
      "      encoder         : Lavc59.18.100 gif\n",
      "frame=   30 fps=0.0 q=-0.0 Lsize=    5095kB time=00:00:05.81 bitrate=7183.9kbits/s speed=13.6x    \n",
      "video:5095kB audio:0kB subtitle:0kB other streams:0kB global headers:0kB muxing overhead: 0.000383%\n"
     ]
    }
   ],
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