2. [Build Phase - 1] Pre-verification.ipynb

{
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  {
   "cell_type": "markdown",
   "id": "af49b987",
   "metadata": {},
   "source": [
    "## ** The Improved Power Disaggregation (Non-intrusive Load Monitoring) **\n",
    "\n",
    "- Author : Gyubaek Kim (database.kim@yonsei.ac.kr)\n",
    "- Description\n",
    "  * Pre-verification for checking whether the appliance's electricity consumption is in consistent. Dynamic time warping (DTW) is used for checking similarity between electricity consumption by appliances.\n",
    "- License\n",
    "   * All rights reserved. No part of this code may be reproduced or transmitted in any form or by any means, or utilized by any information storage and retrieval system without written permission from the copyright owner. You can use this source code for free projects only. I will not allow commercial use of this code. I am not allowing anyone to modify any or all parts of the source code for commercial purposes. By using my source code, you agree to the following: \n",
    "       * 1. You will not distribute any or all parts of this source code for commercial use \n",
    "       * 2. You will cite me as the original creator of this source code. \n",
    "       * 3. You will inform me of its use before you use any or all parts of this source code. \n",
    "   For use of any or all parts of this source code, email me. This source code is provided free to use for everybody provided this is used non-commercially. Violators of this agreement will be subject to legal action by the author. If you see commercial applications or software using any or all parts of this source code, inform me.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e9853e49",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/kgbmanse/anaconda3/envs/nilm/lib/python3.7/importlib/_bootstrap.py:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n",
      "  return f(*args, **kwds)\n"
     ]
    }
   ],
   "source": [
    "#### NIMLTK as common framework ####\n",
    "from nilmtk.utils import find_nearest\n",
    "from nilmtk.feature_detectors import cluster\n",
    "from nilmtk.legacy.disaggregate import Disaggregator\n",
    "from nilmtk.datastore import HDFDataStore\n",
    "from nilmtk import DataSet\n",
    "\n",
    "#### Our Model ####\n",
    "from work.dtdisaggregator import DTDisaggregator\n",
    "from work.utils import checkSimilarity\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import h5py\n",
    "import numpy.random\n",
    "import time\n",
    "import datetime\n",
    "import math\n",
    "import itertools\n",
    "import warnings\n",
    "\n",
    "from scipy.signal import find_peaks\n",
    "\n",
    "from matplotlib import rcParams\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "numpy.random.seed(42)\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "%matplotlib inline\n",
    "rcParams['figure.figsize'] = (23, 10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "92452d81",
   "metadata": {},
   "outputs": [],
   "source": [
    "dataset = DataSet('../enertalk/enertalk-converted/enertalk.h5')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59b0578b",
   "metadata": {},
   "source": [
    "## Inter-similarity Check\n",
    "\n",
    "- Description\n",
    "  The similarities between energy consumption patterns of different instances of the same type of appliance were checked because, if they \n",
    "  had similar energy consumption patterns, it would be possible to build a general disaggregation model for that type of appliance. Otherwise, disaggregation \n",
    "  models for the appliance in question would have to be separately developed for each house."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "89ad9bad",
   "metadata": {},
   "outputs": [],
   "source": [
    "def getMeterData(home_id, appliance_name):\n",
    "    \n",
    "    print(\"*\"*20)\n",
    "    print(\"[\" + str(home_id) + \"] - [\" + appliance_name + \"]\") \n",
    "    print(\"*\" *20)\n",
    "    \n",
    "    train_elec = dataset.buildings[home_id].elec\n",
    "    \n",
    "    train_meter = train_elec.submeters()[appliance_name]\n",
    "    \n",
    "    meter_power_series = train_meter.power_series(sample_period=1)\n",
    "    meterchunk = next(meter_power_series)\n",
    "    meterchunk.fillna(0, inplace=True)\n",
    "    \n",
    "    meterchunk.plot()\n",
    "    plt.show()\n",
    "    \n",
    "    return meterchunk"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "94ca51a7",
   "metadata": {},
   "outputs": [],
   "source": [
    "# enertalk.set_window(start='2017-01-01 00:00:00', end='2017-01-15 00:00:00')\n",
    "# 1, 2, 9, 10, 13, 14, 18, 22\n",
    "\n",
    "# enertalk.set_window(start='2016-10-01 00:00:00', end='2016-10-15 00:00:00')\n",
    "# 3, 5, 6\n",
    "\n",
    "# enertalk.set_window(start='2017-04-01 00:00:00', end='2017-04-15 00:00:00')\n",
    "# 12, 21\n",
    "\n",
    "# no rice cooker\n",
    "# 4, 7, 8, 11, 15, 16, 17, 19, 20\n",
    "\n",
    "#i_list = [1, 2, 3, 5, 6, 9, 10, 12, 13, 14, 18, 21, 22]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1b2e3824",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[1] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[2] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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MiEsi4oGU0mcjYkNEfDwiIsuyxSmlByJiSUS0RsRFWZa1FR7q89GxAvovR8Towj8AAAAAgD71GWRmWfaJHm56fw/7j4qIUd1snx0RbxlQ6wAAAAAAovKL/QAAAAAAVJwgEwComSyrdQsAGDze9AEojyATAACAqkhhFT0AKkeQCQAAVZDkNwAAFSXIBAAAAAByT5AJAAAAAOSeIBMAAKrAzHIgDyyxBNQTQSYA9MCJP1ApWeYdBQCgXIJMAAAAACD3BJkAAAAAQO4JMgEAAACA3BNkAgAAAAC5J8gEAAAAAHJPkAkAAAAA5J4gEwAAAADIPUEmAABUQUqp1k0AAKgrgkwAKJJC8AAAlSLPB6CSBJkAAAAAQO4JMgEAoAoMRIPjZVmtWwDAUCfIBAAAAAByT5AJAEWyMFwEAKgfRsIC9USQCQAAAADkniATAAAAAMg9QSYAAFSZmZ0AAOUTZAJAD9SUAgAAyA9BJgAUSZFq3QSgTiRvJ6BTEICKEmQCAABQFZnCCgBUkCATAAAAAMg9QSYAAAAAkHuCTAAAAKhTpvcD9USQCQAAAADkniATAAAAAMg9QSYAUDOZ2W7UsRSp1k0AAKgrgkwAAAAAIPcEmQBQzAAqAACAXBJkAgAAUHWqiQBQLkEmABRzlQUAAJBLgkwAAACqwqJXAFSSIBMAAKogM8QbyIHMWxFQRwSZAABQZYIEAIDyCTIBAAAAgNwTZAIAAAAAuSfIBIAeqG8HAACQH4JMAChmcVUAAIBcEmQCAEAVJD0jAAAVJcgEAACAOqVQDlBPBJkAAAAAQO4JMgGAmrGgEnXNzHIAgIoSZAIAAAAAuSfIBAAAAAByT5AJAAAAAOSeIBMAAAAAyD1BJgAAAFWXWd8NgDIJMgEAAACA3CsryEwpfSmltDiltCildG9K6aUppd9IKT2dUlpZ+PrKov0vTimtSiktTymdU37zAQAg/7IwFA0AoFwlB5kppVMj4v9FxFlZlr0lIk6KiPMjYmREjMuy7IyIGFf4OVJKZxZuf3NEnBsR16WUTiqv+QAAAADAcFDu1PKTI+KXU0onR8TLImJzRJwXEbcXbr89Ij5W+P68iLgvy7IjWZatjYhVEXF2mccHAIBcSrVuAABAnSk5yMyybFNEXB4RGyJiS0TszbJsbES8NsuyLYV9tkTEawp3OTUiNhY9RGNh2wlSShemlGanlGY3NTWV2kQAAKiZJMkEAKiocqaWvzI6RlmeHhGvj4iXp5T+vre7dLOt22JBWZbdmGXZWVmWnXXKKaeU2kQAAABqSKAPQCWVM7X8AxGxNsuypizLjkbEIxHxrojYllJ6XURE4ev2wv6NEfGGovufFh1T0QEgn6zNAQAAkBvlBJkbIuKPUkovSymliHh/RCyNiMcj4oLCPhdExGOF7x+PiPNTSi9JKZ0eEWdExMwyjg8AAAD0Isv0zAL14+RS75hl2YyU0kMR8XxEtEbE3Ii4MSJeEREPpJQ+Gx1h58cL+y9OKT0QEUsK+1+UZVlbme0HAIBcSpb7AQCoqJKDzIiILMu+GRHf7LL5SHSMzuxu/1ERMaqcYwJANYkdBpdBIgAAQH+VM7UcAADogUVOAAAqS5AJAAAAAOSeIBMAAAAAyD1BJgAAAACQe4JMAAAAqFMW1gPqiSATAAAAAMg9QSYAAABVlxkaCECZBJkAAFBt8hsAgLIJMgEAAACA3BNkAgAAAAC5J8gEAACgKpTFBKCSBJkAAAAAQO4JMgEAoApSrRsAEEbFAvVFkAkAAAAA5J4gEwB6YABD9fkbAwAA/SXIBAAAoCqSGgsAVJAgEwAAAADIPUEmABQxcgQAACCfBJkAAAAAQO4JMgGgSGb1GaBCkiHeAAAVJcgEAAAAAHJPkAkAAAAA5J4gEwAAAADIPUEmAABUmfK74HUAQPkEmQBQxEUWAABAPgkyAQAAAIDcE2QCAAAAALknyASAIqnWDQDqhvcTAIDKEmQCAABAncpUAAfqiCATAACqQHQAAFBZgkwAoGayTNQDAAD0jyATAHogYwMAAMgPQSYAAAAAkHuCTAAAAAAg9wSZAAAAAEDuCTIBAAAAgNwTZAJAkZRq3QKgXng7Aa8DACpLkAkAANUgwQEAqChBJgAAVFmW1boFAABDnyATAAAA6pSOFKCeCDIBAACoOoEaAOUSZAJAERdZQKUokQkAUFmCTAAAAAAg9wSZAAAAUKdMNgHqiSATAAAAAMg9QSYAFEmK2g0qo0QAAID+EmQCAAAAALknyAQAAAAAck+QCQAAAADkniATAHqQqeAIAACQG4JMAAAAACD3BJkAAAAAQO4JMgEAAKBOZZlSOUD9KCvITCn9ekrpoZTSspTS0pTSH6eUfiOl9HRKaWXh6yuL9r84pbQqpbQ8pXRO+c0HAAAAAIaDckdk/iQixmRZ9nsR8daIWBoRIyNiXJZlZ0TEuMLPkVI6MyLOj4g3R8S5EXFdSumkMo8PABWVItW6CUAdsngYAED5Sg4yU0q/GhHvjYhbIiKyLGvJsmxPRJwXEbcXdrs9Ij5W+P68iLgvy7IjWZatjYhVEXF2qccHAIA8S0nHCABAJZUzIvO3IqIpIn6WUpqbUro5pfTyiHhtlmVbIiIKX19T2P/UiNhYdP/GwjYAAKg7csx88f9RG8YiA1BJ5QSZJ0fE2yPi+izL3hYRB6MwjbwH3Z06dPu5llK6MKU0O6U0u6mpqYwmAgAAkAdKLABQrnKCzMaIaMyybEbh54eiI9jcllJ6XURE4ev2ov3fUHT/0yJic3cPnGXZjVmWnZVl2VmnnHJKGU0EgIFxkQUA1BNnNkA9KTnIzLJsa0RsTCn9bmHT+yNiSUQ8HhEXFLZdEBGPFb5/PCLOTym9JKV0ekScEREzSz0+AAAAADB8nFzm/f81Iu5OKf1SRKyJiM9ERzj6QErpsxGxISI+HhGRZdnilNID0RF2tkbERVmWtZV5fABgCMsMEwEAAPqprCAzy7J5EXFWNze9v4f9R0XEqHKOCQAAAAAMP+XUyAQAAAAAGBSCTAAokiLVugkAAAB0Q5AJAADDwGPzNsWugy21bgYAQMkEmQAAUOc27joUX7hvXoxqWFrrpgAAlEyQCQAAda75aFtERMxv3FPjlgAAlE6QCQA9yLJatwAAAIBOgkwAAAAAIPcEmQAAAAB9aGltP1aqA6gNQSYAAFRBKvpeqYraS33vAtCrP7lsQvze18fUuhkwrAkyAQAAoE7pSKmcLXuba90EGPYEmQAAAABA7gkygYp7cuGWeHrJtlo3A0qSzD0EgOowMhCAMp1c6wYA9ef/3v18RESsu+TDNW4JAAAMdxJkoH4YkQkARdSRGmz+4NSvZIh3rni3AYChT5AJAAAAAOSeIBMAAKrAeMx88f8BAEOfIBMAAICqECADUEmCTAAAAAAg9wSZAAAAAEDuCTIBAAAAgNwTZAJAkaSYF1AhWa0bAABQZwSZAAAAAEDuCTIBoAdGUwEAAOSHIBMAAKqguFKFjpHaS2qH1K0sy6Kltb3WzQBgEAgyAQAAGLJunrI23vS10bHjwJFaNwWAKhNkAgAAMGT9fO6miIjYure5xi0BoNoEmQAAAABA7gkyAQAAIMf2NR+NLCut2m6JdwPIJUEmAFAzLq4Ahg9v+aVZu+Ng/PdvjY27ZmyIiIg9h1pi76GjNW4VQG0IMuvMpj2HY3+zDzUAAGB4WLJlX62bUFVrdxyIiIjxS7dFRMQffufpeOt3xtaySQA1I8gc4vYePho/fnpFtLV39G+++5Lx8dGrp9a4VQAAAAOzdW/zseuaUrW2tZc8BbsUB460xopt+wflWBOWN8X5N04blGMB5JUgc4hoWLAl3vS10dF8tO247d9vWBo/Gbcynlq89di2dTsPxdu/+3Rs29f3qn3/eNusuPKZFRVvL1AZzUfb4s7p66O9zJN6qGermw7EfTM31LoZAJRh+77m+KMfjItLn1pW+mPsb47f+eroY1OwB8Onb5kRH/rx5EE73vQ1uwbtWAwtCxv3Rlt7FvM37im7Q2A42bDzUMxZ73U1WFrb2qOltb2sxxBkDhE/HLMsWlrbTwgnDxeCzaNtxz8Rdh1siXd+f1ws29r7NIvxy7bHlc+sVGMFqmDXwZb4q+uejS17D0dExKrtBwY8QuDKZ1bG1x9dFE8s3FKNJtINNRuHnj//yZQY+cjCWjdjWNq+vznmrN9d62bkVkqDc5wHZ2+Mh+c0dnvbxl2HBnV0GpRq58GWiIiYtLyp5Me4deq6iIh4fN6mHvdZu+Ng/P7Xx8SGnYdKPk6x5zfsiYiIldv2x6NzN/V5/QVd3TR5TdmfpXM37I6PXjM1/s+dc+K8a5+Nnxis1G/vvWxC/PX1RjoPlvdfMSne9LXRZT2GIHMQrNy2P771+OKanESee+WUfu137cRV0bT/SJVbA8PLQ3M2xvMb9sStU9fGrHW74gNXTIo7p68f0GPsOdRxUn/wSGtERBxpbYunl2yreFthKDtSZq8upfvIVVPjr69/ribHvmfGhvjuE0tixMiG+O4TS2rShko43NIWew+X16H8Hw8tiC8/OP+4bYdaWmPMoq3xnksnxK3PrjvhPnPW7xoyo/2Xbd0XTyzYXOtmMARMXbUjIjo6JXt6fj80Z2McPtoWj8/vOewsxQd/PDm+eP+8OPfKKXGopbWij011tLVncdW4lXGgcJ5985Q1MWJkw7Hz704bdh6Kd3z36WjcXZnwu6tRTy4t+7N0y96OAU8Tl2+PiIglWwan3EG1NR9ti1nrjJasJ+t76ET60v3z4l/vnduvxxBkVtnE5dvjgz+eHLc9ty4adx+udXN6dOPkNfE/Rj0TD8zaeCwwASpn3Y6DERExf+Pesh7nktHL4p/vmB0z1/pABwbH6qYDJ1zUddpew07Q//r5wrhl6tqIiLhl6trYfbD7Nubdn14+Md767cov2vEPP5sVn7trTkREzOrymTFt9c746+unxQ2TV1fseHsOtVRtwclzr5wS/3JP/y5uqC8LGkubIjt7/e74rf96sgot6p+/vLa0UKqltd2U4EHUsHBLXPH0irhk9NKIiPheQ8fXWeuOHx15/+wNsfNgSzw6t7LhN3372qOL4uM3TIsRIxvi8fk6tOrZz+duil/08/9YkFllTyx4YTpob9OLJq1oin/v0pPenT+5bGKce+Xk2HHgSHz61pmxfX/fdTAH4isPL4hvPLa4oo8JQ8nRtvZ4bvWOWjcjWtva476ZG044md24q6MHq9zRO+TLks37joXd1L/Wtva4ZPSyIRO8vf9Hk+Ks7z1zwvbimSbljOx75PnGGDGyIbb3o7Z3b4bqpf/WMn/vnvTW4bV5T6HkybYDFTveH37n6W6fJ1CqB2dvjL+45tn4s5/0Xn+y8/mcJ8sHsPjPNx9bFOde2fE7vulro+Oiu5+vVrNqatGmvbkbMNNZp+9QS1sfe1IrS7e8UKrhugmratgS8kSQmRMX3DozHuqhtlFXy7bujwvvmB2TVzQdK/bcuPvwcQv+9KWltT0enL2x29t2Hix/dMXeQ0dj2uqdJd13/sY9VevRh75c8fSK+ORNM2J2jacw3DFtfYx8ZGE82M/3BYa2P79qSrzv8om1bgaD5Jml2+KGSavj278YOh2Hre1ZXDdxVUxe8ULtuk/dMvPY97c+u7bkx75/Vsf5yOqm8sL8O6atUwuyxpR5oDupH8Vi29uzaFhwfD3wZ5Z2lNJZ0U3g/uUH5se3Hl8clz21LN51yfjKNLRGbp+2PpZtfSH4HNPNNd0/3ja72/uOWdT/679ambZ6Z/zWxQ3xkaunHhsl3h9LNu+LESMbYuUgrQgPtXK4pS0XA2mGEkFmDfSn1/D9P5oYI0Y2RETE9RNXx4Zdx9cR6Cwq3emyp5bH/7mz/x8MPxm3Iv7joQX93n+g/vRHE+MTN02PVdsH1tPf0toe5137bHz29u4/rKHaVheeszsO1HakVNdpnK7NqYYV2/bHpWOWCX8GWWth9OLRtqH1d790zPL49K0vhJedtegiIjbvqc6owoiIUQ1LjtX8enrJth6nuV/5zMqYsjJvFwKlrfaz+2BL3Dl9/YBfm+t3HowdBwZ/uv/GXdWpG8fwcUKrOssAACAASURBVOf09XFNYbTVsq374z2Xjo9dvYxaf/j5xrjtuXVx7YTKlUcYigYSDNbKNRNWRueg/bldrmF7c9E9HSNTP9hlRfgHZm2Ma43Mo45c/MiC+ORNM2L9TrOz+kuQOcjGL9sW77pkfJ+LdRSPSvjhmGUVb0e1F/bpPPF4rJcVA7vTOY12QWP/P+QAKM0nb5oe101cHbsPGQVPft00ZW38w89mxfb9zfHPd8zu9cL98NEXpgdOW70zRoxsGJJlG7784Pz4+qOLYvHmga1+/CeXTYyzR/V/evcjczfFkgEeozvvuXRC2Y/B8LatS4mFjbsOn1CnkNINrW6zDkfbuh/h/ZWHF8RlTy0f5Nbknz7poWt5YdT5gZyVXsgzQeYgW9i4r/C1f0Hd94bwKpwwnDUfbTs26qqSnKRUXz9mwNWNzufoMPqVGcI6a5lt3NW/eniPPN9RmiMvi6MNZHRlZ4dwSw8X8r0Z6EdP54JJAOVY3XTAYjg58MJ5rIuGWmrcfSgOHGmNCcu2D8kO1bw7udYNGE5KCSBudnIJQ9LvfX3Mse8PH207oZTDndPWxblveV2c8isvKenxBU+Dw5Rrqqlh4ZY4/anl8e/n/G6tm8Iw8OTCjlp6q7YfcHnLsDFiZEOsu+TDtW5Gv/zZT6bUugll+eAVk6I9i/izP/jNeFFK8eKT6mfMVGcJg/1DYMRcihT1FGIO1VPx//nDCfGyXzrp2EJS6y75cNz27Nr4b696efzp772mxq0b+urn3SWHFjbujQPN+X+zg+FmzvpdA67fWo67pm847uc1TQfi648tjovufj72Hj4aD1vQh5xZt+Ng7LPoWp+mrd4ZizbtLesxbp+2riJtgb4s31b+FHIohU7B/ilenbnSBuO/oHM0+O9+bUyc8dXR8dnbZlX/oFW0ZPO+E2oO/3TSmhq1hqGoM8Ts9K1fLInPdPO6qOZrv14JMqukvT2Lj14ztdtV5+rdb//Xk7VuAvTqr6+fFh+4YlLNjt+5wMeewy3x5QfmxZcfnB/Lt/a+ImNWRz2r1N7RtvYYMbIh9vRQG/N9l0+Mj1377CC3auD2NR+NZ4pqTs9Ys3NQj/+Jm6bHR66eOqjHrGc3Tyn/AlFeAtSDcUt7X09hoGpxHjlu2fZBP2alZFkWf37VlDj3ysl975wTg/V/vHnPYZ0T1Jwgs0Za2rK4/bl1xxa3yZNSp6zePGVNzNu4p6zfSVhTX9701dG5fI7nxYptB+KZpR0neUda2/rYGyqn60qw87up27ymKZ/1fBY07om/v3lGtLS2x+funBP/dMfsY7f97Y3Tq3LMSSuarMpcRZ2fEpW46G0vurjy6UMpLhm9LK4YayGR4SDPWcxnb5/d905U3Y4DLX3vlDdVrD+1ZPO+eNcl4+O259ZV7yBDUPPRtli342Bs2HkovnDf3Ji/0cLF1SbI7GL7/uZBuVj56eTV8c3HF8f9szZW/VgDNWF504Dvs21fc3yvYekJI3i27G3u4R69SyoA1oWWtvYeVxzMq2qf0/YU1v/FNfkf/Ub9mljC+36lDPQ195WHFsTUVTtiddOBeG714IzAvODWmfH+Co7izvPF81DQ20iQe2ZsOHGjU4ph6blVO+K3/+vJ2HNoYEHEDZNWx1XjV1WpVfRkMN8WXWcMD61t7XHF0ytif39K5WRRd4MvqvHrrNvZ0cnd2yJ6H75qyrCboflvD8yL910+Md572YR4bN7mOK/MWU17DrXEtEE6xx2qBJldnD1qXLzn0glVP07nOfjBnBYM7loPpNODszfG274z9oTaaf96z9xu939oTmOsaRq8WoRQKTVfubqHBtTXKRZ5MXfjnmivsxP4SutcMbsSDh81ArsUs9ft7nOf3QMMrcjB510FLd6899jqsNdOXBVt7Vks2qT2WJ701A/R3w6etTsOxoiRDeW1YZDPptrbs7j4kYXx00mrj21r3H0oLn9quSm6FTRjzc44XFSTsGHhlrhq3Mr4wehlfd73kbmbjgvfLrxzTlXaWE2dT6XOt/TxNZrav3jzvroLhfsyecWOAe3f0+v+w1d1lCu64NaZ8YmbptfVjL1RDUvi279YXLHHE2QOU331RPZ0wfYfDy2I3YeOxo0DKHQ8o5ceG6gXTfuPxJhF1auJu2jT3uNGldTThWfe1Ps1xdNLtp3QYTd/4564qQL1CavludU7Yvu+0kb459ENE1f3vdMQ09zaFt99YklVO2i/eP+8iIjYvLdZ8B4RoxduieVb9yt7UOTDV02N910+sdbNoIqequD6A4N1LnXV+JVx78wNxwVqn7/r+bhmwqpYsc2Aj0rYuOtQ/O2N02PkIwuObeusSd/cS+dh6xCbOdYfrhH6tnnP4dhWw/PKvk5hlhbWTqina5KbpqyNnz27rmKPJ8jsh8krmuJbjy+OvYfLX8G1Xt5YqvV71NOLlQ718pzvy6dumRGfu2tOHG5pi+dW99wrt+fQ0bi46CSrv+6duTHOv3G6nntKNmVlU9w7c0N89ecLu+2syvPF1CdvmhEfvWZgi+o0H22LB2dvzOVrZs2OfNYfLcc9MzbELVPXxj/eNismLK/+KJDpa+t3ytXugy39GgH8+bufj3OunFzSTKLi18VDcxoHfP+BmrFmZ4ytQADVuPtQjBjZEOOXbYuW1vb43hNLKnJ+zvD100mrY8TIhni4Cq+Du6avj4iIZ7pZuKeeRloNRLUuC/Y3d3Si9bV4ZlcjH1nY5z5b9h4uqU19eeT5xmjcPTgdUbc9uzZGjGyIZ1cNbORgT5r2H4lP3Dj9hJrr1VDJs7jmo21x27Nr412XjI93fn9cBR+ZSjrU0nenuCCzyKJNe7vd/ulbZ8Ztz62Lt357bIxeuGWQWzW8dL5RDZfwi/qxoTAipj3L4pM3zehxvykrm+L5DaUVgF62dX8s2twxRc5rhIH61C0z4+I+Ttjf+f1n4p9un9Xj7VNWNsXmPdU5oe/Ltn3dlzzpyaVjlsd/PLRgUEK1vmzq5W9Wby/lGWt3xWd+1vNzqKuW1vaSrlLae8j5inPrHGbY/fK27z4dS7b0Ph26r5P8as4QGKgsy+Jvb5ze41TNzt9l7OKtcf+sbmqcFplXWEDh4Tmb4tG5m+LmqWvjsqf6njYKPekcJfnlB+dX/LG/9uiiij9mnhxqaY3H5m2qdTOq7o9/ML7ij9nensW/PTA//uq653rdb8eBI/Hb//VkzFlf3gzHb/1iSUREfL1Cz8nZ63fHtDU7496Zvb9n583lTy0/9rcox7yNe+Jt3xk74BrM9M+Z33iqz30EmUU+cnXfoz0+f/fzg9CS/Pvp5OpOQSy+sFu1/UAuR9RAKcp9KjftH1iYw8AN55B4274j8czSnoO/T90yM865cvIgtuhE/X0NddZ67hylUSsz1+6Kd18yvsdRb2kYP+H2Nx+NN31tdMxcV7kSNN09PerxL/yWb/Z+kv+5u44PDQf6NHt21Y4YMbIhPnvbrMiy7Ngo0a89ujAmrRjY4mC3TF3b420LG/fGmd94KkYv3BIX3jkn/vPhvkdHdWotzM1rbXOOSO9cR1THmd94Kr5w37yYs77v+sXlyrIsVmw7frTlpWOWxYQudSCXbd3fr9FcedHUw7oUnWas2RVt7Vmv76MD0duMkF/M3xwjHx74rLHlW/f3WVbm3pkbchF6V2oE/7UTVsXuQ0eV0KuixZu7H2TYSZBZJf09Ydw1RFP8rlOedhysTrgydeWO+MAVk+Kzt8+OK8Yur8oxKN2TC7f0OTqr3leGzLKsoouAdKrvvxpDWa2Dwc5FGkrJ/55dtSOODnI9rM4Lr+c3VP9CL09GjGyIP/vJlB5v/9L98+IPvjV2EFtUG9XKqatdIrShMANp3LLtcdf09fG27z4dIx9eEHdN3xAX3DpzQI81fU33ZQBWNx2IL97fsVjk5JUDC0eL3TdrY8n3ha4enL0xRoxsiHO7dNrtPXQ0zvnx5Fi1fWBTl4eDwVi89papa+NDP5583EJP101cHZ+5bdYJAdn2Ac7goMO/3ju3x/fT51bviBsmnVjfu709i3OunBz/fMfsiIgeVyu/+JGF8YX75vWrHdv2Nde8dunDcxqPK1MwdvHWmF3odL1h0up4esmJ5SIqqRrXlnl0/cTVsWzrvhi7eGt86/HjFwLqXPioJ4LMGru+Tgr+r2nquXennE7QlYWThfHLtsdV41eV/kBUxf+9+/l41yXjY8TIhrpaiGMg7pm5Id70tdFxqGVwax3Ve0AMfRnoa2DO+t3xdzfPiMufOr5TbNu+5hgxsiGeWLC5ks0jIpb2Mj3653NrPzKD7m3f3xx7D70wamXi8o6QcV5j92VRdvQxoqgnf3nts7G6l/NH6E61z35+OKZjqvmyLrUWJyzfHsu37Y+rXY/UxILGnkdnffH+eSW/D9WTavZvffKmGXFJN6u/d3aqzSyMTCx3tfJ9zUfjnd8fF9+q4OrWpfjyg/OPm4F04Z1z4m9umBYR0e3foZJWbhs+nSU/HLMszr1ySlx455y47bl1A7qvILMH1UjZzWqgnk2vk6H1A32d/mL+8eFHX6Nv2rwRUAOddeWGs52Fi5yuwUlnj/v9RnX12xMLNg+b0QLlGopdTmePGndsRGZvHp27KUaMbIizvvdMScc5WGYHYFZ02T515Y74h58dP1K08+N2Z5VmDVFZWR8xTDkBScPCLTG3m1HxR5UlqIj9za3HdX50Ve3O9yzrWNNiuOssofCiIVyy5kBh1s+4Xsoc1bvBWECpHpxc6wbk1dodByLitd3e1nx06K8yN4Tf3xhi+vNcu2Ls8viVl744/vm9v1X9BvVTf18iC7v0EPd1stbfHNNrlErqT/2qvi4i86B4ShmDY1s3o+3/5Z658Qen/lq/7t/ensWLXlT5N7Se3iOLa+EVP6c37zkck1c0xflnv7HibRkuus6++cpDA6+lVimrmw7Eu37nVcd+vvDO2T3OjOjvdEby7bf/68lYd8mHS7rvv9zTUcJg3SUfjnFLt8W1EzpmxP1k3MqKtW84u+ie/K0hMXH59kEvJVOKaoxv6OsTt/NcqpTX00Da29aexUkV+PwfbjVur5lg1Hd/lD0iM6V0UkppbkrpicLPv5FSejqltLLw9ZVF+16cUlqVUlqeUjqn3GP31+6DLQMuTN6bu6avr9hjcbzh9kZVj7r2mJ9/4/QYt/SFEc4bdh6KjYUVvudv3BPNR9viqvGrYtSTS+NwS1v8YPTSPjsLJi7fHiNGNsTMtbtixMiG+PgNz8U/3T4rRoxsiPOu6XvRrv5oz7IT2rHzwJETnqPljigBhrc8dlo8t2pHPLdqR7S2tcc7vz+u230Wbuq9CHun7zUsrWTT+tTdaURKKT51y4wY+cjCIbfCaKVOi7o+TnPORtQO9PfsOu23uxDTKeUQ04//r8MtbdG4u/fa7H357O2zB7T/vuajcc34lXFn4frvsXmbo2HBlrhuYulhw9/fPCNWbDsQERHrdyqvUGmz1u2Kf/jZrLjsqequrzB9zc4YMbIhfv/rY2JUQ/krYVfLzB5mzXUdjFFpQ3Hw184DR2LMoq0Dvl8lM4wpK3dU7LHyqJS/b3cqMbX8CxFRfJY6MiLGZVl2RkSMK/wcKaUzI+L8iHhzRJwbEdellE6qwPH79A+3zYoLbp1ZsRXMWqrcu9MZ8lTK/737hZUr1+88OCSKVA/nVVyHqpbW9rh2wqq4ZerxK9rPWb87Pn93R0/tc6t2xHsvmxDvuXRCbNpzOM679tn4+qOLju174+Q18dNJa/qskfHYvI7p3P/7px21Smat231speX5jXtj0oqmGDGyIcYu7vuN8uCR1m57bD931/Pxe18fc+xD+OE5jfGO7z0T9840/ZT+W7fjYFx4x+wheTJX7MHZG3MXAPX3YyIvYUZnO2pdwL4/PnnzjPjkzTMqsqDMg3OOf89csW1/LOolBP3hmGXxVOG9e2Hj3uM6wor19N/f08jizqla1V4kpzc5eSpGRBz32ZsHpSzYk5fXNoPns7fPOhYoDpaLH1kYl49dcdzMhovueT4uHdMRkm3f33uN+G93qfW3cdehmLrqhaCitZZvSrUwgEu8Ui8HO9/vO79Wa2r7+MKK6YePtsVNU9aWfK7X22yTzlW2m/YfiREjG+L0ixsGNDvlSGvbseulrnparLe3oKmnz9jBehZX+33/M7fNis/d9UJ20ldA6XNo4Ir/vuUoK8hMKZ0WER+OiJuLNp8XEbcXvr89Ij5WtP2+LMuOZFm2NiJWRcTZ5Ry/v1Zv7+jxKrf4bCV09zba9c3o/T+aVNFjPrmw481ozKKt8SeXTYwPXDG5j3tUdoTI1n3NccvUtZV7QHLppslr4rKnlsf3n+y5APInb55x7Pt9hQ/m4lE9LW0dJwDFF/prmg7EpBVNsftgS8zvZ52/zhVV/+Xeub3ut3nP4XjzN5+KM746usd9Ok9Uv/zg/IiImLqqcqO7Gfq27D0ctz27Nh6cvTHmrN99Qij+lYcWxNgl22JaD6v2VtPeQ0ePBULFBvpJuGr7/viPhxYMuemZA/0cK/dkdO/ho/HMkm0n1Anr2o7Lx64o70BD3Id+PDk+cnXPI+evn7g6/s+dHSe5H71m6oBHT63beSj2N/dcq22wDeR5OHvdrhNW7ayUMYu3HjsfrKWegumudh9sicfmbYqbJq/pcZ/Fm6s7moj8eW714H+W7uxjEZmzR3U/ar3Tz55dF4s2vbDw2V9e99xxt+dx6MYd09blorZ2pQLIh59vjD/8ztgTtvfWqVaKO6dVPmS/tjDNeNa6jiB9oOcqzUcH3nk6kKCp8zOurT3rdtDY5BVNQ2pB2K4DyjoHz/Smmh39xnb1rNwamVdGxFci4leKtr02y7ItERFZlm1JKb2msP3UiJhetF9jYdsJUkoXRsSFERFvfOMb+3wLaz7aFn9zw3Px3fPeEm974yuPu+1Ia1tJAebsdbvjn/5ndeo69aVaIz7vmbmh3/s+PKcxLvrT36nIyMirCvVn3v97r4kRr355v+9378wNdbOq+3CweW95U3168r8Kwf4Zr3lFrNx+oOT6SN2Zta7vBYp+sWBzfOOjZ1bsmBXjg21Q9HXC+Oc/mRK7i4Krv3jr6+OqT7wtIiL+9qfTYmbhOba/uTIzArqzbsfBmL5m5wm1//7sJ5Nj897mmHbx/yr5sfceOnrsJLheVwSt1EniJ2+aHos374tXvuzFMfcbH+pmj44n04IeVn5mYJp6eD62tLbHH3xrbCz69jkxaXntO54GciHeuSJqX3bnZSGAEl47n719dlz+8bfG37zjtF73O2vUM8fO34vrZxe/J7fnf3AzBfU602rO+oEvdJnnz9K9h47GrHW74huPdXSoVPKcu9b2dLMY0c1Teu4oKcXRCrwpZVkWjbsPx4telOLUX//l0h6j7FaU5ovddHh/+taZJ/weYxdvjUWb9sZ733RKLN+2P/7unf9tsJo4YGuaDhz3c9cRmpUaXcjAlTwiM6X0kYjYnmVZf//3uvsE6/Z1lmXZjVmWnZVl2VmnnHJKnw+8ePPeWLRpX3z3iRNrU/zu18bE4RKGeY9dsi3e2k3PTUf7BvxwHffL1aSi3l0+dkXM7sfiEHM37O5373p/Vmsu3uPiRxbG9v3df9iPGNkQX/35wn4dl8FRzaAmImLl9gN979QPd0xbV5HH6Uk55+pTV+6ILVUKhKmO3V1OjB+fvzl+Oml1bN/XHDOKahL9v3vnVm10w8euezZGPnL8++HkFU2xeW9HD/i8DaUft6fPwTzI22Xx4s0dI266Pif6CrLy9nsMFV+8v/cRwm/55lOxMy+BXwXtaz4ab/vu0xV/3KNt7TFiZENc3c3iJ+VmUOt2Hj/C5d8fnB8bdh7qdcpeubOoJq9o6td5J5Rj54Gh8x7Tn5fD+TdNj3+6Y2Cj4AfKZ17v/uSyifGeSyfEuy8ZH2/55lO1bk6fip9XY5d0nwls2nP8tc2Fd86Jq8avir+5YVp89ef5KnPSlwdnN9a6CRSUMyLz3RHxFymlP4+Il0bEr6aU7oqIbSml1xVGY74uIrYX9m+MiDcU3f+0iOh7rG4N7W9ujUvHnDhN9sCR6gY21dI4wNqbh1raYsvew9G0/0ic+uu/HDdMOnF0ZNfpEZXSnw+5u2dsiFF/+QdVOT6V1dLafkIJhRXbOmq1di3Y3+mjV0+N3/y1l3Z728/nbur3cbvq7GWOiLh5ysBLHmzdW73pEX9/S8fU+3rqAa9H2/c3x66DLXFjD1MefzB6WTzTTQfPwsY98Ydv+PWSjvneSyfEq17xS/GKl5wcp7/65XHxn/1+fOG+ufGP//P0Y6MMxizaEue+5XUREbGqKPj//N3PxxmveUVJxx0M9ZA1/Hxu/09s6+H3zYOB/B3r6cL53hn9n10zEJ2d/j29r5Wju8Cy2vXmP10oMTMQR1rb4kCVO2Uhz5Zu2df3TkPcp26ZERf88Yj4wJmvrXVTurWh6Hr9wJHWknKHSnzmZVnWr5HUP35maJXL6as8RdfO6K7m5qDkAh1KDjKzLLs4Ii6OiEgpvS8i/j3Lsr9PKV0WERdExCWFr48V7vJ4RNyTUroiIl4fEWdExMDPMvqwbsfBeN/lE2P+Nz8Uv/bLLz7utvU7D8VbTv21AT3edd1Mbe5uaHpX3b3w27Pqn7j1Zs2Oga+K9+5LxlesMP45P54cY7/03vitU3q+oB7oBd6GnYfija96WZktoxb6qre3cNPefq+K25ute5t7DES7f/zen4TPb9gTYxZtjR+OWRZPf+m9ZbeP/OnrvO29l07os+bQgSOVXdxnw65Dx05up6zcEXcU6jAV937/aOyKY0FmV/0a0dzDUz8P9aW7k6eZil+6f36/9jvS2nZCvdR6nXLZqb5/u8H3g9E916Guls7F9Ipt2Xu47P/bnt5Z1vZyvlqtd6P29ix+92tjqvTo9MdgfNLcPWNwFwrqj84FMfPuaFt7fPCKSbFu56FY+K0Pxa+89MV93ylnOgdVTFm5oyKDBrqGjJ3XsYs27Y03v/5Xe71vNT/6K3FeMX3Nrvjj335Vme0o/b7V6vTtOjq0Ly1t1WlIRwefM6RyVGLV8q4uiYgPppRWRsQHCz9HlmWLI+KBiFgSEWMi4qIsyyp6pff8hj3xvssnRkR0Wyz9I1dPjdVNB2LGmp3x5z+ZctyIlcHwnw8tiKvHrxrUY/akv28slbx+bW3P4p/7O12hn+1772UTSm8QuXPthI6Og0qu4PhHPxgXq7bvj3d+/5k+V5bsr5GPLIi1Ow5WdTq96aj5VUrh9KHsontqe5F1sMxZEDPW7ox/e2DecRfJa5oOxH8+tOC4kHbqqh0DWgl0oLIsBCXUjT/+wfg40s2sh4iIf7nn+bIW4vnTwrl8d/5f0SJ+lSzZVMuBBgyeUqax1nIU/eZC6LJ5gOFLNZzx1dHHykSce+WUGremMjoX0CnVPd2MkD/3yo4F7X727LqyHru/tuw9XHLpos/8bFas3Nb9zLgV2/bHnkMtMW7ptthQVB7kX+7pfSHVcg123+6IkQ291krtXDWe/Cl3sZ+IiMiybGJETCx8vzMi3t/DfqMiYlQljtmXrivHdipeEfzLD86P6//u7fH6EgvpDtTMfiwsMpSUstLb6qaD8cMxy+Idb3xlfODM18aEZdtj/LLtcef09fHYRe8e0GJA1K8rnzmxRlenUoKGW6aujW37jsQzS04cVdJpwvLt8dKTTzphe3t71msdr1qp91FcQ936nSeOKOprukpPWmt8gd24u7YXUN/+RXmrON87c2NERHyoaBrZF+6bFws37Y2/evup8albjp8csmTzvjizj5EU/ZFlWWzcdThXI0drqZohMfnyxIItsXTLvhj35fdV9TgPVLBWWU/XDVReTwF0Hs+1+lLtsOpdl4yPCf/+vl7D/Wpqb8/i3x6YF492Wbl5oKPa8qrSv8dlTy0/9v13ulm7o9ImLt8e//CzWRHRUZaqlJfQDZPWxI/+91tP2P7NxxfHTyetjs17m+PFJ1X3RGbGmp1x9um/UbNrm/tnbezxtmdX7RiS703DQUWCzFqbvqa0gHD+xj3xrkvGlzC0fOg9mbtODazEiKKPXD21pPt1rkS+7Lvnxmdum3Vs+zNLt8U/vadjZcreRrrldZoj+TV+Wc8BZqfPFE4Eun5Y7zzYEqdf/GS/j1Wpz2DhR+1U4nzlUMuJEw5KHRF88SODs7BZX792tRf06kklw4qudnSzUMOR1vIni4wY2RBvPe3XYn7j3vh4H6sz17s8dLoMh7pvedXensXqphM7dgbytLhz2rqKtacnoxdurfoxGBoGcg7QtVTI/2/vvsPtqqv8j39WuhhQUJogRJSq4CD8gHkcBER+KIwiYxmxwI9RmRERFMWJig6iUlQs+QmOiCA6GkQEFYKIRGoIJIEUJJX03kNuyu1r/jj7xktybjnn7n2+e+/v+/U8ee45+7R1T9bdZX1bFkIVMSXpticX7VLERH78z1PV50zuvnvtqcdlf3QtGtmW0fDqLv9681O69l+O1nknHJTp59RjyYZtL7kOHDspm3mqUbsshpY33IQX1g3o9X+d3b9Vt7sUsSj/xE7fUR6G0HTW8UXOWdWk13+5/0UlQJJWb26RJH25Hyvd9+dg3d7Lc/oaEo54rUnyUKrsy0aNHqfOnRpmvvDb6Xpo5mpd8utn1dHp+ta4mfrtM/0r5G1r7dD6LS0aO2mJHp+3NtXYpTwudJfv6RemL6uMWuia7++B5+MtlNw7PeyF8C1P/H1htyL3rHixzl7dIVVb+EzSLvu+3nT//8vKF383I/PPQPGcdM340CEE9Y1eehUeXYAVtWNTrbdzvaOBGq1RjfYoj1L0yKynINbdtffP1tuPyOfKZWmpZ2hiHk/2z/zBY6FDALStNW8FHRRB18I8YnqtbwAAIABJREFUZ495XM+vqPQQu+C2Sfrlx0/c8Zy7nlmmu5LC5X0zVtb0/tvbOnTcNx9KKdp8GNfLd5CDjn416c9CgWVkJk3OwdQ6eegZOlBvvvrBzD8j7TO/nubR/Nyd0wrZMQDZSXN+9LSs2tysg1lUtKqm3DVuYoecHO7o3IEslaJHZg6Pe6XQ3Jbuqrv9wv8lCoB9Dgaiq4gppTv/5Iatuw6Trqbe4kH309GH+zFdQxpCLzSUhr5GQHCaX25FqZ82OswFVYabI26/qrJwCvqnqTnfDWWN3g8WZb8bo94W1ukJjV6ophSFzDIVv776+9pX08vK0g3lmMgZyEqJdj1ATb3wp9a5QmZRbGtt19X3ztT2neY67ex0/eChubts782MZb0vjJfnC66QsXXNp52WrsVcRjN8Dcil1h5674Y2b82W0CH0qQgxDlSej5V50/2rytsIy2+Om9Xv5zY1t2nU6HGaM4B5Pvsjz38/9GrtWSmGlpdpNfBfPrU4k/f9+O1TXnK/t+F6IfW0kiFQFI060eKwhkZb363HZ7VV2YvioVmr9aYDel+V/ObHFujWCQv1qpHD9OnT3rBj+wW3TdLj89bpmcUbXzIlAHr34PO1zUUuSdc/MDvVGLoW4PrLzNpjQe26zuZ6mlu32oJoPclrgQtx6O9oB/RPf6f5mL92i5Zs2JZxNOVxxvce3VGQ2xxocca0zc24gIliK0ePzAGqtQqfs4aNzGTd+gGUUVoFRgqVyLNF64t9cfG35ZXh/dUaz8696UktShbo2XlBksfnVRbOm7qk3D1S02SqzDMXq9j35Wks4LClJBflAPrvk7+Y0veTsENP9YyLfvlMgyOp3/Hf/MuO26s2N+t9P54YMBrkXWkLmbVO6v5gxKuJ9uSufq6UCwBl0sjhS10rWqN2ff037Xoe0P//2IkL1vf5nOdX9D5kHEhHJK3nvWBRkfI75ipWwEZcPnLL06FDyJ11W+j9jP4rbSGzVkVqrSizWHq7AojTpm27nqSNGj0uQCQDlIOddV8NlruUMVMuUP9+6vJ037CkyrBaeGqq/NlMXbKx8XH0Is351L5094zU3gvlVpahsKiuazRDl4nz12vU6HGV+Q9XxTkC8Mn5fTeYFl09h//2jvDnlygGCpkAADTIpXdMCx1C6X3sZ09r1OhxmQ5npjSHtGys0rgRwinfeST19xw7aWnq7wlgV3k+JlUbvXDeT5/acfvMHzwmSRr9uxn6t59P1urNzXohx4uvIFtpz4+N8irFYj89aW7r/0TitejMQU+UshpN6z0KrlG9j+jkVEyPzV0bOoTS6+r5sXNvh+//ZW7N73XfjJW6uNtiP9ngjxk9mzh/vY47eK/MP4cFTYCKsp5fhbp8bW576WJdPX2/d0yuNHyceM34rENCji1Yy5RL6J/S9sh0dx3x1Qeyee9M3jU+b/qvXefD+XMdK5sCoaQ5BA8IrZZsnr4svfkhqy24I0nPLN6Q2mdI0uwqw9e297ByctfQpjmrm3TL4wt2ebyppV2/mZxOb7OyXjR3ycuvFyqOgR4lvvtg7QX4XMjp4ZHjNmLV07E2VoWc1gfADqUtZGYpLyflRdfJ8RQl1Kj9g7EnQt2KsfPta7XKNP4Crrir+iiA9d16p61paqn6HOZ0AwDkQZ7nIv75k4tecn/TtrZdnnPnFKahCK2lPZuRrEBWKGQCQA7l+JwUAIBCynPBB6hXnrP63ukr+nzOF3toVET2fvfsMknS4VdmM5K1VjNXbu718bL0LC7HbxEWhcw6kHgAw7OyxsUW0Dv+RAAAaeP0tvgYtYSy4Fy3ZxQy68ABLhu3TVgUOgRgwDjgACiLNHZn7BN7l7cLbk5xkQX2A2gk8g0oPwqZyI0tLcw3BvQXJ2lAY9B4OTB5mUuUfSaQD+xTAQADRSETAFLEkHDkXU8XkUW7uMxbT7Z65e232Ny860IMA9Ha3pnq+9WraPlddAvWbQ0dAhCNGE49/zCt77k2UX7tHeU4mEfwJ/sSD89ek/p7lraQed+MlaFDAACUTHMbqzqi3Mqa4+2dYS5+YrtYAQAgKzSSFdMvJi5K/T2HpP6OESjLalkAgNr8+ukloUPIDEe26m6dsDB0CCgxzikBALU66ZrxWrW5OXQYvYqhpzD6J4uOtKXtkQkAQNo6GZ+6g/NdpIITffRl0sINoUMAkGNlmWoF/ZdmETOLYb/Y1UW/mLLj9nt+NEGdgUaKhPDY3LWpvyeFzDosokszgMA4ZUXaHplT24ls6ClcKACiDLa29D2U/4M/magv3/NcA6JhLlGgiDgeYiAu/Pnk0CFE4cGZq3fcnrlys95z4xMBoyk+Cpl1WLEp3924AQDoSU91iqYaV5d+cXu6i8LEqj+FLJRXf+uGZZ7WIq/umbosdAhAamikAPLlb8s3hw6h0Chk1oH5jAAAsWNoeTq2tNRWQEZxcf5YLJ/7zfTQIQAAgCooZNaBazcAUtjFUeaubtLUJRsDRoDY3TphUegQAKRse0lXrUdYXDvl14xlm3TnlKUaNXpc6FAAoN9YtbwOHIsBhHbVvTMlSZO/8g7tvfvwwNHEY+2WltAh5MZC5osG+mRMXpcr/G+EUZQe/C3tHWqPaAEOqbLoCJAFFqEaOL7BntEjEwBStL114L1ZRo0ep6lLNvXruc8t79/zkI7F67aFDqF06r2+pT4EoFZxlahQq8OvfID5nwGgAChkAkCK5q/dksr7PDRrdd9PQiZ6a0FmPsP8oKdb9jZsbQ0dQumRxQAAALWhkFmHtU0MLQRQXa0rP6NYnnhhXegQgIY54ZrxoUMAUkXhGAAagwXukCUKmQBQpxsenLvLtvN++lSASAAgHcxpBaCR2js6Q4dQePUOUGDRSGTpb8s3hw4h92at3KyOyOblTQuL/QBAncZOWhI6BFYCzRjfL4AssYtB7FZ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      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[9] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[10] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[13] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[14] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[18] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[22] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[3] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[5] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[6] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[12] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "********************\n",
      "[21] - [rice cooker]\n",
      "********************\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1656x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "'Baseline = 1.9'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "'[Average] : 1.49'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dataset.set_window(start='2017-01-01 00:00:00', end='2017-01-15 00:00:00')\n",
    "\n",
    "# rice cooker\n",
    "rc = []\n",
    "rc.append(getMeterData(1, \"rice cooker\"))\n",
    "rc.append(getMeterData(2, \"rice cooker\"))\n",
    "rc.append(getMeterData(9, \"rice cooker\"))\n",
    "rc.append(getMeterData(10, \"rice cooker\"))\n",
    "rc.append(getMeterData(13, \"rice cooker\"))\n",
    "rc.append(getMeterData(14, \"rice cooker\"))\n",
    "rc.append(getMeterData(18, \"rice cooker\"))\n",
    "rc.append(getMeterData(22, \"rice cooker\"))\n",
    "\n",
    "dataset.set_window(start='2016-10-01 00:00:00', end='2016-10-15 00:00:00')\n",
    "rc.append(getMeterData(3, \"rice cooker\"))\n",
    "rc.append(getMeterData(5, \"rice cooker\"))\n",
    "rc.append(getMeterData(6, \"rice cooker\"))\n",
    "\n",
    "\n",
    "dataset.set_window(start='2017-04-01 00:00:00', end='2017-04-15 00:00:00')\n",
    "rc.append(getMeterData(12, \"rice cooker\"))\n",
    "rc.append(getMeterData(21, \"rice cooker\"))\n",
    "\n",
    "checkSimilarity(rc, False) "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.7.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}