{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Quick start\n",
    "\n",
    "We will guide you through the main features of `niimpy`. This guide assumes that you have basic knowledge of Python. Also, please refers to the [installation](https://digitraceslab.github.io/niimpy/about/installation/) page for installing `niimpy`.\n",
    "\n",
    "This guide provides an example of reading and handling Aware battery data. The tutorial will guide you through 4 basic steps of a data analysis pipeline:\n",
    "\n",
    "* [Reading](#section_0)\n",
    "* [Preprocessing](#section_1)\n",
    "* [Visualization](#section_2)\n",
    "* [Basic analysis](#section_3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Setting up plotly environment\n",
    "import plotly.io as pio\n",
    "pio.renderers.default = \"png\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/u/24/rantahj1/unix/miniconda3/envs/niimpy/lib/python3.12/site-packages/tqdm/auto.py:21: TqdmWarning:\n",
      "\n",
      "IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import niimpy\n",
    "from niimpy import config\n",
    "from niimpy.exploration.eda import punchcard, missingness\n",
    "from niimpy.preprocessing import battery"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Reading <a class=\"anchor\" id=\"section_0\"></a>\n",
    "`niimpy` provides a simple function to read data from csv and sqlite database. We will read a csv file containing 1 month of battery data from an individual."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>user</th>\n",
       "      <th>device</th>\n",
       "      <th>time</th>\n",
       "      <th>battery_level</th>\n",
       "      <th>battery_status</th>\n",
       "      <th>battery_health</th>\n",
       "      <th>battery_adaptor</th>\n",
       "      <th>datetime</th>\n",
       "    </tr>\n",
       "  </thead>\n",
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       "      <td>2</td>\n",
       "      <td>0</td>\n",
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       "      <td>2</td>\n",
       "      <td>2</td>\n",
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       "    </tr>\n",
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       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                             user        device          time  \\\n",
       "2020-01-09 02:20:02.924999952+02:00  jd9INuQ5BBlW  3p83yASkOb_B  1.578529e+09   \n",
       "2020-01-09 02:21:30.405999899+02:00  jd9INuQ5BBlW  3p83yASkOb_B  1.578529e+09   \n",
       "2020-01-09 02:24:12.805999994+02:00  jd9INuQ5BBlW  3p83yASkOb_B  1.578529e+09   \n",
       "2020-01-09 02:35:38.561000109+02:00  jd9INuQ5BBlW  3p83yASkOb_B  1.578530e+09   \n",
       "2020-01-09 02:35:38.953000069+02:00  jd9INuQ5BBlW  3p83yASkOb_B  1.578530e+09   \n",
       "\n",
       "                                     battery_level  battery_status  \\\n",
       "2020-01-09 02:20:02.924999952+02:00             74               3   \n",
       "2020-01-09 02:21:30.405999899+02:00             73               3   \n",
       "2020-01-09 02:24:12.805999994+02:00             72               3   \n",
       "2020-01-09 02:35:38.561000109+02:00             72               2   \n",
       "2020-01-09 02:35:38.953000069+02:00             72               2   \n",
       "\n",
       "                                     battery_health  battery_adaptor  \\\n",
       "2020-01-09 02:20:02.924999952+02:00               2                0   \n",
       "2020-01-09 02:21:30.405999899+02:00               2                0   \n",
       "2020-01-09 02:24:12.805999994+02:00               2                0   \n",
       "2020-01-09 02:35:38.561000109+02:00               2                0   \n",
       "2020-01-09 02:35:38.953000069+02:00               2                2   \n",
       "\n",
       "                                                               datetime  \n",
       "2020-01-09 02:20:02.924999952+02:00 2020-01-09 02:20:02.924999952+02:00  \n",
       "2020-01-09 02:21:30.405999899+02:00 2020-01-09 02:21:30.405999899+02:00  \n",
       "2020-01-09 02:24:12.805999994+02:00 2020-01-09 02:24:12.805999994+02:00  \n",
       "2020-01-09 02:35:38.561000109+02:00 2020-01-09 02:35:38.561000109+02:00  \n",
       "2020-01-09 02:35:38.953000069+02:00 2020-01-09 02:35:38.953000069+02:00  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = niimpy.read_csv(config.MULTIUSER_AWARE_BATTERY_PATH, tz='Europe/Helsinki')\n",
    "df.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Preprocessing <a class=\"anchor\" id=\"section_1\"></a>\n",
    "\n",
    "There are various ways to handle battery data. For example, you can extract the gaps between consecutive battery timestamps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>user</th>\n",
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      "text/plain": [
       "                                   user               battery_gap  \\\n",
       "2019-08-05 14:00:00+03:00  dvWdLQesv21a           0 days 00:00:00   \n",
       "2019-08-05 14:30:00+03:00  dvWdLQesv21a                       NaT   \n",
       "2019-08-05 15:00:00+03:00  dvWdLQesv21a                       NaT   \n",
       "2019-08-05 15:30:00+03:00  dvWdLQesv21a                       NaT   \n",
       "2019-08-05 16:00:00+03:00  dvWdLQesv21a 0 days 02:18:38.523000002   \n",
       "\n",
       "                                  device  \n",
       "2019-08-05 14:00:00+03:00  i8jmoIuoe12Mo  \n",
       "2019-08-05 14:30:00+03:00  i8jmoIuoe12Mo  \n",
       "2019-08-05 15:00:00+03:00  i8jmoIuoe12Mo  \n",
       "2019-08-05 15:30:00+03:00  i8jmoIuoe12Mo  \n",
       "2019-08-05 16:00:00+03:00  i8jmoIuoe12Mo  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gaps = battery.battery_gaps(df)\n",
    "gaps.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`niimpy` can also extract the amount of battery data found within an interval."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "                                   user  occurrences         device\n",
       "2019-08-05 14:00:00+03:00  dvWdLQesv21a            1  i8jmoIuoe12Mo\n",
       "2019-08-05 15:00:00+03:00  dvWdLQesv21a            0  i8jmoIuoe12Mo\n",
       "2019-08-05 16:00:00+03:00  dvWdLQesv21a            1  i8jmoIuoe12Mo\n",
       "2019-08-05 17:00:00+03:00  dvWdLQesv21a            1  i8jmoIuoe12Mo\n",
       "2019-08-05 18:00:00+03:00  dvWdLQesv21a            1  i8jmoIuoe12Mo"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "occurrences = battery.battery_occurrences(df, resample_args = {\"rule\": \"1h\"})\n",
    "occurrences.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualization <a class=\"anchor\" id=\"section_2\"></a>\n",
    "\n",
    "`niimpy` provides a selection of visualization tools curated for exploring behavioural data. For example, you can examine the frenquency of battery level in specified interval."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
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AAAQgAAEIQCALAgjeLMpAEBCAAAQgAAEIQAACrSKA4G0VWfxCAAIQgAAEIAABCGRBAMGbRRkIAgIQgAAEIAABCECgVQQQvK0ii18IQAACEIAABCAAgSwIIHizKANBQAACEIAABCAAAQi0igCCt1Vk8QsBCEAAAhCAAAQgkAUBBG8WZSAICEAAAhCAAAQgAIFWEUDwtoosfiEAAQhAAAIQgAAEsiCA4M2iDAQBAQhAAAIQgAAEINAqAgheJ9mXxk92emA4BCAAAQhAAAIQ6J7A0MUHgMhBAMHrgFcMRfA6ATIcAhCAAAQgAIGmBBC8TRF1a4Dg9fFD8Dr5MRwCEIAABCAAgeYEELzNGXVngeD18UPwOvkxHAIQgAAEIACB5gQQvM0ZIXh9jLodzSMNLYSLawhAAAIQgAAESgIIXl8jcMPr48cNr5MfwyEAAQhAAAIQaE4AwducETe8Pkbc8LaQH64hAAEIQAACEGhOAMHbnBGC18cIwdtCfriGAAQgAAEIQKA5AQRvc0YIXh8jBG8L+eEaAhCAAAQgAIHmBBC8zRkheH2MELwt5IdrCEAAAhCAAASaE0DwNmeE4PUxQvC2kB+uIQABCEAAAhBoTgDB25wRgtfHCMHbQn64hgAEIAABCECgOQEEb3NGCF4fIwRvC/nhGgIQgAAEIACB5gQQvM0ZIXh9jBC8LeSHawhAAAIQgAAEmhNA8DZnhOD1MULwtpAfriEAAQhAAAIQaE4AwducEYLXxwjB20J+uIYABCAAAQhAoDkBBG9zRgheHyMEbwv54RoCEIAABCAAgeYEELzNGSF4fYwQvC3kh2sI1JFAW5F0+X/m8tMwa9QRDDlDAAJzJYDg9TVHW6PRYF91MHxp/GTHaIZCAAJ1JDBpktm9D/S2117rmv3iizVsy2HtNmBAHcmQMwQgMDcCCF5fbyB4ffwMwesEyHAI1JBAIXivvq63jR3b9Zp36JCGjdh1BoK3hn1ByhDojgCC19cfCF4fPwSvkx/DIVBHAgjeOladnCHgI4Dg9fFD8Pr4IXid/BgOgToSQPDWserkDAEfAQSvjx+C18cPwevkx3AI1JEAgreOVSdnCPgIIHh9/BC8Pn4IXic/hkOgjgQQvHWsOjlDwEcAwevjh+D18UPwOvkxHAJ1JIDgrWPVyRkCPgIIXh8/BK+PH4LXyY/hEKgjAQRvHatOzhDwEUDw+vjVXvBOnvKOffv0y+2pPz5nb0yYaCsuN9SO2H8nW3/tj5Vkxzz2jO1/1FmzUO7bt489de8V5Z/xWjJfAzIaAnUkgOCtY9XJGQI+AgheH7/aC95C5F5y7Z22wzYb2ZKLL2K33z3GLr32TnvwlnNt0IIDSsF70jnX2C1XnNhJunhz5kKDBiJ4fb3HaAjUlgCCt7alJ3EIzDcBBO98oysH1l7wzo5v+owZtsawveyWy0+wVVderhS8p5x3rY3+8ffmSJobXl8DMhoCdSSA4K1j1ckZAj4CCF4fPwTvbPz+8Kd/2NdGnmG/vO28zhveg445xxYdvJAtPGigrbvmqnboPl8q/7v4QfD6GpDREKgjAQRvHatOzhDwEUDw+vgheGfi9/akKbbLQSfbtsPWs3133a78m9cnvGUvj3vdBi88yMa+Mt7OuuQmW3LxwXbOCV9/9+/fesdXAUZDAALVJdD1m4GlXN6c2LDLr2qb61cL7/M1s0ELSq4w6iDQAAUE3h8C7d30Xq/53CPmlMmiC/V7fxLsIbMieN8rZCF29z/qbFtumaXspG/uaW1tc+7SJ5/9u4049DR7+r4rS5tJU6f3kFYgDQhAYJ4JzKfIeuPNdrvoSpur4D1wrzZbeKHAk3KeE6vgAHBVsGjVD3nipIb9+vGGvf121wYcuGDDNlynzRYcGNOcAxfoU31g72MGCF4ze/W1CaXYXWv1le3og3eZq9gt6vTI48/aUSdfag+PuqAsG480vI/dy9QQqCgBHmmoaOEIGwKzEUi5lnmkwdd+tRe8L4191fb4xunlWxr22GmbTpp9eve2fv362pU33GXLDFnC1lhtpfK1Zd8540pb+xOrlMIYwetrPkZDoK4EUh6SdWVM3hBIQSDlWkbw+ipae8F7/5jf2yHHnt+F4pe328yOO3yP8jVlV9802l58aVz5KrKtNl3HRu473Ab0f/dZGm54fQ3IaAjUkUDKQ7KOfMkZAqkIpFzLCF5fVWsveH34ELxefoyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjxw2vkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BOpIIOUhWUe+5AyBVARSrmUEr6+qCF4fPwSvkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BOpIIOUhWUe+5AyBVARSrmUEr6+qCF4fPwSvkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BOpIIOUhWUe+5AyBVARSrmUEr6+qCF4fPwSvkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BOpIIOUhWUe+5AyBVARSrmUEr6+qCF4fPwSvkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BOpIIOUhWUe+5AyBVARSrmUEr6+qCF4fPwSvkx/DIVBHAikPyTryJWcIpCKQci0jeH1VRfD6+CF4nfwYDoE6Ekh5SNaRLzlDIBWBlGsZweurKoLXxw/B6+THcAjUkUDKQ7KOfMkZAqkIpFzLCF5fVRG8Pn4IXic/hkOgjgRSHpJ15EvOEEhFIOVaRvD6qorg9fFD8Dr5MRwCdSSQ8pCsI19yhkAqAinXMoLXV1UEr48fgtfJj+EQqCOBlIdkHfmSMwRSEUi5lhG8vqoieH38ELxOfgyHQB0JpDwk68iXnCGQikDKtYzg9VUVwevjh+B18mM4BKpEoGENGz++tzUaXaNuM7Mll2yf49/Nbp3ykKwSX2KFQNUIpFzLCF5fdyB4ffwQvE5+DIdAlQgUh9tto3rbuHGFvJ315wNLNmzHHWbYgAHNM0p5SDaPBgsIQGB+CaRcywje+a3Su+MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4MQvD5+CF4nP4ZDoEoEog63KD9VYkesEOiJBFKuZQSvr4NqL3gnT3nHvn365fbUH5+zNyZMtBWXG2pH7L+Trb/2x0qy7e0NO/PiG+32u8fYtOnTbdjGa9sJR3zN+i/Qr/z7l8ZP9lWA0RCAQGUIRB1uUX4qA45AIdBDCaRcywheXxPVXvAWIveSa++0HbbZyJZcfJFS2F567Z324C3n2qAFB9iNox6wa24abReeNtIGDljAjjzxYltjtZVKUYzg9TUfoyFQNQJRh1uUn6rxI14I9DQCKdcygtfXPbUXvLPjmz5jhq0xbC+75fITbNWVl7MRh55mwzZay3YfvnVp+stfP20nnn2N3X/z2QheX+8xGgKVIxB1uEX5qRxAAoZADyOQci0jeH3Ng+Cdjd8f/vQP+9rIM+yXt51X3vBuuuOhdtI397RN1l+jtPz3iy/btrseZU+MvswG9O/HIw2+/mM0BCpFIOpwi/JTKXgEC4EeSCDlWkbw+hoIwTsTv7cnTbFdDjrZth22nu2763bl36y77f52wSmH2nprrlr+75fHvW5bDB9pY+64wBZbZCF7e8p0XwUYDQEIVIbAhDfb7aIrzcaObesS89AhDTtgrzZbeKGufze7cZSfyoAjUAj0UAIp1/KC/fv0UIpp0kLwvse5ELv7H3W2LbfMUuWNblvbu4dWccN7yrf2to3WXX2ON7wT3p6WplLMAgEIvO8E3nyr3S69qm2ugnffPc0WWrC54I3y874DIQAI1JxAyrU8eMG+NaftSx/Ba2avvjahFLtrrb6yHX3wLp1it0C7+yGn2pabfMp2+9JWJekHH33STjjrGnvo1nPL/81bGnwNyGgIVIlA1K8vo/xUiR2xQqAnEki5lnmkwddBtRe8L4191fb4xunlWxr22GmbTpp9eve2fv362vW33WvX3XqfXXx68ZaG/nb4CRfZx1ZZrhTGCF5f8zEaAlUjEHW4RfmpGj/ihUBPI5ByLSN4fd1Te8F7/5jf2yHHnt+F4pe328yOO3wPmzGj3c648Aa7855HbPr06bb5hmuW7+EtxC+C19d8jIZA1QhEHW5RfqrGj3gh0NMIpFzLCF5f99Re8Prw8UiDlx/jIVAlAlGHW5SfKrEjVgj0RAIp1zKC19dBCF4fP57hdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CLlUHgEAACAASURBVMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkgg5VpG8Po6CMHr44fgdfJjOASqRCDqcIvyUyV2xAqBnkggai23NYHTMDMEr6+DELw+fgheJz+GQ6BKBKIOtyg/VWJHrBDoiQSi1vKkyW32wIO97I0JXaXvIos0bNhmM+zDywzoiQiT5YTgdaJ+afxkpweGQwACVSEQdrhNMrv6ut42dmzXw23okIaN2HWGDeBsq0pbEGeNCaTcExC8vkZD8Pr4ccPr5MdwCFSJQMrDDcFbpc4g1roSSLknIHh9XYbg9fFD8Dr5MRwCVSKQ8nBD8FapM4i1rgRS7gkIXl+XIXh9/BC8Tn4Mh0CVCKQ83BC8VeoMYq0rgZR7AoLX12UIXh8/BK+TH8MhUCUCKQ83BG+VOoNY60og5Z6A4PV1GYLXxw/B6+THcAhUiUDKww3BW6XOINa6Eki5JyB4fV2G4PXxQ/A6+TEcAlUikPJwQ/BWqTOIta4EUu4JCF5flyF4ffwQvE5+DIdAlQikPNwQvFXqDGKtK4GUewKC19dlCF4fPwSvkx/DIVAlAikPNwRvlTqDWOtKIOWegOD1dRmC18cPwevkx3AIVIlAysMNwVulziDWuhJIuScgeH1dhuD18UPwOvkxHAJVIpDycEPwVqkziLWuBFLuCQheX5cheH38ELxOfu/H8Lau3+baGUaj8X5ExJxVIZDycEPw5tUV7Bt51SOXaFLuCQheX9URvD5+CF4nv9TDp0xts2eebbNJk7vOPHBAw1Zfzax/f1Rv6rpUZb6UhxuCN5+uYN/Ipxa5RZJyT0Dw+qqP4PXxQ/A6+aUeHrU5pY6b+fIgENU/UX7yoNLzo6BePb/G85thVG8ofhC881uld8cheH38ELxOfqmHK5sKN2upq1Kd+aL6J8pPdchVO1LqVe36tTL6qN5Q/CB4fZVE8Pr4IXid/FIPVzYVBG/qqlRnvqj+ifJTHXLVjpR6Vbt+rYw+qjcUPwheXyURvD5+CF4nv9TDlU0FwZu6KtWZL6p/ovxUh1y1I6Ve1a5fK6OP6g3FD4LXV0kEr48fgtfJL/VwZVNB8KauSnXmi+qfKD/VIVftSKlXtevXyuijekPxg+D1VRLB6+OH4HXySz1c2VQQvKmrUp35ovonyk91yFU7UupV7fq1Mvqo3lD8IHh9lUTw+vgheJ38Ug9XNhUEb+qqVGe+qP6J8lMdctWOlHpVu36tjD6qNxQ/CF5fJRG8Pn4IXie/1MOVTQXBm7oq1Zkvqn+i/FSHXLUjpV7Vrl8ro4/qDcUPgtdXSQSvjx+C18kv9XBlU0Hwpq5KdeaL6p8oP9UhV+1IqVe169fK6KN6Q/GD4PVVEsHr44fgdfJLPVzZVBC8qatSnfmi+ifKT3XIVTtS6lXt+rUy+qjeUPwgeH2VRPD6+CF4nfxSD1c2FQRv6qpUZ76o/onyUx1y1Y6UelW7fq2MPqo3FD8IXl8lEbw+fgheJ7/Uw5VNBcGbuirVmU/tnzZrm2tSDWuY6qc6ZHp2pNSrZ9fXk11Ubyh+ELyeSvHVwj56ZgheN8G0DpRNBcGbtiZVmk3pnz69zf77v142bVrXzPr0MVtmmXab9o7Z1df1trFjuwrjoUMaNmLXGUYf5tMZSt2pVz71ShlJVG8ofhC8vspyw+vjh+B18ks9XNlUOLhSV6U68yn902g0F7OKDX2YT18odade+dQrZSRRvaH4QfD6Kovg9fFD8Dr5pR6ubCocXKmrUp35lP5RxKxiQx/m0xdK3alXPvVKGUlUbyh+ELy+yiJ4ffwQvE5+qYcrmwoHV+qqVGc+pX8UMavY0If59IVSd+qVT71SRhLVG4ofBK+vsgheHz8Er5Nf6uHKpsLBlboq1ZlP6R9FzCo29GE+faHUnXrlU6+UkUT1huIHweurLILXxw/B6+SXeriyqXBwpa5KdeZT+kcRs4oNfZhPXyh1p1751CtlJFG9ofhB8Poqi+D18UPwOvmlHq5sKhxcqatSnfmU/lHErGJDH+bTF0rdqVc+9UoZSVRvKH4QvL7KInh9/BC8Tn6phyubCgdX6qpUZz6lfxQxq9jQh/n0hVJ36pVPvVJGEtUbih8Er6+yCF4fPwSvk1/q4cqmwsGVuirVmU/pH0XMKjb0YT59odSdeuVTr5SRRPWG4gfB66ssgtfHD8Hr5Jd6uLKpcHClrkp15lP6RxGzig19mE9fKHWnXvnUK2UkUb2h+EHw+iqL4PXxQ/A6+aUermwqHFypq1Kd+ZT+UcSsYkMf5tMXSt2pVz71ShlJVG8ofhC8vsoieH38ELxOfqmHK5sKB1fqqlRnPqV/FDGr2NCH+fSFUnfqlU+9UkYS1RuKHwSvr7IIXh8/BK+TX+rhyqbCwZW6KtWZT+kfRcwqNvRhPn2h1J165VOvlJFE9YbiB8HrqyyC18cPwevkl3q4sqlwcKWuSnXmU/pHEbOKDX2YT18odade+dQrZSRRvaH4QfD6Kovg9fFD8Dr5pR6ubCocXKmrUp35lP5RxKxiQx/m0xdK3alXPvVKGUlUbyh+ELy+yiJ4ffwQvE5+qYcrmwoHV+qqVGc+pX8UMavY0If59IVSd+qVT71SRhLVG4ofBK+vsgheHz8Er5Nf6uHKpsLBlboq1ZlP6R9FzCo29GE+faHUnXrlU6+UkUT1huIHweurLILXxw/B6+SXeriyqXBwpa5KdeZT+kcRs4oNfZhPXyh1p1751CtlJFG9ofhB8Poqi+D18UPwOvmlHq5sKhxcqatSnfmU/lHErGJDH+bTF0rdqVc+9UoZSVRvKH4QvL7KInh9/BC8Tn6phyubCgdX6qpUZz6lfxQxq9jQh/n0hVJ36pVPvVJGEtUbih8Er6+yCF4fPwSvk1/q4cqmwsGVuirVmU/pH0XMKjb0YT59odSdeuVTr5SRRPWG4gfB66ssgtfHD8Hr5Jd6uLKpcHClrkp15lP6RxGzig19mE9fKHWnXvnUK2UkUb2h+EHw+iqL4H2P35sTJ9meI8+wfXb5nG292TqdVMc89oztf9RZs1Du27ePPXXvFeWfvTR+sq8CjE5KQNlUOLiSlqRSkyn9o4hZxYY+zKc1lLpTr3zqlTKSqN5Q/CB4fZVF8JrZeVfcaneMHmPjX3/Tvn/sAV0E70nnXGO3XHFiJ+k2M1to0EAEr6/33pfRyqbCwfW+lKYSkyr9o4hZxYY+zKcllLpTr3zqlTKSqN5Q/CB4fZVF8M7Eb/i+x9veX/1sF8F7ynnX2ugff2+OpLnh9TVg6tHKpsLBlboq1ZlP6R9FzCo29GE+faHUnXrlU6+UkUT1huIHweurLIJXELwHHXOOLTp4IVt40EBbd81V7dB9vlT+N480+Jrv/RitbCocXO9HZaoxp9I/iphVbOjDfHpCqTv1yqdeKSOJ6g3FD4LXV1kEbxPB+/qEt+zlca/b4IUH2dhXxttZl9xkSy4+2M454evlyGnT230VYHRSAq9NmGEXXNawsWOLB1Nm/Rk6pGEH79vLFlm4V9KYmKw6BJT+aW80mvaYYkMf5tMXSt2pVz71ShlJVG8ofpZcrE/K1HrcXAjeJoJ39oo/+ezfbcShp9nT911pbW1tNm7C1B7XFD05oYlvN+zKa3rNVfDuNaJhA9+9vOcHAl0IKP1TiNlmPabY0If5NKBSd+qVT71SRhLVG4qf5YYskDK1HjcXgnceBe8jjz9rR518qT086oJyJM/wVmtNKL824leT1appymiV/lEeV1Bs6MOUle1+LqXu1CufeqWMJKo3FD880uCrLIK3ieC98oa7bJkhS9gaq61kb0yYaN8540pb+xOr2NEH74Lg9fXe+zJa2VQ4uN6X0lRiUqV/FDGr2NCH+bSEUnfqlU+9UkYS1RuKHwSvr7IIXjMr3sLw8/t/YxPfnmwL9Otnffv2tlFXnWJLLr6I3X73GLv6ptH24kvjyleRbbXpOjZy3+E2oH8/BK+v996X0cqmwsH1vpSmEpMq/aOIWcWGPsynJZS6U6986pUykqjeUPwgeH2VRfD6+PFIg5Nf6uHKpsLBlboq1ZlP6R9FzCo29GE+faHUnXrlU6+UkUT1huIHweurLILXxw/B6+SXeriyqXBwpa5KdeZT+kcRs4oNfZhPXyh1p1751CtlJFG9ofhB8Poqi+D18UPwOvmlHq5sKhxcqatSnfmU/lHErGJDH+bTF0rdqVc+9UoZSVRvKH4QvL7KInh9/BC8Tn6phyubCgdX6qpUZz6lfxQxq9jQh/n0hVJ36pVPvVJGEtUbih8Er6+yCF4fPwSvk1/q4cqmwsGVuirVmU/pH0XMKjb0YT59odSdeuVTr5SRRPWG4gfB66ssgtfHD8Hr5Jd6uLKpcHClrkp15lP6RxGzig19mE9fKHWnXvnUK2UkUb2h+EHw+iqL4PXxQ/A6+aUermwqHFypq1Kd+ZT+UcSsYkMf5tMXSt2pVz71ShlJVG8ofhC8vsoieH38ELxOfqmHK5sKB1fqqlRnPqV/FDGr2NCH+fSFUnfqlU+9UkYS1RuKHwSvr7IIXh+/tIK3YTZufC8rDss5/Sz1gfa5/p0zzR4zXNlUOLh6TLnDE1H6RxGzig19GF6++Xao1J16zTfeSg+M6g3FD4LX1yoIXh+/pIJ38iSzUXf1sldfbesS9ZJLNGz7z7Vb//7OhHr4cGVT4eDq4U3gSE/pH0XMKjb0oaNQwUOVulOvYOgVcRfVG4ofBK+vKRC8Pn5JBa+yINh0uy8oDJ0NX/PhSv8oYlaxYS3n02xK3alXPvVKGUlUbyh+ELy+yiJ4ffwQvE5+qYcrmwoHV+qqVGc+pX8UMavY0If59IVSd+qVT71SRhLVG4ofBK+vsgheHz8Er5Nf6uHKpsLBlboq1ZlP6R9FzCo29GE+faHUnXrlU6+UkUT1huIHweurLILXxw/B6+SXeriyqXBwpa5KdeZT+kcRs4oNfZhPXyh1p1751CtlJFG9ofhB8Poqi+D18UPwOvmlHq5sKhxcqatSnfmU/lHErGJDH+bTF0rdqVc+9UoZSVRvKH4QvL7KInh9/BC8Tn6phyubCgdX6qpUZz6lfxQxq9jQh/n0hVJ36pVPvVJGEtUbih8Er6+yCF4fPwSvk1/q4cqmwsGVuirVmU/pH0XMKjb0YT59odSdeuVTr5SRRPWG4gfB66ssgtfHD8Hr5Jd6uLKpcHClrkp15lP6RxGzig19mE9fKHWnXvnUK2UkUb2h+EHw+iqL4PXxQ/A6+aUermwqHFypq1Kd+ZT+UcSsYkMf5tMXSt2pVz71ShlJVG8ofhC8vsoieH38ELxOfqmHK5sKB1fqqlRnPqV/FDGr2NCH+fSFUnfqlU+9UkYS1RuKHwSvr7IIXh8/BK+TX+rhyqbCwZW6KtWZT+kfRcwqNvRhPn2h1J165VOvlJFE9YbiB8HrqyyC18fP/jd+sllbN04aZg3nHB3DlQXBpts9bBh2z6ds5Sb9XHpI1PNKPFHrS5nr7UlmV1/X28aO7Qpg6JCGjdh1hiliVrEZOKA555S1ULYxhWFuMSt5sW8olPw2Sv+kXO/KXFG9ofhB8Pp6DMHr42fPvTDZ7n2gt732WldHiy/WsC2HtVuUCFUWRNRcTizZDodh838QNOvnQqw1s4nqw6JeOc2lCNVIm2a5p6yFsqiVeuUWs5pXs3/oRPW8Ek9PtVH6J4pz1FxRZ4riB8Hr63wEr49fKXhTbYTKgojaDJxYsh0Ow+aCt1k/K4Iuqg9T1kuZS8k9N5uoWiiLOophypij8sotZiWv3GyU/oniHDVXSj8IXl/HInh9/BC8Tn6ph0dtTqnjTjWfwkcRdLkdSgq/qNwVPiltomqRkmHKmKPyyi1mJa/cbJQ1GMU5aq6UfhC8vo5F8Pr4IXid/FIPj9qcUsedaj6FjyLWcjuUFH5RuSt8UtpE1SIlw5QxR+WVW8xKXrnZKGswinPUXCn9IHh9HYvg9fFD8Dr5pR4etTmljjvVfAofRazldigp/KJyV/iktImqRUqGKWOOyiu3mJW8crNR1mAU56i5UvpB8Po6FsHr44fgdfJLPTxqc0odd6r5FD6KWMvtUFL4ReWu8ElpE1WLlAxTxhyVV24xK3nlZqOswSjOUXOl9IPg9XUsgtfHD8Hr5Jd6eNTmlDruVPMpfBSxltuhpPCLyl3hk9ImqhYpGaaMOSqv3GJW8srNRlmDUZyj5krpB8Hr61gEr48fgtfJL/XwqM0pddyp5lP4KGItt0NJ4ReVu8InpU1ULVIyTBlzVF65xazklZuNsgajOEfNldIPgtfXsQheHz8Er5Nf6uFRm1PquFPNp/BRxFpuh5LCLyp3hU9Km6hapGSYMuaovHKLWckrNxtlDUZxjporpR8Er69jEbw+fgheJ7/Uw6M2p9Rxp5pP4aOItdwOJYVfVO4Kn5Q2UbVIyTBlzFF55RazklduNsoajOIcNVdKPwheX8cieH38ELxOfqmHR21OqeNONZ/CRxFruR1KCr+o3BU+KW2iapGSYcqYo/LKLWYlr9xslDUYxTlqrpR+ELy+jkXw+vgheJ38Ug+P2pxSx51qPoWPItZyO5QUflG5K3xS2kTVIiXDlDFH5ZVbzEpeudkoazCKc9RcKf0geH0di+D18YsVvG1tc4+m0bCoheVMedbhTWIOnSvAWZYMA/KKcqHwUcRaboeSwicqd4VPSpuoWqRkmDLmqLxyi1nJKzcbZQ1GcY6aK6UfBK+vYxG8Pn5hgnfq1DZ78g+9bNLbXQMauGDD1lqjYdOnN+zq63rb2LFdhfHQIQ0bsesMi9oMFCxKzP36NRRXyWyiNqdkASeeSOGjiLWoPlTiSTmXkntuNlF8lFZU6qXwSRlzVF65xazklZuN0j9RnKPmSukHwevrWASvj1+Y4FUWTW4HhRJz1ObkLFPn8CrGHJW74kfhk7IPlXiiekyZS8k9N5soPlXsHyVmxUbpjZSclZiraJOSc9RcKf0geH1djeD18UPwZnTjrJQyanNS5qqijcJHEXRRh78ST8q5lNxzs4nio/SzUi+FT8qYo/LKLWYlr9xslP6J4hw1V0o/CF5fxyJ4ffwQvAheZwflNVzZvFMKFiWelAegkntuNlF8lE5V6qXwSRlzVF65xazklZuN0j9RnKPmSukHwevrWASvjx+CF8Hr7KC8hiubd0rBosST8gBUcs/NJoqP0qlKvRQ+KWOOyiu3mJW8crNR+ieKc9RcKf0geH0di+D18UPwInidHZTXcGXzTilYlHhSHoBK7rnZRPFROlWpl8InZcxReeUWs5JXbjZK/0RxjporpR8Er69jEbw+fgheBK+zg/IarmzeKQWLEk/KA1DJPTebKD5Kpyr1UvikjDkqr9xiVvLKzUbpnyjOUXOl9IPg9XUsgtfHD8GL4HV2UF7Dlc07pWBR4kl5ACq552YTxUfpVKVeCp+UMUfllVvMSl652Sj9E8U5aq6UfhC8vo5F8Pr4IXgRvM4Oymu4snmnFCxKPCkPQCX33Gyi+CidqtRL4ZMy5qi8cotZySs3G6V/ojhHzZXSD4LX17EIXh8/BC+C19lBeQ1XNu+UgkWJJ+UBqOSem00UH6VTlXopfFLGHJVXbjEreeVmo/RPFOeouVL6QfD6OhbB6+OH4EXwOjsor+HK5p1SsCjxpDwAldxzs4nio3SqUi+FT8qYo/LKLWYlr9xslP6J4hw1V0o/CF5fxyJ4ffwQvAheZwflNVzZvFMKFiWelAegkntuNlF8lE5V6qXwSRlzVF65xazklZuN0j9RnKPmSukHwevrWASvj19lBW9bN3k3RCZRC12cLsSsijGHJC46UfikFCxKPCkPQCX33Gyi+BQt1GzfUOql8ImMWWz9bs2UvHKLWc27WU2VuqtzNbNLyVmdqxkf1U9E7gjeZhS7/3sEr49fJQXvlClmf/xzL5sypetS7r9Awz62WrsNWKA5mKiF3nymOIsqxhyXfXNPCp+UgkWJJ0poKHMpuedmE8VH2TcaM8yubvJbH4VPVMzNO16zUHojt5iVzJSatjVizgslnpSclbna2prnrvS80htKPAhepYvmboPg9fGrpOBVFlbUAlX8OEswT8Ojcp+nSStkrPBJKViUeKJ6TJlLyT03myryiYo5aukpvZFbzEruSl5KP0flrsSTci4ld8VGiVnJHcGrdDWC10epm9HPvTC56Y1GVLOnXFhRMSt+WlacOThWNpXcYs6NT1QfKnmlrJcyl5J7bjZR/ZyST1TMSo8pNkruucUclZfSz1G5p+SszKXkrtgofJR4ELxKVyN4fZQQvHMkoCxQZaG3rDgI3nlGq9Q0aoNXglPiieoxZS4l99xsqsgnKmalxxQbpTdyizkqL6Wfo3JPyVmZS8ldsVH4KPEgeJWuRvD6KCF4Ebwt66C8HCubbtQGr2SuxKMcJlFzKbnnZlNFPlExK3VXbFL2oRJPlI2Sl9LPUfVS4kk5l5K7YqPErOSO4PV1Ps/w+vjxDC+vJXN2UF7DlU03aoNXMlfiUQ6TqLmU3HOzqSKfqJiVuis2KftQiSfKRslL6eeoeinxpJxLyV2xUWJWckfw+jofwevjh+BF8Do7KK/hyqYbtcErmSvxKIdJ1FxK7rnZVJFPVMxK3RWblH2oxBNlo+Sl9HNUvZR4Us6l5K7YKDEruSN4fZ2P4PXxQ/AieJ0dlNdwZdON2uCVzJV4lMMkai4l99xsqsgnKmal7opNyj5U4omyUfJS+jmqXko8KedScldslJiV3BG8vs5H8Pr4IXgRvM4Oymu4sulGbfBK5ko8ymESNZeSe242VeQTFbNSd8UmZR8q8UTZKHkp/RxVLyWelHMpuSs2SsxK7gheX+cjeN/j9+bESbbnyDNsn10+Z1tvtk4n1fb2hp158Y12+91jbNr06TZs47XthCO+Zv0X6Ffa8Fqy3jZ2bNcvsBg6pGEjdp1hykL3tfC8jVY2ldxinrcMfdYKn6gNXolUiSeqXspcSu652VSRT1TMSo8pNkpv5BZzVF5KP0flnpKzMpeSu2Kj8FHiQfAqXT13GwSvmZ13xa12x+gxNv71N+37xx4wi+C9cdQDds1No+3C00bawAEL2JEnXmxrrLaSHbH/TgjeSc2/VUlZ6L4WnrfRyqaSW8zzlqHPWuETtcErkSrxRNVLmUvJPTebKvKJilnpMcVG6Y3cYo7KS+nnqNxTclbmUnJXbBQ+SjwIXqWrEbwSpeH7Hm97f/WzswjeEYeeZsM2Wst2H7516eOXv37aTjz7Grv/5rMRvAheqa+qZKRsulEbvMJFiUc5TKLmUnLPzaaKfKJiVuqu2KTsQyWeKBslL6Wfo+qlxJNyLiV3xUaJWckdwevrfG54Z+I3J8G76Y6H2knf3NM2WX+N0vLfL75s2+56lD0x+jIb0L+f/eOFyXZVN8+x7iH+Wr9o9mZ+ioXVzEZdWDn58bXwvI1WOCsM523W7q27PhDy/+0bwRM1m2vS2016bLcZ1mhvblMwbDaXkpoST1S9lLmU3HOzUfk0q1dKPmrMSg9F2Ci5qzE34xwRr+qjaV67zjD13InIS92fU82l5K7YKL2h5L7iMgPU0mI3BwII3iaCd91t97cLTjnU1ltz1dLy5XGv2xbDR9qYOy6wxRZZyMa9Pt3Ou6R9rs+xHrp/b1t0cK+mzTf+jRlN/bQ3Gk1touZK6acpnEADhbOSe1RIEyfPsL//o91mzOjqsXfvhq2yYl9bcGB327seycRJM+zv/+xmrhX62pR32u28S7vp5/16W9mHTWz69ms0nUvJq6xXk7mi6qXMpeSem43Cp+zDRL2h8FFi1jvfb6n0hhKzwllZF/6M3vXQNK/931vvTc64cr0H7GPK/pxyLuXMVWyU3lByX3yR3lGlr6UfBG8TwVvc8J7yrb1to3VXLy1nv+HlQ2t8aM2zcyi/xlJuB5QYlLmUX89F2Sh5KTErfqrIJzfOUfEofqJqqtRdsYnqwyg/SsyKjRKPUi/FRqlpVDwp50qZO480KF09dxsEbxPBu/shp9qWm3zKdvvSVqXlg48+aSecdY09dOu55f9G8CJ4PUtQ2eCVzVuJQZlL2byjbJS8lJgVP1XkkxvnqHgUP1E1Vequ2ET1YZQfJWbFRolHqZdio9Q0Kp6Uc6XMHcGrdDWCV6I0p2d4r7/tXrvu1vvs4tOLtzT0t8NPuMg+tspydvTBuyB4+dCa1FfdGSkbvLJ5K4Eocymbd5SNkpcSs+Kninxy4xwVj+InqqZK3RWbqD6M8qPErNgo8Sj1UmyUmkbFk3KulLkjeJWuRvB2S+mU8661n9//G5v49mRboF8/69u3t4266hRbcvFFbMaMdjvjwhvsznsesenTp9vmG65Zvoe3EL/c8PJaMt/yM1M2eGXzVuJQ5lI27ygbJS8lZsVPFfnkxjkqHsVPVE2Vuis2UX0Y5UeJWbFR4lHqpdgoNY2KJ+VcKXNH8CpdjeD1UepmNI808EiDp7mUDV7ZvJUYlLmUzTvKRslLiVnxU0U+uXGOikfxE1VTpe6KTVQfRvlRYlZslHiUeik2Sk2j4kk5V8rcEbxKVyN4fZQQvHMkoGxOysbTsuLMwXFuMaeMR5lL2byjbJTeUGJW/Cg9pswVlXtKPwqf3HJXYlZqGmWj8FFijvKTMq+oXo3io8STcq6U8SB4fZ3Ph9Z8/PjQWjfvIOarhZs3V8oDUJlL2byjbKIOJcVP80poj5dE5Z7Sj8Knir2h1DTKRuETxVnxkzKvqF5V8lI4K/GknCtlPAheX+cjeH38ELwIXlcHKRu8snkrQShzKZt3lI2SlxKz4qeKfHLjHBWP4ieqpkrdFZuoPozyo8Ss2CjxKPVSbJSaRsWTcq6UuSN4la7mkQYfJR5p4JGGFnWQssErm7cSnjKXsnlH2Sh5KTErfqrIJzfOUfEofqJqqtRdUflhqgAAIABJREFUsYnqwyg/SsyKjRKPUi/FRqlpVDwp50qZO4JX6WoEr48SghfB26IOUjZ4ZfNWwlPmUjbvKBslLyVmxU8V+eTGOSoexU9UTZW6KzZRfRjlR4lZsVHiUeql2Cg1jYon5Vwpc0fwKl2N4PVRQvAieFvUQcoGr2zeSnjKXMrmHWWj5KXErPipIp/cOEfFo/iJqqlSd8Umqg+j/CgxKzZKPEq9FBulplHxpJwrZe4IXqWrEbw+SgheBG+LOkjZ4JXNWwlPmUvZvKNslLyUmBU/VeSTG+eoeBQ/UTVV6q7YRPVhlB8lZsVGiUepl2Kj1DQqnpRzpcwdwat0NYLXRwnBO9+Ct3efNnvhv2btM7q66N2rYcssY9avb8vK08WxsqGmjFmJR9m8FYLKXMrmHWWjcJ4+rfmXmyh+lB7LjU8UZ6V/cstdiVnp+SgbhY8Sc5SflHlF9aGyTpX1rsQTVQtlLsUmKh4Er6/zeUuDjx9vaWjyloZiM7j+pl72ysttXUgvvVTDvrpTuymbgbNMncOVAydlzEo8UXyUuZTNO9KmWW+oczXzozDMkc/VwvpqZlPF3JWYo/YExY/SG0rMUX6UmBUbJR51DTbrQ2VfjZorqha5xYPgVbqaG14fJW545/uGV9kwlM0pqoBRG3xUzEo8KedS6lVFG4WhUgty7/6bFaP4KPWK2hMUP0pvKDFH+VFiVmyUeKJqmtJPVC2iYo6KB8GrdDWC10cJwYvgfY/A0CENi/xCDeXAUTZLpcGVuaI2+Nz8KAx7Kp8q5q7ErPR8lI3SG0rMUX5S5pXbWlbiiaqFMpdiExUPgtfX+TzS4OPHIw2JfuXqLNM8P9LQ7NdzygamxJzyAFTmUjbvKtoo9eqpfKqYuxKzsr6ibJTeUGKO8pMyL9a7/7caUb2B4PV1PoLXxw/Bi+B1dVDKA1CZq4qHmxJz1IGjzJWbTRVzV2J2Lbx5HKysHSXmKD/zGP5czZV4cutnJZ6oWihzKTZR8SB4fZ2P4PXxQ/AieF0dpBw4ymapBKHMpWzeVbRRGPZUPlXMXYlZ6fkoG6U3lJij/KTMi/XODW9Uv73ffhC8zgo898Jki/j1t7IRKhtPyk03ZczOMvFIg5lF1Uvpw9xsotZFbnkp8VQxdyXmqD1B8aOsHSXmKD9KzIqNEo/SY7nZRNUiKq+oeLjhVbp67jYIXh8/bni54XV1kHLgKJulEoQyV9QGn5sfhWFP5VPF3JWYlZ6PslF6Q4k5yk/KvHJby0o8UbVQ5lJsouJB8Po6H8Hr44fgRfC6OijlAajMpWzeVbSJOnDI3f/rXYWhUi/XwpvHwcraUWKO8jOP4fMM7xwIKLVQelWxieoNBK+v8xG8Pn4IXgSvq4OUTVfZLJUglLmUzbuKNgrDnsqnirkrMSs9H2Wj9IYSc5SflHmx3v3/yIvqDQSvr/MRvD5+CF4Er6uDUh6AylxVPNyUmKMOHGWu3GyqmLsSs2vhzeNgZe0oMUf5mcfwueHlhjeqZSrtB8HrLB8fWkvzr19nmTqHKweOIliUw02JWYkn5VxK7lW0URgqtSB3/3pXGCr1UtZXlI3SG0rMUX5S5qXUKzebqFpE5RUVDze8vs5H8Pr4STe8/Qc0bPz43lYsntl/2sxsySXb7e23renbHpTFF7WwovwoMSt85sRudpYNy4uz0lopD0BlLqVeVbRReixqDebGJ+VajspdiVlZ78q+kXKdKmswZe5KPFE1Teknt/Wu1FSpBYJXWa1zt0Hw+vhJgrdY6LeN6m3jxhXydtafDyzZsB13mFGK4WavN1NsohZWlB8lZoWPGk9OnJXWUjY5JfeoudR6RfRq6rlS9UbqvJrVQukfpQ9T5qXG3Kymip+otaPMpXBW/UTkrsSTsu6RczXjEzlXqjWI4FVWK4LXR6mb0cojDVVcWOqm22yhR+VexXiUplMOHCX3qLmi6oWfNL/6Vzgr/aP0oTJXlE1UzIqfqLWjzKVwzs1PVE3r7CeqpgheZbUieH2UELxzJKBs3lGbXNSGkTIepekUhkruUXNF8cEPgnf2nhw6pGEjdtV+m6X0fG5rJ2XMUbkrfljL/rUc1RsIXuWkQ/D6KCF4EbzvEeg4tJUNTGk65cBJOReHm/9wy42h0j9KH6bMKypmxU/KdapwVmJO6Sdl3XvqXFE1RfAqqxXB66OE4EXwInhtXm7oeurBVcW8og7blLlHxaz4UQ6HlAJTiTllPCnr3lPniqopgldZrQheHyUEL4IXwYvgFX8dn9uhHXXYpswrKmbFj3I4pBSYSswp40lZ9546V1RNEbzKakXw+igheBG8CF4EL4I35E0yiqiJEgiKH+VwSCkwlZhTxqPUC5vuH4WKqimCV1mtCF4fJQQvghfBi+BF8CJ4x3Z9teS8PNefUqhGiSzErP+5/qhaIHh9Uo738Pr4ye/hrdrru6IWaNRmWcV4lNaKOgCj5oqqF378h2QUw9zWjpJXVMyKn6i1o8wVtd5T+lHqhQ03vMo6er9tELzOCvAe3jQHe9RhErUxK/EorRV1cEXNFcUHP2nWhcJZ6VWlD5W5omyiYlb8RK0dZS6Fc25+ompaZz9RNeWGV1mtPNLgo8QjDTzSwCMNPNLAIw080sAjDbOcBby5Je17pRG8PinHDa+PH480XJfmJivqX8hRtwxKPEprRd34RM0VxQc/adaFwlnpVaUPlbmibKJiVvxErR1lLoVzbn6ialpnP1E1RfAqq5UbXh+lGt7w9u9v1tar6wc0OlA02hs2ebJV7sYnatNV+LTNHV9nR0UdgEqDK3NF8cEPgnf2npyX28AogaD4iVo7ylzKGlT2FmXvjYqHtexfy1E1RfAqqxXB66NUQ8FbpPyz0b1s/Piuqm3JxRv22c+0W3t7fQWvwqfY5Jr9KAegcnA1m6f4e2UuDjf/4ZYbQ6V/cuuNqJgVP1FrR5lL4azsLcreGxVPbv1cxXiiaorgVVYrgtdHqYaCN7dNpYqbd1TMih+lwZXDNre6E49fgCv9k1tvRMWs+IlaO8pcKTnnFg9r2b+WEbzKakXw+igheGchMC+/moza5Kq4eUfFrPhRGjzlYRtVd/z4D0mlf3LrjaiYFT9Ra0eZKyXn3OJhLfvXMoJXWa0IXh8lBC+C9z0C8yL2ow4cxY/S4CkPWw43/+EWxVDpn9x6IypmxU/U2lHmSsk5t3ii+rnOfhC8ympF8PooIXgRvAheXkvGa8kq9yFVRfQph4MiVJW5FD9Rgi63eKLyqrMfBK+yWhG8PkoIXgQvghfBi+BF8CZ4D2+UoEPw5vNblqiaInh9Uo738Pr49dj38EYt0Cg/Vdy8o2JW/ChtnPJ2Karu+PEf2kr/5NYbUTErfqLWjjJXSs65xcNa9q9lBK+yWrnh9VHihpcbXm54ueHlhpcbXm543/ezoM7CGcHrk3Lc8Pr4ccNb029aUzbdqBsWxY/SxilvlxQ+2PhvfBSGSv/k1htRMSt+otaOMldKzrnFo/QqNt3vCQheZbVyw+ujxA3v+/6v+ipu3lExK36UBk952HJwpRGzCmelf3LrjaiYFT9Ra0eZKyXn3OJRehUbBK+yHufXhhve+SX33rjnXpic7Nd8ymbQUze5KuYVFbPiR2njlIet0qvYpBHFSv/k1htRMSt+otaOMldKzrnFw3r3r3dueJXVyg2vjxI3vNzw8gwvz/DyDG+yf9xHiTXFj3I4KEJVmUvxEyUMc4snKq86+0HwKqsVweujhOB93wXvwAHdl7BhZikPE2XTjTpwlNzbmnR4jnwUhtj4b4Wi+jBlLZSeV9a7krtyOETNpfiJ4qzknjKeqLzq7AfBq6xWBK+PEoL3fRe81tZmY8a02YQ3u0q7wQs3bJNNGtY+o5HsBkrZdKMOHCX3Ip6q8VEYYlNPwav0vLLelTWoHA6KMFTmUvxE9Xxu8UTlVWc/CF5ltSJ4fZQQvO+/4G2YXZXojRBRG2rUgWNC7opNVF748YvQlAyj+jBlzFH9rOSuHA6KUFXmUvxEcc4tnqi86uwHwausVgSvjxKCF8H7Pj7Dqxz+ik2dD4o6515F4RPVz0ruyuGgCFVlLsVPVK/mFk9UXnX2g+BVViuC10cJwYvgRfDyoTU+tJbskSEEr/+3CAheP8PcxDWC1yfleC2Zjx9fPJHoMYOoAzDlBhZ14Ci5KzYpc2eufA7bqD5MWdOoflZyV44A5WZWmUvxE8U5t3ii8qqzHwSvslq54fVR4oaXG15ueLnh5YaXG16+Wvh9PwsQvC2TMz3eMTe8zhLzxRNpbrKibnxSbpZRNyxK7opNytyZK826UDhH9aEyV5RNVD8ruStHgHIzq8yl+IlimFs8UXnV2Q83vMpq5YbXR4kb3vf9X/VRB2DKzTLqwFFyV2xS5s5cCN7Zt82hQxo2Qrwlj+pnZQ0qh4MiVJW5FD9Raye3eKLyqrMfBK+yWhG8801pzGPP2P5HnTXL+L59+9hT915R/hk3vGkO9qgDMOVmGXXgKLkrNilzZ64060LhHNWHylxRNlH9rOSuHA6KUFXmUvxEMcwtnqi86uwHwausVgTvfFMqBO9J51xjt1xxYqeP4qsPFho0EMHbsMo905dys4w6cJTDX7FJmTtzIXi54e167CB481kXVdyjELzzLeXKgTzD24RfIXhPOe9aG/3j783RkhveNBtYFQUdgjdNb1Tx4EoZc1Qfpow5ar0ruStHqCJUlbkUP1Gcc4snKq86+0HwKquVG975plQI3oOOOccWHbyQLTxooK275qp26D5fKv+bRxq44R2b4FPbyuGv2NT5oKhz7lUUPlH9rOSuHA6KUFXmUvxE9Wpu8UTlVWc/CF5ltSJ455vS6xPespfHvW6DFx5kY18Zb2ddcpMtufhgO+eEr5c+//2/qXb51W02N+Gz1x5m1mgksxm0YPNUJ05MF09Y7tawy6/Kh7OSV1gtlNwVm4R9qPDBJk0/h/Vhyv4J6mcl9+Y7ppmyZypzKX6i1kVu8UTlVWc/yy3dT2lXbOZCgEca5rE1nnz27zbi0NPs6fuutLa2Nhs7bpr94IrGXAXvQfv0skZ7I5lN714Ne/Txdps8uXjSeNafAQMatsE6vWz6dEsWT1jujYb94PJ8OCt5hdVCyV2xSdiHCh9s0vRzWB+m7J+gfl5koa774Dxu+aX56xPam+6ZuXFWclfyYp2mWacK56UW7zM/7cuY9wggeOexFR55/Fk76uRL7eFRF2T5SEPUrwJz+7VRFfOKilnxo9jkVlPiSfOMcxV7Iypm5df6yhGgPIoQFXPUulByV/KKigc//vXOIw3KauWRhvmmdOUNd9kyQ5awNVZbyd6YMNG+c8aVtvYnVrGjD94FwctbGuZ6s1+8bzTqAFT8KDYcOP4Dp4oMq9gbUTErok85HBRhGBVzVI8puSt5RcWDH//+g+BVViuCd74p3X73GLv6ptH24kvjyleRbbXpOjZy3+E2oP+7z9Lk9paG3DbdqE2uinlFxaz4UWyiaoEf/8GVkmEVeyMqZkX0KYeDIgyjYo7qDSV3Ja+oePDj3zcQvMpqRfD6KHUzGsHrX8TKRpjbYZIyZiV3xUaJGZs0/ZyScxV7IypmRfQph4MiDKNijuoNJXclr6h48OPfWxC8ympF8PooIXhnITAvXxEatcnldpgoeUXFrPhRbJSYsfEfSrkxrGJvRMWsiD7lcFCEYVTMUf2j5K7kFRUPfvx7C4JXWa0IXh8lBC+C9z0C8yL2ow5AxY9iw4HjP3CqyLCKvREVsyL6lMNBEYZRMUf1mJK7kldUPPjx7z8IXmW1Inh9lBC8CF4Er82L2Odw8x9uUQxzE2JKXlExK6JPORwUYRgVs8JHsVFyV/JS5sImzXpH8CqrFcHro4TgRfAieBG8u84o3nlvV1+X5nCLmis3IabkFRWzIvqUw0ERhlExK3wUGyV3JS9lLmzS7AkIXmW1Inh9lBC8CF4EL4IXwZtM7EeJR0X0KYeDIgyjYo4Sj0ruSl5R8eDHL4oRvMpqRfD6KCF4EbwIXgQvghfBO7brN7d1POqD4PULOkRx9wwRvD4pxzet+fjxHt5Ev97N7TBRNuaomBU/io0SMzY979CuYm9ExazccipHgHITGhVz1BpUclfyiooHP/69BcGrrFZueH2UuOHlhpcbXm54ueGt5A1vm3W9le3Y0BqFShV+FGGYo+BtlruSF0LVL1SjGCJ4hcXajQk3vD5+3PByw9ulg6J/xakcpIpN1KaLn3wOQKUWVeyNqJj79DL7x7962bRpXTf6vn3NVlyhYf36NRe9ijCMilmpqWKj5D59eiPZP2KUmLHhkQanJOt2OILXSZdvWktz+Od2mCgbc1TMih/FRokZmzT9nJJzFXsjKmbFT9Sv/pW5qHvPW18pa8oNr0+wIXh9/Ljh5YaXG96ZCPCu3vxeXZabEFMEQlTMih8ELyJ09k08130MwesTbAheHz8EL4IXwYvgLQnkekgqok8RoSltomJW/CB4EbwIXqcQqshwBK+zUDzSkGazVA6ulAeyMldUzIofxUaJGZs0/ZyScxV7IypmxQ+Ct+f1fMr1lXIubnh9gg3B6+PHDS83vNzwcsPLDe+Qho0IfIuFIlQVoaH4QfAieLnhdQqhigxH8DoLxQ1vms1SObiUAzClTVTMih/FJmXuzJVmXSicq9gbUTErfhC8+fSq0s91tuGG1yfYELw+ftzwcsPLDS83vNzwcsNrirhOKdZyiydl7j11LgSvT7AheH38ELwIXgQvghfBi+BF8CY6C3qqmFXyQvD6BBuC18cPwZtok6vibUVUzIofxUbZULHpeb/erWJvRMWs+OGRhp7X8z11H0Pw+gQbgtfHD8GL4OWGlxtebni54eWGN9FZ0FPFrJIXgtcn2BC8Pn4I3kSbnHJTo2wYKW2iYlb8KDYpc2eufG7NqtgbUTErfrjhzadX2Tf4amGnJOt2OILXSZe3NKTZLJWDK7fNMipmxY9ikxsf4mHtzO11UFH9rPhB8KbpQ9a7nzM3vD7BhuD18eOGlxteHmngkQYeaajwIw19+rTZ2FfarH1G18OgV6+GLT2kYdOmml3dZK9TxHVK0ZdbPClz76lzIXh9gg3B6+OH4EXwIngRvAjeCgveQhhe8+M5374NWbphu+8ywxQBlZvAzC0ehSE2PNLglGQ80tBKgDzS4P81jbLJVXHzjopZ8aPYKJyxSdPPKTlXsTeiYlb8KDZKvaL8KHMpNrnFo8SMDYK3lXqNG14nXQRvGoFQxc07KmbFj2LDYZKmV3PjXMXeiIpZ8aPYKDWN8qPMpdjkFo8SMzYIXqck44a3lQARvGlERBU376iYFT+KDYdJml7NjXMVeyMqZsWPYqPUNMqPMpdik1s8SszYIHhbqde44XXSRfCmERFV3LyjYlb8KDYcJml6NTfOVeyNqJgVP4qNUtMoP8pcik1u8SgxY4PgdUoybnhbCRDBm0ZEVHHzjopZ8aPYcJik6dXcOFexN6JiVvwoNkpNo/wocyk2ucWjxIwNgreVeo0bXiddBG8aEVHFzTsqZsWPYsNhkqZXc+Ncxd6Iilnxo9goNY3yo8yl2OQWjxIzNghepyTjhreVABG8aUREFTfvqJgVP4oNh0maXs2NcxV7IypmxY9io9Q0yo8yl2KTWzxKzNggeFup17jhddJF8KYREVXcvKNiVvwoNhwmaXo1N85V7I2omBU/io1S0yg/ylyKTW7xKDFjg+B1SjJueFsJEMGbRkRUcfOOilnxo9hwmKTp1dw4V7E3omJW/Cg2Sk2j/ChzKTa5xaPEjA2Ct5V6jRteJ10EbxoRUcXNOypmxY9iw2GSpldz41zF3oiKWfGj2Cg1jfKjzKXY5BaPEjM2CF6nJOOGt5UAEbxpREQVN++omBU/ig2HSZpezY1zFXsjKmbFj2Kj1DTKjzKXYpNbPErM2CB4W6nXuOF10kXwphERVdy8o2JW/Cg2HCZpejU3zlXsjaiYFT+KjVLTKD/KXIpNbvEoMWOD4HVKMm54WwkQwZtGRFRx846KWfGj2HCYpOnV3DhXsTeiYlb8KDZKTaP8KHMpNrnFo8SMDYK3lXqNG14nXQRvGhFRxc07KmbFj2LDYZKmV3PjXMXeiIpZ8aPYKDWN8qPMpdjkFo8SMzYIXqck44a3lQARvGlERBU376iYFT+KDYdJml7NjXMVeyMqZsWPYqPUNMqPMpdik1s8SszYIHhbqde44XXSRfCmERFV3LyjYlb8KDYcJml6NTfOVeyNqJgVP4qNUtMoP8pcik1u8SgxY4PgdUoybnhbCRDBm0ZEVHHzjopZ8aPYcJik6dXcOFexN6JiVvwoNkpNo/wocyk2ucWjxIwNgreVeo0bXiddBG8aEVHFzTsqZsWPYsNhkqZXc+Ncxd6Iilnxo9goNY3yo8yl2OQWjxIzNghepyTjhreVABG8aUREFTfvqJgVP4oNh0maXs2NcxV7IypmxY9io9Q0yo8yl2KTWzxKzNggeFup17jhddJF8KYREVXcvKNiVvwoNhwmaXo1N85V7I2omBU/io1S0yg/ylyKTW7xKDFjg+B1SjJueFsJEMGbRkRUcfOOilnxo9hwmKTp1dw4V7E3omJW/Cg2Sk2j/ChzKTa5xaPEjA2Ct5V6jRteJ10EbxoRUcXNOypmxY9iw2GSpldz41zF3oiKWfGj2Cg1jfKjzKXY5BaPEjM2CF6nJOOGt5UAEbxpREQVN++omBU/ig2HSZpezY1zFXsjKmbFj2Kj1DTKjzKXYpNbPErM2CB4W6nXuOF10kXwphERVdy8o2JW/Cg2HCZpejU3zlXsjaiYFT+KjVLTKD/KXIpNbvEoMWOD4HVKMm54WwkQwZtGRFRx846KWfGj2HCYpOnV3DhXsTeiYlb8KDZKTaP8KHMpNrnFo8SMDYK3lXqNG14nXQRvGhFRxc07KmbFj2LDYZKmV3PjXMXeiIpZ8aPYKDWN8qPMpdjkFo8SMzYIXqck44a3lQARvGlERBU376iYFT+KDYdJml7NjXMVeyMqZsWPYqPUNMqPMpdik1s8SszYIHhbqde44XXSRfCmERFV3LyjYlb8KDYcJml6NTfOVeyNqJgVP4qNUtMoP8pcik1u8SgxY4PgdUoybnhbCRDBm0ZEVHHzjopZ8aPYcJik6dXcOFexN6JiVvwoNkpNo/wocyk2ucWjxIwNgreVeo0bXiddBG8aEVHFzTsqZsWPYsNhkqZXc+Ncxd6Iilnxo9goNY3yo8yl2OQWjxIzNghepyTjhreVABG8aUREFTfvqJgVP4oNh0maXs2NcxV7IypmxY9io9Q0yo8yl2KTWzxKzNggeFup17jhddJF8KYREVXcvKNiVvwoNhwmaXo1N85V7I2omBU/io1S0yg/ylyKTW7xKDFjg+B1SjJueFsJEMGbRkRUcfOOilnxo9hwmKTp1dw4V7E3omJW/Cg2Sk2j/ChzKTa5xaPEjA2Ct5V6jRveJnTb2xt25sU32u13j7Fp06fbsI3XthOO+Jr1X6BfORLBm0ZEVHHzjopZ8aPYcJik6dXcOFexN6JiVvwoNkpNo/wocyk2ucWjxIwNghfB20oCTXzfOOoBu+am0XbhaSNt4IAF7MgTL7Y1VlvJjth/JwRvw+zq69KIiCpu3lExK34UGw6TNL2aG+cq9kZUzIofxUapaZQfZS7FJrd4lJixQfC2Uu5xw9uE7ohDT7NhG61luw/furT85a+fthPPvsbuv/lsBC+C18aObevSQUOHNGzErjMs6sBR/Cg2HCYI3tmbtaNXc+uNqH5W/Cg2Cp8oP8pcik1u8SgxY4PgRfC2kkAT35vueKid9M09bZP11ygt//3iy7btrkfZE6MvswH9+/FIAze8CN6ZCOQqoOp8kFZR+ETFrPhRbJT+ifKjzKXY5BaPEjM2CN5Wyj1ueJvQXXfb/e2CUw619dZctbR8edzrtsXwkTbmjgtssUUWsvGvz7Cb7pxhr73W1dHii5t9efs+1mhvpLNpNOymURnFE5V7FfOKilnxo9hE1QI/+ax3pRZV7I2omBU/ik0VOUflpeSOTZI9YbHBvVqpB3u8bwSvcMN7yrf2to3WXX2ON7w9vkNIEAIQgAAEIAABCFScAIK3SQF3P+RU23KTT9luX9qqtHzw0SfthLOusYduPbfipSd8CEAAAhCAAAQgUA8CCN4mdb7+tnvtulvvs4tPL97S0N8OP+Ei+9gqy9nRB+9Sjw4hSwhAAAIQgAAEIFBxAgjeJgWcMaPdzrjwBrvznkds+vTptvmGa5bv4S3ELz8QgAAEIAABCEAAAvkTQPDmXyMihAAEIAABCEAAAhBwEEDwOuAxFAIQgAAEIAABCEAgfwII3vxrRIQQgAAEIAABCEAAAg4CCF4HvI6h77wzzV56ebxNnjLVBvRfwIYutbj169d3Fs/Y+PkElAoX3RB4c+Kk8uuz+/TuPVcrbPx8Go2Gtbc3rHfvub9TExs/n5mb+KxLbrKVVvigbb/1hnPtbWz8fNhgIZAzAQSvozrjX3/TTjnvWnvgkSdt2rTpnZ769u1Tfh3xd76xW3mwYePj8+sn/mTbDltvjpUq2G+x4Zp21/2PYTMHQvPCZ7XN9rANPvVxu/iMkV1E75mX/MQW6NfXLvnRndg4+RRfXjPhrbftgpMP6VKx2+8eU/7dc8//Fxsnnz2+vE0n30/+31726U993D7y4WXtG/t8aY57CTbzx+e0C6636dNn2LEjdy+5/ue/L9stP/vlLIynvjMNGyefw/b7skOtMLQggOB19MEB3zrH+vXtYweM2N5W/NAQ69OnT3nL+68Xxtql191p7TMaNqO9HRsnn98/+zd79M4L51ip/9vpcLv7+u/Zpjsegs0cCM0Ln+LA32yDT9piiyxcfp32zD+PPflnO+Gsq8uv1sbGx6cQBycdtVdSsXRFAAAR/UlEQVTntzfOzPmZP//TvvO9K23y5KnYvPftlvPLZ9RVp/x/wbvl3vbE6Evtu9/7ofXp09uOO2yPLjfsn8RmvvhsufMR5X6x/lofK3n/498v2U77HW+f2WJ9mzZ9uv30nkdt6NJLYOPk88eHrnaoFYYieJ09sOZW+9h9PznLFl904S6eXn1tgm218xHF15lj4+RTwP3KDsPmWK0bRz1gn99qAxv1i0ewmQOheeFz008fsodHXWCHfOd8+/hHV7SjDvpKp8fitxlb7nS4FTc12Pj4FHvCvTeeaUssNrjkW/wWaPUtvmZ/uP+H9tbESeVXl2Pj5/P7ey6fRfA+de8VVjwqUvy24oWXXrEzjz1glkfPCsGLzbzzWe9zB87Szy+NfdW+etDJ5ZczFY9AffpzB5acZ+55bOadD4LXKdi44fUB3Gj7g+3yM4+wVVderoujZ/7yvB34rbOt0TBsnHwmTppiX9x2k26Ldetdv8KmG0IKnxvuuN8ev/sSK949vcc3Ti/7ungsp/8C/ezh3z5jJ559jf137KvYOPkUh/8he33Rttr0U2XF/v78izZ8n+Ps5stPsF5tbbbbwafaYosujI2Tz5EH7ty5Io4786ry/ekdPz8Z9YAtsEA/22GbjbAxMw+fV159w445ZFfbeL3VS5bFY1QXXnW73XrFiZ2C90MfXAobJx8Er0+vccPr5Hfxj0bZj2+7zz6/9Ya2/LJL24AFFrApU9+x51/4n40a/YjtPnyr8pEGbHx8rr5p9FwfV+go4QafPwibbvpZ4VM8w1sI3uJLVYqbmZHH/cD+8tx/7MPLDbU//vVfNnLf4VY8r4eNj8+gBQfYyef+yHbYZmMr/vuu+39j++32efvhjXeVgre4XV9vrVWxcfJ56eVXO1fEE0//1T61xke63fGxmT8+n9liPTv/iltt5x22KP9xfP1t99mIL29te+68bafgLZ7vxcbHB8HrFGzc8PoB3jfmd/aLh35bPts4Zco71r9/P1th2SG29ebrlh+mKn6w8fH5xUOP29abrdNtsbDx8/nsbt+yWy4/0Qb071eyLn79++vf/dH+9s8X7aMrfah8Rg8bP5+C7ZjH/lB+0HLqO+/YNpuvV972Fs9JP/uX523n7bewBQf2xyaAT8em0fG4QnebCDZXdLvHdsen2H+Lf7i9OfFt22LDtWy3L21V+po0eap947sX2GXfP8Kw8fPxK5Z6e+BDa/WuP9lDAAIQ6PEECuFVvHKvux9s/Hx6fCORYKUJIHid5SteR/bks8/Zv14c2/ke3hWWXdo++fGVrW+fub/PdOZp7x/ze1t15Q+Vn2Sd/eeNCRPLZ81ee+NNe3nca7bW6qt0sSk+9NLWZtZW/J/3fnY+4ERbafkP2ndH7j7LBzMKf29PnmIfnMNcMzueNn2G/fbJP5c318VN39ClF7d11vho+SvYZj/F2Ht/+UT5mrDfP/M3e/ypv9pqH1neNlp3dSv+7qln/27FM11LLbloF1ePPP5s+bzoooMH2VabrlM+KlL8wLkrdTib0c/sG8XKYN9gf67DOdjs7OXvuyeA4HV0SPEKoUOOPb98lGH54rVkvXuXorf4BPCggQPs/JMPsTtGj7FvH7rbHGc574pb7dC9v2jFs5PLDFnSbrj4u7bYIgvNYls8Mzlu/AQrvrjiQx/8gH1zpk/OdxgWz7j+9bkX7LRj9ukcW/z66aA9drDf/O5PZRzFr0iLn4O/fV4pNjs+0PHnv//bTjj7mlnmPOPb+9k+R3y//HXUCh8aYq+8+rq9PWlK+evXr++5o40YvrUVIn3YxmvNMa+OT+ae8Z397LjvX2XrfPKjpXAufs119wOP2Z/+9i/r1avNzjnh6/aTOx+0Yw7exYYstbgVHyQpPkFdvAu2eJ1N8UxdGfuA/nCeA2k408/sG+wb7M/vbo49/RzseO2bQ7LUfiiC19ECX9z7u7bN5uva3l/97Cy3q8W/NK+84eflM0vFByfm9g7Zzb/0DRt19anla1sKcfrLXz9tV517VPmhoY6f4kNDBx59TvnJ+YtPH2kfW2X5zr/77ZN/sXXX/Gj53sMDjjrb7rnxzFkEb/GKnVt//iu76c4H7aLTR5avT9vkC4fYJWcc1unnP/99pXxnYvEp28lT3ynftbremqvaKh9e1g7f78tWfInGs3993i6+ZpQdecDOZSzFB2zOuezmUqSO3Gd4GcPMPx1CrPiwU/FhhULwFoJ97yO+bxPfnmzX/eDb5XOhJ53zo/IF+7+87TxbZPCg8nVMpxy1t336U6uV7sY89oyde/nN5X/DGc7087urjH2DfYP9uX7nYPHWC358BBC8Dn5rDNurfCfpQoMGdvFSiL5NdjjY2hsN+8iHPzTHWf76j//YKisua8Uta/HJ93Mvv8X+/Pf/lIK040a24/2nxY1o8QULSy6+SOmr+BV/cYv75D2Xl0J10x0PLd8h2fEz8wcMHnj493b+lbfZD0491Lbf49v2ixu+3/kO0ELw7jnydLvvprM7P1FbPOv2q9sv6PzwUvHu1Y13ONh+e9cl5Qdpipvp6y/8jt1w+/12xY9/Xr6+auS+X+oU0R2CtxDYv7r9/M6Y9j3yTNt5h2GdH+YrYi4ekTjlW3vbJ1dbydbaah977OcXlyK7+Cnm3fDzB9m0aTPgDOfO/qaf2TfYN9if63YOPjH6ModaYWhBAMHr6IPP7PLN8lf8nx22fhcvxbfLXHTNKCu+gOLko/bqdpbDjr+wFLwD+i9gx37vh/bHvz5ffsvSqistZ9fcPLr8NHfxupcN1vm4HThi+9LXg48+acefeXXpuxCI3z7tivJVRh0/d97zaPmFDB0/hah+7Y23bOklF7PtttrAdv3iluVfXX/bveVN9I/OP6ZT8C63zFJ29vEHlZ/ML36KscXt7COjfmCFAC++vasQ2sXPpMlT7Ec332PX3DS6vJkt3i9avEO0uLUunr+94swjy5vg4ha6ENsXnfYN22T9NcpvozvgW2fb8O02K2+2Lzz1G7b/UWfbCUd+rXwNVvFz888eKm+oJ7w5Ec5wpp9n20XYN9g32J/rcw7eePF3HWqFoQheZw8UL9g+8sSL7cPLD7Xll1m6fCXZ1KnTyvfw/vPfL9lZxx1kR592WdP3w878/tPiA2KXXvtTu+y6n5Y3nMVt6wUnH1r+/32OPNOWWnIxGzSw/7tfX/y9w+3Q715gr73+ph0wYgebPn16Z0aXXHun7b/b57tkuO6aq5ZCs7iVLT4M97s//M3OPv5A23yDNTsF7+nH7Fs+S/v5rTYsv37zjtEP247bblyK2eL55K9/+zyb+Ws7i0mKW90f3nCXFd/stcl6n7Cf3/+b8nGG4s8KIfzwY8/YTttvXj7D269vX3vhf6/YwXvuaDt9fgs76Zxr7N5f/c4GL7ygLbLwoPK54UIgP/f8i3bp946wN96cCOf3KgnnWVuafn73vcnsG+wb7M89+xxca/WVnYqF4dzwOntg3Pg37MFHn7J/vzh2lvfwbrbBJ8vHBoq/73gMYW5TFc/NHn3wLrO8TaH4itFCXC479AOdj0wUt8XFIwXFl1tsuv4a5Vsdilvb//5vnH38oyvM8hzxLgedXD52MKef/7083h545Pc24a1JpZ/iDQrFT/Gc7TU3/8L22eVz9usn/mg/vfdRm/DW2+XbFeb21b6z+y/i+dHNvyg/6Hbq0fuUt9OPPP6MfWyV5WyXHbcsP/x276+eKN8SUTzb2/Hzz//8zx5+7A/lN3kVP8WHcYq3NHS8yQHOs5KG8//nQT/37YTBvsG+0d2Rxr5R7X3DKVdqPxzBW/sWAAAEIAABCEAAAhDo2QQQvD27vmQHAQhAAAIQgAAEak8AwetogeKtA+++oWB4p5fidV3Fh7yKr1IsfrCBT0dz0BusC/YE9kzOi3d3RPbDedsPHVKFoe8RQPA6WuEb3/1B+b7ajjcnFK6KNzP87R8v2Lknfr30jA18OlqM3mBdsCewZ3JevLsjsh/O237okCoMRfDSAxCAAAQgAAEIQAACdSDADW8dqkyOEIAABCAAAQhAoMYEELzO4hffePbks8/Zv14ca5OnTC2/PGKFZZe2T358Zevbp3fpHRv40BusC/YE9kPOAs4Cz1nglCu1H47gdbTAM3/+px1y7Pnl+3eX/9AQ69O7dyl6i/fnDho4wM4/+RBrb2/HBj70BuuCPYH9kLOAs2C+z4KO9+U7JEvthyJ4HS3wxb2/a9tsvq7t/dXPzvKlD+3tDbvyhp+XX9lbfAMSNvDpaDN6g3XBnsCe2dbW1nnysCewJyh7wi2Xn+BQKwwtCCB4HX2wxrC97OFRF3R+E9rMroqvgN1kh4Ot0TBsBg3sQhk+9AZrh3XBnvkuAfZD9sNm++FT913pUCsMRfA6e+Azu3zTvr7njvbZYet38fTTex4tX7ti1sAGPrP0B73BumDfYM+ceVNgT2BPaLYn3H39GU7FwnBueB098MAjT9qRJ15sH15+qC2/zNLWv38/mzp1mj3/wv/sn/9+yc467iCb0d6ODXzoDdYFewL7IWcBZ8F8nwWbfnoNh1phKDe8AT0wbvwb9uCjT9m/XxxbfnitEL0rLDvENtvgk7bEYoPLGbCBD73BumBPYD/kLOAs8JwFAZKl1i644a11+UkeAhCAAAQgAAEI9HwCCF5HjYtP1/7kzgds9IO/tX+9MNN7eD80xD6z+bo2fLvNS+/YwKfz3Yv0BuuCPYE9k/Pi3XfWsx/K+2GvXv//zR4O2VLroQheR/lPu+B6+9Vvnrav7DDMVlxuqPXp8+57eP/9wsulyN1iw7Vs+owZ2MCH3mBdsCewH3IWcBbM91lw5IE7O9QKQ3mG19kD63/uQLvx4u/a8ssu3cXTP//zP9v1oJOtvdHABj6z9Ae9wbpg32DPnHlTYE9gT2i2Jzz60wudioXh3PA6euBT2+xrd133PfvAEot08TJ23Gv2ud2+Vf45NvCZuUHoDdYFewJ7AnvCuwTYD7X98InRlznUCkO54XX2wJEnXWxjX3m9/Ka14pa3/wL9bOo779jz/xlrV/z4ZzZ0qSWsvdGODXzoDdYFewL7IWcBZ8F8nwVnfGc/p2JhODe8jh6YNHmKnXv5rfaLh35rr742odNTceO7zebr2SF7fdEajXZs4ENvmJW/CWFdsCewZ3JedGyI7Am6ThjQv59DrTCUG97AHpg0eapNmfpO+a+3gQMWmKNnbOBDb3RdGqwL1gXrgnUxMwH2hO73hEDpUitX3PDWqtwkCwEIQAACEIAABOpHAMFbv5qTMQQgAAEIQAACEKgVAQRvrcpNshCAAAQgAAEIQKB+BBC89as5GUMAAhCAAAQgAIFaEUDw1qrcJAsBCEAAAhCAAATqRwDBW7+akzEEIAABCEAAAhCoFQEEb63KTbIQgAAEIAABCECgfgQQvPWrORlDAAIQgAAEIACBWhFA8Naq3CQLAQhAAAIQgAAE6kcAwVu/mpMxBCAAAQhAAAIQqBUBBG+tyk2yEIAABCAAAQhAoH4EELz1qzkZQwACEIAABCAAgVoRQPDWqtwkCwEIQAACEIAABOpHAMFbv5qTMQQgAAEIQAACEKgVAQRvrcpNshCAAAQgAAEIQKB+BBC89as5GUMAAhCAAAQgAIFaEUDw1qrcJAsBCEAAAhCAAATqRwDBW7+akzEEIAABCEAAAhCoFQEEb63KTbIQgAAEIAABCECgfgQQvPWrORlDAAIQgAAEIACBWhFA8Naq3CQLAQhAAAIQgAAE6kcAwVu/mpMxBCAAAQhAAAIQqBUBBG+tyk2yEIAABCAAAQhAoH4EELz1qzkZQwACEIAABCAAgVoRQPDWqtwkCwEIQAACEIAABOpHAMFbv5qTMQQgAAEIQAACEKgVAQRvrcpNshCAAAQgAAEIQKB+BBC89as5GUMAAhD4f+3WMQEAAACDoP6tDSIRxh4JECBAYCUgeFd3G0uAAAECBAgQ+AkI3t/nFhMgQIAAAQIEVgKCd3W3sQQIECBAgACBn4Dg/X1uMQECBAgQIEBgJSB4V3cbS4AAAQIECBD4CQje3+cWEyBAgAABAgRWAoJ3dbexBAgQIECAAIGfgOD9fW4xAQIECBAgQGAlIHhXdxtLgAABAgQIEPgJBFRzMpjkt3fZAAAAAElFTkSuQmCC"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = missingness.bar_count(df, columns=['battery_level'], sampling_freq='min')\n",
    "fig.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In addition, you can analyze the battery level at each sampling interval by using a punchcard plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = punchcard.punchcard_plot(df,\n",
    "                                   user_list=['jd9INuQ5BBlW'],\n",
    "                                   columns=['battery_status', 'battery_level'],\n",
    "                                   resample='10min',\n",
    "                                   title=\"Battery level\")\n",
    "fig.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For more information, refer to the [Exploration](https://digitraceslab.github.io/niimpy/user_guide/Exploration) section."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "niimpy",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}