{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Temporal Profiles from Traffic Counters \n",
    "\n",
    "\n",
    "This tutorial shows you how to process some measurement data and convert them into profiles for emiproc.\n",
    "\n",
    "Observed data is usually more accurate than simulated data.\n",
    "However, you don't have access to observations.\n",
    "\n",
    "Here we will use traffic data from the city of Zurich to simulate the temporal \n",
    "traffic activity with emiproc."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download and load the data \n",
    "\n",
    "The data is freely available from the city of zurich.\n",
    "\n",
    "The script will automatically download it, but in case you want to see more, go there:\n",
    "https://data.stadt-zuerich.ch/dataset/sid_dav_verkehrszaehlung_miv_od2031 \n",
    "\n",
    "We will use pandas to analyse the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "File already downloaded  traffic_counters\\traffic_counters.csv\n"
     ]
    }
   ],
   "source": [
    "from pathlib import Path\n",
    "import urllib.request\n",
    "\n",
    "year = 2022\n",
    "\n",
    "local_dir = Path(\"./traffic_counters\")\n",
    "local_dir.mkdir(exist_ok=True)\n",
    "local_file = local_dir / \"traffic_counters.csv\"\n",
    "\n",
    "download_link = f\"https://data.stadt-zuerich.ch/dataset/sid_dav_verkehrszaehlung_miv_od2031/download/sid_dav_verkehrszaehlung_miv_OD2031_{year}.csv\"\n",
    "\n",
    "if not local_file.is_file():\n",
    "    urllib.request.urlretrieve(download_link, local_file)\n",
    "\n",
    "    print(\"Downloaded \", local_file)\n",
    "else:\n",
    "    print(\"File already downloaded \", local_file)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div>\n",
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       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>MSID</th>\n",
       "      <th>EKoord</th>\n",
       "      <th>NKoord</th>\n",
       "      <th>Kname</th>\n",
       "      <th>MessungDatZeit</th>\n",
       "      <th>AnzFahrzeuge</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Z001M001</td>\n",
       "      <td>2683009.89</td>\n",
       "      <td>1243936.2</td>\n",
       "      <td>Badanstalt Wollishofen</td>\n",
       "      <td>2022-01-01 00:00:00</td>\n",
       "      <td>166.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Z001M001</td>\n",
       "      <td>2683009.89</td>\n",
       "      <td>1243936.2</td>\n",
       "      <td>Badanstalt Wollishofen</td>\n",
       "      <td>2022-01-01 01:00:00</td>\n",
       "      <td>255.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Z001M001</td>\n",
       "      <td>2683009.89</td>\n",
       "      <td>1243936.2</td>\n",
       "      <td>Badanstalt Wollishofen</td>\n",
       "      <td>2022-01-01 02:00:00</td>\n",
       "      <td>168.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Z001M001</td>\n",
       "      <td>2683009.89</td>\n",
       "      <td>1243936.2</td>\n",
       "      <td>Badanstalt Wollishofen</td>\n",
       "      <td>2022-01-01 03:00:00</td>\n",
       "      <td>96.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Z001M001</td>\n",
       "      <td>2683009.89</td>\n",
       "      <td>1243936.2</td>\n",
       "      <td>Badanstalt Wollishofen</td>\n",
       "      <td>2022-01-01 04:00:00</td>\n",
       "      <td>63.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       MSID      EKoord     NKoord                   Kname  \\\n",
       "0  Z001M001  2683009.89  1243936.2  Badanstalt Wollishofen   \n",
       "1  Z001M001  2683009.89  1243936.2  Badanstalt Wollishofen   \n",
       "2  Z001M001  2683009.89  1243936.2  Badanstalt Wollishofen   \n",
       "3  Z001M001  2683009.89  1243936.2  Badanstalt Wollishofen   \n",
       "4  Z001M001  2683009.89  1243936.2  Badanstalt Wollishofen   \n",
       "\n",
       "       MessungDatZeit  AnzFahrzeuge  \n",
       "0 2022-01-01 00:00:00         166.0  \n",
       "1 2022-01-01 01:00:00         255.0  \n",
       "2 2022-01-01 02:00:00         168.0  \n",
       "3 2022-01-01 03:00:00          96.0  \n",
       "4 2022-01-01 04:00:00          63.0  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "df = pd.read_csv(\n",
    "    local_file,\n",
    "    # Use only the columns we are interested in\n",
    "    usecols=[\n",
    "        \"MSID\",\n",
    "        \"Kname\",\n",
    "        \"EKoord\",\n",
    "        \"NKoord\",\n",
    "        \"MessungDatZeit\",\n",
    "        \"AnzFahrzeuge\",\n",
    "    ],\n",
    "    # This is the date of measurement column\n",
    "    parse_dates=[\"MessungDatZeit\"],\n",
    ")\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data description\n",
    "\n",
    "The data measured each hour (column `MessungDatZeit`) how many vehicules (col `AnzFahrzeuge`) \n",
    "passed at a specific traffic counter (`MSID`).\n",
    "\n",
    "Additional data on the traffic counters are also given such as coordinates (`EKoord` and `NKoord`) and names (`ZSName`).\n",
    "\n",
    "Now we will have a closer look to this data."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First we can extract the station location and see where our counters are located"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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47.38351136445932], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.51533477373783, 47.38351136445932], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1366404&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Hardbr\\u00fccke/Hohlstr (Abfahrtsrampe)&quot;, &quot;MSID&quot;: &quot;Z083M003&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.531835657530305, 47.36656277312665, 8.531835657530305, 47.36656277312665], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.531835657530305, 47.36656277312665], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1375163&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Ulmbergtunnel (Betriebsstatus und Z\\u00e4hlstelle)&quot;, &quot;MSID&quot;: &quot;Z084M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.531568883645788, 47.366466351300716, 8.531568883645788, 47.366466351300716], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.531568883645788, 47.366466351300716], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1383922&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Ulmbergtunnel (Betriebsstatus und Z\\u00e4hlstelle)&quot;, &quot;MSID&quot;: &quot;Z084M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.531742812120694, 47.36655465676169, 8.531742812120694, 47.36655465676169], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.531742812120694, 47.36655465676169], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1392681&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Ulmbergtunnel (Betriebsstatus und Z\\u00e4hlstelle)&quot;, &quot;MSID&quot;: &quot;Z085M003&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.531662282054508, 47.36650144802103, 8.531662282054508, 47.36650144802103], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.531662282054508, 47.36650144802103], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1401440&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Ulmbergtunnel (Betriebsstatus und Z\\u00e4hlstelle)&quot;, &quot;MSID&quot;: &quot;Z085M004&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.520496634375954, 47.414559274953234, 8.520496634375954, 47.414559274953234], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.520496634375954, 47.414559274953234], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1410199&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Binzm\\u00fchle-/Seebacherstr&quot;, &quot;MSID&quot;: &quot;Z086M003&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.520561784516536, 47.41450469522589, 8.520561784516536, 47.41450469522589], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.520561784516536, 47.41450469522589], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1418958&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Binzm\\u00fchle-/Seebacherstr&quot;, &quot;MSID&quot;: &quot;Z086M004&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.533880431162403, 47.404223880928235, 8.533880431162403, 47.404223880928235], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.533880431162403, 47.404223880928235], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1427717&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Birch-/Wehntalerstr&quot;, &quot;MSID&quot;: &quot;Z087M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.53383810273051, 47.404098351353205, 8.53383810273051, 47.404098351353205], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.53383810273051, 47.404098351353205], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1436476&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Birch-/Wehntalerstr&quot;, &quot;MSID&quot;: &quot;Z087M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.537424278824602, 47.40966822729527, 8.537424278824602, 47.40966822729527], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.537424278824602, 47.40966822729527], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1445235&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Birchplatz (Birch-/Regensbergstr Schulweg)&quot;, &quot;MSID&quot;: &quot;Z088M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.537554346738862, 47.40955005526877, 8.537554346738862, 47.40955005526877], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.537554346738862, 47.40955005526877], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1453994&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Birchplatz (Birch-/Regensbergstr Schulweg)&quot;, &quot;MSID&quot;: &quot;Z088M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.56315583371858, 47.41086896104801, 8.56315583371858, 47.41086896104801], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.56315583371858, 47.41086896104801], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1462753&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Saatlen-/Wallisellenstr (Schulweg)&quot;, &quot;MSID&quot;: &quot;Z089M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.56297130768755, 47.410915731484046, 8.56297130768755, 47.410915731484046], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.56297130768755, 47.410915731484046], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1471512&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Saatlen-/Wallisellenstr (Schulweg)&quot;, &quot;MSID&quot;: &quot;Z089M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.584211530000251, 47.40655142737108, 8.584211530000251, 47.40655142737108], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.584211530000251, 47.40655142737108], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1480271&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Luchswiesen-/Winterthurerstr&quot;, &quot;MSID&quot;: &quot;Z090M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.584039511034177, 47.40656212739204, 8.584039511034177, 47.40656212739204], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.584039511034177, 47.40656212739204], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1489030&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Luchswiesen-/Winterthurerstr&quot;, &quot;MSID&quot;: &quot;Z090M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.533519686016596, 47.3660430921639, 8.533519686016596, 47.3660430921639], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.533519686016596, 47.3660430921639], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1497789&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Dreik\\u00f6nig-/Genferstr&quot;, &quot;MSID&quot;: &quot;Z091M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.50303281319898, 47.39723844855568, 8.50303281319898, 47.39723844855568], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.50303281319898, 47.39723844855568], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1506548&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Am Wasser 79&quot;, &quot;MSID&quot;: &quot;Z092M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.50300561996929, 47.397216751165004, 8.50300561996929, 47.397216751165004], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.50300561996929, 47.397216751165004], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1515307&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Am Wasser 79&quot;, &quot;MSID&quot;: &quot;Z092M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.508303780652897, 47.39379154655607, 8.508303780652897, 47.39379154655607], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.508303780652897, 47.39379154655607], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1524066&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Hardturmstr (Bernoullih\\u00e4user(Fg-Uebergang))&quot;, &quot;MSID&quot;: &quot;Z093M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.508940105690792, 47.39374337783941, 8.508940105690792, 47.39374337783941], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.508940105690792, 47.39374337783941], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1532825&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Hardturmstr (Bernoullih\\u00e4user(Fg-Uebergang))&quot;, &quot;MSID&quot;: &quot;Z093M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.551021170849818, 47.40673279229068, 8.551021170849818, 47.40673279229068], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.551021170849818, 47.40673279229068], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1541584&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;D\\u00f6rfli-/Schwamendingenstr (Schulweg)&quot;, &quot;MSID&quot;: &quot;Z095M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.551042032583728, 47.40676101592693, 8.551042032583728, 47.40676101592693], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.551042032583728, 47.40676101592693], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1550343&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;D\\u00f6rfli-/Schwamendingenstr (Schulweg)&quot;, &quot;MSID&quot;: &quot;Z095M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.596773509501578, 47.360545714489575, 8.596773509501578, 47.360545714489575], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.596773509501578, 47.360545714489575], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1559102&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Katzenschwanz-/Witikonerstr&quot;, &quot;MSID&quot;: &quot;Z096M003&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.596710957238347, 47.360518276582134, 8.596710957238347, 47.360518276582134], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.596710957238347, 47.360518276582134], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1567861&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Katzenschwanz-/Witikonerstr&quot;, &quot;MSID&quot;: &quot;Z096M004&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.534498701871692, 47.40122554565332, 8.534498701871692, 47.40122554565332], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.534498701871692, 47.40122554565332], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1576620&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Brunnenhofweg/Hofwiesenstr&quot;, &quot;MSID&quot;: &quot;Z097M001&quot;}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [8.534261426307614, 47.40116779828503, 8.534261426307614, 47.40116779828503], &quot;geometry&quot;: {&quot;coordinates&quot;: [8.534261426307614, 47.40116779828503], &quot;type&quot;: &quot;Point&quot;}, &quot;id&quot;: &quot;1585379&quot;, &quot;properties&quot;: {&quot;Kname&quot;: &quot;Brunnenhofweg/Hofwiesenstr&quot;, &quot;MSID&quot;: &quot;Z097M002&quot;}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_4f30a3a9b5a62865438d9aaa1b4018b6.bindTooltip(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;MSID&quot;, &quot;Kname&quot;];\n",
       "    let aliases = [&quot;MSID&quot;, &quot;Kname&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i]}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v])}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumtooltip&quot;, &quot;sticky&quot;: true});\n",
       "                     \n",
       "    \n",
       "            geo_json_4f30a3a9b5a62865438d9aaa1b4018b6.addTo(map_11a76c880195fce3a05cb95b41bca112);\n",
       "        \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x2760290a750>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import geopandas as gpd\n",
    "\n",
    "station, indices = np.unique(df[\"MSID\"], return_index=True)\n",
    "\n",
    "\n",
    "stations = df.iloc[indices]\n",
    "\n",
    "gdf_stations = gpd.GeoDataFrame(\n",
    "    {\n",
    "        col: stations[col]\n",
    "        for col in [\n",
    "            \"MSID\",\n",
    "            \"Kname\",\n",
    "        ]\n",
    "    },\n",
    "    geometry=gpd.points_from_xy(stations[\"EKoord\"], stations[\"NKoord\"], crs=\"LV95\"),\n",
    ")\n",
    "gdf_stations.explore()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can have a look to what one of these counters measures.\n",
    "\n",
    "If we take the first one, we could plot the measurements."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Daily sum'}, xlabel='MessungDatZeit', ylabel='Number of cars/day'>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.style.use(\"default\")\n",
    "\n",
    "\n",
    "df_counter1 = df.loc[df[\"MSID\"] == \"Z001M001\"]\n",
    "\n",
    "# Resample daily to have less noise\n",
    "df_counter1.set_index(\"MessungDatZeit\").resample(\"d\").sum().plot(\n",
    "    y=\"AnzFahrzeuge\", title=\"Daily sum\", ylabel=\"Number of cars/day\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We see here some interesting features.\n",
    "\n",
    "* Weekly cycle: During the week the traffic is higher than during weekends, which explains the \"peaking\" behaviour\n",
    "* During holidays the traffic is much lower (Feburary: 2 weeks holidays, Summer holiday in july, October: 2 weeks holidays and christmas at the end of december )\n",
    "* Rise of traffic after the COVID pandemic. Switzerland lifted the restrictions on 17th of February. Before and after that day the country was slowly going back to business, which explains the rise in the first mounths of measurements.\n",
    "* Unexplained peaks. during some period we don't know what happened. Maybe there was an event, a street blocked nearby or any other activity that explain a higher behaviour ?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Processing for emiproc\n",
    "\n",
    "If we want to convert this data to emiproc profiles, we need to find the correct data structure.\n",
    "\n",
    "All profiles are listed in the [API documentation](https://emiproc.readthedocs.io/en/master/api/profiles.html#temporal-profiles). \n",
    "Here as we have one value for each hour in the year, it would make sense to use the hour of year profile.\n",
    "\n",
    "However before we must ensure data consitency."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Data timezone consistency\n",
    "\n",
    "When working with time, we usually come across the difference between the local time and the universtal time (UTC).\n",
    "\n",
    "In our case, from teh data documentation we get that the data is in local time of zurich.\n",
    "Here we show how to add the time awareness with pandas."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "MessungDatZeit\n",
       "2022-01-01 00:00:00+01:00    166.0\n",
       "2022-01-01 01:00:00+01:00    255.0\n",
       "2022-01-01 02:00:00+01:00    168.0\n",
       "2022-01-01 03:00:00+01:00     96.0\n",
       "2022-01-01 04:00:00+01:00     63.0\n",
       "Name: AnzFahrzeuge, dtype: float64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Extract a serie with the vehicule counts and the time as index\n",
    "counts = df_counter1.set_index('MessungDatZeit')['AnzFahrzeuge']\n",
    "counts_local_time = counts.tz_localize(\"Europe/Zurich\", ambiguous=True)\n",
    "counts_local_time.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now our data is timezone aware. Note the +01:00 at the end of the timestampe, which is the UTC offset.\n",
    "\n",
    "Based on the use case, we could convert this data to UTC or keep it as it is.\n",
    "In emiproc we don't have rules, we let the user be responsible.\n",
    "\n",
    "For this example we will convert the data depending on which profile we want."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Missing values\n",
    "\n",
    "Measurement data always has some issues, usually if not to bad we can interpolate the missing values.\n",
    "\n",
    "It is good to check the data before using any algorithm that replaces missing values, so that \n",
    "you know how the replacement impacts your data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Got  8759 Expected  8760\n"
     ]
    }
   ],
   "source": [
    "from emiproc.profiles.temporal.constants import N_HOUR_YEAR\n",
    "# Count the missing values \n",
    "print(\"Got \", len(counts_local_time), \"Expected \", N_HOUR_YEAR)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "8760"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Replace the missing values by setting the data on a new axis \n",
    "axis = pd.date_range(\n",
    "    f\"{year}-01-01\", f\"{year+1}-01-01\", freq='h', inclusive='left', tz='Europe/Zurich'\n",
    ")\n",
    "len(axis)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2022-01-01 00:00:00+01:00    166.0\n",
       "2022-01-01 01:00:00+01:00    255.0\n",
       "2022-01-01 02:00:00+01:00    168.0\n",
       "2022-01-01 03:00:00+01:00     96.0\n",
       "2022-01-01 04:00:00+01:00     63.0\n",
       "                             ...  \n",
       "2022-12-31 19:00:00+01:00    212.0\n",
       "2022-12-31 20:00:00+01:00    110.0\n",
       "2022-12-31 21:00:00+01:00    103.0\n",
       "2022-12-31 22:00:00+01:00    100.0\n",
       "2022-12-31 23:00:00+01:00    170.0\n",
       "Freq: h, Name: AnzFahrzeuge, Length: 8760, dtype: float64"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Set the data on the new axis and interpolate\n",
    "# Look at pandas interpolate doc for more information\n",
    "counts_clean = counts_local_time.reindex(axis).interpolate(method='time')\n",
    "counts_clean"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Converting to ratios\n",
    "\n",
    "Now we need to convert traffic counts to ratio.\n",
    "\n",
    "Emiproc expects at each time to be given the fraction of total emissions.\n",
    "So in a profile the sum of the ratios is 1.\n",
    "\n",
    "[Learn More about Profiles](https://emiproc.readthedocs.io/en/master/profiles.html#emission-profiles)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([6.67222954e-05, 1.02495092e-04, 6.75261785e-05, ...,\n",
       "       4.13999785e-05, 4.01941538e-05, 6.83300615e-05])"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ratios = counts_clean.values / counts_clean.sum()\n",
    "ratios"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Creating Hour of Year profiles\n",
    "\n",
    "Considering that the data is given at every hour, the profile type that matches the best \n",
    "is the hour of year profile.\n",
    "\n",
    "Note that if you are working with a leap your you will have to use the \n",
    "HourOfLeapYearProfile instead."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "HourOfYearProfile(ratios=array([[6.67222954e-05, 1.02495092e-04, 6.75261785e-05, ...,\n",
       "        4.13999785e-05, 4.01941538e-05, 6.83300615e-05]]), size=8760)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from emiproc.profiles.temporal.profiles import (\n",
    "    HourOfYearProfile,\n",
    "    get_leap_year_or_normal,\n",
    ")\n",
    "from emiproc.profiles.plot import plot_profile\n",
    "\n",
    "# Use this function to get leap or normal\n",
    "profile_type = get_leap_year_or_normal(HourOfYearProfile, year=year)\n",
    "\n",
    "profile = profile_type(ratios=ratios)\n",
    "profile"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 640x480 with 1 Axes>,\n",
       " <Axes: xlabel='Hour of year', ylabel='Ratio [-]'>)"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# you can also plot the profiles thanks to emiproc\n",
    "from emiproc.profiles.plot import plot_profile\n",
    "\n",
    "plot_profile(profile)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Converting profiles \n",
    "\n",
    "Now that we have an hour of year profile, we could use it in emiproc and assign it to \n",
    "an inventory.\n",
    "\n",
    "However this profile can only be valid for the given year.\n",
    "\n",
    "If you want to simulate the profile in the future, you can make use of \n",
    "`cyclic profiles` which are repeated over time.\n",
    "\n",
    "For example a mounth of year profile, could then be repeated every year.\n",
    "\n",
    "Thanks to pandas, it is quite easy to create these profiles, see the following examples."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "dt_index: pd.DatetimeIndex = counts_clean.index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 640x480 with 1 Axes>, <Axes: ylabel='Ratio [-]'>)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a month of year profile\n",
    "from emiproc.profiles.temporal.profiles import MounthsProfile\n",
    "\n",
    "counts_per_mounth = counts_clean.groupby(dt_index.month).sum()\n",
    "\n",
    "mount_of_year_profile = MounthsProfile(counts_per_mounth.values / counts_per_mounth.sum())\n",
    "plot_profile(mount_of_year_profile)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 640x480 with 1 Axes>, <Axes: ylabel='Ratio [-]'>)"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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AJCIFVQ8iIiKiQsNTYERERKQ6LxWA+vbtCysrq4KqCxEREVGhyPdl8HlZtmxZQdWDiIiIqNDk6wjQV199hYcPH+Z7ocuXL+el8ERERFRkaSQfPZmNjY0RHx+PChUq5GuhVlZWiI2NRa1atV66gvqQkpICa2trJCcn8xQfERGRgXie/Xe+ToGJCNq0aQMTk/ydMXvw4EG+yhERERHpQ74SzbRp055roW+//fZz30CViIiIqLDk6xSY2vAUGBERkeF5nv03xwEiIiIi1WEAIiIiItVhACIiIiLVYQAiIiIi1Xnpm6G+bB/q4OBg1KhRAxYWFvDw8EB0dPQzy2/atAmOjo6wsLBAgwYNsGPHDp3n79+/jxEjRqBq1aqwtLREvXr1sHz58peqIxERERUvLxSA1qxZgwYNGsDS0hKWlpZo2LAh1q5d+9zL2bhxIwICAjBt2jTExMTA2dkZvr6+SExMzLP84cOH0bt3bwwaNAgnT55E586d0blzZ5w5c0YpExAQgPDwcKxbtw7nzp3D6NGjMWLECPzyyy8v0lQiIiIqhp77MvgFCxZgypQpGDFiBN544w0AwKFDhxAcHIxZs2ZhzJgx+V6Wh4cHmjRpgiVLlgAAtFot7O3tMXLkSEyYMOGJ8v7+/khNTUVYWJgyrWnTpnBxcVGO8jg5OcHf3x9TpkxRyri6uqJDhw6YNWtWvurFy+CJiIgMzyu9DH7x4sVYtmwZvvzyS3Tq1AmdOnXCnDlzsHTpUnz11Vf5Xk5GRgZOnDgBHx+ffytjZAQfHx9ERUXlOU9UVJROeQDw9fXVKe/l5YVffvkF169fh4hg7969uHjxItq1a/fUuqSnpyMlJUXnQURERMXXcwegmzdvwsvL64npXl5euHnzZr6Xc+vWLWRlZcHW1lZnuq2tLeLj4/OcJz4+/j/LL168GPXq1UPVqlVhZmaG9u3bIzg4GC1atHhqXQIDA2Ftba087O3t890OIiIiMjzPHYBq166NH3/88YnpGzduhIODQ4FU6mUsXrwYR44cwS+//IITJ05g/vz5GD58OHbv3v3UeSZOnIjk5GTlce3atUKsMRERERW2/N3dNJfp06fD398fBw4cUPoA/fbbb4iMjMwzGD2NjY0NjI2NkZCQoDM9ISEBdnZ2ec5jZ2f3zPIPHjzApEmT8PPPP8PPzw8A0LBhQ8TGxmLevHlPnD7LYW5uDnNz83zXnYiIiAzbcx8B6tatG44ePQobGxuEhoYiNDQUNjY2iI6ORpcuXfK9HDMzM7i6uiIyMlKZptVqERkZCU9Pzzzn8fT01CkPABEREUr5zMxMZGZmwshIt1nGxsbQarX5rhsREREVb899BAjIvqpq3bp1L/3iAQEBGDBgANzc3ODu7o6goCCkpqZi4MCBAID+/fujSpUqCAwMBACMGjUK3t7emD9/Pvz8/BASEoLjx49jxYoVAAArKyt4e3tj3LhxsLS0RPXq1bF//36sWbMGCxYseOn6EhERUfGQrwCUkpKiXE72X1dIPc9l4/7+/khKSsLUqVMRHx8PFxcXhIeHKx2d4+LidI7meHl5Yf369Zg8eTImTZoEBwcHhIaGwsnJSSkTEhKCiRMnok+fPrh9+zaqV6+Ozz//HEOHDs13vYiIiKh4y9c4QMbGxrh58yYqVqwIIyMjaDSaJ8qICDQaDbKysl5JRQsTxwEiIiIyPM+z/87XEaA9e/agXLlyAIC9e/e+fA2JiIiI9ChfAcjb21v5f82aNWFvb//EUSAR4eXjREREZBCe+yqwmjVrIikp6Ynpt2/fRs2aNQukUkRERESv0nMHoJy+Po+7f/8+LCwsCqRSRERERK9Svi+DDwgIAABoNBpMmTIFJUqUUJ7LysrC0aNH4eLiUuAVJCIiIipo+Q5AJ0+eBJB9BOh///sfzMzMlOfMzMzg7OyMsWPHFnwNiYiIiApYvgNQztVfAwcOxKJFi3h5OBERERms5x4J+rvvvnsV9SAiIiIqNC90K4zjx4/jxx9/RFxcHDIyMnSe++mnnwqkYkRERESvynNfBRYSEgIvLy+cO3cOP//8MzIzM3H27Fns2bMH1tbWr6KORERERAXquQPQF198gYULF2Lbtm0wMzPDokWLcP78efTs2RPVqlV7FXUkIiIiKlDPHYD+/PNP+Pn5Aci++is1NRUajQZjxoxR7spOREREVJQ9dwAqW7Ys7t27BwCoUqUKzpw5AwC4e/cu0tLSCrZ2RERERK/Ac3eCbtGiBSIiItCgQQP06NEDo0aNwp49exAREYE2bdq8ijoSERERFajnDkBLlizBw4cPAQCffvopTE1NcfjwYXTr1g2TJ08u8AoSERERFTSNiEhBLezBgwewtLQsqMXpTUpKCqytrZGcnMwBH4mIiAzE8+y/n7sPUF7S09OxYMEC3g2eiIiIDEK+A1B6ejomTpwINzc3eHl5ITQ0FED2yNA1a9bEwoULMWbMmFdVTyIiIqICk+8+QFOnTsXXX38NHx8fHD58GD169MDAgQNx5MgRLFiwAD169ICxsfGrrCsRERFRgch3ANq0aRPWrFmDTp064cyZM2jYsCEePXqEU6dOQaPRvMo6EhERERWofJ8C+/vvv+Hq6goAcHJygrm5OcaMGcPwQ0RERAYn3wEoKysLZmZmyt8mJiYoVarUK6kUERER0auU71NgIoJ3330X5ubmAICHDx9i6NChKFmypE453g2eiIiIirp8B6ABAwbo/N23b98CrwwRERFRYch3APruu+9eZT2IiIiICk2BDIRIREREZEgYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh19B6AgoODUaNGDVhYWMDDwwPR0dHPLL9p0yY4OjrCwsICDRo0wI4dO54oc+7cOXTq1AnW1tYoWbIkmjRpgri4uFfVBCIiIjIweg1AGzduREBAAKZNm4aYmBg4OzvD19cXiYmJeZY/fPgwevfujUGDBuHkyZPo3LkzOnfujDNnzihl/vzzTzRr1gyOjo7Yt28fTp8+jSlTpsDCwqKwmkVERERFnEZERF8v7uHhgSZNmmDJkiUAAK1WC3t7e4wcORITJkx4ory/vz9SU1MRFhamTGvatClcXFywfPlyAECvXr1gamqKtWvXvnC9UlJSYG1tjeTkZFhZWb3wcoiIiKjwPM/+W29HgDIyMnDixAn4+Pj8WxkjI/j4+CAqKirPeaKionTKA4Cvr69SXqvVYvv27Xj99dfh6+uLihUrwsPDA6Ghoc+sS3p6OlJSUnQeREREVHzpLQDdunULWVlZsLW11Zlua2uL+Pj4POeJj49/ZvnExETcv38fs2fPRvv27fHrr7+iS5cu6Nq1K/bv3//UugQGBsLa2lp52Nvbv2TriIiIqCjTeyfogqTVagEAb7/9NsaMGQMXFxdMmDABb775pnKKLC8TJ05EcnKy8rh27VphVZmIiIj0wERfL2xjYwNjY2MkJCToTE9ISICdnV2e89jZ2T2zvI2NDUxMTFCvXj2dMnXr1sWhQ4eeWhdzc3OYm5u/SDOIiIjIAOntCJCZmRlcXV0RGRmpTNNqtYiMjISnp2ee83h6euqUB4CIiAilvJmZGZo0aYILFy7olLl48SKqV69ewC0gIiIiQ6W3I0AAEBAQgAEDBsDNzQ3u7u4ICgpCamoqBg4cCADo378/qlSpgsDAQADAqFGj4O3tjfnz58PPzw8hISE4fvw4VqxYoSxz3Lhx8Pf3R4sWLdCqVSuEh4dj27Zt2Ldvnz6aSEREREWQXgOQv78/kpKSMHXqVMTHx8PFxQXh4eFKR+e4uDgYGf17kMrLywvr16/H5MmTMWnSJDg4OCA0NBROTk5KmS5dumD58uUIDAzERx99hDp16mDLli1o1qxZobePiIiIiia9jgNUVHEcICIiIsNjEOMAEREREekLAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqQ4DEBEREakOAxARERGpDgMQERERqU6RCEDBwcGoUaMGLCws4OHhgejo6GeW37RpExwdHWFhYYEGDRpgx44dTy07dOhQaDQaBAUFFXCtiYiIyFDpPQBt3LgRAQEBmDZtGmJiYuDs7AxfX18kJibmWf7w4cPo3bs3Bg0ahJMnT6Jz587o3Lkzzpw580TZn3/+GUeOHEHlypVfdTOIiIjIgOg9AC1YsADvv/8+Bg4ciHr16mH58uUoUaIEVq1alWf5RYsWoX379hg3bhzq1q2LmTNnonHjxliyZIlOuevXr2PkyJH44YcfYGpqWhhNISIiIgOh1wCUkZGBEydOwMfHR5lmZGQEHx8fREVF5TlPVFSUTnkA8PX11Smv1WrRr18/jBs3DvXr1//PeqSnpyMlJUXnQURERMWXXgPQrVu3kJWVBVtbW53ptra2iI+Pz3Oe+Pj4/yz/5ZdfwsTEBB999FG+6hEYGAhra2vlYW9v/5wtISIiIkOi91NgBe3EiRNYtGgRVq9eDY1Gk695Jk6ciOTkZOVx7dq1V1xLIiIi0ie9BiAbGxsYGxsjISFBZ3pCQgLs7OzynMfOzu6Z5Q8ePIjExERUq1YNJiYmMDExwdWrV/Hxxx+jRo0aeS7T3NwcVlZWOg8iIiIqvvQagMzMzODq6orIyEhlmlarRWRkJDw9PfOcx9PTU6c8AERERCjl+/Xrh9OnTyM2NlZ5VK5cGePGjcOuXbteXWOIiIjIYJjouwIBAQEYMGAA3Nzc4O7ujqCgIKSmpmLgwIEAgP79+6NKlSoIDAwEAIwaNQre3t6YP38+/Pz8EBISguPHj2PFihUAgPLly6N8+fI6r2Fqago7OzvUqVOncBtHRERERZLeA5C/vz+SkpIwdepUxMfHw8XFBeHh4UpH57i4OBgZ/XugysvLC+vXr8fkyZMxadIkODg4IDQ0FE5OTvpqAhERERkYjYiIvitR1KSkpMDa2hrJycnsD0RERGQgnmf/XeyuAiMiIiL6LwxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDoMQERERKQ6DEBERESkOgxAREREpDpFIgAFBwejRo0asLCwgIeHB6Kjo59ZftOmTXB0dISFhQUaNGiAHTt2KM9lZmZi/PjxaNCgAUqWLInKlSujf//+uHHjxqtuBhERERkIvQegjRs3IiAgANOmTUNMTAycnZ3h6+uLxMTEPMsfPnwYvXv3xqBBg3Dy5El07twZnTt3xpkzZwAAaWlpiImJwZQpUxATE4OffvoJFy5cQKdOnQqzWURERFSEaURE9FkBDw8PNGnSBEuWLAEAaLVa2NvbY+TIkZgwYcIT5f39/ZGamoqwsDBlWtOmTeHi4oLly5fn+RrHjh2Du7s7rl69imrVqv1nnVJSUmBtbY3k5GRYWVm9YMuIiIioMD3P/luvR4AyMjJw4sQJ+Pj4KNOMjIzg4+ODqKioPOeJiorSKQ8Avr6+Ty0PAMnJydBoNChTpkyB1JuIiIgMm4k+X/zWrVvIysqCra2tznRbW1ucP38+z3ni4+PzLB8fH59n+YcPH2L8+PHo3bv3U9Ngeno60tPTlb9TUlKepxlERERkYPTeB+hVyszMRM+ePSEiWLZs2VPLBQYGwtraWnnY29sXYi2JiIiosOk1ANnY2MDY2BgJCQk60xMSEmBnZ5fnPHZ2dvkqnxN+rl69ioiIiGeeC5w4cSKSk5OVx7Vr116wRURERGQI9BqAzMzM4OrqisjISGWaVqtFZGQkPD0985zH09NTpzwARERE6JTPCT+XLl3C7t27Ub58+WfWw9zcHFZWVjoPIiIiKr702gcIAAICAjBgwAC4ubnB3d0dQUFBSE1NxcCBAwEA/fv3R5UqVRAYGAgAGDVqFLy9vTF//nz4+fkhJCQEx48fx4oVKwBkh5/u3bsjJiYGYWFhyMrKUvoHlStXDmZmZvppKBERERUZeg9A/v7+SEpKwtSpUxEfHw8XFxeEh4crHZ3j4uJgZPTvgSovLy+sX78ekydPxqRJk+Dg4IDQ0FA4OTkBAK5fv45ffvkFAODi4qLzWnv37kXLli0LpV1ERERUdOl9HKCiiOMAERERGR6DGQeIiIiISB8YgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdRiAiIiISHUYgIiIiEh1GICIiIhIdYpEAAoODkaNGjVgYWEBDw8PREdHP7P8pk2b4OjoCAsLCzRo0AA7duzQeV5EMHXqVFSqVAmWlpbw8fHBpUuXXmUTiIiIyIDoPQBt3LgRAQEBmDZtGmJiYuDs7AxfX18kJibmWf7w4cPo3bs3Bg0ahJMnT6Jz587o3Lkzzpw5o5SZM2cOvvrqKyxfvhxHjx5FyZIl4evri4cPHxZWs4iIiKgI04iI6LMCHh4eaNKkCZYsWQIA0Gq1sLe3x8iRIzFhwoQnyvv7+yM1NRVhYWHKtKZNm8LFxQXLly+HiKBy5cr4+OOPMXbsWABAcnIybG1tsXr1avTq1es/65SSkgJra2skJyfDysqqgFpKREREr9Lz7L9NCqlOecrIyMCJEycwceJEZZqRkRF8fHwQFRWV5zxRUVEICAjQmebr64vQ0FAAwF9//YX4+Hj4+Pgoz1tbW8PDwwNRUVF5BqD09HSkp6crfycnJwPIXpFERERkGHL22/k5tqPXAHTr1i1kZWXB1tZWZ7qtrS3Onz+f5zzx8fF5lo+Pj1eez5n2tDKPCwwMxPTp05+Ybm9vn7+GEBERUZFx7949WFtbP7OMXgNQUTFx4kSdo0parRa3b99G+fLlodFoCvS1UlJSYG9vj2vXrqny9Brbr+72A1wHam8/wHXA9r+69osI7t27h8qVK/9nWb0GIBsbGxgbGyMhIUFnekJCAuzs7PKcx87O7pnlc/5NSEhApUqVdMq4uLjkuUxzc3OYm5vrTCtTpszzNOW5WVlZqXLDz8H2q7v9ANeB2tsPcB2w/a+m/f915CeHXq8CMzMzg6urKyIjI5VpWq0WkZGR8PT0zHMeT09PnfIAEBERoZSvWbMm7OzsdMqkpKTg6NGjT10mERERqYveT4EFBARgwIABcHNzg7u7O4KCgpCamoqBAwcCAPr3748qVaogMDAQADBq1Ch4e3tj/vz58PPzQ0hICI4fP44VK1YAADQaDUaPHo1Zs2bBwcEBNWvWxJQpU1C5cmV07txZX80kIiKiIkTvAcjf3x9JSUmYOnUq4uPj4eLigvDwcKUTc1xcHIyM/j1Q5eXlhfXr12Py5MmYNGkSHBwcEBoaCicnJ6XMJ598gtTUVAwZMgR3795Fs2bNEB4eDgsLi0Jv3+PMzc0xbdq0J065qQXbr+72A1wHam8/wHXA9heN9ut9HCAiIiKiwqb3kaCJiIiIChsDEBEREakOAxARERGpDgMQERERqQ4DEBmM3P312XefiIheBgMQGYzctyXRaDQMQY/RarUA1BEOH29jTtuJijM1fLYLEwOQAeCX+7+Cg4Px7rvvAkCB36fN0OWMl3X58mU91+TVy3nv582bhzNnzsDIyKjY7RwY8p4u97pR03rJ2e6fdmNvej4MQAYgZ8f266+/IjExsdh90efXo0ePcOfOHVy5cgUpKSn6rk6RtHPnTjRr1gxXrlzRd1VeubS0NISGhuKrr75CVlZWsQvEOe1Zs2bNEwPCql3Oulm0aBGio6MBqCcILV68GBMmTADAI0Ivi58oA6DVanHmzBm0b98ely5dUu3pHxMTE3Tv3h3Hjx/Hpk2b9F2dIqlkyZIoW7Ys/v77bwDFe6dQokQJdOzYETExMUhNTQVQ/HYIf/zxB2bPno19+/YBALKysvRboSJm7dq1+PzzzwFANQGxYsWKWL9+PWJjY4td6C9s6thiDJyRkRGcnJzQs2dPzJ49G/fv31fthu/o6IiPP/4Y69atw82bN/VdHb3KK9y0aNECderUwdixYwEUn53C04LcmDFjkJiYiDlz5gAofqdFa9eujbp162LVqlUAAGNjYz3XqGjI2R4mTJiAxMREnD59GkDxC8CPX/ih1WrRtm1btGvXDtu2bQNQvH/kvGrF49uxmHl8g87MzAQAvPnmm7h+/Tpu3LiRZ7niaObMmRg7dix27dqlTGvZsiUuX76Mv/76C4A61kNecsLN/fv3daZPmDABjx49Qnh4OIDisVPIaeu6deuwe/dupKWlAQAsLS0xfPhwHDlyBElJSfqs4kt7fDvOOdrz+eef49q1a9iwYYM+qlUkPL4N52wPLVq0wK1bt5QjwsUtAOe05969e9BoNDAyMkK5cuXg7OyMlStX4uHDh8Wy/1thYQAqgnI+3Hv37sU///wDU1NTAEDfvn2Rnp6uqkO+NjY2+O233zB69Gj4+flh7969aNWqFTp06IDx48cjKytLFevhab755hvUqlULU6dOVX4FOzk5wdLSEps3bwZQfHYK9+/fx8yZMzFx4kR4enoiIiIC8fHxGDBgAI4dO4b9+/fru4ovJWc7/uWXX3D//n0lANnY2KBBgwY4cOAAgOIRaJ9Xzja8ceNGLF26VJlesWJFTJ48GRs3blS2/+Jm9erVaNeuHcLCwpSQ//nnn6N8+fLKvqC4fMYLm3r3HEXc3r17MXz4cDg5OeHbb7/F0aNHAQDTp0/HpUuXcPLkST3XsODldSTnww8/RGhoKNasWYPMzExMmDABLi4uMDc3x507d3DixImnzqsGPXr0wHvvvYfTp0+jadOmGDNmDE6fPo25c+di+/btOHTokL6r+MIef09LlSqF2NhYLF26FG5ubvjoo4/w1ltvISwsDJ06dcLixYvxzz//6Km2BePSpUvo3bs3WrRogeHDh+P8+fOwsbFBQEAAVq9ejUOHDql2Z3fr1i2sWrUKc+fORaNGjbB8+XL89ddf8PPzg7W1tRKAils/KSMjIzg7O6Nfv3549913MX36dKSkpKBFixa4fPlysWtvYeLd4IsIEdH5Ynv06BGuXLmCNWvWICIiAomJiejRowecnZ0xefJkTJs2Df3799djjQuWVqtVfgHv3r0bN2/ehJWVFby9vVGmTBmlXExMDLZs2YI1a9bg+vXrGD58OBYvXqynWheu3Ovocffu3cOuXbvwww8/4NSpU7C2tkZiYiJGjx6NcePGISsry6D6j+Ru6++//w4zMzOICBwcHJQyR48excmTJzFjxgxoNBrcvn0b+/fvh7u7+zPXVVHy+OceyL66bdmyZThw4AAiIyMxcOBAuLm54eDBgyhfvjwCAwMBFP8jwHm9h8nJycjKysKECRNw5coVxMTEYOHChQgODkZ6ejoOHz4MS0tLPdX45T1ruz1y5AgOHDiARYsWoVGjRtBoNNi+fTs2btyIHj16FHJNiwcGoCIg90b/4MEDpKamwsbGRnn+0qVLOH/+PCZNmoT69evjxx9/RM2aNbFnzx5Ur15dX9UuMLl3AhMmTMDmzZthbGwMW1tbGBkZYfPmzTrrA8heJ9u3b0dwcDBCQkLg6uqqj6oXmtzbyPfff4+jR4+iZMmScHV1Ra9evZRyd+/eRWJiImbNmoXDhw8jLS0NsbGxqFixor6q/txybw+fffYZNm/ejLS0NJibm2PatGk67QWAmzdvIioqCrNnz0bZsmV1+osVZbnf04SEBJiamsLExARWVlbKOli3bh0OHz6MLVu2ICkpCdWqVcPp06d1yhRHudfNmTNnkJmZCVtbW1SuXFkpk5CQgJCQEGzduhU3b97EhQsXEBISgp49exrkusnd5i1btiA+Ph4ZGRno378/ypYtqzyXmpqKxYsX4+LFi1i9ejXefvttrF69GlZWVgbXZr0T0qusrCzl/4GBgeLj4yPVqlWTsWPHypkzZ3TKJiUlyZ49e+SDDz6QcuXKyaZNm0RE5NGjR4Va51dl3rx5UqlSJYmKihIRkS+++EI0Go00aNBA4uPjRUQkPT1dKf/HH3+Io6Oj/Pjjj3qpb2HRarXK/z/55BOpXLmy9O/fX/r37y9Vq1aVhQsXKs9nZmYq/4+JiZEWLVooz+deTlGVu47Tpk2TihUryq5du+T8+fPSu3dv0Wg08s033yhlcm/74eHh0rBhQ7lw4UKh1vlF5P7cz5w5U1q0aCFVq1aVwYMHS0REhE7Z9PR0+fPPP2XcuHFSs2ZNGT9+fGFXt1Dl3gamTJkitWrVklq1aknp0qVlzZo18s8//+iUj4uLk6NHj4qzs7N06NChsKtb4MaPHy+2trbSrl07sbW1ldatW8vOnTt1tpkc33zzjZQtW1ZOnz6th5oaPgYgPXl8Z/Tpp5+KnZ2dLFy4UEJDQ6VMmTLSq1cvOXToUJ7z9+vXT9zd3Qujqq/EsmXL5O+//1b+jouLk86dOyuhbseOHVKqVCkZN26cNGrUSFxcXCQpKUlEdHfyXl5e8umnn4qIYezgn8fjwfbbb7+VWrVqyZEjR0REZO3atWJqairm5uYyffp0pVxOSNRqtdKrVy955513Cq/SLygqKkon3B4/fly8vb0lMjJSRETCwsKkTJky0qFDB9FoNPLtt98qZXPe9/j4eLGzs5MDBw4UbuVfwuTJk6V8+fISEhIiISEh0qZNG6lbt66EhYUpZTIyMkRE5MGDBzJ58mRp166dzmegOMm9zU+fPl0qVaoku3btEq1WK++8846UKVNG5s+fL8nJyUq5nPf/7NmzYmtrKwcPHiz0er+M3MEmKChI7O3t5cSJEyIisnnzZtFoNNKsWTPZsWOHUjb3emrVqpWMGTOmcCtdTDAA6cHdu3dF5N+NeMeOHVKnTh357bffREQkOjpaTExMpEKFCtK2bVtlhyfy785t79694urqKjdv3izk2r+82NhY0Wg08sEHH+jUPywsTK5evSrHjx+XatWqybJly0Qk+4tQo9FIxYoVdX79bd26VSpUqCBnz54t9Da8agMGDJAtW7YoO7qMjAyZOnWqzJkzR0REfvnlF7G2tpa5c+fK5MmTxcjISOdIUM5OYcSIEdK6dWt58OBBkQ2IM2bMEHt7e9myZYuys7969arMnj1bMjMzJTIyUipVqiTLli2Te/fuSZs2bUSj0ciiRYt0lrN27VqxtLSUv/76Sw+t+G+3b9/W+Ts8PFzq16+vfL53794tFhYW0rRpU3F0dJTw8HClbM52EBsbKxUqVJBz584VXsULQWhoqM7fZ8+eFR8fH9m2bZvyfNmyZeWtt94SjUYj8+fP11mfWq1Wbt++LfXq1ZM9e/YUat1f1Lhx4+To0aMikl3/O3fuyLhx42TlypUikh1+ypQpI3PnzpWGDRtKw4YNJSwsTNlv5HyeW7VqJePGjdNPIwwcA1Ah+/TTT6Vx48bKKZ3MzEw5dOiQBAcHi4jIzp07pWzZsvLDDz/IuXPnxMzMTHr27Cm7d+/WWc7IkSPFzs5O7ty5U9hNeCk5H9qIiAgxNTWVIUOGSFxcnE6ZuXPnSrdu3SQtLU1ERL777jvx9/eX8ePH6/zyuXz5cpHd2b2s5s2bS8WKFWXHjh1K6L1z545cunRJ4uLipG7dujJ//nwRETl48KCUKFFCNBqNfP3118oyTp06JU2aNJGTJ0/qown5lpaWJu3btxc3NzfZtGmTPHz4UERE+ZX/7rvvyrBhw5QQ8P7770vjxo2lWbNmyvak1Wplw4YN8vvvv+unEf9h2LBhUqdOHblx44Yy7cKFCzJ27FgRyf4RZGNjIytXrpRjx45J9erVxcHBQTkimmP27NlSpUoVSUhIKNT6v0orVqyQWrVqydy5c5VpV69elVWrVklGRoYcOHBAKleuLIsXLxYRke7du0u5cuVkxowZcv/+fWWeH374QTQajVy+fLnQ2/C8Tp8+LV5eXjqfz4yMDDl06JAkJibKmTNnxMHBQYKCgkQkOyybmpqKs7OzclZAq9XKqVOnRKPRSGxsrL6aYtAYgArZ6tWrxdvbW9q3b68c/bh9+7bcvHlTkpOTxdvbW2bNmiUi2R8IJycnMTIykokTJyrL0Gq1MmnSJOXXgyHJfeh+x44dYmRkJOPGjZNr164p0wMCAsTe3l4ePHggGRkZ0qVLF51TPMX18L+I7uHwLl26iI2NjWzfvl1SU1OV6Tt37hQnJydlJ3jixAnp27ev/Pzzz0+cNnu8v0RR8+DBAxHJbrevr6+88cYb8uOPPypHglJSUsTZ2VnZ/tPS0qRr166yY8cOZRl59Y0oai5evCgODg7SokULuX79ujI9JSVFMjIypGPHjjJ16lRlert27cTR0VH69esnIv/+cBg/fnyRD7TP68qVKzJ8+HBp2rSpBAYGKtNztt33339f3nvvPcnIyBCtVivDhg2Thg0byhtvvKETgKOjow3qyFhkZKS89dZb4urqqpzyytnuV61aJZ6ensoP5R9//FH69u0rQ4cOfeIznpiYWLgVL0YYgPRg8+bN0qFDB2nbtq3OxpuQkCANGjSQH374QUSyvxyHDh0qe/fuLRYdnR/v4Dpr1iwpX768aDQa+fDDD5UdQ1RUlDRu3FgqVaokzs7OUrduXSX0FNXTOAUl9848LS1NGjduLE5OTrJ9+3bly/HAgQNiaWkpK1eulPj4eOnYsaP0799fWTeZmZkGEQpy13H79u3yxRdfiKmpqTg5OclPP/2ktHfy5Mliamoqw4cPF3d3d2nUqNETpwGKspxt98qVK1KnTh1p3bq1TuBPSkqS6tWrK0c4/vnnH/H395dNmzYp7TOE9/NF5LzH//zzj4wePVqaNWumcyo3LS1NWrZsKR999JEyrUuXLnLq1Cmd8GNIctosIrJp0yZp3769uLu7Kxe9aLVamT17ttStW1diYmLk9u3b0qlTJ+X0t0jxufBF3xiACknuL7AdO3bIqFGjxMzMTDp16qSEoCtXrkjNmjWlf//+snLlSmnfvr14eHgoH/DistHPnj1bypYtK7t375aIiAhZtmyZGBsby5AhQyQpKUmysrIkKipKZs2aJYGBgcoOpLi0Pz9Gjx4tHTt2lNatW0vZsmWlUqVKSghKTk6WMWPGiIWFhdSsWVNcXFyUL1VD2xmIiEyaNEnKly8vS5YskS+//FKcnJykbt26smXLFnn06JH8888/8tlnn0m7du2UIwEihrE95P7c//rrr7Jo0SLRaDTi5+enXARw79496dWrlzRv3lwWLFggPj4+4uXlpcxbXMNP7m1106ZN8sEHH0iFChWkUqVKOv27Pv30UzEzM5O+fftK48aNpV69egb7gyh3fWfNmiWdO3cWFxcX0Wg0OqfDrl69KlWrVpVq1apJtWrVxNnZWSc4UcFgACpko0ePlnr16snIkSOlTZs2UrlyZfH19VVOh/3666/i4OAgjRo1ktatWxv0ji0vWVlZ0rFjR6XvQ46tW7eKkZGRjBgxIs+O3Yawsysoq1evFmtra4mJiZH4+HhJSEiQjh07io2NjXJ1UHJyspw4cUK2b9+urBtDPDX4119/SY0aNXSGMnjw4IE0a9ZMXnvtNQkNDVXaldMnTMTw2vrJJ59I1apVZfr06fLOO++Ira2tNG/eXOkTFB4eLv7+/uLk5CRvvfWW8rkvruEnt0mTJomNjY0sXbpUvv76a/Hy8pJGjRrJ7NmzlTKfffaZ+Pv7ywcffGBQAfhpFi9eLKVKlZLdu3fLlStX5Ntvv5XWrVuLm5ubHD9+XESyr4xdtWqVrF69WtneDW27L+oYgArRoUOHpFKlSjqX6X777bfi6ekpvr6+yvneGzduSFJSks4pDUP1eHBLS0uTpk2byujRo0Uk+0ssp33Dhw8XY2NjGTBgQLHq5Pm8AgMDpWXLlpKZmamz/tq2bSvVq1eX7du3K31nchjKzuDx7eH69etSq1Yt5SqgnA7QqampUrVqVfHy8pLvv/9e59dvUf8xkPtyfpF/r9zauXOnzrSaNWtKs2bNlM/9w4cP5c6dO8Xic/8sud+/v//+W+rWrSsbNmxQpl29elUGDRokderUka+++kqZnrNtiBj2unn06JH07dtXhgwZojM9LCxMXFxcxMPDQ06dOpXnfFSwivdY6kXMvXv38ODBA1SpUkWZ1q9fP/Ts2RMHDhzABx98gBs3bqBSpUqwsbGBRqOBVquFiYmJHmv94rRarTIy6dmzZ5GRkQFLS0t07doV3333HaKjo2FsbKyMcGpra4vWrVvj8uXLT4z8XFzldQ+ztLQ0XLlyBSYmJtBoNHj48CEAYPTo0YiLi0P37t0RExOjM48h3OYi9/Zw9+5dAEDZsmVhbm6Obdu2AQDMzc2RmZkJc3NzODg44NSpU/jtt9+UGwIDRfvGj61atUJERITOtAcPHgAAHB0dAWSPdO3s7Iy1a9fixIkTGDZsGOLi4mBubo4yZcoY/Of+WXJvA9evX0fp0qXx6NEj3Lp1C0D2uqlWrRo+//xzZGRkICgoCFOnTgWQvW3kMOR1Y2xsjNKlS+PSpUtIT09Xpvv5+aFDhw6Ijo5Gp06dcP78+Sfmo4LFAPSKSK47jOT8v2rVqqhatSqOHz+u7PhMTU0xcOBA2Nvb47fffsOXX36psxxDvd9P7mHdp02bhoCAAGzbtg0igq5du8LX1xfvvfcejhw5AiMjI6SlpSE6OhqjRo3CgQMHYGRkVOxvcJp7He3atUu5sevgwYMhIhgyZAgAwMLCAgBQsmRJfPzxxxgxYgQ8PDz0U+kXlLut8+fPx9ixY/HHH3/A0tIS8+bNw/r16zFlyhQA2Z8JjUaDatWq4ddff8WyZcv0WfXn0rZtW/j4+AD496acdevWhYjgxx9/BPBvgHvttddQvXp1/Pzzz/jiiy90lmOon/v/ktOujz/+GOPGjUN8fDyqVKmCkydPIjU1FUD296WtrS08PDxQqlQppKSk6HyfGpKnfYc1bNgQ169fx65du5QfOEB2SO7QoQOGDBmic987ekX0duypGMt93j4jI0M5XZGWliY+Pj7StGlTncEN4+LipGvXrrJx48Zid85/woQJYmNjI+Hh4TqntU6ePCn+/v5iYmIirq6uUrt2bVVd7ZW7fePHj5d69erJ8uXL5c6dO5KWliZff/211KlTR9555x25evWqnD59Wtq3by8jRoxQ5jPEQ+Jjx44VW1tbWbt2rfz5558iInL//n0JDg4Wc3Nzadu2rbz//vvi5eUljo6OeY58WxQ9/rn9/PPPZeXKlXLv3j0Rye7I6+rqqjOCdUpKigwYMEBiY2OLfPsK0u+//y4NGjRQBn6NiIgQIyMjmTRpkty6dUtEsk939ejRQ77//nuDvdor9zbx888/S0hIiPzyyy/KtDfffFNq164ta9eulStXrsidO3fk7bfflilTphS7C1+KKgagV+iLL74QX19f8fHxkY0bN4pI9ijQDRo0kCZNmsikSZNkw4YN0qpVK2nfvn2xu+rjt99+k9q1a0t0dLSIZO/oLl++LCEhIcoX3U8//SRz5syRRYsWqfJqrxkzZkiFChXkwIEDOv1cMjMzJSQkRBwcHMTKykrs7e3F1dXVoK8ECQkJkSpVqsixY8eUaenp6col4ceOHZMePXpIz549da72MoTPQ+46ZmVlyUcffSRGRkaybt06ERH5888/5f333xcHBwcZPHiwLFmyRLy9vcXV1dVgQl5B+OKLL2TAgAEyYMAAnW1548aNYmZmJm3btpUuXbqIp6en1K9fX1knhrAN5JY7rI0dO1asrKzE0dFRTE1NdS7p79mzpzRo0EDKlCkjdevWFUdHR9X8CCwKGIAK0OM3Nq1QoYJ8/PHH0qNHD9FoNMpVDcnJyTJ06FBp2rSp1K9fX3x9fQ3qyz6/oqOjpVq1ahIbGyu///67BAQEyGuvvSaVKlWSihUr5tnRWQ07gRzXr18Xd3d32bJli/L3vn37ZPjw4TojOu/du1eOHj1qcFd7Pb4tL1myRJo3by4iImfOnJF58+aJo6OjWFtbK4MAPv6lbwhtzV3njz/+WAYOHCgi2bchMTc3lzVr1oiIyLVr12TlypVSv359adasmbz55pvF8nOfW15HxjQajTg5OSk/gnLW39GjR2XChAnSp08f+eijj4rFusn5jJ86dUri4uJk8+bNUqJECXnvvfeUMkePHpUNGzbIhg0blM+4mr4H9YkB6BW4cOGCLFiwQLl9RWZmpnz11VdiZGSkjHT66NEjefDggdy8ebNYXPWR15fUxYsXpVWrVlK/fn2xsrKSIUOGyNq1a+XatWtSrVo1WbFihR5qWnSkpqaKu7u7BAQESGRkpPj7+4ubm5u0bNlSNBqNfPbZZ0/MY4hfjBMmTJA5c+bI1q1bxc7OTrp06SKvv/669OnTR+bNmycrVqwQjUajDASXwxB+Aece1XnPnj3i4uKicwPjYcOGKSEo9xHe3FfxGfLnPr/i4uKU9i9btkz5Qfhfp7cMed188cUX0q1bN3nvvfd0rgwMCwuTkiVLyuDBg/OczxA/44aKAaiA7dmzRzQajVSoUOGJ+3ctXrxYjI2NdUb0zGHIv3Jy1/3w4cMSGhoqhw4dkocPH8pff/0lq1atkl27dim3c0hOThY3N7cnboBYnOX1/mZmZsq0adPE1dVVTExM5OOPP1a2mffee0+GDRtW2NUsELnbunXrVqlVq5YcO3ZM4uPjZdWqVdKpUyf59ttv5cqVKyKS3SfE09NT/vjjD31V+YUsWrRIqlWrJllZWfLTTz/Ju+++K8OHDxcR0Qk4w4YNE0tLS1m3bp3SJyiHIYS8l/XNN9+Ig4OD7N27V9k25s2bJ0ZGRk/c0Db3tmNo6+bxui9cuFAsLS3F1dX1ibJhYWFiZWUlPXv2LMwq0mMYgArY7du3Zfr06WJqaqrc4DT3Bzk4OFg0Go1yu4vi5JNPPpE6deqIg4ODtGzZUho1aqSMdiuS3d8jLi5O/Pz8pEmTJqr5pZP7i3H9+vUyadIkmTp1qkRERIhI9rhPj9/RvlmzZjJlypRCrWdB27Vrl3zwwQcyc+ZMnem5D/Pfv39f/Pz8pFWrVgb1I2D58uVibm6ujF/j4+MjlpaW0qpVK6VM7l/9I0aMEI1Go3OHd7W4c+eOODk5iaenp+zfv18nBBkbG+uM9VMc5Azk+vDhQ/n222/FxMREpk2b9kS5zZs3S5s2bQxquy9uGIBewtM23Pv378snn3wiRkZGEhIS8sTzW7ZsMehDu3kJDg6WChUqSFRUlIiIzJw5UzQajXLVQ0ZGhgQHB0v79u2ladOmxWI01+c1btw4qVy5sgwYMED69u0rVlZW8sUXXyjP379/X2JiYsTX11caNmxocNtI7vtWXbp0SerWrSuWlpY6nT5zPjOpqamyYcMGJSgbUn+PFStWiJmZmfz888/KtJSUFOnSpYvUrVtXlixZoqyL3CFo3rx5BveePq+nvX/Jycni4uIi7u7uOiFo/vz5otFodEYCN2Rr1qwRa2tr5cKPR48eydKlS8XY2FhmzJjx1PkMYbsvjhiAXlDuDXbDhg0yZ84cmTp1qpw6dUr50hs7dqxOCDLEDp758ejRIxk8eLDSyXvr1q1SqlQpWblypYhk7+wyMzMlOjpaVq5caXCdeQtCWFiYVKtWTQmIa9euFQsLC1m1apVSZsOGDdKlSxdp166dQQfEnO189+7d4u7uLvXr15dff/1Vp0x8fLwEBwfL+PHjDWqY/71794pGo5Hp06frTB81apSMGDFCunbtKs2aNdO53D33CMYihtHOl7Vu3bon+nTdvXtXGjZsKC4uLnLgwAHlO3T9+vXFZp1kZGSIp6enODg4KFc75oQgExMTmTVrlp5rSLkxAL2Ax6/6KF++vHTs2FEqVaok9evXl6lTp0pqaqpotVr55JNPxNTUVGdHZ+hyvrhyr4devXrJsmXLJCwsTEqVKiXLli0TkewP/4oVK2T16tU6yzDEHfvLWLx4sXTo0EFEso8Ali5dWrnSKyUlRU6fPi3p6ely8OBBZf0a4k5h1apV8s477ygBLiIiQpo2bSrdunWTffv26ZTNfW8vQ9keLl68KM2bN5dOnTopO7iuXbuKg4ODpKamSlJSknTr1k1atGhRrD7zz6LVanXev7S0NDEzMxNvb285f/68Ttm7d+9KxYoVxdfXV8LDw3W+Qwxte3/8B23ui1maN28uNWvW1AlBOZ2/v/vuu8KuKj0FA9BL+OWXX6RKlSpy4sQJZdonn3wib7zxhsyZM0eysrIkJSVFPvzwQ2nWrJkea/pqXLx4UUSyP/hjxoxRLmleunSpUiYxMVF8fX1l7ty5+qqmXuV8KX7//fcyePBg2bx5s5QqVUqWL1+ulNm6dat8/PHHcvfuXWWaIR4Sz+nU3ahRI/nwww+VELRz507x9PSU7t27y/79+/Vcy5d38eJFad++vfj5+UmzZs2kcePG8tdffynP37x5U3r06CGOjo7KzWuLs0uXLin/X7lypcTFxcm1a9ekcuXK0qZNG50QlJmZKa1atRKNRvPEvbAMSe6jeqtWrVI69OcOQTk39M0JQZmZmfLTTz8ZXNArzhiAnsOuXbt0btq3fPlyqVevnty9e1fZ8NPS0mTIkCHSqFEj5VdRztGg4mTHjh1iaWkpmzdvFpHsoxgNGzaUatWqyblz5+T27dvy999/S4cOHcTDw0M1H/qnBZddu3ZJyZIlRaPR6ATE1NRU8fX1laFDhxrcNpJXW+/fvy9z586VJk2a6Ny5e+fOndKsWTNp1aqVnDx5spBrWvAuXrwoPj4+Ym1trdN/Jae9169fl0mTJhnMka0XderUKTExMZG1a9fK+PHjpUyZMnLhwgURyR73yNbWVlq3bq108tdqtTJ8+HD53//+Z7DrZteuXTJnzhw5cuSIpKSkSMWKFaVx48bKgJ45n+M7d+5IjRo1xMvLSxn1Oodavg+LOgagfDp06JBoNBpxc3OT77//XkSy+3HUrFlTEhMTReTfL7+rV6+KkZGR7NmzR2cZhraDyy3nEvYcp0+flvfee09q1KghmzZtEpHs0W5r1qwpr7/+ulSqVEm8vLykSZMmBt2f5Xnkfn/XrFkj8+bNk6VLlypB4auvvhKNRiNz586VvXv3SlRUlLRt21acnZ0NevTXgwcP6vx9//59mTNnjjRp0kTnSFBoaKh88MEHBnl0Ky9//PGH+Pr6SocOHXTWweOjdRfn7f7mzZsyc+ZMsbS0FGtra7lx44aI/DsMwLVr18Te3l48PDykf//+0qpVK2nQoIHBjn69atUqqVKlinz44YdKR+e4uDipX7++uLu7S1xcnFI258eNRqOR7t2766vK9AwMQPkUGhoqGo1GWrRoIW+//bb8+OOPcu/ePalYsaIMGDBAp+z//vc/qVevnpw6dUo/lS1g3333ncyYMeOJHdfvv/8u77//vlStWlUZzfjBgweyadMmWblypezatUs1HZ7z6hfWqFEjqVmzpjRt2lRZD7NmzZIaNWpImTJlxN3dXdq3b2/QATEiIkJef/31Jy7zTUlJkYkTJ0qFChUkICBA52ooEcM8xZeXnNNh7du31xkAUU1WrlwpGo1GSpQoofw4FPn3NFF8fLwMHjxYunTpIn379jWoK/5y27Bhg5QoUUI2btwoycnJOs9du3ZNGjRoIK6urjqDPg4aNEj++OMPg2urWjAAPYd+/fqJt7e3dO3aVZo3by7btm2TgwcPio2NjXTt2lV27twpUVFR0rFjR2natGmx2Oi//vpr0Wg0cvjwYVm3bp3s3btX5/mzZ8/K+++/L1WqVJGtW7fmuQxD3LG/qH/++Ud69uwpp0+flpSUFNm/f7/UrVtXGjZsqKyHS5cuyZkzZ+Svv/4yuFHAHz9CFR8fLyNHjhQvL68nroy6cuWKVKlSRSpUqKBc7m+IR7j+y8WLF8XPz0/c3NyKzY+eZ3n8Rp1Xr16V6OhomTlzppQuXVrp36bVap/6HWgo23uOxMREadmypSxZskRn+r179+TIkSNy8uRJuXr1qjRr1kzs7e1l4MCB0qxZM3F2djbYo11qwACUDzm/ZNatWyfvv/++HDlyRLp27Sre3t7yww8/yKlTp8TZ2VmqVq2qDAJoqL9ycluzZo2YmppKWFiY3LlzR9q0aSP169d/4nx2bGys1K9fXypXrlxsxvPIj//9738i8u8OYdmyZVK7dm3p0KGD/PPPP8pzR44ceSIE5WYo28jjdc/9C3/06NHi7u6uM9bJhQsXpE+fPvL9998bTBtfVM697op7O3O37/79+zrbxJUrV+TTTz+V0qVLK0NgiGTf/yvndJGIYYbgxMREqVevns7YT0uXLpXu3buLRqORSpUqSYcOHSQjI0NGjhwpPXv2lH79+hWL/UBxxgD0FHv27JFvvvlGZ9qNGzekSpUqsmrVKrl586Z07dpVWrRoITt37pSsrCyJi4uTM2fOGPRlzDm+++470Wg00rZtW2Xa7t27pWfPnuLs7PzE4f7u3buLo6OjdO3atbCrqhc5I3rn9PPKyMiQkJAQJQjnptVq5ejRo9KgQQOpVKmSwe0AHr+Uee7cudKzZ0/p2rWrEoYTExNlzJgx0qRJE+nfv7/s3r1b2rVrJ3369HniiEFxV1x3drnbtXDhQmnXrp34+PjIhx9+qEyPi4uTyZMni7m5uYwcOVJ8fHzk9ddfN/j3PjExUapWrSqDBw+WyMhI6datmzRo0EA+/PBD+fXXX2XTpk1ib2//xK09RAx7P1DcMQDlIed+XhqNRnx9fWXZsmXKr/0NGzbIW2+9Jffu3ZMzZ85It27dpGXLlk+EJUP+ElyxYoUYGRnJ4MGDpXLlysr9jUSy1023bt2kUaNGcuTIERHJ/iXYr18/+emnnwxu5/6iEhMTZfDgwVKiRAnl/l3379+XrVu3SpUqVcTX11envFarlYMHD0qfPn0MamewcOFC0Wg0SuCdNm2aVKhQQQYPHiytWrUSIyMjWb9+vYiI3Lp1S4KCgqRevXpSu3ZtadWqlfILWC3bhRpMmDBB7OzsJDAwUJYtWyY2Njby9ttvKzv6+Ph4Wbp0qXh5eemMCWXI34ki2T8Ara2tpVatWuLs7CyRkZHKHe1v374tLi4uMnnyZJ15uN0XbQxAebh06ZK0aNFCWrduLS1btpSRI0dK+fLlJSgoSBYsWCCtW7dWrvo4e/astGzZUkaMGFEsNvacHd6OHTtEJPtSfxsbGxkxYoRSZs+ePdKzZ0+xtraW/v37i7u7u7i7uys7dkP/ovsvOe/zvXv3ZOTIkWJpaalsD2lpaRIaGiqvvfaa+Pn55TmfiOEcDfnzzz9l6NChUqpUKfntt99k2rRpOm0dP368mJiYKPe2y8zMlHv37smFCxeKxZFQ0h3zJjQ0VOrVqyeHDx8WkewxrEqWLCklSpSQZs2a6VwBl56ebnB93P5LYmKiXL58+Ynpt2/flubNmyuDm5JhYAB6igsXLkjXrl3lrbfekoiICAkPD5euXbtKhw4dRKPRSOfOnZWd2F9//ZXn6MiGaN++fTpjHd29e1e+/vrrJ0LQuXPnZO7cufLmm2/KsGHDis2vvP+Su30rVqyQzz//XDQajVhZWSmnw9LS0uTnn38WBwcHeeutt/RV1Ze2bt06+eyzzyQuLk769Okj5ubm8tprr8nRo0eVMhkZGTJ+/HgxNTXV2W5yFPftobjLGfMm5z3ftGmTfP755yIisn37dilXrpwEBwfLnj17xNTUVLp06fLEFX+G/p34XxITE8XPz088PDwM5ocNZWMAeobz589L+/btpV27dnLu3Dl59OiRnD17VgYNGiSxsbEiovvhLk5f9rnblZycnGcIEtG92WNx+ZWXHxMmTJDKlSvLihUrZNq0adK6dWuxsLBQToelpaUp90QbO3asnmv7/HKu/su5e3lCQoKMHDlSNBqNhIaGiojoHOGZNGmSaDQapf1k+HKPeZM79F69elWSk5OladOmMnPmTBHJ7h9Zp04dgx/h+XkkJSVJYGCg+Pn5qWq8s+KEAeg/XLx4Udq1ayft2rWTAwcO6DxXnALPf8kJQRUqVJDRo0c/8Xxx/5WX2/Xr18XR0VE57SOSvVPo16+fWFpaKrd7SE1NlQMHDhjcF2LO1X/bt2/XmR4fHy8DBgyQEiVKKJ2fc973jIwMWbZsmapCcHH2rDFvRLJPjVatWlViYmJEJHtAxH79+smxY8cMbnt/USdPnpQ333xTRo0aZVA39KV/MQDlQ+7Bzh4f9VZNkpOTZcWKFaLRaCQoKEjf1dGby5cvS4kSJWTbtm3KNK1WK+fPn5datWpJ+fLllSMnOQxlp5DX1X+5v9QTExOlb9++UrJkySdCUF7lyfA8a8ybo0ePSnR0tNy+fVucnJykc+fOsn//fvHx8ZE2bdqobsybO3fuqO4qx+KEASif1DbY2dPcuXNHQkNDVfNhf9qRrfbt20vPnj2V8X5yyr799ttSqVIl8fb2LqQaFpzHr/776KOPlOdyh5qkpCTp16+fWFlZPTEwJhm+/Ix507x5c9myZYvUrVtXHBwcpHnz5qrpB5gXNR0BL06MQPni4OCAuXPnokWLFnByctJ3dfSmTJkyePvtt2FsbIxHjx7puzqvlFarhUajAQDExcXh7NmzuHPnDgCgV69euHz5MhYuXIi0tDQAUP5dt24d9u7dq59Kv6CgoCB88MEHCAsLw8qVKzF16lSsX78eo0aNAgCYmJgo77eNjQ0WLFiA5s2bY9asWfqsNr0iKSkp2L59O/bs2YPu3btj2bJlqFChAnbt2oWvvvoKiYmJOHfuHI4cOYKtW7di3759MDU1xaNHj2BkpL7dSs73BBkWjYiIvithiLRarSo/6GohIsqX2uTJkxEREYFz587B29sbLi4umDlzJqZPn47t27cjMzMTzZs3R1RUFLKysnDs2DEYGxsb1Dayf/9+3Lx5E7169QIAJCcnY+PGjfj000/xzjvvYNGiRQCAR48ewcTERClTunRpg2kj5V9kZCS6deuG8uXLo3Tp0liwYAGcnZ1Rvnx53LlzB61atUKnTp0wY8YMZR5D2t6JAMBE3xUwVPygF1+3b99GuXLlAABffPEFvv76a2zYsAFOTk746KOPsGjRIvTp0wfTpk2Du7s7du7ciatXr6Jx48ZYsmQJjI2NkZWVBWNjYz23JP+8vb0B/Bv8rK2tlTD06aefAgAWLVoEExMTZGZmwtTUFNbW1gC44yuO2rRpg0uXLuH+/fuoWbPmE89bWVmhatWqAP7dZrgNkKHhESCiXA4cOICuXbvi3LlzKF++PHx8fPDhhx+iR48eiIiIQJcuXbBo0SIMGjRIZ76cUADoHiUxdCkpKQgJCcHkyZPRp08fLFy4UN9VIj1KSkrCwIEDcevWLfz2228GFfKJHsfITpSLnZ0dypUrhxkzZiAlJQXp6elwdHTEtm3b0LVrV8ybNw+DBg1Ceno6vvnmGxw+fBgAlPADoNiEHyD7l36vXr3w+eefY9GiRcqpMFKXW7duYfbs2Rg4cCASExNx8OBB5UgnkaEqPt/URAWgVq1a6N27N0JDQ3HgwAFkZWVh8uTJOHToEObMmYOhQ4cCyO4UvXnzZgwZMkTPNX71rKys0KNHD1SsWBFvvvmmvqtDevD333/jt99+Q+3atREaGqp0ii9OYZ/Uh6fASPXOnz8PR0dH5e+7d+/Czc0Nvr6+6N+/P9q2bYsWLVogLCwMIoJ79+6hd+/eePDgASIiIlR3GoA7PnW6e/curK2todFoDK6PG1FeGIBI1bZt24a3334bHTp0wNKlS1GmTBlYW1tj7969aN++PebOnQsbGxv07dsXbdu2BQCkp6fjzp07OH78OExNTbkzIFXJfYUkkSFjACJVO336NPz8/JCcnIzmzZvjjTfeQMeOHeHi4oIPP/wQ586dw7Jly3Dv3j1s2LABIoJatWph2LBhPA1ARGTAGIBIdXIu23706BGysrKwaNEipKSkwNraGnFxcYiMjMScOXNgZmaGIUOGYNiwYfjkk090rvQCwCM/REQGjFeBkepcv34dQPbVWubm5nBxccGhQ4fQpEkTLF68GKNHj8bgwYNx6tQp2NnZ4csvv8T58+d1wg8Ahh8iIgPGAESqcuzYMVSvXh3jxo3DhQsXAADt2rVD8+bN0bt3b9y8eRNDhgzB1q1b8ffff8PS0hJ37tzB8uXL9VxzIiIqSDwFRqpy9+5drF27FjNmzEC9evXg6+uLSZMmAQDeffddlCxZErNnz0bp0qVx+/Zt/Pnnn1izZg0WLlzIvj5ERMUIAxCp0sWLFxEYGIj9+/fDzs4OixcvRmxsLA4ePIihQ4eiadOmT1ztwg7PRETFBwMQqVZycjJiY2MxYcIEJCUloWPHjggPD4ePjw+WLl2q7+oREdErxABEhOwbfp45cwYHDhxAcnIyfvrpJ3Tu3Fnf1SIioleEAYhULfedzKOjoxEWFoaIiAgcPHiQp7uIiIoxBiBSvaeNbMs+P0RExRcDEFEeONw/EVHxxnGAiPLA8ENEVLwxABEREZHqMAARERGR6jAAERERkeowABEREZHqMAARERGR6jAAERERkeowABEREZHqMAARERGR6jAAERERkeowABEREZHqMAARERGR6vwfYBh+uaY4N6QAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a day of week profile\n",
    "from emiproc.profiles.temporal.profiles import WeeklyProfile \n",
    "\n",
    "# Here I prefer taking the mean instead of sum \n",
    "# because depending how the year starts\n",
    "# some weekday might be more represented if we do the sum\n",
    "counts_per_weekday = counts_clean.groupby(dt_index.dayofweek).mean()\n",
    "\n",
    "weekly_profile = WeeklyProfile(counts_per_weekday.values / counts_per_weekday.sum())\n",
    "plot_profile(weekly_profile)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Notice here that during the weekend, there is a smaller traffic than during the week.\n",
    "Also monday seems to have less traffic."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 640x480 with 1 Axes>,\n",
       " <Axes: xlabel='Hour of day', ylabel='Ratio [-]'>)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create daily profile \n",
    "from emiproc.profiles.temporal.profiles import DailyProfile\n",
    "\n",
    "counts_hour_of_day = counts_clean.groupby(dt_index.hour).sum()\n",
    "\n",
    "daily_profile = DailyProfile(counts_hour_of_day.values / counts_hour_of_day.sum())\n",
    "plot_profile(daily_profile)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We have seen that the traffic differs between weekdays and weekends.\n",
    "\n",
    "We can create HourOfDay profiles for specific days of the week."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from emiproc.profiles.temporal.profiles import SpecificDayProfile\n",
    "from emiproc.profiles.temporal.specific_days import SpecificDay, get_days_as_ints\n",
    "\n",
    "\n",
    "day_types = [SpecificDay.WEEKDAY, SpecificDay.SATURDAY, SpecificDay.SUNDAY]\n",
    "\n",
    "fig, ax = plt.subplots(ncols=len(day_types), sharey=True, figsize=(15, 5))\n",
    "\n",
    "specific_day_profiles = []\n",
    "for col, day in enumerate(day_types):\n",
    "    mask = dt_index.weekday.isin(get_days_as_ints(day))\n",
    "\n",
    "    counts_this = counts_clean.loc[mask].groupby(dt_index[mask].hour).sum()\n",
    "    profile = SpecificDayProfile(counts_this.values / counts_this.sum(), specific_day=day)\n",
    "\n",
    "    plot_profile(profile, ax=ax[col])\n",
    "\n",
    "    specific_day_profiles.append(profile)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We see what we expect, the traffic during week has earlier increase in the morning.\n",
    "Saturday has more traffic in the evening because of the people going out."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Using the profiles\n",
    "\n",
    "Now that we have created the profiles, we can use them in emiproc.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Simulating traffic with emiproc\n",
    "\n",
    "These profiles can typically be used by an emission model to simulate traffic.\n",
    "Let's see how we can use them in emiproc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2022-01-01 01:00:00+01:00    0.324655\n",
       "2022-01-01 02:00:00+01:00    0.226490\n",
       "2022-01-01 03:00:00+01:00    0.150801\n",
       "2022-01-01 04:00:00+01:00    0.122490\n",
       "2022-01-01 05:00:00+01:00    0.128903\n",
       "                               ...   \n",
       "2022-12-31 20:00:00+01:00    0.798123\n",
       "2022-12-31 21:00:00+01:00    0.718024\n",
       "2022-12-31 22:00:00+01:00    0.770488\n",
       "2022-12-31 23:00:00+01:00    0.774636\n",
       "2023-01-01 00:00:00+01:00    0.573714\n",
       "Freq: h, Length: 8760, dtype: float64"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from emiproc.profiles.temporal.operators import create_scaling_factors_time_serie\n",
    "\n",
    "# This function simulates the profiles \n",
    "ts = create_scaling_factors_time_serie(\n",
    "    start_time=\"2022-01-01 00:00:00\",\n",
    "    end_time=\"2023-01-01 00:00:00\",\n",
    "    # Put the profiles generated above in a list\n",
    "    profiles=specific_day_profiles + [weekly_profile, mount_of_year_profile],\n",
    "    # Specify the time zone\n",
    "    local_tz=\"Europe/Zurich\",\n",
    "    inclusive=\"left\",\n",
    ")\n",
    "ts"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This function has generated scaling factors for each hour of the year.\n",
    "If we multiply these by the average number of vehicles, we should get back the number of vehicles for each hour."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean relative error: 5.89% \n"
     ]
    }
   ],
   "source": [
    "simulated_traffic = counts_clean.mean() * ts\n",
    "\n",
    "# Compare the simulated traffic with the original one\n",
    "mean_relative_error = ((simulated_traffic - counts_clean) / counts_clean).mean()\n",
    "print(f\"Mean relative error: {mean_relative_error:.2%} \")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x2760d865130>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Over lay the 2 \n",
    "fig, ax = plt.subplots(figsize=(15, 5))\n",
    "counts_clean.plot(ax=ax, label=\"Original data\", alpha=0.5)\n",
    "simulated_traffic.plot(ax=ax, label=\"Simulated data\", alpha=0.5)\n",
    "ax.legend()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x2761a3f55e0>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot 1 week of data\n",
    "fig, ax = plt.subplots(figsize=(15, 5))\n",
    "time_range = slice(\"2022-01-01\", \"2022-01-15\")\n",
    "counts_clean.loc[time_range].plot(ax=ax, label=\"Original data\", alpha=0.5)\n",
    "simulated_traffic.loc[time_range].plot(ax=ax, label=\"Simulated data\", alpha=0.5)\n",
    "ax.legend()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we see one issue: On holidays (1rst of Januray), we don't simulate very well.\n",
    "We should think about how to improve this."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Exporting the data\n",
    "\n",
    "If you want to use your profiles you might want to export them to a file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "from emiproc.profiles.temporal.io import to_yaml, from_yaml\n",
    "\n",
    "# Save the profiles to a yaml file\n",
    "save_path = local_dir / \"traffic_profiles.yaml\"\n",
    "to_yaml(\n",
    "    yaml_file=save_path,\n",
    "    profiles=specific_day_profiles + [weekly_profile, mount_of_year_profile],\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then we can load them back and use them in emiproc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[SpecificDayProfile(ratios=array([[0.0276645 , 0.01768049, 0.01233449, 0.00821251, 0.00667069,\n",
       "         0.00701996, 0.01142514, 0.0153898 , 0.02310829, 0.03638046,\n",
       "         0.0478465 , 0.06085121, 0.0685225 , 0.07211272, 0.07429014,\n",
       "         0.07650531, 0.08006721, 0.07691122, 0.06853824, 0.05057141,\n",
       "         0.04116636, 0.03703494, 0.03974098, 0.03995494]]), size=24, specific_day=<SpecificDay.SATURDAY: 'saturday'>),\n",
       " SpecificDayProfile(ratios=array([[0.03282041, 0.02198224, 0.01528442, 0.01088085, 0.00787875,\n",
       "         0.00647729, 0.00740923, 0.00985644, 0.01599582, 0.0283635 ,\n",
       "         0.044964  , 0.06146847, 0.06969936, 0.07668531, 0.08186785,\n",
       "         0.08336535, 0.08269663, 0.08008935, 0.07252718, 0.05493782,\n",
       "         0.04579634, 0.03942576, 0.03014911, 0.01937852]]), size=24, specific_day=<SpecificDay.SUNDAY: 'sunday'>),\n",
       " SpecificDayProfile(ratios=array([[0.00902392, 0.00437855, 0.00242671, 0.00202702, 0.00293174,\n",
       "         0.00915679, 0.02571388, 0.0404021 , 0.04721993, 0.041747  ,\n",
       "         0.04580461, 0.05619514, 0.0594289 , 0.05741802, 0.06270209,\n",
       "         0.06846605, 0.08383572, 0.09925079, 0.08997898, 0.05723684,\n",
       "         0.04038846, 0.03657265, 0.03444981, 0.02324429]]), size=24, specific_day=<SpecificDay.WEEKDAY: 'weekday'>),\n",
       " MounthsProfile(ratios=array([[0.0724994 , 0.06910058, 0.08703964, 0.07871302, 0.09387747,\n",
       "         0.09516649, 0.09323436, 0.08852119, 0.08386852, 0.07965838,\n",
       "         0.081773  , 0.07654796]]), size=12),\n",
       " WeeklyProfile(ratios=array([[0.14109598, 0.15374703, 0.15597876, 0.15497007, 0.15530207,\n",
       "         0.12563284, 0.11327325]]), size=7)]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "profiles_loaded = from_yaml(save_path)\n",
    "profiles_loaded"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data Analysis\n",
    "\n",
    "Now that we have seen how to create and use profiles, we can perform \n",
    "a data analysis to see the profiles on each counter."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "To many missing values in Z007M001. Skipping this station.\n",
      "To many missing values in Z007M002. Skipping this station.\n",
      "To many missing values in Z017M001. Skipping this station.\n",
      "To many missing values in Z020M001. Skipping this station.\n",
      "To many missing values in Z027M003. Skipping this station.\n",
      "To many missing values in Z034M001. Skipping this station.\n",
      "To many missing values in Z034M002. Skipping this station.\n",
      "To many missing values in Z035M001. Skipping this station.\n",
      "To many missing values in Z043M002. Skipping this station.\n",
      "To many missing values in Z049M002. Skipping this station.\n",
      "To many missing values in Z050M001. Skipping this station.\n",
      "To many missing values in Z052M001. Skipping this station.\n",
      "To many missing values in Z052M002. Skipping this station.\n",
      "Missing values in Z055M002. Skipping this station.\n",
      "To many missing values in Z056M004. Skipping this station.\n",
      "To many missing values in Z060M005. Skipping this station.\n",
      "To many missing values in Z060M006. Skipping this station.\n",
      "To many missing values in Z065M001. Skipping this station.\n",
      "To many missing values in Z065M002. Skipping this station.\n",
      "To many missing values in Z066M001. Skipping this station.\n",
      "To many missing values in Z066M002. Skipping this station.\n",
      "To many missing values in Z070M001. Skipping this station.\n",
      "To many missing values in Z070M002. Skipping this station.\n",
      "To many missing values in Z092M001. Skipping this station.\n",
      "To many missing values in Z092M002. Skipping this station.\n",
      "To many missing values in Z093M001. Skipping this station.\n",
      "To many missing values in Z093M002. Skipping this station.\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Z001M001</th>\n",
       "      <th>Z001M002</th>\n",
       "      <th>Z002M001</th>\n",
       "      <th>Z002M002</th>\n",
       "      <th>Z003M001</th>\n",
       "      <th>Z003M002</th>\n",
       "      <th>Z004M001</th>\n",
       "      <th>Z004M002</th>\n",
       "      <th>Z005M001</th>\n",
       "      <th>Z005M002</th>\n",
       "      <th>...</th>\n",
       "      <th>Z089M002</th>\n",
       "      <th>Z090M001</th>\n",
       "      <th>Z090M002</th>\n",
       "      <th>Z091M001</th>\n",
       "      <th>Z095M001</th>\n",
       "      <th>Z095M002</th>\n",
       "      <th>Z096M003</th>\n",
       "      <th>Z096M004</th>\n",
       "      <th>Z097M001</th>\n",
       "      <th>Z097M002</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2022-01-01 00:00:00+01:00</th>\n",
       "      <td>166.0</td>\n",
       "      <td>182.0</td>\n",
       "      <td>130.0</td>\n",
       "      <td>64.0</td>\n",
       "      <td>65.0</td>\n",
       "      <td>140.0</td>\n",
       "      <td>70.0</td>\n",
       "      <td>83.0</td>\n",
       "      <td>46.0</td>\n",
       "      <td>54.0</td>\n",
       "      <td>...</td>\n",
       "      <td>55.0</td>\n",
       "      <td>120.0</td>\n",
       "      <td>96.0</td>\n",
       "      <td>191.0</td>\n",
       "      <td>72.0</td>\n",
       "      <td>80.0</td>\n",
       "      <td>26.0</td>\n",
       "      <td>43.0</td>\n",
       "      <td>229.0</td>\n",
       "      <td>285.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-01-01 01:00:00+01:00</th>\n",
       "      <td>255.0</td>\n",
       "      <td>188.0</td>\n",
       "      <td>189.0</td>\n",
       "      <td>108.0</td>\n",
       "      <td>110.0</td>\n",
       "      <td>188.0</td>\n",
       "      <td>130.0</td>\n",
       "      <td>132.0</td>\n",
       "      <td>74.0</td>\n",
       "      <td>89.0</td>\n",
       "      <td>...</td>\n",
       "      <td>67.0</td>\n",
       "      <td>168.0</td>\n",
       "      <td>138.0</td>\n",
       "      <td>186.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>116.0</td>\n",
       "      <td>51.0</td>\n",
       "      <td>58.0</td>\n",
       "      <td>323.0</td>\n",
       "      <td>317.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-01-01 02:00:00+01:00</th>\n",
       "      <td>168.0</td>\n",
       "      <td>140.0</td>\n",
       "      <td>122.0</td>\n",
       "      <td>82.0</td>\n",
       "      <td>83.0</td>\n",
       "      <td>131.0</td>\n",
       "      <td>105.0</td>\n",
       "      <td>92.0</td>\n",
       "      <td>52.0</td>\n",
       "      <td>53.0</td>\n",
       "      <td>...</td>\n",
       "      <td>62.0</td>\n",
       "      <td>120.0</td>\n",
       "      <td>109.0</td>\n",
       "      <td>149.0</td>\n",
       "      <td>83.0</td>\n",
       "      <td>100.0</td>\n",
       "      <td>35.0</td>\n",
       "      <td>41.0</td>\n",
       "      <td>227.0</td>\n",
       "      <td>248.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-01-01 03:00:00+01:00</th>\n",
       "      <td>96.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>65.0</td>\n",
       "      <td>40.0</td>\n",
       "      <td>45.0</td>\n",
       "      <td>106.0</td>\n",
       "      <td>56.0</td>\n",
       "      <td>57.0</td>\n",
       "      <td>33.0</td>\n",
       "      <td>30.0</td>\n",
       "      <td>...</td>\n",
       "      <td>36.0</td>\n",
       "      <td>102.0</td>\n",
       "      <td>97.0</td>\n",
       "      <td>103.0</td>\n",
       "      <td>59.0</td>\n",
       "      <td>60.0</td>\n",
       "      <td>12.0</td>\n",
       "      <td>24.0</td>\n",
       "      <td>179.0</td>\n",
       "      <td>210.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-01-01 04:00:00+01:00</th>\n",
       "      <td>63.0</td>\n",
       "      <td>80.0</td>\n",
       "      <td>26.0</td>\n",
       "      <td>33.0</td>\n",
       "      <td>30.0</td>\n",
       "      <td>68.0</td>\n",
       "      <td>51.0</td>\n",
       "      <td>60.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>13.0</td>\n",
       "      <td>...</td>\n",
       "      <td>45.0</td>\n",
       "      <td>76.0</td>\n",
       "      <td>71.0</td>\n",
       "      <td>101.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>55.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>149.0</td>\n",
       "      <td>204.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 155 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                           Z001M001  Z001M002  Z002M001  Z002M002  Z003M001  \\\n",
       "2022-01-01 00:00:00+01:00     166.0     182.0     130.0      64.0      65.0   \n",
       "2022-01-01 01:00:00+01:00     255.0     188.0     189.0     108.0     110.0   \n",
       "2022-01-01 02:00:00+01:00     168.0     140.0     122.0      82.0      83.0   \n",
       "2022-01-01 03:00:00+01:00      96.0      90.0      65.0      40.0      45.0   \n",
       "2022-01-01 04:00:00+01:00      63.0      80.0      26.0      33.0      30.0   \n",
       "\n",
       "                           Z003M002  Z004M001  Z004M002  Z005M001  Z005M002  \\\n",
       "2022-01-01 00:00:00+01:00     140.0      70.0      83.0      46.0      54.0   \n",
       "2022-01-01 01:00:00+01:00     188.0     130.0     132.0      74.0      89.0   \n",
       "2022-01-01 02:00:00+01:00     131.0     105.0      92.0      52.0      53.0   \n",
       "2022-01-01 03:00:00+01:00     106.0      56.0      57.0      33.0      30.0   \n",
       "2022-01-01 04:00:00+01:00      68.0      51.0      60.0      21.0      13.0   \n",
       "\n",
       "                           ...  Z089M002  Z090M001  Z090M002  Z091M001  \\\n",
       "2022-01-01 00:00:00+01:00  ...      55.0     120.0      96.0     191.0   \n",
       "2022-01-01 01:00:00+01:00  ...      67.0     168.0     138.0     186.0   \n",
       "2022-01-01 02:00:00+01:00  ...      62.0     120.0     109.0     149.0   \n",
       "2022-01-01 03:00:00+01:00  ...      36.0     102.0      97.0     103.0   \n",
       "2022-01-01 04:00:00+01:00  ...      45.0      76.0      71.0     101.0   \n",
       "\n",
       "                           Z095M001  Z095M002  Z096M003  Z096M004  Z097M001  \\\n",
       "2022-01-01 00:00:00+01:00      72.0      80.0      26.0      43.0     229.0   \n",
       "2022-01-01 01:00:00+01:00      90.0     116.0      51.0      58.0     323.0   \n",
       "2022-01-01 02:00:00+01:00      83.0     100.0      35.0      41.0     227.0   \n",
       "2022-01-01 03:00:00+01:00      59.0      60.0      12.0      24.0     179.0   \n",
       "2022-01-01 04:00:00+01:00      50.0      55.0       9.0      14.0     149.0   \n",
       "\n",
       "                           Z097M002  \n",
       "2022-01-01 00:00:00+01:00     285.0  \n",
       "2022-01-01 01:00:00+01:00     317.0  \n",
       "2022-01-01 02:00:00+01:00     248.0  \n",
       "2022-01-01 03:00:00+01:00     210.0  \n",
       "2022-01-01 04:00:00+01:00     204.0  \n",
       "\n",
       "[5 rows x 155 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n_stations = len(gdf_stations)\n",
    "\n",
    "# Create a list of profiles for each station\n",
    "profiles_per_station = {}\n",
    "valid_measurement = {}\n",
    "series = {}\n",
    "for station in gdf_stations[\"MSID\"]:\n",
    "    df_station = df.loc[df[\"MSID\"] == station]\n",
    "    serie_station = df_station.set_index(\"MessungDatZeit\")['AnzFahrzeuge'].tz_localize(\"Europe/Zurich\", ambiguous=True)\n",
    "    # Count the valid measurements\n",
    "    valid_measurement[station] = len(serie_station)\n",
    "    serie_station = serie_station.reindex(axis)\n",
    "    missing_ration = serie_station.isna().sum() / len(serie_station)\n",
    "    if missing_ration > 0.1:\n",
    "        print(f\"To many missing values in {station}. Skipping this station.\")\n",
    "        continue\n",
    "    serie_station = serie_station.interpolate(method='time')\n",
    "    if pd.isna(serie_station).any():\n",
    "        print(f\"Missing values in {station}. Skipping this station.\")\n",
    "        continue\n",
    "    # Save the serie for later use\n",
    "    series[station] = serie_station\n",
    "\n",
    "\n",
    "# Create the profiles \n",
    "\n",
    "df_cleaned = pd.DataFrame(series)\n",
    "df_cleaned.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can create the profiles for each counter.\n",
    "\n",
    "Note: the Profiles object support vectorization (i.e. one object can be used for multiple profiles)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(ncols=2 + len(day_types), sharey=True, figsize=(15, 5))\n",
    "\n",
    "df_to_ratios = lambda df: (df / df.sum(axis='index')).T.values\n",
    "\n",
    "\n",
    "counts_per_weekday = df_cleaned.groupby(dt_index.dayofweek).mean()\n",
    "\n",
    "profiles = {}\n",
    "\n",
    "weekly_profile = WeeklyProfile(df_to_ratios(counts_per_weekday))\n",
    "plot_profile(weekly_profile, ax=ax[0], ignore_limit=True)\n",
    "profiles[\"weekly\"] = weekly_profile\n",
    "\n",
    "counts_mounthofyear = df_cleaned.groupby(dt_index.month).mean()\n",
    "mount_of_year_profile = MounthsProfile(df_to_ratios(counts_mounthofyear))\n",
    "plot_profile(mount_of_year_profile, ax=ax[1], ignore_limit=True)\n",
    "profiles[\"mount_of_year\"] = mount_of_year_profile\n",
    "\n",
    "\n",
    "\n",
    "for col, day in enumerate(day_types):\n",
    "    mask = dt_index.weekday.isin(get_days_as_ints(day))\n",
    "\n",
    "    counts_this = df_cleaned.loc[mask].groupby(dt_index[mask].hour).sum()\n",
    "    profile = SpecificDayProfile(df_to_ratios(counts_this), specific_day=day)\n",
    "\n",
    "    plot_profile(profile, ax=ax[2 + col], ignore_limit=True)\n",
    "\n",
    "    profiles[f\"{day.name}\"] = profile"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now that we have cleaned the data, we see that each station is having a quite homogeneous behaviour,\n",
    "except for some slight differences.\n",
    "\n",
    "* During the week some stations have morning peaks or evening peaks only.\n",
    "This is because they measure only one way traffic, so the station measures people going to work or coming back home.\n",
    "* Some stations have a higher traffic during the weekend especially satudray. They are very likely located near\n",
    "areas where people go out (bars, restaurants, shops, etc.)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Creating an average profile\n",
    "\n",
    "With all these data. We can create an average profile for the city of Zurich.\n",
    "\n",
    "We have to weight each counter with the total number of vehicles measured by the counter,\n",
    "to ensure that stations with more traffic have a higher impact on the average profile.\n",
    "\n",
    "When creating an average profile, we assume that traffic is sampled uniformly to the whole city.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[WeeklyProfile(ratios=array([[0.14036589, 0.14952451, 0.15248972, 0.15279656, 0.15587846,\n",
       "         0.13637535, 0.11256949]]), size=7),\n",
       " MounthsProfile(ratios=array([[0.07620255, 0.08186367, 0.08645871, 0.08231363, 0.08659582,\n",
       "         0.08710387, 0.08016359, 0.07958428, 0.08665197, 0.08420896,\n",
       "         0.08765587, 0.08119707]]), size=12),\n",
       " SpecificDayProfile(ratios=array([[0.00906564, 0.00569328, 0.00404374, 0.00418245, 0.00690026,\n",
       "         0.01908826, 0.04984473, 0.06288486, 0.06048961, 0.05495954,\n",
       "         0.0548376 , 0.0571124 , 0.05503949, 0.058058  , 0.05955774,\n",
       "         0.06261542, 0.06984901, 0.07215781, 0.06479185, 0.04965276,\n",
       "         0.03762368, 0.0321154 , 0.02919347, 0.020243  ]]), size=24, specific_day=<SpecificDay.WEEKDAY: 'weekday'>),\n",
       " SpecificDayProfile(ratios=array([[0.02409184, 0.01793791, 0.0131911 , 0.01083582, 0.01089714,\n",
       "         0.01237153, 0.01786948, 0.02403787, 0.03669541, 0.0488225 ,\n",
       "         0.05721198, 0.06242508, 0.06535358, 0.06578223, 0.06604232,\n",
       "         0.06575809, 0.06632585, 0.06532335, 0.06017073, 0.04912096,\n",
       "         0.04231118, 0.03849373, 0.04049131, 0.038439  ]]), size=24, specific_day=<SpecificDay.SATURDAY: 'saturday'>),\n",
       " SpecificDayProfile(ratios=array([[0.03488669, 0.02624026, 0.02034494, 0.01586751, 0.01416938,\n",
       "         0.01246348, 0.01351961, 0.01500078, 0.02321308, 0.03791216,\n",
       "         0.04799221, 0.05630202, 0.06106461, 0.0653186 , 0.06742554,\n",
       "         0.06951976, 0.07254351, 0.07314974, 0.06834512, 0.05784161,\n",
       "         0.0493658 , 0.04256501, 0.0336326 , 0.02131597]]), size=24, specific_day=<SpecificDay.SUNDAY: 'sunday'>)]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "serie = df_cleaned.sum(axis=1)\n",
    "serie_to_ratios = lambda serie: (serie / serie.sum(axis='index')).values\n",
    "\n",
    "profiles = []\n",
    "counts_per_weekday = serie.groupby(dt_index.dayofweek).mean()\n",
    "profiles.append(WeeklyProfile(serie_to_ratios(counts_per_weekday)))\n",
    "\n",
    "counts_mounthofyear = serie.groupby(dt_index.month).mean()\n",
    "profiles.append(MounthsProfile(serie_to_ratios(counts_mounthofyear)))\n",
    "\n",
    "\n",
    "\n",
    "for col, day in enumerate(day_types):\n",
    "    mask = dt_index.weekday.isin(get_days_as_ints(day))\n",
    "\n",
    "    counts_this = serie.loc[mask].groupby(dt_index[mask].hour).sum()\n",
    "    profiles.append(SpecificDayProfile(serie_to_ratios(counts_this), specific_day=day))\n",
    "profiles"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Model quality analysis\n",
    "\n",
    "We have shown above how to reconstruct the traffic from the profiles.\n",
    "Here we would like to do the following:\n",
    "\n",
    "* Assess the performance of the model for each site\n",
    "* Make a global model by averaging the profiles of all sites and assessing the performance of the model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "# TODO"
   ]
  }
 ],
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