project/report.ipynb

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   "source": [
    "# Development of driving accident numbers among young drivers with the introduction of BF17\n",
    "# Final report"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Introduction\n",
    "In the year 2011 the program BF17 (\"Begleitetes Fahren ab 17\" / \"Accompanied Driving from 17 on\") was introduced in Germany. \n",
    "Young people participating in this program can get their car driving license already at the age of 17, one year before the regular permission age, and can drive as long as they are accompanied by an adult.\\\n",
    "The benefit of this program was said to be a reduction of driving accidents because young drivers get more expertise together with an experienced companion.\n",
    "\n",
    "Because now more than 10 years have passed since the introduction of BF17, it is interesting to take a look, if this hope of fewer accidents can be confirmed.\n",
    "This is done in this project by looking at the number of driving accidents among young drivers in combination with the numbers of BF17 participants in the last years. \n",
    "First it is relevant to see how accepted this BF17 program is among young people, and if enough people are participating so that a meaningful influence on the accident numbers can be deduced.\n",
    "The question then is if a correlation can be found in those two numbers: Has an increasing number of BF17 participants led to fewer driving accidents among young people?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In summary, the following questions should be answered in this project:\n",
    "- Are enough young people using the BF17 program, so that a relevant influence in the accidents can be even deduced from the program?\n",
    "- Did the introduction of BF17 reduce the number of accidents among young drivers?\n",
    "- Could BF17 have any negative effect (for example an increase of accidents that already 17-year-olds have)?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Methods and data pipeline\n",
    "In general, the three questions should be answered by using open data and presenting them in suitable graphs so that an interpretation of the numbers is possible.  \n",
    "No machine learning methods will be used in this project.\n",
    "\n",
    "### Data sources\n",
    "For this project two open data sources were chosen.\n",
    "\n",
    "The first question is to be solved by checking the \"Fahrerlaubnisse auf Probe\" (driving permits on probation). \n",
    "That is the number of new class B (normal car) driving permits at the age of 17. \n",
    "These can only be obtained if BF17 is used, as the normal minimum age for class B without BF17 is 18.  \n",
    "These numbers are offered as Excel files from the Kraftfahrbundesamt (KBA) for the years 2017 to 2023.\n",
    "\n",
    "To answer the first question the driving permits of 17-year-olds are compared with the driving permits in general, to get gain the ratio of BF17 participants compared to non-participants among the years.\n",
    "Also, the general development of new driving permits is checked.\n",
    "\n",
    "Then the actual number of accidents is researched. \n",
    "The Statistisches Bundesamt offers the number of traffic accidents of all kinds in their Genesis Destatis data warehouse. \n",
    "This statistic contains all numbers of all age groups and all kinds of accidents so the needed numbers (especially accidents among young drivers but also the number of accidents in general) can be selected. \n",
    "Data is available from the years 2008 to 2023.\n",
    "\n",
    "To answer the second and third question the number of accidents among younger people (age 17-25) as well the general accident trend is researched.\n",
    "Also, the percentage change of accidents per year is calculated to check how the development of numbers has changed over the years and if a trend in certain age groups can be recognized.\n",
    "\n",
    "For the number of driving accidents among different age groups over the last years only accidents with the following conditions are counted in this project:\n",
    "- The respective person (to which age group the accident is accounted) was the main cause of the accident, not just a \"participant\"\n",
    "- Only accidents caused by normal personal cars (Personenkraftwagen), LKWs (Güterkraftfahrzeuge), and agricultural vehicles (Landwirtschaftliche Zugmaschinen) are counted, as only these accidents could really be caused by young people, and could be influenced greatly by BF17. Especially accidents by busses are filtered out as bus licenses can only be caused by people of age 24 and older. Also, accidents caused by bikes and pedestrians are filtered out.\n",
    "- All kinds of accidents are investigated here (accidents with only property damage, accidents with injured people...)\n",
    "- All locations are considered (in cities, outside of cities, on highways...)\n",
    "The filtering for these criteria is done by the data pipeline."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### The data pipeline\n",
    "Because of the two different sources the pipeline consists of two smaller pipelines for both sources:\n",
    "The kba_pipeline.py for the number of driving permits, and destatis_pipeline.py for the accident numbers. \n",
    "By running the main pipeline with pipeline.sh both pipelines are executed, and the data is collected to one single sqlite database.\n",
    "\n",
    "The pipeline can be executed manually with the following steps:\n",
    "- Create an account for the Genesis Destatis DWH => https://www-genesis.destatis.de/genesis/online\n",
    "- Enter your username and password in the respective fields in the pipeline.sh\n",
    "- Prepare a Python environment with the given project/requirements.txt (or run the pip install commands below)\n",
    "- Execute the pipeline.sh (just ./project/pipeline.sh without parameters)\n",
    "- The data of both pipelines is loaded into data/kba.sqlite \n",
    "\n",
    "\n",
    "The following pip packages are needed to run the pipeline and the result section:"
   ]
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   "source": [
    "%pip install numpy==1.24.2\n",
    "%pip install packaging==23.0\n",
    "%pip install pandas==1.5.3\n",
    "%pip install pluggy==1.0.0\n",
    "%pip install python-dateutil==2.8.2\n",
    "%pip install SQLAlchemy==1.4.46\n",
    "%pip install mechanize\n",
    "%pip install openpyxl\n",
    "%pip install requests\n",
    "%pip install pytest\n",
    "%pip install matplotlib"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Extraction, transformation and cleaning steps\n",
    "The following steps are done for the both pipelines:\n",
    "\n",
    "KBA pipeline:\n",
    "The data does not exist in one single Excel file, but for each year an Excel file exists. So the following steps are done for each file:\n",
    "- At first the data is extracted from the KBA website by just downloading the Excel file\n",
    "- The needed table of the Excel file is extracted with the openpyxl library\n",
    "- The data is transformed to a pandas dataframe for easier handling\n",
    "- The data frame is cleaned and transformed by the following steps:\n",
    "  - All missing numbers (designated in the Excel as - or .) are replaced with proper NaNs\n",
    "  - The columns are renamed and their data type is changed correctly\n",
    "  - The year is added as extra column\n",
    "- Finally the table is appended to the sqlite file table 'Fahrerlaubnisse'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Destatis pipeline:\n",
    "The data source Genesis is very hard to handle: It suffers from occasional outages and is in general very slow. Also, a free account has to created on the Genesis website. Because of this the pipeline has an offline mode which reuses a once downloaded file to transform. The online mode uses the genesis_puller.py file which has the logic to access Genesis.\n",
    "The following steps are done in this pipeline:  \n",
    "(Notice: If you use the pipeline.sh script then you don't use the command line params yourself, but enter the account data into the pipeline.sh, in which then the script is called properly with parameters!)\n",
    "- If the destatis_pipeline.py is started with a Genesis account (Two command line params: Genesis user, Genesis password) => Online mode\n",
    "  - Retrieve the data from the Genesis data warehouse by doing:\n",
    "    - Send a batch request to Genesis with the needed table code so that the data is prepared on the Genesis server\n",
    "    - each 15 seconds: check if the data preparation is done and pull the data if ready; else continue waiting\n",
    "    - The data preparation can take up to several minutes\n",
    "  - Write the pulled data into a csv (data/accidents.csv)\n",
    "- If the destatis_pipeline.py is started without a Genesis account => Offline mode\n",
    "  - Check if a pre downloaded data/accidents.csv exists\n",
    "  - If yes: Continue with the transformation with this file\n",
    "  - If no: Throw an error to the user; end of program\n",
    "- The data is loaded from the downloaded/given csv as pandas dataframe\n",
    "- Then the data is cleaned with the following steps:\n",
    "  - Unnecessary header lines (because of the DWH format) are removed\n",
    "  - The DWH slicing is done by removing unnecessary columns and rows (especially vehicle types which are not interesting for this project)\n",
    "  - The columns are renamed and the data types are changed correctly\n",
    "  - All missing numbers (designated as - or .) are replaced with proper NaNs\n",
    "- Finally the dataframe is loaded into the sqlite database as own table"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Tests\n",
    "To guarantee that the pipeline works also after code changes and is still doing the transformations correctly, a test suite was created.\n",
    "The tests can be found in test_pipeline.py, it can be executed by running test_pipeline.sh.\n",
    "The suite currently contains 7 tests which consist of system tests for both pipelines running all steps, but also extra tests for the single transformation and cleaning steps.\n",
    "The online system test of the destatis_pipeline.py also runs the genesis_puller.py which is why the Genesis account data has to be entered in the test_pipeline.py (variables GENESIS_USER and GENESIS_PASSWORD) to run this test, else it is skipped. An offline system test also exists which is executed each time.\n",
    "\n",
    "To test the single transformation and cleaning steps mock data is used which can be found under project/test_data. Although both data sources have licenses which allow the redistribution of data, the actual data of these tables is randomized/replaced by arbitrary numbers.\n",
    "\n",
    "A CI/CD pipeline with GitHub Actions which executes the test suite after each commit to the repository was also set up. This pipeline is only set up with the offline Genesis pipeline, the online test with pulling from the Genesis DWH is skipped. The reason for this are, as already explained:\n",
    "- The long execution time of the pipeline of up to several minutes\n",
    "- And the occasional errors and outages of the Genesis database, which could lead to a failing CI/CD pipeline, although the pipeline is not at fault."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Results\n",
    "In the following section the results of the data analysis are presented. The interpretation and answering the main question are done in the next section \"Interpretation\"."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Preparing your environment\n",
    "First prepare your environment and execute the data pipeline by doing the steps in the section **Methods and data pipeline** -> **The data pipeline**.\n",
    "\n",
    "If all ran correctly, your data folder should contain a sqlite db file named **kba.sqlite**.\n",
    "\n",
    "Now you can continue with the results of this project."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Driving permits with BF17\n",
    "At first, it is researched by how many young people the BF17 program is used.\n",
    "For this the numbers of driving permits for the normal class B driving permission (PKWs) are investigated among the different age groups."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The main dataframe and filtering by the needed age groups"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "years = [\"2017\", \"2018\", \"2019\", \"2020\", \"2021\", \"2022\", \"2023\"]\n",
    "ages = [\"bis 17\", \"18\", \"19\", \"20\", \"21\", \"22\", \"23\", \"24\", \"25\"]\n",
    "\n",
    "permits_df = pd.read_sql_table('Fahrerlaubnisse', 'sqlite:///../data/kba.sqlite')\n",
    "\n",
    "filtered = permits_df[permits_df[\"Alter\"].isin([\"bis 17\", \"18\", \"19\", \"20\", \"21\", \"22\", \"23\", \"24\", \"25\"])]\n",
    "filtered = filtered.sort_values(by=[\"Jahr\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### A plot diagram of driving permits over the last years"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"bis 17\"])[\"B\"], label=\"up to 17\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"18\"])[\"B\"], label=\"18\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"19\"])[\"B\"], label=\"19\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"20\"])[\"B\"], label=\"20\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"21\"])[\"B\"], label=\"21\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"22\"])[\"B\"], label=\"22\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"23\"])[\"B\"], label=\"23\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"24\"])[\"B\"], label=\"24\")\n",
    "plt.plot(years, (filtered[filtered[\"Alter\"] == \"25\"])[\"B\"], label=\"25\")\n",
    "plt.title(\"Fig. 1: Numbers of driving permits on probation for different age groups\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This graph shows the number of new class B licenses (probation) from 2017 to 2023 among the different age groups from age 17 to 25.\n",
    "Following observations can be done:\n",
    "- The amount of new driving licenses is in general steadily sinking especially until 2022\n",
    "- Most licenses in probation are by 18-year-olds. As the probation takes two years, this number consists of young people which did BF17 (and are now on the second year of their probation) AND people who gained their license only with 18 without BF17.\n",
    "- Because the \"up to 17\" plot is especially in 2017 at about the half of the \"18\" plots, that directly shows, that about half of the 18-year-old new drivers have done BF17.\n",
    "- In the last years the amount of BF17 is reduced a bit (shown by the decreasing \"17\" curve)\n",
    "- From 21 years on there are only very few new driving licenses. Most people decide to do their class B license between 17 and 20."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The driving permits as bar diagram\n",
    "The same data is now shown as bar diagram to better see the development of driving permits in general."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "\n",
    "sums = [0, 0, 0, 0, 0, 0, 0]\n",
    "for i in range(0, len(ages)):\n",
    "    values = (filtered[filtered[\"Alter\"] == ages[i]])[\"B\"]\n",
    "    plt.bar(years, values, \n",
    "            bottom=sums, label=ages[i])\n",
    "    sums = [x + y for x, y in zip(sums, values)]\n",
    "    \n",
    "plt.title(\"Fig. 2: Numbers of driving permits as bar graph\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This bar graph shows the following facts:\n",
    "- The general count of new driving licenses is sinking in recent years (except 2023)\n",
    "- It is better visible that the group of 17-year-olds with driving license is steadily sinking while other age groups (especially 19 and 20) stay more constant (but also sinking)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The ratio of BF17 participants among 18-year-olds\n",
    "Next the ratio of BF17 participants among 18-year-olds is calculated.\n",
    "\n",
    "It should be noted that this ratio is always calculated by the 17-year-old and 18-year-olds of one year.\n",
    "So the ratio is not calculated of people of the same age, but there is 1-year difference."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "\n",
    "data17 = (filtered[filtered[\"Alter\"] == \"bis 17\"])[\"B\"]\n",
    "data18 = (filtered[filtered[\"Alter\"] == \"18\"])[\"B\"]\n",
    "res = [i / j for i, j in zip(data17, data18)]\n",
    "\n",
    "plt.plot(years, res)\n",
    "plt.title(\"Fig. 3: Ratio between driving permits of 17 and 18-year-olds\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This graph proves the ratio between 17 and 18 year old driving permits is sinking but in general also has a high level.\n",
    "In 2017 the ratio is at about 47%, while it sinks to about 38% in 2023."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Driving accidents among young people\n",
    "Next the amount of driving accidents over the last years among the different age groups is investigated.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The main data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/5b/6x75ry_x0571jsb9gmzl77yh0000gn/T/ipykernel_13229/3926792591.py:6: FutureWarning: The default value of numeric_only in DataFrameGroupBy.sum is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
      "  accidents_df = accidents_df.groupby(\"year\").sum()\n"
     ]
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import matplotlib as plt\n",
    "\n",
    "accidents_df = pd.read_sql_table('accidents', 'sqlite:///../data/kba.sqlite')\n",
    "accidents_df = accidents_df.fillna(0)\n",
    "accidents_df = accidents_df.groupby(\"year\").sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The number of accidents as plot diagram and as bar diagram"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Fig. 4: Numbers of accidents in different age groups'}, xlabel='year'>"
      ]
     },
     "execution_count": 7,
     "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": [
    "accidents_df.plot(title=\"Fig. 4: Numbers of accidents in different age groups\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Fig. 5: Numbers of accidents as bar graph'}, xlabel='year'>"
      ]
     },
     "execution_count": 8,
     "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": [
    "accidents_df.plot.bar(stacked=True, title=\"Fig. 5: Numbers of accidents as bar graph\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The following results can be deduced from both graphs:\n",
    "- The number of accidents is in general sinking (especially visible in the bar diagram)\n",
    "- The number of accidents by young people seem to be more rapidly sinking than those of other age groups, although this is a bit unclear here and is validated with another diagram.\n",
    "- There are almost no accidents among 15-17 year old\n",
    "- In general there are many accidents among young people up to 25 (visible by the fact that their areas are comparable big to the other age groups - but older age groups have spans of 10 years, the 21-24 only 4 years, and 18-20 even only 3 years)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To check if the statement about the more rapid sinking of accidents among young people is true, the percentage change of accident numbers each year are shown in the following graph:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Fig. 6: Change of accidents per year over different age groups'}, xlabel='year'>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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dunUoFAo+/fTTImMoFAoANmzYgE6nY9KkSSiVymL7FMfff/+Nu7s7gwcPNrZZWFjwyiuvFOp36tQpgoODGTlyJAkJCcbrl56eTrdu3di7dy86na7QPsXdDwkJCWW6VnZ2dhw5coTIyMhS+xbH+PHjC/3/+uuvA/rzhfLfDxqNhueff75Mxx41ahSRkZGFxli2bBnm5uZGf7vyXM+C35nc3FwSEhIICAjAzs6u2O/Nyy+/jEqlKlXOv//+Gzc3N0aMGGFsMzU1ZcKECaSlpbFnzx4AHn/8cZycnApFoSYlJbF9+3aGDRtmbFuzZg3169cnMDCw0DV9/PHHAYpc086dO9OgQYNS5dyxYwc5OTm8/vrrhe7lN998s9R9y0tV3BflvQ6lzXMVoeA9k56eTnx8PO3atUMIwcmTJ4HyPZPWrFmDra0tPXr0KHROQUFBWFlZ3XX+rMizb9CgQTg7Oxv/j4qK4tSpU4wZMwYHBwdje5MmTejRo4fxe10R2rZtS1BQkPH/2rVrM2DAAP755x+0Wi1Q+fkIHnJn6datW5cpPDosLAygUNSCgYCAgGIntLJgbm5Oenp6ockMYMSIEWzdupWTJ0/SqVOnco1pY2MDQGpqapmdfs3MzArduAD29vYkJSUVatu0aRNffPEFp06dIjs729he3MO6du3aRdoKjhkbG0tmZmaJ17QgwcHBCCGoU6dOsfLfLbovLi6OjIwM6tWrV2Rb/fr10el0hIeH07BhwxLHKIlff/2Vb775hkuXLpGbm2tsLxiJeO3aNTw8PApNAHdy7do1lEplmR4sBQkLCyMgIKDI9b/zXIODgwF9aoCSSE5Oxt7e3vj/nZ+fYVtSUpLxHiuJr7/+mtGjR1OrVi2CgoLo27cvo0aNKqSI3o07P2d/f3+USiWhoaHG8ynP/eDp6VlmZ80ePXrg7u7OsmXL6NatGzqdjhUrVjBgwADjy0V5rmdmZibTpk1j8eLFREREoH+Rvd3nTu6MYi2JsLAw6tSpU0Rxrl+/vnE7gImJCYMGDWL58uVkZ2ej0WhYv349ubm5hRSh4OBgLl68WGQeMGBwWq6InFD0M3V2di50v1UFVXFflPc6lDbPVYQbN24wadIk/vrrryLjGO6Z8jyTgoODSU5OxsXFpdjj3XlOBanIs+/Oe8MwRklz8D///FPhwIDiPuu6deuSkZFBXFwcbm5ulZ6P4CFXhO43Hh4eBAcH4+rqWqjdcMNW5MsUGBgIwNmzZ+nYsWOZ9inLG+i+ffvo378/nTp1YsGCBbi7u2NqasrixYtZvnx5mccs+CAoKzqdDoVCwZYtW4od934khPz9998ZM2YMAwcO5N1338XFxQWVSsW0adO4du3aPZfnbhhWJ2bMmFFi4rk7r2FlPr+hQ4fSsWNH/vjjD7Zt28aMGTP46quvWL9+fZHVvrJwp6JX3vuh4Bt2aahUKkaOHMmPP/7IggULOHDgAJGRkTz77LOFjg9lu56vv/46ixcv5s0336Rt27bGRJ3Dhw8vsgpXXlnLyvDhw/n+++/ZsmULAwcOZPXq1QQGBtK0adNC59S4cWNmzZpV7Bi1atWqdjkrS1XcF+W9DlU5z4F+BbtHjx4kJiby/vvvExgYiKWlJREREYwZM6bYe6Y0dDodLi4uLFu2rNjtJSl9FaUy90ZJK+CG1Z2KUBXzkVSEAG9vbwCuXr1aZFtxbWUlKCiI4OBgIiIiCmmnhiW8ityg/fr1Y9q0afz+++9lVoTKwrp16zAzM+Off/5Bo9EY2xcvXlyh8VxcXDAzMyvTNfX390cIga+vL3Xr1i3XcZydnbGwsODy5ctFtl26dAmlUllkcisLa9euxc/Pj/Xr1xf68t5pAvP39+eff/4hMTGxxFUhf39/dDodFy5cKFeGXG9vb86dO4cQopAMd56rYenexsaG7t27l3n80rib2c7d3Z1x48Yxbtw4YmNjadGiBV9++WWZJp7g4OBCb5VXr15Fp9MZzcKVuR/KwqhRo/jmm2/YuHEjW7ZswdnZmV69ehm3l+d6rl27ltGjR/PNN98Y27KysiqdXM/b25szZ86g0+kKrQpdunTJuN1Ap06dcHd3Z9WqVXTo0IF///23SAoNf39/Tp8+Tbdu3e76uVZETtB/pgXnuLi4uEqtmhRHVdwX1XEdyjPO2bNnuXLlCr/++iujRo0ytt/ptlGeZ5K/vz87duygffv25VZSquLZZxijpDnYycnJuBpkb29f7HfDsKp0J4bV2YJcuXIFCwuLQs/PysxH8JBmli4vHh4eNGrUiN9++420tDRj+549ezh79myR/teuXSvTqoBhafrnn382tul0OhYvXoyDg0Mh22dUVFQRE0xxtG3blt69e/PTTz8Vm/U3JyeHd955p1TZ7kSlUqFQKApp5qGhoRXOLKxSqejevTsbNmwoZLu9evUqW7ZsKdT36aefRqVSMXny5CJvWkIIEhIS7nqcnj178ueffxpNKwAxMTEsX76cDh06lGrqKWlcw/ENHDlyhEOHDhXqN2jQIIQQTJ48ucgYhn0HDhyIUqnk888/L/LGd7c3y759+xIZGcnatWuNbRkZGcbsuwaCgoLw9/dn5syZhe5fA4b8SeXF0tKyyKSl1WqLmHxcXFzw8PAoZE69G/Pnzy/0/9y5cwGMk1Zl7oey0KRJE5o0acJPP/3EunXrGD58OCYmt98Jy3M9VSpVERnnzp1bqTdc0H/20dHRhXx/8vLymDt3LlZWVnTu3NnYrlQqGTx4MBs3bmTp0qXk5eUVMouB/q05IiKCH3/8scixMjMzSU9Pr5Cc3bt3x9TUlLlz5xa6DrNnz67QeHejKu6L6rgOhod8WZTf4uYVIUSRPHPleSYNHToUrVbLlClTihwvLy/vrnKV99lXHO7u7jRr1oxff/210LHOnTvHtm3b6Nu3r7HN39+f5ORkzpw5Y2yLiorijz/+KHbsQ4cOFTLPhYeH8+eff9KzZ09UKlWVzEcgV4SMTJ06lQEDBtC+fXuef/55kpKSmDdvHo0aNSoyGXbr1g2g0IO3OAYMGEC3bt2YNm0a8fHxNG3alA0bNrB//36+//77QisvEydO5NdffyUkJKRUh+nffvuNnj178vTTT9OvXz+6deuGpaUlwcHBrFy5kqioKGbOnFmu83/iiSeYNWsWvXv3ZuTIkcTGxjJ//nwCAgIK3bTl4bPPPmPbtm20b9+esWPHotVqjdf01KlTxn7+/v588cUXTJw4kdDQUAYOHIi1tTUhISH88ccfvPLKK3dV7r744gu2b99Ohw4dGDduHCYmJnz//fdkZ2fz9ddfV0j2J598kvXr1/PUU0/xxBNPEBISwqJFi2jQoEGh+6Fr164899xzfPfddwQHB9O7d290Oh379u2ja9euvPbaawQEBPDRRx8xZcoUOnbsyNNPP41Go+G///7Dw8ODadOmFSvDyy+/zLx58xg1ahTHjx/H3d2dpUuXFkkKp1Qq+emnn+jTpw8NGzbk+eefx9PTk4iICHbt2oWNjQ0bN24s9zUICgpix44dzJo1Cw8PD3x9falXrx5eXl4MHjyYpk2bYmVlxY4dO/jvv/8KrYrcjZCQEPr370/v3r05dOgQv//+OyNHjjSacip7P5SFUaNGGccoaBaD8l3PJ598kqVLl2Jra0uDBg04dOgQO3bswNHRsVLyvfLKK3z//feMGTOG48eP4+Pjw9q1azlw4ACzZ88uEiwxbNgw5s6dy6effkrjxo2NvkQGnnvuOVavXs2rr77Krl27aN++PVqtlkuXLrF69Wr++eefCpWbcXZ25p133mHatGk8+eST9O3bl5MnT7JlyxacnJwqdQ3upCrui+q4DoYX2o8++ojhw4djampKv379ivWJCQwMxN/fn3feeYeIiAhsbGxYt25dsatnZX0mde7cmf/9739MmzaNU6dO0bNnT0xNTQkODmbNmjXMmTOnUMBFRY9zN2bMmEGfPn1o27YtL774IpmZmcydOxdbW1s+++wzY7/hw4fz/vvv89RTTzFhwgQyMjJYuHAhdevWLdYfqVGjRvTq1YsJEyag0WhYsGABgPHFMzU1tdLzESATKhZk5cqVIjAwUGg0GtGoUSPx119/iUGDBonAwMBC/by9vcscUp+amireeOMN4ebmJtRqtWjcuHGx+Q3KGj5vICMjQ8ycOVO0atVKWFlZCbVaLerUqSNef/31QuGexYWhClF8uOLPP/8s6tSpIzQajQgMDBSLFy++a6KrO7kzgZoQ+nwszZs3F2q1Wvj7+4uffvpJvP3228LMzKzI/uvWrRMdOnQQlpaWwtLSUgQGBorx48eLy5cvl3o9Tpw4IXr16iWsrKyEhYWF6Nq1qzHvjYHyhM/rdDoxdepU4e3tLTQajWjevLnYtGlTseGfeXl5YsaMGSIwMNCY0KtPnz5FEnr98ssvonnz5kKj0Qh7e3vRuXNnsX37duP24hIqhoWFif79+wsLCwvh5OQk3njjjRITKp48eVI8/fTTwtHRUWg0GuHt7S2GDh0qdu7caexTUriy4TtT8P67dOmS6NSpkzA3NzeGQmdnZ4t3331XNG3a1Ji8smnTpkVyUhWH4dgXLlwQgwcPFtbW1sLe3l689tprxSZULMv9YEicV16ioqKESqUSdevWLbFPWa5nUlKSeP7554WTk5OwsrISvXr1EpcuXSryXShtTiqOmJgY49iGuePOOcuATqcTtWrVEoD44osviu2Tk5MjvvrqK9GwYUPjPRgUFCQmT54skpOTjf1K+n6XhFarFZMnTxbu7u7lSqgoRPnC5w1U9r6o7HUobp4zJJRUKpWlzuMXLlwQ3bt3F1ZWVsLJyUm8/PLLxrD8ij6ThBDihx9+EEFBQcLc3FxYW1uLxo0bi/fee09ERkaWKEt5jlPa/Lljxw7Rvn17YW5uLmxsbES/fv2KJFQUQoht27aJRo0aCbVaLerVqyd+//33UhMqGp5LzZs3L3T/VGY+Kogi/4CSEmjWrBnOzs4lht5Lys/AgQM5f/58sfZfycPLZ599xuTJk4mLi6vy1YLyEh8fj7u7O5MmTeKTTz65r7JIJOXhXj2T7vezT6FQMH78eObNm1ftx5I+Qvnk5uaSl5dXqG337t2cPn2aLl263B+hHgIyMzML/R8cHMzff/8tr6nkvrJkyRK0Wi3PPffc/RZFIimWe/VMks8+6SNkJCIigu7du/Pss8/i4eHBpUuXWLRoEW5ubkWSz0nKjp+fH2PGjMHPz4+wsDAWLlyIWq3mvffeu9+iSR5B/v33Xy5cuMCXX37JwIEDS/XHk0juF/fqmSSffVIRMmJvb09QUBA//fQTcXFxWFpa8sQTTzB9+vRKOz4+yvTu3ZsVK1YQHR2NRqOhbdu2TJ06tcSkaBJJdfL5559z8OBB2rdvb4xWk0geRO7VM0k++0D6CEkkEolEInlkkT5CEolEIpFIHlmkIiSRSCQSieSR5ZH0EdLpdERGRmJtbV2l6eYlEolEIpFUH0IIUlNT8fDwKFKUuKI8kopQZGRkhepPSSQSiUQiuf+Eh4fj5eVVJWM9koqQIT19eHh4hepQSSQSiUQiufekpKRQq1atImVmKsMjqQgZzGE2NjZSEZJIJBKJpIZRlW4t0llaIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBLJI4tUhCQSiUQikTyySEVIIpFIJBJJlZGVnktsWApCiPstSpmQipBEIpFIJJIq4+rxWNZMO8bWH87db1HKhFSEJBKJRCKRVBlXj8UA4Oprc58lKRtSEZJIJBKJRFIlpN/KJiL4FgABQS73V5gyIhUhiUQikUgkVcLVE7Eg9KtBNo7m91ucMnFPFKH58+fj4+ODmZkZbdq04ejRoyX2PX/+PIMGDcLHxweFQsHs2bMrPaZEIpFIJJLq5+qxWADqtHS9z5KUnWpXhFatWsVbb73Fp59+yokTJ2jatCm9evUiNja22P4ZGRn4+fkxffp03NzcqmRMiUQikUgk1UtqYhbR15NBUXPMYnAPFKFZs2bx8ssv8/zzz9OgQQMWLVqEhYUFv/zyS7H9W7VqxYwZMxg+fDgajaZKxpRIJBKJRFK9XD2uX4zwCLDD0q745/eDSLUqQjk5ORw/fpzu3bvfPqBSSffu3Tl06NA9GzM7O5uUlJRCPxKJRCKRSKoOQ7RYTVoNgmpWhOLj49Fqtbi6FrYVurq6Eh0dfc/GnDZtGra2tsafWrVqVejYEolEIpFIipIcl0FsWCoKBfi3kIrQA8fEiRNJTk42/oSHh99vkSQSiUQieWgwmMU869ljYaO+z9KUD5PqHNzJyQmVSkVMTEyh9piYmBIdoatjTI1GU6K/kUQikUgkksoRXAOjxQxU64qQWq0mKCiInTt3Gtt0Oh07d+6kbdu2D8yYEolEIpFIKkZSdDoJN9NQKhX4NXe+3+KUm2pdEQJ46623GD16NC1btqR169bMnj2b9PR0nn/+eQBGjRqFp6cn06ZNA/TO0BcuXDD+HRERwalTp7CysiIgIKBMY0okEolEIrk3GMxiXvUdMLM0vc/SlJ9qV4SGDRtGXFwckyZNIjo6mmbNmrF161ajs/ONGzdQKm8vTEVGRtK8eXPj/zNnzmTmzJl07tyZ3bt3l2lMiUQikUgk1Y8QguD/9K4qdVrWLCdpAwohhLjfQtxrUlJSsLW1JTk5GRubmlEUTiKRSCSSB42EiDRWTjmK0kTBCzM6ojGv3vWV6nh+PxJRYxKJRCKRSKqe4PzcQbUbOFa7ElRdSEVIIpFIJBJJuRFC3K4t1qpmmsVAKkISiUQikUgqQHx4GslxmZiYKvFp7HS/xakwUhGSSCQSiURSbgxmMe/GjqjNaqZZDKQiJJFIJBKJpJwUNIsFBNXsiG2pCEkkEolEIikXMSEppCZmYaJR4d3Y8X6LUymkIiSRSCQSiaRcGFaDfJs4YapW3WdpKodUhCQSiUQikZQZoRNcPWGoLVZzo8UMSEVIIpFIJBJJmYm6lkz6rWzU5ibUblCzzWIgFSGJRCKRSCTl4Gp+tJhfUydUpjVfjaj5ZyCRSCQSieSeoNPqjGaxgJY1O1rMgFSEJBKJRCKRlImI4FtkpuaisTTBq779/RanSpCKkEQikUgkkjJhiBbzb+aMSvVwqBAPx1lIJBKJRCKpVrRaHddO5pvFWj0cZjGQipBEIpFIJJIycPNSEtnpeZhbm+JZx+5+i1NlSEVIIpFIJBJJqRiixfxbuKB8SMxiIBUhiUQikUgkpaDN1XH9VDzwcCRRLIhUhCQSiUQikdyVGxcSyMnMw9JWjbu/3f0Wp0qRipBEIpFIJJK7EmyIFgtyQaFU3GdpqhapCEkkEolEIimRvBwtoWcMZrGHJ1rMgFSEJBKJRCJ5CPjt/G/sDt9d5eOGnUsgN1uLtYMZrr42VT7+/cbkfgsgkUgkEomkclxOvMyMYzPQqDTsHLITW41tlY0dnB8tFhDkgkLxcJnFQK4ISSQSiURS4wlNCQUgW5vNhqsbqmzcnKw8ws4mABDwkEWLGZCKkEQikUgkNZybqTeNf6++vBqd0FXJuKFn48nL1WHjbI5zbesqGfNBQypCEolEIpHUcMJTw41/30i9weHIw1UyrqG2WJ2H1CwGUhGSSCQSiaTGczNNvyLkYq43X628vLLSY2Zn5hF2Xm8Wq/MQ1Ra7E6kISSQSiURSwzGYxsY1GwfAnpt7iEqLqtSYIafj0OUJ7N0scPCwrLSMDypSEZJIJBKJpAaTq8slOj0agE5enWjt1hqd0LE2eG2lxg3+L7/SfEvXh9YsBlIRkkgkEomkRhOdFo1WaDFTmeFk7sSwesMAWHdlHbna3AqNmZWWy82LicDDV1vsTqQiJJFIJBJJDSY8Te8o7WXthUKhoGvtrjibO5OQlcDOGzsrNOb1U3HodAJHTyvs3R5esxhIRUgikUgkkhqNwT/Iy8oLAFOlKYPqDgIq7jRtTKL4kK8GgVSEJBKJRCKp0RgVIWsvY9ugOoNQKVQcjzlOcFJwucbLSMkh4nIS8PCbxUAqQhKJRCKR1GgMofOnQ1T8digUADdLN7rW6groEyyWh+snYxECXLytsXW2qFJZH0SkIiSRSCQSSQ3GsCJ0JFjBlE0XSMnSO0gPC9Q7TW+8vpH03PQyjxecn0QxIOjhzR1UEKkISSQSiURSQxFCGLNKixwHcrWC3ZfjAGjj1gYfGx/Sc9PZfH1zmcZLv5VN5NVbwKPhHwRSEZJIJBKJpMaSnJ1MWm4aALpcewC2X9A7OisUCobWGwronaaFEKWOd/V4LAhw87PB2sGsmqR+sJCKkEQikUgkNRSDf5AaexCmAOy+FEtOnr7oan///pipzAhOCuZk7MlSx7t6PD9a7BExi4FUhCQSiUQiqbEYzGKKPEdjW2p2HkdC9DXCbDW29PXrC5QeSp+amEX09RRQQEDQo2EWA6kISSQSiURSYzE4Smdm2ALQ2scBgB355jHAmGl6e9h2EjITShzLUGneI8AOSztNhWW6fvI/ln7wBif/2VThMe4lUhGSSCQSiaSGYjCN5WY7oFTACx18AL2fkMEnqIFjA5o4NSFPl8cfV/8ocSxDEsXK5g66+t9hYkOukRgRXqlx7hVSEZJIJBKJpIZiMI3pchyo5WBBl3oumJuqiEzO4nxkirGfwWl69eXVaHXaIuPcis0g7kYqCgX4Na+4IiR0Oq4fPwqAf1CbCo9zL5GKkEQikUgkNRSDaUyX64CPoyVmpio61nECbkePAfTy6YWtxpao9Cj2RewrMs7V43qzmGc9eyxs1BWWJ/p6MOm3klCbm+PVoHGFx7mXSEVIIpFIJJIaSK42l+j0aECfQ8jXSV8ctUcDfcRXQUXIzMSMpwKeAop3mjb4B9VpWblosWvH9KtBPk2DMDE1rdRY94p7ogjNnz8fHx8fzMzMaNOmDUePHr1r/zVr1hAYGIiZmRmNGzfm77//LrR9zJgxKBSKQj+9e/euzlOQSCQSieSBIjI9EoFAiQahtTIqQo8HuqBUwIWoFG4mZRj7D62rN48djDhIeMpt/53EqHQSItJQKhX4NXeulEzXjh8BIKBlzTCLwT1QhFatWsVbb73Fp59+yokTJ2jatCm9evUiNja22P4HDx5kxIgRvPjii5w8eZKBAwcycOBAzp07V6hf7969iYqKMv6sWLGiuk9FIpFIJJIHBoN/kDLPEVDgk68IOVppCPLWJ1csGD1Wy6YW7T3bIxCsubLG2H4130m6VgMHzCwrvoqTHBtN/I1QFEolPs1bVnice021K0KzZs3i5Zdf5vnnn6dBgwYsWrQICwsLfvnll2L7z5kzh969e/Puu+9Sv359pkyZQosWLZg3b16hfhqNBjc3N+OPvb19dZ+KRCKRSCQPDAb/oOws/fPPL18RggLmsYsxhfYZXm84AOuvricrLwshhNE/qLIlNa4d068GeQU2xNzKulJj3UuqVRHKycnh+PHjdO/e/fYBlUq6d+/OoUOHit3n0KFDhfoD9OrVq0j/3bt34+LiQr169Rg7diwJCSXnRpBIJBKJ5GHDoAhps+1Rq5R42Jkbt/Vo4AbAkeuJJGfmGts7enbE3dKd5OxktoVtIyEinaToDJQmCnybVo1ZzL8GmcWgmhWh+Ph4tFotrq6Fna9cXV2Jjo4udp/o6OhS+/fu3ZvffvuNnTt38tVXX7Fnzx769OmDVls0JBAgOzublJSUQj8SiUQikdRkjKHzuY7UcjBHpVQYt/k6WRLgYkWeTrD78m1XFJVSxZC6QwBYdWmV0Szm3dARjblJhWXJSksj/ILehaWmhM0bqJFRY8OHD6d///40btyYgQMHsmnTJv777z92795dbP9p06Zha2tr/KlVq9a9FVgikUgkkirGkExRl+OAr5NVke3FRY8BPFXnKUyUJpyJO8OFo/oxKmsWCzl1DKHT4ehVGzs390qNda+pVkXIyckJlUpFTEzhDyEmJgY3N7di93FzcytXfwA/Pz+cnJy4evVqsdsnTpxIcnKy8Sc8vGZku5RIJBKJpDiEEIVyCPk6WRTpY1CE9lyOMxZhBXAyd6KHdw+c0r3ITNRiYqrEp7FTpeQx+AfVNLMYVLMipFarCQoKYufOncY2nU7Hzp07adu2bbH7tG3btlB/gO3bt5fYH+DmzZskJCTg7l68FqrRaLCxsSn0I5FIJBJJTSUxK5GMvAwQCkSuvTFirCDNvOxwttaQmp3H4euF/WiH1xtOQHwLADwb2qI2q7hZTJuXS8ip40DNM4vBPTCNvfXWW/z444/8+uuvXLx4kbFjx5Kens7zzz8PwKhRo5g4caKx/xtvvMHWrVv55ptvuHTpEp999hnHjh3jtddeAyAtLY13332Xw4cPExoays6dOxkwYAABAQH06tWruk9HIpFIJJL7jsEsptTZgTAx5hAqiFKpoHt9vcnrTvNYM+dm1EtqBUCcx7XKyXLhPDmZGVjY2uEeULdSY90Pql0RGjZsGDNnzmTSpEk0a9aMU6dOsXXrVqND9I0bN4iKijL2b9euHcuXL+eHH36gadOmrF27lg0bNtCoUSMAVCoVZ86coX///tStW5cXX3yRoKAg9u3bh0ZT8Wq5EolEIpHUFAxmsdxsfeh8cYoQ3DaP7bh4uwgrQGxoKuZZNuQos9iQ83uhbeXFEC3m16I1CmXNcz2u+FpYOXjttdeMKzp3UpyD85AhQxgyZEix/c3Nzfnnn3+qUjyJRCKRSGoUxtD5HAfMTJW4WpsV26+dvxPmpiqikrM4F5FCYy9b4Hal+ZuOl7iefo0j0Ud4zP2xcsshhODqscMABLSqeWYxqKFRYxKJRCKRPMoYQudFjr7YqrJA6HxBzExVdKprKMKaX5dMJ7iWn0TRpbHekrL68uoKyREXFkJqfBwmag21GzWt0Bj3G6kISSQSiURSwzCGzuc6lGgWM2BIrrgt308o6tot0pNzUJubMLBrDwD+vfEvMekxJY5REgazmHeTZphqil+VetCRipBEIpFIJDUMY+h8jmOxEWMFMRRhvRSdSnhiBsH/6VeD/Jo5Uc+5LkGuQWiFlnXB68oth6HafE2MFjMgFSGJRCKRSGoQ2dpsYjP0yowow4qQg6Walj4OAGw7F821k4baYnpH6mH1hgGw9spacnW5xQ9SDKmJ8cRcDwaFAr8Wrcp9Hg8KUhGSSCQSiaQGEZEWgUCAToPQWpSqCAH0zI8eO/ZfFJmpuZhZmuIVqI846167Ow5mDsRlxrHrxq4yy3H9uH41yL1OPSztam7hc6kISSQSiURSgygYMQaKMilChjB6cSMdAL/mzqhUehXAVGXKoDqDAFh1eVWZ5TBmk67BZjGQipCkmhFC8NEfZ3lnzWl0uornqZBIJBKJHmOx1RwHrDUmOFqqS93H29GSei6WBOSoAKhzR22xIXWHoFQoORp9lOu3rpc6Xk5WJjfOnQYgoAaW1SjIPckjJHl0iU/LYdmRGwCMaedDI0/b+yyRRCKR1GwMK0IiV+8orVDoQ+eTVq4iJzQUhVqNQqNGoVajVKtRaDQoTNWMSMokXbijU2qxTbhExgkzFKb6vo5qNU9YtGZP7CHWn/qdt9p9gMLU1Dj2nYSdPok2Lw87V3ccPGt2IXOpCEmqlRuJGca/9wXHS0VIIpFIKkmhqvPuerNYdnAw0Z99dtf9rAOfI93NnVrh+7n5YtG8Qc/l/8AKLrMCQK9UGZQptRqF2hSlWsMpM0AJzgm3CH/1Vb3CpdYU6K/GokULbHr3rrLzri6kIiSpVsILKUJxjO3ifx+lkUgkkppPwarzhtD57Gv6emEm7u5Y9+iOyM5B5OQgsrMRuTnkZucSr9AXWc3JuEGuty8WaBE5ufo+xr6Fo8ZEjn4c0tKMbTogqqEPKFU4XLpKenpWsXKK7BypCEkkBVeEjoUmkZGTh4Va3nYSiURSEYQQRKRFAPkrQk4WAOSE6V0QLFu3wu3DD4vsd/1UHHmLzpKnUfJey8E881htvnyqcZF+v55dwpyjM2lgXZfFXb+H3Fx02dl6hSlHrzBFXg8md+3vaNQaGk6ajCIvz7hNV0ABM2tSdPwHEflEklQrYQm3FaEcrY4jIYl0redylz0kEolEUhIJWQlk5mWCUCBy7fB1sgIgJ1yvCJnWrl3sflcNJTUa2ENIOjsuxjBlQKMipTkG1BnI3NPzOJ0ZzAUiaepRtGxGxEW9k7Rfm3bYD+hfZed2v5BRY5JqxWAas7cwBWDflfj7KY5EIpHUaG6bxWwBE3wd9aax3PwVIbVj0VD63BwtIWf0c2/7x2tjoVYRk5LN2YjkIn3tzOzo7aM3Z626VHwo/cMSNm9AKkKSasVgGhvaUh9VsC847n6KI5FIJDUaY+h8riP2FqbY5r9k5oSGAKD+bzIk3yy0T9jZBPKytVg7mlErwI7OdZ0B2HGx+NpiwwOHA7A1dCtJWUmFtiVEhJMUFYHKxATfZi2q7sTuI1IRklQbWblaolP0TnTDW9dGqYDg2DQib2XeZ8kkEomkZnK7xtjt0hq6zEzy4vQrPqbqJFj/Cui0xn2uHtMrPAFBLigUCmNyxe0XileEGjk1ooFjA3J1ufxx9Y9C2wyrQbUaNkFtblGFZ3b/kIqQpNq4maRfDbLWmODjaEETLzsA9gdL85hEIpFUBEPovCgQMZYTrl8lUprqUKkFhB2Afd/ot2XlEXouAYA6+bXFHg90QaVUGIuwFsfwevpVodWXV6MtoFRdO17zi6zeiVSEJNWGwSxWy8EChUJBpzpOAOyV5jGJRCKpELezSjvil68I5d7I9w+yzkPhnh+ptXs63DhM6Jl4tLk6bJ3Ncaqld6y2s1DTykdfG2xbCatCvX17Y622JiItggORBwDISEkm8spFAPyCWlfPCd4HpCIkqTZu5EeM1XbQL592zLdL778aj1aW25BIJJJyU1wOIUPovNoqD9q/CY2HgtDCupcIPqoPtQ9o6VIoS3SPBm4AbL8QXexxzE3MGRgwENCvCgFcP/EfCIGLjz82Ts5Vfm73C6kISaqNG4l6X6DajnpFqFktO6w0JtzKyOV8ZNFoBYlEIikLl6JTGL/8BFdj00rv/BCRmZdJXKZ+RV2X44BPfoRYTv6KkKmVFhwD4IlvwN6H7KQEbpxPBG6bxQz0qK///7/QJG5l5BR7vKF1hwKw9+ZeItIiuHbsMAD+Nby22J1IRUhSbdxI1Fc5NqwImaqUtPV3BPTlNiQSiaS8aHWC/1t1ms1novjlQMj9FueeEpkWCYDQmoHOwugsnROizyqtts7TK0JmNjDoF67ntEMnVNjb5+LoaVVorNqOFtRztUarE/x7KbbY4/nY+vCY+2MIBKvPrST0zElAKkISSZkx+AgZFCHgtp/QFeknJJFIys8fJyO4GJUCwOXo1Psszb2loH+Qi7UGS40+J3JuWCgAahc70OQrPF5BXDXXVw6ro/0T4q4UGa+06DG47TR98PBm8rKzsXJ0wsXHrypO54FBKkKSakEIUawi1LGO3q584kYSadl590U2iURSM8nM0fLNtsvG/69EpyLEo+NvWJx/kC4nh9xYfVSY2sfH2DcrLZebMfoi1wHqXbDuBcjLLjSeQRHacyWOrFwtxdG5VmdcLFywv6nf7h/UpsSK9DUVqQhJqoW41GyycnUoFeBhZ25s93a0oJaDOblawZHrCfdRQolEUtP45UAIUclZeNqZY6pSkJqdR8QjlJesYNV5Y8TYzQgQAqWJDlWtesa+107GotMJHN012FtnQfRZ2PFZofEae9riaqMhI0fLoWvFz8cmShMG1xlMrVj9PB7wkJnFQNYak1QThtUgDztz1Ca39W19GL0zy47cYF9wPN3qu5Y0hOQRQwhB+r595ITdQGjzQKtDaLWg0yLytAXaCmzTagv1MfbVaSFPi9DpIC9P/1ubhyhp/zt+C50WpZk5TmNfxbZfv/t9aSRAfFo2C3frfWHe612PBbuucTkmlcvRqXjZPxyJ/UrDYBorlEPoRhigd5RWONUx9jXUFqvTxhN8F8KKYXB4Afh1hbo9AVAqFXSv78qyIzfYfjGGroHF14HsYtKCv7M3k2OiI8NNU23nd7+QipCkWjAoQr5WsG/FrwC0GTgEtbkFHfMVIZlPSFKQ+HnziZ8//36LUYjId98j479juH70IUrNw/cAqEnM2RFMWnYejT1t6dfEg50XY/WKUEzqI/NCVTCrtCFizJhDyCoP8hWhjJQcIi7rS2MEBLmCsw+0/h8c/R42jIWxB8BaHz7fo4FeEdpxIYYviinCCpBwTu9fFOGUydrr65jk2rBaz/NeIxUhSbUQFpdC8+RTNLl5kqO5+jIbF/fvpucrr9O2bmNUSgXX49K5mZRxT9/mtLduobS1fehs3DWdlL//NipBVl26oLSyQqFSgsok/7cKhVIFJvrfChMVFPdbpQKVEoXKxPi7yDh33WYYQ0Xarl3EL1zErdWryTx7Fq/Z36L29r7PV+rR5GpsGsuP6h/4H/atj1KpoJ6bNZx+dBymdUJHRJo+J5Au1wE/5/wVoVD9ipAxYgy4diIWIcDF2xpb53zXhB6f6zNOx5yDP16FZ9eDUh/Ja6UxITY1mzMRyTSrZVfk2NeO68tqhLtmcvT6Jv4v6P+wVltX8xnfO6QiJKlShBBcObyfnJU/0CFD/0biXNuHnKxMkmNjWDd1Eg07dyfIrTFHI7PYFxzPiNa174lsyZs2E/nBB5g1bECtefMwcX54EoLVZDLPniVy4ocAODz/PK7vv3efJdJj3rgx5i2CiHz3XbIvXiRk0GDcv/wSm14977dojxzTt1xCqxN0r+9qTMER6KZ/ED8qilB8ZjzZ2myEUEKenTEIJSckGABTawF2+rk02FBbrGDuIFMzGPwLfN8Zru+CQ/Og/QQ0Jio613Vm89kotl+ILqIIJcdGE38jFIVSiYm/C5lZIWy8tpGR9UdW/0nfI6SztKTKiLh8kRWfvMOm2V9hkpFEmsoStydH8+xXcxg9Yz4t+vQHhYLze3bQ5sRP+KVfv2fV6DPPnCHqww8hL4+s02cIGTqMrMuXS99RUq3kxsRwc9x4RHY2Vp074/LO2/dbpEJYdWiP74Y/MG/RAl1aGhFvvEH01KmInOIT0FUHN5MyOHvz0U1Aevh6AjsuxqBSKvigT6CxvV6+InQtLo1cre5+iXfPuO0fZIeHrRVmpioAcgyh8x4uoDIlLSmbqGv6+yUg6A6fH+d60Hua/u+dkyHiBHD3MHpDkVWvwIYManK7/tjDFK0nFSFJpbkVHcXGWdNYOeldooIvY6ox46zrYyz1GkHjrj1QKlWYmpnRdcwrDJ/8NQ4eXpCZyhOx/6DatZSUxMRqlS83Joab419D5ORg2a4dah8f8qKiCBsxktRdu6r12JKS0WVmcnPcePLi4tDUCcDjm5l6s9SDwI0jsOZ5SLyOqasr3r8uwfGlFwFI+m0poc8+R25ERLWLcSr8Fj2/3Uu/efsfydxbOp1g6t/62lYjWtciwOV2UkBPO3OsNCbkagXX49Lvl4j3jOKqzovcXHJjDKHzvoDeLIYANz9brB3Mig4UNAbq9wddHqx7EbJT6VLPGZVSwZWYNMISCl9Lg1nMv2Ub+vn3w9zEnGvJ1zgWc6yazvTeIxUhSYXJTEtl168/svitsVw5cgCFQknjbr0YOXMhuy2ak6c0LZRDCMCzXn2e++o7Wg0Ygg4FPqlXWfz2OC7s21Utbxi6rCxujn/N+LD1/G4OPqtWYvHYY+gyMrg5bjwJS5Y8VG83NQGh0xH5wUSyzp9HZW+P18KFqKysSt/xXpBwDZYPgfPrYbN+hUphaorLO+/gtWABSltbss6c4frTg6pVkQ6OSWXM4qNk5Ojzt0xcf5b0Ryz31sYzkZy5mYyVxoQ3u9cttE2hUFDXVX/PXIpOuR/i3VOMofO5Dvg46efV3Kgo0OpQqAQmPvWBgmax4iPAUCig/3dg4wWJ1+Hvd7GzUNPaxwEovCqUlZZG+IVzgD5/kLXamif9ngRg1eVVVX+S9wmpCEnKTV5uLsc2/cHPE17ixN9/otPm4dMsiFFff0fPV14nUejfQqzNTLA1Ny2yv4laTaeRo7nZ8X/EqZ3Iy0hjy7xv+OOryaTEV91brxCCqA8/IuvcOVR2dngtWIDKygqVrS21f/wBuyFDQAhip39F9KefIXJzq+zYkrsTP28+qf/8A6ameM39DrWX1/0WSU/mLVg+DLLyTVHX/oXre4ybrR/viu+6dZg1bowuOZmbY8cR+803iLyqVVDCEzN49ucj3MrIpWktOzztzIm4lcnXWy9V6XEeZLJytXy9VW++HtvFHyerolF79dxsgEfDT8hoGstxxNdJrwAWLLaqcK5DSnwmMSEpoCjGLFYQc3sY9CMolHB6BZxZbTSPFaxGH3L6OEKnw9GrNnZu7gAMqzcMgJ1hO4nLeDhWKaUiJCkzQgguH9rPkrfHsmfpz2Snp+NU24dBH37OoImTcartA9yuOu/taHHX6KzWrRqz2uNpbvh2RmViQsjJY/z6zjhOb9+iz/tSSRK+/4GUv/8GExM858xBXauWcZvC1BS3zyfj8v77oFBwa/VqbrzyCtrkR9cX416RvHkz8QsWAOD+2WdYtGx5nyXKR5sHa1+AhGCw8YTGQ/TtOz6DAiuGai9PvJf9jv2zzwKQ8ONPhI0ZQ25MyWUKykNcajbP/XyEmJRs6rhYsWRMK6Y93RiA3w6H8V9o9ZqSHxR+PRhKxK1M3GzMeKG9b7F9HiWH6YJZpX3zV4Rywg3FVvURY4bcQZ517LC0LSXdg3c76JQfmLDpLXp76qN7j4Umkpiu94Ez+Af5B7U27lbPoR7NnJuRJ/JYF7yuak7uPiMVIUmZiLxykRWT3mXT7Okkx0Rjae9Az1cn8NxXc/Bp2qJQ3+JKaxRHpzrO6BQqNikb8vSUWbjXDSQnM5MdP81nzZSPuBUdVWF5U3fuJG72bADcPv4Iyzati/RRKBQ4Pj8Gr/nzUVhYkHHoMKHDhpMTFlbh40rujt5p/SMAHF54AbtBT99niQqw/RO4thNMLWDECug1FUwtIfIEXPizUFelWo3bxx/hOftblJaWZB47TshTT5N24EClREjJymX0L0cJTcjA086cpS+2wd5STae6zgwJ8kIIeH/dmRLLITwsJKbnMG/XVQDe6VUPc3XxvmMGh+lLj5giZMwhFKovOqu20oJjHaMiFNCyjHmVOr0LtdtCTioeO8bT0NUcnYBdl2LR5uUSclLvB+Tf8rFCuw0L1K8KrbmyhjxdzTfXSkVIclduxUSz8dvprPjkXaKuXMJEo6Ht4JG8OPsHGnftiVJZdIIyKEK1SlGEajnoqydrdYJLmRYMn/wVXUe/jIlGQ/iFs/z67msc2/QHOl35Jv2sy1eIeFf/pmM/cgT2w4fftb/1413xWb4ME3d3ckJDCR06jPSjR8t1TEnpGJ3Ws7Ox6tIFl7ffut8i3ebEb/qsu0Bmr0XsP2DB8pnXOeX4BVqhgn+n6FeM7sCmd298161FExiINjGR8JdeJm7uPH2W6nKSmaPlpSXHuBCVgpOVmt9faoOb7W1n14+faICztYbrcel8tzO44udaA/huZzCpWXk0cLfhqeaeJfYzrAhF3MokNevhNW1n5GaQkKV3ilbkORrn1pyretOh2s6ElGwb4m6kolAq8G9extQgKhN4+kcws4WI40yy0iv82y/EcPPCeXIyM7CwtcM9oLB/Vk/vnthr7InNiGXPzT3FjVyjkIqQpFgy01LZ/dtPLP6/V7lyeD8oFDTq2pMX5/xIuyEjMTUrJhohH4Mi5O1gWepxOuZXo98XHI9SqaJF3wGMnjGf2o2akpeTzZ6lP7Pyk/eIDy/bKk1eYiI3x41DZGRg0aYNrhMnlmk/s8BAfFatxKxxY7TJydx48SVurVtfpn0lpaPLzOTm2HG3I8RmznhwIsTCDsKmt8jSWXLYYT6/LbXj9I5wkqIzOHDKh1WJ3xEeaQGnfi92d7WPDz4rVxh9zuLnzyf85ZfJSyh7Lb1crY7xy09wNDQRa40JS55vbYwMMmBrYcqUAY0A+H7vdc5FPJxm3JD4dH4/rP++f9i3PqpiMh0bsLNQ42qjNwFdiXl4V4UMjtIiz4Jatg6YqvSPbmN5DU834sL15+/kZYW5tbrsg9vVgn7fAdA64lfaKs+zNziOy/8dAsCvRWsUysKqglql5uk6+tXcVZdqvtO0VIQkhdDm5XJ88wZ+mfAyxzdvQKfNw7tJc0Z99R29Xp2Alb1DqWOU1TQGt6vRF8wnZOfqxuCPv6DHK6+jNrcg6upllr7/BofWrUCbV/Jbn8jJIWLCG+RGRGBauzaes79FYVrUWbskTF1c8F76G9a9e0NuLlEffUTszJlV4q/0KGOMELtw4cGLEEsKI2fFixxLGcDSxF84fsGDvGwtLt7WtBngh7m1KUm5HvyVNJmtK+JJiU4qdhilmRnuUz7H46vpKMzNST94iJCBT5Hx33+liqDTCd5dc5p/L8WiMVHy85hWNPK0LbZv70ZuPNHYHa1O8N7aMw9l/pyvt14iTyfoUs+ZDvkvSnfD4DD9MJvHiqs6L7RacqPjAVD7+pMYqQ97d/Qo/QW0CA0HQovRKBB8p16AJjuRy0cPA/qw+eIYUm8IChQcijpEaHJo+Y/5ACEVIQlwOyP0krfGsfu3n8hKT8OpljeDJk5m8EdTcPYu3lnxTnQ6QXg5FKHH/BwwUSoITcgwOlmD3n+nSbdejJm1AL+g1ui0eRxcvYxlE/+PmOtXi5U/esoXZBw7htLSkloL5mNib1/Gs7+N0swMz1nf4DRuLAAJP/3MzQkT0GVklLKnpCQKRYjNm/vARIjlpSZz8rt5LA2bypG0Z8jJU+PgYUmfVxsz+IOWtOzjwzOTH6NJF3cUaLmW1oIVU47z3+YQ8krw0bEdMADf1atQ+/uTFxdH2Jjnif/xxxKVaSEEn2+6wIZTkZgoFSx8tgWtfe/+svFZ/4bYWZhyISqFH/Zer/R1eJA4FprIlnPRKBUwsU/9Mu3zKDhMF5dDKC8mBpGnA6XA1K8BCRFpADh4VvAlo/c0cKqLM0lMFj+TcysBE7UG78ZNi+3uaeVJR6+OAKy+srpix3xAkIqQhMgrl1g56T02fjudWzFRWNrZ0/N/E3ju6+/waRZUrrHi0rLJztOhUipwtyvZfGbA2syUFrX1CktxRVitHZwY+O4nPDHhXcytbYi7Ecqyj95i7/Il5OZkG/sl/b6MW2vWgEKB56xv0AQElEvugiiUSpwnTMBjxtcoTE1J27GT0GefrbKooEeJQhFikydjEVS++6k60ObpOLsrnKUf7eVgVB+yhC22Tqb0eLEBwz9ujV8zZ2O0o8bClI7D6zNsyC08TM+Rp1VydGMIKyYfIeR0XLH5pzR16uC7ehU2/fuBVkvcN7P0ZsGkoqtJc3YGs+RgKAAzhzTl8cDSnVydrTVMerKBfv8dwVyNTavE1XhwEELwZX7yxKEtaxkdoUujnuvDrwgZQuf1EWOGqvP5ofOWWhQudUmIqMSKkH4gGPwLOqUpzun6ua5242aYakqexw2h9BuubiAzL7Nix30AkIrQI0xybDQbZ3/Fik/eIfLKxXxH6BG8MOcHGj9evCN0aYTlr+p42pkb7dilcdtPqPicFAqFgsD2nRkzayGB7TsjdDr++3MtS9+bwM1L50k/eJCY6dMBcHnnbaw6dy633MVh268ftX9dgsrBgewLFwkdMpTMc+erZOxHgSIRYk8/dV/l0Wl1XDwYybJJh9m7KpiMHEusVXE8/qQZIye3p24rNxQl+KM4dn2agYEr6Gk7E0vzbFLis/h74Vk2zTvNrZiiq4VKS0s8vvoKt88no1CrSduzh5BBg8g8fdrYZ8mBEGbv0Ds9T+7fkIF3cQq+k6eae9K5rjM5Wh3vrzuDVlfzE4L+fTaakzduYW6q4q0edUvfIR+DwnQ5JvWhTYxq9BEqEDFmyCFkapVHno0/ybH6+9CxoitCAG6N0XX/nGtp+npulq6Od+3e3qM9nlaepOaksjVka8WPe5+RitAjSFZaGruX/qx3hD60L98RugcvzP6edkOeQW1mXuGxy+MfZKBjXb2f0MGrCeTdxefBwsaWJya8y4B3P8HS3oGkqAhWffYBWz//hDyhw3bAABxeeKHCshd7zBYt8Fm9CnWAP3mxsYQ9+ywp27ZV6TEeRnKjowkfP/6BiBATOsGV/6JZPvkI//52idTELCyUiXSy+Z5nXoT6T7ZDWZrSrlSh6D6JOuYHGGn/P1p0dURpouDG+URWfH6EQ39cJSercFSZQqHAfuhQfFatxNS7NnmRUYQ++xyJv/3GhhM3+WzjBQDe7F6H0e18ynVOCoWCqU83xlKt4nhYEr8dCi3X/g8a2XlavspPFvm/zn642JS+mmwgwMUKlVLBrYxcYlOzS9+hBlKcaSzn+hVAX3U+Kc8dIUBjaYKFbTkcpYshs95QYrKsAUH98B8hp2S3AJVSxdB6Q4GanWlaKkKPENq8XE78/Sc/v/Eyxzf9gTZP7wj93PQ59Hr1DawdSndMLI2yhs4XpLGnLbbmpqRm53H65q1S+we0bMOYbxbQsEMXEIJQW3P2N/Yne8hTd03gWFHUXl74rFiBZYcOiKwsIia8QfwPPz60b5+VxVC6RBsXj6ZOHTxm3p8aYkIIrp+KY+UXR9n+8wWSYzMxs1DQzmYpzzmPpXHP+qhaDCv7gHV7Q63HUOuSaWvxCyM+aYN3I0d0WsGJf26w/NPDXDkaXeS+MKtfH9+1a7Hu1Qtyc4mZOo34d97GIjeTMe18eKNbnQqdn6edOR/01fvRfL31stE3ryby++Eb3EjMwNlaw8sd/cq1r5mpCh9H/XzzMDpMa3Vabqbp69qptM542OlfVHOv5YfOO1qSEKe/5xw9rCo9B14/oXfwdzLLpFbedfjnw7v2fyrgKdRKNecTznMu/lyljn2/kIrQI4AQgitHDrDkrXHs+vVHstJScfSqzdMTJzPow89x8SnfxHM3yuMobUClVNAhQK+E7b0SX6Z9NGbmNDhzhdbXIrHQ6shAsH7GFLYumE1WWtX7TKisram1aCH2zzwDQNysWURN/BDdPaxCXhMoFCHm4JAfIVZBn4WKyiAEYecTWDv9GFsWnSUxMh21uQltejnxnNsEmlusx6ReN3h8UvkGViig+2f6v08sxU4VwZOvNeWJcU2wcTYnPTmH7b9cYMOsk8TfLHwPqqyt8Zz9LVmvvkmuQkX7yDP8cmge7/lRqQfXM61r09rXgcxcLRPXn62RynlyRq4xL9LbPepiqTEp9xiBxlIbD1/NsbjMOPJ0uQihpJatuzGdQM4Nvd+Q2su98v5BBbh2TB8tdtayATqhgOOL4cJfJfa3N7Onp09PAFZeWlnp498PpCL0kBMVfJmVn77PxlnTuBUThYWtHT1eeY1RX8/Ft1lQla+gGCoXezuWXRGC0v2E7iR2xkzS9+3DOU/wzEdf0KJPf1AoOL9nB0veHkvw0YPlE7wMKExMcPvkY1w//hiUSpI3bODGCy8U6wT7qBI/bx6p27YVqCFWdr+XqiDiShJ/fHOCTXNPExuWiolGRVAfb577tBktY19DnXEDXBro6ywpKzD9ebfVrwwJrT7JIuDTxIkRk1rTpr8fJqZKIoNvsfrLo+xdeYWs9NvpHi5EpTAqyYd3Oo0n2cYJ28QYbowcSdLKVRVWYJRKBdOfbozGRMn+q/GsOX6zQuPcT+btCiY5M5d6rtYMaVmr9B2K4WHOMG2sMZZrj5+T/jyFEOQUDJ2vbMRYPjlZmdw4p/djS6rbi++1+gKr/PUa3AovcT+D0/TW0K3cyrpVKRnuB1IRekhJiAhn05yvWf7x20RevoCJWsNjg4bz4pwfaNKtN8pqMlXcSNRHDpRnRQhu+wmdCr9FcubdM8TeWv8HiUuWAOAxbSo2zVvQdcwrDJ/8NfYeXqTfSuKvb6aycfZXZCTfKvc5lIbDs89Q6/tFKK2syDx2nNBhw8m+/nCFMVeE5E2biV+wELj3EWLRIcn8NeckG2adJOpqMioTJU2712LUF215rL8fZtsnQNRpsHDUl8/QlC0iqVi6TQIU+rIbEccBMDFV0bKvDyMnP4Z/CxeEgLO7b7Ls08Oc3xfB9dg0Rv9ylNTsPOyaN6Px339i1aULIieH6M8+I/K999Glp1dIHD9nK/4v37n4i00XiE3Jqvi53WPCEzP49aA+KeAHfQPvmjzxbtR9iCPHbvsHOd4OnY+LQ+RoQSEwDWhMgiGHUCUVobDTJ9Hm5WHn6k6Hlg35Jm8IV03r6osQr38FSsjy39S5KYEOgWRrs/nz2p/F9nmQuSeK0Pz58/Hx8cHMzIw2bdpwtJTyBWvWrCEwMBAzMzMaN27M33//XWi7EIJJkybh7u6Oubk53bt3Jzj44U45XxbycnO5dGAPqyZ/wJK3xnL54F5QKGjYpTsvzPme9kOfRW1ePgWlPGTk5BGfpndWLI+PEOj9HfydLdEJOHStZPNYxomTRH/6KQBO48Zh06fP7THq1WfUV9/R5qmhKJRKrhzax+K3x3Fx364qNxlYdeyIz4rlmHp6knvjBqHDhpN+sPAqVG5ONqmJ8cSFhXDj3BmuHN7PmR1bOfLHanYv/ZndS38m4WbJb1k1iczTp4n6UO9L4PDivYsQi7+ZyuYFZ1j31XHCLyahVClo1NmTZ6e0pcPgOvoMu3tnwPk/QGkKQ5eCvU/lDuraEJrml23ZMbnQJmsHM3q/0ogBbzbD3t2SrLRcdi+7zO9fHMX0Vi4N3G34aUxLLJ0c8FowH5d33wGVipSNGwkZMpTsCs5jL3XwpbGnLSlZeXy84VyNMZF9/c9lcrQ6OgQ40aVuGctCFIMhl1BwbNpdAy5qIsWFzufmh86bWmjJtq1H+i39vFtZ09i14/lFVlu2pkdDN/Iw4aW0sQi1Fdw4CHtnFrufQqEwrgqtvrwanahZn0H5jbHlZNWqVbz11lssWrSINm3aMHv2bHr16sXly5dxcXEp0v/gwYOMGDGCadOm8eSTT7J8+XIGDhzIiRMnaNRIn17+66+/5rvvvuPXX3/F19eXTz75hF69enHhwgXM7lL64WHlVnQUZ3Zu5dzuHWSm6NPuKxRK/IJa027IyCr1AbobBkdpW3NTbM3LntHZQMc6zlyLS2dvcDy9G7kX2Z4bGcnN119H5OZi3bMnTq+NL9LHRK2mw/BR1GnTnn8WzSEu9Dp/z/uGSwf30v2l8Vg7lt8hXKfVkpWeRmZqClmpqWSlp5KZmkpWagrpzwwh4Z+tZN5K4tCXn6DzcCfX1ISs1FTyckqPYDmx+U8aPd6DdoNHYuVw91DVB5XcqCjCX3sNkZODVdeuuLxV/RFiSdHpHN0YYiwyqVBAvbbutOrrg41TgajHC3/Cri/1fz85C3zaV40AXSbCuXUQsgeu/Qv+jxfa7BXowLCPW3F0WxhHNobgmAPP5pjhY2WPSY4AM32+KscXX8S8WTMi/u8tcq5fJ2TIUNw++xS7gQPLJY6JSslXg5rQf95+tl2I4e+z0TzRpOh36EHiVPgtNp6ORKGAiX0DK2Wmr+1ggbmpisxcLaEJGQS4PCCZy6sAQ+i8LqdA6HyofhVNbZVHYm4tIAYrBw1q84o/0nU6LdfyHaX9g9rgZW9BA3cbLkTB0QYf0ebURNgzHXw76U3Ed9DXty/fHPuGG6k3OBx5mHae7Sosy72m2hWhWbNm8fLLL/P8888DsGjRIjZv3swvv/zCBx98UKT/nDlz6N27N++++y4AU6ZMYfv27cybN49FixYhhGD27Nl8/PHHDBgwAIDffvsNV1dXNmzYwPBSCmw+LGjz8rh+4iint28h7MxJY7uVgyONH+9J48d7VeihXxkMmaHL6x9koFNdJ5YcDGXvFX2iuoIToy4jg/Bx49EmJKAJDMRj+rQi9W8K4urrzzNfzuLYxvUcWruc6yf+Y8nbY+n0zAt4N2lOVppekclMy1dq0vQ/makpt/9OSyUrNZXsjDKYLOzyJ96UW4WaFUolZlbWmFtZY2Ztg7m1NWaW1phZW5MUFcH140c5u/MfLu7bTdATA2nVfxAai+pbtatqdBkZhI/PjxCrWxePGdVbQyw5LpP/Nodw5Ug0hkWPOi1daPWkL/Zud7wNR52GP17V//3YOGgxquoEsfeGli/CkYWw4zPw7VLE5ygzT8f065EEW2XSS2tGQLqC0P9iWXY2gdb9/GjUxROVSolFUBC+f6wn8t33SD94kKgPJpJx7BhuH3+Mshwvdg08bBjXxZ/v/r3Kp3+do52/I/aWlQulri6EEEzdrE+e+HRzLxp6FF9SpKwolQrqulpx+mYyl6NTHypFKDz1dg4hY+j8VX0+M1MbHfEpVkBMpc1ikZcvkpWagpmlFZ6BDQHo0cCVC1Ep/JzSmjZNhsOZlbD+ZXh1H5gXztxvYWpBf//+LL+0nJWXV0pFyEBOTg7Hjx9nYoHCl0qlku7du3Po0KFi9zl06BBv3fFG2atXLzZs2ABASEgI0dHRdO/e3bjd1taWNm3acOjQoWIVoezsbLKzb7+dp6TU3MiClPhYzv67jbP/biM9KVHfqFDg07QFTbv3wa9Fq2rz/ymNioTOF6SNryOmKgU3kzIJTcgwfukNkUjZly6hcnCg1vx5KMugLKhMTGjz1FACWrXln+/nEHXlEjt+ml8h2QA0lpaFlBozSyvMrW0ws7LGzMqavCNHyNr8N6Z5OuyCWuI9dSrmzs53fdO9eek8e5ctJurKJY78sYozO7bw2KDhNO3RB5VJ+VfV7iXGz+XCRX2E2IIF1RYhlpaUxbG/Q7l4IApdfvJA36ZOtO7nh5NXMQ+A1BhYMRJyM8C/G/SYUvVCdXoHTv6uV7gubIBGTxs3Zedp+d/SY5wOv4WdlSnj/tca63Qde1deIe5GKvvXBHPhQCQdh9XFq549Jo6O1PrxB+IXLSJ+3nyS164j6+w5PGd/i8a3bOVtAMY/HsCWc9EEx6YxZdMFZg1rVvXnXQVsuxDD0dBENCZK3ulV9uSJd6Oem3W+IpTywK+GlYcbKXrTmKnO2VhgNudafg4hF1sSovU+YY4elVOErh3Xu6z4FniG9GjgypydwewLjifr/a8wCz8CSSGw8U0YskS/FFuAYfWGsfzScvbc3ENUWhTuVjXjc6hWRSg+Ph6tVoura+G08a6urly6dKnYfaKjo4vtHx0dbdxuaCupz51MmzaNyZMnF7utJqDTaQk9dYLTO7YQcuIYIt/+amFrR6OuPWjSrRe2Lm73WcqKhc4XxFJjQpC3PYevJ7IvOM6oCMXPX3A7EmneXEw9yxeJ5OhVi+GTv+LU1k0cWruCvLxco0Jjbm2NmZUNZlaFlZoi7ZZWpSuYffqR8lgHIt//ALH/ANEvvkStRQvvKq9XYENGfD6Dq/8dYt+K30iKvMmuJT9wYstfdBj2HPXadrzrytf9JG7uXFK3bUNhrCFWuQgxbV4eNy+ew9zaBufaPiiUSjJScjixNYxzeyPQ5unv+9oNHGjd3w9XH5viB8rNglXPQMpNcKwDg38BVfmmumxtNsdjjtPKrRWmyhIUUksnaPc67J6qjyCr3w9Upmh1gjdXnuLA1QQs1CqWPN+aOvnOvIM/aMnFA5Ec3nCdxMh0/vz2JAFBLrQbFIC1gxnO48dj0aIFEe+8S/bly4QOHoL7F1MK+cLdDY2Jiq8GN2HQwoOsPxlBv6YedA0s6oJwP8nV6pi+RT//v9zRD3fbiidwLcjDWHw1LSeNlJxbANS28TK+VOWGG0LnPY0RY46elfQPOpbvHxR0u8hqQw8bPGzNiEzOYv+NbLoP/hl+7qlX/E/8BkGjC43hZ+dHa7fWHI0+ypora5jQYkKlZLpXVLtp7EFg4sSJhVaZUlJSqFWrYmGa95K0pETO7drOmZ1bSY2/HVZeu1ETmnTvQ0Crxx6oVYOwSipCoPcTOnw9kb1X4hnV1oeUrVuJn69fxXH/7FMsWrSo0LhKpYoWfQfQvE//akm6aMCmd29MPTwIHzee7OBgQoYOo9b8eZg3a1biPgqFgjqt2+Ef1Iaz/27j0NrlJMdEs/m7GRzb9Aednnme2o2KL3x4v0jeuImEhYsAcPv88wp/LqC/z8/s2MqZnVuNq5zmNrZY2geQmuQMitoolFa4B9jy2AA/POrcpZiuELDpTbj5H5jZwoiVYG5XLnl0QsfrO1/nUNQhenj3YGbnmSgVJSijbcfB0R8g8Tqc+A3R8gU+XH+WLeeiUauU/DiqJc1q3T6+UqmgYUdP/Fu4cPSv65zbG8HV47GEno0nqLcPzXrUwrJtW3zXryfy7bfJOHaMiP97i4xjx3H9cGKZzI4tatvzQntfft4fwkd/nOWf/+uEtdmDM0+sOHqDkPh0HC3V/K9z1fkvGhymr8Q8PIpQRH4iRV2eJf5Oeh9Cfei8/nti6htAwmm96d6hEitCiZE3SYqKQKkywafp7e+yQqGgewNXfjsUxvYLMXQfHASPfwI7PoWtH0Dtx8C5XqGxhtUbxtHoo6wPXs/YpmMxVT04915JVOurppOTEyqVipg7ilXGxMTg5lb8Coabm9td+xt+l2dMjUaDjY1NoZ8HFaHTEXbmFH/NmsqP45/nwKqlpMbHYWZlTdATA3n+20UM+WQq9dp2fKCUILhtGvOuhCLUqY4+cuTQtXjSzp0n8gO9WdVh9GjsBg2qtIzVqQQZMG/SBN/Vq9DUq4c2IYGwUaNJ3ry51P2UKhVNe/ThxTk/0m7oM5iamRNz/SprpnzEummfEhcWUu2yl4XM06eJ+khfQ8zxpRexe2pguccQQnDz0nk2zf6KH8c/z6G1y0lPSsTM2galiZrMlGTiw46TnbKV7OQfUJuswt75BNnp18nNvkt4+MHv4PQKUKj0S/dO5S+++/uF3zkUpTfdbw/bztyTc0vurLGGzu/p/97zFd9sPsmqY+EoFfDdiGa0DyjeT8/M0pROI+ox9KNWuAfYkpej48hf11nx+VFCz8Rj6upC7SWLcXzlFQCSli0jcuJEhLb48OU7ebtnXWo7WBCZnGUsXfEgkJKVa6yv9maPulWqoBlyCYUlZpCRk1dK75rB7RxCt/2DtElJ6LLyAEG2RwtyMvNQKhXYu1V83r36nz6JYq2GjYv4KPZooLe+7LwUo69p124C+HXRm53XvqhfgS1A19pdcTZ3JiErgZ03dlZYpntJtSpCarWaoKAgdu68fTF0Oh07d+6kbduiXucAbdu2LdQfYPv27cb+vr6+uLm5FeqTkpLCkSNHShyzJpCRksx/f63jlzf/x9ovPyb4yEF0Wi0e9RrQ57W3+d/CX+ky6iUcPLzut6jFotMJbubnEKqojxDol2LtLUxRpyQR9uo4RFYWlh066MOMK8nlxMu8v/d99t7cW+mxSsPUwwPvZcuw6toVkZND5NvvEDdvfpnCmk3NzGg7aAQvffcjzXo9iVKlIvTUcX57fwJb5s8iJT622uUviUIRYo8/jvP//V/59s/K4szOrSx9fwKrPn2fy4f2Ge/zTs9NwMzuFUytxqK2Goq1cwfs3X1BoSAlLoITf//J+mmfMv+F4ayZ8iFHNqwh5vpVhC4/VPfyVtiuT61A7+lFIrnKwuXEy8w+MRuA7rX1fog/nf2JDVc3lLxT0PNg5w1pMegO6VfJpj3duNjIxztx8rLmqbdb0OOFBljYqkmJy2TzgjNsmnea5IQcXN76Pzxnf6sPsf9rI1EffVwmZchCbcL0pxsD+vIVR64nlLrPvWDh7mskpufg72zJ8FZVuyrvZKXByUqNEBAcU/XZ5e8HBWuMGSLGDKHzJhZaklT+ANi5WaAyqfjj3OAfFNDysSLb2vg6Yq0xIT4th1Pht/RBAU99r8/JFXNWHyxQAFOlKYPrDgZg7ZW1FZbpXlLtprG33nqL0aNH07JlS1q3bs3s2bNJT083RpGNGjUKT09Ppk2bBsAbb7xB586d+eabb3jiiSdYuXIlx44d44cffgD0b/RvvvkmX3zxBXXq1DGGz3t4eDCwnCGn9xshBBGXznN6+xaCjxxAm6d/i1GbW9CgU1eadO+Dc22f+ytkGYlJzSJHq8NEqcDdtuIpDJRKBZ187ei0dRbKxFjUvr54zvoGhUnFb1UhBMsvLWfWsVnk6HLYF7GPLU9vwVZTuUiV0lBZWeI1by6xM78hcfFi4ufNIyckBPepX6LUaErd38LWjm4vvEqLvv3Zv3IpVw7t48Lef7l8aB/Ne/ejzcChmFndu+gYY+SeIULs66/LHCGWFB3J6W2bObd7B9n5iQNN1Brqd+hMs15PYu3oxZppx8hKy8LO1Yo2/XsR0MIFhVJBZmoKN86dIezsScLOnCQlLpYb585w49wZ9q/4FXNrG2rX8cUn7i+8NaZYP/YMtH653OeXlZfFB/s+IFeXSxevLszqMou5J+fy49kfmXxoMp5WnrRya1V0RxM1h7xfpe2tibxqshGXrq8yrFXtMh9XoVBQt7UbPk2cOPZ3KKd3hhN2LoHwS4k0616bln164PnNTCLefofkDRtAqcT9iyml+o61C3BieKtarPwvnA/Wn2XLGx0xM70/gRQAEbcy+WW/flXzgz71MS2t0O3duLYLNv0f9J8Lvh2NzfXcrIm/msDl6FSaFjBJ1lSMofMFI8ZC9Mlb1VZaEtIdgNhK5Q/KSEkm8oo+gs8vqHWR7WoTJV0CXdh4OpLtF2II8rYHazcYuBCWD9VHTvp3hbq9jPsMqjMIjUrDU3XuTT6xylLtitCwYcOIi4tj0qRJREdH06xZM7Zu3Wp0dr5x4wbKAl/odu3asXz5cj7++GM+/PBD6tSpw4YNG4w5hADee+890tPTeeWVV7h16xYdOnRg69atNSaHUFZaGhf2/cvp7VtIjLidUM/Vrw5Ne/QhsF0nTGvIuRgIyw+d97I3x6QSE5wQgmF7f8c+MYxMjQV+C+ajqoQpMyEzgU8OfMK+iH2A/m0lNSeVxecW82bQmxUet6woVCpc338Pta8P0Z9PIWXzZnJv3sRr/jxMnMqW3sDezYN+b75P9JNPsXfZYsIvnOXYxvWc/fcf2gwcSvPe/TBRV2+YtNDpiHz/A7IvXkTl6EithaVHiAmdjpBTxzn1zyZCTh03ttu6utGs5xM06tIDMysrtHk6/px9ktTELGydzRn8fkvMLG+bTMytbajXtgP12nZACMGt6EhCz+iVovDzZ8hMTeHyidNcxhvwxiEzC++EH/Bp0gKvBo1Qm5XNGffb499y9dZVHM0cmdx+MgqFgteav0ZoSijbw7bzf7v/j2V9l+Ft411ovy1no3jtaC02mdamvvIGY3TrgfL7TKnNTGj3dAD127mzf3UwNy4kcmJrGFeORNOiVyNM3plJysI5ZP69h1wmU2vKpFId+D98oj67LscSEp/OtzuuMLFP/XLLVVV8889lsvN0tPF1oHv9Sjpw756uj146taywIuRqw4GrCQ+Nw3RYsn71p1DV+ctnAFDbKkiI15v6K+MfdP3EfyAELj7+2DgVn9SyRwPXfEUomg/6BOob6/aCNmP1itCGsTD2oF5BAlwtXXmx8YsVluleoxA1JQVpFZKSkoKtrS3Jycn3zF9ICEH01Suc3r6Fy4f2GZPtmWg01O/Qhabd++DqV35/hgeF1cfCeW/tGTrWcWLpi21K36EEEn5ZTOzXX6NVKJnU7iV+mTseO4uKPeT3R+zn4/0fk5CVgFqp5p1W7+Bm4caEXRMwU5mx+enNuFjcu4ia9MOHuTnhDXQpKZh4uFNr4SLM6pUvdFgIQcipY+xbtoT4cH1SNWtHZ9oPe5b6HbugVFbPG3/s7NkkLPoehakptX/9FYsWzUvsm5mWyvld2zm1/W+SY/IjORUKfJsF0azXE/g2DTKuZggh2P37JS4ciEJtpmLQ+y1xcC/72602K4OoBUMIuxZOWJYr0elmhcyPSpUJHvUC8WnSAu/GzXDx8y/2Gu29uZfxO/UJOhd2X0gHzw63zycvkxe2vsC5hHP42Pjwe9/fjauJ+4PjeWHJf+RodXwWeJMxoe+BSgMTToBtxc3YQghCTsdzYG0wKfHF+0Qp0WFuZ4aZlRpzK1PMrEwxt8z/ba3GLL/tdEwqH2w+R7YS1r3WniZedhWWq6Kci0jmybn7AfirsjIkhsB3zfR/uzWGV/cbN63+L5z31p2hfYAjy14qauapafRY04fojJsQNZYz749FoVAQ8cpIUvaexLmDJTu8F5AQkUbfsY3xbVqxzNx/zvySq/8dou3gEbQb8kyxfVKycgmasp1creDftzvj55yveOVlw4/d9CYyvy7w7B8Vq+FXDqrj+f1IRI3dT3IyM7i4fzend2wlLvR2PSqn2j407d6H+h27oLG4t9W5q4PKhs4DpO3dS+xMfQr3DW0Hc8K5LgeuJpQ7J0iONodvj3/L7xd/ByDALoCvOn1FXfu6CCFo7tKck7EnWXR6EZPalrMCeSWwfOwxfFatJPzVV8kNu0HoiBHY9O6NVadOWLZvh8q69PpXCoUCv+at8Gnaggt7d3Fg9e+kJsSxdcG3+gizkWPwqeJiuskbN5Gw6HsA3KZ8XqISFBNyjVP/bObS/t3k5eYA+txLjbr0oGnPvti7eRTZ58yum1w4EIVCAT1falQuJQghUG2fiFfKfrw8rWn/0iqyLGoRfv4MoWdOEHbmJMmxMdy8cI6bF86xf+VvmFlZU7txM7wbN8OnSXNsnF2Mq4YAz9R/ppASBGBuYs7cbnMZsXkEoSmhvLX7LRZ1X8S5iDReWXqMHK2OJxq789zwPvDbnxB2QL9iMWBe2c/lDhQKBX7NnKndwIHT/4YTcTmJrPQ8MtNyyEzOQqtVoENJ+q0c0m/llDreWPSrYv9OPcEpe7N8xSlfgbI21f+2NMXcSp2vSOmVKI2FKcoK1v8yIITgy/zkiQOaeVReETtbwO8k7jJocyE/MsngMP0w1BzT6rTEZkQBUNv6duh8zk19JJmJV22SYipXYyw3J5vQMycA8C/GP8iAjZkpj/k5si84nu0XYvhf5/zjmWhg8M/wfWe4vlsfrNDhzQrJcj+RilA1ERNyjTM7tnBx/x5ys/ROxCpTU+q17UjTHn1wr1O5lPIPGjcqqQhlX7tGxFtvg06H3ZDBiNZD4UAo+4LjyqUIXb91nff2vsflpMsAjAgcwVtBb2Fmojc1KhQK3mzxJqO3jmZ98HpGNRiFj61PhWSuCBpfX3xWriTijTfJOHqU5PXrSV6/HkxMsGjRAqvOnbHq3Am1v/9d7w+lUkWjLt2p164jJ7ds5OiGNcTfCGX99M+o1bAJnZ55Hjf/OpWWt1CE2MsvFSn9oM3L5cqRg5zausnoZwDg7O1Ls15PUr9DZ0w1xZt5wy8kcmCNPoKo7dMBeDcqZ4mRoz/C8SWAQj8Zu9THDKjTph112uiz2t6Kjso3o53gxrkzZKWlcuXQPq4c0ptK7d09CXVIwcIsE2c/f/4vqHjnbydzJ+Y9Po9RW0ZxNPoo7+7+lF0HOpORo6VjHSdmDWuKSqWE7p/Bzz30Jpt2rxcJLS4vJmoVQb19COrtU6g9Yf2f3Pj8a3JNLNH0fBKzAUPJSsslKz2XzLRcstJyyErT/234X+jAVAepCVmkJpSxMKsCzCzyV5nyV5i8Au1p0MEDkzL6G+26HMuh6wmoTZS807Ny1wMh4Myq2/9rcyDhKrjoTX51XK1QKCA+LYf4tGycrEr3xXtQicmIQYcWoVPh73A7R1dudBIAmR5N0UULTDUqrB0q5koRfu4MednZWDk6lVqKqUcD1wKKkP/tDc71oM9XsHGCPp+Wb0fwvHcFl6sCqQhVIZmZ6WzevIT0Y8HEh1w1ttt7eNG0ex8adH4cc6tKVL1+gAmrRHkN7a1bhI8dhy4tDfOWQbh98gkdQ27x84FQ9gXHFym3URxCCNZcWcOM/2aQpc3CXmPPlPZT6Fyrc5G+LVxb0NmrM3tu7mHuybl80+WbcstcGUzs7am9+Bcyjhwhbc9e0vbsISc0lIyjR8k4epTYGTMw9fDAqktnLDt1wrJNG5Tmxfu5mKo1tB4wmMbdenHkj9Wc2rqR8PNnWPbh/1GvbUc6DB+FnVvFsrvmRkURPr74CLHUxHh97p8dW8lIvgXow//rtGlP815P4lGv/l0/s1sxGfzz0zmEgMC2bjTrXs4Iomv/6vOYAPT4vJCjZkHs3Nxp5uZOs5590Wm1RF29Qli+f1HU1cskRUVgGwXdcUFxUscfZyfh3aQZPk1a4OofUMiMVs+hHjM6z+D1na+z8+ZGsszyaO40gEXPBqExye9XqzXUewIub4adn8PwZeU7rzLi+PQAVAqhL3S7fiG2FqnU/ejDEq+5EIINR8OZvPYc1goF059shIOJKl9JyjUqTVlpOca27Iw8EJCVrlewbuVnLAk5Hc+JrWEE9fGhQXsPVKYlm0LytDqm/q0P33++vU+lIkoBiDwJCcFgYg6O/hBzDqLPGRUhC7UJtR0sCEvI4HJ0Kk4BNVcRKlRs1Uv/3NAmJ6PNyAUg1UbvN+vgYYmigqt2BZMoljbHdqvvyqQ/z3P8RlJRJbPFKLi2U1/bb+2L+hIcmprzrJOKUBUyc+ZnWJzLfytWKvFv1YagXv3watD4oVr9KY7wCpbXELm53Py//yP3xg1MPTzw+u47FGo1bXwdUauURNzK5Fpc+l1rB93KusWnBz/l3/B/AWjr3pYvO3yJs0XJNvMJLSaw9+ZetoVt43z8eRo6NSyX3JVFoVJh2a4dlu3a4TrxA3LCwkjbu4+0PXvIOHqU3MhIkpavIGn5ChQaDRZtWmPVKX+1qJhkoOZW1nR57kVa9O7HgVVLubB/N5cP7SP46CGa9ujDY4OGY2FT9ig5Y4RYfDyaevXw+PprUCgIv3CWU1s3EfzfIWPYupW9A02696Fxt15Y2TuUOnZ2Ri6bF5whOyMPNz8buows5+po/FVYMwaEFpqO1K+8lAGlSoVnvfp41qtPuyEjuRx1nvd+fwWXWBMaprmjTUwj4tJ5Ii6d5+DqZZhZWlG/Y1ea9uiLo5f+mte3bYNZ6lNkWK/DzGUrz7fvhqXmjmm02yS4sgUubYKbx8CrZdnPrRzYPTUQdFqiPvqYpN9/B6UC14kTi72WCoWCga1rseliDDsvxTLj7A3WjW2H6i4PUJ1WZzTHGZSllPgszuwKJy0pm70rr3BiWxgt+/gQ2M5dvyJ2B6uP3eRqbBr2FqaM61IFPpBnVut/Bz6hT5gZc07/wxBjl3qu1oQlZHApOrXEPE41gZsFaoz5Oec7St/QK0cqMy2Jee5AVoUjxoROx7UT+WHzxUSL3YmnnTkNPWw4H5nCvxdjGVow/YFCAf3mQMQJvRP75nfg6e8rJNf9QCpCVUheA3dSrp3lSu1UrnqlobSMYUCaghEp1vjalr1eUE0jLTuPhHS9n0J5FaGY6V+RcegwCgsLvBYuwMRB/yA1V6to5WvPgasJ7AuOK1EROhJ1hA/3fUhsZiwmShPebPEmzzV4ruRMwPnUta/Lk35PsvH6RmafmM2PPX8sl9xVjdrbG4fnvHF47ll0GRmkHzlC2p49pO3dS15kFOl795G+dx8xX4Dazw+rTp2w6twJi6AgFAUixmycXejz2tsEPfkU+5YvIfT0CU5u3cj5PTto1X8wQX0HlBqRqI8Qe98YIeb67TecO7SHk1s3kXDzhrGfV/1GNOv1ZH6G87JNJTqtjm0/nedWTAZW9hr6vNrkrisKRchMghXDICsZvFpDv9lF6h2VhRxtDh8f+4zrLim4NWvHhO4LSYmN1a8WnT3JjXOnyUpP4+TWjZzcupFaDRpTp0svPjoBMTEtcawdQ47lfr44+gkBDrVo4Njg9uAugXoF7dTv+hwrozdWSMayYDdoEEKnI/qTSST9thSFUoXL+++VqAx98VQjjs7ay6nwWyw+EMJLHUs2hyhVSixs1FjYFA5WaNLViwsHIjm+JZS0xGx2L7vMiX/CaPWEL3Vbu6LMV4jSsvOYtV1fE2tCtzrYmlcyeaI2D87l+wc1GQbJ+RG3MecLdQt0s2bbhRguR9fcmpJQQtX5q/oXbbVVHonJZkAWDhX0D4q5fpX0pETU5uZ4NWxSpn16NHDlfGQK2y7EFFaEQF+EddBPsLiPvjir/+PQdFiFZLvXSEWoCnmmw8v0/M8bK9vT+LmcIiQ5hBWXVrDi0grae7bnmcBnaO/ZvtSHdE3DsBpkb2GKTTkyxSatWk3SMr3pwPPrrzCrV9h/oGMd53xFKJ7n2xdWJHO1ucw7NY/F5xYjEPjY+PB1p6+p71j28ODxzcezJXQLh6MOcyjyEG09HoyEnEoLC6y7dsW6a1d9Ov2rV/VK0Z69ZJw4Qc716yRev07ikiUoLSywbN8Oq86dsezYCVNXfRSci48fgz78nLCzp9i7bDGxIdc4sGopp7Ztpt2QkTTq0qPE0Ou4Od+Run0H6ZbmJA7ozT+fTyQnU/8Zm2g0NOjYlWa9nqxQjquD669x40IiJmolfcc2KfKQvSvaPFj7gt4nxMZLb3YyqZjpY97JeVxKvISdxo4v2n+BUqHEztUNux59aNqjDzqtlhtnT3Fq+xauHz9K+IWzhF84SxuVBS6OjXmn27vMuyE4EHmA13e+zvInluNqWaD+YZcP4OwaCN0HV3dCne4lC1NJ7IcMAZ0g+tNPSVyyBJRKXN59p1hlyN3WnIl96/PhH2eZue0yPRu4Ubuc5myVqZLGXbyo386d8/siOb41lJT4LHb+epHjW8No9YQPAS1d+WHPNeLTsvFxtOCZNt6lD1wa13dBehxYOOnz1kTonXzvVIQMNcdqusN0yK380PlcB3zyQ+dzDaHz9moSovKLrVZQEbqabxbzaRqEiWnZ5u0eDVyZvSOY/VfjyMzRYq6+Yw6p/Rh0/kBff2/zW1CrFThUXRmV6uLheiLfZ3wscvifyU4aJ1ixoPNKvu/xPZ29OqNAwYGIA4zbOY7+G/qz7OIy0nIejsyncNs/qLZj2Zdo048eJXqKviK485tvYN296IOiYx39svahawlk593OphuWEsZzW57jl3O/IBAMqjOIVU+uKpcSBOBp5cmwevo3ljkn5pQp6/O9RqFQoKlTB8eXXsJ76W/UPXQQz9nfYvvUU6icnNBlZJC6fQdRH3/C1c6duf7U08TOnk3GiZMIrRbvxs14duq39J3wLrYurqQnJbL9h3n8+s54vXnrjnNO+vNPLqxYylE/d/YEeHD2+GFyMjOwd/eg6+iX+d/CX+nx8msVUoIuHIjk9E79W3y30Q1wrl1OH4JtH+t9g0wtYMQKsKpY6oMjUUdYcn4JAJPbTS7WhKpUqfBpFsTAdz9mzJwfifPvSLrKHCttBo1jj7DtszfpccqDoExfYjNief3f18nIzbg9gF2t20kdd3wGhuzX1YT9sKG4faqPgEz85RfiZs0q8X4e0boWbf0cycrV8cH6MxW+703UKpp2q8VzX7Sj7dP+mFmacismg+2/XOD3zw7z745QEPB+70DUlch6bMTgJN1okD5KzDV/FS41EjISjd3qGWuOpaHTPXjf6bISkp9DyErpalxNy8n3PVW4uxvTKlTUNHbteL5/UMuypztp4G6Dp505Wbk69l+NL75Tp3egdjvISYM/X9M7uD/gSEWoClEfnsNEk2W8qtpIcGwa7TzaMa/bPDY/tZnnGjyHlakVYSlhTD86nW5rujHtyDRCk0Pvt9iVpryh8znh4URMeAPy8rDp2xfH//2v2H713WxwslKTmavlRNgtvcPn1Q0M2TiE8wnnsVHbMKvLLD5r9xkWphVzwny58ctYmFhwPuE828K2VWiMe4nKxgab3r3xmDaVOnv34LNmDU6vv4ZZ0yagUJB98SIJi74nbORIgtu1J+Kdd0nZvJk6DZowZtYiuo5+GTNrGxIjb/LXzC9Z+en7RFy+SEZKMgcWfseKJQs57utOvLUFKBT4BbVm0Ief8/ysRbToOwAzy4q9fUZevcWe5fpIvlZP+hIQVE4l5vgSfeI2gKcWgXvZlvLvJDk7mQ/3f4hAMLjuYB6vffcyHDqdYPKuSFbqGrHSbzSBI8fhVb8RQqcj9NhRGu/SMXhfLRTHb/LhjnfR6gqUv+j4Nmhs9DlWzq+vkLzlwX7ECFw/+RiAhB9/Im528cq9QqFg+qDGmJkqOXgtgVX/hRfpUx5MNSpa9PTmuS/b0qa/HxoLE1JjM+mTYsqr2RbUzVNV/iUjOxUubtL/3STf3KKxBnsf/d8x54xdfRwtUJsoyczVEp6UQU0lKl0fJu9pdTsflSF0PtNV79NobqPG3Lr8edaSY6OJvxGKQqnEt3nZfdgUCoWx9tj2C9HFd1Kq4OkfoHZb6PN1tZmFqxKpCFUlQc+jQ0Fn1RliQy4Ym2vZ1OK9Vu+xc8hOPmrzET42PmTkZbD80nL6bejH2B1j2R+xH52o3rfG6uJ26HzpGXy1aencHDce7a1bmDVsiPuXX5ToKKtUKuiQ7+y483Io7+59l08OfEJmXiat3Fqxrv86enj3qJTsjuaOjGk4BoC5J+eSq8ut1Hj3EoVSiXnjRjiPH4/vqlXU2b8Pj6+mY9O3L0obG7TJyaRs2kTku+8R3L4DN58bRe2wSJ4d9zatBw7BRK0h8vIFVk56l+9fHcXh3dvIVJugVihp2e9pXvruR556bxI+TVuUWs7hbqQkZLL1+7PotAL/Fs606utTvgFCD8Dmt/V/d/0IGgyokBxCCCYfmkxsRiw+Nj682/Ld0vtvPM+fpyIxUSqY/2xrnhjQl2GfTWf0jHk06/UEanNzrNKUtL7ogPtvIcye+iox1/MjRi0coP0E/d//ToG80vP9VBaHZ57B9cMPAUj4/nvivvuuWCXE29HSGMr+5eaLRCeXMZz+LqjNTGjZ14c2rzfioFku2QisswRbvz/HmmnHCD0bX3GF6NJmyMsEB3/wLJC12zW/4kAB85iJSkmdfJ/CmpphOiUnhUytXnZ/+9vlWnJibgGQaqdfDav4apDeSdozsEG5I5mNRVgvxuqLsBaHXS14YSu4NSp++wOGVISqEgdfwuz1+UvcgpcX2WxhasHwwOH8OfBPvu/+PZ28OqFAwf6I/YzdMZYBGwaw/OJy0nPT77XklaKsOYSETkfke++RHRyMibMzXgvmlxgWbqBTXWdU5iGsjXmLf0L/QaVQ8UaLN/ixx4+4WbpVifyjGo7CwcyBsJSwuxfXfMAxcXTEdsAAPGd9Q92DB/Be9juOr7yCpl490OnIPHWKuDnfETnyWdwW/MwTHv7Uq9sQhUKBTqvFJiObFrkq/rfwVzo/+wK2LpW/vjlZefy98CyZqbk41bKi2+gG5Qv1TQqF1c+BLg8aPg2d7q683I0NVzewPWw7JgoTpneaXuoq4uwdwfx6KAyFAr4Z2pSugbdXsZxq+9DthbH8b+GvdH9pHBo3B0x0Sjgbxe8T32TZR29xfs9Oclu8BJYu+vM48WuFZS8PDqOew3WiPrVAwsJFxM+bX2y/59v70rSWHanZeXy84WyVmYa//jeYA2Z5hDxmS1Bvb0w0KuJupLJ5/hnWfX2c8AuJ5T+WwSzWZFjhFYb8lRGizxXqXtMTKxqLreZZUddFn19Ll56ONk3/opas0ftMVtQ/6NoxfbV5/6DyVwFo7euAjZkJCek5nLyRVKHjP2hIRaiKiQ98DoAWiZshp/hlWaVCSTvPdszvNp9NT23i2frPYmVqRWhKKNOOTqPbmm5MPzqdsJSweyl6hbmtCN397SRu9hzS/v0XhVqN1/x5mLq63rV/ni6Pq7nrMPf+Aa0yEQ9LT37r8xsvNX4JVRWWkrA0teSVJq8AsOjUIjLzMqts7PuFwsQEi6AgXN76P/z+3EDA7l24fT4Zq27dUFhYkBcXR+6fG/Ff8xddzofS8dINOiVm0mHeQtT29lUig9AJdi65SMLNNMxt1PQd2wRTTTk+t+xUWDECMhLAvRkMmF/hZfYbKTeYdlRf2Hl88/E0dLx7uoR1x28yZ6c+2ePn/RsyoJlnsf3U5hY07dGX8bN/RfNsW655pKNV6MvpbF3wLT+8MY7doi9JOWaw5yvIvje+gQ6jR+Py3nsAxM+fT9yCBUX6qJQKvh7UBFOVgh0XY9l4JqrSx91zJY59wfGYqhS8068+jw30Z9QXbWneozYmpkpiQlL467tT/PHNCSKulPEhmhqtz1oM0GRI4W3GFaHCilDgQ6IIiYIRY2H654FKrSUxQ+8Q7lCBFaGstDTCL+ivV3HV5kvDVKU0vhRsvxBT7v0fRKQiVMXYNenDDZ0z1iINcW5dqf1r29Tm/dbvs2PIDj5s8yE+Nj6k56az7OIynvzjScbtGMeBiAMPrNlMqxPcTDI4S5f8hp28cRMJP/wAgPuXX2De5O4+HjdTbzJm6xiWXvoJhUKQe6sFL/nNo4lzxXxDSmNI3SF4WnkSmxnL8otFV/NqOqZubtgPHUqt+fOoe/gQtX/5GYfRo1H7+GCem4eNUFBr3lxMPYqWwagoRzeFcP1UHEoTBX1fbVy+7Lc6Lax7GWIvgJWb3jlaXTE/sFxdLhP3TSQzL5OWri15vuHzd+2fnadl5ja9P9PrjwfwXFufUo+hUCgY/+SHWD/VmjWP3+RcgwzMHezJSkvl+PFr/HKtFesuunB1xRR0Bf2IqhHHF57H5d13AIj/bi7xixYV6VPPzZrxXfX5fT776zwJadkVPp5WJ5j2tz68e1RbH7zzH+Dm1mraDQrg2S/a0uRxL1QmSqKuJrNh1kk2fHuSqGvJdx/43DoQOqjVpmgEkmFFKO6SPqrQeF56ReFSDQ2hL1h13sdJf9/nXD4NgKm1jsQ4/fOgIitCIaePI3Q6HL1qVzjZ6m0/oYdDEZLh81WMj4sN34ruvMcKcg//gLr5s2V6i7U0tWRE4AiG1RvGochDLLu4jH0R+4w/PjY+jKw/kv7+/bE0Lf0tIOdmBFnnzuo99hVKvQxKhd4fR5n/v0Kh9/1QKECh1Jss8v/Wb8v/P79P4X2VoIC49Fw8EyMwUSmxjwknO15ZpH9OeHihMg22/frdVfbN1zfzxeEvSMtNw8rUisZmL7DtogdHr6UzpPxFvcuEWqVmfLPxfLj/Q34+9zOD6w42FtZ82FCq1YWTOYaHo1CpqlQJCj4Ww7G/QwHo+kwgbn7lvJb/TtEnJVRpYPhysKm4bN+f/p4z8WewVlszreO0UlcT15+IICo5C1cbDa89XvYkgAqFgs/bf05kWiTHNKeIaWjGNK93uLZrDyGnjhOa7kDolvNYH32BJt370vjxnljaVc3qW0k4vvgiQqsjbtYs4mbPAaUKp1deLtRnXJcAtp6L5lJ0Kp9vusCc4SUX1L0b647f5FJ0KjZmJrxezHWztNXQcWhdmvfw5vjWUC7sjyTichLrZxyndkMHWj/ph6tvMUU0jWaxoUW32fvqowhzMyDxOjjrixgbVoRCEzLIytViVsZyIA8K15L0qz+6HMfbK0JX9KHzwtmJzNRcUFRsReh2NunSkyiWROe6zpiqFFyPT+dqbNpdE97WBKQiVMWYqpQctXuC7JS1aGLP6HNdeJW97opSoaS9Z3vae7YnLCWMlZdW8sfVPwhNCWXqkal8d+I7BgYMZETgCGrb1C60b25UFClb/yFlyxayzpyp6lMrkfxYHsJ2zLxrP6suXXB+880St6flpDH1yFQ2Xt8IQDPnZkzvNJ3rUWq2HT1a5nIbFaWvb18Wn19McFIwv5z7pcS6Uw8bxWWqrgyxYSn8+6t+ZaBZ91oEti3nW+fpVbD/W/3fA+aX6/tzJydiTvDjWX2yzEmPTSrVryxPq2PBbr2z8/86+d8unVFGNCoNs7vO5pm/nyE8LZxZSb/y43s/khEbx+lvxnAuUklqQgIHVi3l0NoV1GnTjmY9++IZ2LDa7munV14GnZa42XOImzULhUqJ44svGrerTZR8NagJTy04wJ+nIunf1INu9e9utr6TjJw8vtluWEWrg51FyZFMVvYaOo+oR/OetTm+JYxLB6O4cT6RG+cT8WniROt+vjjXynfgjb0EUadBaaL3EStAtjYbjUoDLg0g4pg+Oi9fEXKx1mBnYcqtjFyuxqbRyLNmvdRcS9KHzlubuBgzl+eGXAMgwyUQAFsnc0zvzONTCtq8XEJPHQfKFzZ/J9Z3FGGVipCkCK7unmy69RiDVPvgvx8rPJF723jzfuv3ea35a/x59U9WXFpBaEoov1/8nWUXl9HRqyPPOvWl7qkEUrduJfPkyds7K5WYNWqE0swMdDoEAnRCn89ECL2zotD/L4QOBMZtCB1Cd3u7sb/x79v9M7NzSc3MRaNSYGNmkj9e0X0tgoLwmDkDRQlJ/M7EneH9ve9zM+0mSoWS/zX5H680eQUTpQmOPlo0JkqiU7IIjk2jrmv11LBRKVW80fwNXvv3NZZdXMbIwJGFk+RJSiU9OZu/F54lL1dH7YaOtH26nGUVwv+Dv/JLZnR8u6hPSDlIzUnlw/0fohM6+vv3p7dv71L3+et0JOGJmThaqhnRunap/YvD0dyR+d3m8+zfz3Ii9gSTD03mi/Zf0PnV92n/22CupLlzSt2dqJAQLh/cy+WDe3Gq5U3THn2p37ErGotK1uMqBqdXX0XodMR/N5fYGTNBocTxhdsmwqa17Hipox8/7L3OR3+co5WvQ7mSo/60L4SYlGy87M0Z1a5syRNtHM3p+mwgLXp5c2xzCJePRBN6Jp7QM/H4NXem9ZO+OF7KL6lRp6c+Cg8ITwln5rGZ7ArfxdSOU3nSrVG+InRen2MI/epcXVdrjoYkcjk6tcYpQpHpetOYh2XB0Hm9D1eafT1Irthq0M0L58nOSMfC1g63gLqVkrGnsQhrNGO7+Je+wwOMVISqgbou1iw920OvCJ1bDz2/BMtyVtYugKWpJSPrj2R44HAORh5kw5HFsOswbX//F5vwf4k1dFQosAgKwrpvH2x69MDEueRaW1XF/7N33uFRldkf/9yp6T2ZJCQhlCT0IiAogggqYC9rb9hdsa26Kq6ubde++1OxratiL2vvCogI0lsCBFJJI71nSibT7u+Pd2aSQHpmUnQ+z5MnQ+aWd0LmzrnnfM/3PPNTFi/9ks8Vc0by2Dm9b5W0O+y8sf8NXk5/GbtsJz4wnifmPcExutYamJ9aybGjItiYW8OGnGqvBUIA8xPmc0zMMeyu2s0rGa/w8PEPe+1cvzdsVjs/vLoPY0ML4bEBnHrdRBS96RBrKIGPLwN7ixhcetID/VrP49sep9RQyoigEaw4dkW329sdMi/9IrJB180bfbRrbi8YEzaGf534L27++Wa+zv+a5JBkrp98HarRJzChcCMTptmpvPF5MtZ8z8Hf1lNTUsTPb77Chg/eYsK8k5h66ml9Mq3siuibbwa7g5qXXqLq6adBIRG5bJn7+b+cnMrqzAoKa0088X0WT5w3uUfHrdKbefVXka24Z8m4XmfRQqP9WbRsAjOWJrP92wJyd1ZyaE81h9KrGRvkz7HaEYRPuRCT1cR/9/2XtzPfdttcrClcwxkdtNCDKI9tL6gju3J4CaatDisNFnFV77B13j8ZGvumD3KZKI4+5th2A4X7wskTdDz4VSZ7Shqo1rcQHTx8B9z6xNJeIEUXRLo8hjzVWHFR3/Nuv49pq62l8eP/kbjiv1z7ty1cu8bBhBLxH5iVAG+eouDOO4L56LZJGM+YNyBBEEBxneiw6qmZYlsqjBVcu/paVu5ZiV22syR5CZ+c9Um7IMjF/BTxejbmduJm6iEkSeKOGXcAot26oLHAq+f7vSDLMuvfy6ayoAltgIrTbp6C1r8X91mmOnjvPDBUQsxEYcjWD++i7w59x7eHvkUhKXhy3pMEabr/0PhxfwX51UZC/dVcPqdv2aC2HD/ieHcA9sKeF/ipaDWc/LB4MuNDdIEWTr3hVm585W1OWnYD4fEJWM3NZKz5nnf+egsfPXQvBzf9it3mOW+rqFuWE/nnmwCoevIp6t5pvTb5a5Q8eb5oRvhwezGb83v2XntubS4mi52piWGcOaVv4luAMF0Ap147kYsfPJYxx0SDDHn6GXxY8wKr1vpx0ftX8Pq+17E6rKSFCw+kjOoM5Binw/RRozbEDdNw8xKqMFYg40B2qBgXJboVHWYzNr0Qgzc4xLWwt4GQLMt9cpPujLhQfyaPCEWWYV3W8BZN+wIhL5CqCwIk3rI4x0bsfFN0wfQSW3099f/7H8XXXEPuvPlUPPwIpu3bQZbxnzqVmPvuJW71t5hWPsDBhaM47GfivYPvcfoXp3PLz7ewvmQ9RU1F7a3/PUxxrfA86u2w1dWFqzn/6/PZVbkLf5U//5j7D56e/zQhmg7EksC8VGGsuK2gFrPVu10302OmsyBhAXbZzso9K716rt8Le9YUk72tAkkhsfiGSYTF9OLvwWKCDy6CmhwIGQGXfQLavmsOygxl/GPrPwC4ccqNTIuZ1u0+siyzcp1ol796bjLBvSgLdcVF4y7i8vGXA/C33/7GPq0Wxp8puqB+fhQAv8Agjll6Flf/+xUuePCfpM6ei6RQUJqVyfcvPMNrN1/N5k/ex2bpvyGjJElE33ab28298vHHqXPO+wOYMzqSy2aLIHDF5/totnT9Xsut1PPRdqFn+dtp4z2ic4qMD2LJDZO56IR1RPrvQEaB6aCWU7fexOnF1/Hs9Od5//T3USlU1JprKQ10Cs4bS8RQXietLfTDq3PM7SFkjWB0tHgN1qJDAEhqmboGkcnpbWmspriQpuoqVGoNIydP9chafy/dY77SmBcYGRmIWinxqWU2j4R+hLKhSAxeTD21233tjY3o166l6YcfMW7ZAvbWC5HfpEmELF1KyJLFqEe0+ppcxhguGXcJm0o38UHWB/xW+hu/Hv6VXw//6t4mQBVAdEA0Uf5RRPs7vwdEtz72jyY6IJoQTUivLmYuD6GRPRzcaLKaeHrH03yWK6wFJkZO5On5Tx8l/D6SNF0wMcFaqvQt7CqqZ67Tcdpb3HbMbfx6+FfWFK1hf81+JkUND4fUwaBwbw1bvhClkXkXppA4LqLnO7sGqR7eDn5hcPnnENqxZ0+PDuews2LjCgxWA1Oip7j9obrj54NVZFXoCdKqWHZ8cp/P3xF3z7ybYn0xGw5v4NZ1t/Lhcf8kLus7yP4eirdBkrg7lySJpElTSZo0FX1dDft+Xs2+n3/EUF/Hlk8/JGfrJpYuvxPd6F7qro5AkiSi77gdHHZq//s6lY/9A0mhIPySSwC4b+k41mVVUVRr4l+rs3ngjAmdHuuJH7JwyEIvcuyoXvy/d0NN02Ge03/CV9M0RBnWM+fwmSTUjyOxdDKHXpXQzi1gqv9Mdhm3kqEvICE0CRqLofIAJM8FcJfQK5taaDBZuhRwDyVK9GLkiWyJYJRz2KrlgBA426IisFlklCoFYTHdO/m3xdUtljRlGmptL6wsuuCUCTr+vSaHjbk1mCw2AjTDM6QYnqse4qiVCkZHBZFdKVOafC5J2auEaLqTQMiu16P/+WeafvgB4+YtYG1NhWsnjCdkyVJCli7psrtHISmYlzCPeQnzKGws5MOsD9lUtokqUxXNtmZMNhNFTUXdmjRqFJqjg6QjHkf5RxHhF4GhxU69Say1JxmhA7UHuHfDvRQ2FSIhcc2ka1g+bTlqZfd335IkMS8lms92H2ZDbrXXA6GU8BTOHHMmX+d/zXO7n+P1U1/36vmGK7VlBla/mQkyTJwXz6QTexHEyDJ89xfRJq/yg0s/BmdHTF95c/+b7K7aTYAqgCfnPYlK0f0lTpZlVjq1QVccN9LjH5hKhZKn5z/NlT9cSU59DsvT/8W7Uy8iMP1DMZD16u+PstgIjoji+AsuZfa5F5K7bRO/vP1fag8X88EDd3Hc+Zdw7DkXoOik8aAnSJJE9J13Itsd1L35JhWPPAoKJeEXXUiwn5rHz53M1W/t4M1NBZw+JY7pSUe3+W/Oq2FdVhUqhcR9S/v3/+bCarfy3sH3+M+elzA6/x+OnzKd26/+E44KLdu/OUTJwXoyN5YxU3ERZeOr2Vu9l9N1E52BUKY7EAr2UzMizJ/ShmayKvTMGd13neZAklvnbJ23Rrivq5acfQCYo4WjdHhcAApl7wo6rmnzfTFR7IxxscEkhPtzuL6Zjbk1LJ7oGbf/gcYXCHmJFF0Q2ZV6NoWdTRKrIHcN1BVAhPhDthsMGH75habvf8D422/IbYOftDRCli4hePFitKNG9frcyaHJrJjdKg41Wo1Um6qpbq6mprmGapPze7PzZybxuMnShMVhocxYRpmxrMtzKCUlIZpwApK1qAjl2V07OswwRfpHopSUvJP5Ds/veR6bw0ZMQAxPnPAEx8b1zsdifmoUn+0+zMacGlYs7fWvpdcsn7acHwp+YFv5NjaXbeb4+OO9f9JhhNlg5fuX92I124lPCWPexam9K42sfwJ2vyM8qc5/A5L6d4HeX7Ofl9OFg/L9s+8nMbhntgC/5dWQUdKAn1rBtSf0/v3WEwLVgby48EUu+e4ScutzuUcXzgsqP5TFmyF3NaQu7nA/pUrFuLknkjR5Gj+//jI52zax6X/vkb97O0uX30lEfEKH+/UESZKE4aLDQd1bb1Hx0EOgkAi/4AJOGhfDudNH8MWeUu79bC/f3HpCOxG0wyHzT6d54mWzkxgd3b/2aVmW2XB4A8/sfMZ9szbZ3MK9Cacydd7jYqPRcNbt0ynLrWfTp3lUFemZUDGXjOpdwlgx54cOHaZLG5rJqRw+gVCeMxAKUenc/kcWZ+u8IVxkAyPje/f71tfVUHkoVwxSPmaWx9bqGsK6alMhaw5U+gIhH+0RadlyduojuGTMIsj/Gcem19ArTkD/448Yft2A3Kbmrxk7xln2WoJ2jGdbEQPVgQSGBpIcmtzldmabmZrmmtYgqZOAqd5cj122U99Sg9IfZEr5LPdAp8cNUgdhsIrRAouSFvHwcQ8T5hfW69fhygIdKG8akC6F+KB4Lkq7iPcOvsfzu59nTtwcFJJPVgdgtzv48bV9NNWYCYnyY8mNk1D25g51xxti5ATA6f+C8Wf0az0mq4n7Nt6HTbaxOHkxZ405q8f7rlwnskGXHjuSqCDv/U3FBcWxcuFKrv7pajZUbufZtDncm7ke1j4CY08WU7s7ISAklDP+ch9Zm37l5zdfoSIvh3fvvZ35ly1j2qmn93koriRJxNx7D7LDTv0771Lx4N+RFArCzj+fB8+YwIacanIqDbz8Sz5/OaW13frL9FIyy5oI1qq4bVFKn87t4lDjIZ7e8TSbSjcBEOUXwR2lhzizqQnFOTcftX18Sjhzzh3D18+lozMk82vdB5innYsfHBUIpcUG83NW1bASTB82iAnzcYGt2VVrqZj0rg9Ihube64MO7dohjjk21eMmnq5AaF2WGMKq7E2n6BDBFwh5Cdf048LSGppCZtG0aTeGT75Atn/p3kaTnEzIaUsJWboUbUr/LiaewE/lR0JwAgnBXd9lWh1W6prr+M+mdN7evpfpo5QsmujvDphc2ae65jpssg2D1YCf0o97jr2HP6X8qc+CyqggLRPjQ8gsa2JTXg3nTO+7lqSnXD/ler7I+4IDtQdYXbSaJcnde9H8Efjt41xKcxpQa5WcdvMU/IN6UU46+A18L0Y/cOJ9MPOafq/n6R1PU9RUhC5Ax4NzHuzx39i2Q7VsL6hDo1Rww/zR3e/QTyZHT+bxEx7nrl/v4j3TIZLDo7moKhP2fQpTL+pyX0mSGH/CAhLGT+LHV56jeF8661b9h7yd21h80+2ERPWtU1SSJHQrVoBDpv699yh/4EGQFEScdy6PnD2RWz7Yw0u/5LF0cizjYkMwW+08+5MwT/zzSWOI7GPwqLfoeTXjVT44+AE22YZKoeKKCVdwgy2AoIP3gm4y6DrWJ+mSQ0CCkJZI1C3+ZPr5MQOg6qBoTHEGlcNt+Kosy9S2iGz8qNBWPyZLlRB8N0pixldvO8bc3WJ9GLLaHbOSxRDWOqOFXUX1HtWKDRS+QMgLOMxmxmTv5L4dHzC74gCldgsghG1qXTgh51xIyNIlaNPSvOYm603UCjW6QB0txnjsBhvHRY/lz9PSjtrOITuoN9dT01yDLkDXpyzQkcxLiSazrIkNudUDEghF+EVw1cSreDn9ZVbuXsmipEWoFZ7pKBqu7P/1MPs3lIIEp1w7sXdp+qIt8Om1omvqmKtgwX39Xs/aorV8lvsZEhJPzHuiV6NRXnRqgy6YmUBsqGcEpN1xavKp3NZ0Gy/seYEnwgJIMPsx95d/wMRzQNV9UBEcGcWf7n+U9DXfs+G9VRTvS+edv97ComtuYtwJC/p0TZEkCd3f7geHnfoPPhQjcRQSp599Nl9NKGPNgUru+XQvn//5eN7cVEBZo5n4UD+umdv7UqLdYefLvC95Yc8L1JnrAFiQsIC7Z93NyJCR8Kaz7t3RSA0nGj8VkfGB1JYa0RmSyWipZobKT4zaqC+ESJFVH+ecOZZTofeqK72naLI0YZVFA8qE6GQAZIsFa5MVh6SmqVl8jkSO6HlGyGJupni/mFPmibb5I1ErFSwcF8OX6WWsOVAxLAMhX57fg5h27aL0r/eQe/xc7A/cw4ml6fjZLUhx8UQunkLyqdWMuUxLzF/uwG/cuCH/puwOV8dYZ0JphaQg0j+StIg0jwRBAPNTRHnMNW5jILhywpVE+EVQrC/mi9wvBuScQ5XDWXVs+Fi0mR93zhhGTemFaL3qIHx4kdMw8TQ4/d99nibvotJYycNbHgbg6klXMyu25/qHjJIGNubWoFRI3HTiwDrjXjf5Os4acxZ2ZO6OiSbPWA47V/V4f0mhYPriM7jiqReIHZtKi8nI9y/+i2//70lMTd0MMe3smJKE7sEHCbv4IpBlylfcT9O33/KPcyYR7Kdi7+FGnl2dw8u/CL3K3YvTej3Da0/VHi757hIe3vIwdeY6RoWO4tWTX2XlopUiCKovguLNgAST/9TlsXTO+XU6fTJ7a/ZDzHjxRJvy2Oho0cGrb7FR2tDcq7UOBq2t88GkxoiAwnIoC2QJU3A0sgzaABWBYT3PwhVl7MFutRKmiyMyof/+WB1xygShDVpzoHLArsuexBcIeRBz5gGavvkGh8mEKi6OX6aewu0n3kbpS+8T888X8Y+WkMp2i/ljvwPcrfN9MFPsKzOSw/FTK6jWtwxY3T9QHehuw34141WabUP/guoNGqtN/Pjf/cgOmdTZOqaf2ouLauNheO98MDeKKeLnvwHK/iWkHbKDBzY9QGNLI+MjxnPLtFt6tb8rG3TOtBG99sHqL5Ik8dBxDzFDNwODQuIWXTS1G5+Blt79TUfEj+CSR59h7oWXo1Aqydm2ibfvXk7+ru19Xlfs3/9O2AUXgCxTdu99+G34mQdPFyWqV3/Nx9BiY2J8COdM63lGtsJYwT0b7uHKH67kYN1BgtXB3DPrHj476zPmjpjbuuE+50iNUfO7HbQb6xzQqtMntzdWrGgNhNRKBWOcQu7hUB4rahKeTGLqvMj6WDOFvsccJSQLEfGBvbqJbjVRPNZrN98npkWjUSoorDWRX23wyjm8iS8Q8iDBixcTcdWVjPzwA8b+vJaD51xNTngSudVGCIqGCeeIDXe8Majr9AQ2u4PSeqerdA89hDyBVqV0d39szK0esPNemHohI4JGUN1czfsH3+9+h98ZlmYb3720lxajjZjkEE66vBcZzeZ6EQQ1lUJUGlzyEWj6/zfz7oF32Vq+FT+lH0/Of7JHNgwuDpY3seZAJZIEN580OHOSNEoNzy14jqTgRErVKm4PUdKy+YVeH0ehVDLn/Iu59B//IjIhCVNjA18+/Sir//MClubem6lKCgWxjzxM6J/OB4eDsnvuYXHVPk5oY1nxt9PG92h8itlm5j8Z/+GsL8/ih4IfkJA4P+V8vjn3G66YcEX7MrMsw15nIDRF6KUcJhOWkhJMe/agX7uW+o8+pvqll6h49FGU37wNQIwxiTpjHWWRyWLfYewwnVVbKB5YI0kIF2UwS654PaZwoRnqTSna4bCTv1sEUt7QB7kI0qo4boy4Lq8ehuaKPo2QB1HrYoTo0EmqUzCd45p1c+z14o5n/6dw6mPuIYLDkfJGMzaHjEapQBc8MNoKF/NSolmfXc3G3BpumN/zDzHZIVNR0IRKrSA8NgBVL2ZJqZVqlk9bzv2/3c+b+97kgtQLeqVFGc44HDKr38ykvsJEYKiG0/48GVVPSyLWZvjwEqjOguA4uPwzj/zdZ9dl8/zu5wH466y/Mjq0d0Jn10yx0yfHuTMGg0GYXxgvLnqJy765kAw/eDDrbZ6aeT1ScEyvj6UbPZbLn3iO3z56h13ff8W+dasp3p/Bkpv/QsL43hmCSgoFcY8+Cg6Zxs8/p+yee3jskX9ydWQIs0dFcnw3Pl6yLLO2eC3/2vkvSp1dUMfEHMO9s+4hzW8k9soaTLWF2GpqsdXWYK+pxVaSjW13NfaWaGy/rcJW929kU+eBnIyE+qQZ4NAQYYonQ6NiBHTYOQbDIyOUW9vaOq92dmFaCoWrtCFYZGB7ow8qy8nCrG/CLzCI+LTOjTE9wSkTdPyaU82aA5XcvKB/pp8DjS8Q8iIpOnGBza10pgoTZkHsZKjYB+nvw/G3DuLq+keJsyyWEOHfu8GaHsClE9pWUIfZau9WpyDLMkX7a9n29SFqSsT/hSRBSLQ/kfFBRMQHiq+4QMJ0AShVHSdKTx99Om9lvkVOfQ5v7HuDO2fe6dkXNkTZ+mU+RftqUaoVnHbzFAJDe6hPcNjhs+ugeAtoQ0UQFNYzb5+uMNvM3LvhXqwOKwsSF3BBau8m1OdXG/hun5jkvfykwb9gjwodxXMLV3Lj6uv5IUBL8o83cvMFfdOiqTQaFlx5HWNmHMuPrzxHY1UlHz+ygplnnMvcCy9Hpel5d5+kUBD32KNgt9P41VeYH/obX//734QsntJuO1mWcTQ1YautxVZTQ0nRftamf0pDeSFnGCHGrCWVGAL1h7HXXkZOS0sXZ3W5JZe2rkOrRRUZiTIqClVkJKqoSOxNevQ//USYpYxqdRI6QzJ7bU2cBtBQBOYm8BOlszTd8AmEip2u0rqA1rKjpUxkWJqUcWCHiF50jLncpEdNn4lS5d2P+1Mm6Hjgy/2klzRQpTcTM8A3yP3BFwh5kRTnGzCvyoDDIYuAYdZ18M3tojw2Z3m/BksOJkWDoA9yMTYmiLhQP8obzWwvqGN+audtw+V5DWz5Mp/yPCEgVWuVKFQSLUYbjVXNNFY1cyi9tcSmUEiE6gKIdAVHzgApNNofhVLB7cfczvKfl/NB1gdcOv5SYgOHp4FYT8naWs6e1UK3sOiq8cSM7HgW3FHIMnx3F2R9C0otXPKBML3zAP/e9W/yG/OJ8o/ikeMf6bXu4eVf8pFlceEeH9fD1+Nljo2fw4Mpl/BQ3oe8Yspj5L63OX3yVX0+XuLEKVz59Iusf+e/7P9lDTu/+ZzC9F0sveUuYpJ7nj2TlEriHv8nsuyg6etvKL3rLvRrl2JvahRZnNpa7LW17QxhARa1+5cZKMbW9rgBASKoiYxEGRWJKiICVe7HKBVNqE6+A9WUk93BjyLwaE1MS0EB+p9+IqjiANWJSUInVJ8uZtU1lULVAbdBpysjlF9twGJzoOnkRmcoUGMWAXpym5FD1uomrCp/THZxrY2I63lGyBUIjfGgm3Rn6EL8mJoQSsbhRn4+WMUlx3pHmO0NfIGQFxkZEYBGqaDZaudwfbPQ0ky+AFb/HeoLIH8dpJw82MvsEy6hdF+mzvcXMW4jiv/tPMzG3OoOA6Gawwa2fiUyGQBKtYLJCxKYsXgk2kAVpiYLdWVG55eBunIjtWVGrGY79eVG6suNsKv1eEqVgrDYACLiIzldfyX7Hbt57be3ePCUe5GGoYFYT6g41Mgv72UBMGPpSFJm6nq+84ZnYNcqQILz/wvJJ3hkTRsOb+DDrA8B+MfcfxDh17syW0mdiS/TRbbhliGQDWrLeXPvpzDve1bRyIO7/8UI3dQeDYztDG1AAItvup0xM+ew5rWV1JQU8f79d3L8BZcy66zzezyiQ1IqiX/iCXDINH37LU3ffNPhdiatREOATGMgaKN1pI2dTWhsEqrIKFRRkSgjI1E5szqKgCOuG3lr4b3nISASrrwTutF7aUaORBEYSEhdLiQuQadPZkPdR5hjxuPXVCrKY85AaESYP8FaFfoWG4dqDO6W+qGG1W7F5KgBYHyb1nlLox1jsBCOB4Vr8QvsmRauruww9eWlKJQqkqce45U1H8kpE3RkHG5kzYFKXyDkQ6BSKhgdHUhWhZ6cSr0IhDSBMO1S2PYK7Hh92AdCA91t42JeSrQzEKpp9/PGahPbvi4gd2clyCApJMYfH8es05MJCm9N1QaGagkM1ZI4vvWDVJZlDPUtRwVIdeVGbBYHtYcN1B42kMgMEpkB2fCfb9eL8lpcIBFtymxB4dphbY+grzPz/av7cNhkRk2NYvaZvdDg7HobfvmneHzaMzDhbI+sqba5lgc3PQjA5eMvb99t1ENe+TUfu0Nmfmo0UxPDPLIuT3LHouco+voi1gUGcPvPy3n/jI+7NTjtjrEzZxOfOo41r71I3o4t/PbRO2JEx81/ITyuZ51fklJJ/JNPEDhnNraaGhHUREaRRQUvF79Phq0Qq1oiJTyF+2bd1+vxOW6R9KTzuw2CQJTt/CZOJGS3mMEV2hKNyqLlQFwcx0A7wbQkSaTGBrOrqJ7sCv2QDYTKjeWAjOxQM0kn/s+t+XvBIWEMigMgohdCaVc2KHHiZLRHBp5e4pQJsTy7Ooff8mowttgI1A6PEGN4rHIYk6oLJqtCT26VgZMnOO+oZ10rAqGcH4VvRvjIrg8yBCkZxIwQiHEbkiQ6QaqazATKEju/K+TAb2U4HMLHYuyMGGafNZowXc/WKEkSwRF+BEf4MXJS61wi2SHTVGtuDYzKjOzNyUbVGAhWNVVFeqqK2usPNH5Kd1mtbYAUEKIZ8gGS1WLnh1f30dxkIXJEECdfPaHnWa+s7+HbO8TjeXeLBgEPIMsyf9/8d+rMdYwNG8sdM+7o9THKG5v5dKfwabl14dDKBrlQJMzkicjjWNa4g4M0ccvPt/Duae8SrAnu13EDQkI56677ObBhHetW/YfynCzeufc2Trz8WqaesrRHf5OSSkXYn4S3z2H9Yf6181+sLV4LEoQGhXHrtFs5P/X8Hg26bUeLQbiNg7tbrCf4TZyIaft2glUm9LYAUR5LVh8VCIEoj7kCoaFKYaNz2KolglHRzqnzztb55nARsPZGKN3aNu+9brEjSdUFkRjhT0ldMxtzq1kyKW7Azt0ffIGQl0l1C6bbvAGjUmD0Aji0XpQPTn54MJbWL4pqnRqhyN7NvPEUEYEaJo8IJbu4ke/fP0jLgUZsVgcASRMjmHP2GKKT+vfh4UJSSIRG+xMa7c+oqaIMN6pey5++voCg5ggeG/cUQcZI6spEea2x0oTFbKfiUBMVh5raHUsbqHJnkMKd2qOQKD+CI/163onlRWRZZt3bB6ku1uMXpOa0P09G49fDy0TxNvj0auEaPf1yWPiAx9b1cfbHbDi8AY1Cw1Pzn0Kr7P1Yh9c2HMJidzB7VASzkodux2bAoodZ+eocLo2LJr8xn7t/vZuXFr3U+wDjCCRJYuKJi0icOJmfXnmO4v17+fmNl8nfuZVTb7qN4IjuzTFNVhNv7H+Dt/a/hcVhQSkpuTDtQpZPW973Lsrs74UjdMRoGDGjx7v5TRSas1BjMXrtOKdg2pkhrswEh8OtwRw3DDrHMqsKxQNbJPGhQjRudbbOG5wDhCN7OGPM1NRIWbYoa4+Z0cvsXD+QJIlTxsfy5qYCVh+o9AVCPgRjY8QbMKfqiDfgrOtFILT7HViwokfW+kOFRpOVxmYhjkyM8O9ma+9gbbFzkkPLiXo/jBn1AMSODmHOOWMYkerZoYIdMTZ8LGeMOZ2v8r/ivZZXeP2019131Xabg4ZKkzt7VFcmymuNVSZajDbKchsoy2046pgBoRpCIkVgFBLlT3Ck+B4S6UdQuBZFb4aa9pGd3xeSt6sKhVJi6Y2TCYnq4f9vdbZwjbaZIWUxnPF8v12jXeQ35PPszmcB+MuMv5AantrNHh0sT9/Ch9uF6PvWhYM/169Losaim3oZK/e9z7L4eDaXbeau9XcxLmIcdtne+uWw45Ad2Bw2HLKj3c9dj9s+b5NtOBzO7WbaiAgIIG6XicKM3bx8+zLyZympTOLofWSH+5hmmxmLQwyLnh03m3tn3UtKeD9/n3s/Ft+nXNSrvxm/iaIdPOhwBowZh06fzNambchKDZLFILrHIsQIEFfn2FD2Esp2egiFqHTuTlxLUSEyoNc6S2M97Bg7tHsHsuwgJnkMIVG9t2LoD6dM0PHmpgJ+yarCZnegGoDrVn/xBUJexpURatc5BpC6BEISoOkwZH7Z7cDFoURJvcgGRQVpCdAM7J+Q3ebgwG9l7Py+EE2TBZCoV8lcet0URk2NGtCy083Tbub7gu/ZXrGdLWVbOH7E8YAQVkeOCDpqMKLNaqe+wuQOjuorjDTVmGmqbcZqtmNqtGBqtFBx6OgRCQqFRFCElmBXoHREwOSJklv+niq2f1MAwImXphGfEtazHZvKhGFicz2MmAkXrOq3a7QLi93CfRvvo8Xewtz4uVw6/tI+HeeN3wowWx1MSwxj7tjI7ncYbE68jwkZH/NkVRV36GJYV7KOdSXrPHuOKAidq2JeehRRTVrSNtnRHDKydWIdLRpHp7uNCBrBX2f+lYVJC/v/ftNXiqYREI0kvaCdYHoMxBhGUmOqpTwmlfjy/SIr5AyEXLqg0oZm9GYrwX5Db16gy1U62q/VUdtSVoVFE4oVPySFRERszzJCrd1iA5cNcjErOZywADX1Jiu7iuqZPXrov998gZCXGRkZiEalwGx1UFJvai0lKVUwcxms+4cQTQ+jQKi1Y2zgskEOh0zujkq2f3OIphozAMGRfnxuNZAhWTkneuC1N/FB8Vw87mLePfAuz+1+jjnxc1BInd/9qNRKohODiU5sX7KTZZkWo42m2mYRGNU001RrRu/83lTbjMMmO58zU5rd0bEV7TJIwVHtAyZtQNcX/uoSPWtXHQBgysIEJszteryBm+YGeO9P0FgCkWPh0v+JhgAPsXLPSrLqsgjXhvPY3Me6/P12RoPJwrtbCgGhDRrqGi0AQuJgzk0s/O3/eLFZw7rJp6NUqFBIClTO70qFEqXU5kuhFM9LRzzfZru2+7u2k86AirXbKF27iVHlgaQZYxl/6bnETp4gjtPm+CpJRVxQXL/LdG72fyZKqQmz3INSe4pLMG3fvgO1SgablghTHBlRwc5AaD+MPwOA0AA1sSF+VDSZyanUM2Pk0CuNVjtb50eGtHptWasNGILEDLWwGH+U6u7//m0WC4V7xRgnb7pJd4ZKqWBhWgyf7yllzYFKXyDkA5QKiTHRQRwsbyKn0tBeUzP9Slj/FBzeDuUZEDd18BbaCwZSHyTLMoX7atn2VT61pUYA/EM0zDotmQknxPPre7uQs6rYmFvDpBED7/R8/eTr+Tz3cw7WHWR14WqWjFrS62NIkoRfkBq/IHWHPj2yQ8bYaHEGSCJYcgdJNc0YGlqwWR3UV5ior+jYiVcboCI40o/QKH8RJLmCpig/VBol37+yF5vFQeL4cOae30MhsdUMH10KVZkQpIPLP4dAz130tpZv5a3MtwB45PhHiA7o3C+qK1ZtKsRosTM+LoSF4wa2TNAv5t4OO99kfkUu8+ekiW5Tb3HtSVScmMP3L/2b+rLDZLz6DvLJSzjximvR+HnxhqdtWawPuATT4YpGqggjxpBMxogmlkKHDtMVTWayKoZeICTLMnpbJUgwLipZ/MxixtLkwBAvbkp62jFWnJmBraWFoMgoYkYNzviYUybo+C2vZkhm3jrCFwgNAKk6EQjlVuk5ZUIbL5ZgHUw4S9wV7Xgdzlo5eIvsBQPVOl+WW8+WLw65S0UafxXHLE5iykmJqLVCWDwvJYqfs6rYmFvNnxcM/Js+3C+cZROX8VL6S6zcs5JFIxe1n5/kASSFRFC4lqBwbYflKrvNgb7OjN5ZZmtq811f20yz3kqLyUaLyeB21u6IMF0Ap143qWdaJIcdPr8eijaBNkS4Rnuw+7HB3MDffvsbABekXsBJSSf16Th6s5VVm0S5b9hkg1z4h8MJd8Lah+CXx2HieaD2nltv7NhUrnjqeX774G12//A1e9f+SNG+dJbefCcjxnlhPEN1NpSng0IFE8/t0yFcgumQxnyq/GcQq09mr32TePKIzrFxscH8mlM9JAXT9S31OCSR6Z4aJ8p5ttxdyHYJY6DQB/W0Yyx/h7MsNmP2oP29nzJBx+KJsQM+daCv+AKhASDVKdRzj9poy6zrRSC09xM45VFx8RvieLt1vrpYz9av8inOrANE2WfKwgSmnzryKDOxeU4zxZ2F9ZgstgHXLAFcOeFKPsz6kGJ9MV/kfsGFaRcO6PmVKgVhMQGExXT8/2Ex29DXmt0ZpNaASQRL1hY7foGiQ6xHZm2yDD/cCwe/BqUGLn5fjI7xELIs8+jWR6kyVZEckszdM+/u87He3VpEk9nG2Jgglkwchi7gs2+Ebf8RpceNz3q0E68j1BotJy27gTEzZ/Pjy8/RWFnBxw/fx6yzzuO4Cy5DpfZgkO/yDhp7MgR237HWES7BdGDhbhg/gxh9MhsN/6NFAm1dgWjN14pMylAevlrQ4Jo6H0JajMhWWQ7sBMAU4mqd7z4jJDsc5O/eDsDYAewWO5LhIJBuiy8QGgDGHjl8tS1JcyBmoigvpH8Ix908wKvrPUV1okQ10sNT5xsqTWz75hB5O6sAIRCecEI8M09P7nS+1eioQEaE+VPa0My2gjpOShv40keAOoAbp9zIE9uf4JWMVzhj9BkEqAfHX6kjNH6qDsXbIIIOs9GKUqXoeZv8xn/Bjv8CEpz7Hxg136Pr/TLvS9YUrUElqXhy/pN9/l2aLDZe3yiyQctPGjNs7k7bofaHpU/C/66E356DSX+CmHFeP23SpKlc9eyLrFv1Hw5sWMf2rz6lYM9Olt5yF9EjR/X/BA6HGEANfS6LQRvBdG0uAOFmHUqLhgOhsUxvqICqg5A4C2g/fFWW5SGVHdxbKQarSrYoooPFtc6SdxCHpMDgLwL4nmSEKg/lYayvQ+3nT8LEKd1u70MwvMK2YUpqm5ljdqfZnxtJgmOvE493vC4uEEMYq91BWYNI4XoqI2SoN/PLe1l88Mg2EQRJkDJLx6WPzObES9O6HPIpSRLzU8Xd5Macmk638zYXpF5AQlACNc01vH/w/UFbR2+RJAn/IE3Pg6A978G6x8TjJU/CpPM8up6ipiKe2P4EALdMv4WJkX2fT/bh9hLqjBaSIgI4c0oPxd9DkfFnQepScFjFnMIBukZoAwJZuvxOzrrzfvyDQ6guLuS9FX/ht4/exdR0dGdjryjZBg3FoAmGtKV9PoxLMK22GQkOsAOieywjwvn/3UYnNCY6CKVCorHZSmVTV4NfB56s6kIAAhUx7gDNWlRIs380DkmNSqMgJLJ7rZbLRHHU1GM8m737neMLhAaApIgAtCoFLTaHu6zUjskXCp1FXT4UrB/w9fWG8gYzdoeMVqUgOqh/3kdmg5VNn+Xx3t+3cuC3MmSHTPLkSC7627Gceu1EQqN7FmjNSxHlsY251d1s6T3USjW3TL8FgDf3v0mDuWHQ1uI1cn6Cr28Tj+feAXNu8ujhzTYzKzauoNnWzKzYWSybuKzvx7LaeW1DPgA3Lxgz7FL17ZAkMapEHQglW2HPOwN6+pTZx3PVsy8xesaxOOw2tn3xMf+9+WrWvvEKDZUVfTuoSyQ94WyR9eoHLp1QhCxuhHT6ZPZqNeLJNjohP7WSZGcWO6uivdHpYFPY6Gyd92/bOl+NMdAplI4L7JG7e567bX7gu8WGM8P46jB8cHWOQSflMW0QTL1EPN7xxgCurPe0FUr3tdRgMdvY+X0B7z6wmfQ1xditDuLGhnLe3cdw+vKpRCX0fJ4OwPFjIlFIkFtloLyxuU9r8gRLRy0lLTwNg9XAG/uH9v9jrzm8E/53Fch28bfqYTf0vPo8LvnuEvbV7CNYE8zjJzyOUtF3p+1Pdx2msqmFuFA/zjumf7O6hgRhibBQiMdZ83fhvzOABIaFc85fH+TMO1egGz0Wm9VCxurvePP2G/j2uaeoPJTX84PZWiDzC/F4Sv/1dK5AKKhG+EroDMlk2PXI0IFgWnRlDjXBdGVzGQBJwa2t85YaIwZnINQTfVBTTRU1xYVICgWjjpnlnYX+TvFqIFRXV8dll11GSEgIYWFhXHvttRgMnXetAJjNZpYvX05kZCRBQUGcf/75VFa2f9NLknTU10cffeTNl9Jv3KM2qjp5/bOuFd+zv4eGkgFaVe9x64P6UBazWx1krCvhvQe3sO3rAixmO5EJQZxxy1TOvesY4saG9WlNYQEapiSIfY8cwjqQKCQFtx9zOwAfHPyACmMf75aHGjW58P4FYGuGMYtEd6OH9BWyLPO/7P9x8XcXk9eQR6RfJM+f9DyxgX0XNlvtDl79VWSDbpw/Go3qd3K/d+yNwmLD3Ag/rRjw00uSROrsuVz2+P9xwYOPkzxtBrLsIHvLRt5bcQefPPY3CvfuQZblrg+UuxrMDRAcD8kn9HtdbsF0nhAJ6wwjqbIYqFAqRSDUZj1pQ3TURpNNfMalRorOS7m5AUuT7M4I9SQQKs8VgWBM8mj8gzwzXuiPglevEJdddhmZmZmsWbOGb7/9lg0bNnDDDTd0uc9f/vIXvvnmGz755BN+/fVXysrKOO+8o3UIq1atory83P11zjnneOlVeIYUd+dYJ2/A6DQhOpUdsOutgVtYL+lL67zDIZO1pZz3H9rKb//LpVlvJTTan1OvnchF989i5KTIfgsX56c4dUKDGAgBnDDiBGboZmBxWHgl45VBXYtHaCqHd8+D5jqInw4XvtOj6eA9obGlkbt+vYvHtj7mdo7+9KxPmRXbv7vZr9LLOFzfTFSQhouPTfLIWocEShWc+QJICtFpmrt2UJYhSRJJk6Zw/opHuOKpFxh/wgIkhYLi/Rl89s8Hefe+2zm46VccdnvHB3CVxSb/CfqR9XPhEkwHNBShUkto7P6EN+vI8A+AlkbRcefEHQh1dh0eBCx2C1bEmKCpscICxJ63C9mmcGeEInowY6wiXwjGY8cM8REyQxCvBUIHDx7kxx9/5PXXX2f27NmccMIJrFy5ko8++oiysrIO92lsbOSNN97g3//+NwsXLmTGjBmsWrWKzZs3s3Xr1nbbhoWFERsb6/7y8/Oev4YnSHF3jnWREZvlFE3vflukj4cgPW2dbzFZyd9dxS/vZ/HuA5v5+e2D6OvMBIZqWHBZGpc8PJuUWbqeTzXvBlcb/W+51e7p84OBJEn8ZcZfANH9dKjh0KCtpd+YG0UmqLFYDMS89BN3K3J/2VO1hwu+uUB0hylU3D3zbl4++WWi/PvWRu3C7pB5+RdRprl+3mj8hsAgW48SPw1m/1k8/u4vYOnYQHOgiEkezWm33s11L7zOMUvPQqXVUl14iO9feIY3br+B3T98g9Vsbt2huV5ozaBf3WJtcQmmFbKDyCAxB02nTyYjzOnZ1qY85hq+mltlwGYfGo0ph+pLQJKR7RqmxIlWecuB3dgVapqd74eeZIQqnYGQzhcI9RqvBUJbtmwhLCyMmTNnun928skno1Ao2LZtW4f77Nq1C6vVysknn+z+2bhx40hKSmLLli3ttl2+fDlRUVEce+yxvPnmm12mY1taWmhqamr3NdC4OsfyqzvoHHORdhoEx4GxGg5+M4Cr6znFnQRCDruDikONbP+2gM+e3skbd23kx9f2c2BjGYa6FrQBKo47bwyXP3YcE+eNQOlh8eq0xDCCtCrqTVb2l3XQ0WKogl1vw+c3QJ5376SnRk9lYeJCHLKDlXuGh0nmUdha4KPLoHIfBEYL1+igvjk7t8XusPNqxqss+3EZ5cZyEoMTeW/pe1w18ao+jc84ku/3lXOoxkhYgJrL5njO4HFIcdL9Yk5hQzH8+uRgrwaAkOgYTlp2Aze8tIq5F16Of0goTdWV/PLWf3jtlmvY/Mn7otPswFdgtwjLkNhJHju/SycUZhXlaJ2hrWC6tXMsMTyAAI0Si81BYe3gBpEu9pSLwF2yRRIRKNZsyT8ojBQlBf7BagJCNF0eQ3Y4qCwQx4kd0/uhxH90vOYjVFFRQUxMe08XlUpFREQEFRUdaycqKirQaDSEhYW1+7lOp2u3z6OPPsrChQsJCAhg9erV3HzzzRgMBm677bYOj/vEE0/wyCOP9O8F9ZPENp1jxXUmRkV1kOpUqmHG1bD+cdj+X5E6HkLIstxmvEYATbXNlByoo+RAHYez62kx2dptHx4bQOKECJImRBKfGoZa4727c7VSwXFjIllzoJKNuTVCM1STC1nfia/DOwBnAJq3Fm5LB7+jx1l4ituOuY31h9eztngte6v3MiV6GHl6OBzwxY1QuBE0QXDZp+7hlf2h0ljJit9WsKNiBwCnjz6dB2Y/QJDGM1kmh0PmxXXiw+CauaMI0v5ObdK0QXD6s/DhxbD5RTGs1IOGlv3BPziEOedfzIwzzyVz/c/s/PZzGisr2PLph+z4+nMmxZqZofYjzAMi6ba4BdMVmRCUiE6fzCaHSRgrVrQGQgqFRIoumIySBrIr9G6Pt8HkQLXwugpQtrbOW4qKMQQK4XRPRmvUlZdiaW5GpdESOSKx2+19tKfXV4r77ruPp556qsttDh482OcF9YQHH3zQ/Xj69OkYjUaeeeaZTgOhFStWcOedd7r/3dTURGLiwP6xKBUSY2OCyCxrIqdS33EgBDDjKtjwtGiTrdg3ZC5wADUNZqL1DmZZ1Wx7aT+NVe07tLQBKhLGRZA0IYLECREERwxsuXL+2AhqD25kxM4vITMdanLabxB/jMgMNR2GLS/BSd4TnI4JG8NZY87iy7wveW73c7xx6htDysCtU2RZCHEzvwCFGi56T5Rj+skvxb/w4OYHaWxpxF/lzwNzHuCsMWf1f71tWHuwkuxKPcFaFVcdn+zRYw850pYKf6GDXwtvoWvXeERv4ynUGi3TTj2NKScvJnfbFnZ8/SmVh/JIL5bIYCapWxuZFZ+HbnQP59p1g0swHXBwM8xaQkRzHAqbloMaDdOO7BxzB0JNnD4lziPn7w+HnK7SUdrWtVjLqzEGihb4yB7og1xlsZhRY1Aoh87fwXCh14HQXXfdxbJly7rcZvTo0cTGxlJVVdXu5zabjbq6OmJjO+4IiY2NxWKx0NDQ0C4rVFlZ2ek+ALNnz+axxx6jpaUFrfZobxutVtvhzweaVF0wmWVN5FUZWNyZT1xwLIw/U3wQ7Xgdznx+QNfYFtkhU3PYQPGBWkoO1lGW28j5DvF7bKxqRlJIxI4KIdEZ+MSMDBl4916rGQo2QNa3XJL1A1doq8CI+FKohQB93Gmi7BgSD5lfwidXwZYXhSbLA+Wezrh56s18f+h7dlTsYHPZZuaOmOu1c3mMTc/DtlfF43NfhTF9m/HlosXewr93/psPsj4AYHzEeJ6e/zTJocn9XGh7ZFnmRac26MrjRxLq/wcwk1v6NOT/AqW7YOebcOz1g72io1AolKQddwKpc+ZS8tGD7FizjkJjBNk7dpC9YwdJk6cx66zzGTl5Wr9uFFyCabWxluBQJfpGOzGGJDK0ZUyryxdaKo0o5w+1URsVJqGZHRHkvDmXZSy1Jgwjet4xVnHIKZT2UGD5R6PXgVB0dDTR0d1/eBx33HE0NDSwa9cuZsyYAcC6detwOBzMnt2x2dOMGTNQq9X8/PPPnH/++QBkZ2dTXFzMcccd1+m50tPTCQ8PHxLBTlek6LrwEmrLrOtEILT3f2L+mN/ATVU3NrZQclCUu0oO1tGst7Z7vkHhwBiu5ro/TWBEWhjagEH4wGmuh5zVkP2d6JyxipZ+FWAggJ/t0xh9wgVMPvH8o393E84W3U9le8TspqVdZzf7Q1xQHBePu5h3DrzDc7uf47j44zyig/Ea6R+KAZ8Aix/vd2n2UOMh7vn1HrLrRVvvlROu5PZjbkej7Frv0Bc25Naw93Aj/mol18z1wAiI4UBIHJz8EHx/N6x9BMadLoL9IYgEJNWuJikpm6o5/2BnbgtZmzdQvC+d4n3pxCSPYdZZ55E654Q+ZTRcgmnT9u1E+jejb9QIwXR0JjTpoToLRhwDtAqmh0rnWKO1AhSQEuFsnW8qw9KkwJjq7BjrwWgNX8dY//BaEX38+PEsWbKE66+/nldffRWr1cott9zCxRdfTHy8+A8uLS1l0aJFvPPOOxx77LGEhoZy7bXXcueddxIREUFISAi33norxx13HHPmzAHgm2++obKykjlz5uDn58eaNWt4/PHHufvuvg9mHChSY8QbsMvOMYCRcyF6PFQfhIyPxOBFL2Gz2inPa6TkQB3FB+qoLW2/NpVWSUJaOInjI9io1/PfTYc4b2oUo6d7L5PSIQ3FkPW9CH4KNwljPxfB8SLrM+50nk4P450d5SxrSWZyRwGkJAkzwHfOFuaVc/4M4cleW/b1k6/n89zPyarL4seCHzlt9GleO1e/yF0LXwtnbI6/FY5b3udDybLMF3lf8OT2J2m2NRPhF8Fjcx9jfoJnZ5K1Pd/Kn8UHwWWzk4jsp+P5sGLmNeIaUboTfrhHlDKHIhV7oSYbVH7ELLiS05aEcsLFV7Lzuy/Yt241VYX5fPfCM2z88B1mnnEOk046BbW2d6V1VyAU1lwCjEFnSGZnovNvoXK/OxByZYSK60yDNqjZhSzLtCAc8afEigDeXpCOmWAsWnH9iojrOhBy2O1UF4juVF/HWN/w6l/A+++/zy233MKiRYtQKBScf/75vPDCC+7nrVYr2dnZmEyt6v3/+7//c2/b0tLC4sWLefnll93Pq9VqXnrpJf7yl78gyzJjx47l3//+N9dfP/TSwkfiygi5OseUnZWRJEkYLH5/tyiPHXuDRw3s6stNlByso/hALWU5Ddis7dtIo5OCnSLnCGJHh6J0GtJ98NlekLw3df6IhQqNVNZ3Ivip2Nf++ZiJrSWv+Onu38/xzRW8s6OcDV2N2xi9QHwdWg+/PAHn/cdbr4IwvzCWTVzGi+kvsnLPSk4ZeQpqD/nweIzSXWKop8Mmxr2c/GifD6W36Hl0y6P8WPgjALPjZvPECU8QHeC9wHlbQR07i+rRqBRcP3+0184zJFEoRfn8tRNFp2nW9+J9MdRwTZpPW+rO0oZEx7Bw2Y0cd/4lpK/+jj0/fENTdSXrVv2HzZ9+yPTFZzBt8ekEhPQsI+4STAeWpEPIGGIMyVTJDiqUSmLb6IQig7REBWmpMbSQU2lgWmKYJ19pryhurASFBVmWmDlClLWsB/e4jRRDovy6nQNYU1KEzWpB4x9AeOzQzAgOdbwaCEVERPDBBx90+nxycvJRbe9+fn689NJLvPTSSx3us2TJEpYsWeLRdQ4UieEB+KkVmK0OimqNjI7uovY75SJY+7AQ/BZsgNEn9vm8ZoOVkqzWcpehvr1HUUCohqTxESROjCBxXAT+wR2XLjprnfcYdisUbXYGPz8I/xoXkgKSjhPp/7TTOu1iOm5MJEqFxKFqI4frTSSEd7LWRQ+JQGjvxzD3NtD1fbhnd1wx4Qo+zPqQw4bDfJb7GRePu9hr5+o15ib48FJRXhx9Epz9Eij6Vr7LqM7g3g33UmooRSWpuGX6LVw96WqvlwNdnWIXzUxEFzK0/cS8QuwkOO4W2PScuHkaNQ+0Q8hZ2G6DfZ+Ixx14B/kHh3Dc+Zcw8wxnp9l3Xzg7zT5gx9efMemkU5h5xjmExnTtNu4STGsObEE17wL8rAGEmaNJ96tmyRGC6bTYIGryWsiuaBrUQGhXqXBAl+xhRAaKa5UlP6uNkWIP/IOc4010o8ci9fG9+0fnd9pfOjRRODvH9pc2kVNp6DoQ8guBqReLjNCO//Y6ENLXmTnwWxnFB+qoKmpyd44DKFUK4lNCSRwfSdLECCLiA3skVPRKINSih7yfxWiRnB+FiZ8LlT+MXSQCn9QlEBjZ7eFC/dVMSwxjV1E9v+XWdO4sPOIYmHAOHPgSfn4ULv3YIy+nIwLUAdw09Sb+ue2fvJrxKmeNOYsA9QBk1XrCr0+BoQIixsBF74Kq9/odh+zgzf1v8uKeF7HLdkYEjeCp+U8xNXqqFxbcnt3F9fyWV4NKIXHjiX+wbFBbTrxX6AobiuCXx2HJE4O9olYKfgVDJfhHiBEtnaDW+jFt8elMOXkJuds3s/2rT6kqyCf9p2/JWP09qcedwKyzzkc3akyH+7sE0w6jkcgYFZWlFqET0uaxpHK/yDI7r3NpuhA25dUOumB6f5UoaflLrRlTS3EJxkDxe4rskT5IdMf69EF9xxcIDTCpMcHsL20ir0oPdDNPadZ1IhDK+h4aSyF0RI/OUbi3hrVvHWjn6xMRH0jieFHuikvpvaePxeagrEG0yydF9vNDXF8pAp/s70VWxm5pfS4gUqTP004X5StN7881LyWKXUX1bOwqEAJY+KAoJ+T8CEVbYGTngvz+cn7K+byd+TaHDYd57+B73DCl61EzA0LVQdjqHAOy9Ok+ZRGqTdWs+G0F28qFSeqS5CX8/bi/E6wZmIzES85s0HnHjOg8+/dHQBMAZ/wb3jtfdP1NuVCUjIcCrrLYpPN6FGgrlErSjptH6pwTKMncy/avPqVo7x6yN28ge/MGRk6Zzqwzzydp8tR2N3DtBNPqJirxE5PoQ/ygrgKaytzX0HFDZOaYq3U+QtOmdb6ipnXYaq8yQr5AqK/4AqEBxjVzrFvBNEDMeBh5AhT9JuaPuaZPd4LD7mDbNwXs/rFI7D4ymEknjiBxfARB4f0rGZQ1NOOQwU+tILovYtTqHMj6VgQ/h3e0fy58lCh5jTsDEo/ttx/KvJRonluby295NV1rsaLGwjFXiN/t2ofhmh89psU6ErVSza3Tb+Xejfeyav8qLky9kDC/MK+cq0fIshDXynYRdKac3P0+R7Dx8EYe2PQAdeY6/FX+rDh2BeeMPWfA/JL2lzbyc1YVCgn+vMDXNszYk2HSn2D/p/D1bXD9L2I+2WBiMba65PdypIaYaTaVpElTqSo8xI6vPyN7y0aK9u6haO8eYkaN4Zy/PkhwZOtYFlcgFNJYAIwnxpDMFq0GC6CpzHQHQkNl+GqZ4TAAI4ISxA9sFlrqWjDG9KxjzGa1Ul1UCPgyQv3BV1AcYFJ72kLvwjWVfvfbYLN0upmpycLXL6S7g6DJJyVw3l9nMP74+H4HQdC+LNarDzpDNby5BF6aBT8/0hoEjZghMjI3b4Xb9sDif4qMjAdM4aYmhBLsp6Kx2creww1db3zifaDyEwaWrhlIXmLJqCWMixiHwWrg9X2ve/Vc3XLgK6E9U2phyeO92tVit/D0jqe5+eebqTPXkRaexkdnfMS5KecOqGnky+vFnfCZU+M7Nyj9o7HkCSFGrtgL273XBNBjsr4X+rPwUZDQ92G6McmjOf22v3Lt8/9l+pIzUWm0VBXks/Xzj9pt5xJMBxTsBCDCFAcOLQe0mnajNlJ1wUgS1Bot1BgGb65jvXMkyJhwZ+a6vpAmSzR2lR8KBYTpus5y1hQV4LDb8AsOISQ6psttfXSOLxAaYFKcLfSHqo09G/o3/kwI0okae1bH88fKchv4+J/bKc1uQK1Vcup1E5l/Uaq728sT9Ekf1FAMby6G4i3C3HDMIjj933DnQbh+Hcy/W2S9PPzhqVIqmDumh9PoQ+Jg9k3i8c+PgKOTidkeQCEpuP2Y2wH4MOtDyg3lXjtXl1iM8JMzu3jCHb2yDyhsLOTy7y/n3QPvAnDpuEt5//T3GR06sPqc3Eo9P+wXHyLLT/Jlg9wExcApj4nH6/4JDSVdb+9tXJPmp1zkkfd5aIyOhVffyGm33AVAWU5Wu+ddgmnp4B6CI7QoUBBtSCJDq20XCPlrlIx0XssGMytkloXp8GSdeP/Yi/fRpBbZoXBdQLczGdv6Bw0L5/ohii8QGmASwv3xVyux2B0U1fVg6J9SDTOWicc73mj3lCzL7FldzJf/twdTo4WI+EAuWDGTlJk6j6+7NRDq4Z131UF4YzHU5UNoksj8XPG5yHANgOnbfOc0+o1dtdG7OOEOcRdddaC1u8VLzI2fy6zYWVgcFl7OeLn7HbzBb/8nxoyEJsHcO3q829f5X3PhtxdysO4gYdowVi5cyYrZK9AqB9635+X1+cgyLJkY6x5o7MPJ9CtEh6XVKLrIuhhI7VUMVZC/Tjz28Gyx+LTxgGgdbzEZ3T93Cabllhaio8XHW6w+mQw/bbsp9DD4DtMVTU2gEgPAZ44QZS1L9h4MgaJ8F5HQ/d+1z1HaM/gCoQHG1TkG4q62R8xYBpISijZB5QEAWkxWfnh1H5s/z0N2yKQeq+NP984kPNY7JYLiWlcg5N/9xiU7RDlMXwbR4+Dan4QeZwCZlyIyQruLG9CbrV1v7B8OJ/xFPF73TzF53UtIkuTOCn2d/zX/2PoPPsv5jMzaTFrsA5CirzskxmiAKEf2QIxutBpZsXEFf/vtbzTbmpkVO4tPz/yUBYkLvLvWTiiqNfJVeingywZ1iEIhvIUUatEIcOCrwVnH/s+FBm3ETIjsuNOrrwSGhROqiwVZpjyvdaagSzANEE4tADGuSfQ1uWIkj5O0WDF0ObuiyaNr6yk7na3zOPyIDYoAwJqf0yqU7kHHmGvGmM43cb5f+AKhQcBlrJjbE8E0iAzKuNPF4x2vU12i539P7KQgowaFSuLES9M4+eoJqLXeG7bnzgh11zGWtxbeOQvMDUITcPUPg2L7nxgRwKioQOwOmS35td3vcOyNEBwnvIt2rvLq2qZGT2VJ8hIcsoOPsz/m4S0Pc/G3FzP7/dmc+9W5rNi4grcz32Zr+VYazA2ePfmP94suvdEnibJrN2TWZHLBNxfw7aFvUUpKbpl2C/895b/oAj2fdewpr6zPxyHDgrRoJicM3PiZYUV0Wmtw/8O97W0pBoq2ZTEvEJ8yDoCy7PZDvl2BUEitM0jQJ1OpVFGhQLhbOxnszrF9laJ13o/o1qnzxSUYA0UHWXczxqxmM7WHRenTlxHqH76usUHAlcrPqephIASilf7g1xzYXMGGH3dit8kER/ix5MZJxIwM8dJKBbIs96w0tv8z+PxGcFhhzEJh968ZPBHrvJQoCmqMbMyt4dSJ3VgVaAKEF8u3d8CGZ2D6ZV41pXt83uOclHgSB2oPkFWfRXZdNg0tDeQ15JHXkMe3h751bxsbGMu48HGkRaQxLkJ8TwhK6L0mIGc15PwACpVol+9if4fs4J3Md3h+9/PYZBtxgXE8Nf8ppscMbkt2aUMzn+0WnTa3LvRd/Ltk3l3iPVmXL7yyTv/XwJ27JhfKdotM9qTzvHKKuNRxHPxtPeW5R+qERCCkzd2OMno6/rYgQsxRZGiria3YD3HC38pVGsupNOBwyAM+MDqvXjS2hLVpnTdXNGKKE9eq7gKhysJ8ZNlBUHgEQRHde6z56BxfIDQIpOp6WRoDrCPmssF8P1kNswCZkZMjOXnZBPwCvT+uod5kxdAiPIkSwjspje14Hb67G5Bh4nlw7n/6ZM7nSealRPPOlqKe6YQApl8Om1eKD44tL8GC+7y2NrVCzWmjT3PPHpNlmUpTJdl12WTVZZFdL76X6EuoMFZQYaxg/eH17v2D1EGtgVG4+D4mbEznA01tLfDjveLxnD9DdOep9JrmGh747QE2lW0C4JSRp/DQcQ8Rqh387Mtrv+ZjtcscNzqSGSMjBns5Qxu1H5zxfyJDu+MNkZlJPHZgzu3KBo09GQKjut62j8SnCp1QeW42ssPhdlV2CaatWQeJnhFExaEmdIZkMvwOsbiNTig5MhCtSkGz1U5xnYnkAe48LDWI8m68sxSGuZG65khkhRK1ykFQeNfau8p8p3+Qr22+3/gCoUHgyM4xVTedAQ2VJn58bT+1DbOQsDNbt4ZjbnoSqZv9PIUrGxQb4oef+ojymyzDhmfhl3+If8+8Fk57xiNt8P1lzugIVAqJwloTxbWm7st6SjUsehA+WSYColnXee0ifiSSJBEbGEtsYCwnJra6iOstenLqc0Rw5AyS8hryMFgN7Krcxa7KXe5tVZKK0WGjGRcxzv2VGp4qApgtLwp9UJAO5t/T6To2l27m/t/up9Zci1ap5d5j7+VPKX8aEh0pVXozH+0QpQBfNqiHjD4Rpl4KGR/AN7fDjRvE37k3keU2ZTHPiqTbEp2UjFrrR4vJSG1pCVGJYnp7W4fpqDAHFYjyWEZ8+84xpUIiRSec/rMq9AMeCNW1lIEaRoeJdVObR4OcCEB4lKbb95zbUdpnpNhvfIHQIDAiTHSONVvtFNaa3OLpjsjfU8W6tw9iMdvxD1Jxqv/jJEg7oPhMMVNoAOi0dd7hgJ/uh21Od+IT74UFK7xmSthbgv3UHJMUzvbCOjbmVXNZ5Mjudxp/NsRNg/J0EeAtfdLby+ySYE0wM3QzmKGb4f6Z1WGloLGA7LpsDtYddAdITZYmcupzyKnP4ev8r93bx/vHkFZXwriwUNKmX854m4E4ObjdhdZqt7IyfSWr9gt91NiwsTwz/xnGhg+dgOONjQW02BwckxTGcWN8pYAec+o/hGi66oAIiF3aIW9Rsk1YZ2iCxHgcL6FQKokdm0pJ5l7Kcg66A6G2DtPhtkogEJ0hmW1aDZbK/WiOGLWxv7SJ7Ao9SyZ1Uz73ILIsY5KrkYCJ0ckAOEoP0qQRgVDUyLBuj+F2lPZlhPqNLxAaBBTOO5G9hxvJrdR3GAjZ7Q62fJFPxlpxBxw3NpTF100icOMk2LVDlKIGKhCqFe2p7TIqdit8tbz1zm/JUzDnpgFZT2+YlxIlAqGcGi6b3YNASKGAkx+Gd8+BnW+IMlJ4D/YbQNQKNanhqaSGp3LmGCF4lmWZCmMFWXVZbs1RVl0WpYZSypqrKPPX8ou/Fgo/gcJPCNYEu8tqKeEpfJL9Cftrxd3yRWkXcffMu/FTDZ0BpvVGC+9uFZqKWxf6PFN6RWAkLH4cvrwJ1j8lZux1MrTYI7iuCePP6tOInN4QnzrOGQhlMWVR6zBuVyAUVHkAmEWkcQSyQ8tBeyVTDZUQLIIet2C6cmA7x6r0ZlCJJo7p8eJmw5KTgSFQeAhFjeq67Gs2GqgvF6U1nU8o3W98gdAgkRITzN7DjeRUGlg6uf1zhvoWVr++n/J80ekx7ZQk5pwzWphrzboOdq0S4yqayoUhoJc5KiNkMYnyUe5PQnh7ziteTYH3h3mp0fxrTQ6b8mt6VIYEYMxJMOpEMSxy/RNw7qveX2g/kSSJuKA44oLiOCnpJPfPm3J/JPuzK8nWaMmafBbZ5iryGvLQW/TsqNjBjorWcSfBmmAePf5RTh7Z+3Eb3mbVpgJMFjsT40NYkBbd/Q4+2jP1YlEeK9gA390Jl3/uncytzSLa5mFArglundBRxopCMC1l7SZo9AkY6luINiSSoa1kauV+dyCUOkheQullJUgKG8gSSc6xH5b8HIxBQsMVEd91ma6qQLTeh0TrCAgZfO3ecMcXCA0SbsF0Vfs3YElWHWveyKRZb0Xjp2TRVRMYPb3NhT92kjBLK94ixm54UdDrol0g1NwAH1wkRlKo/ODCdyB1sdfX0FcmjwglLEBNg8lKxuGGngtsT34I/rsQMj6C428D3QTvLtQb2K2ErHmEWeYWZk2+Ak4RXUNWu5VDjYdE9sgpzI70i+TOGXcSF+T9wLq3NJmtrNpcCAhtkC8b1AckCc54Dl4+Tpgc7vsUplzg+fPkrRHWGcFxMGq+549/BHEpaQDUlR2m2aDHP0gENi7BdEtWNrqFwRjqW4RgOnSvMFYcK4J9V0aosMaI2Wo/WgPpJfZWikBGQyRqhdBsmUqqMfuJkm93HWNtHaV99B+fj9Ag4Wqhd3kJyQ6Znd8X8s3z6TTrrUQmBHHB/bPaB0EuZl0nvu96S5SovExJnZg6P8rPAG+dLoIgbShc8eWQDoJACCLnjhWC5w053YzbaMuIGTDhbEAWrcfDkR2vC12IfwSc1DqwV61UkxaRxtljz+beY+/lzcVv8syJzwzJIAjg3S1F6M02UmKCOHXCwOk4fndEjoH5fxWPf1oBpjrPn8NVFpv8pwFpmPAPDiE8XpST2rbRt3WYjgwWMxp1+mT2HuEwHROsJSxAjUOGvN7YmfST3FoxdT5U7fx7lmVq6kXG3V/Z0m03sNtI0VcW8wi+QGiQcOmCDtUY0De18N3Le9n29SFkGcYfH8ef7plBWEwn9fXxZ0FgNOjLIes7r66zxWanrLGZRKmSST9eILougnRw9fdiSOowYH6Ka+5YD9voXSx8UPig5PwAxVu9sDIvYqiCX5zDVBf9HQKGZ6u5yWLj9Y3CeO6WhWMH3Ovld8fc24Xbu7Ea1j7k2WM3N0D2j+Kxl0wUO6LVWLE1EGrrMB3W7NTSGJKpUKqorNzbup0kkaYbeGPFEr3TCDHA2TqvL6fOKgK6sLDuP5bdozV8jtIewRcIDRIjwvwJ0CiJbIH/Pb6Dov21KNUKTrpiHAuvHI9K08XdlEoDx1wlHu/w7hTz0vpm0ijmc80jKBuLxIDOa34UJbphwgkpIquWXtJAY3MvMmhRKcJbCGDtw4M3s6kvrH0EWpqEedwxVw72avrMB9uKqTdZSY4M4PTJQzNjNaxQaUSJDGD3O1C02XPHPvg12FsgZgLoBu76EJ8qAqHy3I4dpgMO70OhlAiwhhDcEkGGsURomZy0CqYHLhCqbSkDIDnUOXW+No8GpegYi+imLGZqaqSpWgxr1Y327OiSPyq+QGiQkCQ4SenPJQYt5gYLodH+/OneGUyY28NxFDOvBkkBhRuhKqv77ftIY/YG/qd5lGipQVzcrvkJIgZ20nh/GRHmz5joQBwybMnvRXkMhAZL5Sc0WbmrvbNAT3N4J6S/Jx6f9uyQ8HTqC2arnf9sENmgmxeM7ZnQ3Uf3jDyu9Ubqm9s9N1tv7//E9ykXDqiFRmsglIPDbnf/3BUIWQ7sIypRBDs6QzIZGhXUtM4nc80cGyjBtMMhY3SIQGaCq3W+7CB6jRBNR6fEdLm/qywWHp+ANmDwnPt/T/iuLIOAxWxj7aoDTCi3o0LCEe/HBffPIqoH04bdhCa0enTsfKPrbftKzk9MXnc1IZKJXL9JsOw7d7fFcGOeMyu0IbeXgVBIPMy+UTxe+4jwThrKOOzw3V3i8dRLB85J2At8srOEan0LI8L8OWf6iMFezu+LUx6BwBgRELiG8PaHhhJxUwYw2Qsi7C6ITEhC4x+AtcVMTUmR++dtBdOxyc5ASJ9Mhra9TijNPXNsYFroy5vMoBb6rCk6kdGx5OzDGCRugqNTu57j55s473l8gdAAU1du5NOndpGzvRIk+MXPStYYLVr/PjTwuUTT6R9Ci4fvZjI+hg8vQeUw87N9Op+NXwn+YZ49xwAyP9UlmK5G7m2Ja+4d4BcKVZmw7xPPL86T7HlXmEFqQ4Qf0jDFYnPw6q8iG3TTiaPRqHyXKo/iHw5LnhCPNzwLNXn9O57rfZE8T9ykDSCSQuHuHms7gLWtYDoiQHS+6vTJHNRosFSku7dzBUKVTS00mFpLZt4iu7IGhUpcr0eGinJYY345VnUQyA4i4rrO8vg6xjyP7+oygOTuqOSTJ3dSX24kIFRD8gWj2OlnI7ev3QqjToTIsWDRt6alPcHWV+GLG0C2szXoZG60/oX4mOEptnUxe1QkaqXE4fpmimpNvds5IEIEQyBGidi8f7HsE6Y6kbUCUdILHrwJ8f3lyz2llDY0Ex2s5YKZiYO9nN8nk84XbeT2FjFsuK8auAEaqdEVrvJYWW7HgunQpkIAokwJ2GUNWZXp7u2CtCr3DMWBKI9lVIgAXykHuOf31VSIUmIg+q71obRxlPaN1vAYvkBoALBbHWz4KIfVb2Ria7EzIi2ci/52LFOniw+qghojVnsfSi4KRWtWaMfr/RfzyjKs+2frcM7ZN/GI8lZsqEg8crzGMCNQq2LGyHCgD91jALNvgqBYMTpg1yoPr85D/PI4NNeJrqBjbxjs1fQZm93By+vFxf7G+aMHzNvlD4ckiYn0Kn9R1kr/oG/HqdgH1Vmg1IqO1kGgO2NFZf5+AkI0KGQl0cYEMvSF7bZzC6YHIBDKrhXluxCVU2Zgs1BrFNemsMCumzn0dTUY6+uQJAUxo4aXVnMo4wuEvExTbTOf/2s3+9YfBmDG0pGcdfs0AkI0jAjzJ1CjxGqXKawx9u0EUy8RF7KqA0LQ21dc2pINT4t/n/QA8uInKK43Ax3MGRuGuHRCH+8swWy1d7P1EWgCYIEzQPz1ac+XIvtLxb5WrdjSp70/WNOLfLevnMJaE+EBai6dnTTYy/l9E57casq6+gEw1vb+GK5sUNqSQSufx6WkgSTRUFmOqbHB/XNXIGQ+sJ/Y0SL7ojMkk0ELGFpviNIG0GG6pEm0zse4WufrC93DViNiu77OuspikYlJqLVDZwTOcMcXCHmRosxa/vf4DqoKm9AGqDh9+RTmnD3G7YUiSRJjnR4WOZV9LI/5h7U6xPa1ld5mgc+uc36QOu8ST/wrtSYrRosdScKdOh7OnDN9BCF+KvaXNnHbh3uwO3qZQZt+BUSMAVMNbHnZO4vsC7IM398DskPMkRp9Yre7DFUcDpkX14ls0LUnjCJA4zO/9zrHLRcdoc11sPpv3W/fFodduFQDTLnY82vrIdqAQCJHiGCirE1WqJ3D9EjRlh6jTybDr/0kelfn2EAIpqvMztb5EGfJtzaPRrVz2Go3M8Yq88V7w6cP8iy+QMgLOBwy2745xLcvZtBitBEzMpgL759F8uSoo7ZNdRor5vTHw2LW9eL7ga9BX9m7fS1G+PAiyPwcFGr40xvucptrtEZciB9a1fAvT4wI8+f1q2ahUSlYfaCSh7/O7J1wWqmGhQ+Ix5tXgrGXHWjeYt+nULwZ1AFi0vgwZvWBCnKrDAT7qbjy+OTBXs4fA6UaznwekCDjQzi0vuf7FmwAQ4UQX48d3Bl18WmiPFaW04lgWiOusbF6p7Fi6Xb3dq7SWE6loffNFL3AZndgtIvW+bSoZADs5dkY/IRHVvSErvVwFfmi7d+nD/IsvkDIwzTrLXzzQjo7vysEGSbNH8F5d88gJKrjjIpr1Ea/7N3jpkDCseCwCpO0nmKqg7fPErOH1AFw6UdCQOmkxBkIDXd9UFuOHRXBcxdNQ5Lg3a1FvLw+v3cHmHCOMCm06GHjv7yyxl7RohclDYB5d0LY8BUWy7LMSmc2aNnxyYT4Dd/y3rAjYWar3vDbv4C1uWf7uZo0Jp4nzBoHEbfDdE7Hgumg2jwUColAaxiBljD2Vux0bzcqKhC1UsLQYuNwfQ9fex8obWgGtSg/TooeBUDdwSIcSg0Ku4WIcZ3bRMiy7BZK+zJCnsUXCHmQ8vxGPv7nDg5n1aPSKDj56gmceGkaSnXnv+YUnQcyQgDHOrNCu1aB3db99k1lsGoplO4EvzC48uuj7uiKa4+YOv874bTJcTx0hkiZP/NTNp/uOtzznRUKWOQcTbDjdSGeHkw2PCPuyMNHwXG3Du5a+sl7W4vILGsiQKPk6rmjBns5fzwW/V0MS6071LMg32ISbtIwoCM1OsOVEarMz8VuaxUduwIhW1YmkQniehurTyajqcC9jVqpYEy0eM6bgun8aj0KdT0Aic7SWFWh0GEGWWtQdmEa2lhVidmgR6FUEZWU7LU1/hHxBUIepCy3HmNDC2G6AP5030zSZndvPpjizAgV1Bix2Pph1jfhbAiIgqZSMRurK2rz4Y3FotMjOE6MzEicddRmRc6M0MjI31cgBLBs7ihuPFF0Xdz72V7WZ1f1fOcxC8VkbbsFfnnCSyvsAdU5rVqlJU+CeviKJ3/Nqebhbw4AcNuiFCICBze78IfEL0QI7QF+e657x/rs78FigLCRQ8K4MzxuBH5BwdisFqoLW4McVyDUnLmf2FFCCxRjSCbDoW83tDptAEZt7K8sQVLYkFASGyg+H2rqxPU1VNN1w0yl00gxeuQoVGpfttST+AIhD3LMqSM5/vyxXLBiJpHxXc+LcREf6keQVoXNIVNY28fOMQCVtnWm1Pb/dr5deQa8cSo0Fgvh7zU/Qcz4Djct/h2Wxtpy7+JxnDMtHrtD5ub3d7PvcGPPdpQkWPSweJzxIVQe8NoaO0WWhc2Bwwopi0XHzjAlp1LPLe/vxu6QOe+YEdw439cWPGiMP1M41jusYvxGV07qbu+giwZ0pEZnSJLU6ifURifUTjCdLK7LOn0yB9RqrNWtwV7aALTQZ9cUAhCojEKlUIG5iXqrsFEJj+g6uGk1UvQ5SnsaXyDkQSSFxPRTktD49bzTRZIk9yT6fpfHZl4NSFDwq8gWHEnBRlh1uuh6ip0igqDwkZ0ezqUR+r2VxlwoFBJP/2kqc8dGYrLYufqt7e5yYLckzHB6psiwbhAEylnfCW2XUtPqEDwMqTG0cM1bO9C32Dg2OYInzpuMNAQ+VP+wSBKc9gyoA6FkK+x+u+PtDNWQ97N4PEgmih0R14FOqK1gOlzRAEC0MREbKrIK17m3GwgvoYJGUUqP9nO2ztfm0agUTtyRSWFd7uuaMabz6YM8ji8QGgKkunVC/RBMA4QlQaozM3Dk/LGs7+C984XId+QJYm5YUHSnhzJb7VQ0idr1yMjf72A/jUrBq5fPYHxcCDUGC1et2k6toYdDKBc+KAbfZn8Hxdu8u9C2WJvhpxXi8fG3QuTwnEBtttq54Z2dHK5vZmRkAK9eMeN30Z047AlNaO2OXPtQx52omZ+DbIf4YyBq6Hwwu4wVO3OYVpdk4x+sRimriDImkFHe2jnmaqHPrzb0T6bQBVXNonU+KVgEP7bKPAxqkRGKTutcSiE7HFQWOIXSvo4xj+MLhIYArZ1jHrgTOdY1f+wD0RoPsOc9+PhyYaWfdjpc/pnQA3TB4fpmZFnYz4cH/L7r0cF+at6+ehYjwvwpqDFyzds7MVl6IDiPToXpl4vHax/uv7N3T9n0vBBph4yAeXcNzDk9jCzL3PPpXnYXNxDip+KNq2b5dEFDidk3Qtw0MDe2Bt1taVsWG0LEjk1BkhToa6rR17XaW7gCoZYDmehGtTFW1LdqieJD/Qj2EzKFQzX9vCntgBabvU3rvLNj7FApSArUVgOhaZ2bh9aVl2Jpbkal0RKZ4DMZ9TS+QGgIkNJfU8W2jF4IEaOhpUkMQtz0Any1XJjtTbsMLnynR6Latq3zf4RSRUyIH29fcyxhAWoyShq49YM92Hoy9uTE+0DlJ3x8ctd4f6H1RfDb/4nHp/4DNMMzW/f8z7l8nVGGSiHxyuUz3OVhH0MEhVJ4C0kK2P8Z5K5tfa4mD0p3gaRsZ7cxFND4+RM1MhloP26jnWB6tLgJ1OmTybC1GihKkkSaznvlsZI6E5JGtM6nRQpJQnVeAwCBpnLUcXGd7usqi8WMGoNC6cuaehpfIDQESHF+CBT2t3MMRHv3zGvF458egDUPisfH3wpnvwTKnumXit36oOHvKN1TxsYE8cZVM9GqFPycVcWDX+3v3lwtdETrXK+fH+laXOoJfrofbGYx5Xviud49l5f4Kr2U59aKC/tj50xi7tijjUZ9DAHip8Gcm8Xj7/7SmmHe5/QOGruoy/L6YOEuj3UmmE5qFUyXKyWqalv1lN4ctVFQY0JS1wGQGCxa56udw1ZD5HqkLgKcCmfHWOxon1DaG/gCoSFAXKgfwc7OsYK+zhxry7RLRZbC4nwzn/yIyB70IrPjmtD+e9YHdcSMkRG8cMl0FBJ8uL2EF37O636nE/4C2lBh2b//U+8tLu9nyPpW3IkvfXpIdOr0ll1Fdfz1070AXD9vFJcc60vzD2kWrIDQRFGK/fWpIybND62ymIvWzrGOBdOh9mokCYItEQRYQth76Ef3dt4UTOdUVaNQiet7QnACyDJ1rmGrQV2X4ls7xnz6IG/gC4SGAGLmmIc6xwACIkSWQqmFM1+AE+7o9SF+763zXbF4YiyPnj0JgP9bm8PHO7oxTQyIgBNuF4/X/UPMbvM0Ngv84Bz6OvtG0E3w/Dm8TEmdiRve2YXF5uCUCTruW9qxbYOPIYQ2CE57Vjze/CLsfBPqC0ETJNrshyCujFDloXxsFvFebCuYtuccJGJEa1Yoo3yHe9/WmWOeD4QOVIup81opmGBNMOgrqEeIpiPiOi8NO+x2qgsOifX6AiGv4JtoOERIjQlmT3EDuZ4y8zr1MdH5odL2afffe+t8d1w+ZyQVjWZe/CWP+7/YT3SwloXjdJ3vMPsm2PYfaCiCXW/B7Bs8u6Btr0BtLgRGt04LH2DsdjtWq7X7DTvA0GLl3o/34Kewc+KYUJ4+ZxxWSwt9O9rvC7VajXIo6z7SlgjD1gNfwXd3ip+NPxM0Q/PaEBqjIyA0DFNjA5UF+YxwOk77TZyIaft2zJmZxI6dSO1hgwiEmta793VphEobmmkyWz065qWwsQjUEOWcK2Y+nINZKTJCUWNiOt2vpqQIm9WCxj+A8Nh4j63HRyu+QGiI4Bq1kdufmWNH0scgSJblNhqhoXmxGwjuOjWV8kYzn+0+zPL39/DhDXOYlhjW8caaQDjxHvjuLtjwtChPaj0kAG4qh1+djr8nPwJ+oZ45bg+RZZmKigoaGhr6vH+t0cLVU4NQKoKJCdZSUVri2UUOc8LCwoiNjR26jQlLnoL8X0QTBgwp76AjcRkr5u3YSlnOwXaBEDgF06dcR+aGUnSGZH6wNWG1W1Er1YQGqIkL9aO80UxOhZ6ZyV1Pg+8NFaYyCHWWxYC6/MNAHH7mWgLHdD4j0DVfTDd6LJLCV8TxBr5AaIiQ6u4c856ZV0+pNrTQbLWjkMTE9j8qkiTx5PmTqTa0sCGnmmve2sHnfz6e5KhOdFPHXCXKB/UFsPUVOPGvnlnImr+LUQYJs2DqJZ45Zi9wBUExMTEEBPSui1CWZaqazFgDrIRKEknh/vhpfJcdF7IsYzKZqKoSbdVxXXQODSohcWIW2fd3i7E8o04c7BV1SVyKCITad461FUyL93C0IRGbrCS75gCTdFMBcS0ubzST5cFAqNlix2CvRAOkRiQDUFPcAMQRaChDk9T5iBLXxHmfPsh7+K5IQwRXRqiw1kSLzT6oxnKuslhcqD8a1R/7DkStVPDKZcdw8Wtb2VfayJVvbuezPx9PdHAH2TalWpQjP7tWeP3MvAYCI/u3gKLNzi4dSQikB/iO0G63u4OgyMjev5YafQuNVglJpWFkZCCh/r9vT6q+4O8vbjaqqqqIiYkZumWymdeCOkDo0xRDdI1OXANYy3IOIssykiS5BdMOoxE/fRnaQBUYIdIUT0bxOncgNC42mF9zqj16U1pYa0ShER1jYyNE63xNmRBIB5nKUcd3XvJqzQj5AiFv8cf+lBtCxIaIzjG7pzrH+oGvLNaeQK2KN5fNIjHCn+I6E9e+vQNjSyddHhPPE+NLLHr47d/9O7HdBt87s0rHXAkjjunf8fqASxMUEND7v4WmZivljc2A6Iz0BUGd4/r99lWDNSAoFDD9MoifPtgr6Rbd6LEolEqMDfU0VYtsW1vBdEvmAWJdxor65CMcpj3fQl9YY0ThbJ1PCBKlsdoGkZUKUemROhmiarNaqS4qBHwZIW/iC4SGCJIkubNCHjFW7AfFteLDyxcItRIdrOWda2YTEahh7+FGln+wG2tHhosKBZz8kHi8/TVo6IcWZtcq0ZLvFwaLHur7cTxAb7UrzRY7xXUmZCAiQENUUN/0an8Uhqw2aJii1miJSRbDe9uO23AFQubMTHTOSfQ6QzIZTYfc27Qdvtqtj1gPyatuQtLUA0IjJFtbqLeJ5ouIyM6zazVFBTjsNvyCQwiJ7lxQ7aN/+AKhIYRLJ+SxzrE+UlQnMlJJkb5AqC2jogJ546qZ+KkVrM+u5v7P93V8oRyzSBge2i2w/sm+ncxYA+seE48XPtD/EtsAYrU7KKw14pBlgrQq4sP9fR/0PgYct7FidltjxbYO060ZoTK7iWpTNSCMVZUKicZmK5VNPZw72A3Z1YeRJDsKVOgCdBiKDmGVApEcdiKSOw9w2voH+d5D3sNrgVBdXR2XXXYZISEhhIWFce2112IwdJ3peO2111iwYAEhISFIktRhl0pfjjtcSHEHQoP7ev7orfNdMT0pnJcuPQaFBJ/sOsz/rck5eiNJgpMfFo8zPoCqrKO36Y6fHxVznnSTYcbV/VrzQOJwyBTVGrHaHWhVSpIiAlD4LuA+BoE4p7FieW7HgumYBHF9C2mJwt8SzN5qYfSpVSkZ5WyIyKpowhMcahBeZOFaHUqFktpc8e+A5kr8kjvvGPM5Sg8MXguELrvsMjIzM1mzZg3ffvstGzZs4IYbuvZWMZlMLFmyhPvvv9+jxx0uuKfQe2L4aj/waYS6ZtF4Hf88dzIAL6zL4/1tRUdvlDBTeK3IjtbMTk8p3Q273xGPT3u6x2NRBhtZlimpN2Gy2FEqJJIjA1ApBy/pvGHDBs4880zi4+ORJIkvv/yy3fPLli1DkqR2X0uWLOn2uLfddhszZsxAq9Uybdq0o55/+OGHjzquJEkEBv6xXNoHG1dGqKrwEFazGWjvMC2XFRERJ+Yu6gwjySjf5t43zcMO0+WmwwCMCBwBQF2xmDkWaChDndS5u7prxphuTKpH1uGjY7xylTp48CA//vgjr7/+OrNnz+aEE05g5cqVfPTRR5SVlXW63x133MF9993HnDlzPHrc4UJKjHjzFTk7xwYDs9XuTgf7AqHOueTYJG5fJMSLD365nzUHKo/eaOGDYmhl1rdQsv3o5zvC4XAKpGWYfCGMPN5zi/YylU1mGputSJLEyMhAtOrB7SwyGo1MnTqVl156qdNtlixZQnl5ufvrww8/7NGxr7nmGi66qOMRE3fffXe7Y5aXlzNhwgQuuOCCPr0OH30jJCqaoIhIZIfDnVlpK5g2788kdrQwNIzRJ5NR0eowPc6Dw1ebzFaMDmfZzdUxVikcr4OMZWg6CYSsZjO1h4XG0JcR8i5eCYS2bNlCWFgYM2fOdP/s5JNPRqFQsG3bti729M5xW1paaGpqavc1FNGFaAn2E51jh6oHp3PMVRYL9lMRFuDr8umKO05O4aKZiThkuPXD3ewqqm+/QXSaMFYEWPuwmNPUHRkfQulOMcLglEc9vmZvUWe0UKUXAfSIMH+CtIOfxVq6dCn/+Mc/OPfczofTarVaYmNj3V/h4eHdHveFF15g+fLljB49usPng4KC2h2zsrKSAwcOcO211/b5tfjoG13phMyZmeicOqFYQzKZTQVY7aJrz5OdY6JjTGSARoeJQKi2TmSigkxlqBMSOtyvsjAfWXYQFB5BUMTw0QgOR7wSCFVUVBAT014AplKpiIiIoKKiYsCP+8QTTxAaGur+SkzsvCY7mEiSNOjGim3LYj5xXtdIksQ/z53ESWnRmK0Ornt7B/nVR+i7FqwQM9+KNkHe2q4P2NwAa53dYSfeI0zshiCyLGOy2NxfVXoz+dUGzFY7wVoVfmpFu+c99eWpDp62rF+/npiYGNLS0vjzn/9MbW2tx8/x+uuvk5qayrx58zx+bB9d4x7A2kHnWHPmfncLfYwhCYtDJqdeaP7GOWeO5VUbsHXUHdoLCmpaPYQSghKw2x00mIVRY4jWhELbcUdlZb7TP8jXNu91enXbdt999/HUU091uc3Bgwe7fH4wWLFiBXfeeaf7301NTUM2GErVBbGrqH7QBNM+fVDvUCkVvHTZMVzy2lYyDjdy1Zvb+fzm44kJFnd8hCbAsdfDlhdh7SOio6wzU8T1T4KxGiJTYPafB+5F9JJmq50Jf/9pwM974NHFBHjQlXrJkiWcd955jBo1ivz8fO6//36WLl3Kli1bPGZqaDabef/997nvvsGZD/dHJy7FKZjOyXIbK7YVTIdFadBoZLBoiTDFkV6dzsSoiSSE+xOgUWKy2CmsNTLWKVvoC4U1JiSXh1BwAo0l1ThQobSZCR3ReQbS7SjtM1L0Or3KCN11110cPHiwy6/Ro0cTGxvrtox3YbPZqKurIzY2ts+L7etxtVotISEh7b6GKi6dUO4gCabdgZCvdb7HBGiE4WJyZACH65u5etUODG0NF+fdBdoQqNwHmZ93fJDKA8J3CGDpU6DSeH/hf3AuvvhizjrrLCZPnsw555zDt99+y44dO1i/fj0gSmtBQUEEBQUx0ZlF6C1ffPEFer2eq666yoMr99FTYkaNQalW06xvoqFC6EjbCqYtBYfQJTkF0/pkMqoyAFAoWrPz/S2P5VZXoVCJ62pCcAK1OQUABBrL0CZ3XF6FNo7SvoyQ1+nV7VV0dDTR0dHdbnfcccfR0NDArl27mDFjBgDr1q3D4XAwe/bsvq3Ui8cdSqQOcgt9ca0vI9QXIoO0vH3NsZz/ymYyy5r483u7eOOqWWJESUAEzL0N1v1DdJCNP6t9oCPL8MM9INth3BkwdtHgvZAe4K9Wsv+RUymqNWFssaFWKhgdHYjayx1i/l4WX48ePZqoqCjy8vJYtGgRr7/+Os3NwlxU3Ynzb3e8/vrrnHHGGeh0Ok8u1UcPUanV6EaNpSznIGU5WYTHjXALpk3btwvBdOoUSvKK0emT2Vu5xr3vuNhg0ksayK7Qc8aUvq8hr6EYAiBQFUqgOpDaohogQAilR3YslDYbDdSXlwLCJduHd/HKlWv8+PEsWbKE66+/nu3bt7Np0yZuueUWLr74YuKdM1VKS0sZN24c27e3dtNUVFSQnp5OXp6IhPft20d6ejp1dXU9Pu5wp3XmmBGzdeA7x3ylsb4zMjKQN5fNIkCjZGNuDfd9trdV1zLnZgiMgfpC2P12+x0zv4DCjaDyg8WPD/i6+0KDyYrdIROgUTEuNoRQfw0BGpVXv7ytWTt8+DC1tbXuwacjRoxg7NixjB07lpEjR/b6eAUFBfzyyy8+kfQg03bumIt2gukxojylMyRT2lxFTXMN4BnBtCzLlOpF63y8s3W+tlw0FQQayzttna8qyAcgJFpHQEhon8/vo2d47Rbu/fffZ9y4cSxatIjTTjuNE044gddee839vNVqJTs7G5PJ5P7Zq6++yvTp07n++usBmD9/PtOnT+frr7/u8XGHOzHBWkL8VDhkBrxzTJZlXyDUT6YkhPHyZcegVEh8vqeUp3/KFk9oAoUAGuDXp6HFmfGzGGH1A+LxCX+B8N5/4A40NYYW6owWJMTfib9maA7gNBgMpKenk56eDojAJD09neLiYgwGA3/961/ZunUrhYWF/Pzzz5x99tmMHTuWxYsXd3ncvLw80tPTqaiooLm52X0Oi8XSbrs333yTuLg4li5d6q2X6KMHxLfRCbloK5jWJQupRJg5Bj9rIBnVojyW5oHGlXqTlRZE67yrY6yuXhRigoylaJI6fr+3dZT24X281uMaERHBBx980OnzycnJR3WBPPzwwzz88MP9Ou5wx9U5trOontwqPRPiB07PVK1vocXmQKmQiA/zH7Dz/t5YkBbDk+dN5q+f7uWV9fnEhvhx1fHJMGMZbHkJ6gtg2ysw/6+w8V/QVAphSTD39sFeerc0NlspbxTmdHGh/oQM4UGqO3fu5KSTTnL/29UwcdVVV/HKK6+wd+9e3n77bRoaGoiPj+fUU0/lscceQ9tJF4+L6667jl9//dX97+nTxRDSgoICkpOTAXA4HLz11lssW7Zs6E6T/4PgcpiuLimixWRCGxDQTjCt1UqEh7ZQ36glxjCSjOoMFiUtcmeEiutMmCy2Pgn1C2qMSM6OsZGhiVjMNpqaxXEDjWVoEjtpnXcZKfrKYgPC4Jt9+DiKFGcgNNAt9EXObFB8mJ/X9R6/dy6YmUhlk5lnV+fw8DeZ6EK0LJkUJ+aGfXYtbHoBRp8Em1eKHRY/AeqhHXw2W2xun6nIQA2RQUNb0L1gwYIuW+5/+qlvnW8uMXVXKBQKSkr6MXDXh8cICo8gJFpHU3UlFXk5jJwyzS2YdhiNtOTno0vyo36f3E4wHRmkJSpIS42hhZxKA9MSw3p97oIjps7XlYlMsKalkYBQLYqAjjPv7tEaPkfpAcH3aTcEcY3aGGjBtE8o7VmWnzSWy2YnIctw20fp7Cisg4nnQexkaGmCt88Ug1nHLIRxpw/2crvEanNQWGtqHaQa5huk6mP44PYTcuqEjnKYHif0OzpDMgdqM7E6hLHiOPeojb6Z8Ba28RBKDE6kLl90rgUay1CPTO5wH1NTI03VojtaN3pMn87ro3f4AqEhiLtzrGqAAyGfPsijSJLEo2dP4pQJOiw2B9e9vZPcaiMselhsYDWBQg1LnxaDWocoDlmmtKEZq92Bn0rJyEif2aaP4UVXxormzExix4lmG51+JC02i9tYsb+C6UM1TUhq4TifEJxAbaEIcETHWHKH+7jKYuHxCWgDfPPpBgJfIDQESYkRGaGiAe4caw2EfG8+T6FUSLxw8XSOSQqjsdnKVW9upyJ6LiQ7XYbn/Bmihq4g0u6QqTdaaLHZUSkUJEcFoOzMENKHjyGKa9RGeW4WskM4RbcNhMLjAlErLagdfoSbYt3lsf4OX82rO4wkOVBKamICYqgtFw0wgV3MGPNNnB94fFe0IUh0sJZQfzUOmaNHNngRX0bIO/hrlLxx1SxGRwdS1mhm2Vs70J/1Opz3Oiz6+2Avr0te33iIZqvDOUg1AI3KJ/z1MfyISkpGpdXSYjRSVyba2V2CaXNWFpLDji5SBCk6Q7K7c2xcPwIhWZY5bBDnig2IQyEpqKsR75+uPIR8HWMDjy8QGoKIzrGB1wn5AiHvER6o4e2rjyU6WEtWhZ4bPi2kZcJ5oBy6XVcfbS/mfzud069DtAQOgUGqPnz0BaVK5Q4sypxt9G0dplvy89EltnGYdgZCKTHBSBLUGi1UO4cK95RqfQtWSbTOJ4eOxNRkodmiAdnRpYeQ21HaN1pjwPAFQkOUlAEevtpssbvf6L5AyDskRgSwatksAjVKthyq5e5P9lLRaPbKMNH+simvhge+3A9AiL+KEP+h3SHmw0d3uCfRtxVMT3Bmhfa31QklU2oopaa5Bn+NkuRIIRXobVboUI3RPWMsKSSBWmfHmH9zDUqHtcPSmL6uBmN9HZKkIGZU5+M3fHgWXyA0REl16oQGSjDtygaF+qsJDRi6WYrhzqQRobx6xQxUColvMsqY88TPTHlkNee/spkVn+9j1aYCNufVUK1vGbQAKa/KwJ/f24XNIbNwXAwhfr6/Bx/Dn9bOsTaC6UmTAKfD9JQ0AMLNsWhs/uyt3gu0Gitm9bJzrPCIqfN1JWL/IGMZyvAwlMFHD3J1TZyPTExCrfXr1fl89B1frnuI0jpzbGAyQr6y2MAxLyWaFy89hn+tzuZQjRG92cauonp2FdW32y4iUENKTBBpscGk6IJJdT4OC/BedqbOaOHat3fQZLYxY2Q4d5+aRtnhYq+dz4ePgcI1ib6utIRmgx7/oOD2nWOhAYRqa2hsiUKnF8aKC5MWkhYbzI+ZFb3OCBXUtnoIJQYnUltQCTiF0p10jPn0QYODLxAaoox1aoSK6kyYrXb8vDxw0hcIDSxLJsWyZFIsLTY7BTVGsiv05FYayK7Uk1upp6jORJ3RwraCOrYV1LXbNzpYS5oumBRdkPN7MKm6IIL7mblpsdm56d1dFNWaSAj35z9XzECrGnplOx8++kJASCjhcfHUl5dRkZvNqOkz2wmmZZuN2EgDjWVRHQume3lTWlBtRKGpBUTrfHppEaAQQumpnQmlRdu+Tx80sPgCoSFKdJCWsAA1DSYreVUGJo3w7uA9l2Nwoi8QGlC0KiXjYkMYF9t+lEqzxU5+tYHsCj05VXpyKvTkVBoobWimWt9Ctb6F3/Jq2u0TH+pHamwwqbpgdyZpbExQj0YDyLLMis/3sb2wjmCtilXLZhEVpMVsNnv09frwMZjEp46nvryMspyDjJo+8yiH6dhELdllQif0c816rA6ru4U+p1KP3SGjVPTMQ+tQXTVSuHj/xAfEs662CHCaKSbNPWp7WZbdQmlfRmhg8QVCQxRJkkiNCWZ7YR25VXqvB0JFtaJ1dGSkLxAaCvhrlEwaEXrU/7uhxUZupZ6cShEY5TgfVza1UNZopqzRzPrsavf2kgSJ4QGk6oJI1QW7v0ZHB7bLMr68Pp/Pd5eiVEi8dNkxbrH+cGbDhg0888wz7Nq1i/Lycr744gvOOecc9/MGg4H77ruPUp0lBAAAP4RJREFUL7/8ktraWkaNGsVtt93GTTfd1OkxCwsLeeyxx1i3bh0VFRXEx8dz+eWX87e//Q2NprVkuXfvXpYvX86OHTuIjo7m1ltv5Z577vHmy/XRA+JSxpH5689unZBLMG3asQPz/kx0aXGwDXSGkZhtLeTU5zAucgJalQKz1UFJnYnkqO591hwOmRL9YTThEKaNwNYkYbMpUDis+DdXdzhstbGqErNBj0KpIiop2dMv3UcX+AKhIUyKLojthXXkDEALva80NjwI0qqYnhTO9KTwdj9vNFlF5qiyNXuUU6mn1mihuM5EcZ2JtQer3NsrJEiODCRVF0xUsIb3tgod0MNnTWR+avSAviZvYTQamTp1Ktdccw3nnXfeUc/feeedrFu3jvfee4/k5GRWr17NzTffTHx8PGeddVaHx8zKysLhcPCf//yHsWPHsn//fq6//nqMRiPPPvssAE1NTZx66qmcfPLJvPrqq+zbt49rrrmGsLAwbrjhBq++Zh9d4xJMl+fl4HDYUSiU+E2aJAKhzExiTrkJlbQD7AGEN8ewt3ovEyMnkqILYn9pE1kV+h4FQmWNzdgVImM7MiSJ2lKnkWJzOQrZgSYp8ah9Kp1GitEjR6FS+xoUBhJfIDSEaRVMezcQcjhkSuqbAV8gNFwJDVAzKzmCWckR7X4uBka21x9lV+hpMts4VGPkUI3Rve3Vc5O5Ys7Rd6rDlaVLl7J06dJOn9+8eTNXXXUVCxYsAOCGG27gP//5D9u3b+80EFqyZAlLlixx/3v06NFkZ2fzyiuvuAOh999/H4vFwptvvolGo2HixImkp6fz73//2xcIDTKRiUlo/P2xNDdTU1xETPLodoJpRUg0MdpiysypxDh1QpeMu4Q0XQj7S5vIrtCzZFJst+cprDG1mTHWOmw1UF8O0KGHUKtQ2ucoPdD4AqEhTIrLVLHKu51jVfoWLDYHKoVEXKivZfP3RJRzgvbxY6LcP5NlmSp9i9AfOUtr0cFa7jwlrWcHlWUxJ22gUQd4dCbb8ccfz9dff80111xDfHw869evJycnh//7v//r1XEaGxuJiGgNQLds2cL8+fPblcoWL17MU089RX19PeHh4R0dxscAoFAoiR2bRvG+dMpzs5yB0JGC6SbKSiFWn0xG1SagrWC6Zy30BTUGt4dQQnACtZkNgNAHKYKDUYaFHbWPa8aYzqcPGnB8gdAQJiVGvPmK60w0W+z4a7zTOebSB40I90el9FlL/d6RJAldiB+6EL++lcGsJng83vML6477y0DjuTl4K1eu5IYbbiAhIQGVSoVCoeC///0v8+fP7/Ex8vLyWLlypTsbBFBRUcGoUaPabafT6dzP+QKhwSU+dTzF+9Ipyz7I1FNOO0owrUvUQCnE6JP51fAxtc21vR6+WlBjcneMJQYnUnu4EXCN1hh51NBi2eGgssAplPZ1jA04vk+9IUxUkIbwADWyl2eO+fRBPv6IrFy5kq1bt/L111+za9cu/vWvf7F8+XLWrl0LwE033URQUJD760hKS0tZsmQJF1xwAddff/1AL99HHzlyEv1RDtNpIsiPaI5FY/Njb/Ved0aosKZng7AL23gIxfuNoKFW7BNkKO3QUbquvBRLczMqjZbIhI5b6314D19GaAgjSRIpumC2F9SRU+m9zjFf67yPXqEOENmZwTivh2hubub+++/niy++4PTTTwdgypQppKen8+yzz3LyySfz6KOPcvfdd3e4f1lZGSeddBLHH388r732WrvnYmNjqaysbPcz179jY7vXl/jwLnEpogTcUFGOqbGBgNCwdoLpsLnnEqLcS5M9lmhDEhnVGSxIXEB4gJr6HtqZHKppQopqACDEFIUsN6J2GNFYGlF3MGzVVRaLSR6NQukbbDzQ+DJCQxzX8FVvdo65MkIjfYGQj54gSaJENdBfHtQHWa1WrFYrCkX7S6BSqcThcAAQExPD2LFj3V8uSktLWbBgATNmzGDVqlVHHeO4445jw4YNWK1W98/WrFlDWlqaryw2BPALDHJnXcpys8XP2gimiUpFp3HqdZyCaUmSelwes9kdlOpLkSQZjUKLo1ZoxYLNpUjQYet8xSGfo/Rg4guEhjiuzrE8Lwqmi3ylMR+/QwwGA+np6aSnpwNQUFBAeno6xcXFhISEcOKJJ/LXv/6V9evXU1BQwFtvvcU777zDueee2+kxXUFQUlISzz77LNXV1VRUVFBRUeHe5tJLL0Wj0XDttdeSmZnJxx9/zPPPP8+dd97p7Zfso4e4xm24BrC2E0yjIDZcaHp0+mQyazOxOWxu09PsbmaOHa5vxqFqdZSuK3O2zutFFlXTQUbIN1pjcPGVxoY4LsG0NzNCvtKYj98jO3fu5KSTTnL/2xWIXHXVVbz11lt89NFHrFixgssuu4y6ujpGjhzJP//5zy4NFdesWUNeXh55eXkkJCS0e841JDc0NJTVq1ezfPlyZsyYQVRUFH//+999rfNDiPi0cez/ZTXlTmPFox2m1VAGsYZkmq3N5NTn9DgjVFDTdsZYArUHxLU7oFG0zh+pEXLY7VQXHAJ8HWODhS8QGuK4WuhL6r3TOWZssVFjsACQ5HOV9vE7YsGCBe7gpCNiY2NZtWpVr465bNkyli1b1u12U6ZMYePGjb06to+BIz5lPCAyMXabDaVK1c5hOnLMCJTbWtDaAgk1R7O3ei9psYsBuh2+WtB26nxwAnWlIoMUaCxHERCAMjKy3fY1JUXYrBY0/gGExw5CN6YPX2lsqBMVpCUiUIMsQ16V57NCJfUiGxQeoCakn0M7ffjw4WM4EBE/Ar/AIGyWFqqLCgDwmzQJEDohZfwEYtT5gCiPZVRnuGUKVfoW6o2WTo9dWGtEUovS2AhNEoYGG+CaMZZ0VOu8a76YbvRYJIXvI3kw8P3WhwEpMS7BtOd1QkW1Pn2QDx8+/lhICoW7e8w1d6ydYFo3CZ3aOQneKZgO0qpIjPAHup5E3zYjFGkSGZ4ARw1qW3OHrfOuifM+fdDg4QuEhgGuO5EcLwimffogHz58/BGJTxXlsQ4F036RxAYLcbNOn0yJvkQYK+pcgunOr8WHagxujZB/UxgAwZZSoGOhdGtGyBcIDRa+QGgY4Gqhz/OCYNpnpujDh48/InGuAay57QXTcksLLYcOEZsgpAKRpnhUdo1TJySuxZ0Jpltsdsr0tUjKFgBkZ+t8kFEEVUfOGLNZrVQXFQK+jNBg4guEhgEpXswIuT2EfEJpHz58/IGIG5uKJCloqq7CUFd7lMN0YOIoghRVSCiIMSSxt2Yvad200BfXmpBUIhsU4x9DQ7kYZt3aMdbeQ6imqACH3YZfcAgh0TFeeZ0+uscXCA0DXBqhkrpmTBabR49dXOsrjfnw4eOPh8Y/gChnYOIat9FWMI1uIrGa9joh16iNnEpDhx2J7TrGghKoKxUeQn51zkDoiNJYW/+gI0XUPgYOXyA0DIgM0hIZKFKsnuwcsztkDteLOxZfacyHDx9/NNxzx7JdOqE2gunYScSqhfO0Tp/M/pr9JEZoUSslDC0297WzLcJDSHSMJSnH0NJsQ8JOoLEKSatFFdM+6+N2lB499qhj+Rg4fIHQMCHFC6M2KpvMWOwO1EqJuFB/jx3Xhw8fPoYDbsG0KyPUVjAdNgadxjkR3jCKZmszhU35jIkW1+KOBNOFtUYkZ0YoziKyTSFyOQrZhiYp8aj2eNeMMd2YVE+/NB+9wBcIDRNcnWO5Hmyhd7XOJ4QHoFT40rI+fPj4Y+ESTFcdysNmtbYXTBeXEh2rRIEVP2sQIS2R7SbRd9RC39ZVOtSgE99thwFQH6EPsprN1B4uAXwZocHGFwgNE1yC6VwPlsZ8rfM+fPj4IxOmi8M/JBS7zUZVQd5Rgmll3Hii1c7xF05jRZdguqPOsbYaIXWDyBwFm52t80d0jFUW5iPLDoLCIwiKaO827WNg8QVCw4RUL5gqtrbO+8piPn5fPPHEE8yaNYvg4GBiYmI455xzyM7ObrfNa6+9xoIFCwgJCUGSJBoaGro9bkZGBpdccgmJiYn4+/szfvx4nn/++U6337RpEyqVimnTpvXzFfnwBpIkteqEcjoRTLfRCbUVTB/ZOWay2KjUG5FUYmCrtUZ8vAY0uTrGEtttX5nv9A/ytc0POr5AaJjgyggdrm/G2OKZzjGfh5CP3yu//vory5cvZ+vWraxZswar1cqpp56K0Wh0b2MymViyZAn3339/j4+7a9cuYmJieO+998jMzORvf/sbK1as4MUXXzxq24aGBq688koWLVrkkdfkwzscbax4pMO0MxAyjKJYX4wuXFx/D1Ubsdgc7uMU1piQ1PVIkkyAMhB9pRjD4V8vAqEjPYTcjtI+I8VBxzd0dZgQEaghKkhDjcFCXpWBqYlh/T5mkTsQCuz3sXz4GEr8+OOP7f791ltvERMTw65du5g/fz4Ad9xxBwDr16/v8XGvueaadv8ePXo0W7Zs4fPPP+eWW25p99xNN93EpZdeilKp5Msvv+z1a/AxMMSnOI0Vc7KQZbm9YDpyHLEaEQhFmkagsqupbMkm2E+F3mwjv9rA+DhRKmurDxorTcBuc6CSmlHVNQDCsLEtbkdpX0Zo0PFlhIYRKTEuDwvPlMdKfBkhH31AlmVMVtOAf3U1Sb47GhtFuSIiIsJTv4Z2xz7yuKtWreLQoUM89NBDHj+fD8+iGzMWhVKJob4OfU11e8F0tYmgQAeBiloUsoJoYxL7ava1KY+1XosLa1v1QSNtIrgJlw6DA1CrUcfGurc1Gw3UlwvtkM4nlB50fBmhYUSqLogth2o9IpjWm63UOScoJ/o0Qj56QbOtmdkfzB7w8267dBsB6t4H7Q6HgzvuuIO5c+cyyan/8BSbN2/m448/5rvvvnP/LDc3l/vuu4+NGzeiUvkusUMdtdaP6JGjqTyUS1nOQcbNPRG/CRMw7diBOfMAfrGTiC3PJr/leHT6kU7B9EnsKKxv1znW1kMoulnogcIcoitMM2IEUpu/haoCMdk+JFpHQEjoQL1UH53gywgNI1I82EJfUifMwCICNQT7qft9PB8+hirLly9n//79fPTRR73ab+nSpQQFBREUFMREp26kLfv37+fss8/moYce4tRTTwXAbrdz6aWX8sgjj5Ca6vOGGS50J5jWuRym9aPYV7OPFJ2QE7TNCBXUtHoIBepFhjC4RWR91F04SvsYfHy3K8MI9xR6D5gqFtcJ0aivLOajt/ir/Nl26bZBOW9vueWWW/j222/ZsGEDCQkJvdr39ddfp7lZ3DCo1e1vFg4cOMCiRYu44YYbeOCBB9w/1+v17Ny5kz179rg1Qw6HA1mWUalUrF69moULF/b6dfjwLvGp49jz4zetgVBbwfQZpxGrXg9ArFEYKwYGVQNHlMZqjChiRCAk1fkBEGR0tc4foQ9yGSn6ymJDAl8gNIxwzRwrbRCdY4Havv/3+TrGfPQVSZL6VKIaSGRZ5tZbb+WLL75g/fr1jBo1qtfHGDFiRIc/z8zMZOHChVx11VX885//bPdcSEgI+/bta/ezl19+mXXr1vHpp5/2aR0+vI+rc6y66BDWFnN7wXTUXUSrD6HAhr8lmOCWCAzkA6GUNjTTZLYiy1BrbCFIU4fKrsHSII4b0FiOhaM9hNyjNXyO0kMCXyA0jAgP1BAVpKXG0EJulYFp/egc8wVCPn7PLF++nA8++ICvvvqK4OBgKioqAAgNDcXfX2SWKioqqKioIC9PdO/s27eP4OBgkpKSOhVV79+/n4ULF7J48WLuvPNO93GVSiXR0dEoFIqjdEgxMTH4+fl5XJ/kw3MER0UTFB6Bob6Oyvw8RoybgCIwEIfRSEuTBj+FjSh1AVXWFGIMI8ltzCQudCHljWZyKvSolQokpRFJYSHCkAQy+CuakBqbAXW7YaumpkaaqqsA0I0eM0iv2EdbfBqhYUaqzjPGisVOjVBSpC8Q8vH745VXXqGxsZEFCxYQFxfn/vr444/d27z66qtMnz6d66+/HoD58+czffp0vv76606P++mnn1JdXc17773X7rizZs3y+mvy4T0kSXKP2yjLzWrvMJ2dDxFj3H5CsfpRTsG0kCpkVejFjDG1q2MsDYAIVSEWvRJonxFylcXC4xPQBvisS4YCvkBomOGpmWPFtT6NkI/fL7Isd/i1bNky9zYPP/xwt9scSWf7FBYWdrlPenq6x16bD+9wlLFiJw7TMYaRFDUVMTJG2DlkV+g5VG1EoREdYyMsowEIpxjZrgCFAnV8vPs8vonzQw9fIDTM8MQUertD5nC9MyPkC4R8+PDho13nmDBWbCOYjp1ErFp0jkUbE1E6VPgHiWGq2c6MkMtDKNwo/IJCrc5hq/HxSBqN+zy+jrGhh9cCobq6Oi677DJCQkIICwvj2muvxWDo+sO7J7N/kpOTkSSp3deTTz7ppVcx9HBlhPL64SVU3tiMzSGjUSrQhfh5amk+fPjwMWyJGTUWpUpFc1MjDZXlRwimxxOsrMJfpUchK4kyJmCSCgDIqmhq5yqtbRJO00HNnQxbdTlK+0ZrDBm8FghddtllZGZmsmbNGnf76g033NDlPj2d/fPoo4/+f3v3Hhd1lTdw/DPDDMMd5A4KCKjgtdR1jS3tgumurmXp1mZ5W9M0bcut1dzHrbTHzLLdrPXZp8zNesQsyzZ1S9NQy6JSDO+goIgKiKLAcB9mfs8fw4xOgILODAN836/XvF7ymzO/3zlHhS/nfM85FBQUWF9PPPGEPavu0q5cOVZ+nWeOWRKluwR64qZW2a1uQgjRVmm0WkLrp6sKjmXa7jBd4YNKBeEa8/L6MH0sZyqP4qZWUVZdx5H8MlTuxXgYvKHSvAbJS29OpL9yDyH9xQtUXLqISqUmNDbOyS0UTXFIIHT06FG2bNnCO++8w+DBg7ntttt48803WbduHfn5+U1+7qmnnuLZZ5/llltuuer9fX19CQ8Pt768vTtOwlmAlzshvjrg+vOE8oplxZgQQvyc5dyx/GNHbROm84pB50+4xpw/FKaP4XDxIWKDzSsQ60wKau1FAisjAPDTFmMqMwK2ewhZTpwPiopGq5PReFfhkEAoLS2NgIAAfvGLX1ivDRs2DLVazQ8/3PhGbC+//DJBQUH079+fV199lbq6q4+M1NTUUFZWZvNqyywrx45fZ56QLJ0XQoiGIhMsCdM/32H6iM0O0+HlcVTWVdIlzHyGHSoDam0ZgZXmpOggtxwM5fUrxq4YEZL8INfkkECosLCQ0NBQm2sajYbAwEDrvhvX649//CPr1q1jx44dPPbYY7z00kvMnTv3qp9ZsmQJ/v7+1ldUVNQN1aG13ejhqxIICSFEQ5YRoQt5p6itqrRNmA7rTagmG5XKhHetP941/nj5mhOi1dpLAIRWm3+2BLqdorbcvBu5zdL5E5YdpSUQciUtCoSeffbZBonKP39lZmY6qq4A/OlPf+KOO+6gX79+zJgxg9dee40333yTmpqaJj8zf/58SktLra/Tp087tI6OZj1q4zoTpuXUeSGEaMgnMAi/kFAUxURB9rEGCdNadQ1BXhcACCuPpVptTpi2nDEWVm0OegLIw2RQgUqFtv4Xb0VRZETIRbVoZ+mnn376qntsAMTFxREeHk5RUZHN9bq6Oi5evEh4eHiLK3k1gwcPpq6ujtzcXBISEhoto9Pp0Ol0dn1ua7JMjWVf54jQKUsgJJspCiGEjYjuiZSdL6LgWCbR9z1weYfp6gA8gHDNES4QSpi+K3nV+4C7zKfOKyp8y4MB8Ks+QymgCQ9HXf+zp+z8OarL9ajdNARHd22t5olGtCgQCgkJISQk5JrlkpKSKCkpIT09nYEDBwKQmpqKyWRi8ODB11fTJmRkZKBWqxtMxbVnlqmx/NJq9NWGFp0eX1ploKTSAEBUJwmEhBDiSpE9epL13dc2CdOVe/ZQXViDByrCyeAQdxCm70paxb/x8qjGqL2Ib00n1HUa1GojnhUXKMXPZlrMMhoUEhOLRtv879nC8RySI9SzZ09+/etfM23aNH788Ue+/fZbZs+eze9//3si63fYPHv2LImJifz444/WzxUWFpKRkWFz9k9GRgYXL5qHHdPS0nj99dfZv38/J06cICUlhTlz5vDII4/QqVMnRzTFJfl7aQm1rBxr4fSYZVos2Mf9hg5tFUKI9siysWLB8SwUk+lywnRWDgTGWo/aCKmMQm1y4/Z+Vfj4llpXjHXyuEid3rwtiXv05XzUy9NisqO0q3HYPkIpKSkkJiaSnJzMyJEjue2223j77bet7xsMBrKysqisrLReu9bZPzqdjnXr1nH77bfTu3dvFi9ezJw5c2zu21Fc71EbkigtOoIlS5YwaNAgfH19CQ0NZcyYMWRlZdmUueOOOxrkOM6YMeOq983KyuLOO+8kLCwMDw8P4uLiWLBgAQaDodHy69atQ6VSMWbMGHs1TThYSEwsGncd1RXlXMw/2yBh2t+tEA9dHW4mDcEVXejZ9SLRodVXrBg7SW39ijFtI2eMhUl+kMtx2JBAYGAga9eubfL9rl27oiiKzbUXXniBF154ocnPDBgwgO+//95eVWzTuof5sDv7QouP2pBASHQEu3btYtasWQwaNIi6ujr+8pe/MHz4cI4cOWKz79i0adNYtGiR9Wsvr6v/v9BqtUycOJEBAwYQEBDA/v37mTZtGiaTiZdeesmmbG5uLs888wxDhgyxb+OEQ7lpNITHd+fM0UPkHz9KD5uE6QdQqTYR7ldE7vlIwsq7cuD8Ac7oz3Br5a8ACFIyqS03/2i17CGkmEycO2me6QiXFWMuR+ZG2ijryjEZERJOpigKSlWV05+r8vREpWreTuhbtmyx+Xr16tWEhoaSnp7O0KFDrde9vLxatIAjLi6OuLjLOwLHxMSwc+dOvvnmG5tyRqORhx9+mIULF/LNN980elyQcF0RPRLNgVBWJn1uH3Y5Ybo2GA8gzO0ouUQSpu/KznMp1Cl1BNWPCAVqr1g6X7+H0MWCs9RWVaFx1xHUJbqpx4pWIoFQG2VdOXadOUJREgiJ66RUVZE1YKDTn5uwLx3VNUZsmlJaat74LjAw0OZ6SkoKa9asITw8nNGjR/PXv/71mqNCV8rOzmbLli3cf//9NtcXLVpEaGgoU6dObRAkCddnOYm+4HimbcL0ecW8cqzuWyCZ8PJY6pQ61CY3AqrNC3YCTKcpqKkPhOqXzlumxUK7xqF2c3N6e8TVSSDURnWrXzlWUFpNWbUBv2auHDtVf7xGTFDHOZZEdGwmk4mnnnqKW2+9lT71ia8A48ePJyYmhsjISA4cOMC8efPIyspiw4YN17znr371K/bt20dNTQ3Tp0+3mV7bvXs3q1atIiMjwxHNEU4Q2d28FUvxmTyqK8rx6NPHHAjlngN3H0JNR1GpwKemE161fngYvFErbrhr63CvLAFCcAsJRl0/DVt4QvYPcmUSCLVR/p5awvx0nCur4fi5cgbGXHvVXJ3RxNkS85SGTI2J66Xy9CRhX3qrPPd6zJo1i0OHDrF7926b61ceAt23b18iIiJITk4mJyeH+Ph4evfuzalTpwAYMmQIX3zxhbX8hx9+iF6vZ//+/fz5z39m2bJlzJ07F71ez4QJE1i5ciXBwcHXVV/R+rz8AwgIj6CksICC41kEWhOmj8Dw3rif/oHAwDqKizWE6ruiMZl/EQ3yvkhdUf3RGlecMVYoidIuTQKhNqxHmG99IKRvViBUUFqN0aTgrlFbl98L0VIqleq6p6icbfbs2WzevJmvv/6aLl26XLWsZY+z7Oxs4uPj+fzzz62rwTx/FoRZjunp1asXRqOR6dOn8/TTT5OTk0Nubi6jR4+2ljWZTID5mKGsrCzi4+Pt1j7hOJHdEykpLCD/WCaRg8yJ0NWZmSjjb0d1+gfC/M5TXBxBeHlXTJj/jgM1edTqLYnS5lwgk9HI+ZMnABkRclUSCLVh3UN9+eZ481eOXZkorVY3L+lUiLZIURSeeOIJPv30U3bu3ElsbOw1P2OZyoqIMO8HExMTc5XSl5lMJgwGAyaTicTERA4ePGjz/oIFC9Dr9SxfvrzNn3PYkUQm9OTINzvIP3YU93EPXU6Yrgs35wlpj3KECEL1MdRqqgEIMh6+vGKsPlH6wulT1Blqcff0olN4ZGs1R1yFBEJtmPUU+qLmrRyz5AfJtJho72bNmsXatWv57LPP8PX1tR727O/vj6enJzk5Oaxdu5aRI0cSFBTEgQMHmDNnDkOHDqVfv35N3jclJQWtVkvfvn3R6XTs3buX+fPn8+CDD6LVatFqtTZ5SAABAQEADa4L1xZRfwBrYXYWCsrlhOmLGnMgVLMbuIuwiq5Ua8y/jAapjl2xdN4cCJ07YV42HxbXDZXaYVv3iRsggVAb1t26qWLLR4SEaM/++c9/AuZNE6/07rvvMnnyZNzd3dm+fTuvv/46FRUVREVFMXbsWBYsWHDV+2o0GpYuXcqxY8dQFIWYmBhmz57NnDlzHNUU0UqCo2PQenhSW1VF8em8ywnTZ8pABQHVGeg83aipAu/aAMA8NZZX4QeAtj5HqDDnGCDTYq5MAqE2rFuoeUSosKya0ioD/p5XXzkmS+dFR/HzzVp/Lioqil27drX4vg8++CAPPvhgiz6zevXqFj9HtD612o2Ibj3IO7Sf/GOZdLUkTGceh6QYVCWnCAs3kWc+gB5vrzrcjRUYK82BkOV4jcsjQhIIuSoZp2vD/D21hPt5AJDdjOkxy4hQjARCQghxTZZzx/KPHcXjyh2mQ8xBUbj/eWvZIJ9S69EabgEBuPn5UWcwcP5UrrmsjAi5LAmE2rju9XlCzUmYPlVcAUB0kARCQghxLVdurOgeE4Pa2xulpoYaY2cAwjRHrWUD3c9Y84O0lkTpUycxGevw8PXDLyTUybUXzSWBUBvX3KM2SisNlFXXARDVSQIhIYS4FkvC9KWCfKrK9Xj0qh8VKjVvpxBm+A7qF+AGKUcbnDF2+cT57s0+HkY4nwRCbZx15dg1RoQs02Ihvjo83WWLdyGEuBYPHx8CO5tzfQqOZ+JRv/KvusC8Ma2uOIPIbv64aVREGHZj0Fs2UzSPCFl3lI7r5uyqixaQQKiNs64cu0aOkOQHCSFEy13OE8rEw5IwnXMGtF5QV81vHvBh/JMR+KvPUlvhDlzeQ+icdUfpHq1Qc9FcEgi1cZaVY+fKaiitMjRZ7tTF+vwgCYSEEKLZLNNjDRKmg83XPUoP46eYj2KprTDv2O8eHY2hupriM6cBGRFydRIItXF+Hloi/M0rx45fJU9Ils4LIUTLdU4wJ0wX5hzHrXPnywnTdDUXOHcYLhzHVAd15eajNrQxMZzLzUFRTPh0CsQnMKiVai+aQwKhdqC7NWG66Twh2UxRCCFaLjCyCzpvb+pqaig+k3c5YbrMvF8Q5w5DcTaGCnOitNrXF7eAAM7l1O8fJMvmXZ4EQu1Aj1DLEvqmR4SsOUKydF4IIZpNpVbbTo9ZEqaL6lMRzh2C4mzrHkLu0dGoVKrLO0rLRoouTwKhdqDHNRKmDUYT+SXmQwFlREh0FP/85z/p168ffn5++Pn5kZSUxBdffGF9/4477kClUtm8ZsyY0ez7Z2dn4+vraz1LrDHr1q1DpVIxZsyYG2iJaG2R3RtJmM4tMr9ZehoKDlhPndf+fEdpGRFyeRIItQPdr7GEPr+kCqNJQadRE+Krc2bVhGg1Xbp04eWXXyY9PZ29e/dy1113ce+993L48GFrmWnTplFQUGB9vfLKK826t8Fg4KGHHmLIkCFNlsnNzeWZZ565ahnRNlg2VjQHQvVTY8eyUXy7mAvUlNrsIVRdUc6lgrOA+bBV4dokEGoHLCvHivQ1lFY2XDl2ZX6QbOolOorRo0czcuRIunfvTo8ePVi8eDE+Pj58//331jJeXl6Eh4dbX35+fs2694IFC0hMTOSBBx5o9H2j0cjDDz/MwoULiYuLs0t7ROsJ79YDVCrKzp+j1s/3csK0Ot5axlBp3mTRPTqaopM5APiFhOHl598qdRbNJ4FQO+DroSWyfuXYsUamx04VS36QsB9FUTDUGJ3+utZBqldjNBpZt24dFRUVJCUlWa+npKQQHBxMnz59mD9/PpWVlde8V2pqKuvXr2fFihVNllm0aBGhoaFMnTr1uussXIfOy4uQqPrdorOPXU6Yrgi0lrlyD6Erd5QWrk9On28nuof5kl9azbFzegZ1DbR5T5bOC3uqqzXx9pMtP7n9Rk1ffjtaXct2RT948CBJSUlUV1fj4+PDp59+Sq/6H2Ljx48nJiaGyMhIDhw4wLx588jKymLDhg1N3q+4uJjJkyezZs2aJkePdu/ezapVq8jIyGhRXYVri+iRyPm8XPKPZ5LYpw+Ve/ZQfQEIAMUIhjLzEUba6GjOfb0NkGmxtkICoXaiR5gPu46dbzRPSJbOi44qISGBjIwMSktL+fjjj5k0aRK7du2iV69eTJ8+3Vqub9++REREkJycTE5ODvHx8fTu3ZtTp8wb5Q0ZMoQvvviCadOmMX78eIYOHdro8/R6PRMmTGDlypUEBwc7pY3COSJ79OTA9i3kZx3l5sF3AFB9ugQCwFDpBgqoPD3RhIRcPlpDdpRuEyQQaie6X+XwVQmEhD1p3NVMX357qzy3pdzd3enWzfxb+cCBA9mzZw/Lly/nrbfealB28ODBgHk1WHx8PJ9//jkGgznnztPTnP+RmprKxo0bWbZsGWCeJjSZTGg0Gt5++20GDBhAbm4uo0ePtt7XZDJvsqfRaMjKyiI+Ph7R9liO2jh3MhvtxGkAVGfnotzkQa3ePG3rHh1Nlb6MsvPmFWVhcfJ33RZIINROXF5CbzsipCgKeZIjJOxIpVK1eIrKVZhMJmpqahp9zzKVFRERAUBMTEyDMmlpaRiNRuvXn332GUuXLuW7776jc+fOeHp6cvDgQZvPLFiwAL1ez/Lly4mKirJTS4SzBYRH4unrR5W+jEumOtTe3pgqKqgJuovaE3sAcyBkOV+sU2QXdF7erVll0UwSCLUTlpVj5/U1lFTWEuBlTtwrqTSgrzHPXXfpJIGQ6Djmz5/Pb37zG6Kjo9Hr9axdu5adO3eydetWcnJyWLt2LSNHjiQoKIgDBw4wZ84chg4dSr9+/Zq8Z8+ePW2+3rt3L2q1mj71m+wBNn8GrPsM/fy6aFtUKhURPRI5kf4jhdnHCO7Vy5wnFD6O2m694Pu1uMdEc1pOnG9zZNVYO+Gj09A5wDx8f+VRG5ZpsTA/HR7atvlbvBDXo6ioiIkTJ5KQkEBycjJ79uxh69at3H333bi7u7N9+3aGDx9OYmIiTz/9NGPHjmXTpk2tXW3hwqwbK2ZdscP04SPUnj4DmBOlZcVY2yMjQu1I9zAfzpZUceycnl/GmleOWY/WCJQhWtGxrFq1qsn3oqKi2LXrxle+TZ48mcmTJ1+1zOrVq2/4OcI1RCZYNlY8im6UeQ+p6sOHMZaWAvVTY6mbAQiTozXaDBkRakeseUJXJEznydJ5IYSwi/C47qjUasovXaSuizmXrDozk9qz5l2ka/18qbh0EZVKTWisbKTZVkgg1I50tx6+esXUWLGsGBNCCHvQengQEhMLwIXKcusO0xgMqNzduVBuHhkKiopGq/NozaqKFpBAqB1pbOWYdel8kGer1EkIIdoTy7ljBcezrDtMA2ijojh3wny0huQHtS0SCLUjlpVjF8pruFRRC1y5h5DkCAkhxI2y7CeUf+xywjTU5wfVrxiT/KC2RQKhdsTbZuWYnto6EwWlVYBMjQkhhD1YRoSKck+gSUiwXtdGRcmKsTZKAqF2pkdYfZ5QUTlnS6owKeCpdSPYx72VayaEEG2fX0go3gGdMBmNlPld/gWzJiSI6nI9ajcNwdFdW6+CosUkEGpnrlw5duXRGiqVqjWrJYQQ7YJKpbKOCp0vK0HtbU47KHEzf48NiYlFo9W2Wv1Ey0kg1M5ceebY5URpmRYTQgh7ibDkCR3PInjmDLxvvZVL9fvVhsfLjtJtjQRC7Yxlaiy7qJy84gpA8oOEEMKeLq8cyyRw6lSiV71DUe4JAMIkP6jNkUConYkPsawcq2X/afOeFhIICSGE/YTFxqN201BZWkLpuUIUk4lzJ7MB86aLom2RQKid8dZp6NLJvHJs76mLgARCQrz88suoVCqeeuop67U77rgDlUpl85oxY8ZV75Obm9vgMyqViu+//77R8uvWrUOlUjFmzBg7tka0No27O2Gx8QDkH8/kYsFZaquq0LjrCOoS3cq1Ey0lZ421Qz3CfDlzybxiDCRHSHRse/bs4a233mr0VPlp06axaNEi69deXs37v7J9+3Z69+5t/TooKKhBmdzcXJ555hmGDBlyHbUWri4yIZGC7Czyj2WCYv5mG9o1DrWbHG7d1siIUDvUvT5PCEClwrq3kBAdTXl5OQ8//DArV66kU6dODd738vIiPDzc+vLz82vWfYOCgmw+p/3ZKiGj0cjDDz/MwoULiYuTM6fao4julw9gLTwh+we1ZRIItUM9Qn2tfw7388BDK7+hCPtRFAVDdbXTX0r9b90tMWvWLEaNGsWwYcMafT8lJYXg4GD69OnD/PnzqaysbNZ977nnHkJDQ7ntttvYuHFjg/cXLVpEaGgoU6dObXGdRdtg2WH6wqlczhw+CEiidFvl0Kmxixcv8sQTT7Bp0ybUajVjx45l+fLl+Pj4NFn++eef58svvyQvL4+QkBDGjBnDiy++iL+/v7VcXl4eM2fOZMeOHfj4+DBp0iSWLFmCRiMzfXB5LyGQU+eF/dXV1PDGpHFOf+4f3/sYrUfzD7Jct24d+/btY8+ePY2+P378eGJiYoiMjOTAgQPMmzePrKwsNmzY0OQ9fXx8eO2117j11ltRq9V88sknjBkzhn//+9/cc889AOzevZtVq1aRkZHRovaJtsU3KBjfoBD0xec5n5cLyIhQW+XQyOHhhx+moKCAbdu2YTAYmDJlCtOnT2ft2rWNls/Pzyc/P59ly5bRq1cvTp06xYwZM8jPz+fjjz8GzEPOo0aNIjw8nO+++46CggImTpyIVqvlpZdecmRz2oz40MvnisVIICQ6oNOnT/Pkk0+ybds2PJoInqZPn279c9++fYmIiCA5OZmcnBzi4+Pp3bs3p06dAmDIkCF88cUXBAcH86c//cn6uUGDBpGfn8+rr77KPffcg16vZ8KECaxcuZLg4GDHNlK0usgeiWSlnQfA3dOLTuGRrVwjcT0cFggdPXqULVu2sGfPHn7xi18A8OabbzJy5EiWLVtGZGTDfzB9+vThk08+sX4dHx/P4sWLeeSRR6irq0Oj0fDll19y5MgRtm/fTlhYGDfffDMvvvgi8+bN44UXXsDdXY6S8HLXEBXoyemLVbJiTNidRqfjj+993CrPba709HSKiooYMGCA9ZrRaOTrr7/mH//4BzU1Nbj9LKl18ODBAGRnZxMfH8/nn3+OwWAAwNOz6Ty7wYMHs23bNgBycnLIzc1l9OjR1vdNJpO5/hoNWVlZxMfHN7sdwrWZA6FvAAiL64ZKLdkmbZHDAqG0tDQCAgKsQRDAsGHDUKvV/PDDD9x3333Nuk9paSl+fn7Waa+0tDT69u1LWFiYtcyIESOYOXMmhw8fpn///vZtSBs1ILoTpy9W0btz85I/hWgulUrVoimq1pCcnMzBgwdtrk2ZMoXExETmzZvXIAgCrFNZERERAMTExDTrWRkZGdbPJCYmNnjuggUL0Ov1LF++nKioqJY2Rbgwy8aKINNibZnDAqHCwkJCQ0NtH6bREBgYSGFhYbPuceHCBV588UWbIezCwkKbIAiwft3UfWtqaqipqbF+XVZW1qznt2WL7u3D+F9G88vYwNauihBO5+vrS58+fWyueXt7ExQURJ8+fcjJyWHt2rWMHDmSoKAgDhw4wJw5cxg6dGijy+wt3nvvPdzd3a2/cG3YsIF//etfvPPOOwB4eHg0eG5AQABAg+ui7QvpGotG606doZYw2UixzWrxON6zzz7b6IZiV74yMzNvuGJlZWWMGjWKXr168cILL9zQvZYsWYK/v7/11RF+K/P31DI4LkgOWxWiEe7u7mzfvp3hw4eTmJjI008/zdixY9m0adM1P/viiy8ycOBABg8ezGeffcaHH37IlClTnFBr4WrcNFoGjLqXiO4JdL1JZiPaKpXSwjWp58+fp7i4+Kpl4uLiWLNmDU8//TSXLl2yXq+rq8PDw4P169dfdWpMr9czYsQIvLy82Lx5s02y43PPPcfGjRttVmScPHmSuLg49u3b1+jUWGMjQlFRUdZpNyFE46qrqzl58iSxsbFNJh2LGyf9LETzlJWV4e/vb9ef3y2eGgsJCSEkJOSa5ZKSkigpKSE9PZ2BAwcCkJqaislksiYlNqasrIwRI0ag0+nYuHFjg28KSUlJLF68mKKiIuvU27Zt2/Dz86NXr16N3lOn06FrQaKlEEIIIToGh6W49+zZk1//+tdMmzaNH3/8kW+//ZbZs2fz+9//3rpi7OzZsyQmJvLjjz8C5iBo+PDhVFRUsGrVKsrKyigsLKSwsBCj0QjA8OHD6dWrFxMmTGD//v1s3bqVBQsWMGvWLAl2hBBCCNEiDt1HKCUlhdmzZ5OcnGzdUPGNN96wvm8wGMjKyrLu5rpv3z5++OEHALp162Zzr5MnT9K1a1fc3NzYvHkzM2fOJCkpCW9vbyZNmmRzXpAQQgghRHO0OEeoPXDEHKMQ7ZHkrjiH9LMQzeOIn9+y+5MQQgghOiwJhIQQ19QBB46dSvpXiNYjgZAQoklarRag2aeyi+tj6V9LfwshnEeOaxdCNMnNzY2AgACKiooA8PLykk067UhRFCorKykqKiIgIKDRoz+EEI4lgZAQ4qrCw8MBrMGQsL+AgABrPwshnEsCISHEValUKiIiIggNDbWexi7sR6vVykiQEK1IAiEhRLO4ubnJD2whRLsjydJCCCGE6LAkEBJCCCFEhyWBkBBCCCE6rA6ZI2TZvKysrKyVayKEEEKI5rL83LbnJqQdMhDS6/UAREVFtXJNhBBCCNFSer0ef39/u9yrQx66ajKZyM/Px9fXt91uDldWVkZUVBSnT5+Wg2WvIP3SkPRJQ9InjZN+aUj6pHGO6hdFUdDr9URGRqJW2ye7p0OOCKnVarp06dLa1XAKPz8/+c/ZCOmXhqRPGpI+aZz0S0PSJ41zRL/YayTIQpKlhRBCCNFhSSAkhBBCiA5LAqF2SqfT8fzzz6PT6Vq7Ki5F+qUh6ZOGpE8aJ/3SkPRJ49pSv3TIZGkhhBBCCJARISGEEEJ0YBIICSGEEKLDkkBICCGEEB2WBEJCCCGE6LAkEHJhS5YsYdCgQfj6+hIaGsqYMWPIysqyKVNdXc2sWbMICgrCx8eHsWPHcu7cOZsyf/zjHxk4cCA6nY6bb7650WcdOHCAIUOG4OHhQVRUFK+88oqjmnVDnNUnO3fu5N577yUiIgJvb29uvvlmUlJSHNm0G+LMfysW2dnZ+Pr6EhAQYOfW2Icz+0RRFJYtW0aPHj3Q6XR07tyZxYsXO6pp182ZfbJ161ZuueUWfH19CQkJYezYseTm5jqoZTfGHv2yf/9+HnroIaKiovD09KRnz54sX768wbN27tzJgAED0Ol0dOvWjdWrVzu6edfFWX2yYcMG7r77bkJCQvDz8yMpKYmtW7c6pY0WEgi5sF27djFr1iy+//57tm3bhsFgYPjw4VRUVFjLzJkzh02bNrF+/Xp27dpFfn4+999/f4N7/eEPf+DBBx9s9DllZWUMHz6cmJgY0tPTefXVV3nhhRd4++23Hda26+WsPvnuu+/o168fn3zyCQcOHGDKlClMnDiRzZs3O6xtN8JZ/WJhMBh46KGHGDJkiN3bYi/O7JMnn3ySd955h2XLlpGZmcnGjRv55S9/6ZB23Qhn9cnJkye59957ueuuu8jIyGDr1q1cuHCh0fu4Anv0S3p6OqGhoaxZs4bDhw/zX//1X8yfP59//OMf1jInT55k1KhR3HnnnWRkZPDUU0/x6KOPOv0Hf3M4q0++/vpr7r77bj7//HPS09O58847GT16ND/99JPzGquINqOoqEgBlF27dimKoiglJSWKVqtV1q9fby1z9OhRBVDS0tIafP75559XbrrppgbX/+d//kfp1KmTUlNTY702b948JSEhwf6NsDNH9UljRo4cqUyZMsUu9XY0R/fL3LlzlUceeUR59913FX9/f3tX3yEc1SdHjhxRNBqNkpmZ6bC6O4qj+mT9+vWKRqNRjEaj9drGjRsVlUql1NbW2r8hdnaj/WLx+OOPK3feeaf167lz5yq9e/e2KfPggw8qI0aMsHML7M9RfdKYXr16KQsXLrRPxZtBRoTakNLSUgACAwMBc7RtMBgYNmyYtUxiYiLR0dGkpaU1+75paWkMHToUd3d367URI0aQlZXFpUuX7FR7x3BUnzT1LMtzXJ0j+yU1NZX169ezYsUK+1XYCRzVJ5s2bSIuLo7NmzcTGxtL165defTRR7l48aJ9G+AAjuqTgQMHolareffddzEajZSWlvJ///d/DBs2DK1Wa99GOIC9+uXn3zPS0tJs7gHm77U3+r3JGRzVJz9nMpnQ6/VO/V4rgVAbYTKZeOqpp7j11lvp06cPAIWFhbi7uzfI0QgLC6OwsLDZ9y4sLCQsLKzBPSzvuSpH9snPffTRR+zZs4cpU6bcSJWdwpH9UlxczOTJk1m9enWbOmDSkX1y4sQJTp06xfr163n//fdZvXo16enpjBs3zp5NsDtH9klsbCxffvklf/nLX9DpdAQEBHDmzBk++ugjezbBIezVL9999x0ffvgh06dPt15r6nttWVkZVVVV9m2IHTmyT35u2bJllJeX88ADD9it/tfSIU+fb4tmzZrFoUOH2L17d2tXxWU4q0927NjBlClTWLlyJb1793bos+zBkf0ybdo0xo8fz9ChQ+1+b0dyZJ+YTCZqamp4//336dGjBwCrVq1i4MCBZGVlkZCQYPdn2oMj+6SwsJBp06YxadIkHnroIfR6Pc899xzjxo1j27ZtqFQquz/TXuzRL4cOHeLee+/l+eefZ/jw4XasXetwVp+sXbuWhQsX8tlnnxEaGnrdz2opGRFqA2bPns3mzZvZsWMHXbp0sV4PDw+ntraWkpISm/Lnzp0jPDy82fcPDw9vsCrE8nVL7uNMju4Ti127djF69Gj+/ve/M3HixButtsM5ul9SU1NZtmwZGo0GjUbD1KlTKS0tRaPR8K9//ctezbArR/dJREQEGo3GGgQB9OzZE4C8vLwbq7yDOLpPVqxYgb+/P6+88gr9+/dn6NChrFmzhq+++ooffvjBXs2wO3v0y5EjR0hOTmb69OksWLDA5r2mvtf6+fnh6elp38bYiaP7xGLdunU8+uijfPTRRw2mDx1NAiEXpigKs2fP5tNPPyU1NZXY2Fib9wcOHIhWq+Wrr76yXsvKyiIvL4+kpKRmPycpKYmvv/4ag8FgvbZt2zYSEhLo1KnTjTfEjpzVJ2Be5jpq1CiWLl161aFcV+CsfklLSyMjI8P6WrRoEb6+vmRkZHDffffZrT324Kw+ufXWW6mrqyMnJ8d67dixYwDExMTcYCvsy1l9UllZiVpt++PFzc0NMI+guRp79cvhw4e58847mTRpUqPbJyQlJdncA8zfa1v6vckZnNUnAB988AFTpkzhgw8+YNSoUY5p0NU4LS1btNjMmTMVf39/ZefOnUpBQYH1VVlZaS0zY8YMJTo6WklNTVX27t2rJCUlKUlJSTb3OX78uPLTTz8pjz32mNKjRw/lp59+Un766SfrKrGSkhIlLCxMmTBhgnLo0CFl3bp1ipeXl/LWW285tb3N4aw+SU1NVby8vJT58+fbPKe4uNip7W0uZ/XLz7nyqjFn9YnRaFQGDBigDB06VNm3b5+yd+9eZfDgwcrdd9/t1PY2h7P65KuvvlJUKpWycOFC5dixY0p6eroyYsQIJSYmxuZZrsIe/XLw4EElJCREeeSRR2zuUVRUZC1z4sQJxcvLS/nzn/+sHD16VFmxYoXi5uambNmyxantbQ5n9UlKSoqi0WiUFStW2JQpKSlxWlslEHJhQKOvd99911qmqqpKefzxx5VOnTopXl5eyn333acUFBTY3Of2229v9D4nT560ltm/f79y2223KTqdTuncubPy8ssvO6mVLeOsPpk0aVKj799+++3Oa2wLOPPfypVcORByZp+cPXtWuf/++xUfHx8lLCxMmTx5sksGzc7skw8++EDp37+/4u3trYSEhCj33HOPcvToUSe1tGXs0S/PP/98o/eIiYmxedaOHTuUm2++WXF3d1fi4uJsnuFKnNUnTf1bmjRpktPaqlIURWnBAJIQQgghRLshOUJCCCGE6LAkEBJCCCFEhyWBkBBCCCE6LAmEhBBCCNFhSSAkhBBCiA5LAiEhhBBCdFgSCAkhhBCiw5JASAghhBAdlgRCQgghhOiwJBASQoh6RqPRJQ8FFUI4jgRCQgiX9P777xMUFERNTY3N9TFjxjBhwgQAPvvsMwYMGICHhwdxcXEsXLiQuro6a9m//e1v9O3bF29vb6Kionj88ccpLy+3vr969WoCAgLYuHEjvXr1QqfTkZeX55wGCiFcggRCQgiX9Lvf/Q6j0cjGjRut14qKivjPf/7DH/7wB7755hsmTpzIk08+yZEjR3jrrbdYvXo1ixcvtpZXq9W88cYbHD58mPfee4/U1FTmzp1r85zKykqWLl3KO++8w+HDhwkNDXVaG4UQrU8OXRVCuKzHH3+c3NxcPv/8c8A8wrNixQqys7O5++67SU5OZv78+dbya9asYe7cueTn5zd6v48//pgZM2Zw4cIFwDwiNGXKFDIyMrjpppsc3yAhhMuRQEgI4bJ++uknBg0axKlTp+jcuTP9+vXjd7/7HX/9618JCQmhvLwcNzc3a3mj0Uh1dTUVFRV4eXmxfft2lixZQmZmJmVlZdTV1dm8v3r1ah577DGqq6tRqVSt2FIhRGvRtHYFhBCiKf379+emm27i/fffZ/jw4Rw+fJj//Oc/AJSXl7Nw4ULuv//+Bp/z8PAgNzeX3/72t8ycOZPFixcTGBjI7t27mTp1KrW1tXh5eQHg6ekpQZAQHZgEQkIIl/boo4/y+uuvc/bsWYYNG0ZUVBQAAwYMICsri27dujX6ufT0dEwmE6+99hpqtTkd8qOPPnJavYUQbYMEQkIIlzZ+/HieeeYZVq5cyfvvv2+9/txzz/Hb3/6W6Ohoxo0bh1qtZv/+/Rw6dIj//u//plu3bhgMBt58801Gjx7Nt99+y//+7/+2YkuEEK5IVo0JIVyav78/Y8eOxcfHhzFjxlivjxgxgs2bN/Pll18yaNAgbrnlFv7+978TExMDwE033cTf/vY3li5dSp8+fUhJSWHJkiWt1AohhKuSZGkhhMtLTk6md+/evPHGG61dFSFEOyOBkBDCZV26dImdO3cybtw4jhw5QkJCQmtXSQjRzkiOkBDCZfXv359Lly6xdOlSCYKEEA4hI0JCCCGE6LAkWVoIIYQQHZYEQkIIIYTosCQQEkIIIUSHJYGQEEIIITosCYSEEEII0WFJICSEEEKIDksCISGEEEJ0WBIICSGEEKLDkkBICCGEEB3W/wP9/o2EyvpAYQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "change = accidents_df[['15-17', '18-20', '21-24', '25-34', '35-44', '45-54']].pct_change()\n",
    "change.plot(title=\"Fig. 6: Change of accidents per year over different age groups\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In general the groups 15-17, 18-20 and 21-24 belong to the groups with the largest negative percentage change of accidents, although there are some exceptions in some years:\n",
    "- for 18-20 this is for example 2016, where they had the second-greatest change, although it went rapidly down in the both years after\n",
    "- for 15-17 the changes were among the highest from 2017-2019. \n",
    "\n",
    "One especially interesting data point is the change from 2009 to 2010 for 15-17. There was a change of -20% visible which is very extreme, and may be labeled an outlier."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\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>15-17</th>\n",
       "      <th>18-20</th>\n",
       "      <th>21-24</th>\n",
       "      <th>25-34</th>\n",
       "      <th>35-44</th>\n",
       "      <th>45-54</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2008</th>\n",
       "      <td>1138</td>\n",
       "      <td>41829</td>\n",
       "      <td>38563</td>\n",
       "      <td>62189</td>\n",
       "      <td>63347</td>\n",
       "      <td>53250</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009</th>\n",
       "      <td>1127</td>\n",
       "      <td>41287</td>\n",
       "      <td>38194</td>\n",
       "      <td>60374</td>\n",
       "      <td>58157</td>\n",
       "      <td>52751</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2010</th>\n",
       "      <td>903</td>\n",
       "      <td>37610</td>\n",
       "      <td>37310</td>\n",
       "      <td>59257</td>\n",
       "      <td>54804</td>\n",
       "      <td>52933</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2011</th>\n",
       "      <td>937</td>\n",
       "      <td>35357</td>\n",
       "      <td>36331</td>\n",
       "      <td>58149</td>\n",
       "      <td>52122</td>\n",
       "      <td>54047</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012</th>\n",
       "      <td>864</td>\n",
       "      <td>33586</td>\n",
       "      <td>36203</td>\n",
       "      <td>59292</td>\n",
       "      <td>50443</td>\n",
       "      <td>54069</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2013</th>\n",
       "      <td>766</td>\n",
       "      <td>29910</td>\n",
       "      <td>33929</td>\n",
       "      <td>58874</td>\n",
       "      <td>48547</td>\n",
       "      <td>54216</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014</th>\n",
       "      <td>675</td>\n",
       "      <td>28235</td>\n",
       "      <td>31596</td>\n",
       "      <td>57918</td>\n",
       "      <td>46524</td>\n",
       "      <td>53432</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015</th>\n",
       "      <td>620</td>\n",
       "      <td>27648</td>\n",
       "      <td>30152</td>\n",
       "      <td>59175</td>\n",
       "      <td>46369</td>\n",
       "      <td>53370</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016</th>\n",
       "      <td>610</td>\n",
       "      <td>28130</td>\n",
       "      <td>30118</td>\n",
       "      <td>60485</td>\n",
       "      <td>46973</td>\n",
       "      <td>52849</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017</th>\n",
       "      <td>621</td>\n",
       "      <td>26954</td>\n",
       "      <td>28960</td>\n",
       "      <td>60373</td>\n",
       "      <td>46706</td>\n",
       "      <td>51642</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018</th>\n",
       "      <td>602</td>\n",
       "      <td>24469</td>\n",
       "      <td>27859</td>\n",
       "      <td>58331</td>\n",
       "      <td>46324</td>\n",
       "      <td>49338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019</th>\n",
       "      <td>618</td>\n",
       "      <td>24365</td>\n",
       "      <td>27312</td>\n",
       "      <td>56524</td>\n",
       "      <td>45197</td>\n",
       "      <td>46416</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020</th>\n",
       "      <td>523</td>\n",
       "      <td>19995</td>\n",
       "      <td>22880</td>\n",
       "      <td>45830</td>\n",
       "      <td>37618</td>\n",
       "      <td>37122</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021</th>\n",
       "      <td>556</td>\n",
       "      <td>20629</td>\n",
       "      <td>24571</td>\n",
       "      <td>47500</td>\n",
       "      <td>38120</td>\n",
       "      <td>35415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022</th>\n",
       "      <td>534</td>\n",
       "      <td>20382</td>\n",
       "      <td>24506</td>\n",
       "      <td>49187</td>\n",
       "      <td>42171</td>\n",
       "      <td>37454</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      15-17  18-20  21-24  25-34  35-44  45-54\n",
       "year                                          \n",
       "2008   1138  41829  38563  62189  63347  53250\n",
       "2009   1127  41287  38194  60374  58157  52751\n",
       "2010    903  37610  37310  59257  54804  52933\n",
       "2011    937  35357  36331  58149  52122  54047\n",
       "2012    864  33586  36203  59292  50443  54069\n",
       "2013    766  29910  33929  58874  48547  54216\n",
       "2014    675  28235  31596  57918  46524  53432\n",
       "2015    620  27648  30152  59175  46369  53370\n",
       "2016    610  28130  30118  60485  46973  52849\n",
       "2017    621  26954  28960  60373  46706  51642\n",
       "2018    602  24469  27859  58331  46324  49338\n",
       "2019    618  24365  27312  56524  45197  46416\n",
       "2020    523  19995  22880  45830  37618  37122\n",
       "2021    556  20629  24571  47500  38120  35415\n",
       "2022    534  20382  24506  49187  42171  37454"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "accidents_df"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "If the numbers of accidents are directly observed, a reason for the outlier and the general unsteady development of accident numbers among 15-17 year olds can be found:\n",
    "\n",
    "They can be explained by the fact that in this age group only very few relevant accidents happen - less than 1000 per year, when in the next age group there are already more than at least 20000 - more than 20-fold.\n",
    "\n",
    "Even a small change in accident numbers among 15-17 causes a huge percentage change. So the percentage numbers in this age group should be treated with caution."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Interpretation\n",
    "In the following the three initial question should be answered by the found observations.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "### Are enough young people using the BF17 program, so that a relevant influence in the accidents can be even deduced from the program?\n",
    "The main problem of this question is that there only exists data for the years from 2017 on, and no data from 2008-2016 where accident data would be available.\n",
    "\n",
    "But it could be shown that the BF17 is at least from 2017 on strongly accepted. \n",
    "As observed in Fig. 1 and Fig. 3 in 2017 about half of the 18-year-old drivers have also done BF17.\n",
    "Therefore, one could deduce that also in the years before many young drivers also have done BF17, as it is unlikely that this number rose from 0 to 50% from one year to the next one.\n",
    "The ratio for this program is very big.\n",
    "\n",
    "In recent years however this ratio seems to sink a bit again which comes especially clear in Fig. 3. The ratio sank from 47% to 38% which means that fewer young people use the BF17 program. \n",
    "Instead, more young people do their driving license at the of 18 or over.\n",
    "It might be interesting to keep an eye on this development in the next years.\n",
    "Currently, the ratio is still rather high, but if the negative trend stays like this, BF17 might lose its relevance.\n",
    "\n",
    "Especially in Fig. 2 it could be observed that general number of new driving permits among young people is sinking.\n",
    "The reason for this cannot be determined by the data, but it remains an interesting open question.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Did the introduction of BF17 reduce the number of accidents among young drivers?\n",
    "### Could BF17 have any negative effect (for example an increase of accidents that already 17-year-olds have)?\n",
    "These questions are harder to answer with the available data.\n",
    "In general in Fig. 4 and Fig. 5 it can be seen that the overall accident numbers of all age groups is sinking in the last few years even before COVID.\n",
    "Also, as seen in Fig. 6, the number of accidents among younger drivers is sinking stronger than those of other age groups in most of the last years.\n",
    "On the other hand there are also outliers, but in general it could be assumed that the introduction of BF17 actually reduced the number of accidents among young drivers.\n",
    "\n",
    "But the main problem here is that the accident database only gives data from 2008 on.\n",
    "BF17 was completely introduced as federal law in 2011, but years before that the states could autonomously introduce BF17, so that most states already had a BF17 program in 2008.\n",
    "To answer this question more securely it would be very useful to have data before 2008, so that accident numbers without any BF17 program anywhere in Germany could be analyzed.\n",
    "\n",
    "Because of this and the general sinking accident numbers it is very hard to deduce a BF17 effect, i.e. a positive effect on the accident numbers which can be only accounted to BF17, from the accident numbers. \n",
    "The more drastic percentage change among young drivers might be a hint to a positive effect by BF17 but without more data from more years this cannot be said for sure.\n",
    "Therefore, the second question remains unanswered.\n",
    "\n",
    "But on the other hand the third question can be answered as \"no\" with a high probability.\n",
    "For this question to be answered positively, an increase of accident numbers among young drivers (or at least a higher percentage change) should be recognizable some years after 2008 when the program was more broadly accepted in the public.\n",
    "But this can be denied.\n",
    "As already explained, the change rates are often more negatively than those of older drivers, or at least comply to the overall development in some years.\n",
    "But the accident numbers do not behave completely different from the other ones.\n",
    "\n",
    "A relationship between the accident numbers and the number of BF17 participants cannot be deduced from this data especially because there only exist few data points from 2018 on and also the COVID pandemic heavily skews the statistic. \n",
    "But although the BF17 participant numbers are sinking, a clear trend in the accident cannot be determined."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Final remarks and outlook\n",
    "In the end the three main question can only be answered to a certain degree while many details remain unclear.\n",
    "The chosen datasets did not prove as useful as hoped in the beginning of the project, especially because it became clear that the data of both sources covered too few years to make more meaningful comparisons and get clearer results.\n",
    "Also, it became clear that the whole topic is more complicated as assumed.\n",
    "There are many reasons for the changes in accident numbers, especially technical innovations in cars but also maybe new concepts in educating driving students.\n",
    "Because of this, this field remains open for more research.\n",
    "\n",
    "Also, other related questions have arisen, which may also help to answer the question of the BF17 influence.\n",
    "Especially interesting is the question, why in general all accident numbers go down among all age groups and also the number of new driving permits, and if both trends are related.\n",
    "The answers to these questions may help to get more hints about the real effect of BF17.\n",
    "\n",
    "The positive message of this project is, that BF17, although the full effects of the program could not really be measured, is widely accepted by young drivers in Germany, and does not seem to have bad effects on the driving skills or accidents numbers of young drivers, but at least an indifferent, but very more likely, a positive effect.  \n",
    "Therefore, it can be deemed a success."
   ]
  }
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