read_all.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a3c7829f-9399-4bfb-adf4-63851ba5fba2",
   "metadata": {},
   "source": [
    "# DEMO \n",
    "\n",
    "Read in the intake catalogues from the input to bias correction\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f41a28d-7966-420a-a2ba-5bb53ada1d9c",
   "metadata": {},
   "source": [
    "#### required packages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "dbfd2435-2231-4a62-aa70-d5fd531a259d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:36.283298Z",
     "iopub.status.busy": "2024-06-10T23:57:36.282228Z",
     "iopub.status.idle": "2024-06-10T23:57:41.842149Z",
     "shell.execute_reply": "2024-06-10T23:57:41.841234Z",
     "shell.execute_reply.started": "2024-06-10T23:57:36.283239Z"
    }
   },
   "outputs": [],
   "source": [
    "import intake\n",
    "import xarray as xr\n",
    "from matplotlib import pyplot as plt\n",
    "\n",
    "import glob\n",
    "import pathlib\n",
    "import traceback\n",
    "from datetime import datetime\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e25d9c26-ad00-4e0a-b8dc-6fcfb15cfc71",
   "metadata": {},
   "source": [
    "#### start a local Dask client"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "97accd08-fd64-47e2-b870-ed24ff71ad9e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:41.844647Z",
     "iopub.status.busy": "2024-06-10T23:57:41.844391Z",
     "iopub.status.idle": "2024-06-10T23:57:47.425385Z",
     "shell.execute_reply": "2024-06-10T23:57:47.423725Z",
     "shell.execute_reply.started": "2024-06-10T23:57:41.844622Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-06-11 09:57:42,351 - distributed.preloading - INFO - Creating preload: /g/data/hh5/public/apps/dask-optimiser/schedplugin.py\n",
      "2024-06-11 09:57:42,354 - distributed.utils - INFO - Reload module schedplugin from .py file\n",
      "2024-06-11 09:57:42,358 - distributed.preloading - INFO - Import preload module: /g/data/hh5/public/apps/dask-optimiser/schedplugin.py\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Modifying workers\n"
     ]
    },
    {
     "data": {
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       "<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-39ac7fcb-2785-11ef-bb1b-000007a9fe80</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=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\"></td>\n",
       "            </tr>\n",
       "        \n",
       "\n",
       "        </table>\n",
       "\n",
       "        \n",
       "            <button style=\"margin-bottom: 12px;\" data-commandlinker-command=\"dask:populate-and-launch-layout\" data-commandlinker-args='{\"url\": \"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status\" }'>\n",
       "                Launch dashboard in JupyterLab\n",
       "            </button>\n",
       "        \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;\">e2e45e39</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard:</strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Workers:</strong> 7\n",
       "                </td>\n",
       "            </tr>\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total threads:</strong> 7\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total memory:</strong> 0 B\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-a8919727-d105-42e9-8d0c-49c97fa3d2a7</p>\n",
       "            <table style=\"width: 100%; text-align: left;\">\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Comm:</strong> tcp://127.0.0.1:42215\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Workers:</strong> 7\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Dashboard:</strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/8787/status</a>\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total threads:</strong> 7\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> 0 B\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://127.0.0.1:35171\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/36963/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/36963/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:38773\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-5vkk1akg\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://127.0.0.1:33213\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/42817/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/42817/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:36357\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-mxsgcnxs\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://127.0.0.1:43713\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/46701/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/46701/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:45161\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-gxrj9l7b\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://127.0.0.1:36755\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/39093/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/39093/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:42627\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-sviohue9\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: 4</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:42333\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/39631/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/39631/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:45519\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-g3cc1g5g\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: 5</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:39963\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/40917/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/40917/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:36503\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-xlzp63ii\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: 6</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:39413\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 1\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/40789/status\" target=\"_blank\">/node/gadi-cpu-bdw-0017.gadi.nci.org.au/39999/proxy/40789/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 0 B\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:45065\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> /jobfs/117842865.gadi-pbs/dask-scratch-space/worker-k0mom4mt\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://127.0.0.1:42215' processes=7 threads=7, memory=32.00 GiB>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from dask.distributed import Client\n",
    "client = Client()\n",
    "client"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8935960c-d1ab-4b85-8bc4-e2b41de3e910",
   "metadata": {},
   "source": [
    "#### ignore warnings"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "701040b6-201d-4bd9-be1d-2881778a7605",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:47.427606Z",
     "iopub.status.busy": "2024-06-10T23:57:47.427111Z",
     "iopub.status.idle": "2024-06-10T23:57:47.432467Z",
     "shell.execute_reply": "2024-06-10T23:57:47.431707Z",
     "shell.execute_reply.started": "2024-06-10T23:57:47.427553Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b316d27a-26d0-405f-a81f-912a6b2459bc",
   "metadata": {},
   "source": [
    "### read paths from config file"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "cf057751-f735-4e9f-b603-613682257a58",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:47.433615Z",
     "iopub.status.busy": "2024-06-10T23:57:47.433392Z",
     "iopub.status.idle": "2024-06-10T23:57:47.446783Z",
     "shell.execute_reply": "2024-06-10T23:57:47.445514Z",
     "shell.execute_reply.started": "2024-06-10T23:57:47.433593Z"
    }
   },
   "outputs": [],
   "source": [
    "import configparser\n",
    "\n",
    "# Create a ConfigParser object\n",
    "config = configparser.ConfigParser()\n",
    "# Read the config file\n",
    "config.read('/g/data/xv83/rxm599/acs/data-catalogue/config.ini')\n",
    "# Get the value of a variable\n",
    "catalogue_path = config.get('paths', 'catalogue_path')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cba541bb-f13a-4906-8f16-2898124289b5",
   "metadata": {},
   "source": [
    "## Obtain the desired catalogues of the simulations to processe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "235c1492-f47f-4082-b22c-ae3b1bc5a8f2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:47.448182Z",
     "iopub.status.busy": "2024-06-10T23:57:47.447903Z",
     "iopub.status.idle": "2024-06-10T23:57:47.459779Z",
     "shell.execute_reply": "2024-06-10T23:57:47.458748Z",
     "shell.execute_reply.started": "2024-06-10T23:57:47.448153Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "13\n"
     ]
    }
   ],
   "source": [
    "catalogue_path='/g/data/ia39/catalogues'\n",
    "mRuns = sorted(glob.glob(catalogue_path+'/*ssp370*.json'))\n",
    "print(len(mRuns))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "6e45c048-784c-4f98-a117-dd0aa67ff068",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:47.461125Z",
     "iopub.status.busy": "2024-06-10T23:57:47.460821Z",
     "iopub.status.idle": "2024-06-10T23:57:49.880585Z",
     "shell.execute_reply": "2024-06-10T23:57:49.879665Z",
     "shell.execute_reply.started": "2024-06-10T23:57:47.461092Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/g/data/ia39/catalogues/AGCD-05i_BOM_ACCESS-CM2_ssp370_r4i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_ACCESS-ESM1-5_ssp370_r6i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_CESM2_ssp370_r11i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_CMCC-ESM2_ssp370_r1i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_EC-Earth3_ssp370_r1i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_MPI-ESM1-2-HR_ssp370_r1i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_BOM_NorESM2-MM_ssp370_r1i1p1f1_BARPA-R_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_ACCESS-CM2_ssp370_r4i1p1f1_CCAM-v2203-SN_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_ACCESS-ESM1-5_ssp370_r6i1p1f1_CCAM-v2203-SN_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_CESM2_ssp370_r11i1p1f1_CCAM-v2203-SN_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_CMCC-ESM2_ssp370_r1i1p1f1_CCAM-v2203-SN_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_CNRM-ESM2-1_ssp370_r1i1p1f2_CCAM-v2203-SN_v1-r1_day.json\n",
      "/g/data/ia39/catalogues/AGCD-05i_CSIRO_EC-Earth3_ssp370_r1i1p1f1_CCAM-v2203-SN_v1-r1_day.json\n"
     ]
    }
   ],
   "source": [
    "# test loading all the catalogues of the data\n",
    "for file in mRuns: \n",
    "    print(file)\n",
    "    cat1=intake.open_esm_datastore(file)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "7cef7866-d897-45f2-b6ca-61a1d12e386d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:49.884132Z",
     "iopub.status.busy": "2024-06-10T23:57:49.883868Z",
     "iopub.status.idle": "2024-06-10T23:57:49.923951Z",
     "shell.execute_reply": "2024-06-10T23:57:49.922906Z",
     "shell.execute_reply.started": "2024-06-10T23:57:49.884108Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['hursmax', 'hursmin', 'pr', 'rsds', 'sfcWindmax', 'tasmax', 'tasmin']"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# From one catalogue list save variables\n",
    "cat=intake.open_esm_datastore(mRuns[12])\n",
    "cat.unique()['variable'] #unique()['variable']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9d75f938-ebd3-4557-8a75-ff35b0df23c0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:57:49.925363Z",
     "iopub.status.busy": "2024-06-10T23:57:49.924938Z",
     "iopub.status.idle": "2024-06-10T23:58:25.067580Z",
     "shell.execute_reply": "2024-06-10T23:58:25.066077Z",
     "shell.execute_reply.started": "2024-06-10T23:57:49.925323Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 15.2 s, sys: 1.59 s, total: 16.8 s\n",
      "Wall time: 34.8 s\n"
     ]
    },
    {
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       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (time: 31025, lat: 691, lon: 886, bnds: 2)\n",
       "Coordinates:\n",
       "  * time       (time) object 2015-01-01 12:00:00 ... 2099-12-31 12:00:00\n",
       "  * lat        (lat) float64 -44.5 -44.45 -44.4 -44.35 ... -10.1 -10.05 -10.0\n",
       "  * lon        (lon) float64 112.0 112.0 112.1 112.2 ... 156.1 156.2 156.2 156.2\n",
       "    lat_bnds   (lat, bnds) float64 dask.array&lt;chunksize=(691, 2), meta=np.ndarray&gt;\n",
       "    lon_bnds   (lon, bnds) float64 dask.array&lt;chunksize=(886, 2), meta=np.ndarray&gt;\n",
       "    time_bnds  (time, bnds) object dask.array&lt;chunksize=(365, 2), meta=np.ndarray&gt;\n",
       "Dimensions without coordinates: bnds\n",
       "Data variables:\n",
       "    pr         (time, lat, lon) float32 dask.array&lt;chunksize=(365, 691, 886), meta=np.ndarray&gt;\n",
       "    tasmax     (time, lat, lon) float32 dask.array&lt;chunksize=(365, 691, 886), meta=np.ndarray&gt;\n",
       "Attributes: (12/35)\n",
       "    Conventions:                         CF-1.10\n",
       "    activity_id:                         DD\n",
       "    contact:                             ccam@csiro.au\n",
       "    domain:                              Australia/AGCD\n",
       "    domain_id:                           AGCD-05i\n",
       "    driving_experiment:                  gap-filling scenario reaching 7.0 ba...\n",
       "    ...                                  ...\n",
       "    intake_esm_attrs:downscale_model:    CSIRO\n",
       "    intake_esm_attrs:downscale_version:  CCAM-v2203-SN\n",
       "    intake_esm_attrs:period:             v1-r1\n",
       "    intake_esm_attrs:time_period:        fixed\n",
       "    intake_esm_attrs:_data_format_:      netcdf\n",
       "    intake_esm_dataset_key:              AGCD-05i.EC-Earth3.ssp370.r1i1p1f1.C...</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-87ecacf9-f195-4675-a742-a7b33bb6e399' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-87ecacf9-f195-4675-a742-a7b33bb6e399' 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'>time</span>: 31025</li><li><span class='xr-has-index'>lat</span>: 691</li><li><span class='xr-has-index'>lon</span>: 886</li><li><span>bnds</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-139a61eb-9685-4ddb-84a1-708dc750c907' class='xr-section-summary-in' type='checkbox'  checked><label for='section-139a61eb-9685-4ddb-84a1-708dc750c907' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>2015-01-01 12:00:00 ... 2099-12-...</div><input id='attrs-b7b0cb05-21bc-4895-a023-2627dc65e724' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b7b0cb05-21bc-4895-a023-2627dc65e724' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef057174-7ae0-4277-bf5a-54bbc89cd6d9' class='xr-var-data-in' type='checkbox'><label for='data-ef057174-7ae0-4277-bf5a-54bbc89cd6d9' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(2015, 1, 1, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2015, 1, 2, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2015, 1, 3, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(2099, 12, 29, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2099, 12, 30, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2099, 12, 31, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-44.5 -44.45 -44.4 ... -10.05 -10.0</div><input id='attrs-206fc835-a293-4067-92d2-9e81dfa5917c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-206fc835-a293-4067-92d2-9e81dfa5917c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1123d029-ccc6-41b5-b3b7-a4e024467056' class='xr-var-data-in' type='checkbox'><label for='data-1123d029-ccc6-41b5-b3b7-a4e024467056' 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>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-44.5 , -44.45, -44.4 , ..., -10.1 , -10.05, -10.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>112.0 112.0 112.1 ... 156.2 156.2</div><input id='attrs-3f2fe642-5721-47f1-9857-802e545139e3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3f2fe642-5721-47f1-9857-802e545139e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf2432c5-cfa3-444e-86b2-e83c87c20312' class='xr-var-data-in' type='checkbox'><label for='data-bf2432c5-cfa3-444e-86b2-e83c87c20312' 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>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([112.  , 112.05, 112.1 , ..., 156.15, 156.2 , 156.25])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_bnds</span></div><div class='xr-var-dims'>(lat, bnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(691, 2), meta=np.ndarray&gt;</div><input id='attrs-9393d8f7-fc01-4f09-ba0f-bff06c86a62a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9393d8f7-fc01-4f09-ba0f-bff06c86a62a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-13cd8da1-6057-4f52-b6f0-784ce213bf6c' class='xr-var-data-in' type='checkbox'><label for='data-13cd8da1-6057-4f52-b6f0-784ce213bf6c' 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 style=\"border-collapse: collapse;\">\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> 10.80 kiB </td>\n",
       "                        <td> 10.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (691, 2) </td>\n",
       "                        <td> (691, 2) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 421 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"75\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
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       "  <line x1=\"25\" y1=\"0\" x2=\"25\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
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       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"12.706308\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >2</text>\n",
       "  <text x=\"45.412617\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,45.412617,60.000000)\">691</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_bnds</span></div><div class='xr-var-dims'>(lon, bnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(886, 2), meta=np.ndarray&gt;</div><input id='attrs-6eac9b78-640e-442f-b33f-0bedeb61f025' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6eac9b78-640e-442f-b33f-0bedeb61f025' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc0ff894-2d42-438f-acfa-4ac2c4cabde5' class='xr-var-data-in' type='checkbox'><label for='data-dc0ff894-2d42-438f-acfa-4ac2c4cabde5' 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 style=\"border-collapse: collapse;\">\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> 13.84 kiB </td>\n",
       "                        <td> 13.84 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (886, 2) </td>\n",
       "                        <td> (886, 2) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 421 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"75\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "\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>time_bnds</span></div><div class='xr-var-dims'>(time, bnds)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 2), meta=np.ndarray&gt;</div><input id='attrs-b126c38e-a3ed-46f1-ad4d-5c40acc1d78b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b126c38e-a3ed-46f1-ad4d-5c40acc1d78b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e8ee220-611a-4441-8e9b-527334b9ac04' class='xr-var-data-in' type='checkbox'><label for='data-6e8ee220-611a-4441-8e9b-527334b9ac04' 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 style=\"border-collapse: collapse;\">\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> 484.77 kiB </td>\n",
       "                        <td> 5.70 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (31025, 2) </td>\n",
       "                        <td> (365, 2) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 85 chunks in 176 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> object numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-eebd58f5-0be8-4c92-9624-e508e10dd010' class='xr-section-summary-in' type='checkbox'  checked><label for='section-eebd58f5-0be8-4c92-9624-e508e10dd010' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>pr</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 691, 886), meta=np.ndarray&gt;</div><input id='attrs-d17499f6-f676-440d-b9dd-5f1e335802ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d17499f6-f676-440d-b9dd-5f1e335802ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29d9c958-3b4e-4430-89a8-dca8a707dea8' class='xr-var-data-in' type='checkbox'><label for='data-29d9c958-3b4e-4430-89a8-dca8a707dea8' 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>Precipitation</dd><dt><span>standard_name :</span></dt><dd>lwe_precipitation_rate</dd><dt><span>units :</span></dt><dd>mm d-1</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>regrid_method :</span></dt><dd>bilinear</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
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       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 70.76 GiB </td>\n",
       "                        <td> 852.44 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (365, 691, 886) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 85 chunks in 171 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tasmax</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 691, 886), meta=np.ndarray&gt;</div><input id='attrs-d345c5f9-898e-410c-ac42-8bed55231ee0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d345c5f9-898e-410c-ac42-8bed55231ee0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0495b0be-71fe-4f99-b773-a225241f5840' class='xr-var-data-in' type='checkbox'><label for='data-0495b0be-71fe-4f99-b773-a225241f5840' 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>Daily Maximum Near-Surface Air Temperature</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>cell_methods :</span></dt><dd>time: maximum over days</dd><dt><span>regrid_method :</span></dt><dd>bilinear</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\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> 70.76 GiB </td>\n",
       "                        <td> 852.44 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (31025, 691, 886) </td>\n",
       "                        <td> (365, 691, 886) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 85 chunks in 171 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-6aa7e3c0-2d18-4027-9004-1fb63425b184' class='xr-section-summary-in' type='checkbox'  ><label for='section-6aa7e3c0-2d18-4027-9004-1fb63425b184' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9685ec02-9e8d-4017-91aa-7e0f116d6d0d' class='xr-index-data-in' type='checkbox'/><label for='index-9685ec02-9e8d-4017-91aa-7e0f116d6d0d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([2015-01-01 12:00:00, 2015-01-02 12:00:00, 2015-01-03 12:00:00,\n",
       "             2015-01-04 12:00:00, 2015-01-05 12:00:00, 2015-01-06 12:00:00,\n",
       "             2015-01-07 12:00:00, 2015-01-08 12:00:00, 2015-01-09 12:00:00,\n",
       "             2015-01-10 12:00:00,\n",
       "             ...\n",
       "             2099-12-22 12:00:00, 2099-12-23 12:00:00, 2099-12-24 12:00:00,\n",
       "             2099-12-25 12:00:00, 2099-12-26 12:00:00, 2099-12-27 12:00:00,\n",
       "             2099-12-28 12:00:00, 2099-12-29 12:00:00, 2099-12-30 12:00:00,\n",
       "             2099-12-31 12:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=31025, calendar=&#x27;noleap&#x27;, freq=&#x27;D&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-85238d64-13f0-4178-83a6-c835ffa5595d' class='xr-index-data-in' type='checkbox'/><label for='index-85238d64-13f0-4178-83a6-c835ffa5595d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -44.5, -44.45,  -44.4, -44.35,  -44.3, -44.25,  -44.2, -44.15,  -44.1,\n",
       "       -44.05,\n",
       "       ...\n",
       "       -10.45,  -10.4, -10.35,  -10.3, -10.25,  -10.2, -10.15,  -10.1, -10.05,\n",
       "        -10.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=691))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-449353ba-f8ee-4592-903d-b75b385793f7' class='xr-index-data-in' type='checkbox'/><label for='index-449353ba-f8ee-4592-903d-b75b385793f7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 112.0, 112.05,  112.1, 112.15,  112.2, 112.25,  112.3, 112.35,  112.4,\n",
       "       112.45,\n",
       "       ...\n",
       "        155.8, 155.85,  155.9, 155.95,  156.0, 156.05,  156.1, 156.15,  156.2,\n",
       "       156.25],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=886))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c85817d6-aef2-4fea-aef4-65498cccbee6' class='xr-section-summary-in' type='checkbox'  ><label for='section-c85817d6-aef2-4fea-aef4-65498cccbee6' class='xr-section-summary' >Attributes: <span>(35)</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-1.10</dd><dt><span>activity_id :</span></dt><dd>DD</dd><dt><span>contact :</span></dt><dd>ccam@csiro.au</dd><dt><span>domain :</span></dt><dd>Australia/AGCD</dd><dt><span>domain_id :</span></dt><dd>AGCD-05i</dd><dt><span>driving_experiment :</span></dt><dd>gap-filling scenario reaching 7.0 based on SSP3</dd><dt><span>driving_experiment_id :</span></dt><dd>ssp370</dd><dt><span>driving_institution_id :</span></dt><dd>EC-Earth-Consortium</dd><dt><span>driving_source_id :</span></dt><dd>EC-Earth3</dd><dt><span>driving_variant_label :</span></dt><dd>r1i1p1f1</dd><dt><span>frequency :</span></dt><dd>day</dd><dt><span>institution :</span></dt><dd>Commonwealth Scientific and Industrial Research Organisation</dd><dt><span>institution_id :</span></dt><dd>CSIRO</dd><dt><span>license :</span></dt><dd>CC BY 4.0 (https://creativecommons.org/licenses/by/4.0/)</dd><dt><span>mip_era :</span></dt><dd>CMIP6</dd><dt><span>native_resolution :</span></dt><dd>12.5km based on Schmidt coordinate transformation with S=2</dd><dt><span>product :</span></dt><dd>model-output</dd><dt><span>project_id :</span></dt><dd>output</dd><dt><span>source :</span></dt><dd>Conformal Cubic Atmospheric Model v2203</dd><dt><span>source_id :</span></dt><dd>CCAM-v2203-SN</dd><dt><span>source_type :</span></dt><dd>AOGCM</dd><dt><span>version_realisation :</span></dt><dd>v1-r1</dd><dt><span>input_doi :</span></dt><dd>https://doi.org/10.25914/rd73-4m38</dd><dt><span>title :</span></dt><dd>Pre-processed model output in preparation for bias adjustment</dd><dt><span>NCO :</span></dt><dd>netCDF Operators version 5.0.5 (Homepage = http://nco.sf.net, Code = http://github.com/nco/nco)</dd><dt><span>intake_esm_attrs:domain :</span></dt><dd>AGCD-05i</dd><dt><span>intake_esm_attrs:host_GCM :</span></dt><dd>EC-Earth3</dd><dt><span>intake_esm_attrs:run_type :</span></dt><dd>ssp370</dd><dt><span>intake_esm_attrs:host_ensemble :</span></dt><dd>r1i1p1f1</dd><dt><span>intake_esm_attrs:downscale_model :</span></dt><dd>CSIRO</dd><dt><span>intake_esm_attrs:downscale_version :</span></dt><dd>CCAM-v2203-SN</dd><dt><span>intake_esm_attrs:period :</span></dt><dd>v1-r1</dd><dt><span>intake_esm_attrs:time_period :</span></dt><dd>fixed</dd><dt><span>intake_esm_attrs:_data_format_ :</span></dt><dd>netcdf</dd><dt><span>intake_esm_dataset_key :</span></dt><dd>AGCD-05i.EC-Earth3.ssp370.r1i1p1f1.CSIRO.CCAM-v2203-SN.v1-r1</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (time: 31025, lat: 691, lon: 886, bnds: 2)\n",
       "Coordinates:\n",
       "  * time       (time) object 2015-01-01 12:00:00 ... 2099-12-31 12:00:00\n",
       "  * lat        (lat) float64 -44.5 -44.45 -44.4 -44.35 ... -10.1 -10.05 -10.0\n",
       "  * lon        (lon) float64 112.0 112.0 112.1 112.2 ... 156.1 156.2 156.2 156.2\n",
       "    lat_bnds   (lat, bnds) float64 dask.array<chunksize=(691, 2), meta=np.ndarray>\n",
       "    lon_bnds   (lon, bnds) float64 dask.array<chunksize=(886, 2), meta=np.ndarray>\n",
       "    time_bnds  (time, bnds) object dask.array<chunksize=(365, 2), meta=np.ndarray>\n",
       "Dimensions without coordinates: bnds\n",
       "Data variables:\n",
       "    pr         (time, lat, lon) float32 dask.array<chunksize=(365, 691, 886), meta=np.ndarray>\n",
       "    tasmax     (time, lat, lon) float32 dask.array<chunksize=(365, 691, 886), meta=np.ndarray>\n",
       "Attributes: (12/35)\n",
       "    Conventions:                         CF-1.10\n",
       "    activity_id:                         DD\n",
       "    contact:                             ccam@csiro.au\n",
       "    domain:                              Australia/AGCD\n",
       "    domain_id:                           AGCD-05i\n",
       "    driving_experiment:                  gap-filling scenario reaching 7.0 ba...\n",
       "    ...                                  ...\n",
       "    intake_esm_attrs:downscale_model:    CSIRO\n",
       "    intake_esm_attrs:downscale_version:  CCAM-v2203-SN\n",
       "    intake_esm_attrs:period:             v1-r1\n",
       "    intake_esm_attrs:time_period:        fixed\n",
       "    intake_esm_attrs:_data_format_:      netcdf\n",
       "    intake_esm_dataset_key:              AGCD-05i.EC-Earth3.ssp370.r1i1p1f1.C..."
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "# read in a few variables from one member\n",
    "cat_subset=cat.search(variable={'pr','tasmax'})\n",
    "dsets = cat_subset.to_dask(cdf_kwargs={'chunks': {'time': 365, 'lat': 691}})\n",
    "#dsets = cat.to_dataset_dict(cdf_kwargs={'chunks': {'time': 365, 'lat': 691}})\n",
    "dsets"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d363eab-9024-4f62-b6ce-9e9fd5b4caf6",
   "metadata": {},
   "source": [
    "## Do a few simple calculations and plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c2b4770d-aa3d-47b6-bf38-a6be12618abf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:58:25.069222Z",
     "iopub.status.busy": "2024-06-10T23:58:25.068903Z",
     "iopub.status.idle": "2024-06-10T23:58:33.205357Z",
     "shell.execute_reply": "2024-06-10T23:58:33.203918Z",
     "shell.execute_reply.started": "2024-06-10T23:58:25.069189Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.59 s, sys: 178 ms, total: 1.77 s\n",
      "Wall time: 7.25 s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x148a9df9c490>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "# compute the maximum daily pr for each year using groupby\n",
    "ds_ymax = dsets.pr.groupby('time.year').max('time')\n",
    "# plot first year value\n",
    "ds_ymax[0,:,:].plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "2b5b5066-c2c0-490a-8c14-e00562786344",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-10T23:58:33.207432Z",
     "iopub.status.busy": "2024-06-10T23:58:33.206971Z",
     "iopub.status.idle": "2024-06-11T00:00:14.917975Z",
     "shell.execute_reply": "2024-06-11T00:00:14.916764Z",
     "shell.execute_reply.started": "2024-06-10T23:58:33.207378Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 10.3 s, sys: 1.06 s, total: 11.3 s\n",
      "Wall time: 1min 40s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x148b73db8b50>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "# plot the average daily maximum pr\n",
    "ds_ymax.mean('year').plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1dec186e-87aa-48e5-bf93-0fa6c4ea33f3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-11T00:01:23.912142Z",
     "iopub.status.busy": "2024-06-11T00:01:23.911215Z",
     "iopub.status.idle": "2024-06-11T00:01:23.961874Z",
     "shell.execute_reply": "2024-06-11T00:01:23.960505Z",
     "shell.execute_reply.started": "2024-06-11T00:01:23.912068Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "  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-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;pr&#x27; (year: 85, lat: 691, lon: 886)&gt;\n",
       "dask.array&lt;transpose, shape=(85, 691, 886), dtype=float32, chunksize=(1, 691, 886), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * lat      (lat) float64 -44.5 -44.45 -44.4 -44.35 ... -10.1 -10.05 -10.0\n",
       "  * lon      (lon) float64 112.0 112.0 112.1 112.2 ... 156.1 156.2 156.2 156.2\n",
       "  * year     (year) int64 2015 2016 2017 2018 2019 ... 2095 2096 2097 2098 2099\n",
       "Attributes:\n",
       "    long_name:      Precipitation\n",
       "    standard_name:  lwe_precipitation_rate\n",
       "    units:          mm d-1\n",
       "    cell_methods:   time: mean\n",
       "    regrid_method:  bilinear</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'>'pr'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>year</span>: 85</li><li><span class='xr-has-index'>lat</span>: 691</li><li><span class='xr-has-index'>lon</span>: 886</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b159b537-49e2-4916-b505-02b623086a59' class='xr-array-in' type='checkbox' checked><label for='section-b159b537-49e2-4916-b505-02b623086a59' 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=(1, 691, 886), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\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> 198.51 MiB </td>\n",
       "                        <td> 2.34 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (85, 691, 886) </td>\n",
       "                        <td> (1, 691, 886) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 85 chunks in 432 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
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       "  <text x=\"11.284036\" y=\"124.873201\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,11.284036,124.873201)\">85</text>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-051ccab2-7382-4f43-8d1c-41c90cc09420' class='xr-section-summary-in' type='checkbox'  checked><label for='section-051ccab2-7382-4f43-8d1c-41c90cc09420' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-44.5 -44.45 -44.4 ... -10.05 -10.0</div><input id='attrs-bfb67e49-001e-49a3-8c7b-2f96b58937b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bfb67e49-001e-49a3-8c7b-2f96b58937b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a317389-9872-4645-a406-9f648c680776' class='xr-var-data-in' type='checkbox'><label for='data-5a317389-9872-4645-a406-9f648c680776' 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>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-44.5 , -44.45, -44.4 , ..., -10.1 , -10.05, -10.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>112.0 112.0 112.1 ... 156.2 156.2</div><input id='attrs-100334a2-65ad-4962-a861-32afd8282fe6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-100334a2-65ad-4962-a861-32afd8282fe6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6a4df02-0e22-45e3-9ee2-82103cf691bc' class='xr-var-data-in' type='checkbox'><label for='data-c6a4df02-0e22-45e3-9ee2-82103cf691bc' 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>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([112.  , 112.05, 112.1 , ..., 156.15, 156.2 , 156.25])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>year</span></div><div class='xr-var-dims'>(year)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>2015 2016 2017 ... 2097 2098 2099</div><input id='attrs-b6a02b32-501e-4c8b-a3bc-482b5155df70' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b6a02b32-501e-4c8b-a3bc-482b5155df70' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-357f5b46-cf99-4612-9386-91b92ba40dbc' class='xr-var-data-in' type='checkbox'><label for='data-357f5b46-cf99-4612-9386-91b92ba40dbc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([2015, 2016, 2017, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026,\n",
       "       2027, 2028, 2029, 2030, 2031, 2032, 2033, 2034, 2035, 2036, 2037, 2038,\n",
       "       2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2047, 2048, 2049, 2050,\n",
       "       2051, 2052, 2053, 2054, 2055, 2056, 2057, 2058, 2059, 2060, 2061, 2062,\n",
       "       2063, 2064, 2065, 2066, 2067, 2068, 2069, 2070, 2071, 2072, 2073, 2074,\n",
       "       2075, 2076, 2077, 2078, 2079, 2080, 2081, 2082, 2083, 2084, 2085, 2086,\n",
       "       2087, 2088, 2089, 2090, 2091, 2092, 2093, 2094, 2095, 2096, 2097, 2098,\n",
       "       2099])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-09df07c2-b2bb-42df-9a15-f09abf1bec1c' class='xr-section-summary-in' type='checkbox'  ><label for='section-09df07c2-b2bb-42df-9a15-f09abf1bec1c' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d1b2ebe1-8e0a-4167-b739-4a2e15789840' class='xr-index-data-in' type='checkbox'/><label for='index-d1b2ebe1-8e0a-4167-b739-4a2e15789840' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -44.5, -44.45,  -44.4, -44.35,  -44.3, -44.25,  -44.2, -44.15,  -44.1,\n",
       "       -44.05,\n",
       "       ...\n",
       "       -10.45,  -10.4, -10.35,  -10.3, -10.25,  -10.2, -10.15,  -10.1, -10.05,\n",
       "        -10.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=691))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6e803c78-10b3-4505-a974-d0ab55740851' class='xr-index-data-in' type='checkbox'/><label for='index-6e803c78-10b3-4505-a974-d0ab55740851' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 112.0, 112.05,  112.1, 112.15,  112.2, 112.25,  112.3, 112.35,  112.4,\n",
       "       112.45,\n",
       "       ...\n",
       "        155.8, 155.85,  155.9, 155.95,  156.0, 156.05,  156.1, 156.15,  156.2,\n",
       "       156.25],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=886))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>year</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b08f90be-bb87-417a-99a6-ac0f1bcbb71e' class='xr-index-data-in' type='checkbox'/><label for='index-b08f90be-bb87-417a-99a6-ac0f1bcbb71e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([2015, 2016, 2017, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026,\n",
       "       2027, 2028, 2029, 2030, 2031, 2032, 2033, 2034, 2035, 2036, 2037, 2038,\n",
       "       2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2047, 2048, 2049, 2050,\n",
       "       2051, 2052, 2053, 2054, 2055, 2056, 2057, 2058, 2059, 2060, 2061, 2062,\n",
       "       2063, 2064, 2065, 2066, 2067, 2068, 2069, 2070, 2071, 2072, 2073, 2074,\n",
       "       2075, 2076, 2077, 2078, 2079, 2080, 2081, 2082, 2083, 2084, 2085, 2086,\n",
       "       2087, 2088, 2089, 2090, 2091, 2092, 2093, 2094, 2095, 2096, 2097, 2098,\n",
       "       2099],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;year&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f265b8db-3f3f-4068-b8e0-e93393d07bac' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f265b8db-3f3f-4068-b8e0-e93393d07bac' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Precipitation</dd><dt><span>standard_name :</span></dt><dd>lwe_precipitation_rate</dd><dt><span>units :</span></dt><dd>mm d-1</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>regrid_method :</span></dt><dd>bilinear</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'pr' (year: 85, lat: 691, lon: 886)>\n",
       "dask.array<transpose, shape=(85, 691, 886), dtype=float32, chunksize=(1, 691, 886), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * lat      (lat) float64 -44.5 -44.45 -44.4 -44.35 ... -10.1 -10.05 -10.0\n",
       "  * lon      (lon) float64 112.0 112.0 112.1 112.2 ... 156.1 156.2 156.2 156.2\n",
       "  * year     (year) int64 2015 2016 2017 2018 2019 ... 2095 2096 2097 2098 2099\n",
       "Attributes:\n",
       "    long_name:      Precipitation\n",
       "    standard_name:  lwe_precipitation_rate\n",
       "    units:          mm d-1\n",
       "    cell_methods:   time: mean\n",
       "    regrid_method:  bilinear"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ymax"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e65c72f1-6f29-435a-9b2b-156239d8c0c7",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "60ac4e48-7b97-452b-9714-66354eae8241",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b3361356-d315-4592-9d3b-fb5cd4752b95",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "a6a9d5ae-fe32-45d2-9af6-6d13ea3ac988",
   "metadata": {},
   "source": [
    "# The End"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1920d781-f954-436b-94a8-f58d899f5150",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-06-11T00:05:08.912032Z",
     "iopub.status.busy": "2024-06-11T00:05:08.911369Z",
     "iopub.status.idle": "2024-06-11T00:05:11.694156Z",
     "shell.execute_reply": "2024-06-11T00:05:11.693027Z",
     "shell.execute_reply.started": "2024-06-11T00:05:08.911966Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.3.0\n",
      "0.3.0\n",
      "0.3.0\n",
      "0.3.0\n",
      "0.3.0\n",
      "0.3.0\n",
      "0.3.0\n"
     ]
    }
   ],
   "source": [
    "client.shutdown()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8e7fd9c2-7539-4b55-b7b0-4f05c78bba27",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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