check-sinz-tinz.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "03f38eef-d9c3-46bb-abc2-2be7e28505a1",
   "metadata": {},
   "source": [
    "# Check CICE issue with Sinz, Tinz\n",
    "https://github.com/COSIMA/cice5/issues/62"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b1cba230-186c-4151-9db5-11dde510da88",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import cosima_cookbook as cc\n",
    "from cosima_cookbook import explore\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "from matplotlib import cm\n",
    "import os.path\n",
    "import glob"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f05d807b-2bca-4186-ada7-71fc9c217aa0",
   "metadata": {},
   "outputs": [
    {
     "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-8c3e16cb-bad2-11ec-95aa-00000082fe80</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=\"/proxy/8787/status\" target=\"_blank\">/proxy/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;\">d115bb38</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard:</strong> <a href=\"/proxy/8787/status\" target=\"_blank\">/proxy/8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Workers:</strong> 16\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-cbee2842-1b0b-4b98-811a-12ed98571e7b</p>\n",
       "            <table style=\"width: 100%; text-align: left;\">\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Comm:</strong> tcp://127.0.0.1:34467\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Workers:</strong> 16\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Dashboard:</strong> <a href=\"/proxy/8787/status\" target=\"_blank\">/proxy/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://127.0.0.1:39697\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=\"/proxy/35457/status\" target=\"_blank\">/proxy/35457/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:38123\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-zq9ypbd3\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://127.0.0.1:33241\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=\"/proxy/35945/status\" target=\"_blank\">/proxy/35945/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:33393\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-xpu_pd94\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://127.0.0.1:38797\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=\"/proxy/41631/status\" target=\"_blank\">/proxy/41631/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:33829\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-dir8704w\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://127.0.0.1:44747\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=\"/proxy/43329/status\" target=\"_blank\">/proxy/43329/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:34379\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-blfeqnjq\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://127.0.0.1:40307\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=\"/proxy/37821/status\" target=\"_blank\">/proxy/37821/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:42371\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-zusy9q0t\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://127.0.0.1:45205\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=\"/proxy/44281/status\" target=\"_blank\">/proxy/44281/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:43529\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-yy547q73\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://127.0.0.1:43815\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=\"/proxy/43801/status\" target=\"_blank\">/proxy/43801/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:42869\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-69rv82aw\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: 7</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:33463\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=\"/proxy/34825/status\" target=\"_blank\">/proxy/34825/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:32957\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-qzu4dqdo\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: 8</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:35121\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=\"/proxy/36121/status\" target=\"_blank\">/proxy/36121/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:38743\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-48lvintg\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: 9</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:39813\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=\"/proxy/46481/status\" target=\"_blank\">/proxy/46481/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:32953\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-u3i8z39x\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: 10</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:44111\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=\"/proxy/46473/status\" target=\"_blank\">/proxy/46473/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:37757\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-7demp8s4\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: 11</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:37669\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=\"/proxy/36157/status\" target=\"_blank\">/proxy/36157/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:42007\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-7ajiu7jo\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: 12</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:38497\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=\"/proxy/39675/status\" target=\"_blank\">/proxy/39675/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:39019\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-cdrxhzr3\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: 13</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:39541\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=\"/proxy/39905/status\" target=\"_blank\">/proxy/39905/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:40551\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-d31coigd\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: 14</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:41491\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=\"/proxy/35331/status\" target=\"_blank\">/proxy/35331/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:45767\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-6hpiop0p\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: 15</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:43423\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=\"/proxy/39573/status\" target=\"_blank\">/proxy/39573/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 4.00 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:46251\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/38189339.gadi-pbs/tmp0vmw0z6bdask-worker-space/dask-worker-space/worker-1rf5y31c\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://127.0.0.1:34467' processes=16 threads=16, memory=64.00 GiB>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import climtas.nci\n",
    "climtas.nci.GadiClient(malloc_trim_threshold='64kib')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0baad154-ff1c-4f8c-9411-bb7be93c5094",
   "metadata": {},
   "outputs": [],
   "source": [
    "session = cc.database.create_session()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "68f4a9dc-feca-44cc-a996-c7b1010405b4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4802f34a27fc4a0891d56fa071c8e918",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "DatabaseExplorer(children=(HTML(value='<style>.header p{ line-height: 1.4; margin-bottom: 10px }</style>\\n    …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dbx = explore.DatabaseExplorer(session=session)\n",
    "dbx"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8a4d80a-2fc7-466f-aec3-f137da815643",
   "metadata": {},
   "source": [
    "## Check S and T profiles in cycle 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "6274fc40-4fb9-495a-b6c3-9c7c6999b4ab",
   "metadata": {},
   "outputs": [],
   "source": [
    "sinzall = cc.querying.getvar('01deg_jra55v140_iaf_cycle4', 'Sinz_m', session)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "405b6ab9-98f0-4a34-85b7-509a980f2213",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(23, 5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinzall.shape # NB: time axis present"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "99cb0152-8348-4e13-ad5e-b4648e2a02bd",
   "metadata": {},
   "outputs": [],
   "source": [
    "sinz = cc.querying.getvar('01deg_jra55v140_iaf_cycle4', 'Sinz_m', session, n=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "id": "2426611c-9830-4366-a6d4-af63da84be06",
   "metadata": {},
   "outputs": [],
   "source": [
    "tinz = cc.querying.getvar('01deg_jra55v140_iaf_cycle4', 'Tinz_m', session, n=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "09900c32-9c4c-4566-b092-8e8e82d117d9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "3041e78b-0566-48e0-8599-3fccbff9f14c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "2fa514a5-4580-4658-a47e-26bb732ec573",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
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       "array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1958-02-01\n",
       "Attributes:\n",
       "    long_name:  model time\n",
       "    bounds:     time_bounds</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'>'time'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-f30fae67-bd21-4c36-8680-80af60d76eaf' class='xr-array-in' type='checkbox' checked><label for='section-f30fae67-bd21-4c36-8680-80af60d76eaf' 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>1958-02-01</span></div><div class='xr-array-data'><pre>array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></div></li><li class='xr-section-item'><input id='section-c0dd2191-6e02-486e-89ae-1054e06824a3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c0dd2191-6e02-486e-89ae-1054e06824a3' class='xr-section-summary' >Coordinates: <span>(1)</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'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-02-01</div><input id='attrs-f9ee71d2-25e8-44f9-9d68-c9a59816044b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f9ee71d2-25e8-44f9-9d68-c9a59816044b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b02758c-0729-46c7-a9ee-8e21b8ebd305' class='xr-var-data-in' type='checkbox'><label for='data-4b02758c-0729-46c7-a9ee-8e21b8ebd305' 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>model time</dd><dt><span>bounds :</span></dt><dd>time_bounds</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-970cd42a-7024-466c-a423-6809accb1761' class='xr-section-summary-in' type='checkbox'  checked><label for='section-970cd42a-7024-466c-a423-6809accb1761' class='xr-section-summary' >Attributes: <span>(2)</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>model time</dd><dt><span>bounds :</span></dt><dd>time_bounds</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'time' (time: 1)>\n",
       "array(['1958-02-01T00:00:00.000000000'], dtype='datetime64[ns]')\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1958-02-01\n",
       "Attributes:\n",
       "    long_name:  model time\n",
       "    bounds:     time_bounds"
      ]
     },
     "execution_count": 79,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinz.time"
   ]
  },
  {
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   "execution_count": 81,
   "id": "68167f5b-b9b4-4c49-bc67-9004d04b6f4a",
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       ".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;time&#x27; (time: 1)&gt;\n",
       "array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1958-02-01\n",
       "Attributes:\n",
       "    long_name:  model time\n",
       "    bounds:     time_bounds</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'>'time'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c5c2ba8d-5e78-49f6-a0e7-53e910b91085' class='xr-array-in' type='checkbox' checked><label for='section-c5c2ba8d-5e78-49f6-a0e7-53e910b91085' 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>1958-02-01</span></div><div class='xr-array-data'><pre>array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></div></li><li class='xr-section-item'><input id='section-dfabd2ef-3cc1-43c4-8a01-184ebc1f2308' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dfabd2ef-3cc1-43c4-8a01-184ebc1f2308' class='xr-section-summary' >Coordinates: <span>(1)</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'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-02-01</div><input id='attrs-2fdeb8b5-6eb2-487e-a525-e36abc020995' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2fdeb8b5-6eb2-487e-a525-e36abc020995' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7abe122-3fca-4ca8-9780-a54e3102dd7e' class='xr-var-data-in' type='checkbox'><label for='data-f7abe122-3fca-4ca8-9780-a54e3102dd7e' 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>model time</dd><dt><span>bounds :</span></dt><dd>time_bounds</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1958-02-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2e751824-ffa7-450e-b550-a3c792813e64' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e751824-ffa7-450e-b550-a3c792813e64' class='xr-section-summary' >Attributes: <span>(2)</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>model time</dd><dt><span>bounds :</span></dt><dd>time_bounds</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'time' (time: 1)>\n",
       "array(['1958-02-01T00:00:00.000000000'], dtype='datetime64[ns]')\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1958-02-01\n",
       "Attributes:\n",
       "    long_name:  model time\n",
       "    bounds:     time_bounds"
      ]
     },
     "execution_count": 81,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tinz.time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "834065b8-3d46-487f-b6ad-8e590b3af1ee",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14aca9b12400>"
      ]
     },
     "execution_count": 82,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sinz.isel(time=0,nc=4,nkice=0).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "0da777b5-2742-4014-9849-812c54e236fe",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Salinity')"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sinz.isel(time=0, ni=999, nj=2699).values\n",
    "plt.plot(s)\n",
    "plt.title('Uncorrected salinity')\n",
    "plt.ylabel('Salinity')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "64c95687-3491-4092-8242-65c77527d8ab",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x14aca99d58e0>"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(s.reshape((4,5)), label=['1','2','3','4','5'])\n",
    "plt.title('Corrected salinity vs depth for each thickness category')\n",
    "plt.ylabel('Salinity')\n",
    "plt.xlabel('depth index (nkice)')\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "48ec805c-fa9a-4300-8a9f-d621ea90fcbd",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Salinity')"
      ]
     },
     "execution_count": 85,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = sinz.isel(time=0).mean('ni').mean('nj').values\n",
    "plt.plot(s)\n",
    "plt.title('Uncorrected salinity')\n",
    "plt.ylabel('Salinity')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "c7fe4962-2334-425c-89fb-cb853c9ac784",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x14acaaa58f10>"
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(s.reshape((4,5)), label=['1','2','3','4','5'])\n",
    "plt.title('Corrected salinity vs depth for each thickness category')\n",
    "plt.ylabel('Salinity')\n",
    "plt.xlabel('depth index (nkice)')\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "19ddc6db-e4d6-495c-9c4c-24e1cd4c10fd",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Temperature')"
      ]
     },
     "execution_count": 87,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "t = tinz.isel(time=0, ni=999, nj=2699).values\n",
    "plt.plot(s)\n",
    "plt.title('Uncorrected temperature')\n",
    "plt.ylabel('Temperature')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "3d57b9b1-3159-41d2-8b44-3ea0725c12b4",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x14acb5810f10>"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(t.reshape((4,5)), label=['1','2','3','4','5'])\n",
    "plt.title('Corrected temperature vs depth for each thickness category')\n",
    "plt.ylabel('Temperature')\n",
    "plt.xlabel('depth index (nkice)')\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "cb9c29d5-84aa-4f6f-9d72-3bc9940ff191",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Temperature')"
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "t = tinz.isel(time=0).mean('ni').mean('nj').values\n",
    "plt.plot(s)\n",
    "plt.title('Uncorrected temperature')\n",
    "plt.ylabel('Temperature')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "id": "8fc539b9-f622-40c0-988e-8dbeb28beb88",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x14aca8f80d00>"
      ]
     },
     "execution_count": 90,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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KioiOjiY//+oOnasOOzs7AgMDsba2ruxQFEVRyk1lJZrpwM9CiMtvbhsGYOzXa7mx51gftK7YL8f5o5Tyr5udYXR0NM7OztStWxdxRcfFVYOUkpSUFKKjo6lXr15lh6MoilJuKiXRGDsC7FPC97FoHc0hpTzPf53M3bL8/Pwqm2QAhBB4eHigGjIoinK7qVFd0FTVJHNZVY9PURTlZtSoRKMoinI7MugNXDiWxOG/zfYozC2prDqaGumpp55izZo1eHt7c/LkycoOR1GUai47LZ9TO2M5tSuOnPQCnN3taNW7NpbWVesaQiWaCvTkk0/y0ksv8fjjj1d2KIqiVFMGgyTqVCont8dw6UQyUkLtpu50f7ghdVp6YGlZtZIMqERTobp3787FixcrOwxFUaqhnIwCTu+K49TOWLJS87F3tqZN/zo07eqPq5d9ZYd3XTUy0Uz8M5RTsZnlOs2m/i58NLhZuU5TUZSaTRok0WFphO6I4cKxZAwGSUAjN+54oAH1W3thaVX1rl5KUiMTjaIoSlWWl1XI6d1xhO6MJTMpD1tHK1r2DqRZtwDcfBxKHMdQUEDh+fPYNWlSwdHeWI1MNOrKQ1GUqkZKSWxEOqHbYzh3NAmDTuIX7ErHQfVo0NYLK2vLksfT68lY/SdJCz5FFhQSvGkjFvZV61ZajUw0iqIoVUV+ThFhe7S6l7T4XGzsrWjeLYCm3fzx8HcqdTwpJdlbtpI0dy4FERHYNW+O9xtjq1ySAZVoKtSIESPYunUrycnJBAYGMnHiRJ5++unKDktRlAompST+XAahO2I5eygRvc6ATz0Xej/ehOD23ljblHz1clnu4cMkzppN3uHDWNcJImDeXBz69Sc6LQ/HClqGslCJpgKtWLGiskNQFKUSFeTpOLM3ntAdMaTG5mBtZ0mTLn406+6PZ6DzjcePiCBx7jyyN2/G0ssT3wkfkdN3IMuPxPPLjC1ICTvf6YVVFWvirBKNoiiKGUkpSbyYReiOGCIOJqArNOAV5EzPkY0I6eCDjd2NT8NFsbEkLfiMjD/+wMLBAfdXX+Voh/5MOZ7M9tk7AOga7MmIjkHmXpybohKNoiiKGRTm6wjfn0DojhiSo7KxsrGgYQcfmnUPwLuOi0nT0KWlkbLsc9J++AGkxOqhEfzZoj8/ns4kedVpfFxsealXMA+19sL17PecCf8MqxbfmXnJyk4lGkVRlHKUFKldvYTvT6CoQI9HgBPdhzekYSdfbO1NO+UacnNJ/fY7UpYvx5CTQ2b3/nzVsB9/JYHFwSR6N/ZmeIcgejZwwXD0G1b88inL7EFYWLMxLw17+1pmXsqyUYlGURTlFhUV6Ik4mEDojlgSL2ZiaW1BSDtvmnUPwKeei8k9s8uiItJ//Y3khQvRJSUR27Q98+r24YSNFwFF9oztV5th7QPxc7LCcOR71i2fzQJbPbFOVtxZqwmv3zmpyiUZUIlGURTlpqXEZBO6I5Yz++IpzNNRy9eBrsNCaNTZFztH09+UK6Uk6++/SZg7D92lS1zyD2ZBt4c441Wffk19eLNjEF2DPbGUeji+kj27PmGuTSGnnWxo4liHCXd8xB0Bd5hxSW+NSjSKoihloCvUc+5wIqE7Yok7l4GFlaBBG2+ad/fHL9itzO+Vytm7l8jpMyHsFJGuvnzZaRQJzdozvFMdvm4biJezLeh1cOInzuyYzlzLbHY52+Nv68O0Dm8zsP5ALETVamV2NZVoKkhUVBSPP/448fHxWFhYMHr0aF599dXKDktRFBOlxecQuiOWsD1xFOTqcPW2p8sDwTTu4ou9k03Zp3f0BBGTP8H55CES7d1Y0W44tgMH8WrnOtxR30NLWAY9nFhF3LZpfEYqfzo54WzlzpttXmRE4xHYWJZ9vpVBJZoKYmVlxezZs2nbti1ZWVm0a9eOfv360bRp08oOTVGUUuiLDJw/mkTojhhiwtOxsBDUa+1F8+7+BDSshbAo29WLlJITB0KJnjWXesd3I60d+L3zUHyfeIxpHetRy9GYOAwGOPU/MrZOY7kugR9dXcDCjSebPsrTLZ7B1dbVDEtrPirRVBA/Pz/8/PwAcHZ2pkmTJsTExKhEoyhVUEZSLqE7Yjm9O4787CKcPezoPKQ+je/ww9HVtszTy8wvYu3Wk2QvX0bn0O34W1hytPsQGr72PO81qf3f7TaDAcLWULB1Givzo1jmXoss4crg+oN5qc1L+Dn5lfOSVoyamWjWvwvxJ8p3mr4tYMB0k4pevHiRI0eO0KlTp/KNQVGUm6bXG7h4LJmT22OIDktDWAjqtvCgefcAajdxv6mrl0OX0li1/Qz2v69gcPg2bAw6UnrcTYv3xtK6TkDxwnBmPYatU1ibdZ4Fnp7EOdbiTv87eb3d6zRyb1TOS1uxamaiqUTZ2dkMHTqUefPm4eJi2kNbiqKYT2ZKHqd2xnJ6Vxy5mYU41bKl4+B6NOnij1Otsl+9pOUU8tuRGFbtOUfD/ZsYEb4J14IcDN17E/zumzSvX++/wlJCxEbYOpXdqaeZ6+VNmLcnTdybMKn9WDr7dS7HJa08NTPRmHjlUd6KiooYOnQoI0eO5IEHHqiUGBRFAYPewKWTKZzcHkvkqRQA6jT3oHm3AIKae2BxE1cve86nsHJ/FBtOxNLl4iHeP7sR98xkbDt2wu+tN7Bv0aL4CHBuM2yZyumkY8z19mOPnzcBjv580vZV7q53d5VvSVYWlZJohBDDgAlAE6CjlPJgKeXuBuYDlsByKWXlZIhyIKXk6aefpkmTJowdO7ayw1GUGik7LZ9Tu+I4vSuW7LQCHFxtaD+gLk27+uPsblfm6SVlFbDqUDQ/HYjkYnIO3dMi+DLib2rFXcK2aRO8x07H8c4u/9XBSAkXtsOWqcTGHWCBtz9rAvxwtXHl7VbP8XCjh6tNS7KyqKwrmpPAA8DS0goIISyBhUA/IBo4IIRYLaU8VTEhlq9du3bx3Xff0aJFC1q3bg3A1KlTGThwYOUGpii3OYNBEnUqldAdMVw8noyUENTUnW4PNaROSw8sy9jTscEg2XE2mZX7I9l4KgGdQXK/bSqzzvyJY9gJrIOC8Jo9C5cBAxAWxaZ9cRdsmUpG1G4+9/Lnx6AgLCyseLrJozzV4ilcbG7fW+mVkmiklKeBGz3Y1BE4K6U8byy7ErgPqJaJpmvXrkgpKzsMRakxcjIKOL07jlM7YslKzcfe2Zo2/evQtKs/rl5lfzlYfEY+Px+M4qcDUcSk51HLwZqXG1hx197fkTu2YunhgecH71Nr2DCETbGrksi9sGUqBRe38aOnP5/Xa0C2oZD7GgzmxdYv4uvoW34LXUVV5TqaACCq2OdooNRmWkKI0cBogKCgqtlVtqIo5iUNkugzaYRuj+HCsWQMBklAo1rc8UAD6rf2wtKqbFcvOr2BrWeSWHkgks1hiRgk3BnswfiOHrTc9DNZs/+HsLfH45WX8XjiCSwci712LPogbJmK/tw/rPXw5bPgpsTpsunm15HX2r1Gw1oNy3npqy6zJRohxCagpFQ9Xkr5hymTKOG7Ui8JpJTLgGUA7du3V5cOilKD5GUVcnp3HKE7Y8lMysPO0ZqWvQNp1i0ANx+HMk8vKjWXnw9G8fPBKBIyC/B0suW5Hg14uJEL9qt+IO31H8gyGKj16Eg8x4zByt39v5Fjj8CWaciIv9nt6sXcRq05U5hKM9c6TG43lo5+HctxyasHsyUaKWXfW5xENFC72OdAIPYWp6koym1CSklsRDqh22M4dzQJg07iF+xKx0H1aNDWCyvr678O+WqFOgP/nE7gx/2R7DybDECPhl5MvDeIXvVcyPrxB1I+XE5eVhau9w7G8+VXsAks9ixM3HHYOg3OrOO0kztzmnZib14cATb2zOg8g7vq3nVbtSQri6p86+wAECKEqAfEAMOBRyo3JEVRKlt+ThFhe+I4tTOWtPhcbB2saN4tgGbdAnD3d7zxBK5yITmHlQci+fVQNMnZhfi52vFy7xAeah9IgLMN6b/9RuQLC9ElJuLYozveY8di16jYA5QJoVqCOf0nMQ5uLGjeg7U5F3Az5PFOh3d4qNFDt2VLsrKorObN9wMLAC9grRDiqJTyLiGEP1oz5oFSSp0Q4iXgb7TmzV9KKUMrI15FUSqXlJL4cxmE7ojl7KFE9DoDPvVc6P14E4Lbe2NtU7arl/wiPX+HxrNifyR7z6diaSHo3dibER1r06OhNxYCsjZu5PzceRReuIB9q1YEzJ6FQ4cO/00kMQy2TYfQ30m3c+Hzlv1YkXMei/xYnmnxDE81fwpnG+dyXhPVU2W1Ovsd+L2E72OBgcU+rwPWVWBoiqJUIQV5Os7sjSd0RwypsTlY21nSpIsfzbr74xlY9pN4REIWK/ZH8duRaNJzi6jtbs9bdzXiwXaB+Lhoz9Hk7NtP4pzZ5B87jk39+gR+tgCnPn3+ayWbHAHbPoETq8i3ceTH1oNYnnuenOwI7mtwHy+0fqFGtCQri6p86+y2kp+fT/fu3SkoKECn0/Hggw8yceLEyg5LUaocKSWJl7II3R5DxMEEdIUGvIKc6fVoY4Lbe2NjV7bTVl6hnjXHY1l5IIpDl9KwthT0b+rL8I61ubOB57+9AOSHhZE4Zw4523dg5eOD3+SPcR0yBGFlnF/KOdg+E47/hN7Kjj/bDOGzgkgSMo7TPbA7r7V9jZBaIeW9Om4LKtFUEFtbWzZv3oyTkxNFRUV07dqVAQMG0Lnz7dGXkaLcqsJ8HeH7EwjdEUNyVDZWtpY07OhLs27+eNcp+8OMobEZrNwfxf+OxJBVoKO+pyPjBjbmgbaBeDr914dZYXQ0SfM/JXPNGiycnfF+601qjRyJhZ2xp4C0i1qCOboCaWnNrjYPMkefSET6IZp7NGda90/o4Nuh5CAUQCWaCiOEwMnJCdD6PCsqKirzm/gU5XaUFJlF6I4YwvcnUFSgxyPAiR4jGtKwoy829mU7RWUX6Fh9NJaVByI5Hp2BjZUFA5v7MqJjEB3ruV9xzOlSU0levIS0lSsRFhZ4PPM0Hs88g6Wr8V0v6VGwYxYc+R6EJaFtHmauVTb7kvYS6BTIzB4zuavOXeo4NkGNTDSf7P+EsNSwcp1mY/fGvNPxneuW0ev1tGvXjrNnz/Liiy+q1wQoNVZRgZ6IgwmE7ogl8WImltYWhLT3plm3AHzquZTp5C2l5GhUOiv3R/Hn8VhyC/U08nHmo8FNub9NAG4OV7b40mfnkPr116R++SWG/Hzchg7F86UXsfbx0QpkxMDOOXDoGxCC6NYP86mjJeujt1LLthbvdnyXhxo+hLWldXmukttajUw0lcXS0pKjR4+Snp7O/fffz8mTJ2nevHllh6UoFSYlJpvQHbGc2RdPYZ6OWn6OdH0ohEadfLFzLNuJOyOviP8diWHF/kjC4rOwt7ZkUEs/RnQKok1tt2uSlSwsJO3nX0hetAh9airO/frh9fpr2NavrxXIioedc+HgVyD1pLcazlJ3d1ZeXINVphXPtniWp5o/hZONU3mtjhqjRiaaG115mJubmxs9e/bkr7/+UolGue3pCvWcO5xI6I5Y4s5lYGElCG6rXb34BbuW+erlwMU0Vu6PZO2JOAp0BpoHuDB5SHPua+2Ps921yUoaDGSuXUfSp59SFBWFQ4cOeC9ehH2rVlqB7ETYNR8OLAd9EfmtHuZ7/wZ8efY3cjJyuD/4fp5v9Tw+jj7ltUpqnBqZaCpDUlIS1tbWuLm5kZeXx6ZNm3jnncpNeIpiTmnxOYTuiCVsTxwFuTpcve3pMjSYxnf4Yu9UtgcYU3MK+e1wNCv2R3IuKQcnWysebBfIiI5BNA9wLXEcKSU5O3eROGcOBadPY9u4MbWXLcWxWzctueWkwO75sP9z0OWjb/Ewq+u3ZWHEzySc3knPwJ681u41Grg1KI/VUaOpRFNB4uLieOKJJ9Dr9RgMBh566CEGDRpU2WEpSrnSFxk4fzSJ0B0xxISnY2EhqN/Gi2bd/AloVKtMVy8Gg/YysRX7I9kQmkCh3kCbIDdmDG3JoFZ+ONiUfvrKO36cxNlzyN23D+uAAPxnzsDlnnu0bvtzU2H3Ati3FIpykc0fZEfTfsyNWMnZYwto4dmC6d2m0963fXmsEgWVaCpMy5YtOXLkSGWHoShmkZGU++/VS15WES6ednQeUp8mXfxxcCnb1UtiVj6/HIzm54NRXErJxdXemkc6BTGiYxCNfK//kGbBhQskzZtP1t9/Y+nujs+4cbgNfxgLGxvIS4c9C2HvYijMhuYPENpqKHPO/8b+A5MJcg5iVo9Z9K/TX7UkK2cq0SiKclP0egMXjyUTuiOGqNNpCAtBvZaeNOvmT+0m7ogyvA5Zb5Bsj0hi5f5I/jmdiM4g6VjPndf7NuTu5r7Y3aCDzKKERJIXLiT9118RtrZ4vvgi7qNGYenkCPkZsHWulmQKMqDpfUR1GMWCyPWs3/0u7nbuvNfxPYY1HKZakpmJSjSKopRJYb6OoxsjCd0RS25mIU61bOk4uB5N7/TH0c32xhMoJjY9j58PRvHLwWhi0vNwd7Thqa71eLhDbRp43bh1lz4zk5TlX5D67bdIvZ5aw4fj+fwYrDw9oSALts/SbpPlp0PjQaR1eYFl8TtZuXMs1hbWjG45mlHNRqmWZGamEo2iKCaRUnLucBI7f4kgJ72AOi08aN4tgKDmHv9242IKnd7A5rBEVh6IYusZ7WVi3UI8GTewCf2a+mBjwsvJDAUFpH3/A8nLlmHIyMBl0CC8Xn0Fm9q1oTAHds7TWpLlpULDu8nr9jo/pJ/ki51vkqvL5f7g+3mh9Qt4O3jfwhpRTKUSjaIoN5SekMv2n8KJOpWKZ20n7h7dHN/6Jbf2Kk1Uai4rD0Tyy8FoErMK8Ha25fmeDXi4fRBBHqa9nEzq9WT87w+SFixAFx+PY9eueI99HbumTaEwF3Z/BrvmQU4SBPdF3+NdVudH89ne8STmJtKzdk9ea6taklU0lWgURSmVrlDPob8ucXjDJaysLOj2cAjNuwdgYWnaC7wKdQY2nkpghfFlYhYCejbyZniH2vRu7I2VidORUpK9eTOJc+dSePYcdi1a4D99Oo6dO0FRPuxdoj3Nn50A9Xsie7zHDstC5h6aytn0s7T0bMmM7jNo59PuVlaHcpNUolEUpUQXjyez4+dwMpPzadjRhy5Dg3F0Na0O5lxSNj8diOLXQ9Gk5BQS4GbP630bMqx9IP5u9mWKI/fgQRJnzyHvyBFs6tYlYP58nPv3Q+gLtWdgdsyGrDio2w2Gfc1JRxdmH5zNwYSD1HGpw5yec+gb1Fe1JKtEKtFUML1eT/v27QkICGDNmjWVHY6iXCMzJY+dP0dw4VgytfwcGfJ6GwIa1brhePlFev46Gc+P+yPZfyEVKwtBnybeDO8YRPcQLyzLUI8DkH8mnKS5c8neuhUrLy98J07EbegDCAxw6CvYPhsyoyHoDnhgGVEe9Zh/ZD5/X/wbdzt3xncaz9CGQ7G2UC3JKptKNBVs/vz5NGnShMzMzMoORVGuoC8ycGRTJIfWXQQBd9zfgFZ9amN5g8r5M/FZrNgfye9HYsjIK6KOhwNv3629TMzb2a7McRTFxJD06QIyVq/GwskJr7FjcX/sUSxsrODYj7BtJmREQmAHuG8Bqf6tWHp8GT/vfBVrC2vGtBrDk82exNG67K91VsxDJZoKFB0dzdq1axk/fjxz5syp7HAU5V9RYalsXxFOekIu9dt40XVYCM7upSeJ3EIda47FseJAJEci07GxtKB/Mx9GdAzijvpla4V2mS4tjZQlS0n78UcQAvdRo/Ac/SyWzk5w4hftrZZpF8C/LQyaS17dLnx3+nu+/H0c+bp8Hgh5gOdbPY+Xg9etrArFDGpkoomfOpWC0+X7mgDbJo3xHTfuumVee+01ZsyYQVZWVrnOW1FuVk56ATtXRXD2YCIuXvYMerkVdZp5lFo+u0DH17susGz7eTLzdTTwcuT9e5rwQNtA3B3L1gPAZYbcXFK/+YaUL77EkJuL6/1D8HrpJax9vOHkr7B1OqSeA9+WMOIndMF9WH3+Txb+PpjEvER61+7Nq+1epb5r/ZtdDYqZ1chEUxnWrFmDt7c37dq1Y+vWrZUdjlLDGfQGjm+JZv+aCxh0kg6D6tH2riCsSnkCP79Iz/d7L7Fo6zlScwrp28SH0d3r06Fu2fovK04WFZG+ahVJixahT0rGqU8fvC9323/qd/h1OiSHg09zePgHZKOBbI/Zwdw/h3Eu4xytvFoxq+cs2ni3uZVVoVSAGplobnTlYQ67du1i9erVrFu3jvz8fDIzM3n00Uf5/vvvKzwWpWaLO5vOthXhpMRkU6e5B90eDsHVq+TnWAp1Bn46EMmCzWdJzCqgW4gnb/RvROvabjc9f2kwkPXXXyTOn0/RpUjs27fDe/6nOLRuBWF/wpLHIPEUeDWGYd9Ak3s5nnKSORue4lDCIeq61GVez3n0DuqtWpJVEzUy0VSGadOmMW3aNAC2bt3KrFmzVJJRKlReViG7fztL2J54nGrZMuC5FtRr7VniyVqnN/DbkRjmb4ogJj2PDnVr8emINnSuX/ptNVPk7N5N4uw55IeGYhsSQuCSxTh1744IXw9LX4aEE+ARAkO/gGb3E5kdw/ztb7Hh0gbc7dz5oPMH3B9yv2pJVs2oRKMotzmDQXJqZyx7/3eOonw9be+qQ/uBdbG2vfY2mcEgWXMijnkbwzmfnEOLAFemPtCC7iElJyRT5Z0MJWnObHJ278HK3w+/6dNwHTQIcf4f+LwnxB0D9/pw/zJo8SApBeksPfAJv5z5BWtLa55v9TxPNHtCtSSrpiol0QghhgETgCZARynlwVLKXQSyAD2gk1LeFi+I6NmzJz179qzsMJQaIPFSJtt+PEPipSwCGrnRfXgj3P2uPVlLKdl4KoE5G8MJi8+ikY8zSx9rR/+mPreUYAovXiRx/nyy1v+FpZsb3u++Q63hw7GI3glf9YeYQ+BWB+5bBC0fJtdQyHcnlvPlyS8p0BcwNGQoz7d+Hk97z1tZDUolq6wrmpPAA8BSE8r2klImmzkeRbmt5OcUse+P85zcEYODsw39nmpKSIdrk4aUkh0RyczecIZj0RnU83Rk/vDWDGrpX+YHLIvTJSWRtGgR6b+sQlhb4/H8GDxGjcIy6RD8cC9E7QPXILh3AbQagU4I/nf2fyw6uoikvCT6BPXh1bavUs+13q2uCqUKqJREI6U8DaiKPEUpZ1JKzuyNZ/dvZ8nPLqJlr0A6Dq6Prf21h/r+C6nM+vsM+y+mEuBmz4yhLXmgbYDJ/Y+VRJ+VRcoXX5D6zbfIoiLchj2I1wsvYJVzBn4dDpd2gUsADJoLrR9FWlqzNWor8w7P43zGedp4t2FOzzm09m598ytBqXKqeh2NBDYIISSwVEq5rLSCQojRwGiAoKCgCgpPUaqOlJhstq04Q9zZDHzruzD4ldZ41b72jZTHotKZteEMOyKS8XK2ZdJ9zXi4Q21sra7/crHrMRQWkvbjj6QsWYo+PR2XgQPwevVVbIiFdU/Bhe3g5AsDZ0Hbx8HKlmNJx5hzcA6HEw9rLcl6zaN3bdWS7HZktkQjhNgE+JYwaLyU8g8TJ3OnlDJWCOENbBRChEkpt5dU0JiElgG0b99e3lTQilINFebr2L/mAsc3R2Nrb0WvxxrT5A6/a95weToukzkbw9l4KoFaDtaMG9iYxzrXxd7m5hOM1OvJWP0nSQs+RRcbh2OXO/Aa+wb2rjmw5VU4vwUcveHu6dDuSbC251LmJeYfns/GSxvxsPPgg84f8EDIA1hZVPXfvcrNMtuWlVL2LYdpxBr/TxRC/A50BEpMNIpS00gpOXsokV2/RJCTWUjTrv7ccV8D7JyubPp7LimbeZsiWHM8FidbK97o15BRXevhZHvzh7+UkuytW0maM5eCiAjsmjXDf/JkHOvYwpaP4OxGcPCE/pOh/dNg40BKXgpLDs1hVfgqrC2teaH1CzzR9AkcrE17F41SfVXZnxBCCEfAQkqZZfy7PzCpksNSlCohLT6H7SvDiQ5L015ENqYFvvWufBFZVGoun/4Twa+Ho7GztuSFng14tlt93BxurquYywrOnSP+ownkHjyIdZ0gAubOwbmlL2LbJ7BhPdjXgr4ToMOzYOtEblEu3xxbzNcnv6ZQX8jQhkMZ02qMaklWg1RW8+b7gQWAF7BWCHFUSnmXEMIfWC6lHAj4AL8b79daAT9KKf+qjHjLS926dXF2dsbS0hIrKysOHiyxVbeilKqoUM+h9Rc5siESKxtLug9vSLPuAVd0YpmQmc+CzRH8dCAKIQSj7qzH8z0b4Olk2rtkSiOLikj54guSFy7CwsEBnw8/oFb3poidM+HzNWDnCr3fh47PgZ0LOoOO3878zOJji0nOS6ZfnX680uYV6rrWvcW1oFQ3ldXq7Hfg9xK+jwUGGv8+D7Sq4NDMbsuWLXh6ql9yStldOJ7MjpXhZKXm06iTL12GBuPg8t/VSUp2AYu3nuO7vZfQGyQPd6jNy71D8HUte1f9V8s7GUrc+PEUnDmD84C78X3uYayOL4blz4OtC/R8Dzo/D3auSCnZHPkP8w/P50LGBdp6t2Vuz7mqJVkNVmVvnSmKoslMzmPHzxFcPJ6Mu78j97/RBv+Q/15ElpFXxOfbz/PlrgvkF+m5v00gr/UNobb7rdd9GPLzSf7sM1K+/AorDw8CZ36Ms2Er/DQArB2g+1twx4va7TLgaOJR5hyaw5HEI9Rzrcf8XvPpVbuXaklWw9XIRLPj53CSo7LLdZqetZ3o9lDD65YRQtC/f3+EEDz33HOMHj26XGNQbi/6IgNHNkZycP1FhIWgywPBtOwTiKXxOZecAh1fFeuy/56WfrzetyHB3k7lMv/cAweIe/8DCi9dwu2BIXh3tcfyyMugL4JOz0P3N8HBHYCLGReZf3g+myI34WnvyYd3fMj9wferlmQKUEMTTWXZtWsX/v7+JCYm0q9fPxo3bkz37t0rOyylCoo6lcr2n7QXkTVoq72IzKmWdgvs2i77vRnbrxFN/V3KZd767GwSZ88mfcVKrAMDCRo3AsfEH2B/PDQdAn0/0volA5LzkllybAmrwldha2nLi61f5PGmj6uWZMoVamSiudGVh7n4+/sD4O3tzf3338/+/ftVolGukJ1WwK5VEZw9lIirlz2DX25FkPFFZIU6Az8djOKzzREkZGpd9o/t15A2QbVuMNUyzH/bNuI+moAuIQH3Ib3x8j+CxfnZ2muTH/oWgjoBaC3JQr/hq9CvKNIXMazhMMa0GoOH/a317qzcnmpkoqkMOTk5GAwGnJ2dycnJYcOGDXz44YeVHZZSRej1Bo5vjubAmgsYDJKOg+vRpr/2IjKd3sDvR2KY/08E0Wl5tK9Ti/nDb73L/uJ0aWkkTJ1G5p9/YlM3kLpP1ME+/3sw1IFhX2tXMkIgpWTN+TXMOTTn35Zkr7Z9lToudcotFuX2oxJNBUlISOD+++8HQKfT8cgjj3D33XdXclRKVRAbkc62FWdIjc2hTgsPuj3UEFcvewwGyepjsVd02T95SHN6NPQqt8p1KSVZ69cTP3kK+owMPPvWx8N9NxY4Q/8p0PFZsNKaRYelhjF131SOJB6hpWdL5vWaRyuv265hqGIGKtFUkPr163Ps2LHKDkOpQnIzC9nz21nC9sbj5G7LgDEtqNdKa/q+ITS+3Lvsv1pRQgLxEyeRvXkzdnU9CeqSjp1LPHQco7UmM1b0ZxRk8NmRz/g5/GfcbN2Y1GUS9wXfh4W4+c43lZrFpEQjhKgDhEgpNwkh7AErKWWWeUNTlNuTwSAJ3R7DvtXnKSrQ0/buOrQfUBcrGwuzdNl/NSkl6b/8QuKMmcjCfLw7SdzrHEc0u1d7ot+jgRanNPB7xO/MPzyfjMIMhjcazgutX8DV1vX6M1CUq9ww0QghnkXrFdkdaAAEAkuAPuYNTVFuPwkXtReRJUVmEdCoFj1GNKSWr6NZuuwvSWFkJHEffEjuvn04BFrh1yoGm8atof9XUOeOf8udTD7JlL1TOJlykrbebRnXaRyN3BuVayxKzWHKFc2LaJ1Z7gOQUkYYe1OudqSUVfrBMSlVp9O3q/ycIvb+7xyhO2NxcLGh/9PNCG7vzfHoDF75Yl+5dtlfEqnXk/rtdyTNm4tAh2+HdNzaeCD6LYPmQ8F4XKTlpzH/8Hx+i/gND3sPpnWbxj317qnSx41S9ZmSaAqklIWXdzQhhBXae2KqFTs7O1JSUvDw8KiSB42UkpSUFOzsbr27EKXqkAZJ2N44dv92joJcHa1616bjoHqcS89l9HeHyrXL/tLkh4cT99675IeexikgH987DFgPeFfrk8xa29/0Bj2/hP/CgiMLyC3K5YlmT/Bcy+dwsimfhz+Vms2URLNNCDEOsBdC9ANeAP40b1jlLzAwkOjoaJKSkio7lFLZ2dkRGBhY2WEo5SQ5OpttP54h/nwGfg1c6T6iERm28Mb/Tmhd9ttYMbZfQ566xS77SyMLC0letJDkz5djaaXDv0sWLg8+iujxDjj+1zT6SOIRpu6bSlhqGJ38OjGu4zjqu9Uv93iUmsuUvfsd4BngBPAcsA5Ybs6gzMHa2pp69dT7xxXzK8zTsf/PCxzfGo2tgxW9H2+CY0MXPtlyll8PR2NrZcnzPRowuvutd9lfmryjR4l78xUKopNwqZOLz0OdsRoy9d+KftCe6p97aC6rz63G19GX2T1m069Ovyp5xa9Ub9dNNEIIC+C4lLI58HnFhKQo1ZOUkrMHE9m5KoLczEKadfWnQZ8Alu29xMq1R8q1y/7SGHJzSZr8Dqm/b8LKTk/gEA+cn/8C6nT5t0yRoYgVp1ew6NgiCvWFPNviWZ5p8YzqNkYxm+smGimlQQhxTAgRJKWMrKigFKW6SYvPYduKcGLOpOEV5MydTzTmlwuJPPfZzn+77H+pdzB+rvZmiyHnr1+ImziZorRC3JoKvN/5EMsOj4DFfy3X9sftZ9r+aZxNP0vXgK682/Fd9VS/Ynam3DrzA0KFEPuBnMtfSinvNVtUilJNFBXoObj+Ikc3RmJta0nHBxuwTZfHhJUH/+2y/9U+IQR5mO9qQR93nsR3nyN9XzTWzgaC3roPx8cn/VvRDxCfE8/sg7P56+JfBDgF8GmvT+lZu6e6TaZUCFMSzUSzR6Eo1YyUkgvHktnxczjZqQU06OjDWV9Lnt4ZZpYu+0tUlEfWkneI//JvdPkCj17BeE5eioVHwL9FCvWFfHfqO5YeX4pBGnih9QuMajYKOyvVulGpODdMNFLKbRURiKJUFxlJeez4OZxLJ1Ko5eeIdb9ajDsVQ2p4+XfZXyKDAd3Or0iYPovM82Dr40DgginYdx14RbFdMbuYvn86FzMv0rt2b97u+DYBTgGlTFRRzMeUngGy+O+5GRvAGsiRUprxSFKUqkdXpOfIhkgO/XUJCwuBbQcPPo1PIv5Aslm67C+JPL+dzE/fJGFzBga9BV6P34fHWx8jrK3/LROTHcOM/TPYHLWZOi51WNx3MV0Dupo1LkW5HlOuaJyLfxZCDEHrKUBRaozI0BS2rwwnIykP23pO/KTLJiIimvZ1ajFvRPl22V+ipHCKfn2PuJ8OkxNnh33DOvjN+gzbhv+9Wylfl89XoV/xxYkvsBAWvNr2VR5v+jg2luZpQq0opirzU2JSyv8JId41RzCKUtVkp+Wz85cIzh1OwsrVmh3+gr1pSbQIcOXrB8u3y/4S5SQjN08j/aeVJB51Rlo44fPu69R67AmEpdaLgJSSrVFb+eTAJ8Rkx3B33bt5o/0b+Dr6mi8uRSkDU26dPVDsowXQnmrYBY2ilIVeb+DYP1EcWHsRvc5AmKcF64oyaeDsxJIH2nFXs/Ltsv8aRfmwbzEFa+YSt8uavCQXHDu1x3fKNGyK9R5xKfMSn+z/hB0xO2jg2oDl/ZfTya+T+eJSlJtgyhXN4GJ/64CLwH23MlMhxEzjdAuBc8AoKWV6CeXuBuYDlsByKeX0W5mvopgiNiKNbT+GkxqXQ6Kz4H82edRytWdOv/Lvsv8aBgOc/BW5cQIp+9NJPumKsHfAb+p4XO8f8m9yyy3KZfmJ5Xwd+jU2lja81f4tRjQZgbWF9Q1moCgVz5REs1xKuav4F0KIO4HEW5jvRuA9KaVOCPEJ8B5aVzfF52EJLAT6AdHAASHEainlqVuYr6KUKjezkN2/nuXMvnjyrQXrHAvI97BlfJ8WZumy/xoXd8GG98kPPU7cEX/yE11w7tcHnw8+wNpb6zBdSsnGSxuZeXAm8TnxDK4/mNfbvY6Xg5d5Y1OUW2BKolkAtDXhO5NJKTcU+7gXeLCEYh2Bs1LK8wBCiJVoV1Iq0SjlymCQnNwWw+7/naOoUM8+2yLOelryQt8mZumy/xrJZ2HTRxhC15B81p+U475YurkSMP9DXO7q/2+x8+nnmbp/Kvvi9tGoViM+6fYJbX1u+jBUlApTaqIRQtwBdAG8hBBjiw1yQbuVVV6eAn4q4fsAIKrY52ig1JvPQojRaC9oIygoqBzDU25n8Rcy2PDtabLicrlopeeAl+SRvsF8bqYu+6+QkwLbPoGDX5Cb6kjc0SYUxmfgOuRefN59B0s3N61YUQ5Lji3h+1PfY29tz7hO4xjWcBhWFupN7Er1cL091QZwMpYp3sQ5k5KvQK4ghNgElNTsZbyU8g9jmfFo9T4/lDSJEr4rtRGClHIZsAygffv2qrGCcl352UVsWBlG5MEksoVkr6ue3v3q8lG3+mbpsv8KRfmwbwnsmI0hJ4fE+A6k7YrC2s+R2p/Pwqmb9syLlJK1F9Yy5+AckvOSeSDkAV5p+wrudu7mjU9RylmpR5SxR4BtQoivpZSXyjphKWXf6w0XQjwBDAL6yJJfLRkN1C72ORCILWscilKcNEh2bbrE4T8vIIoMHLM30LB3AF/3CTZbl/3/zVzCyV9h00TIiCTbogvxO3MoSoii1siReL/+GhaOjgCcST3D1H1TOZx4mGYezZjfaz4tvFqYNz5FMRNTfrrlGluJNQP+7SBJStn7ZmdqbE32DtBDSplbSrEDQIgQoh4QAwwHHrnZeSrKmbAU1n0dik26jngrA07dvZh+b2Ozddl/hUt7YMN4iDmE3q0ZCclDydi0B5t69ajzwzwc2mp1LZmFmSw8spCVZ1biYuPChDsmcH/I/VgIMzdEUBQzMiXR/IBWhzIIGAM8Adzqayo/A2yBjcbmmnullGOEEP5ordwGGlukvQT8jVYn9KWUMvQW56vUQHFJOaz48gTWF3LQCchp7sJLjzbD360C3r+Scg42fQSn/wRnfzL9XiH+2y3o0/fjMeY5PJ9/HgtbWwzSwB9n/2De4XmkF6QzrOEwXm7zMq62ruaPUVHMzJRE4yGl/EII8Wqx22m31NGmlDK4lO9jgYHFPq9De6OnopRZem4hX/0YStHhVBwMkBlgx0OjWhAcWAHd9OWmwrYZcOBzsLSlqO1YEv5OJOufVdg2bULQ8s+xa9IEgNDkUKbum8rx5OO09mrNkr5LaOLRxPwxKkoFMSXRFBn/jxNC3INWT6JebK9UWTkFOr5aH07s5lgCCi3QO1txxyONaNemArpk0RXA/mWwfSYUZCHbPEZGdlsSJi9G5ufj9cZYPEaNQlhZkZ6fzvwj8/k1/Ffc7dyZ0nUKg+sPVu+IUW47piSayUIIV+ANtOdnXIDXzRqVotyE/CI93+28wIG1F2meLfCxtCBkYBB9BzXAwpxP84NW0R/6O2yaAOmXILgfhS1eJn7+t+Ts/gT79u3w+/hjbOvVQ2/Q8+uZn/n0yKdkF2YzsslIXmj9As42zjecjaJUR9dNNMan80OklGuADKBXhUSlKGVQqDOw8kAkf649S9sUaCUt8GrpzuDHmmLvXAE9F0fuhQ3vQ/QB8GmOfORX0vbGkThqLALw/ehD3B5+GGFhwdHEo0zdN5XTqafp4NuB9zq+R0itEPPHqCiV6LqJRkqpF0LcC8ytoHgUxWQ6vYHfj8TwxV8RNIvX01NniZ2nHQOfbIpfsJv5A0g9Dxs/gtOrwckX7ltIgVNH4j6cQN6RIzh274bfhAlY+/uTnJfMvEPz+OPcH3g7eDOz+0zuqnuXuk2m1Aim3DrbLYT4DK3lWc7lL6WUh80WlaJch8EgWXsijvkbzuAdU8jAAmusray548H6tOwViIW5+yTLTdXqYPZ/DpY20HMcssMYUr5bQfLCB7FwcMB/xie4DB6MXur54fQPLDyykDx9Hk81f4rnWj6Hg3UFtHhTlCrClETTxfj/pGLfSeCmn6NRlJshpWTT6URmbzhDQVQOdxfa4lRkTXB7b7o+GIKjm5mfh9EVaMll+wwoyII2j0Kv8eRdSiHukScoOHMGl4ED8Bk/HisPDw7EH2Da/mlEpEXQxb8L73Z8l3qu9cwbo6JUQaa8YVPVyyiVSkrJzrPJzNoQzvlLGQzS2xGYY4ubjwPdRzSkdmMzd8kiJZz6n1bRn3YRgvtCv0kYXBuQ/NlnpHz1NVbu7gQu/AznPn1IzE1k1va3WX9hPf6O/szrOY/eQb3VbTKlxjLlxWc+wFTAX0o5QAjRFLhDSvmF2aNTarwjkWlMWx/GwfOp9Lawp3+uPVZC0H5IXVr3CcLS2sy3yaL2w9/jIXo/eDeDR3+D4D7kHjhA3PtDKLx0Cbdhw/B+600MjvZ8dfIrlhxbgs6gY0yrMTzV/CnsrezNG6OiVHGm3Dr7GvgKGG/8HI5WX6MSjWI2SVkFfPJXGKsORdPcypY3cUGmFVGvlQddh4Xg4mnmk3fqBfhnotZk2ckH7l0ArUeiz80jceJE0lesxLp2bYK+/grHzp3ZHbub6ZuncyHjAj0De/J2h7ep7VL7xvNRlBrAlETjKaX8WQjxHoCxaxi9meNSaqgivYFvdl9k/qYICov0vOLuge35XJw8LOn+QhPqtvQ0bwB5abB9lvbQpYUV9HgXurwMtk5kb9tG3EcT0CUm4v7kk3i98jIJhgw+2DqWjZc2Utu5Ngv7LKR7YHfzxqgo1YwpiSZHCOGBsYt+IURntGdqFKVc7YxIZsKfoZxNzKZ3fU/6pVuSej6TVr1r03lIfazM+X4YXSEc/EJ7P0xeOrQZCb3eBxc/dGlpJLz/Npl//oltSDCB8+dh0bwxy0O/4fPjnwPwcpuXeaLZE9haVkAHnYpSzZiSaMYCq4EGQohdgBcmvI9GUUwVlZrLlLWn+Ss0niB3Bxbe05zUDbGkp+XS54kmNL7Dz3wzl1J7DmbjR5B2Aer3gv6Twbc5Ukqy1q0jfvIU9FlZeL74Ip7PjWZH4l6m/3E/UVlR9KvTj7fav4WfkxljVJRqzpRWZ4eFED2ARmgvIzsjpSy6wWiKckP5RXoWbz3Hkm3nsBCCt+5qRD83F7Z+cxorG0vuH9sW3/pm7L04+qBW0R+1F7yawMhfIbgPCEFRQgLxEyeRvXkzdi1aEDR5Mkl+9ry8YyzbordRz7UeS/stpYt/lxvPR1FqOFNandkBLwBd0W6f7RBCLJFS5ps7OOX2JKXkr5PxTF57mpj0PAa19OO9AY1J2J/ExmUn8artzMDnW+BUy+7GE7sZaRe1l4+F/gaO3jB4PrR+FCytkFKS/vPPJM6YidTp8H7nHewfeZDlp77mqz++wsrCijfavcHIJiOxtrQ2T3yKcpsx5dbZt0AWWoeaACOA74Bh5gpKuX1FJGQx4c9Qdp1NobGvMyue7UyH2m5s+T6M8P0JBLf3pvfjTbA2R31MXjrsmAX7loKwhB7vQJdXwNYJgMLISOI++JDcfftw6NQJ30kT2clZZvw5lNicWAbWG8jYdmPxcfQp/9gU5TZmSqJpJKVsVezzFiHEMXMFpNyeMvOLmLcxgm/2XMTRxpKJ9zZjZKcg8jOL+H32YRIvZdHp3vq0G1Cn/B9s1BXCwS9h23Qt2bQeCb3Hg4s/AFKvJ/Xb70iaPx9hZYXvpImk9W/PKwemsjt2NyG1Qviy65d08O1QvnEpSg1hSqI5IoToLKXcCyCE6ATsMm9Yyu3CYJCsOhzNjL/CSMkpZHiHIN7s3xAPJ1sSLmSybslxivL1DBjTgvqtvcp35lJC2Bqtoj/1HNTroVX0+7X8t0h+eDhx739A/vHjOPXqhev4t/ki4Xe+/XMadpZ2vNvxXR5u9DBWFqYcKoqilMSUo6cT8LgQItL4OQg4LYQ4AUgpZcvSR1VqsmNR6Xy0OpSjUem0DXLjqyc70iJQq9w/sy+eLd+F4eBqw71vt8YjwKl8Zx5zCP5+HyJ3g1djeOQXCOkHxqslWVhI8tJlJC9bhqWzM/6zZ7O7Ccza8zSJuYnc1+A+Xmv3Gp72Zn5uR1FqAFMSzd1mj0K5rSRnFzDjrzB+PhiNl7Mtcx5qxZDWAVhYCAwGyd7/nePIhkj8Q9y4+7nm2DuV4ztj0iPhn0lw4hdw9IJBc6HN42D5366ed/w4cePHUxBxFpd7B5Pz/MO8Hr6QAzsO0MS9CbN7zKa1d+vyi0lRajhTmjdfEkLUAmoXL69eE6BcrUhv4Ls9l5i7KZy8Qj2ju9fn5d7BONtprbMK83Rs+DKUSydSaN49gK4Ph2BZXl3652fAjtmwd4l21dLtTej6Gtj+99ZKQ14eSfM/JfXbb7Hy9sbjszl85XKcFTuexsnGiQ86f8DQkKFYWpjxwVBFqYFMad78MfAkcA5j7wCo1wQoV9l9VnuqPzwhm24hnnw0uBnB3v/dDktPzGXdouNkJObRY0RDmvcILJ8Z64vg4FewdZrWfUyr4dD7A3ANuKJYzt69xH3wIUVRUbgNf5hDQ5sy69QnpMak8mDDB3mlzSu42bmVT0yKolzBlFtnDwENpJSF5g5GqX5i0vOYsvYU607EU9vdnmWPtaNfU58rWo5FhaXy97KTCCEY/GprAhvVuvUZSwln1sHGDyHlLNTtplX0+7e+opg+M5PEmTNJ/2UVNnXqwMKPebvgD44e/pWWni1Z2HchzTya3Xo8iqKUypREcxJwAxLNG4pSneQX6Vm67TyLt50FYGy/hozuXh876/9uO0kpObE1mp2/nKWWrwMDn2+Jq1c59Loccxg2fACXdoJnQxjxEzS869+K/suyNm8mfsJEdCkpOI16jO/uKOSnix/jZuvGpC6TuC/4PiyEmV8zoCiKSYlmGloT55NAweUvpZT33uxMhRAzgcFAIdotuVFSyvQSyl1Ee1hUD+iklO1vdp5K+ZBSsuFUAh+vOUV0Wh73tPBj3D1NCHC7MoHodQa2rwzn1M5Y6rb0pN9TTbGxu8UmwulRxor+n8HBE+6ZA22fuKKiH0CXkkLClClkrluPbaNGnHn3AT7JXEXmxUyGNxrOi21exMXG5dZiURTFZKYc+d8AnwAnAEM5zXcj8J7xlQOfAO8B75RStpeUMrmc5qvcgrOJ2Uz8M5QdEck09HHix2c60SX42ua/eVmFrF96grizGbQbUIdOg+sjLG7hIcz8TNg5B/YsMlb0vwF3vgZ2VyYLKSWZf/5JwpSpGHJz0T87nPeDT3EiaTltvdsyrtM4Grk3uvk4FEW5KaYkmmQp5aflOVMp5YZiH/eieoOu0rLyi/j0nwi+2nURextLPhrclEc718G6hBZjydFZrFt0gtysQvo/3YyQDrfQXYteB4e/gS1TITcZWg6H3u+D27UvFCuKiyNuwgRytm3HumVz/nwokK9zVuFV4MX0btMZWG+gepWyolQSUxLNISHENLRXBRS/dVZezZufQntjZ0kksEEIIYGlUsplpU1ECDEaGA0QFBRUTqHVbAaD5LcjMUxfH0ZKTgEPtavNW3c3wtOp5HeunDucyKavT2HrYM0Db7bFu84t3J46twX+HgeJp6BOV7hrMvi3uaaYNBhI/+knEmfNRhoMRD1zFxP99pGbe5Ynmz3Jcy2fw8mmnB8GVRSlTExJNJeP7s7Fvrth82YhxCbAt4RB46WUfxjLjAd0wA+lTOZOKWWsEMIb2CiECJNSbi+poDEJLQNo3769LKmMYroT0Rl8tPokhyPTaV3bjS+eaE+r2m4llpUGyYF1Fzmw5gI+9VwYMKYFjq43+QKw5LOw4X0IXw9udeCh76DJ4Gsq+gEKLlwg7oMPyDt4CH375szrW8A+8Q+dvDoxruM46rvVv7kYFEUpV6Y8sNnrZiYspex7veFCiCeAQUAfKWWJiUFKGWv8P1EI8TvQESgx0SjlIyW7gFkbzrDyQBQejjbMfLAlQ9sGYlFKHUtRgZ5/vjnFucNJNOrsS8+RjbCyvokHHvPSYdsM2L8UrOyh70To/DxYXZuwpE5H6tdfk7TgM7CxZteTbZjvexxfJz9mt59Nvzr91G0yRalCTHlg0weYCvhLKQcIIZoCd0gpv7jZmQoh7kar/O8hpcwtpYwjYCGlzDL+3R+YdLPzVK5Ppzfw/d5LzNkYTm6hnqfvrMcrfUNwsSv9nStZqfmsW3yclOhs7nwwmFZ9apf9BK/XweGvYfMU7YHLto9pD1w6eZdYPD8sjLhx48k/dYrUTg2ZeGccyfZhPNtsNM+0eAYHa4eyzV9RFLMz5dbZ18BXwHjj53C0OpWbTjTAZ4At2u0wgL1SyjFCCH9guZRyIOAD/G4cbgX8KKX86xbmqZRiz7kUJqwO5UxCFl2DPZlwb1OCvZ2vO07s2XT+WnoCfZGBe15sRZ3mHmWf8bnN8Nc4SDqtPXB519QrelYuzlBQQPLixaQs/wKDswM/jvRjddB5ugZ05fOO71LHpU7Z568oSoUoNdEIIayklDrAU0r5sxDiPQBjk2T9rcxUShlcyvexwEDj3+eBViWVU8pHbHoeU9adZu3xOALc7FnyaFvuauZ7w6uSU7ti2fbjGZw97LjnjZbU8nUs24yTI4z1MH9Brbrw8PfQeFCJ9TAAuYePEPf++xSeP0/4HYFM6xSHm1ctFnRcQI/AHuo2maJUcde7otkPtAVyhBAeGPs5E0J0BjIqIDbFTPKL9CzfcZ6FW85hkJLX+oYwpkeDK57qL4lBb2DXr2c5vjma2k1q0f+Z5tg5luF1xnlpsG3mf/Uw/SZBpzEl1sMAGAoLSZo7j9Svvybf05kFj9hzvH4aT7d4kVHNRmFnZaZXPSuKUq6ul2gu/0wci9a0uYEQYhfghXrupVqSUrLpdCIfrzlFZGouA5r7Mm5gE2q737heIz+niA3LTxJ1Oo1WfWrT5YEGWJja87JeB4e+0p6HyUuDdk9Ar/Gl1sMAFJw9S8ybb1EQFsbuTi4s7prDnQ368EfHtwlwCih1PEVRqp7rJRovIcRY49+/A+vQkk8B0Bc4bubYlHJ0LimbSX+eYlt4EsHeTnz/dCe6hpj2Uq/UuBzWLTpOVmo+vR5rTNM7/U2f8dl/tOdhksK0epi7p4Fvi1KLSylJW7GChE8+Ic8G5g2zILWtF/M6zqZrQFfT56soSpVxvURjCTjx35XNZapZTzWSXaBjwT8RfLnrAnZWlrx/TxOe6FK3xKf6S3LxRDIbvwjF0tqCIa+3wS/YzbQZJ0fA3+Mh4m+oVQ8e/gEa31NqPQyALjmZ2PHjydm2nePBViy5x5qHuozhqeZPYWt5k8/lKIpS6a6XaOKklKo5cTUlpeT3IzFMWx9GUlYBw9oF8vbdjfFyNu2ELaXk6MYodv9+Fs9AJwY+3xJndxPqRPLSjM/DLANrB+j3MXR6rtR6mMuyt20j6t13KMrK5Nt+FqQP6sjXd3yoWpMpym3AlDoapZo5GZPBR6tDOXQpjVaBrix7rB1tgkx/B4yuSM/W789wZl88Ddp60+eJJljb3uAhzH/rYaZob7ts+zj0eh+cvK47miE/n5jpU8le+QuXvAVfP1eLx+4Zp/omU5TbyPUSTZ8Ki0IpF6k5hczacIYV+yNxd7BhxtCWPNiu9Kf6S5KTUcD6JSdIuJBJx8H1aD+w7o1P+Gc3abfJTKyHuSzv9GkiXn0B68h41nS0oPCZYSzt9Dqutq4mx6soStVXaqKRUqZWZCDKzdPpDfy4P5LZG8LJLtAxqks9Xu0bgqt9GZoeA4mXMlm36DgF+XoGPNeC+m2ufzVCUjhsGA8RG7R6mOE/QqOB162HAa0jzAvLFpD72VKy7CR/PBPEyCdm0MpLPTalKLejW3wTlVLZ9p1P4aPVoYTFZ9GlgQcT7m1GQ5/rP9VfkvAD8Wz+NgwHZxuGvtUaz8Dr9HicmwrbPoEDy8tUDwOQFx/D0Veexu34JY42skK8+wJTOz2LlYXaFRXldqWO7moqLiOPqevC+PNYLAFu9iwa2ZYBzW/8VP/VpEGyd/V5Dv91Cf8QN+4e3Rx7Z5uSC+uL4OBXsHWqsR7m8vMwN7jyMTq2ahm6qfOxKzKwdWQT7nvtM/ydy9BUWlGUakklmmqmQKdn+Y4LfLb5LHopeaVPCM/3aIC9Tdl7TC7M07Hxq1NcPJ5M027+dH+4IZZWpTR7jtikPQ+TfAbqdYe7poFvc5Pmk5YWz653nqbB9vPE+1tjN/l9nu8yoszxKopSPalEU438czqBSWtOcSkll/5NffhgUFOTnuovSUZSLusWnyAtPpfuwxvSvEdAyVdDSeFagjm7sUz1MKA1kd7492KsP15EvRQ9Zwe3ovfEpTg6qMp+RalJVKKpBi4k5zDpz1C2nEmigZcj3z7Vke4NTbtdVZLosFT++vwkSBj8SitqN3a/ttDlepj9n4ONI/SfDB1Hm1QPA3A+9Swbp75Il3WR5LhYY7lwIoP7DL3pmBVFqb5UoqnCcgp0LNh8li92nsfWypLxA7Wn+m1Ku711A1JKTm6LYcfPEbj5OHDPCy1w9brqikhfBAe/1PolK8iEdk9q9TCOpnVXk6/L57stc/GY+T3dIw2kd21O+1nLsHYz/TkeRVFuLyrRVEFSSlYfi2XqutMkZBYwtG0g7wxohLfzzfdWrNcZ2PFTOKE7YqnbwoN+TzXDxv6qzR+x0VgPEw71emjPw/g0M3keu2N3s2bZuzzwexLWwgrnj9+j8YMj1YOXilLDqURTxYTGZjBhdSgHLqbRIsCVRSPb0a7OrV0N5GUV8teyk8RGpNP2rjp0uq/+lQ9xJp3RHrg8uxHcG8CIldDwbpPqYQCS85KZu30KtT//m8dOSnRNG9Bo/mJsate+pbgVRbk9qERTRaTlFDJ74xl+3BeJm4MN0x9owbD2tbEsw1P9JUmOzmbd4uPkZhTSd1RTGnXy/W9gbipsna49D2PjBP2nGOthSmnefBW9Qc+q8FWs+WM2z/yejVcG1HpxDD7Pv4iwUruWoigadTaoZHqDZMX+SGZtOENWvo7H76jL630b4upQtqf6S3L+aBIbvzqFrZ0l97/ZFp+6LsaZFsGBL2DrNGM9zCjoNc7kehiAsNQwPt45kUarj/HuLomlny9Bi+bg0LbNLcetKMrtRSWaSnTgYiof/RHKqbhMOtd3Z8K9zWjs63LL05VScmj9RfatvoB3XRcGjmmBo5uxtVjxepj6PbXnYXyamjztnKIcFh5dyMbd3/PqGkmDKInLfffh+8H7WDpdpzcBRVFqLJVoKkF8Rj7T15/mf0dj8XO147NH2nBPC79yqTQvKtSz+ZvTnD2USMNOPvQa2RgrG0tIDNP6JTu76abqYaSUbI7czLR9U2m0P57ZmyywsbbDf85EXAYOvOW4FUW5falEU4EKdHq+3HmRBZsj0OklL/UK5oVeDXCwKZ/NkJWaz7rFx0mOzuaO+xvQpn8QIi8NNk3TbpXZOMFdU6HDsybXwwDEZscybd80DkRs4fUtjrQ8ZsChfVv8Z3yCtb/qQkZRlOtTiaaCbAlLZNKaU1xIzqFvEx8+GNSEOh6O5Tb9uHMZrF96Al2hnnteaEndpq6wb4mxHiYL2j8FPceBo4fJ0ywyFPH9qe9ZfGwxjS/qWLLeAdv0XLzGjsXj6acQlmXv9kZRlJpHJRozu5icw8drTvFPWCL1PR35elQHejbyLtd5nN4dx9Yfw3CuZceQ11rjnr0bFo2DlIibqocBOJp4lEl7J3E+OZy3jtam7cZL2AQF4b94FvYtTOvjTFEUBSop0QghPgbuAwxAIvCklDK2hHJ3A/MBS2C5lHJ6hQZ6C3ILdSzccpbPt1/A2lLw3oDGjLqz3k0/1V8Sg97A7t/OceyfKAIb1+KuITbY/fM4nPsHPIJhxE/Q8C6T62EAMgoymHd4HqvCV9Ey14Nv1gVgE3ERt2HD8HnvXSwcbq5vNUVRaq7KuqKZKaX8AEAI8QrwITCmeAEhhCWwEOgHRAMHhBCrpZSnKjrYspBS8ufxOKauPU18Zj4PtAngnQGN8XG5+af6S1KQW8SG5aFEnkqlZTdP7nT5DotvvgBbJ+0KpsMzZaqHkVKy5vwaZh2cRUZ+Ou8ndKLVikNY2Nrhu+BTXPr1K9f4FUWpOSol0UgpM4t9dARkCcU6AmellOcBhBAr0a6CqmyiOR2XyUerQ9l/IZVm/i589kgb2tctocPKW5QWn8O6xSfITM6j1x1xNI16EgqyjfUw75WpHgbgQsYFpuydwr74fXSya8obu+rB9l04dOmC37RpWPuU760+RVFqlkqroxFCTAEeBzKAXiUUCQCiin2OBjpdZ3qjgdEAQUFB5ReoCdJzC5mzMZzv917C1d6aKfc3Z3iHoFt+qr8kkaEp/L08FEuKuK/2YvwvbIT6vbR+ybyblGlaBfoClp9YzhcnvsDO0o5P7B4h+LP1GNLT8Xr3HdwffxxhUX63+hRFqZnMlmiEEJsA3xIGjZdS/iGlHA+MF0K8B7wEfHT1JEoYt6QrH22AlMuAZQDt27cvtVx50hskPx2IYubfYWTkFfFo5zqM7dcQNwfTb1mZSkrJsX+i2P3rWdwdkhjoMB4XR1d44GcI6V+mehiAPbF7mLx3MpFZkQwOvIvRux3J++FbLIMbEPT5MuwaNy73ZVAUpWYyW6KRUvY1seiPwFquTTTRQPFeGQOBaxoMVJZDl1L5aHUoJ2My6VjPnQmDm9HU/9af6i+JrkjPtm+OE3YwjQZ2e+jt8TU2vd+A9k+XqR4GtA4wZx6YyboL6whyDuLz4A/xnvEDeWfOUGvkSLzfehMLu/KtT1IUpWarrFZnIVLKCOPHe4GwEoodAEKEEPWAGGA48EgFhViqxMx8pq8P47cjMfi62PHpiDYMblk+T/WXJCc1m/Vzt5KQ5EAHp5/o0NMZ0XsfOJSt7scgDawKX8W8Q/PI1+czpuVzDDvhROrEKeicnKi9dAlOPXqYZRkURanZKquOZroQohFa8+ZLGFucCSH80ZoxD5RS6oQQLwF/ozVv/lJKGVpJ8VKoM/DVrgt8+k8ERXrJCz0b8GKvYBxtzbQKpSRxxwbW/5xDvt6OuxqtI3jka2WuhwE4k3qGSXsmcTz5OJ18OzEu5AWspi8hZfsOHHt0x3/KFKw8Te9QU1EUpSwqq9VZie/0NT5LM7DY53XAuoqKqzTbwpOY+Gco55Ny6NPYmw8GNaWuZ/k91X+NhFNE/PAVm8N7Y2cteWCkFV53zixzPUxuUS6Lji7i+9Pf42rrytSuU+kZ6Uzcoy9TmJODz4cfUGvECPViMkVRzEr1DHAdkSm5fLz2FBtPJVDXw4GvnuxAr8ZmbOqbk4LcPIV92/I5lP0gft653D32bhzcyp7U/on8h2n7ppGQm8CDDR/klSZjKPh0KdE/rsC2cWMCZs3ENjjYDAuhKIpyJZVoSpBXqGfR1rMs3X4eKwvBO3c35qmudbG1MlPfXrpCOPA5hZvnsynxKS4UdKRJJ3d6PNYTyzL2JBCXHcfU/VPZGrWVkFohzOoxi8YptsSMfJrCc+dwHzUKr9dfw8Km/FvGKYqilEQlmmKklKw9oT3VH5uRz32t/XlvQBN8Xc3UCktKCP8L/h5PZmIWa3OnklbkQbeHQ2jRM7BMt7SKDEX8cOoHFh1bBMDYdmMZ2fgRsr79kQtz52Ll5kbQl1/g2KWLeZZFURSlFCrRGGXkFTHmu0PsOZ9CEz8X5g1vQ8d65f9U/78SQrUXkJ3fSozd3fyVPRppYc3gl5tTu0nZ5ns08Sgf7/2Y8LRwegb25L1O7+GVY0nss2PI3bMX53598Z00Catatcy0MIqiKKVTicbIxc4KZzsrPh7SnEc6muepfgBykmHLFDj0Ndi6cLLuEnbs98XV256Bz7fEzcf0TiszCjKYf3g+q8JX4e3gzbxe8+hduzdZGzdy4YMPMRQW4vvxJNwefFBV+CuKUmlUojESQrDs8fbmm4GuEPYvg20zoDAbfbvR7Ex9hJO7U6jT3J1+TzfD1t60zSGlZO2Ftcw8MJOMggwea/oYL7R+AftCiPvgAzJW/Ypd8+b4z5yBbb165lsmRVEUE6hEY25Swpn12muUU89DcF/yun7M37/lExOeQpv+QXQe0gALE6+gLmZcZPK+yeyL20cLzxYs7beUxu6NyTtxgvNvvklRZBQezz2H10svIqytzbxwiqIoN6YSjTklhMJf78GFbeDZEEauIsXhDtYtPk5OeiF9n2xCo85+Jk2qQF/Alye+5PMTn2Nnacf7nd7nwYYPYiEheclSkj77DCsvL+p8+w0OHTqYecEURVFMpxKNOWQnafUwh78BWxcYMAPaP8WFk+ls/OwQ1naWDHmjDb71XE2a3N64vUzeO5lLmZcYUG8Ab3d4G097T4piYoh65x3yDh7CZeAAfCdMwNLFPP2tKYqi3CyVaMqTrhD2LzXWw+RAx9HQ4x2kfS0O/XWJfavP4x3kzIAxLXGqZXvDySXnJTPr4CzWnl9LbefaLO27lC4BWvPkjDVriZ84EQwG/D+Zjsu996oKf0VRqiSVaMqDlHBmHWx4X6uHCekP/SeDVyOKCvVs+SKUiIOJhHTwofdjjbGyuf6Dn/92gHl4Hnm6PJ5r+RzPtHgGOys79FlZxH/8MZmr/8S+TRv8Z87AJjCwghZUURSl7FSiuVXxJ+Hv9+DCdvBsBCN/hRDtDQnZafmsW3yCpKgsOg+pT9u76tzwquNM6hkm7Z3E8aTjdPDtwPud36e+a30Acg8fJvattymKj8fz5ZfwfO45hJXahIqiVG3qLHWzspNgy2Q4/C3YucKAmdB+FFhqLb3iz2ewfskJigr0DHy+JfVaXr935NyiXBYfW8x3p777twPMQfUHIYRA6nQkL1pM8pIlWAcEUOf773Bo06YillJRFOWWqURTVroC2LcUts+Eolzo+Bz0ePuK98OE7Yljyw9hOLnZcu9rrfHwd7ruJLdEbmHq/qnE58QzNGQor7d7HVdbraFAYWQkMW+9Rf6x47gOGYLP++9j6WTGnqMVRVHKmUo0ppISwtZq9TBpF4z1MFPAq+G/RQwGyZ7fznJ0UxQBjdy4+9kW2DmV/ixLfE48U/dNZUvUFoLdgvl2wLe08W5jnJ0k4/f/kTB5MlhZETBnNi4DB5Y6LUVRlKpKJRpTxJ+Ev96FizuuqYe5rCC3iA1fhBIZmkqLHgHc+VAIlpYl97ysM+j44fQPLDy6ECklr7d7nceaPoa1hZaU9BkZxH00gay//sKhQwf8Z3yCtZ9pz9soiqJUNSrRXM/V9TADZ0G7J/+th7ksPSGXtYuOk5mUR49HGtG8e0CpkzyWdIyP93zMmbQz9AjswXud3iPA6b/yOXv3Efvuu+iSk/F6YyweTz2FsDTT6wkURVEqgEo0JdEVwL4lsG0m6PK0epie74D9tb0fR55KYcPyUIQQ3PtaawIaltxDckZBBp8e/pRfwn/By8GLeT3n0Tuo97+t0GRhIUkLFpCy/Ats6tSh7sqV2DdvZtbFVBRFqQgq0RQnJYStMdbDXISQu4zPwzQsoajk+OZodq2KwN3fkYHPt8TF077EcusurGPGgRmkF6TzaNNHebH1izha/1ehX3D+PLFvvkX+qVO4PfQQPu++g4WD6b04K4qiVGUq0VyWlw4/ParVw3g1hkd/heC+JRbVFxnYtuIMp3fHUa+VJ31HNcXG7tpVeSnzEpP3TmZv3F6aezRnSd8lNPFo8u9wKSXpP/1MwvTpWNjZEbjwM5z79DHXEiqKolQKlWgus3MtVg8zCixLXjW5mYWsX3KC+PMZtB9Yl46D6iGu6nm5UF/IFye/YPnx5dhY2jC+03iGNRyGpcV/dS261FTi3v+A7M2bcezSBb9p07D28TbrIiqKolQGlWguEwKG/3DdIkmRWaxbfJz87CL6P9OMkPY+15TZF7ePyXsnczHzIgPqDuCtDm/h5eB1RZnsHTuJHfcehvQMfN57l1qPPYawKLmFmqIoSnVXKYlGCPExcB9gABKBJ6WUsSWUuwhkAXpAJ6U045vJru/soUT++foUdk7WPPBWO7yCnK8YnpKXwqyDs1hzfg21nWuzpO8S7gy484oyhoICkubMIfWbb7ENCcZ/+XLsGjWqyMVQFEWpcJV1RTNTSvkBgBDiFeBDYEwpZXtJKZMrLLKrSINk/9oLHFx7Ed/6LgwY0xIHF5t/hxukgd8ifmPuobnk6nIZ3XI0z7Z4Fjsruyumkx8eTuybb1EQHk6tRx/F+803sLCzu3p2iqIot51KSTRSysxiHx0BWRlx3Ehhvo5/vj7N+aNJNL7Dl56PNMbS+r9bXOFp4UzaM4ljSceu6QDzMiklad99T+KsWVg4O1N76RKcevSo6EVRFEWpNJVWRyOEmAI8DmQAvUopJoENQggJLJVSLquo+DKT81i3+ASpsdl0HRZCy96B/z7zkluUy5JjS/j21Le42LgwpesUBtcffE3PzLqkJGLHjSdnxw6cevbEb8pkrDw8KmoRFEVRqgQhpXkuJoQQmwDfEgaNl1L+Uazce4CdlPKjEqbhL6WMFUJ4AxuBl6WU20uZ32hgNEBQUFC7S5cu3XTssRFprF96EoNectczzQhq9l9y2Bq1lan7phKXE8fQkKG81vY13OzcrplG1uYtxI0fjyE3F59338Ft+HD1YjJFUaosIcQhc9WDmy3RmByAEHWAtVLK5jcoNwHIllLOutE027dvLw8ePHhT8YTuiGH7inBcvOy554WWuPloD07G58Qzff90/on8h2C3YD7o/AFtfdpeM74hL4+ETz4hfeVP2DZpQsDMGdgGB99ULIqiKBXFnImmslqdhUgpI4wf7wXCSijjCFhIKbOMf/cHJpkrJr3ewK5fznJiazRBzdzp/3QzbB2s0Rl0/Hj6RxYeXYhBGnit7Ws83uzxfzvALC7/1Cli3nyLwvPncX/qKbxeexULG5sS5qYoilJzVFYdzXQhRCO05s2XMLY4E0L4A8ullAMBH+B34+0mK+BHKeVf5gpIX2ggOiyV1n1rc8cDwVhYCE4knWDS3kmEpYbRPbA74zqNu6IDzMukwUDqV1+ROG8+VrVqEfTlFzh26WKuUBVFUaqVSr91Zg43e+usMF+HjZ0VmYWZfHr4U34+8zNeDl681/E9+gT1KbGOpSg+nth33yN3716c+/XDd9JErGqV3LGmoihKVXXb3TqrqqxtLVl3XusAM60gjZFNRvJSm5eu6ACzuMy/NxD34YfIoiL8pkzG9YEHVIW/oijKVVSiMcoszOTNrW+yJ24PzTyasajvIpp6NC2xrCEnh/ipU8n49TfsWrQgYOYMbOrWrdiAFUVRqgmVaIycrJ2wtrRmXKdxPNTwoSs6wCwu79gxYt56m6KoKDzGPIfXiy8irEt/XbOiKEpNpxKNkYWw4LPen5V660vq9aQsW0bSZwux8vGmzrff4NChQwVHqSiKUv2oRFNMaUmmMDqG2HfeIe/QIVzuuQffjz7E0sWlgqNTFEWpnlSiuYGMP9cQP3EiSIn/zBm4Dh5c2SEpiqJUKyrRlEKflUX8xElkrlmDfZs2+M+cgU1gYGWHpSiKUu2oRFOC3EOHiH3rbYoSEvB85WU8R49GWKlVpSiKcjPU2bMYWVRE0qJFpCxdhnVAAHV/+B771q0rOyxFUZRqTSUaI31GBpHPjib/+HFc778fn/HjsXQ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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(t.reshape((4,5)), label=['1','2','3','4','5'])\n",
    "plt.title('Corrected temperature vs depth for each thickness category')\n",
    "plt.ylabel('Temperature')\n",
    "plt.xlabel('depth index (nkice)')\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "06dda255-7479-4b36-903e-88025da7c882",
   "metadata": {},
   "source": [
    "## check cycle 3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "67613e7b-8fd1-4e4a-b68b-345c3729ac6e",
   "metadata": {},
   "outputs": [],
   "source": [
    "sinz = cc.querying.getvar('01deg_jra55v140_iaf_cycle3', 'Sinz_m', session, n=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "267a9376-1e73-4eee-8a26-f7f63fed9693",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;Sinz_m&#x27; (time: 1, nc: 5, nkice: 4, nj: 2700, ni: 3600)&gt;\n",
       "dask.array&lt;open_dataset-8221090429c512cbb95edba0f9f7a68eSinz_m, shape=(1, 5, 4, 2700, 3600), dtype=float32, chunksize=(1, 1, 1, 270, 360), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2019-01-01\n",
       "    TLON     (nj, ni) float32 dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;\n",
       "    TLAT     (nj, ni) float32 dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;\n",
       "    ULON     (nj, ni) float32 dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;\n",
       "    ULAT     (nj, ni) float32 dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;\n",
       "    NCAT     (nc) float32 dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;\n",
       "    VGRDi    (nkice) float32 dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;\n",
       "Dimensions without coordinates: nc, nkice, nj, ni\n",
       "Attributes:\n",
       "    units:          ppt\n",
       "    long_name:      ice internal bulk salinity\n",
       "    cell_measures:  area: tarea\n",
       "    cell_methods:   time: mean\n",
       "    time_rep:       averaged\n",
       "    time_bounds:    &lt;xarray.DataArray &#x27;time_bounds&#x27; (time: 1, d2: 2)&gt;\\ndask.a...\n",
       "    ncfiles:        [&#x27;/g/data/cj50/access-om2/raw-output/access-om2-01/01deg_...\n",
       "    contact:        Andrew Kiss\n",
       "    email:          andrew.kiss@anu.edu.au\n",
       "    created:        2020-11-11\n",
       "    description:    0.1 degree ACCESS-OM2 global model configuration under in...\n",
       "    notes:          Run configuration and history: https://github.com/COSIMA/...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Sinz_m'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 1</li><li><span>nc</span>: 5</li><li><span>nkice</span>: 4</li><li><span>nj</span>: 2700</li><li><span>ni</span>: 3600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b8ae3f5f-f677-4fba-b9b5-9d0b60d26499' class='xr-array-in' type='checkbox' checked><label for='section-b8ae3f5f-f677-4fba-b9b5-9d0b60d26499' 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, 1, 1, 270, 360), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TLAT</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;</div><input id='attrs-776ead8a-684d-4871-9a7b-71e775e005a1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-776ead8a-684d-4871-9a7b-71e775e005a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bdfe3ea7-5bb8-403a-ad23-fa336b09e17c' class='xr-var-data-in' type='checkbox'><label for='data-bdfe3ea7-5bb8-403a-ad23-fa336b09e17c' 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>T grid center latitude</dd><dt><span>units :</span></dt><dd>degrees_north</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>ULON</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;</div><input id='attrs-f7f2d80b-0c65-4ad3-80d0-eb5d3ce30acc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7f2d80b-0c65-4ad3-80d0-eb5d3ce30acc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cee7494b-930e-4a26-8529-fd8d213d3062' class='xr-var-data-in' type='checkbox'><label for='data-cee7494b-930e-4a26-8529-fd8d213d3062' 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>U grid center longitude</dd><dt><span>units :</span></dt><dd>degrees_east</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>ULAT</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(270, 360), meta=np.ndarray&gt;</div><input id='attrs-ded94f79-3d7a-473c-b9d9-a580da1cf3a6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ded94f79-3d7a-473c-b9d9-a580da1cf3a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4104b11-9f73-4cea-a5a4-caa47a9755c1' class='xr-var-data-in' type='checkbox'><label for='data-e4104b11-9f73-4cea-a5a4-caa47a9755c1' 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>U grid center latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>comment :</span></dt><dd>Latitude of NE corner of T grid cell</dd></dl></div><div class='xr-var-data'><table>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>NCAT</span></div><div class='xr-var-dims'>(nc)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;</div><input id='attrs-ae62fa12-1d74-41cc-b63d-2e7bd95c5bf1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae62fa12-1d74-41cc-b63d-2e7bd95c5bf1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3bc1ee9-90e5-4417-9adf-df1fcfca3db6' class='xr-var-data-in' type='checkbox'><label for='data-d3bc1ee9-90e5-4417-9adf-df1fcfca3db6' 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>category maximum thickness</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> (1,) </td>\n",
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       "                        <td> 5 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VGRDi</span></div><div class='xr-var-dims'>(nkice)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;</div><input id='attrs-0da18778-72c0-4eea-86b4-fb8fee393aec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0da18778-72c0-4eea-86b4-fb8fee393aec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-256bdd0a-7c82-4e2e-bfdf-3619b9e24983' class='xr-var-data-in' type='checkbox'><label for='data-256bdd0a-7c82-4e2e-bfdf-3619b9e24983' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>vertical ice levels</dd><dt><span>units :</span></dt><dd>1</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-40d3e71d-23a7-4c86-9fe3-602cecdc8b15' class='xr-section-summary-in' type='checkbox'  ><label for='section-40d3e71d-23a7-4c86-9fe3-602cecdc8b15' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>ppt</dd><dt><span>long_name :</span></dt><dd>ice internal bulk salinity</dd><dt><span>cell_measures :</span></dt><dd>area: tarea</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>time_rep :</span></dt><dd>averaged</dd><dt><span>time_bounds :</span></dt><dd>&lt;xarray.DataArray &#x27;time_bounds&#x27; (time: 1, d2: 2)&gt;\n",
       "dask.array&lt;open_dataset-8221090429c512cbb95edba0f9f7a68etime_bounds, shape=(1, 2), dtype=datetime64[ns], chunksize=(1, 2), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2019-01-01\n",
       "Dimensions without coordinates: d2\n",
       "Attributes:\n",
       "    long_name:  boundaries for time-averaging interval</dd><dt><span>ncfiles :</span></dt><dd>[&#x27;/g/data/cj50/access-om2/raw-output/access-om2-01/01deg_jra55v140_iaf_cycle3/output731/ice/OUTPUT/iceh.2018-12.nc&#x27;]</dd><dt><span>contact :</span></dt><dd>Andrew Kiss</dd><dt><span>email :</span></dt><dd>andrew.kiss@anu.edu.au</dd><dt><span>created :</span></dt><dd>2020-11-11</dd><dt><span>description :</span></dt><dd>0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. This is cycle 3 of the IAF spinup.  Configuration physics is identical to 01deg_jra55v140_iaf_cycle2 but executables and diagnostics have changed. Initial conditions are from final 1 Jan 2019 restart from 01deg_jra55v140_iaf_cycle2. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff  converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.</dd><dt><span>notes :</span></dt><dd>Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf_cycle3 Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: &quot;The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government.&quot; (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&amp;user=inVqu_4AAAAJ</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'Sinz_m' (time: 1, nc: 5, nkice: 4, nj: 2700, ni: 3600)>\n",
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       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2019-01-01\n",
       "    TLON     (nj, ni) float32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
       "    TLAT     (nj, ni) float32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
       "    ULON     (nj, ni) float32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
       "    ULAT     (nj, ni) float32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
       "    NCAT     (nc) float32 dask.array<chunksize=(1,), meta=np.ndarray>\n",
       "    VGRDi    (nkice) float32 dask.array<chunksize=(1,), meta=np.ndarray>\n",
       "Dimensions without coordinates: nc, nkice, nj, ni\n",
       "Attributes:\n",
       "    units:          ppt\n",
       "    long_name:      ice internal bulk salinity\n",
       "    cell_measures:  area: tarea\n",
       "    cell_methods:   time: mean\n",
       "    time_rep:       averaged\n",
       "    time_bounds:    <xarray.DataArray 'time_bounds' (time: 1, d2: 2)>\\ndask.a...\n",
       "    ncfiles:        ['/g/data/cj50/access-om2/raw-output/access-om2-01/01deg_...\n",
       "    contact:        Andrew Kiss\n",
       "    email:          andrew.kiss@anu.edu.au\n",
       "    created:        2020-11-11\n",
       "    description:    0.1 degree ACCESS-OM2 global model configuration under in...\n",
       "    notes:          Run configuration and history: https://github.com/COSIMA/..."
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinz"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "683f75f2-ea17-4ab0-8bbe-812f81dc3c22",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "0bd542c1-12b6-4f6e-a85a-751a12a82f9b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[8.907124 , 6.9726076, 5.9118047, 5.959202 ],\n",
       "       [6.79212  , 7.201125 , 4.9755616, 4.467157 ],\n",
       "       [4.8251762, 5.4950786, 6.034988 , 3.9300387],\n",
       "       [3.7013698, 4.092709 , 4.8782053, 5.274409 ],\n",
       "       [3.4740565, 3.3992057, 3.994407 , 5.3925915]], dtype=float32)"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sinz.isel(time=0,ni=0,nj=490).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "dee27d4f-4ee8-4c98-9bc6-28ede15058b1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e8283ef160>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sinz.isel(time=0,nc=0,nkice=0).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "2c89f171-572e-4b46-a249-1bd2b1a9e1b1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e82428abe0>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sinz.isel(time=0,ni=0,nj=490).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "58247203-586b-4d36-a5ad-6feb9937dd2b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e81ddd45e0>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sinz.isel(time=0).mean('ni').mean('nj').plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "d24fc348-c979-4a17-b8cb-21135081c9cd",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds = xr.open_dataset('/home/548/sxa548/access-om2-sample_output/iceh.2018-08-15.nc')\n",
    "badsinz = ds['Sinz']\n",
    "badvicen = ds['vicen']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "25446cbb-fa81-47d2-9aff-bb889384d9ca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('time', 'nc', 'nkice', 'nj', 'ni')"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.dims"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "76c78da7-3582-43f0-946f-e46f380686f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 5, 4, 300, 360)"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "73d9b081-dd52-49ad-87f9-a5aaa0224e6d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0.64920187, 0.64920187, 0.64920187, 0.64920187], dtype=float32)"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.isel(time=0,ni=30,nj=40,nc=0).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "d9e3ef94-c8ff-4a4b-b9cd-fb139a5fb74a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[0.64920187, 0.64920187, 0.64920187, 0.64920187],\n",
       "       [0.64920187, 2.354581  , 2.354581  , 2.354581  ],\n",
       "       [2.354581  , 2.354581  , 3.0310922 , 3.0310922 ],\n",
       "       [3.0310922 , 3.0310922 , 3.0310922 , 3.1892977 ],\n",
       "       [3.1892977 , 3.1892977 , 3.1892977 , 3.1892977 ]], dtype=float32)"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.isel(time=0,ni=30,nj=40).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "972a40ac-2758-40ac-bae5-86cad1849f64",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e8284effd0>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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UsuDCEQB1nTJiWOk3ky6jFN2EZycpUsmCREheiJn4i02o2ozKceEYJwtHL1qnQbFXKa3TS+4CEhat+xBSxjWMhHYfRhvefpEFF44caO/V0S4gWcdwDJNgtErtoWQGSYbpPtSFVq+7qnvcRY3jXlXlwlEQUebTuTeVexfhlCBb9Fv91JR7F2qvv70/cTxbnH111Wa0ocY3fGfBhaMAWhnKhN13ZvWtdwKdJ3cbRkITjG6Ebms/4hWqQKQxe+oebEEkGlV7GUm8cTzCU6AA/v3RGbxxyVtTp09orZ88rISeEbczHq8ipIw6JFvqzmpTpq3JuMdRAB/f7VJO2SrKcHo1mIcyDXYZ1E00xsuC5YsL/c1Nf14gLG8DoilHnjfPNj0FCqI9w8jyAoTa7jFo5le3if7a2y262RzaPepEkZ5G+7Qk4xnb1Om6oeGN4xGeAoEz3gx3ZPLSNVs3Zh3zrtzjr4NYJKmLGLTolb5lVk+FnNnniZGtmipLVZWkbSX9StLtkpZI+lBKGEn6T0l3S7pZ0l6F/LA+cY8jQNozhPF4IlnOeeOStzLx1zeMyWjyygjqJh5ppHUbblKvqrxpf3a6eSDJcVBp54ZIjo3jq4ATzewGSZsC10taaGa3JcIcDOwUb/sAZ8T/K8WFowG0j4nolaG1L207cdZ9hdpXB9LSrFc6ZhGPIseqJONu3dPffWVfdvzwNYXEB4Nl7Fln2q2DaJiRW3dcM1sBrIg/r5R0OzANSArHYcB5ZmbANZI2lzQlPrcyChMOSdsC5wGTgVFgnpl9VdJc4B+Bh+OgHzOzy+JzTgHeA6wGPmhmC4qyr450y4CSxzrNhZVWdZG2ry7zRg0r3e5nkaKRB+0eRt2IGsczTzkySdKixPd5ZjYvLaCk6cArgd+2HZoG/CHxfVm8r5nCQQc3LD72ZTP7QjKwpF2Bo4HdgKnAzyXNMLPVBdo4FLRKxlmWuK1Dqa9segl2N68jD29jXc+i3K61eT8TdRePPhrHHzGzmb0CSdoE+D7wYTN7sv1wyimW1YCiKEw4urhhnTgMuMDMngPukXQ3sDcQ2tDRWtLKwBYs774MaNpCPk53OonHeEUjlDaUop+JOj1rhnJdyEnSRCLR+K6ZXZISZBmwbeL7NsDy3AwYkFJ6VaW4YR+IewicLWmLeF8nl6z9WnMkLZK06OGHH24/7PSgCY3VdSHvjN8H8YVBXkvHShJwFnC7mX2pQ7D5wDvj3lX7Ak9U3b4BJTSOt7thks4APkPkbn0G+CLwbjK6ZHEd4TyAmTNnVu6y1ZFkCa+1bno7yX75zroUPUFjWsN3VRTxHNT12TJgNL+5ql4DvAO4RdJN8b6PAdsBmNmZwGXAIcDdwDNAer/5kilUONLcMDN7MHH8m8Cl8dcgXbKm0EkIRiYvZcLun1gzp1ZdX+gqydOzaFULLejx5Ke1E9S97aAe5LcsrJldSXqBORnGgBNyiTBHiuxVleqGtXUlOxy4Nf48Hzhf0peIGsd3Aq4tyr5hJK2u2jOadLJ4E7NGjkrtgfbvj87glK2W9jUVePt96OVldCoIlC0ew9YmZtBPr6rGUmQbR8sNe6Okm+LtEOA0SbdIuhl4A/BPAGa2BLiQqA/z/wAneI+qfOiUkbho5MPL5r1vzedWht9P9VJd70Nd7R4PZmLURjJtTabIXlWd3LDLupxzKnBqUTYNI2kvd7cXPq36Yxho7xnVa86qaN9RzJ66B9txFbPnrhWKU7ZayuWJLrNlthflmZkPy73vF1+Pw0eONx6v9x7LeKZtaReQTuNiyvI2iryvvUSjbtOE5EW0Hkezp0zPgguHsw5NzgjaM/Vk5t9rxHxaT6osgyrrRj+iMXz4CoDgwtFohvsFH0untGhl+gtHLxrIG9nt6rezzZr+HfXHPY3uRN1x3eNw4agB/fZcGY9gDGNmAK0eUmu/d5rvq11cluz33TGdxjt5H3UYFxO6fSHQ51xVjcV9rsB5+Ylf7iv8eL0M91LSydI9N0sXWghnKhFnMEYZybQ1Gfc4AmbWyFFMbvue1yprabQa0gcpHafZE0oJtldaHXjLs1z+8g17XidthcB+RSCyZQ8WjvZ1WjAkn79hrLaKplX3qioXjgppr4Lq1Hun03lF2dP6PN5G0jpUz8C63WfLoM6eXZ1tzwNv43DhqIT2+aFaI5DX7kt/MUPKhLNmHnUQj9lT9xh4DZImrQSY5tH2Ws0v9HubN9HsuM2uhsqCp0DJdJpUsFv9+MLRiwqtoupEqzqi3RNp2dTPdaokz8wtbQ33kclL+atXzsotjqJIPked6HS/nYhoypGRTFuTafavC4xZI0eNu89/KCW8fjOUkDKgBcsX577K4U9uXNg7UCDk9QyF8iyWS7hTjkj6QGKZikJx4SiJQTPOEF7OZKM5DP5bqhSPVmk7mZ4t8chLROqy5G6W+xDCcxcqoyjTVgGTgeskXSjpLfFEs4XgbRwlkGeGWWbmW0X1WBkkq5kWLM+nfWJk8tLapFO/09DU5XeVQci9qszsE5L+BXgz0bodX5N0IXCWmf0uz7hcOEqiVRqtw/QURQpGaF04kyKStVdbJ0KdFyytwTtUW+tAyI3jZmaSHgAeAFYBWwAXS1poZv+cVzwuHCWQzCAXjoZZ1ZPMSIY1Q1k7/cjg1wjNS+smzp3Eo3VOCMIeGnmvOZ4nkj4IHAs8Avxf4CQze17SCHAXkJtwhCudDWaQwXVFZ0RVZHShZK7DTPuz6GLRHQNW2UimrQImAW8zs9lmdpGZPQ9gZqPAoXlG5MIROJ65OnmQZTEvF41shNqrCtjezO5L7pD0bQAzuz3PiLyqqmRag6y8jjk8xptxhriMaq91yUOytRZYuFVVwG7JL5ImAK8qIiIXDqdS6jCyvBMhz8/VCS+sjI8QF3KSdArwMWBDSU+2dgN/AeYVEadXVVWEv8BraWJahC4gUA8bQ2Q09jp6bWVhZv9uZpsCnzezzeJtUzPbysxOKSJO9zhKpIkZZF7U2fNI0l4NFOo9b0JaV0GICzlJ2sXM7gAukrRX+3EzuyHvOF04SsLn/xk+/D43D0OsGg2uoub/AHOAL6YcM+CNeUfowlECvRoonXoS2piNfujHw/PG9LGE1sZhZnPi/28oK04XjoLplKnUOdMZZobhfoXYOywYLLyqqiSS9gemk8jbzey8vONx4XCcjNRVNLIIQLff1j6rwDALSohtHC3iMRs7AjcBq+PdBrhw1IGsL6FTD5p8v7p5xGlVVMlZDIZVQEIVDmAmsKuZWdERBdfKUwe6TQHS5EzGGV56icWwPPeGWD06kmmrgFuJplYvHPc4+qTbanjD8vIURYjVIMN6T71g1JnQGscTTAJuk3Qt8Fxrp5m9Ne+ICpNFSdtK+pWk2yUtkfSheP+WkhZKuiv+v0XinFMk3S3pTkmzi7JtPKQtv5nVdQ8tUwyRkDKmkGzJm34mzuw0RU77bMpNTq8WZuENAEwwF/gb4N+Iuua2ttwp0uNYBZxoZjdI2hS4XtJC4DjgF2b2OUknAycDH5W0K3A00XwrU4GfS5phZqs7XL9WuGg4VdErQ+/2bPYSmDQxaYlM0hNv0vNvgbZxmNmvy4qrMOEwsxXAivjzSkm3A9OAw4AD42DnApcDH433X2BmzwH3SLob2Bu4uigbByXtRUobq9HrHCedEDKaJt6vstK02R5IeJMcSrrSzA6QtJKoF9WaQ0RrO22Wd5yltHFImg68Evgt8OJYVDCzFZK2joNNA65JnLYs3td+rTlEoyTZbrvtCrR6cJIvaDNfnuKpsudOE+9Z1ULcJELzOMzsgPj/pmXFWbhwSNoE+D7wYTN7ssv66WkH1ulWZmbziGd8nDlzZuHdztLI0qW2iZlPFZTpfTT1no0n/bp1/BjGTiFmsHo0LOGQtGW342b2WN5xFiockiYSicZ3zeySePeDkqbE3sYU4KF4/zJg28Tp2wDLi7SvKIbpRXLCJi/R7eZFD5s3E2CvquuJCtmdCt875B1hYcKhyLU4C7jdzL6UODSfaF3cz8X/f5TYf76kLxE1ju8EXFuUfePFB/KVx3i9jiwz1g5b5jceikqrOsyJZQRZVbV92XEW6XG8BngHcIukm+J9HyMSjAslvQe4HzgKwMyWSLoQuI2oR9YJIfeoctGohn7aPrJ0YkjSpMJASBlvs0aa59c4LulsorXAHzKz3VOOH0hUsL4n3nWJmX26xzW3ICp0b9DaZ2a/ycXgBEX2qrqSdNcJ4E0dzjkVOLUom/KiKZlLnejU7TPP6zcjYws3gx50Rt4WofyuHCf0OAf4Gt3nkrrCzA7NcjFJ/wB8iKia/yZgX6JeqblPq+5TjvSJi0a1hJJ5hEqd06eX7aG8e2bKtPW+jv0GyLPh+kPAq4H74inWXwk8nOP11+BTjvRB0uUO5SEeNtqnfMnb63Dyp5/ZdXvNhdWrqrFool5VmcvbkyQtSnyfF/cK7Yf9JC0m6ij0ETNb0iXsn83sz5KQtL6Z3SFp5z7jy4QLRwY8QwmXPMTDx92ET0hdf/uoqnrEzGaOI6obgJeY2VOSDgF+SNR+0YllkjaPwy2U9DgF9UxtpHDk2Tuj3wZWp3zy7nXVvq8u1Lmaqk6U1avKzJ5MfL5M0tclTTKzRzqEPzz+OFfSr4AXAv9ThG2NE47xNKLWMbNw+s8wu1U11nnG45Ab+PNYDKqfQbdFpYORrf0iDyRNBh40M5O0N1Gb9KNdwu8ILIunbRLRSoAbAX/J27ZGNY7nNRV0qC+fk06v5Xl77et0zaSIpM2K7AxOnQS5Hcu49ULS94h6Pe0saZmk90g6XtLxcZAjgVvjNo7/BI7usUjT94HVkl5KNIZue+D8vn9gBhrjceT5IGa5ljeQh0WnsQJ5ZPbJGV+dwWlPw6yeR1DpbmA5TTliZsf0OP41ou66WRk1s1WSDge+Ymb/JenGcRnZgUZ4HEE9WE6lFPUs+DOWD03w2vLqjlsAz0s6hmhGjkvjfROLiKgRwpGVXmsLZH2om/DwNxnP5JtBP4tNlYlZtq0C3gXsB5xqZvdI2h74ThER1bqqaun1v8/8YPWz2lmWsCE+0M5aek3E18QuuE0q0Iz3nhTVUSDEuapamNltwAcT3+8hmuIpd4bK48iTJr2kw0DVA8ectYxnxcHKMcCUbWswLhwDEPSD7ThOoQRcVVUata6qqhLvaVM/OlVf+T2sjvqlvXLrVZU3kqab2b1t+15tZtflHZd7HI7jlE6tqwfzGsiRP5dIWrPctqTXA2cXEdHQCkcedakhj9R18qMu97hupfe6pOsYLOjuuO8Ffihpcjy31VeBQ4qIaGiFw3HqltEOC3kJSmH3N1CPI66S+iDwM2AuMMvM/lBEXEPZxtHtger1sCXbNVoPuLd1OM74qY8HElYbh6QfM1aqNgKeAM6ShJm9Ne84h1I4kiSrmwbN/F00mkuycNCOd5AYP/URiwSjVRuwDl8oO8KhFw7wtophp0mZvz/L6eR2f1vjOALCzH5ddpzextEn7ZO0NSXDGVa6jTDvlQF380aqxJ/JYgltHIeklZKeTNlWSnqy9xX6p9bCMeNVO+R2LX/Zhpt+BMOpD51mTR4XgTWOm9mmZrZZyrapmW1WRJy1Fo5BGfQh6nSeZzTNwO9jGBRRiMv1moFOOSJpu7StiLi8jaMPek2c59STZKl00BJqk9pJnO4o3OlEfpL4vAHRQk53ArslA0n6Pxmu9bSZfaPTwdp7HJ55O6Hgz2KY5O5tjGbcSsbMXp7YdgL2Bq5MCXoSsAmwaZftxG5xuccxDrwHi+MMIeF6HGMwsxskvTrl0LfN7NPdzpW0cbfjQykceYzdaL+eU3+adB/rWqipxT0IVDjaqqBGgL2Ah9vDmdk/x+G3j9fsSF5jezO7pxWmE7WvqnIcxymVwHpVJUhWNa1P1OZxWJfw30/Zd3GWiGrtcfSzAuB46eSh1KKE5JRGSCsLZvE6kjbW0UMpnQAHALYws08BSNos+mor08JJ2oWowfyFkt6WOLQZUaN6TwrzOCSdLekhSbcm9s2V9EdJN8XbIYljp0i6W9KdkmbnbY+/FE7Z1O2Zq1ro6oIs21a6XdJMSbcANwO3SFos6VUpQXcGDgU2B/46se0F/GOWuIr0OM4Bvgac17b/y2Y2Zm4VSbsCRxOp4FTg55JmmNnqAu1znMbT7nXk3b6XJ6HZ05FA2ziI1t54v5ldASDpAOBbwCuSgczsR8CPJO1nZlcPElFX4ZD0RjP7ZZs7syZ+4DHgyrQM3sx+I2l6RjsOAy4ws+eAeyTdTdSVbKAflUb7C9NP42HdSo5OOIQwvqPf6tW6NqyXRcDjOFa2RAPAzK6UlFpdFfNgPLPuvkT5+dXAP5nZ73tF1MvjeD3wSyI3Ji25JgGfAGb1iijBByS9E1gEnGhmjwPTgGsSYZbF+9ZB0hxgDsAGbNRHtI7j9KJqkasFgbVxSNor/nitpG8A3yPKr/8OuLzLqecDpwOHx9+Pjs/dp1ecXds4zOyT8cf3Ab8AfgfcF2/3xvO8398rkgRnADsCewIrgC/G+9PuRKqum9k8M5tpZjMnsn4fUftL4VRDHUvv/q50IGuPqnK9ki/G257ADOCTRAs5vQzYr8t5MrNvm9mqePsOGS3P2sbxQ+BPwA3An+N9BmBm78l4DczswTUWS98ELo2/LgO2TQTdBlie9bpFElIvGcdxAiCwqioze8OAp/5K0snABaz1UH4iacv4uo91OjGrcGxjZm8Z0Lg1SJpiZivir4cDrR5X84HzJX2JqHF8J+Da8caXxnjaNkKor3acJlKn90rhLeQ0KH8X/39v2/53EwlJx+nHswrHVZJebma3ZLVI0veAA4FJkpYRuU8HStozNurelsFmtkTShcBtwCrghLJ6VHUSg0GqF1xYmkEdq5bqTO3emcA8jkExs+0HPTercBwAHCfpHuA5ojYJM7NXdDrBzI5J2X1Wl/CnAqdmtKdQXDQcx0mjqjEaRSBpA+D9RPm7AVcAZ5rZn7ueSHbhOHhw8xzHcdKpZWErvF5VacMl1mBml3Q4dB6wEviv+PsxwLeBnjclk3CY2X1ZwtWRfh7cTtMzpK3n4NQTr6aK8HToQngex193OWZAJ+HY2cz2SHz/laTFWSKs9VxVIdC+BrnjOM0mtKoqM3vXgKfeKGlfM7sGQNI+wP/LcuJQCkeyZ9UgXoJ7Fo4zpFjYvaok/RXR1E1rJivssvbGPsA7JbXG4m0H3B7Pd9W1DXsohaMdFwKnaPwZW5fapkdgHkcLSWcCGwFvAP4vcCTdhzUMPMTC1+OgmMWcvI7YcRpKeCPHW+xvZu8EHo+nWN+PsQOrAZB0A0Rt15024AfdIhpa4egmFmnH0oQhKQ5pQuHiUS+Kvl/tz4xTT0KdVh14Nv7/jKSpwPNA2liNl0m6uct2C9E8hB3xqio6L9LUi1ZbSWu23W7Xr61b7uSOPw81rqbKEUlnE62L8ZCZ7Z5yXMBXgUOAZ4DjzOyGLpe8VNLmwOeJpocyoiqrdnbJYF7XAdhD63EMSnuJsdML4FVXTp3xjL0L+VVVnUP3doaDiaZf2oloRvAzuppl9hkz+5OZfR94CbCLmf1LSriOVVSJbVm3uNzjKJFQF9BxIspch2KYn4Va/+Yce1VlWLPoMOA8MzPgGkmbt833tw6S9gemE+ftkjCz9sX0xs1Qexz9tnN0o1V/nTYxYr/XcYaHkNs9ap3BF0l2j2OSpEWJbU6fMU0D/pD43nGdIgBJ3wa+QDSFyKvjbWafcWbCPY4uDDqqvBfdSpvJdhOnXKrMwP2e1wPRV8P3I2Y2now78zpFMTOBXWMPpVCG2uMYlF6N4clw3Qi1pOk4LVzMUiivO26/6xTdCkzOJeYeuHAUjI9Kd5wGkbErbk7dcecTjeyWpH2BJ7q1bxB1ob1N0gJJ81tbLpa0MfRVVWU0iJbZ6OrUl2FuMK8VOTWOd1izaCKAmZ0JXEbUFfduou64veakmpuPZb0ZeuEAz9idsHCvM2zyGtzXYc2i5HEDTshyLUkjwOlp40GKwKuq+iTvF7p99LlnGI4TOAFOOWJmo8BiSduVEZ8LR0zRXscgjenuBZWLi7bTk6yiUc2UI1OAJZJ+4W0cJdMq9YdQ+q86fsdx1iW09TgSfKqsiNzjSJBcyS/5v198wsP64mLt9CRQj8PMfg3cC0yMP19HNGdV7rhwtNE+RqOMDN9FxXHqg0azbaXbJf0jcDHwjXjXNOCHRcTlwlEAWdszspZuQ56WwnGGirDbOE4AXgM8CWBmdwFbFxGRt3F0IC1T79TukaU9pJMXk6VR3qtPHCcMRPo8IIHwnJn9JZqNHSStR0ES5h5HH+SVgXcSH8dxakC4HsevJX0M2FDSLOAi4MdFROTCMU5C6H3l5EvV97Pq+J3uBLwC4MnAw8AtwHuBy8zs40VE5MIxAMleV3mtV+6ZhRMq/my2Ea7H8b/N7JtmdpSZHWlm35T0oSIicuEYgKJeJK+ucjyTDhwLt1cVcGzKvuOKiKgw4ZB0tqSHJN2a2LelpIWS7or/b5E4doqkuyXdKWl2UXblyaAveSeB8EzDcWpAYB6HpGMk/RjYPjliXNKvgEeLiLPIXlXnAF8DkssWngz8wsw+J+nk+PtHJe0KHA3sBkwFfi5phpl1XTA9VHyWU2cQ/HmpBwGOHL8KWEE0rfoXE/tXAjcXEWFhwtFhPd3DiKYRBjgXuBz4aLz/AjN7DrhH0t3A3sDVRdlXBt5w7jgNJDDhMLP7gPuA/cqKs+w2jhe3FiKJ/7cGp2ReW1fSnNYavs/zXKHG5oEP3nPqTt7Pb7fr1eFdCbVXlaS3xc0AT0h6UtJKSU8WEVcojeOZ19Y1s3lmNtPMZk5k/YLNygf3OuqH3zMnFSNayCnLVj6nAW81sxea2WZmtqmZbVZERGULx4OSpgDE/x+K9/e7tm5w9FtSqkPJynHKpA7vhAjX4wAeNLPby4iobOGYz9ouY8cCP0rsP1rS+pK2B3YCri3ZtoHJcxZdx3ECJ7BeVQkWSfrvuJfV21pbEREV1jjeYT3dzwEXSnoPcD9wFICZLZF0IXAbsAo4oY49qlwImoUvKeykIQusdXwtmxGtTf7mxD4DLsk7oiJ7VXVaT/dNHcKfCpxalD1FkSVjKbJ3VZZre++uwXHxyJ+yly3Ileq8iZ6Y2bvKistnxx0H/Tz0RWXegyxJ6/SHi0d+9DOLdKiENo5D0j+b2WmS/osUWTOzD+YdpwtHiZSd+fhAxPxw8Rg/TXkOK5pOpButBvFFZUXowjEgeWUiRVYjNeVFDYUixaPp96pRvy8wj8PMfhz/P7esOF04+qSIjMPbIBynJlTX1TYoQhkAGDSt0d9FVlUMcm2vOmkGoRcayrIv9HRYQ7jdcUvDhSMg+hWC2rxoTkfqcg/rYmfRBD4AsDS8qspxKsAz4vqi0TBVQdIM4AyiOQF3l/QKoilIPpt3XC4cgeE9ocJlvFWDw3hPm9D9dgxhV0N9EzgJ+AaAmd0s6XzAhcNxHKdKAuyO22IjM7tWGjNn7KoiIvI2DsdxMlE776Aowm0cf0TSjq3YJR1JtMBT7rjH4TglMIyZblN/c8AN3ycA84BdJP0RuAf4+yIicuFwnAx412cHiL2JMJXDzH4PHCRpY2DEzFYWFZcLRwayjBjuVLoaJMNpakltWGnS/RzPu9AUQm3jkPRvwGlm9qf4+xbAiWb2ibzj8jaOcTJr5KhcX5Smv3TDxrDdz6b/3sDHcRzcEg0AM3scOKSIiNzj6JNBXgyfIG84aWom2nqem/r7umIWbFUVMEHS+mb2HICkDaGY9bVdODIy6EvSOq/1v5uA5PUiDu1LXRA+on9dhuE3diLgxvHvAL+Q9C2i1ph3A4VMfOhVVQ3EPRzHKZBAu+Oa2WlEi+G9DNgN+Ey8L3dcOEom2SaS/F9ECc7Fo3yGuSQ+LOTVxiHpLZLulHS3pJNTjh8o6QlJN8Xbv/a6ppn91Mw+YmYnmtmCwX5hb7yqqiLaxSNPfNqScvF0HiIMWD1+d0LSBOB0YBawDLhO0nwzu60t6BVmdmiPa11pZgdIWslYX0eAmdlm4za4DReOisk7k3cvozxcMIaTnNo49gbujsdeIOkC4DCgXTh6YmYHxP83zcWyDLhwBEAeGVBSMDxDc5wCyadX1TTgD4nvy4B9UsLtJ2kxsBz4iJktySPy8eLCUTF5ioYLhuMUTx8exyRJyXXA55nZvNZlUsK3X/kG4CVm9pSkQ4AfAjv1YWphuHDUHK+aqgYX6SGlvx5Tj5jZzA7HlgHbJr5vQ+RVrI3K7MnE58skfV3SJDN7JLvBxeDCUXM8AysWF2YniQDl0DgOXAfsJGl74I/A0cD/GhOXNBl40MxM0t5EvWAfzSPy8eLdcR1nAFxQhheZZdq6YWargA8AC4DbgQvNbImk4yUdHwc7Erg1buP4T+BoszCGrbvH4Th94l5emJQyY0KOg/vM7DLgsrZ9ZyY+fw34Wj6x5Yt7HI7ThfaMyEUjXMq5N7Z2vqpeW4OpxOOQdC+wElgNrDKzmZK2BP4bmA7cC/xtPLuj4zhOMAQ8V1VpVOlxvMHM9kz0OjgZ+IWZ7QT8Iv7uOEHhbRuOexxhtXEcBhwYfz4XuBz4aLcTZrziGRYsWNz1orOn7pGDaY7j1JEFy9fmDxOm5HBBy61XVa2pSjgM+JkkA74RD4p5sZmtADCzFZK2TjtR0hxgDsB203qbn3xwXEScQWifEt8HXNaD5LufK64blQnHa8xseSwOCyXdkfXEWGTmAczcY4O+bmHrQXIBcQahKqEYNAMcxue8MLFI0Kur7TBQiXCY2fL4/0OSfkA04deDkqbE3sYU4KEqbHOckBhPRlhEQamXPUWIVbc4k/GVIRpA49svslC6cEjaGBgxs5Xx5zcDnwbmA8cCn4v//6goG0Kqvnr83fuxyTHL+eVu83nphe9lxw9fU6k9ncj6UladnqExaLrlmQmmXWu3q9/ONkfc2jGeQTPk0jLviuLDgNFyowwRlT0QUdIOwA/ir+sB55vZqZK2Ai4EtgPuB44ys8e6XWvmHhvYtQu2y8Wu150wh9+cPq93wAR5ZJJZHvyqMmOvIhmM0jMzJxMTptx1fZe5ozLxwo2n2r67vjdT2J8tmjvu+EKldI8jnn9+nZzFzB4F3lS2PS36FQ2IMohBMsnR1+/Fwu99q694WuSVKReZuQ2aLnXERWIIGXWXI6TuuLVksIxj/PXWnZg9dY8gMrOmikcIaetUiFdVAS4cjcMztuLwtHXAe1WBC4dTIHX2OlwknI64cLhwOMXSngG3C8nUazYD4NCtbuLTX/97Jn/5qsLiLpqRyUsBGH1gRqnxOmXS/OlEsuDC4ZRKt8z8iJPOgJOiz708lfVevDU/uXFhnqYNREssnCHBAJ9yZHiEI+0FH31gBiOTlxZaQiz6+k2lDlVFnZ4pJz9CfH+8jaMhwjHow9V68dPOT2YKadfuFGe/JdAQXwxnMPw+5kfQnpwLRzOEA9Z90FovcdYHsFv9dKdjvcSl33CO46z7zgZVuDJg1IWj9sLRSRgGLbF0O2/QY93CBfNCOJkJujRcU3qlaafj5b8/3jgOdReOibtXbcG4cW+kfrTaxtoJqmRcE8YrwlkLYlE4jSuuNbhw1Fw4GoZ7I07TyKstMBgMWO1Dx104AsaFpFr6zdzqdn/68ZD6DZv2vd92x0EoXpAMzIXDhcNxhpBkj0IYK3qdMvos3Y/zaAcMHq+qcuGoEz5uwBmUQRqfs2T0jRGDrHivKsCFo/b4NBdOJ4YuUy8L9zhcOBzHcfrChcOFw2kOXpXnXkbhmMHq1VVbUTkuHE6jGWTgWB0z3zraXFvc43DhqDtNKVGXPXgu74y2yvvgolEyLhwuHHWmSaKR/A+9f5uP0o5w0Sgb815VuHA4FdPvXGMuFk6lGJgPAHThqCt1y0DzKhknrzPMpe1h/u2V41OOuHDUkbqIhmduTuMwg1EXjpGqDXCcJlCmSLogV4xZtq3BuMfh5MawZ2hlNNgPexqHgLnH4R6H4+SJZ+xNJ6O34R6H46TjmWQ6ec8f5ukcED7JIRCgxyHpLZLulHS3pJOrtsdxBsUz/OZhgK1enWlrMkEJh6QJwOnAwcCuwDGSdq3WKmdk8tIxm5MdT7OGYfFCTlm2HvQqJCviP+PjN0vaq5DfNAChVVXtDdxtZr8HkHQBcBhwW6VWBUarEbZbhlRkI61nhP3Tb/WVp3G4WA5VVYlC8ixgGXCdpPlmlszrDgZ2ird9gDPi/5UTmnBMA/6Q+L6MtoSSNAeYA7DddtuVZ1lgDLIwj1M9fl8aQD4jx7MUkg8DzjMzA66RtLmkKWa2Ig8DxkNowqGUfWPk3czmAfMAJD0s6WngkRJs64dJuE1ZcJuyE6JddbPpJeO9+EoeX/Bzu3hSxuAbSFqU+D4vzr8gQyG5Q5hpgAtHG8uAbRPftwGWdwpsZi+StMjMZhZuWR+4Tdlwm7ITol3DaJOZvSWnS/UsJGcMUwlBNY4D1wE7Sdpe0guAo4H5FdvkOI6TN1kKyX0VpMskKOEws1XAB4AFwO3AhWa2pFqrHMdxcidLIXk+8M64d9W+wBMhtG9AeFVVmNllwGV9nDKvd5DScZuy4TZlJ0S73KYBMbNVklqF5AnA2Wa2RNLx8fEzifLBQ4C7gWeAd1Vlbzuyhg+NdxzHcfIlqKoqx3EcJ3xcOBzHcZy+qK1whDKnlaR7Jd0i6aZWn21JW0paKOmu+P8WJdhxtqSHJN2a2NfRDkmnxGl3p6TZJdo0V9If4/S6SdIhJdu0raRfSbpd0hJJH4r3V5ZWXWyqLK0kbSDpWkmLY5s+Fe+vMp062VTpMzWUmFntNqLGpN8BOwAvABYDu1Zky73ApLZ9pwEnx59PBv6jBDteB+wF3NrLDqJ5wBYD6wPbx2k5oSSb5gIfSQlblk1TgL3iz5sCS+O4K0urLjZVllZEYwg2iT9PBH4L7FtxOnWyqdJnahi3unoca4brm9lfgNZw/VA4DDg3/nwu8DdFR2hmvwEey2jHYcAFZvacmd1D1Gtj75Js6kRZNq0wsxvizyuJun1Po8K06mJTJ8qwyczsqfjrxHgzqk2nTjZ1opRnahipq3B0GopfBQb8TNL18TxaAC+2uL91/H/rimzrZEfV6fcBRbN9np2o6ijdJknTgVcSlVyDSKs2m6DCtJI0QdJNwEPAQjOrPJ062ASBPFPDQl2FI6Sh+K8xs72IZrI8QdLrKrKjH6pMvzOAHYE9iebc+WIVNknaBPg+8GEze7Jb0JR9hdiVYlOlaWVmq81sT6IRy3tL2r1L8CptCuKZGibqKhzBDMU3s+Xx/4eAHxC5wg9KmgIQ/3+oCtu62FFZ+pnZg/HLPwp8k7VVB6XZJGkiUQb9XTO7JN5daVql2RRCWsV2/Am4HHgLgTxTSZtCSadhoq7CEcScVpI2lrRp6zPwZuDW2JZj42DHAj8q27aYTnbMB46WtL6k7Ynm+7+2DINamU7M4UTpVZpNkgScBdxuZl9KHKosrTrZVGVaSXqRpM3jzxsCBwF3UG06pdpU9TM1lFTdOj/oRjQUfylRT4mPV2TDDkS9NhYDS1p2AFsBvwDuiv9vWYIt3yNy058nKmm9p5sdwMfjtLsTOLhEm74N3ALcTPRiTynZpgOIqituBm6Kt0OqTKsuNlWWVsArgBvjuG8F/rXXs12hTZU+U8O4+ZQjjuM4Tl/UtarKcRzHqQgXDsdxHKcvXDgcx3GcvnDhcBzHcfrChcNxHMfpCxcOp7FI+rSkg6q2w3GahnfHdRzHcfrCPQ6n9kiaHq9l8c14nYafSdpQ0jmSjqzaPsdpGi4cTlPYCTjdzHYD/gQcUa05jtNcXDicpnCPmd0Uf74emF6dKY7TbFw4nKbwXOLzamC9qgxxnKbjwuE4juP0hQuH4ziO0xfeHddxHMfpC/c4HMdxnL5w4XAcx3H6woXDcRzH6QsXDsdxHKcvXDgcx3GcvnDhcBzHcfrChcNxHMfpi/8PgaZWWwd+YicAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(time=0,nc=2,nkice=0).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "58789468-83d8-4afc-8f9f-4ce95fac15e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e8243683a0>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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SbZlIEIiIVpoYHVRlGX3e/PfArsCpwHHAzZI+KOkJw04rQSAiWqupzUEAtg38ulxWA9sAX5X04WGmk47hiGilJt9jWNKbgWOB5cDngLfbfkjSRsDNwDuGlVaCQES0koHVQ/qVL2lH4EyKtvy1wCm2P9Z1zMHA+cAt5abzbL+vzynnAC+xfdvD8myvlfSCoWS6lCAQEa01xKae1cDbbF8taTZwlaRLbN/Yddxltqt8ie/SHQAknWX7aNuLh5VpSBCIiLby8JqDbC8DlpWPV0paDMwDuoNAVXt2rkiaAfzptDLZRzqGI6KVJm4qU3GI6BxJCzuWBf3OK2k+8DTgxz12HyjpWkkXS9qze6ekd0laCTxF0j3lshK4k6IpaehSE4iI1ppCTWC57X0HHSRpFnAu8Bbb93TtvhrY2fYqSYcDX6cYBvoHtv8Z+GdJ/2z7XVUzNx0JAhHRSsO+qYykmRQB4Gzb5z0ivY6gYPsiSZ+SNMf28o5z7G77JuArkvbpcY6rh5bhUm1BQNJmwPeBTct0vmr7xLrSi4iYCiNWrx3a6CBRXNi12PZH+xyzPXCHbUvaj6I5/rddh70VWAB8pGeW4TlDyXCHOmsCDwDPKas+M4HLJV1s+0c1phkRUdkQp4R4JnA0cJ2ka8pt7wZ2ArB9MvAy4A2SVgP3AUeWF4T9ge0F5d9nDytjg9QWBMoXN3HD4Jnl4v7PiIgYIQ+vOcj25TB5RLH9SeCTVc8p6RnAfDq+p22fuY5Z7KvWPoFyWNNVwBOBf7fdq7c8ImLkmnyjeUlnAU8ArgHWlJtNcUHaUNUaBGyvAfaWtDXwNUl72b6+85hyqNUCgMfNy02fI2J0mhoEgH2BPbqbi+owkusEbN8NXAoc2mPfKbb3tb3vNtvmsoWIGA0j1qzdqNIyBtdTTEFRuzpHB20HPGT7bkmbA4cA/1JXehERUzWmewVUMQe4UdIVFINsALD9omEnVGdz0FzgjLJfYCPgHNsX1pheRERlHmLHcA1OGlVCdY4OWkRx6XRERCO5oUHA9vdGlVauGI6Ilmre/QQkXW77oHK+oM5OYVGMvN9q2GkmCEREazWtJmD7oPLv7FGlmSAQEa1kw5q1zQoCkradbL/tu4adZoJARLRWA0cHXUXRDNQrYwYeP+wEEwQiopVMI5uDdhl1mgkCEdFSzesY7iRpG4r7DWw2sc3294edToJARLRW/ZMyrBtJrwVOAHagmD/oAOCH1DCVdOZpiIjWslVpGYMTgKcDt5XTSj8N+E0dCaUmEBGtVIwOauzv4Ptt3y8JSZvavknSbnUklCAQEa3V1OYgYGk5+/LXgUsk/Q64vY6EEgQiorWaNjpogu0Xlw9PkvRd4FHAN+tIq7F1oYiIOplq/QHjCBSSniBp04lVijuMbVFHWgkCEdFarriMwbnAGklPpLiB/S7AF+tIKM1BEdFOBjds2ogOa22vlvRi4N9sf0LST+pIKEEgIlqrqX0CwEOSjgKOBV5YbptZR0JpDoqI1rKrLWPwKuBA4AO2b5G0C/CFOhJqVE3g1vsfzbE3HjvubESDnLHHGePOQmPc/NCqcWdhg9LEuYMm2L4ReHPH+i3Ah+pIq1FBICJiZAw0NAiMUoJARLRWgy8WG5n0CURESwmvrbaMPGfS/B7bnl5HWgkCEdFezb1Q4DxJ8yZWJD0L+HwdCSUIREQ7udGziL4O+Lqk7SUdDnwMOLyOhNInEBHt1dA+AdtXSnoz8G3gfuC5tjOVdETEcDVrdJCkC3h4aNoCWAGcKgnbLxp2mgkCEdFea8edgUf436NOMEEgItqpgdcJ2P7eqNNMEIiI1mradQKSVtK7p0KAbW817DQTBCKivRoWBGzPHnWaGSIaEe1lVVsGkLSjpO9KWizpBkkn9DhGkj4uaYmkRZL2meR8O/Vapvlqe0pNICJaS8OrCawG3mb7akmzgaskXVJOBDfhMGDXctkf+HT5t5f/6Hi8GcVNZX4K7Nl9oKS3Vsjf721/pteO1AQiop0sWFtxGXQqe5ntq8vHK4HFwLyuw44AznThR8DWkub2Od+fdCy7AvsBl/dJ/u3ALGD2JMvb+uU9NYGIaK/qNYE5khZ2rJ9i+5ReB5bz/jwN+HHXrnnArzrWl5bblg3MZlHD6Dd30Fm23zfZ8yVt2W9fgkBEtFf1ILDc9r6DDpI0i+L+wG+xfU/37qo56Gri2QjYB+h5xbDtd5TP2aW870DneXaxfcvEMb2kOSgi2muIE8hJmkkRAM62fV6PQ5YCO3as7wDc3ud0nU05m1L0ERwxIAvn9tj21QHPSU0gIlpqiBeLSRJwKrDY9kf7HPYN4HhJX6boEF5hu2dTkO33lufdqlj1yknS3p2iw/hRkl7SsWsrik7lSVUKAuX9LZfZvr9c3xx4rO1bJ3nOjsCZwPYUF2efYvtjVdKLiBiFIY4OeiZwNHCdpGvKbe8GdgKwfTJwEcVMoEuAeynuI9w7X9K+wGkUNQEkrQBebfuqHofvBrwA2Jo/3pQeYCXwt4MyXrUm8BXgGR3ra8ptk93koMqQqYiI8RlSELB9OQNmo7Nt4E0VT/l54I22LwOQdBBFUHhKj/OeD5wv6UDbP5xSxqneJ7Cx7Qc7En0Q2GSyJ1QcMhURMTZytWUMVk4EAPhDkOnbJFS6Q9IFkn4j6U5J50t6/KCEqgaB30j6wxSmko4Alld87mRDppC0QNJCSQsfWnFv1VNGREzfkK4YHhZJ+5RXEl8h6TOSDpb0LEmfAi4d8PQvAucAc4HHUbTWfGlQmlWbg14PnC3pk+X6Uor2r4EGDJmiHGt7CsCsJ81t2EweEbHBGt+tIyfzka71EzseD8qtbJ/Vsf4FSccPSrBqEFgKfILi0uVtgHuAVwKDLlAYNGQqImJ8GhYEbD97Gk//rqR3Al+meGV/BfyHpG3Lc9/V60lVg8D5wN3A1fQf1/owFYdMRUSMjZp3U5np+Kvy7+u6tr+aIij07B+oGgR2sH3oFDPUc8iU7YumeJ6IiHo0rCYwHbZ3WZfnVQ0CP5D0J7avm0KGBg6ZiogYlzGO/KmFpM2ANwIHUYS3y4CTJ67v6qdqEDgIOE7SLcAD/PEuN48YsxoRsd5o2O0lu674fYQBfatnUgwj/US5fhRwFvDyyc5ZNQgcVvG4iIj1R/NqAi+cZJ+ByYLAbraf2rH+XUnXDkqwUhCwfVuV4yIi1idNaw6y3XcqiQp+IumA8l4FSNof+H+DnpQJ5CKindzs0UGSnk8xMdwfJoEbcN+A/YFjJP2yXN8JWCzpOiZpvk8QiIj2alhNYIKkk4EtgGcDnwNeBlwx4GlTHcEJJAhERJs1NAgAz7D9FEmLbL9X0kfo0x8g6Wrb+0zWbC/paoob0zxCgkBEtFbT+gQ63Ff+vVfS44DfUszY0MuTJS2a5FwCHtVvZ4JARETzXChpa+BfKWZqMEWzUC+7Vzjfmn47EgQior0aWhOw/U/lw3MlXQhsZntFn2OnNXozQSAi2qn5o4OeAcyn/J6WhO0zh51OgkBEtFdDawKSzgKeAFzDH5tyTHFV8FAlCEREK4lGdwzvC+xR3pKyVlXvLBYRseFxxWX0rge2H0VCqQlERDs1exbROcCNkq6gmLQTANsv6v+UdZMgEBHt1dyO4ZNGlVCCQES0VhNrApI2Av7d9l6jSK9RQWCjmx9g9mFLxp2NRlh58RPHnYVGOPbGY8edhWikDw3nNA0MArbXSrpW0k62fzn4GdPTqCAQETEy4+v0rWIucEPZJ/D7iY3pE4iIGKImNgeV3juqhBIEIqK9GhoEbH9P0s7Arra/I2kLYEYdaeU6gYhoLa2ttow8X9LfAl8FPlNumgd8vY60EgQiop2qXig2ntrCm4BnAvcA2L4ZeEwdCaU5KCJaSeXSUA/YflAqcihpY2oKR6kJRER7Nbcm8D1J7wY2l/Rc4CvABXUklCAQEa0lV1vG4J3Ab4DrgNcBF9l+Tx0JpTkoItqroaODgL+z/THgsxMbJJ1Qbhuq1AQiop3c3NFBQK9L5Y+rI6HUBCKivYZUE5D0eeAFwJ295vyRdDBwPnBLuek82+/rcdxRwF8Du0j6Rseu2RQ3mx+6BIGIaK0htvefDnySye/8dZntFww4zw+AZRRTSX+kY/tKYNF0MthPgkBEtNeQgoDt70uaP4Tz3AbcBhw47UxVlD6BiGitKYwOmiNpYceyYB2SO7CcHfRiSXtOmi/pJZJulrRC0j2SVkq6Z11e4yCpCUREO5mp3FRmue19p5Ha1cDOtldJOpxiCohdJzn+w8ALbS+eRpqVpCYQEa00caP5UVwnYPse26vKxxcBMyXNmeQpd4wiAEBqAhHRZiO6TkDS9hRf7Ja0H8UP8MlG+yyU9H8pagyd9xg+b9h5qy0IDBoyFRExbvJwooCkLwEHU/QdLAVOBGYC2D4ZeBnwBkmrgfuAI+1JE98KuBd4Xsc2A+tPEKDakKmIiPEY4rxAto8asP+TFN+HVc/3qmlnqqLagsCwhkxFRNSlaXcWk/QO2x+W9Al6hCjbbx52mukTiIjWGtOUEJOZ6AxeOKoExx4EyvG2CwA2Y4sx5yYiWqVhNQHbF5R/zxhVmmMPArZPAU4B2ErbNuwtiYgN1vimiW6UsQeBiIixSRCo72KxcsjUD4HdJC2V9Jq60oqImKpRXizWZHWODpp0yFRExLhpbTO/4SU9Cfg08Fjbe0l6CvAi2+8fdlqZNiIi2qnq/YXHEyc+C7wLeAjA9iLgyDoSSp9ARLRWA4eITtjC9hWSOretriOhBIGIaK9mtgYBLJf0BMocSnoZxc1mhi5BICJaq8Gdvm+iGDq/u6T/prgt5d/UkVCCQES0k4EhTSA3bLZ/ARwiaUtgI9sr60orHcMR0VpaW20Zeb6kD0ra2vbvba+UtI2koY8MggSBiGiphl8ncJjtuydWbP8OOLyOhNIcFBHtZDe2OQiYIWlT2w8ASNoc2LSOhBIEIqK1Gtwx/AXgPyWdRtF78WqglknlEgQior0aGgTKewpcB/w5RcvVP9n+Vh1pJQhERGs1uCaA7YuBi+tOJ0EgItrJwJpmRQFJl9s+SNJKHl5PEWDbWw07zQSBiGitptUEbB9U/p09qjQTBCKivZo7OmhkEgQiorWaVhMYhwSBiGin8U0T3SgJAg01+7Al485CxAZNgBrWMTwOCQIR0VpKn0CCQES0VJqDgASBiGitRs8dNDIJAhHRWhkdlCAQEW2WmkCCQES0lDM6CBIEIqLNEgMSBCKivTJENEEgItosQSBBICJaysAYbiLfNLnRfES0kjBytWXguaTPS7pT0vV99kvSxyUtkbRI0j5Df0HrKEEgItpr7dpqy2CnA4dOsv8wYNdyWQB8etp5H5IEgYhop4nmoCrLoFPZ3wfumuSQI4AzXfgRsLWkudPJ/rCkTyAiWmsKo4PmSFrYsX6K7VOmkNQ84Fcd60vLbcumcI5aJAhERHtVDwLLbe87jZTUK/VpnG9oEgQioqVGOoHcUmDHjvUdgNtHlfhk0icQEe1kYI2rLdP3DeCYcpTQAcAK22NvCoLUBCKixYZ1xbCkLwEHU/QdLAVOBGYC2D4ZuAg4HFgC3Au8aigJD0GtQUDSocDHgBnA52x/qM70IiKmZEhBwPZRA/YbeNNQEhuy2pqDJM0A/p1ifOwewFGS9qgrvYiIKTGw1tWWDVidfQL7AUts/8L2g8CXKcbKRkQ0QNkxXGXZgNUZBPqNi30YSQskLZS08CEeqDE7ERFdEgRq7ROoNC62vODiFICttO2GXdoR0RwG1mQGuTqDQGPHxUZEFM1BCQJ1NgddCewqaRdJmwBHUoyVjYhohjQH1VcTsL1a0vHAtyiGiH7e9g11pRcRMSUTo4NartbrBGxfRHGRRERE82zgv/KryBXDEdFeCQIJAhHRUjasWTPuXIxdgkBEtFdqAgkCEdFiCQIJAhHRVhv+vEBVJAhERDsZnIvFEgQiosUybUSCQES0lA1rEwQSBCKivdIxnCAQEe3l1AQSBCKirTb8yeGqSBCIiHbKBHJAgkBEtJQBZ9qIBIGIaCnnpjKQIBARLeY0ByUIRESLpSaA3KDecUkrgZ+OORtzgOVjzgM0Ix/Jwx81IR9NyAM0Ix+72Z49nRNI+ibFa6liue1Dp5NeUzUtCCy0vW/b89CUfCQPzcpHE/LQlHw0IQ8bijpvNB8REQ2XIBAR0WJNCwKnjDsDNCMP0Ix8JA9/1IR8NCEP0Ix8NCEPG4RG9QlERMRoNa0mEBERI5QgEBHRYmMLApK2lXSJpJvLv9v0Oe5WSddJukbSwiGmf6ikn0paIumdPfZL0sfL/Ysk7TOstKeQh4MlrShf+zWS/rGGPHxe0p2Sru+zv/ZyqJiPUZTFjpK+K2mxpBskndDjmFrLo2IeRlEWm0m6QtK1ZT7e2+OYusuiSh5qL4sNnu2xLMCHgXeWj98J/Euf424F5gw57RnAz4HHA5sA1wJ7dB1zOHAxIOAA4MdjyMPBwIU1vw//A9gHuL7P/lrLYQr5GEVZzAX2KR/PBn42hs9FlTyMoiwEzCofzwR+DBww4rKokofay2JDX8bZHHQEcEb5+AzgL0eY9n7AEtu/sP0g8OUyP52OAM504UfA1pLmjjgPtbP9feCuSQ6puxyq5qN2tpfZvrp8vBJYDMzrOqzW8qiYh9qVr29VuTqzXLpHkdRdFlXyENM0ziDwWNvLoPjgA4/pc5yBb0u6StKCIaU9D/hVx/pSHvmPVuWYuvMAcGBZHb5Y0p5DTL+qusthKkZWFpLmA0+j+PXZaWTlMUkeYARlIWmGpGuAO4FLbI+8LCrkAcb/P7Jeq3UCOUnfAbbvses9UzjNM23fLukxwCWSbip/NU4raz22df/CqHJM3Xm4GtjZ9ipJhwNfB3YdYh6qqLscqhpZWUiaBZwLvMX2Pd27ezxl6OUxIA8jKQvba4C9JW0NfE3SXrY7+2xqL4sKeWjC/8h6rdaagO1DbO/VYzkfuGOi6lj+vbPPOW4v/94JfI2iGWW6lgI7dqzvANy+DsfUmgfb90xUh21fBMyUVHXCq2GpuxwqGVVZSJpJ8eV7tu3zehxSe3kMysOoPxe27wYuBbonUBvZZ6NfHhryP7JeG2dz0DeAY8vHxwLndx8gaUtJsyceA88Deo4emaIrgV0l7SJpE+DIMj/d+TumHAFxALBiovlqSAbmQdL2klQ+3o/i/frtEPNQRd3lUMkoyqI8/6nAYtsf7XNYreVRJQ8jKovtyl/fSNocOAS4qeuwustiYB4a8j+yXhvn/QQ+BJwj6TXAL4GXA0h6HPA524cDj6WoAkKR1y/a/uZ0E7a9WtLxwLcoRul83vYNkl5f7j8ZuIhi9MMS4F7gVdNNdx3y8DLgDZJWA/cBR9oeanVb0pcoRljMkbQUOJGiA24k5TCFfNReFsAzgaOB68p2aIB3Azt15KPu8qiSh1GUxVzgDEkzKL5Yz7F94Sj/RyrmYRRlsUHLtBERES2WK4YjIlosQSAiosUSBCIiWixBICKixRIEIiJaLEEgGkHSpZIeceNwSRdNjBWPiOEb53UCEQOV14tERE1SE4iRkjRfxVz5n1UxR/y3y6tBJ/ZvJOkMSe8v12+dmAZA0jEq5q2/VtJZ5bbtJJ0r6cpyeeZ4XlnE+ik1gRiHXYGjbP+tpHOAl5bbNwbOprinwAc6n1DODvkeigkFl0vattz1MeD/2L5c0k4UV2A/eSSvImIDkCAQ43CL7WvKx1cB88vHn6GYGuADPZ7zHOCrtpcD2J6498AhwB7l1CIAW0maXc7FHxEDJAjEODzQ8XgNMNEc9APg2ZI+Yvv+rueI3tMUbwQcaPu+4WczYsOXPoFoklMpJiX7iqTuHyj/CbxC0qOhuEd1uf3bwPETB0naewT5jNhgJAhEo5TTJ18NnCVpo47tNwAfAL4n6VpgYprlNwP7lh3GNwKvH3WeI9ZnmUU0IqLFUhOIiGixBIGIiBZLEIiIaLEEgYiIFksQiIhosQSBiIgWSxCIiGix/w9f4d3JjC5GhwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(time=0,ni=30,nj=40).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "652e63c9-d2b9-40b0-8c80-7686e3b6174b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14e8241b8280>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(time=0).mean('ni').mean('nj').plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f7285ae3-abfc-407f-8708-d683da0f0f91",
   "metadata": {},
   "source": [
    "## Check if concatenation caused a problem with cycle 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "ac613dc6-efd2-472c-8453-97f3153aaf98",
   "metadata": {},
   "outputs": [],
   "source": [
    "# pre-concatenation file\n",
    "ds = xr.open_dataset('/scratch/x77/aek156/access-om2/archive/01deg_jra55v140_iaf_cycle2/output469/ice/OUTPUT/iceh.2014-05-01.nc-DELETE')\n",
    "badsinz = ds['Sinz']\n",
    "badtinz = ds['Tinz']\n",
    "badvicen = ds['vicen']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "25ac9db6-db9d-46dd-9d70-10c228a04451",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('nc', 'nkice', 'nj', 'ni')"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# time dimension missing in cycle 2 prior to concatenation \n",
    "badsinz.dims"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "34ab6c96-e4aa-4082-9c39-e4e488a5e0cb",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('nc', 'nkice', 'nj', 'ni')"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# time dimension missing in cycle 2 prior to concatenation \n",
    "badtinz.dims"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "8d807893-28be-45c6-83fb-40281bb8ace8",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('time', 'nc', 'nj', 'ni')"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badvicen.dims"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "235efa0f-2b18-432f-badd-c5b0127dd684",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7e968565-f828-486d-8487-294214cb9ca0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[4.1596556, 4.0362782, 3.9408708, 3.8681846],\n",
       "       [4.6946874, 4.5080795, 4.35641  , 4.249035 ],\n",
       "       [4.8996577, 4.6506667, 4.436838 , 4.2928767],\n",
       "       [5.0298223, 4.7225137, 4.4583774, 4.2983594],\n",
       "       [0.       , 0.       , 0.       , 0.       ]], dtype=float32)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.isel(ni=0,nj=490).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "05075aa3-11e5-4c7c-9cf2-b491e3550d86",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f18132c670>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(nc=2,nkice=0).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "e73164d3-a090-42cf-9ba7-b5f2202cbdcb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15ddfc340>"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(ni=0,nj=490).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "1c34aafe-29fd-440a-83fc-31d34ffb0209",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15e95d100>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badtinz.isel(ni=0,nj=490).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "253e946c-88b7-41c8-88b0-33891e25d195",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15f490a30>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.mean('ni').mean('nj').plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b3f0a8ee-de23-48f2-8ae9-e7667cda39c5",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "08c27427-8b31-437e-be7a-69a4ca99aecd",
   "metadata": {},
   "outputs": [],
   "source": [
    "# concatenated file\n",
    "ds = xr.open_dataset('/g/data/cj50/access-om2/raw-output/access-om2-01/01deg_jra55v140_iaf_cycle2/output469/ice/OUTPUT/iceh.2014-05-daily.nc')\n",
    "badsinz = ds['Sinz']\n",
    "badvicen = ds['vicen']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "da956000-edab-4f31-94e3-cd04356703fe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('nc', 'nkice', 'nj', 'ni')"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# time dimension missing in cycle 2 prior to concatenation, so data was lost\n",
    "badsinz.dims"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ff7db9c7-5b3a-41d2-b160-03c34b283adc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5, 4, 2700, 3600)"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "1e9a9bb2-b3f9-41e3-b841-53c9b97f82f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[4.1596556, 4.0362782, 3.9408708, 3.8681846],\n",
       "       [4.6946874, 4.5080795, 4.35641  , 4.249035 ],\n",
       "       [4.8996577, 4.6506667, 4.436838 , 4.2928767],\n",
       "       [5.0298223, 4.7225137, 4.4583774, 4.2983594],\n",
       "       [0.       , 0.       , 0.       , 0.       ]], dtype=float32)"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "badsinz.isel(ni=0,nj=490).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "66221614-452e-480d-8f99-80e8c66dee4d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15f2638b0>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(nc=2,nkice=0).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "22e5d911-a98f-4845-975e-bba2962fc3a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15e210c40>"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.isel(ni=0,nj=490).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "9a7004fe-cc6b-41ae-9d57-a5afd421a57b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x14f15e146a30>"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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iorvK3zzda3vVsB2SLgX22H5M0vnTfH/YyMrabt0msUdEZ1U0KuY84EOS1gCLgeMlfcX2R/rK7AJO6fu8AthdSe1DpCsmIrrJ9DpOyiyHO4z9KdsrbJ8GXAE8NJDUAe4GrixGx5wD7LP9QnUn80ZpsUdEJ9X9MmtJ6wBsrwc2AmuAncCrwFX11ZzEHhFdVnFit70J2FSsr+/bbuBj1dY2vdq6YiR9WdIeSU/WVUdExFzILrXMN3X2sf8RcHGNx4+IOHJlx7DPv7xeX1eM7YclnVbX8SMi5qqtc8Wkjz0iOisv2qhJ8QTXWoDFi/JG+ogYoZa22Mc+jt32BturbK86euEx4w4nIrqi5HQC87G7Zuwt9oiIsZmHSbuMOoc7fg34P8A7JO2S9Ot11RURMVtTDyilxT4Ltj9c17EjIqqgyXmYtUtIV0xEdNM8HaNeRhJ7RHRWhjtGRLRNWuwREe0yH2+MlpHEHhHdZGAeTvBVRhJ7RHRW+tgjIlqk7hdtjFMSe0R0k52umIiItmlri33sk4BFRIxNRS/akLRY0rckPS7pKUmfHVLmfEn7JG0rls9UeCZvkBZ7RHRWhS3214ALbe+XtAj4pqR7bT86UO4R25dWVus0ktgjopsMTFST2YuXVe8vPi4qlrF19KQrJiI6axazOy6TtKVvWfumY0kLJG0D9gAP2t48pMpzi+6aeyW9q67zSos9Irqr/KiYvbZXHf5QngDOlLQUuEPSGbaf7CuyFTi16K5ZA9wJrJx90DNLiz0iOquO+dhtvwRsAi4e2P6y7f3F+kZgkaRllZzIgCT2iOimsiNiyo2KOaFoqSNpCXAR8PRAmZMkqVhfTS//vljJuQxoVFfM68ct4IXzl447jEZYeGDpuENohH2/0NKBxkfgex/54rhDaIwF/3HuxxCgim6eAsuBmyQtoJewb7V9j6R1ALbXA5cDV0s6BBwArihuulauUYk9ImKUVFFetb0dOGvI9vV96zcAN1RS4QyS2COim/IGpYiItslcMRERrdPWuWKS2COiu9Jij4hoEVc6KqZRktgjorvamdeT2COiu6oa7tg0SewR0V1J7BERLWIgL7OOiGgP4XTFRES0zmQ7m+xJ7BHRTemKiYhon3TFRES0TRJ7RESbZBKwiIh2MZApBSIi2qWtfey1vvNU0sWSnpG0U9J1ddYVETFrdrllnqktsRfv/vufwCXAO4EPS3pnXfVFRMyKgUmXW2YgabGkb0l6XNJTkj47pIwkfaFo6G6XdHYdpwX1tthXAzttP2v7IPB14LIa64uImIWSrfVyLfbXgAttvxs4E7hY0jkDZS4BVhbLWqC2t5PXmdhPBp7v+7yr2PYGktZK2iJpy6EDP6kxnIiIARUldvfsLz4uKpbBL14G3FyUfRRYKml5pedTqDOxa8i2N10h2xtsr7K9auGSY2sMJyKij4GJyXILLJtqgBbL2sHDSVogaRuwB3jQ9uaBIqUau1Woc1TMLuCUvs8rgN011hcRMQsGl55TYK/tVYc9mj0BnClpKXCHpDNsP9lXpFRjtwp1tti/DayUdLqko4ErgLtrrC8iYnZqGBVj+yVgE3DxwK6RNXZrS+y2DwEfB+4HdgC32n6qrvoiImal2lExJxQtdSQtAS4Cnh4odjdwZTE65hxgn+0Xqj2pnlofULK9EdhYZx0REUesujHqy4GbimHeR9FryN4jaV2vGq+nlwvXADuBV4Grqqp8UJ48jYjuqiix294OnDVk+/q+dQMfq6TCGSSxR0Q32TAxMe4oapHEHhHdNQ+nCygjiT0iuiuJPSKiTcqNeJmPktgjopsMLv+A0rySxB4R3TWRxB4R0R42TCaxR0S0S26eRkS0i9Nij4hok/n52rsyktgjopumJgFroST2iOgkA86UAhERLeJZvWhjXklij4jOcrpiIiJapqUtdrlBd4UlvQI8M+YwlgF7xxwDNCOOxPBTTYijCTFAM+J4h+3j5nIASffRO5cy9toefNVdYzUtsW+Z6YWxXYihKXEkhmbF0YQYmhJHE2JosjpfZh0REWOQxB4R0TJNS+wbxh0AzYgBmhFHYvipJsTRhBigGXE0IYbGalQfe0REzF3TWuwRETFHSewRES0ztsQu6WclPSjpe8XPn5mm3HOSnpC0TdKWCuu/WNIzknZKum7Ifkn6QrF/u6Szq6p7FjGcL2lfce7bJH2mhhi+LGmPpCen2V/7dSgZxyiuxSmS/kLSDklPSbp2SJlar0fJGEZxLRZL+pakx4s4PjukTN3XokwMtV+Lecn2WBbgvwLXFevXAb83TbnngGUV170A+Bvg7cDRwOPAOwfKrAHuBQScA2weQwznA/fU/N/hfcDZwJPT7K/1OswijlFci+XA2cX6ccBfj+HfRZkYRnEtBLylWF8EbAbOGfG1KBND7ddiPi7j7Iq5DLipWL8J+OUR1r0a2Gn7WdsHga8X8fS7DLjZPY8CSyUtH3EMtbP9MPDjwxSp+zqUjaN2tl+wvbVYfwXYAZw8UKzW61EyhtoV57e/+LioWAZHWtR9LcrEEEOMM7GfaPsF6P1jBt42TTkDD0h6TNLaiuo+GXi+7/Mu3vzLU6ZM3TEAnFv8KXqvpHdVWH9ZdV+H2RjZtZB0GnAWvVZiv5Fdj8PEACO4FpIWSNoG7AEetD3ya1EiBhj/70jj1DoJmKQ/A04asuu3ZnGY82zvlvQ24EFJTxetuzmFNmTbYEugTJm6Y9gKnGp7v6Q1wJ3AygpjKKPu61DWyK6FpLcAtwO/afvlwd1DvlL59ZghhpFcC9sTwJmSlgJ3SDrDdv89kNqvRYkYmvA70ji1tthtX2T7jCHLXcD/nfqzrfi5Z5pj7C5+7gHuoNeFMVe7gFP6Pq8Adh9BmVpjsP3y1J+itjcCiySVnbSoKnVfh1JGdS0kLaKXUG+x/Y0hRWq/HjPFMOp/F7ZfAjYBg5NgjezfxnQxNOR3pHHG2RVzN/BrxfqvAXcNFpB0rKTjptaBDwBDR03M0reBlZJOl3Q0cEURz2B8VxZ3/s8B9k11HVVkxhgknSRJxfpqev+9XqwwhjLqvg6ljOJaFMf/ErDD9h9MU6zW61EmhhFdixOKVjKSlgAXAU8PFKv7WswYQ0N+RxpnnPOx/xfgVkm/DvwA+JcAkn4OuNH2GuBEen9+QS/Wr9q+b64V2z4k6ePA/fRGp3zZ9lOS1hX71wMb6d313wm8Clw113qPIIbLgaslHQIOAFfYrvRPXUlfozeyYJmkXcDv0LtJNZLrMIs4ar8WwHnArwJPFP26AJ8Gfr4vjrqvR5kYRnEtlgM3SVpAL1neavueUf6OlIxhFNdi3smUAhERLZMnTyMiWiaJPSKiZZLYIyJaJok9IqJlktgjIlomiT0aQdImSW96ObGkjVNjmSOinHGOY4+YUfE8Q0TMQlrsMVKSTlNvrvH/rd4c2w8UTxVO7T9K0k2S/lPx+bmpR8QlXanevN+PS/rjYtsJkm6X9O1iOW88ZxbRHGmxxzisBD5s+zck3Qr8i2L7QuAWenOyf67/C8Wsfb9Fb1K4vZJ+tth1PfDfbX9T0s/Te5L3H43kLCIaKok9xuH7trcV648BpxXr/4veY+OfG/KdC4HbbO8FsD01d/tFwDuLaScAjpd0XDGXeUQnJbHHOLzWtz4BTHXF/BVwgaTft/3/Br4jhk8JexRwru0D1YcZMT+ljz2a5Ev0Jpb6U0mDjY4/B35F0j+E3jtzi+0PAB+fKiTpzBHEGdFoSezRKMVUtVuBP5Z0VN/2p4DPAX8p6XFgakrbfwusKm6qfhdYN+qYI5omsztGRLRMWuwRES2TxB4R0TJJ7BERLZPEHhHRMknsEREtk8QeEdEySewRES3z/wFHRhXlB6gB4gAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "badsinz.mean('ni').mean('nj').plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d13fb68f-fc96-46d7-a5fa-9cf98b2b0ceb",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:analysis3]",
   "language": "python",
   "name": "conda-env-analysis3-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}