{
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   "source": [
    "# Econ 323 Final Project"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7b4d6ece-2d41-4294-b4b3-e88bac928231",
   "metadata": {},
   "source": [
    "### Authors: Nolan Petroff and Shaan Hooey"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c37b1e3a-1d1d-4553-8dff-d731129f2e9c",
   "metadata": {},
   "source": [
    "## Introduction to Topic and Data"
   ]
  },
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   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import scipy as sc\n",
    "import os\n",
    "import sklearn as sk\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
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   "id": "2dd86a53-5c72-4558-851f-65df7992aa97",
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   "source": [
    "# Context and Motivation for our Project\n",
    "Oil is one of Canada's largest exports both by volume and value. Given a variety of factors including the grade of the oil found in Canada compared to elsewhere, Canadian crude (WCS) is priced at a discount to standard American crude (WTI). In the last few years, industry experts have sounded alarm bells regarding the increasing impact of this price differential, and they are concerned about how large it could become in the future. The differential has frequently ballooned to 30 or 40 dollars USD per barrel, which has driven a large wedge between the value Canadian producers receive as opposed to American producers of equivalent size. We want to understand the total magnitude of this impact. The equation we will use is directly below:\n",
    "\n",
    "* Total Differential Impact = Differential Price * Exchange Rate (CAD/USD) * Production per Day\n",
    "\n",
    "You'll notice that, in addition to price and quantity, we consider the exchange rate in our assessment of impact. This is because oil is an industry of critical importance to Canadian GDP, yet the differential price is measured in USD. Thus, it is important to first convert the differential price to a more relevant currency for Canadians, and then model, using realistic assumptions, the difference in output that can reasonably be achieved through policy action. Our project will proceed as follows:\n",
    "\n",
    "### Part 1: Introduction of the Data Used + Cleaning/Merging\n",
    "* We have data from a range of sources. Namely, they contain information on oil differential prices and production, as well as Canadian economic indicators such as GDP and exchange rates. \n",
    "* The end goal of this section is to create a new and more usable dataset with all our relevant variables.\n",
    "\n",
    "### Part 2: Analysis on Which Economic Indicators are Impacted by the Differential\n",
    "* This will involve some fairly elementary data analysis. What we want to do here is show that the oil industry is large enough that it has widespread impacts on things like GDP and the exchange rate. \n",
    "* We want to quantify the impact of the differential. This means finding a dollar value, according to the equation above, representing how much less Canadian producers receive compared to if they were able to sell nearer to WTI-level prices.\n",
    "\n",
    "### Part 3: Discussion on the Differential and What \"Segments\" of it can be Changed\n",
    "* This will be our most brief section. It will feature a short discussion on what academics deem to be reasonable assumptions for our differential reduction analysis in Part 4.\n",
    "\n",
    "### Part 4: Sensitivity Analysis based on Realistic Changes to Key Variables to Quantify the Differential\n",
    "* Given the values determined in Part 3, we want to understand if such changes to the differential price are economically significant.\n",
    "* Obtaining meaningful results would certainly support our empirical findings in Part 2. From here, we could extrapolate how improving differential prices is likely to impact GDP using Monte Carlo. \n",
    "* A Monte Carlo Analysis would allow us to create probability distributions to represent change in differential (our independent variable), amount of production, and exchange rate. From here, we could then print the values for the 25th percentile, 50th percentile (median), mean, and 75th percentile to show how the differential the differential impact changes with a narrowing of the discount.\n",
    "* The ultimate objective is to put an exact number, based on reasonable assumptions, to how a policy that reduces the differential by x$ is likely to effect Canadian GDP.\n",
    "\n",
    "### Part 5: Discussion on Policy Implications & Conclusion\n",
    "* Significant results suggest that public policies aimed at addressing a specific category of the differential may be worthwhile. We give our preliminary thoughts, and discuss logical extensions to our research that may incite more productive discussion on concrete policy action. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e696eb39-9760-44d7-a49f-14b6d0607177",
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   "source": [
    "## Part 1: Introduction of the Data Used + Cleaning/Merging\n",
    "### Table of Contents\n",
    "#### 1. Oil Prices and the WCS/WTI Differential - introduction to and cleaning of data\n",
    "#### 2. Canadian Oil Production - introduction to and cleaning of data\n",
    "#### 3. Canadian GDP - introduction to and cleaning of data\n",
    "#### 4. Canada - US Exchange Rates - introduction to and cleaning of data\n",
    "#### 5. Creation of a More Useful Combined Dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04800320-a91b-4a17-a704-1120d9c52a57",
   "metadata": {},
   "source": [
    "### 1. Oil Prices and the WCS/WTI Differential - Data Pulled from Alberta Economic Dashboard\n",
    "Source: https://economicdashboard.alberta.ca/oilprice\n",
    "\n"
   ]
  },
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Number</th>\n",
       "      <th>Data</th>\n",
       "      <th>Blend</th>\n",
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       "      <th>Price</th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>216755</td>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>28.44</td>\n",
       "      <td>216573</td>\n",
       "      <td>02-01-2005 12:00:00 AM</td>\n",
       "      <td>WTI</td>\n",
       "      <td>$US/bbl2</td>\n",
       "      <td>48.05</td>\n",
       "      <td>19.61</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <th>1</th>\n",
       "      <td>216756</td>\n",
       "      <td>2005-03-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>36.50</td>\n",
       "      <td>216574</td>\n",
       "      <td>03/01/2005 12:00:00 AM</td>\n",
       "      <td>WTI</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>54.63</td>\n",
       "      <td>18.13</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>216757</td>\n",
       "      <td>2005-04-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>31.02</td>\n",
       "      <td>216575</td>\n",
       "      <td>04/01/2005 12:00:00 AM</td>\n",
       "      <td>WTI</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>53.22</td>\n",
       "      <td>22.20</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>216758</td>\n",
       "      <td>2005-05-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>27.46</td>\n",
       "      <td>216576</td>\n",
       "      <td>05/01/2005 12:00:00 AM</td>\n",
       "      <td>WTI</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>49.87</td>\n",
       "      <td>22.41</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>216759</td>\n",
       "      <td>2005-06-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>38.16</td>\n",
       "      <td>216577</td>\n",
       "      <td>06/01/2005 12:00:00 AM</td>\n",
       "      <td>WTI</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>56.42</td>\n",
       "      <td>18.26</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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      "text/plain": [
       "   Number       Data Blend     Unit  Price  Number2                   Data2  \\\n",
       "0  216755 2005-02-01   WCS  $US/bbl  28.44   216573  02-01-2005 12:00:00 AM   \n",
       "1  216756 2005-03-01   WCS  $US/bbl  36.50   216574  03/01/2005 12:00:00 AM   \n",
       "2  216757 2005-04-01   WCS  $US/bbl  31.02   216575  04/01/2005 12:00:00 AM   \n",
       "3  216758 2005-05-01   WCS  $US/bbl  27.46   216576  05/01/2005 12:00:00 AM   \n",
       "4  216759 2005-06-01   WCS  $US/bbl  38.16   216577  06/01/2005 12:00:00 AM   \n",
       "\n",
       "  Blend2     Unit2  Price6  Differential  Unnamed: 11 Unnamed: 12  \n",
       "0    WTI  $US/bbl2   48.05         19.61          NaN         NaN  \n",
       "1    WTI   $US/bbl   54.63         18.13          NaN         NaN  \n",
       "2    WTI   $US/bbl   53.22         22.20          NaN         NaN  \n",
       "3    WTI   $US/bbl   49.87         22.41          NaN         NaN  \n",
       "4    WTI   $US/bbl   56.42         18.26          NaN         NaN  "
      ]
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     "execution_count": 48,
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   ],
   "source": [
    "prices = pd.read_csv('Price Data.csv', parse_dates = [\"Data\"])\n",
    "prices.head()"
   ]
  },
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   "id": "222a4402-0abd-4a1d-ab83-504bbc4a448b",
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   "source": [
    "This data set isn't too bad but it could definitely be improved. Most of Part 1 will be similar; we want to clean and make our data more accessible. In this case, we're only interested in the prices over time, so we will rename columns with price and date information, and remove the rest.  "
   ]
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  {
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   "id": "26559c49-26e2-436b-b436-1539fef2a87e",
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       "      <th></th>\n",
       "      <th>Date</th>\n",
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       "      <th>WCS Price</th>\n",
       "      <th>Blend</th>\n",
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       "      <th>0</th>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>28.44</td>\n",
       "      <td>WTI</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2005-03-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>36.50</td>\n",
       "      <td>WTI</td>\n",
       "      <td>54.63</td>\n",
       "      <td>-18.13</td>\n",
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       "      <th>2</th>\n",
       "      <td>2005-04-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>31.02</td>\n",
       "      <td>WTI</td>\n",
       "      <td>53.22</td>\n",
       "      <td>-22.20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2005-05-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>27.46</td>\n",
       "      <td>WTI</td>\n",
       "      <td>49.87</td>\n",
       "      <td>-22.41</td>\n",
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       "      <th>4</th>\n",
       "      <td>2005-06-01</td>\n",
       "      <td>WCS</td>\n",
       "      <td>$US/bbl</td>\n",
       "      <td>38.16</td>\n",
       "      <td>WTI</td>\n",
       "      <td>56.42</td>\n",
       "      <td>-18.26</td>\n",
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      ],
      "text/plain": [
       "        Date Blend     Unit  WCS Price Blend  WTI Price  Differential\n",
       "0 2005-02-01   WCS  $US/bbl      28.44   WTI      48.05        -19.61\n",
       "1 2005-03-01   WCS  $US/bbl      36.50   WTI      54.63        -18.13\n",
       "2 2005-04-01   WCS  $US/bbl      31.02   WTI      53.22        -22.20\n",
       "3 2005-05-01   WCS  $US/bbl      27.46   WTI      49.87        -22.41\n",
       "4 2005-06-01   WCS  $US/bbl      38.16   WTI      56.42        -18.26"
      ]
     },
     "execution_count": 49,
     "metadata": {},
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    }
   ],
   "source": [
    "#Let's clean this data up a bit\n",
    "prices = prices.drop(['Number','Number2', 'Data2', 'Unit2', 'Unnamed: 11', 'Unnamed: 12'], axis=1)  \n",
    "names={\"Data\":\"Date\",\n",
    "       \"Blend\":\"Blend\",\n",
    "       \"Unit\":\"Unit\",\n",
    "       \"Price\":\"WCS Price\",\n",
    "       \"Blend2\":\"Blend\",\n",
    "       \"Price6\":\"WTI Price\",\n",
    "       \"Differential\":\"Differential\"}\n",
    "\n",
    "prices.rename(columns=names, inplace=True)\n",
    "\n",
    "prices[\"Differential\"] = (prices[\"Differential\"]*-1)\n",
    "\n",
    "prices.head() #this looks much better "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cf33cb26-683c-4207-934e-4d3136c0e123",
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   "source": [
    "Now, we have a much cleaner dataset with the exact columns we need. We tested our changes by using the .head() command, which allows us to see the first five rows of data. As we can see, we have the WCS price in USD, the WTI price in USD, and the differential over time. Also note that we altered the differential to a negative value since it's main interpretation is the \"discount\" that Canadian crude receives relative to WTI. This is more intuitive as a lower value is worse (from our Canadian view) and a higher value closer to 0 is better. Now, let's plot our data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "3f7e5c40-70dd-4b44-b07c-7961f18365fb",
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    {
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",
      "text/plain": [
       "<Figure size 1600x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2,2, figsize = (16,10))\n",
    "fig.set_facecolor('lightblue')\n",
    "\n",
    "prices.plot(\"Date\", \"WCS Price\", \n",
    "            title=\"WCS Price Since 2005\", \n",
    "            ylabel='Price (USD)', \n",
    "            ax = axes[0, 0],\n",
    "            ylim = (0, 140))\n",
    "\n",
    "prices.plot(\"Date\", \"WTI Price\", \n",
    "            title=\"WTI Price Since 2005\",\n",
    "            ylabel='Price (USD)', \n",
    "            ax = axes[0, 1],\n",
    "            ylim = (0, 140))\n",
    "\n",
    "prices.plot(\"Date\", \"Differential\", \n",
    "            title=\"Differential Since 2005\",\n",
    "            ylim = (-50, 125),\n",
    "            ylabel='Price (USD)', \n",
    "            ax = axes[1, 0])\n",
    "\n",
    "prices.plot(\"Date\", [\"WCS Price\", \"WTI Price\", \"Differential\"],\n",
    "            title='WCS, WTI & Diffrential Evolution Since 2005',\n",
    "            ylabel='Price (USD)',\n",
    "            ax = axes[1, 1])\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bee3cdbd-23bb-4b06-9463-1ae2ffe3ba5b",
   "metadata": {},
   "source": [
    "The graphs above show a lot of variability and it's a bit difficult to see what the 'average' or 'normal 'price is at first glance. Let's make some density plots to get a better idea of the distribution for each of our three relevant prices. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "4a1e06f3-8350-4082-9f45-ea0bd10b6279",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1,3, figsize = (12, 4))\n",
    "\n",
    "prices['WCS Price'].plot.density(xlim=(-10, 130), ax=axes[0], title='Density Plot of WCS Prices')\n",
    "axes[0].axhline(0,linestyle=\"--\", color='red')\n",
    "prices['WTI Price'].plot.density(xlim=(-10, 130), ax=axes[1], title='Density Plot of WTI Prices')\n",
    "axes[1].axhline(0,linestyle=\"--\", color='red')\n",
    "prices['Differential'].plot.density(xlim=(-60, 10), ax=axes[2], title='Density Plot of Differential Prices')\n",
    "axes[2].axhline(0,linestyle=\"--\", color='red')\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cbd96998-c5ec-44be-98dd-cbfb933d4245",
   "metadata": {},
   "source": [
    "These plots make sense. WCS and WTI have similar density structures, although the peak for WCS is roughly 15 USD lower than for WTI. This validates what we saw in the plot for the differential, which had its peak at approximately -15 USD.\n",
    "\n",
    "#### More in Depth on the Differential (our object of interest)\n",
    "Seen above, the differential is typically in the range of 10-25 USD but frequently spikes to 30 or 40. Many of these instances are due to acute capacity constraints or market dynamics (such as refinery closures). The difference in grade and transport costs (the other two key contributing factors to the differential) have remained relatively constant over this period. As such, events related to supply constraints and/or market changes are almost always to blame for these intense spikes. Let's try to see how often the differential falls within its normal range of 10-25 USD. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "00e4589c-3e0f-4a3c-ba71-a89e26338b3b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([0, 1, 2]),\n",
       " [Text(0, 0, 'Low (< 10 USD)'),\n",
       "  Text(1, 0, 'Standard (10-25 USD)'),\n",
       "  Text(2, 0, 'High (> 25 USD)')])"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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TfoaIiAgBQHTs2PGTpr9165YAIAYPHqwy/O+//xYAxM8//ywNy2kwS//hCSHE77//LoUOpZw0s+ak1pwcmko/7bp164Surq549eqVSElJEXZ2dtIXImMwGzdunACQ6TykQYMGCYVCIZ2PoAxmbm5u0hdGCCEuXLggAIitW7dKwz52KNPGxkZER0dLwyIiIoSGhoYICAiQhhkZGQlvb++Pvu+MPuUwQ0pKioiNjRWGhoYqO1blvBn/NrNnzxYARHh4eI5qSU5OFvXq1RMmJiYqh7F+++23TOuQUv/+/YWOjo70vFGjRqJEiRJZLl9HR0f0799fer5x40YxY8YMcfDgQXH8+HExc+ZMYW5uLmxsbMSTJ09yVPvHfMrnbGNjo3IIpWTJkqJixYoqh2+FEKJZs2bCzs5OOiTQu3dvoa2tLW7evPnFdV69elXo6+uL1q1bqwzPyeeaUXR0tChVqpRwcHAQMTExH3z9I0eOZArm2SlZsqSwtbX96HTZyW69zu5QZlxcnDA3NxfNmzdXGZ6amirKly8vqlWrJg2rWrWqcHBwEImJidKwmJgYYWFhofJdV/7omD17tsoyt23bJgCIVatWScOcnJyEpqamtI1JL7vttJLy8HT65Q0YMEAYGRll+iEyd+5cAUDawS1fvlwAyHQqTL9+/XIUzDKuU8pTEaZPny4N69Gjh7C2tlb53GbNmiU0NDSknXd2Prb9j4+PFwBUDkemD2ZK7u7uokyZMpnmd3JyEl5eXirDAgIChIaGRqbv9R9//CEAiIMHD0rDAAhTU1Px+vVrlWmbNGkiihQpIqKiolSGDx06VOjp6UnT59Y+9mPhKiUlRSQnJ4sGDRpk+pt9SjATQoipU6cKHR0dAUAAEC4uLmLgwIEqP/aEyBzMMnr+/LkoWrSoKFOmjBTgHz16JLS0tMSwYcNUpo2JiRG2trYqjSwfI6vuMk6cOAEAmQ5RVqtWDaVKlcqyWf5TpT9cCgDlypUDgEyHwT5VXtaq1K5dO+jo6OC3337DwYMHERERke0VTsePH0fp0qWlwy1KPXv2hBACx48fVxnu5eUFTU1N6fnnfB4eHh4wNjaWntvY2MDa2lplGdWqVcP69esxffp0nD9/HsnJyZ+8/IxiY2MxduxYFCtWDFpaWtDS0oKRkRHi4uJw69atTNPnxt9cCIE+ffrgzz//xMaNG+Hg4JBpmuwOeWcc/qFD4+nHdevWDT///DM8PT3h4eGBsWPH4tChQ3jx4gVmz579wXrT0tKQkpIiPXJyFWF23m/33rt37x5u376NLl26AIDKa/3www8IDw+XDl8cOnQIHh4eKFWq1Be9/oMHD9CsWTM4ODhg9erVmcZ/6ueaXkJCAtq0aYOHDx9i+/btMDIyynYZly9fRvv27VGjRg0EBATk/A18RE7X64zOnj2L169fo0ePHip/j7S0NDRt2hQXL15EXFwc4uLicOnSJbRq1Qo6OjrS/EZGRmjevLnKMpXbi4zbm3bt2sHQ0DDT9q1cuXIoXrx4jt731q1bMWbMGEyYMAH9+vWThu/fvx8eHh6wt7dXeT+enp4AgFOnTgF4vw02NjbO9D3v3LlzjupQrstKtWrVgpOTk7SNB4ARI0YgMjIS27dvB/D+e7Z8+XJ4eXllOpSVU+m/X7ll//79KFu2LCpUqKDyGTZp0kQ6DJpe/fr1YWZmJj1PSEjAsWPH0Lp1axgYGGT6nickJKic+gLk/j4WAFasWIFKlSpBT08PWlpa0NbWxrFjxz7pe5GViRMn4tGjR1i7di0GDBgAIyMjrFixApUrV8bWrVs/aRlxcXHw8vJCQkICDh06JPWycOTIEaSkpKB79+4qn5eenh7c3d0zfeYfkqfBzNLSEgYGBggLC/uk6T90DNje3l4a/zksLCxUnivPd4uPj/+s5eVlrUqGhobo0KED1q5dizVr1qBhw4ZwcnLKtp7saklfr1JufB4Zl6FcTvplbNu2DT169MDq1atRs2ZNmJubo3v37jk+DwR4v8FdunQp+vbtiyNHjuDChQu4ePEirKyssqz7S9+jEAJ9+/bF5s2bsX79erRs2TLL5Wf1t379+jXMzc1Vps1quri4OCQlJalMm5Vq1aqhePHimTaGGU2dOhXa2trS47vvvvvg9B8TFxeHV69eSeuR8tyw0aNHq7yOtrY2Bg8eDAB4+fIlgPfniGR3jtWnevjwITw8PKClpYVjx45l+pw+53NNTExE69atcebMGezduxfVq1fP9vX/+ecfNGrUCK6urjh48GCW58lm5OjoiBcvXmQ6lyc7OV2vM1L+Tdq2bZvpbzJr1iwIIfD69Wu8efMGQgjY2NhkWkbGYa9evYKWlhasrKxUhisUCtja2mb6zLM7byc7J06cQM+ePdG9e3dMmzYt0/vZt29fpvdSpkwZAP9bv169epXle7G1tc1RLVlNn/E9VqxYEXXq1JHOr9q/fz8ePHiQK10GKYOL8juWG54/f45r165l+gyNjY0hhJA+Q6WMf79Xr14hJSUFS5YsybSMH374AQAyLSO397Hz58/HoEGDUL16dezYsQPnz5/HxYsX0bRp089eJvB+Xe/VqxdWrFiBa9eu4dSpU9DR0cGIESM+Om9KSgratm2Lf//9FwcPHlT5oa78HlatWjXTZ7Zt27ZMn9eHaH18ks+nqamJBg0a4NChQ3jy5MlHN9LKP2x4eHimaZ89ewZLS0vpuZ6eHhITEzMt4+XLlyrT5ZWc1PolevfujdWrV+PatWv47bffPlhPxv6YlLUA+CqfSVYsLS2xcOFCLFy4EI8ePcLevXsxbtw4REZG5uiE96ioKOzfvx+TJ0/GuHHjpOGJiYl50g+eMpStW7cOa9asQdeuXTNNU7ZsWQDA9evXpY2V0vXr16XxAODm5obAwEBERESo7AiuX7+usqyP1ZT+BNWs9O/fH82aNZOef0qQ+JADBw4gNTVVuqBGuR6NHz8ebdq0yXKeEiVKAACsrKw+eqL8hzx8+BD16tWDEAInT57McvuR0881MTERrVq1wokTJ7Bnzx40aNAg29f/559/pB9DQUFBMDU1/aS6mzRpgqCgIOzbtw8dO3b84LS5sV4r/yZLlixBjRo1spzGxsYGycnJUCgUWV54kfGHkoWFBVJSUvDixQuVcCaEQEREBKpWraoy/cculErv2rVraNWqFdzd3fHrr79m+X7KlSuHGTNmZDm/MsBYWFjgwoULH30vH5PV9BEREShWrJjKsOHDh6Ndu3a4fPkyli5diuLFi6NRo0Y5eq2s7N27FwBULlr7UpaWltDX18fatWuzHZ9exr+fmZkZNDU10a1bNwwZMiTLZbi4uOROsdnYvHkz6tWrh+XLl6sMz6rfty9Rt25dNG7cGLt370ZkZGSWFwkp9e/fH8eOHcPBgwdRvnx5lXHKz/SPP/7ItgHlU+X5oczx48dDCIF+/fohKSkp0/jk5GTs27cPwPvmVOD9HyS9ixcv4tatWyobUWdnZ5UO4YD3Vy2mvwokpzK29nxITmr9EjVr1kTv3r3RunVrtG7dOtvpGjRogJs3b+Ly5csqwzdu3AiFQgEPD48cv/aX/uLJyNHREUOHDkWjRo0y1fkxCoUCQohMQWP16tW5crguPeX6um7dOqxcuTLTFX9KhQsXRrVq1bB582aVGs6fP487d+6oBJeWLVtCoVBIVzsprV+/Hvr6+mjatOkHazp//jzu3r2b7Y5Xyd7eHlWqVJEebm5uH3u72Xr06BFGjx4NU1NTDBgwAMD70OXq6oqrV6+qvE76h/LwtqenJ06cOPFZ38lHjx6hXr16SE1NxfHjx7Pd0OXkc1W2lB0/fhw7duxAkyZNsn39K1euoGHDhihSpAiCg4NVDvN8TJ8+fWBra4sxY8bg6dOnWU6zc+dOADlbr7P7PtauXRuFChXCzZs3s/2b6OjowNDQEFWqVMHu3btVtsWxsbGZrqZWbr8ybt927NiBuLi4z96+PXr0CJ6enihatCh27NiR5dWvzZo1Q2hoKL777rss34symHl4eCAmJkYKNkpbtmzJUU0Zf/CePXtW+lGQXuvWreHo6IhRo0bh6NGjGDx4cI4CaVauXr0Kf39/ODs7o3379l+0rPSaNWuG+/fvw8LCIsvP8GOHXw0MDODh4YF//vkH5cqVy3IZWR0x+Zic7GMVCkWm78W1a9dw7ty5HL8u8L5FK30PBUqpqam4e/cuDAwMPtj5+4QJE7Bu3TqsXr0aDRs2zDS+SZMm0NLSwv3797P9Hn6qPG0xA94Hi+XLl2Pw4MGoXLkyBg0ahDJlyiA5ORn//PMPVq1ahbJly6J58+YoUaIE+vfvjyVLlkBDQwOenp548OABJk6cCAcHB/j4+EjL7datG7p27YrBgwfjxx9/xMOHDzF79uxMTe854ebmhp07d2L58uWoXLkyNDQ0sv0wc1Lrl1qzZs1Hp/Hx8cHGjRvh5eWFqVOnwsnJCQcOHMAvv/yCQYMG5fj8DwDSTn3WrFnw9PSEpqYmypUrp3J+yodERUXBw8MDnTt3RsmSJWFsbIyLFy/i8OHD2ba2ZKTc8JmYmKBu3bqYM2cOLC0t4ezsjFOnTmHNmjUf/DJ9juHDh2PNmjXo3bs33NzcVA4f6urqomLFitLzWbNmoVGjRmjXrh0GDx6MyMhIjBs3DmXLllUJdGXKlEGfPn0wefJkaGpqomrVqggKCsKqVaswffp0lUNu5cuXR9euXVGqVCno6enhwoULmDNnjrSzzwuhoaHSORGRkZH4888/sW7dOmhqamLXrl0q36uVK1fC09MTTZo0Qc+ePVG4cGG8fv0at27dwuXLl6XzcKZOnYpDhw6hbt26+Pnnn+Hm5oa3b9/i8OHDGDlyJEqWLJllLZGRkfDw8EB4eDjWrFmDyMhIlTsQFClSRGo9y8nn2rZtWxw6dAi+vr6wsLBQ+buamJigdOnSAIA7d+5IG94ZM2bg7t27Kj31f/fddx/czpiammLPnj1o1qwZKlasiKFDh6JmzZrQ0dHB3bt3sXnzZly9ehVt2rTJ0XqtbP1btWoVjI2NoaenBxcXF1hYWGDJkiXo0aMHXr9+jbZt28La2hovXrzA1atX8eLFC6nVYerUqfDy8kKTJk0wYsQIpKamYs6cOTAyMlJpoWvUqBGaNGmCsWPHIjo6GrVr18a1a9cwefJkVKxYEd26dcv2/X+Ip6cn3r59i6VLl+LGjRsq45Sf69SpUxEcHIxatWph+PDhKFGiBBISEvDgwQMcPHgQK1asQJEiRdC9e3csWLAA3bt3x4wZM6TDzUeOHMlRTZcuXULfvn3Rrl07PH78GL6+vihcuLB0aF5JU1MTQ4YMwdixY2FoaJjjOxqEhITA1NQUycnJePbsGY4dO4ZNmzbB2toa+/bt++Tt6qfw9vbGjh07ULduXfj4+KBcuXJIS0vDo0ePEBQUhFGjRn3wED4ALFq0CN9//z3q1KmDQYMGwdnZGTExMbh37x727duX6bzlT5GTfWyzZs0wbdo0TJ48Ge7u7rhz5w6mTp0KFxeXTN2mfIpNmzZh5cqV6Ny5M6pWrQpTU1M8efIEq1evxo0bNzBp0qRs/wbbt2/HjBkz0LZt20ynlCj3Cc7Ozpg6dSp8fX3x33//oWnTpjAzM8Pz589x4cIFGBoaSt3IfNQnXybwha5cuSJ69OghHB0dhY6OjnTZ9aRJk6RLvoV4fyXRrFmzRPHixYW2trawtLQUXbt2zdTFRFpampg9e7YoWrSo0NPTE1WqVBHHjx/P9qrMjB06ZtUJ4evXr0Xbtm1FoUKFhEKhyPaKxJzW+rlXZX5IVh3MPnz4UHTu3FlYWFgIbW1tUaJECTFnzhyVjvOU73vOnDmZlokMV7YkJiaKvn37CisrK+nzUF6lgmw6mE1/FVZCQoIYOHCgKFeunDAxMRH6+vqiRIkSYvLkySIuLu6D72/ZsmUCgLh+/bo07MmTJ+LHH38UZmZmwtjYWDRt2lSEhoZmuvIruysNlevCxzrodHJykq7ayfjI6oqioKAgUaNGDaGnpyfMzc1F9+7ds+zMNCkpSUyePFn6DhQvXlwsXrw403QdO3YUxYoVE4aGhkJbW1s4OTmJgQMHimfPnn2w7s+h/KyUDx0dHWFtbS3c3d2Fv7+/ynczvatXr4r27dsLa2troa2tLWxtbUX9+vXFihUrVKZ7/Pix6N27t7C1tRXa2trC3t5etG/f/oOdLSv/Ttk9Ml599amf64eWmX6bkfEzyfj42NV+ShEREWLs2LGiTJkywsDAQOjq6opixYqJAQMGfNZ6LYQQCxcuFC4uLkJTUzNTLadOnRJeXl7C3NxcaGtri8KFCwsvL69M275du3YJNzc3oaOjIxwdHcXMmTPF8OHDhZmZmcp08fHxYuzYscLJyUloa2sLOzs7MWjQIOkqNKWsrgpMPy79e/jUz/XFixdi+PDhwsXFRWhrawtzc3NRuXJl4evrq9INifKzMzIyEsbGxuLHH38UZ8+ezdFVmUFBQaJbt26iUKFCQl9fX/zwww/i7t27Wc7z4MEDAUAMHDjwg8tOT7lNVz50dXWFnZ2daNy4sVi0aJHKle1KX3pVphDvu4yZMGGCKFGihNDR0ZG6vvDx8VHpMDq7bbkQ7/cXvXv3FoULFxba2trCyspK1KpVS+WK1dzax2a1/xk9erQoXLiw0NPTE5UqVRK7d+/O8rPJaruQ0c2bN8WoUaNElSpVhJWVldDS0hJmZmbC3d1dbNq0SWXajFdlZvwbfmifsHv3buHh4SFMTEyErq6ucHJyEm3btlXptuZjFP//pohkZcSIEVi6dCnevn2rcuUnEeWu5ORkVKhQAYULF0ZQUJC6y5G1JUuWYPjw4QgNDZUuRiDKbXl+KJMoJ0JCQnDx4kWsXbsWLVq0YCgjymV9+vRBo0aNYGdnh4iICKxYsQK3bt3CokWL1F2abP3zzz8ICwvD1KlT0bJlS4YyylNsMSNZcXFxQVRUFDw9PbF48eLPOsGUiLLXvn17nD17Fi9evIC2tjYqVaqEn3/++aMXoBRkzs7OiIiIQJ06dbBp06Ycd8lBlBMMZkREREQyIaue/4mIiIgKMgYzIiIiIpngyf94f9+zZ8+ewdjY+Is7DCQiIqKvQwiBmJgY2Nvbf/TOKN8KBjO8v21RVjenJiIiIvl7/PjxF9+bVy4YzACpS4bHjx/DxMREzdUQERHRp4iOjoaDg0O+6lqJwQyqt/1hMCMiIvq25KfTkPLHAVkiIiKifIDBjIiIiEgmGMyIiIiIZILnmBER0TcjNTUVycnJ6i6DvhJtbW1oamqqu4yvisGMiIhkTwiBiIgIvH37Vt2l0FdWqFAh2Nra5qsT/D9ErcHs9OnTmDNnDkJCQhAeHo5du3ahVatWKtPcunULY8eOxalTp5CWloYyZcrg999/h6OjIwAgMTERo0ePxtatWxEfH48GDRrgl19+yTf9mRAREaRQZm1tDQMDgwKzky7IhBB49+4dIiMjAQB2dnZqrujrUGswi4uLQ/ny5dGrVy/8+OOPmcbfv38f33//Pfr06YMpU6bA1NQUt27dgp6enjSNt7c39u3bh8DAQFhYWGDUqFFo1qwZQkJCClzzJxFRfpSamiqFMgsLC3WXQ1+Rvr4+ACAyMhLW1tYFYr+uEEIIdRcBvO+DJGOLWceOHaGtrY1NmzZlOU9UVBSsrKywadMmdOjQAcD/evE/ePAgmjRpkuV8iYmJSExMlJ4rO6iLiopiP2ZERDKTkJCAsLAwODs7SztqKjji4+Px4MEDuLi4qDTMAO/336ampvlq/y3bqzLT0tJw4MABFC9eHE2aNIG1tTWqV6+O3bt3S9OEhIQgOTkZjRs3lobZ29ujbNmyOHv2bLbLDggIgKmpqfTg7ZiIiOSPhy8LpoL2d5dtMIuMjERsbCxmzpyJpk2bIigoCK1bt0abNm1w6tQpAO/POdDR0YGZmZnKvDY2NoiIiMh22ePHj0dUVJT0ePz4cZ6+FyIiIqJPIdurMtPS0gAALVu2hI+PDwCgQoUKOHv2LFasWAF3d/ds5xVCfDBh6+rqQldXN3cLJiIiIvpCsg1mlpaW0NLSQunSpVWGlypVCmfOnAEA2NraIikpCW/evFFpNYuMjEStWrW+ar1ERPT1OY878FVf78FMrzxZbsbzrG/fvo2ePXviypUrKFmyJK5cuZLlMLlZv349vL29c9StibOzM7y9veHt7Z1ndX1LZHsoU0dHB1WrVsWdO3dUhv/7779wcnICAFSuXBna2toIDg6WxoeHhyM0NJTBjIiI1K5nz55QKBRQKBTQ1taGjY0NGjVqhLVr10pHhoD3+y5PT0/p+eTJk2FoaIg7d+7g2LFj2Q5TJ2dnZyxcuFBlWIcOHfDvv/+qp6B8Qq0tZrGxsbh37570PCwsDFeuXIG5uTkcHR3x008/oUOHDqhbty48PDxw+PBh7Nu3DydPngQAmJqaok+fPhg1ahQsLCxgbm6O0aNHw83NDQ0bNlTTuyIiIvqfpk2bYt26dUhNTcXz589x+PBhjBgxAn/88Qf27t0LLS0t2Nraqsxz//59eHl5SQ0R2Q3LqaSkJOjo6Hz2/B+jr6/PK2e/kFpbzC5duoSKFSuiYsWKAICRI0eiYsWKmDRpEgCgdevWWLFiBWbPng03NzesXr0aO3bswPfffy8tY8GCBWjVqhXat2+P2rVrw8DAAPv27SsQfZ0QEZH86erqwtbWFoULF0alSpXw888/Y8+ePTh06BDWr18P4P2hTGWvAwqFAiEhIZg6dSoUCgX8/PyyHAYAT58+RYcOHWBmZgYLCwu0bNkSDx48kF67Z8+eaNWqFQICAmBvb4/ixYvnaL65c+fCzs4OFhYWGDJkiHQ7rHr16uHhw4fw8fGRWgSB94cyCxUqJC3n/v37aNmyJWxsbGBkZISqVavi6NGjefI55xdqbTGrV68ePtaNWu/evdG7d+9sx+vp6WHJkiVYsmRJbpdHRJ/ga5/jk1/l1blLJE/169dH+fLlsXPnTvTt21dlXHh4OBo2bIimTZti9OjRMDIywsCBAzMNe/fuHTw8PFCnTh2cPn0aWlpamD59Opo2bYpr165JLWPHjh2DiYkJgoODpd70P2W+EydOwM7ODidOnMC9e/fQoUMHVKhQAf369cPOnTtRvnx59O/fH/369cv2fcbGxuKHH37A9OnToaenhw0bNqB58+a4c+eOdAcfUiXbk/+JiIjys5IlS+LatWuZhtva2kJLSwtGRkbSIU4jI6NMw9auXQsNDQ2sXr1aarFat24dChUqhJMnT0p9fBoaGmL16tVS4PrU+czMzLB06VJoamqiZMmS8PLywrFjx9CvXz+Ym5tDU1MTxsbGmQ7Dple+fHmUL19eej59+nTs2rULe/fuxdChQ7/0I8yXGMyIiIjU4GNdO31MSEgI7t27B2NjY5XhCQkJuH//vvTczc1N5byyT52vTJkyKqcF2dnZ4fr16zmqMS4uDlOmTMH+/fvx7NkzpKSkID4+Ho8ePcrRcgoSBjMiIiI1uHXrFlxcXD57/rS0NFSuXBm//fZbpnFWVlbS/w0NDT9rPm1tbZVxCoVC5UrST/HTTz/hyJEjmDt3LooVKwZ9fX20bdsWSUlJOVpOQcJgRkRE9JUdP34c169flzpQ/xyVKlXCtm3bYG1tnaP7RH7ufBnp6OggNTX1g9P8+eef6NmzJ1q3bg3g/Tln6S8yoMxk248ZERFRfpCYmIiIiAg8ffoUly9fhr+/P1q2bIlmzZqhe/fun73cLl26wNLSEi1btsSff/6JsLAwnDp1CiNGjMCTJ09yfb6MnJ2dcfr0aTx9+hQvX77McppixYph586duHLlCq5evYrOnTvnuNWtoGGLGRERfbO+hatZDx8+DDs7O2hpacHMzAzly5fH4sWL0aNHD2hofH77iIGBAU6fPo2xY8eiTZs2iImJQeHChdGgQYMPtoR97nwZTZ06FQMGDMB3332HxMTELHtZWLBgAXr37o1atWrB0tISY8eORXR09Ge934JCIT7WX0UBEB0dDVNTU0RFRX1Rsy5RQcTuMnLHtxAw1CUhIQFhYWFwcXGBnp6eusuhr+xDf//8uP/moUwiIiIimWAwIyIiIpIJBjMiIiIimWAwIyIiIpIJBjMiIvomsJuFgqmg/d3ZXQYREcmajo4ONDQ08OzZM1hZWUFHR+eLbmVE3wYhBJKSkvDixQtoaGio3FYqP2MwIyIiWdPQ0ICLiwvCw8Px7NkzdZdDX5mBgQEcHR2/qM+3bwmDGRERyZ6Ojg4cHR2RkpLy0dsAUf6hqakJLS2tAtVCymBGRETfBIVCAW1t7Uw31ybKTwpGuyARERHRN4DBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgmGMyIiIiIZILBjIiIiEgm1BrMTp8+jebNm8Pe3h4KhQK7d+/OdtoBAwZAoVBg4cKFKsMTExMxbNgwWFpawtDQEC1atMCTJ0/ytnAiIiKiPKDWYBYXF4fy5ctj6dKlH5xu9+7d+Pvvv2Fvb59pnLe3N3bt2oXAwECcOXMGsbGxaNasGVJTU/OqbCIiIqI8oaXOF/f09ISnp+cHp3n69CmGDh2KI0eOwMvLS2VcVFQU1qxZg02bNqFhw4YAgM2bN8PBwQFHjx5FkyZNslxmYmIiEhMTpefR0dFf+E6IiIiIvpyszzFLS0tDt27d8NNPP6FMmTKZxoeEhCA5ORmNGzeWhtnb26Ns2bI4e/ZstssNCAiAqamp9HBwcMiT+omIiIhyQtbBbNasWdDS0sLw4cOzHB8REQEdHR2YmZmpDLexsUFERES2yx0/fjyioqKkx+PHj3O1biIiIqLPodZDmR8SEhKCRYsW4fLly1AoFDmaVwjxwXl0dXWhq6v7pSUSERER5SrZtpj9+eefiIyMhKOjI7S0tKClpYWHDx9i1KhRcHZ2BgDY2toiKSkJb968UZk3MjISNjY2aqiaiIiI6PPJNph169YN165dw5UrV6SHvb09fvrpJxw5cgQAULlyZWhrayM4OFiaLzw8HKGhoahVq5a6SiciIiL6LGo9lBkbG4t79+5Jz8PCwnDlyhWYm5vD0dERFhYWKtNra2vD1tYWJUqUAACYmpqiT58+GDVqFCwsLGBubo7Ro0fDzc1NukqTiIiI6Fuh1mB26dIleHh4SM9HjhwJAOjRowfWr1//SctYsGABtLS00L59e8THx6NBgwZYv349NDU186JkIiIiojyjEEIIdRehbtHR0TA1NUVUVBRMTEzUXQ7RN8V53AF1l5AvPJjp9fGJiEhFftx/y/YcMyIiIqKChsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkQq3B7PTp02jevDns7e2hUCiwe/duaVxycjLGjh0LNzc3GBoawt7eHt27d8ezZ89UlpGYmIhhw4bB0tIShoaGaNGiBZ48efKV3wkRERHRl1NrMIuLi0P58uWxdOnSTOPevXuHy5cvY+LEibh8+TJ27tyJf//9Fy1atFCZztvbG7t27UJgYCDOnDmD2NhYNGvWDKmpqV/rbRARERHlCi11vrinpyc8PT2zHGdqaorg4GCVYUuWLEG1atXw6NEjODo6IioqCmvWrMGmTZvQsGFDAMDmzZvh4OCAo0ePokmTJnn+HoiIiIhyyzd1jllUVBQUCgUKFSoEAAgJCUFycjIaN24sTWNvb4+yZcvi7Nmz2S4nMTER0dHRKg8iIiIidftmgllCQgLGjRuHzp07w8TEBAAQEREBHR0dmJmZqUxrY2ODiIiIbJcVEBAAU1NT6eHg4JCntRMRERF9im8imCUnJ6Njx45IS0vDL7/88tHphRBQKBTZjh8/fjyioqKkx+PHj3OzXCIiIqLPIvtglpycjPbt2yMsLAzBwcFSaxkA2NraIikpCW/evFGZJzIyEjY2NtkuU1dXFyYmJioPIiIiInWTdTBThrK7d+/i6NGjsLCwUBlfuXJlaGtrq1wkEB4ejtDQUNSqVetrl0tERET0RdR6VWZsbCzu3bsnPQ8LC8OVK1dgbm4Oe3t7tG3bFpcvX8b+/fuRmpoqnTdmbm4OHR0dmJqaok+fPhg1ahQsLCxgbm6O0aNHw83NTbpKk4iIiOhbodZgdunSJXh4eEjPR44cCQDo0aMH/Pz8sHfvXgBAhQoVVOY7ceIE6tWrBwBYsGABtLS00L59e8THx6NBgwZYv349NDU1v8p7ICIiIsotCiGEUHcR6hYdHQ1TU1NERUXxfDOiHHIed0DdJeQLD2Z6qbsEom9Oftx/y/ocMyIiIqKChMGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCbUGsxOnz6N5s2bw97eHgqFArt371YZL4SAn58f7O3toa+vj3r16uHGjRsq0yQmJmLYsGGwtLSEoaEhWrRogSdPnnzFd0FERESUO9QazOLi4lC+fHksXbo0y/GzZ8/G/PnzsXTpUly8eBG2trZo1KgRYmJipGm8vb2xa9cuBAYG4syZM4iNjUWzZs2Qmpr6td4GERERUa7QUueLe3p6wtPTM8txQggsXLgQvr6+aNOmDQBgw4YNsLGxwZYtWzBgwABERUVhzZo12LRpExo2bAgA2Lx5MxwcHHD06FE0adLkq70XIiIioi8l23PMwsLCEBERgcaNG0vDdHV14e7ujrNnzwIAQkJCkJycrDKNvb09ypYtK02TlcTERERHR6s8iIiIiNRNtsEsIiICAGBjY6My3MbGRhoXEREBHR0dmJmZZTtNVgICAmBqaio9HBwccrl6IiIiopyTbTBTUigUKs+FEJmGZfSxacaPH4+oqCjp8fjx41yplYiIiOhLyDaY2draAkCmlq/IyEipFc3W1hZJSUl48+ZNttNkRVdXFyYmJioPIiIiInWTbTBzcXGBra0tgoODpWFJSUk4deoUatWqBQCoXLkytLW1VaYJDw9HaGioNA0RERHRt0KtV2XGxsbi3r170vOwsDBcuXIF5ubmcHR0hLe3N/z9/eHq6gpXV1f4+/vDwMAAnTt3BgCYmpqiT58+GDVqFCwsLGBubo7Ro0fDzc1NukqTiIiI6Fuh1mB26dIleHh4SM9HjhwJAOjRowfWr1+PMWPGID4+HoMHD8abN29QvXp1BAUFwdjYWJpnwYIF0NLSQvv27REfH48GDRpg/fr10NTU/Orvh4iIiOhLKIQQQt1FqFt0dDRMTU0RFRXF882Icsh53AF1l5AvPJjppe4SiL45+XH/LdtzzIiIiIgKGgYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSCQYzIiIiIplgMCMiIiKSic8KZkWLFsWrV68yDX/79i2KFi36xUURERERFUSfFcwePHiA1NTUTMMTExPx9OnTLy6KiIiIqCDSysnEe/fulf5/5MgRmJqaSs9TU1Nx7NgxODs751pxRERERAVJjoJZq1atAAAKhQI9evRQGaetrQ1nZ2fMmzcv14ojIiIiKkhyFMzS0tIAAC4uLrh48SIsLS3zpCgiIiKigihHwUwpLCwst+sgIiIiKvA+K5gBwLFjx3Ds2DFERkZKLWlKa9eu/eLCiIiIiAqazwpmU6ZMwdSpU1GlShXY2dlBoVDkdl1EREREBc5nBbMVK1Zg/fr16NatW27XQ0RERFRgfVY/ZklJSahVq1Zu10JERERUoH1WMOvbty+2bNmS27UQERERFWifdSgzISEBq1atwtGjR1GuXDloa2urjJ8/f36uFEdERERUkHxWMLt27RoqVKgAAAgNDVUZxwsBiIiIiD7PZwWzEydO5HYdRERERAXeZ51jRkRERES577NazDw8PD54yPL48eOfXRARERFRQfVZwUx5fplScnIyrly5gtDQ0Ew3NyciIiKiT/NZwWzBggVZDvfz80NsbOwXFURERERUUOXqOWZdu3blfTKJiIiIPlOuBrNz585BT08v15aXkpKCCRMmwMXFBfr6+ihatCimTp2qctN0IQT8/Pxgb28PfX191KtXDzdu3Mi1GoiIiIi+ls86lNmmTRuV50IIhIeH49KlS5g4cWKuFAYAs2bNwooVK7BhwwaUKVMGly5dQq9evWBqaooRI0YAAGbPno358+dj/fr1KF68OKZPn45GjRrhzp07MDY2zrVaiIiIiPLaZwUzU1NTlecaGhooUaIEpk6disaNG+dKYcD7FriWLVvCy8sLAODs7IytW7fi0qVLAN4HwoULF8LX11cKixs2bICNjQ22bNmCAQMG5FotRERERHnts4LZunXrcruOLH3//fdYsWIF/v33XxQvXhxXr17FmTNnsHDhQgBAWFgYIiIiVMKgrq4u3N3dcfbs2WyDWWJiIhITE6Xn0dHRefo+iIiIiD7FZwUzpZCQENy6dQsKhQKlS5dGxYoVc6suAMDYsWMRFRWFkiVLQlNTE6mpqZgxYwY6deoEAIiIiAAA2NjYqMxnY2ODhw8fZrvcgIAATJkyJVdrJSIiIvpSnxXMIiMj0bFjR5w8eRKFChWCEAJRUVHw8PBAYGAgrKyscqW4bdu2YfPmzdiyZQvKlCmDK1euwNvbG/b29ir9pWXs7FYI8cEOcMePH4+RI0dKz6Ojo+Hg4JArNRMRERF9rs+6KnPYsGGIjo7GjRs38Pr1a7x58wahoaGIjo7G8OHDc624n376CePGjUPHjh3h5uaGbt26wcfHBwEBAQAAW1tbAP9rOVOKjIzM1IqWnq6uLkxMTFQeREREROr2WcHs8OHDWL58OUqVKiUNK126NJYtW4ZDhw7lWnHv3r2DhoZqiZqamlJ3GS4uLrC1tUVwcLA0PikpCadOnUKtWrVyrQ4iIiKir+GzDmWmpaVBW1s703BtbW2VPsa+VPPmzTFjxgw4OjqiTJky+OeffzB//nz07t0bwPtDmN7e3vD394erqytcXV3h7+8PAwMDdO7cOdfqICIiIvoaPiuY1a9fHyNGjMDWrVthb28PAHj69Cl8fHzQoEGDXCtuyZIlmDhxIgYPHozIyEjY29tjwIABmDRpkjTNmDFjEB8fj8GDB+PNmzeoXr06goKC2IcZERERfXMUQgiR05keP36Mli1bIjQ0FA4ODlAoFHj06BHc3NywZ88eFClSJC9qzTPR0dEwNTVFVFQUzzcjyiHncQfUXUK+8GCml7pLIPrm5Mf992e1mDk4OODy5csIDg7G7du3IYRA6dKl0bBhw9yuj4iIiKjAyNHJ/8ePH0fp0qWlDlkbNWqEYcOGYfjw4ahatSrKlCmDP//8M08KJSIiIsrvchTMFi5ciH79+mXZXGhqaooBAwZg/vz5uVYcERERUUGSo2B29epVNG3aNNvxjRs3RkhIyBcXRURERFQQ5SiYPX/+PMtuMpS0tLTw4sWLLy6KiIiIqCDKUTArXLgwrl+/nu34a9euwc7O7ouLIiIiIiqIchTMfvjhB0yaNAkJCQmZxsXHx2Py5Mlo1qxZrhVHREREVJDkqLuMCRMmYOfOnShevDiGDh2KEiVKQKFQ4NatW1i2bBlSU1Ph6+ubV7USERER5Ws5CmY2NjY4e/YsBg0ahPHjx0PZN61CoUCTJk3wyy+/fPDm4URERESUvRx3MOvk5ISDBw/izZs3uHfvHoQQcHV1hZmZWV7UR0RERFRgfFbP/wBgZmaGqlWr5mYtRERERAVajk7+JyIiIqK8w2BGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQywWBGREREJBMMZkREREQyIftg9vTpU3Tt2hUWFhYwMDBAhQoVEBISIo0XQsDPzw/29vbQ19dHvXr1cOPGDTVWTERERPR5ZB3M3rx5g9q1a0NbWxuHDh3CzZs3MW/ePBQqVEiaZvbs2Zg/fz6WLl2KixcvwtbWFo0aNUJMTIz6CiciIiL6DFrqLuBDZs2aBQcHB6xbt04a5uzsLP1fCIGFCxfC19cXbdq0AQBs2LABNjY22LJlCwYMGJDlchMTE5GYmCg9j46Ozps3QERERJQDsm4x27t3L6pUqYJ27drB2toaFStWxK+//iqNDwsLQ0REBBo3biwN09XVhbu7O86ePZvtcgMCAmBqaio9HBwc8vR9EBEREX0KWQez//77D8uXL4erqyuOHDmCgQMHYvjw4di4cSMAICIiAgBgY2OjMp+NjY00Livjx49HVFSU9Hj8+HHevQkiIiKiTyTrQ5lpaWmoUqUK/P39AQAVK1bEjRs3sHz5cnTv3l2aTqFQqMwnhMg0LD1dXV3o6urmTdFEREREn0nWLWZ2dnYoXbq0yrBSpUrh0aNHAABbW1sAyNQ6FhkZmakVjYiIiEjuZB3MateujTt37qgM+/fff+Hk5AQAcHFxga2tLYKDg6XxSUlJOHXqFGrVqvVVayUiIiL6UrI+lOnj44NatWrB398f7du3x4ULF7Bq1SqsWrUKwPtDmN7e3vD394erqytcXV3h7+8PAwMDdO7cWc3VExEREeWMrINZ1apVsWvXLowfPx5Tp06Fi4sLFi5ciC5dukjTjBkzBvHx8Rg8eDDevHmD6tWrIygoCMbGxmqsnIiIiCjnFEIIoe4i1C06OhqmpqaIioqCiYmJussh+qY4jzug7hLyhQczvdRdAtE3Jz/uv2V9jhkRERFRQcJgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQT31QwCwgIgEKhgLe3tzRMCAE/Pz/Y29tDX18f9erVw40bN9RXJBEREdFn+maC2cWLF7Fq1SqUK1dOZfjs2bMxf/58LF26FBcvXoStrS0aNWqEmJgYNVVKRERE9Hm+iWAWGxuLLl264Ndff4WZmZk0XAiBhQsXwtfXF23atEHZsmWxYcMGvHv3Dlu2bMl2eYmJiYiOjlZ5EBEREanbNxHMhgwZAi8vLzRs2FBleFhYGCIiItC4cWNpmK6uLtzd3XH27NlslxcQEABTU1Pp4eDgkGe1ExEREX0q2QezwMBAXL58GQEBAZnGRUREAABsbGxUhtvY2EjjsjJ+/HhERUVJj8ePH+du0URERESfQUvdBXzI48ePMWLECAQFBUFPTy/b6RQKhcpzIUSmYenp6upCV1c31+okIiIiyg2ybjELCQlBZGQkKleuDC0tLWhpaeHUqVNYvHgxtLS0pJayjK1jkZGRmVrRiIiIiORO1sGsQYMGuH79Oq5cuSI9qlSpgi5duuDKlSsoWrQobG1tERwcLM2TlJSEU6dOoVatWmqsnIiIiCjnZH0o09jYGGXLllUZZmhoCAsLC2m4t7c3/P394erqCldXV/j7+8PAwACdO3dWR8lEREREn03WwexTjBkzBvHx8Rg8eDDevHmD6tWrIygoCMbGxuoujYiIiChHFEIIoe4i1C06OhqmpqaIioqCiYmJussh+qY4jzug7hLyhQczvdRdAtE3Jz/uv2V9jhkRERFRQcJgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMsFgRkRERCQTDGZEREREMqGl7gKIiIhyk/O4A+ouId94MNNL3SUUOGwxIyIiIpIJBjMiIiIimWAwIyIiIpIJBjMiIiIimWAwIyIiIpIJXpX5DeGVRrmHVxoREZEcscWMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkgsGMiIiISCYYzIiIiIhkQtbBLCAgAFWrVoWxsTGsra3RqlUr3LlzR2UaIQT8/Pxgb28PfX191KtXDzdu3FBTxURERESfT9bB7NSpUxgyZAjOnz+P4OBgpKSkoHHjxoiLi5OmmT17NubPn4+lS5fi4sWLsLW1RaNGjRATE6PGyomIiIhyTkvdBXzI4cOHVZ6vW7cO1tbWCAkJQd26dSGEwMKFC+Hr64s2bdoAADZs2AAbGxts2bIFAwYMyHK5iYmJSExMlJ5HR0fn3ZsgIiIi+kSybjHLKCoqCgBgbm4OAAgLC0NERAQaN24sTaOrqwt3d3ecPXs22+UEBATA1NRUejg4OORt4URERESf4JsJZkIIjBw5Et9//z3Kli0LAIiIiAAA2NjYqExrY2MjjcvK+PHjERUVJT0eP36cd4UTERERfSJZH8pMb+jQobh27RrOnDmTaZxCoVB5LoTINCw9XV1d6Orq5nqNRERERF/im2gxGzZsGPbu3YsTJ06gSJEi0nBbW1sAyNQ6FhkZmakVjYiIiEjuZB3MhBAYOnQodu7ciePHj8PFxUVlvIuLC2xtbREcHCwNS0pKwqlTp1CrVq2vXS4RERHRF5H1ocwhQ4Zgy5Yt2LNnD4yNjaWWMVNTU+jr60OhUMDb2xv+/v5wdXWFq6sr/P39YWBggM6dO6u5eiIiIqKckXUwW758OQCgXr16KsPXrVuHnj17AgDGjBmD+Ph4DB48GG/evEH16tURFBQEY2Pjr1wtERER0ZeRdTATQnx0GoVCAT8/P/j5+eV9QURERER5SNbnmBEREREVJAxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkEwxmRERERDLBYEZEREQkE/kmmP3yyy9wcXGBnp4eKleujD///FPdJRERERHlSL4IZtu2bYO3tzd8fX3xzz//oE6dOvD09MSjR4/UXRoRERHRJ8sXwWz+/Pno06cP+vbti1KlSmHhwoVwcHDA8uXL1V0aERER0SfTUncBXyopKQkhISEYN26cyvDGjRvj7NmzWc6TmJiIxMRE6XlUVBQAIDo6Ou8KzQVpie/UXUK+Ife/9beE62Xu4DqZe7hO5h65r5fK+oQQaq4k93zzwezly5dITU2FjY2NynAbGxtERERkOU9AQACmTJmSabiDg0Oe1EjyY7pQ3RUQqeI6SXL0rayXMTExMDU1VXcZueKbD2ZKCoVC5bkQItMwpfHjx2PkyJHS87S0NLx+/RoWFhbZzkOfJjo6Gg4ODnj8+DFMTEzUXQ4R10mSHa6TuUcIgZiYGNjb26u7lFzzzQczS0tLaGpqZmodi4yMzNSKpqSrqwtdXV2VYYUKFcqrEgskExMTbnBIVrhOktxwncwd+aWlTOmbP/lfR0cHlStXRnBwsMrw4OBg1KpVS01VEREREeXcN99iBgAjR45Et27dUKVKFdSsWROrVq3Co0ePMHDgQHWXRkRERPTJ8kUw69ChA169eoWpU6ciPDwcZcuWxcGDB+Hk5KTu0gocXV1dTJ48OdOhYiJ14TpJcsN1kj5EIfLTNaZERERE37Bv/hwzIiIiovyCwYyIiIhIJhjMiIiIiGSCwYyIiIhIJhjMiIiIiGSCwYyIvklpaWnqLoGIKNcxmFG2UlJSEB4erjKMvauQOiUkJODOnTuIjo6GhgY3XyQPQ4YMwd69e/H333+ruxTKB7hloyylpKTA19cXjRo1QkBAAI4fPw4g883iib6mSZMmoX///qhQoQJWr16NK1euSOP4o4HURUNDA3v27IGXlxd++uknnDlzRt0l0TeMHcxStm7fvo3//vsPv/zyCyIiIuDq6opVq1bB2NhY3aVRARYdHY3169cjMDAQGhoaaNu2Lby9vdVdFhVwiYmJ+PPPPzF+/HiYmJigYcOGGD9+vLrLom8QgxllIoSAQqGQ/o2MjMQ///yDoUOHwsjICKtXr0alSpXYekZfVXJyMrS1taXn165dw549exAQEIBhw4Zh1qxZAP63/hLlpbS0NGhoaGT69+HDh1i2bBmOHj2KBg0aYM6cOeoulb4xDGb0yaKiotCoUSNER0dj7969KF68OHeCpFYxMTHYsWMHBgwYgHHjxmHKlCnqLokKkKSkJMTGxsLc3Fxl+MuXL/Hrr79i586d6NOnDwYOHKimCulbxGBGKuHq8ePHePbsGSIjI2Fubo7atWurTJOWlobKlSujUKFCOHHihDrLpnws/Tp54cIF3L59G6dPn0bVqlVRoUIFVK9eXZo2KSkJq1evxqxZs7BgwQK0adNGXWVTAXH8+HEcOXIEu3fvRlpaGurXr4/WrVujadOm0jSRkZH4+eef8fLlSyxfvhx2dnZqrJi+JQxmBVz6HeCiRYuwZ88eXLlyBTExMdDU1ESbNm2wcOFCWFtbS031t27dgqenJ/r374+ff/5Zze+A8pv066S/vz/279+PN2/eQE9PD3fv3oWZmRkmTpyI/v37S/M8efIEEydOhK6uLn755RcA4FWblCfWr18PPz8/NG3aFIaGhjA0NMSSJUtgY2ODoUOHYujQodK0t2/fRp06dTBhwgSMGDFCjVXTN0VQgZWWlib9f/To0cLBwUGsXbtWXL9+Xdy9e1fMmTNHmJmZifr164vw8HAhhBCpqakiISFBzJgxQ3Tq1EkkJyerLIfoS6Rfl3x8fISNjY3Yt2+fCAsLE0IIceTIEfHjjz8KhUIhVqxYoTLvvn37hImJibh27drXLJkKkBUrVghdXV3x22+/ibi4OGn41atXRb169UTx4sXF1q1bhRD/W5c3btwo3N3dxcuXL9VSM317GMxI+Pj4CAsLC3HhwgWV4QkJCeLAgQPC3NxctGvXTmXczZs3hZWVlTh58uTXLJUKiFGjRgkrK6ssQ1ZoaKho27atsLW1FadPn1YZ16tXLzF16tSvVSYVIIGBgUKhUIg9e/YIIYRITk5W+ffKlSvCxcVFNGvWTMTHx0vB7MKFC6Jq1ariyZMn6imcvjls6y/gNm7ciIULF+LYsWOoWrUqUlNTpXG6urpo2LAhpkyZgl27duHw4cMA3l+NVKpUKQwaNAiRkZHqKp3yqaNHj2L+/Pno3bs33NzcALxf58T/n3VRpkwZDB48GImJiTh79iwASOttjRo1YGBgoJ7CKV8SQiA+Ph7r16+Hq6urNFxLSwtpaWnQ0tKCEALly5fH1KlTERwcjLt370qH46tWrYoePXrg2bNn6noL9I1hMCvA0tLS4OzsDAcHB/j6+iI1NRWampoqt7rR0dFBy5Ytoa+vjxcvXgD437k7zZo1Q/369dVSO+Vf9vb2GDZsGA4cOKByvph438IPAPDw8ECVKlVw7tw5lXn79++Pbt26ffWaKf8SQkBfXx9Lly5FqVKlsGDBAmzZsgUApG4ylJycnAAAcXFxAP5327C+ffuiatWqX7ly+lYxmBUgIt11HvHx8dDQ0EDt2rXx+++/4/r162jSpAmEEJk2NgYGBtDW1oa+vr7K8qpWrQoLC4uvVj/lP+nXyfv370MIgdKlS2Po0KFo2LAhFi9ejOXLlwP4XzgDgNevX+P169eoUqUKAEBTU1MaZ21t/ZXfBeVXISEhOHr0KF6/fo3vvvsOCxculPpyzCqc3b9/H9WrV5da1pQ/YnV1ddXzBuibxGBWQIh0V7qtXLkSgwcPxuPHj6GpqYnq1avj999/x71799CwYUMpnCkPD124cAElS5ZEqVKl1PkWKJ9Jv04uWLAAPj4+WLp0KQDA1dUVQ4YMgaenJxYtWqQSzgAgLCwMenp6qFSpkrQ89qdHuWnz5s3o0qULgoKC8PTpUwgh4OzsjCVLlsDAwACrV6/Gb7/9BuD9D4Po6Gj8/vvvKFu2LH+w0pf5+qe1kTqNGTNGfPfdd2L06NHi4sWLKuPOnTsnHB0dRf369aUTWsPDw0WlSpXEsGHD1FEuFQBjxowRhQsXFmvXrhWhoaEq4+7cuSO8vb1F8eLFxbJly4QQQrx580aUK1dO9OjRQw3VUkGwbt06YWBgINasWSNdEZzevXv3hJeXl6hXr57Ytm2bEEKIFi1aiEqVKknbTl6tTp+L/ZgVIP7+/li6dCl27tyJatWqZdnP099//4127dqhdOnS+O2331C/fn04ODhg//79AHi7G8pdS5YsQUBAAPbs2ZPtOTj//fcflixZgqCgIPTq1QtbtmyBjY0NDh06BIDrJOWu69evo3379pg8eTI6duyoMu7ly5fQ0NCAubk57t27Bx8fH8THx+Phw4fQ0NBAaGgotLW1pfN1iT4HD2UWEBERETh06BDmzZuHGjVqSOfrPH36FNu2bcPx48fx4MEDVK9eHX/88Qfu3LkDKysr2NnZSaEsLS2NO0DKNfHx8Thz5gzGjBkjhTIhBM6fP4/p06ejf//++Ouvv1C0aFEMHz4cTZo0wZgxY2BrayuFMq6TlNtevHgBhUKBypUrS8N27NiBgQMHonLlyqhTpw6OHz+OYsWKYeHChUhMTISdnZ0UylJSUhjK6ItoqbsA+jrevHmDq1evonDhwtKwSZMm4cSJE/j777+hq6sr3XC3WrVq2LBhA06fPo0JEyYA+N8Ne4k+V8aWLS0tLYSFhcHKykoaNnToUNy4cQP379+HpaUlfvvtN+zZswcNGzZEv379UKVKFXTu3BkA10nKGy9fvkR8fDweP34MOzs7jBkzBpcvX4aVlRX69euHK1euoHXr1rhw4QJKlCiBnTt3wsLCAhoaGkhJSYGWFner9GV4KDOfe/nyJSwtLZGSkoLGjRsjISEB3t7emDFjBvT09ODp6Ynhw4fj0qVL6NmzJ2bMmIFevXqp7PS4A6TcdOfOHZQoUQJJSUnw9fXFyZMnUbRoUVy6dAnm5ubo1asX2rVrBysrK9SrVw/A+3sTpl8HuU5Sbtq3bx9evXqFnj17AgBq1qyJ//77D6mpqTA1NcX06dPRoEEDWFtb4+rVq2jUqBFWr16NFi1aSMvgOkm5hdE+H1u0aBEOHTqEuXPnomzZshg1ahQWLFiAiRMnoly5cpgyZQpcXFygr6+Pxo0bw8bGBuHh4QBU7zPIjQ3llmPHjqFRo0bYunUrOnTogBEjRkBHRwdhYWFo3rw5fv75Z5iZmUFbWxtpaWkoXrx4ljs8rpOUW+Li4nDo0CFs3boVCoUCPXr0wNmzZ6UblLdo0QLa2toq89jb22fqloXrJOUWBrN8rFq1apg6dSqmTZsGf39/eHl5wcvLC8+ePYO9vb3KtHfv3oUQAiVKlFBTtVQQ1KlTByNGjECvXr0AAB06dMC0adOy3Km9ePECly5dQqdOnb52mVSAGBoawtvbG3p6evD19UVaWhp69eqF1q1bZ/pREBsbiwkTJsDW1hbVqlVTY9WUn/FQZj6lvCro0qVL8PLyQt26deHn54cyZcoA+N/5PomJiXjy5AnatGmDUqVKITAwUM2VU36U/vyy5ORkjB8/HosWLcLWrVvRtm1bqXNYhUKB6Oho3L17F7169ULRokWxe/duNVZO+Vn6qyfv3buHJUuWYMeOHQgICFC5g8Tr16/xzz//YO7cuQgPD8fFixelVl22lFFuY4tZPpDxpGrlCahpaWmoUqUK9u/fj2bNmmHKlCmYMmUKSpUqBYVCgbCwMKxYsUK6wkgZyrixodymUCiknaC2tjYCAgIAAJ07d4aGhgbatGkD4H3XGPPnz0dISAjKly+PTZs2AeA6SbkrIiIC1tbW0i3oNDQ0UKxYMQwdOhQKhQLjx4+Hjo4OOnToAACYNWsWTpw4gWLFimHfvn3Q0tLiif6UZ7ilyweUoUzZC7WWlhZSU1OlW4VUrVoV+/fvx8mTJzF9+nRERUUBAG7cuAFNTU106tQJO3bsAMAdIOWuDRs2YPHixQDe946uvJuEMpwNHz4cnTp1ku55qa+vjxIlSmDEiBEMZZQnjh8/jubNm+PAgQOZ7nKivONEixYtEBAQgIsXLwJ4H8yWLl2KzZs3S9tXhjLKKzyUmU/8999/qF27NlxdXXH69GkAqi1nGhoaOHfuHGrXro358+fD29sbQgi8e/cOhoaGALgDpNz15s0b9OvXD48ePUL//v3Rt29fAKqHj6KiojBw4ECEhYXh0KFDMDMzU1kP2Xks5baXL1+icePGMDExwZgxY+Dp6anSogsAly9fRs+ePTFmzBh07dpVZX5uJymvce3KJxwcHLBmzRq8ffsW9evXB6DacpaamoqaNWtixIgR2LVrF+Lj4wFACmXKX45EucXMzAwzZsxAuXLlsHbtWqxatQqAasuZqakpGjRogJcvXyIlJQWA6tVtDGWUm1JTU2FpaYng4GAkJyfD398fhw4dghBCZb2sVKkSDA0NcePGjUzL4HaS8hrXsHxCW1sbjRo1wqxZs/D8+XMpnGlqaqr0RK2hoQFHR0fo6+ur7PS4A6S8UKJECYwZMwYlSpTA+vXr8euvvwJ4v14mJSUBAKysrODs7Mx1kPKcMnxZWFhg7969EEJI4Uy5nRRC4OXLl9DV1UXJkiXVXTIVQAxm+Yi2tjYaNmyIuXPn4vnz5/Dw8IAQQjoXIjw8HGfOnJGuzCT6GooXL47x48ejePHiWLduHRYtWgQA0NHRwfPnzzF58mSULl0alpaWaq6UCoL04WzPnj0QQiAgIADr16/Hmzdv8ODBA/Tt2xeJiYno0qWLusulAojnmOVDycnJOHbsGHx8fAAA48aNQ3x8PFavXg17e3vs3bsXAM/foS+XcR360Pk3//77LxYvXoyDBw+iePHiKFasGM6fPw9HR0fs3Lkzy+URfYmEhATo6ellOU55Ttnr16/Rr18/3L17F/fu3UPlypWhqamJ4OBg3pCc1ILB7BvxoR1WVjvD1NRU3Lt3Dz///DNCQ0Ph7OyMSpUqSd0U8ARW+lLp18lt27ahVatW0NXV/eA84eHhOHfuHH799VcUK1YMTk5OGD16NACuk5S7Nm/ejPv370tdX2RFGbrevXuHsLAwXLt2Dc7OzqhWrZp0GgivvqSvjcHsG5B+B3jw4EE8efIE5ubmKFGiBNzc3AB8eKf28uVLGBkZSb8cuQOkL5V+nfT29kZgYCBCQkJQuHDhz1oe10nKTatWrcLAgQNx8OBBNG3aFED2P26zW/e4TpK68KfAN0C5MRkzZgzWr1+PokWL4sGDB7C1tUXnzp0xZswYqc+yrG70bGFhIS2DV1/Sl0q/g/Px8cHatWtx6tSpTw5lWe0guU5SblmzZg2GDBmCP/74A02bNkVSUhJ0dHSQkJAAfX39TOtfduse10lSFwazb0RwcDA2btyIHTt2oE6dOrh16xa2bduGadOm4fXr15g5c2amcKb8l1dfUm5SrkN+fn5YunQp7t69C2dnZ1y5cgX37t3DnTt30KxZM7i4uMDExCTb+Yly2+7du9GvXz/Mnz8fbdq0wd27d7FkyRLcvHkTqamp8Pb2RsuWLdVdJtEH8SfBN+LJkyewsbFB7dq1AQClSpXCiBEjMHPmTCxdulQ6d4y/8uhr+Pfff7F9+3bUrFkT1tbWOHnyJDp16oSpU6di1apVcHd3x/z58xEeHq7uUqkASUtLg7GxMaKjo7Fv3z40bNgQb968QbFixeDi4oLWrVtLd6LgWTwkV2wx+0bY2Njg+fPnuHLlCipVqgTgfQeeXbp0wdu3b7F582Z4eHigRo0aaq6UCoLixYtj0qRJ2LBhA+rUqYOwsDDMmDEDP/zwA5ycnBAQEICFCxeiTJkyaNeuHa+2pDylXL/atGmD5ORkDB8+HMnJyRg4cCAmTZoknV9bunRpjBs3Do0aNUKpUqXUXDVR1ti88o0oWrQo7O3tERgYiBcvXkjDCxUqhA4dOiApKSnLXqqJvlR2LQsdOnRA9+7dYWRkBB8fH/Tr1w9OTk4AgPHjx6N8+fL45ZdfAPDwJeWt9OtXhw4dsHz5ctSvXx+9e/dW6S6jadOm0NXVxePHj9VRJtEnYYuZjKRvVVCeK6b8t2TJkhgwYAC8vb1hYWGBvn37wsLCAgCkbgcePnyozvIpH0q/ToaEhCA6OhrGxsaoXLkyFAoFOnbsCDs7O1haWkrdCqSkpEgXnZibm6uzfMrngoKCcPz4cbx48QI1a9aU7sfapk0bVK9eXbogRbkeJyQkwMXFBba2tuosm+iD2GImI8od4IoVKzBnzhwkJiZCQ0NDuofggAED4Ofnh8mTJ2P+/PkIDQ0FAISFheHhw4dwcHBQW+2UPynXyYkTJ6Jz587o3bs3qlWrhmnTpknTuLu7q9xNQktLCxEREfj3339RokSJr14zFQxr165Fly5d8PDhQ0RERGDw4MGYN2+eND79VcIKhQKJiYmYPHky7OzsULZsWXWUTPRpBMnK3LlzhUKhEBUqVBALFy4UCQkJQgghkpKSpGmWLVsmypQpI7777jtRo0YN8d1334lmzZqpq2TK56ZNmyZsbGzEn3/+KZ4+fSq2bt0qNDQ0xJ9//plp2ufPn4uLFy8KNzc30bJly69fLBUIQUFBwt7eXgQGBgohhEhMTBSzZs0SNWrUEC9fvhSpqanStAkJCWLbtm2iXr16oly5ctK2NP00RHLCFjMZuXjxIgIDAzF37lxUqlQJW7ZswS+//IKEhARoa2sjOTkZADB48GBs3rwZ06dPh5eXFyZOnIh9+/YBeH8IlCi3XLp0CQcOHMCqVavw/fffw9bWFh07dkTt2rVx8eLFTNMHBQWhY8eOcHNzw+7duwFwnaTclZCQgEOHDqFRo0b48ccfAby/72qlSpUQFhaWqT/HFy9e4OHDh7C1tUVISAi0tbWlw+1EcsRzzGTE0dERzZs3R7t27eDt7Y3+/fsjMDAQADBo0CDo6elJtwipUKECKlSooDI/e6qm3KatrQ1tbW2ULl0awP+6YylUqBDu378PQHW969q1K2xtbdGwYcNM44hyg56eHho3boyoqCjpvEYhBFxdXaGjo4OkpCSV6YsUKYKBAwfCyMgICoWCt1ki2eMWU0ZsbGzw008/wcHBARoaGliyZAnc3NwQGBiI5cuXIzExEVpaWnjy5EmW83MHSLmtfPny2LJlC4oVKwYAUqutpaWl1HmshoYG4uPj8eDBAwBgKKM816hRI3To0EF6rlAoYGxsDCEEYmJipOEbN24EABgbG0OhUEAIwVBGssetpszo6+sDeH9lm76+vhTOtm3bhpUrV+LKlSuoU6cOFi1apOZKKb8T/99NRvqTqNMHrfj4eADA69evUa1aNQQFBanMz1BGeUVTUzPTsHfv3iElJQXGxsYAgMaNG2Ps2LEqh9LZbQt9C7jllCktLS2kpqZCX18fS5cuRfny5bFmzRrUqFEDpUuXxogRI9RdIuVzyhaG9Dsz5Q4xMTERycnJePv2LerWrQsLCwv0799fXaVSAZeamirdEzMtLQ2tWrXC06dP8ejRI2hoaLCXf/qmMJjJmKamJtLS0qCnp4eBAwfi+vXr+PHHH3HgwAEAPKma8lZaWpoUyq5evYqoqChpXKFChRAbG4sGDRrA3t4eJ0+elOYh+to0NTVRqFAhaGhooHbt2ggNDcWVK1ekE/3ZUkbfEgYzNVDuvBITEz86rYaGBh4+fAh3d3f88MMP+O2336Rl8FARfYn0rQgZWxSSk5Ol9WvatGno3r074uLipOkSEhKwceNGuLq6SocwuU6SOsXFxeHhw4ewsLDA7du3pVDGc8roW8M19isTQkg7r3Xr1qFNmzawtrb+4DxOTk4YO3YsfH19AXAHSF8u/SHKVatW4Z9//kFqaioqV66MAQMGQFtbG8D7UDZ37lwEBgbC3t5emr9Ro0Z49eqVdNUw10nKKxkPp2d8rhzm4OCAnTt3olmzZtDS0mIoo2+WQvDgu1pMmDABBw4cwPnz56Grq5vtdKmpqSonunIHSLlp/Pjx+PXXX9GxY0eEhoYiPDwc5ubmOHjwIExMTDBmzBg0atQITZs2zXYZXCcpr6Rft5KSkpCYmChdffmhw5MMZfQtYzBTg8TERPTu3RslS5aEr68vd2qkFnfu3MEPP/yApUuXwtPTE6mpqTh37hyGDh2KtLQ0nDx5kve6JLXIGPaXLl2KY8eO4c6dO/j777+lKy+J8iMmAjXYt28fdu/eDS8vL4YyUpuYmBi8fftWup+lpqYmvv/+e2zfvh0KhQKenp5qrpAKkvQXjijPrV2yZAmqVq2KZcuW4caNG/juu++4zaR8j2v4V/bixQusXbsWo0ePRqVKlaThKSkpuHPnDh4/fqzG6qggKVasGExMTLB9+3aV4a6urli1ahXevn2L2bNnq6k6KmiUgeuvv/7CsmXLULFiRQQFBcHLywsnT55EfHw8mjRpAkNDQzVXSpS3GMzyUPqjxMpfg5GRkXj8+LHUOzoALF++HP369YO7uztu376NlJSUr14rFTx6enpo2rQpgoKCcPToUZVx1apVQ7ly5XDp0iU1VUcFQUREhPT/pKQkjB07Fn379sUff/wBPz8/bNmyBX5+fli3bh2cnZ0xdOhQAJmvIibKTxjMctm7d++wZcsWAKq9TCt/DY4cORLVq1dH9erVsWHDBjRo0AABAQGwtbXFxo0b0ahRI560Srkm/Q7s9evX0jAhBPT09ODj44M3b95g4cKFOH78uDStQqFA2bJlkZyczB8KlCcmTZqEHTt2AHi/Turo6KBw4cJYsWIFNmzYgOHDh8PY2Bipqan466+/0Lx5c2ndZb9klJ8xmOWy8+fP45dffkFCQkKmzjYvXbqE//77DwYGBihevDi2bt0KV1dXXL58GdOnT0fjxo3VVDXlV8odWEBAANq2bYvr169Lw1JTU1G8eHGsX78eT548wcyZM7F48WK8ffsWoaGhCAwMRMmSJflDgfKEpaUlNmzYgKioKGmdHD58ONzd3eHo6ChNt2TJEpw5cwZdunSBQqFgKKN8j8Esl1laWiIiIgJhYWGZbgVy79493L9/HxcvXsSgQYOkm5NbWlpyY0N5Zvny5Zg2bRpevXoFPz8/KZxpaGggNTUV5cqVk/opW7BgAZydndG6dWuULFkSAQEBAHjoiHJf48aNYW5ujuvXrwNAli2zz549w9GjRzFt2jQULlyYd5agAoHdZeSBXr164fnz5wgMDISJiYnU9P78+XM8ePAA9vb2cHBwkKZn0zzlBSEEHj58iJ49e6Jp06aws7PDxo0bYWJigqlTp8LNzQ1paWkQQkBTUxOxsbGIiYnBP//8AwsLC1SvXh0A+ymjvNOiRQu8evUKf/31F4DM/TaePn0aPXr0wIYNG1C3bl11lUn0VTGY5SJlwDp8+DBmzZqF3r17o1OnTtkeCmIgo7yQnJws9dwPANu3b4erqysqVKiAwMBA/PrrryrhTLkJyGpdZCijvKBcr8LDw1G9enX88MMPWLFiBQDVcLZ48WJERETA399fneUSfVUMZnkgLS0NXbt2xe3bt7F48WLUqlVLOqzJIEZ5KS0tDR4eHhgyZAjat2+f5TTKcGZsbIxp06bBzc0Nd+7cgZ6eHpycnL5yxVSQpaSkYOPGjZg9ezaaN2+OOXPmAFD9QRAXFwdDQ0P+SKACg2t5LlNuPDZu3AhNTU0MGTIEwcHBiI+Ph0KhQGpqqrpLpHxMQ0MDtWrVwvPnzwFAZX1Tnp/TsWNH9OvXDzExMfDz88OePXtQq1YtjB8/Xi01U8GlpaWFli1bom/fvti1axc6d+6M5ORkKYAJIaR+yxjKqKBgi9kXSN8Clv7/yqb4lJQUNG7cGO/evYOHhwd8fHw+esNyoi+1bNkyzJgxA6GhoTA3N1dpaUj//+3bt2P+/Pn4+++/0apVK+zcuVOdZVMB9vbtW/z555/w8fGBmZkZevXqhUaNGsHV1VXdpRF9dQxmnymrw5LphylvopuamoqZM2fi3LlzCAkJwfjx41G2bFnUr19fHWVTAdG0aVMULVoUCxcuhI6OTpY/IsLCwlChQgV4eXlJfe/xcBHlppyuT6mpqZgwYQKePHmC4OBgLF++HHXr1oWFhUUeVkkkLwxmX2jmzJkwMzPDgAEDMo1LfxJrUlISfv31V/z333/Q0NDAxIkTYWJi8rXLpQJi2bJl2LZtG/r06YOuXbtCU1NTJZy9efMGderUQeHChXHkyBEADGWUu5Q/TgHg5s2bMDU1hYGBAczMzABk/nGb8YrM8+fPw9raGkWLFv26hROpGYNZDqXfmLx+/Rq9evWCqakpVq1aBT09vUwbm6xa1rgDpLwWFxeHnj174tmzZxg5ciRatmwpteAqd37BwcFo1KgRAK6TlHv8/f1Rr1491KpVCwAwbtw4bN++HbGxsWjatCl69+4Nd3d3AJm3j7xAiojBLEfS79QSExOhq6uL8+fPo379+pg/fz4GDhyo5gqpoEjfGpGRMmRFRUWhffv2iIuLQ7NmzeDt7Q09PT1pfMZ/ib7U33//jYEDB8LBwQHTp0/H27dv0bVrV6xevRo3b97EiRMn8PLlS0yePFm60wnDGJEqBrPPMHz4cOjo6GDkyJGwt7fH4sWLMW/ePPz+++9Sp5xEeSUlJQXVqlVDmzZtMGHChCynUf6IiImJweTJkxESEoKEhAQsXboUVlZWcHZ2/rpFU4Gxa9cuLF++HCYmJnB0dISjoyO8vb0BvO8wdsmSJXjy5AmmTp0qtdgS0f/wZ3IORUREYNOmTVi2bBlq1qyJo0ePokqVKqhXrx527tyJt2/fqrtEyue0tLTw448/Ytq0aVi4cGGW02hqaiI1NRXGxsaYOXMmFi1ahHLlymH48OHo3bs3goODv27RlO8pb6nUunVr9O3bF3Fxcdi0aRNiY2OlaerWrYthw4bBwcEBU6ZMwb59+9RVLpFsscXsIzIe5klOTsayZctw7949aGpqIiQkBHXr1sWlS5cQHR2N5cuXo2LFijw8RHlG2Rq2aNEi+Pj4YPHixRg4cGCWhzYzHiYKCwtDTEwMrKysYGdn9zXLpnwsq8ORO3fuxOzZsxEbG4t169ahatWq0rgzZ85g8uTJKFasGFauXPm1yyWSNSaHj1CGq4kTJ+LOnTvQ1tZGs2bNcP78edStWxfr16+HsbEx4uPjceHCBfTu3VtlPqLclJKSIp3n6O7ujlatWsHHxwe//vprljcaV+4slZ3Luri4oFy5cgxllGvSh7J169Zh9OjRAIA2bdpgzJgxsLW1xbRp0xASEiLN8/3332P+/PlYvny5WmomkjOmh0/w4MEDnD59GlWqVMHs2bNhYmKCBQsWoF+/fnj37h3Gjx+PVatWoUKFCihbtqy6y6V8TNkq1qpVKwwePBhGRkaoUKEChg4dikWLFmU7H38oUF5IS0uTQtnZs2dx7NgxrFy5EnPnzgXwPpwNGDAA8fHx8PPzUwln5cuXly4+IaL/4aHMLGTsT0dp3rx52LdvHxITEzFw4EA8evQIz549w7Rp02BpaYl3797BwMAAAK80oryzYsUK+Pn54dKlSyhSpAhiYmKwbNky+Pr6Yv78+Rg2bBiDGH1VY8aMwYULF2BlZYULFy4gOTkZ/fv3h5+fH4D3d5lYs2YNoqOjsXbtWpQsWVK9BRPJWNbX2xdg6UPZ/v37kZCQAH19fXh5eWHUqFGoW7cugoKCMGjQIJiZmcHQ0BBdunTB999/z1BGeSLjD4W3b9/C2dkZRYoUgRACRkZGGDduHF6/fo0xY8bAwMAAffr0YTijPJN+nfzjjz+watUqHDp0CNWqVcPTp0+xaNEibN26FRoaGpg0aRLatWuH+Ph4XL58GcWLF1dz9UTyxi13OkIIaWPTunVrjBo1CiNGjED//v1Rq1YtvHz5ElWrVoWvry8uXboENzc33Lt3L9MVbgxllFvSr5NdunTB5cuX4eLigmvXriEsLAwKhUI6t8zd3R3JyckYMGCA1Js/UW7q06cPEhISVH4o3L9/H0WLFkWNGjWgqakJR0dHDB8+HDVr1sSCBQswZ84cAED37t0xb948Hr4k+ggGs3SUgWrs2LEIDQ1FcHAwzp07h927dyMuLg5NmjSRNiilS5fG1q1bceTIEUyZMkWdZVM+lf78nUWLFuHixYswMDBA7dq1Ubt2bYwcORL37t2TWsYsLCwwZswYBAUFwdPTU52lUz50+fJlvHv3LtNpHk5OTkhISMCNGzdUhvXu3RvJyclYuXIlAgICAEC6NRhbc4myx29HBmlpaQgLC0PXrl2lzhGrVq2KPXv24PXr1xg8eLA0nZmZmcotbYhyk3LntWHDBly9ehUBAQEoWbIkihQpgl69eiEmJgadOnXCb7/9hm3btqFv37548+YNGjZsCIDrJOWuChUq4LfffoO2tjbWrFkj9U/m6uqK+Ph4rFu3Ds+ePZOmNzQ0hKenJ9q0aYMDBw7g33//BcAjCkQfw3PMMtDQ0EB4eLjKTi0tLQ3Ozs7o1KkTzp8/j+TkZGhra2eajyi3HTlyBLNmzcKzZ8/Qpk0baXjnzp1hZmaG33//HQMHDoSzszPc3NxU+oTiOkm55cGDB9LdIh48eIAZM2ZgyZIl+Ouvv1C5cmVMnz4dAwcOxLt379CwYUOULFkSEyZMwHfffYfOnTtj7ty5uHnzJs8vI/oEBW7LnfEi1PQBTDmue/fuuHv3LgIDAwH8bwdnZWWFtLQ0JCcnf6VqqaBr0qQJhgwZAnNzc8yfPx/h4eHSOE9PT6xbtw63b9/G8ePHsXXrVgBsKaPcdePGDRQtWhTr1q0DABQpUgS//vordHV1UbduXcTGxqJLly5Ys2YNbt68iYEDB6J58+aIjIzEvHnzULx4cZQrVw6mpqZqfidE34YCF8yUzejnzp0DAJUTUZXjGjRogGLFimHdunVYvnw5YmNjcePGDaxZswYVKlSQrr4kyk2pqalZDh8yZAh8fHzw7t07+Pr6IjIyUmX6woULw8rKCgB4/g7lOicnJ/z0008YOHAg1q9fDy0tLbi7uyMgIAAKhQLu7u6IjY1F+/btsWXLFpw9exY7d+7EpUuXoKurCz8/P0RHR6NEiRLqfitE34QC2Y9ZUFAQhg0bhh49euDnn38G8L9bLym7urhx4wbmzZuHoKAgxMXFwdLSEmXLlsWuXbsAsEsMyl3pux9Yvnw5/v33X7i4uKBy5cqoXbs2AGD+/PnYsWMHSpUqBX9/f1hbW3M9pK8iKioKixcvxuTJk7F161Z06NABKSkpOH36NMaMGQMAOHXqFAwNDaV5zp07h7lz5+LMmTM4cuQIKlSooKbqib4tBTKYPX36FDNmzMDVq1fRokULjB07FkDmcBYTE4OYmBhcu3YNBgYGqFu3rsp0RLkhfbhq06YNbt++DVdXVyQlJeHly5eYMGECWrZsCQBYsGABduzYAWtra6xfvx4mJibqLJ3yuZSUFGhoaEjbO2dnZzx69Ajr169H9+7dpXA2fvx4PH/+HLdv34aenh4A4M2bNwgICEDPnj1RunRpdb4Nom9KgUwXhQsXxqRJk1CpUiXs2rULs2bNAvD+sGZqaqq0k3z+/DlOnjyJpk2bMpRRnlGubz/99BMePHiA4OBg7NmzB6VKlUJoaCjGjBmD33//HQDg4+ODxo0bo2LFigxllCeOHTuG6dOnA3h/CzDl9q5du3YwNTXF4MGD0bNnT2zYsAFaWlqoW7cu/Pz80KBBA5WLoszMzDBr1iyGMqKcEgVYeHi4GDp0qKhevbqYOXOmyribN28KBwcH0a9fPzVVR/nVu3fvRJcuXcR///0nDXv9+rXo0qWLCAwMFEIIMW/ePGFhYSGWLl0qfvjhB1G0aFGxa9euTMtKS0v7WmVTAZCQkCD69+8v3NzcVLaJbdq0EWXLlhUPHz4USUlJYsKECUJTU1Ns2LBBCCFESkqKNG36/xNRzhXoYCZE1uHsv//+E0WLFhVNmzaVpuMOkHLL8+fPhZWVlahRo4Z49OiRNPzBgwfi5cuX4sSJE8LFxUXs3r1bCCHEokWLhLa2tjAzMxNnzpyRpuc6SXnh6dOnYsSIEaJGjRpi4cKFol27dqJcuXLi3r170jSxsbFi0qRJQqFQiIMHD6qxWqL8p0CeY5ZRREQEZsyYgZCQENSoUQN79uxBiRIlcPDgQQA8fEm579mzZ2jcuDH09PSwY8cOODk5SeNmzpyJkydP4tChQ1AoFNiwYQOOHTuG5s2bo127dmqsmgqK8PBw+Pv748CBA4iKisK1a9dQuHBhpKSkQEvrffeXsbGxCAwMRM+ePaVhRPTlmDYA2NrawtfXF1WqVMHSpUtRtmxZhjLKEykpKQAAe3t7/P7773j48CGGDBmChw8fStPo6uri7t27OHXqFJ4+fYolS5agUqVKUihjP2WU1+zs7DBhwgQ0b94cLi4uUh95WlpaUjctRkZG6Nu3L7S0tKT1moi+HFvM0gkPD8exY8fQtWtXAAxllLtEuqsvO3ToAE1NTYSEhOD+/fuoVq0aAgMD4ejoiIsXL2Lq1Kk4ffo0TExMUL58eezfvz/TMojymvJowsWLF9G6detMV7ATUe5jMMsGNzyUV0aOHIk9e/bg6NGjAIAnT56gb9++MDU1xc6dO1GkSBHcunULT548QUxMjHQrJq6TpA4RERHw9/dHSEgIPDw8pCs2iShvMJgRfWVt27aFs7Mz5s6dKw27c+cOGjduLN1xwtHRUWUehjJSp4iICIwZMwZ6enpYuXIlW22J8hCDGdFXojwM2aBBA+jr60uHJ5W9/o8dOxZz5sxBiRIlcObMGVhYWKi5YqL/ef36NQoVKqTSCTcR5T7+BCfKIxnvfanckQ0ZMgShoaFYvnw5AEi3YnJ2dsbYsWPRtm1bhjKSHXNzc+newgxlRHmH1zgT5YG0tDQpcK1Zswbh4eGoX78+KlSoAA8PD3h5eWHdunWIiorCgAED8OTJE6xcuRKDBg3CgAEDAPBEf5InHlInyls8lEmUy0SGe1/+/fffKFSoEB49eoShQ4di1KhRSE5OxtKlS7Fq1SqkpqZCR0cH1atXx549e9RcPRERqRNbzIhyUfpQdujQISQlJeHs2bNwcnLC0qVLsWTJEiQkJGDcuHGYMWMGRo0ahbNnz8LY2Bju7u4AeKI/EVFBxmBGlIuUoczX1xe3bt2Co6Oj1Kv/0KFDoVAosGjRImhqaqJ///4oXrw4mjVrJs3PUEZEVLAxmBHlgXfv3mHPnj2oVasWIiMjYW1tDeD9if8KhQKLFy/G27dv4e/vL40DeP4OEVFBx2BG9IWyauVasGABLC0tsWTJEqxduxa9e/eWAtjgwYMRGxuLV69eqYQyIiIinvxP9AWUfZABwIsXL5CQkAAHBwdpvK+vLzZv3ozBgwejV69eWQYxXn1JRERKbDEj+kzpQ1mfPn1w69YtXLlyBf3790fLli3h4eGBGTNmQAiBFStWQKFQoHv37rC1tZWWwVBGRETpMZgRfSZlKOvUqROuXbuGefPmQUtLC71798bdu3cRGxuL5s2bw9/fHwqFAhMnTkSZMmXg5eUlLYOhjIiI0mMwI/oCGzduxJ07d3Do0CE4Ojpi3bp1ePHiBR4+fIj58+dDW1sbTZs2xYwZM1ChQgWVUEZERJQRzzEj+oj0hxsznuh/6dIlhIaGomfPnvjll1/g5+eHPXv2wMjICDVr1sT333+Pnj17omPHjtI87BKDiIiyw70D0UcoQ9mZM2ek+1927twZZ8+ehZubG9q2bYvIyEj89ttvmDNnDmrWrImiRYuiaNGiuHXrFp4/f66yPIYyIiLKDg9lEn2EEAJ///036tatizlz5iA4OBj37t1DqVKloKurC11dXbx+/RrPnz+Hrq4uAODVq1eoUqUKevbsibp166r5HRAR0beCwYwoC+kPXyoUCtSoUQPLli2Dt7c3ChUqhPPnz8PMzEyaPi0tDWZmZti5cydu376N7du3o2zZslIo49WXRET0KXhMhSiD9CEqJCQEt27dAvD+EKSxsTFevHiBnTt34s2bN9I8zs7OmDp1Kt6+fYujR4+idu3a2LZtW6blERERfQhP/idKJ32ImjFjBnbt2oXOnTtj4MCBMDAwAACsWLECgwcPxowZMzB48GCYmpqqLOPdu3fStDzRn4iIcoKHMonSUYayMWPGYNOmTViyZAkqVaokBS0AGDhwIOLj4zFq1Choa2ujT58+0NfXR5MmTTB37lxUrVoVwPuQx1BGREQ5wWBGlEFgYCB27NiBffv2oUqVKirjYmJiYGxsDB8fH6SlpWHcuHH466+/cOXKFXz33XdSKAPYeSwREeUcgxlRBjdu3EDlypVRtmxZAO9vvXTgwAHs3bsX//33n9SR7KhRo2Bra4srV66gUqVKmDhxIgAeviQios/Hc8yI/p/yq9C1a1e8evUKu3fvhkKhQK9evfD48WMIIVCiRAkcO3YMFSpUwO7duwGo3jOToYyIiL4E9yBE/0+hUEChUGDo0KEICgpC1apVYWlpiXv37mHIkCE4efIk1qxZg4EDB+LmzZtSx7HKUAaw81giIvoyPJRJlEHNmjXxzz//4NixYzA0NETfvn2hoaEhnTNmZmYGe3t76OnpqblSIiLKb3gokygHwsPD4eXlhQYNGmDOnDnqLoeIiPIZBjOiT/D06VM8ePAAgwcPhrOzM/bs2QOAnccSEVHuYjAj+ojY2Fh06tQJz58/R8WKFbFy5UoAPNGfiIhyH4MZ0Se4desWnj59ioYNGwJgKCMiorzBYEaUQzx8SUREeYU/+YlyiKGMiIjyCoMZERERkUwwmBERERHJBIMZERERkUwwmBERERHJBIMZERERkUwwmBERERHJBIMZERERkUwwmBERERHJBIMZERERkUz8HzmkiDiZ9geVAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def diffclass(x):\n",
    "    if abs(x) > 25:\n",
    "        out = \"High (> 25 USD)\"\n",
    "    elif abs(x) > 10:\n",
    "        out = \"Standard (10-25 USD)\"\n",
    "    else:\n",
    "        out = \"Low (< 10 USD)\"\n",
    "    return out\n",
    "\n",
    "x = (prices['Differential'].apply(diffclass))\n",
    "x = pd.DataFrame(x)\n",
    "x = x.apply(pd.value_counts)\n",
    "x = x.reindex(['Low (< 10 USD)', 'Standard (10-25 USD)', 'High (> 25 USD)'])\n",
    "x.plot.bar(title='Count of Months Jan 2005 - Dec 2022 Categorized by Differential Size', \n",
    "           ylabel='Count')\n",
    "plt.xticks(rotation=45, ha='right')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abb4bcae-0e47-4f59-b6bd-daf70764c4b0",
   "metadata": {},
   "source": [
    "Above is a bar plot representing how often the differential falls into certain categories. As we can see, over the period of 2005-2022, it most frequently was in the range of 10-25 USD, but there was still significant amount of months where the average monthly price was above or below this range."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0837cfe0-241e-478d-a887-aa138f981cc7",
   "metadata": {},
   "source": [
    "### Some VERY Elementary Analysis\n",
    "* The below shows the coefficient of variation for our differential, which represents relative volatility. This is calculated by dividing the standard deviation by the mean."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "60ec21a7-4e9a-4649-948c-eff5ae957866",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The coefficient of variation for the differential from 2005-2022 was 0.40485897327185716.\n"
     ]
    }
   ],
   "source": [
    "dif1 = np.abs(prices['Differential'].std() / prices['Differential'].mean())\n",
    "print(f'The coefficient of variation for the differential from 2005-2022 was {dif1}.')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f5e767d-1c85-40ba-9bdb-06338e7d3fa3",
   "metadata": {},
   "source": [
    "This number by itself isn't very insightful, but it could be valuable to see if and how this number has been changing when isolating for specific periods in time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "dd651b1f-86c1-4f13-993c-614c43e175de",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The coefficient of variation for the differential from 2008-2012 was 0.38652073709029344.\n",
      "The coefficient of variation for the differential from 2013-2017 was 0.40020035854427305.\n",
      "The coefficient of variation for the differential from 2018-2022 was 0.4764791723130897.\n"
     ]
    }
   ],
   "source": [
    "prices = prices.set_index('Date')\n",
    "\n",
    "dif2 = np.abs(prices['2008-01-01':'2012-12-01']['Differential'].std() / prices['2008-01-01':'2012-12-01']['Differential'].mean())\n",
    "dif3 = np.abs(prices['2013-01-01':'2017-12-01']['Differential'].std() / prices['2013-01-01':'2017-12-01']['Differential'].mean())\n",
    "dif4 = np.abs(prices['2018-01-01':'2022-12-01']['Differential'].std() / prices['2018-01-01':'2022-12-01']['Differential'].mean())\n",
    "\n",
    "print(f'The coefficient of variation for the differential from 2008-2012 was {dif2}.')\n",
    "print(f'The coefficient of variation for the differential from 2013-2017 was {dif3}.')\n",
    "print(f'The coefficient of variation for the differential from 2018-2022 was {dif4}.')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "293581a4-4432-4204-a770-901468c8fcce",
   "metadata": {},
   "source": [
    "As one can see, the relative volatility of the differential has been significantly growing over time. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cd06b2b7-d1e7-4783-80d1-891f6fa3c662",
   "metadata": {},
   "source": [
    "### Canadian Oil Production - Retrieved from the US Energy Information Agency\n",
    "Data source for 1973-2021: https://www.eia.gov/international/data/world/petroleum-and-other-liquids/annual-petroleum-and-other-liquids-production"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ceee4a4-0ca9-448e-a89e-0d220d65a94f",
   "metadata": {},
   "source": [
    "Our main data source, from the EIA, includes yearly average values for Canadian oil production. This is measured in thousands of barrels per day. For example, our first row indicates that in 1973, per day Canadian production averaged 1.798 M barrels per day. For 2022 production, we used the average of 2018-2021 values. Measurements are not the same from different sources (they were systematically different for every year) so it would be inconsistent to pull from elsewhere. If anything, this is a conservative estimate since production is likely to have grown in 2022 due to higher prices.\n",
    "\n",
    "We realize that the units and frequency in which Canadian oil production is measured may be confusing. Later on, when we create our new dataset, we will have more interpretable measures for our production. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "20a24a5f-6065-4447-a4e5-311541d5c239",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>Year</th>\n",
       "      <th>Country</th>\n",
       "      <th>Canada Total petroleum and other liquids (Mb/d)</th>\n",
       "      <th>Crude oil, NGPL, and other liquids (Mb/d)</th>\n",
       "      <th>Crude oil including lease condensate (Mb/d)</th>\n",
       "      <th>NGPL (Mb/d)</th>\n",
       "      <th>Other liquids (Mb/d)</th>\n",
       "      <th>Refinery processing gain (Mb/d)</th>\n",
       "      <th>Unnamed: 8</th>\n",
       "      <th>Country.1</th>\n",
       "      <th>Production</th>\n",
       "      <th>United States Total petroleum and other liquids (Mb/d)</th>\n",
       "      <th>Crude oil, NGPL, and other liquids (Mb/d).1</th>\n",
       "      <th>Crude oil including lease condensate (Mb/d).1</th>\n",
       "      <th>NGPL (Mb/d).1</th>\n",
       "      <th>Other liquids (Mb/d).1</th>\n",
       "      <th>Refinery processing gain (Mb/d).1</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1973</td>\n",
       "      <td>Canada</td>\n",
       "      <td>1798.109589</td>\n",
       "      <td>1798.109589</td>\n",
       "      <td>1798.109589</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9207.953296</td>\n",
       "      <td>9207.953296</td>\n",
       "      <td>9207.953296</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1974</td>\n",
       "      <td>Canada</td>\n",
       "      <td>1550.953425</td>\n",
       "      <td>1550.953425</td>\n",
       "      <td>1550.953425</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>NaN</td>\n",
       "      <td>8774.205438</td>\n",
       "      <td>8774.205438</td>\n",
       "      <td>8774.205438</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1975</td>\n",
       "      <td>Canada</td>\n",
       "      <td>1430.230137</td>\n",
       "      <td>1430.230137</td>\n",
       "      <td>1430.230137</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>NaN</td>\n",
       "      <td>8374.736962</td>\n",
       "      <td>8374.736962</td>\n",
       "      <td>8374.736962</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1976</td>\n",
       "      <td>Canada</td>\n",
       "      <td>1313.983607</td>\n",
       "      <td>1313.983607</td>\n",
       "      <td>1313.983607</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>NaN</td>\n",
       "      <td>8131.639273</td>\n",
       "      <td>8131.639273</td>\n",
       "      <td>8131.639273</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1977</td>\n",
       "      <td>Canada</td>\n",
       "      <td>1321.134247</td>\n",
       "      <td>1321.134247</td>\n",
       "      <td>1321.134247</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>NaN</td>\n",
       "      <td>8244.561600</td>\n",
       "      <td>8244.561600</td>\n",
       "      <td>8244.561600</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Year Country          Canada Total petroleum and other liquids (Mb/d)  \\\n",
       "0  1973  Canada                                        1798.109589         \n",
       "1  1974  Canada                                        1550.953425         \n",
       "2  1975  Canada                                        1430.230137         \n",
       "3  1976  Canada                                        1313.983607         \n",
       "4  1977  Canada                                        1321.134247         \n",
       "\n",
       "               Crude oil, NGPL, and other liquids (Mb/d)  \\\n",
       "0                                        1798.109589       \n",
       "1                                        1550.953425       \n",
       "2                                        1430.230137       \n",
       "3                                        1313.983607       \n",
       "4                                        1321.134247       \n",
       "\n",
       "                   Crude oil including lease condensate (Mb/d)  \\\n",
       "0                                        1798.109589             \n",
       "1                                        1550.953425             \n",
       "2                                        1430.230137             \n",
       "3                                        1313.983607             \n",
       "4                                        1321.134247             \n",
       "\n",
       "                   NGPL (Mb/d)                  Other liquids (Mb/d)  \\\n",
       "0                          NaN                                   NaN   \n",
       "1                          NaN                                   NaN   \n",
       "2                          NaN                                   NaN   \n",
       "3                          NaN                                   NaN   \n",
       "4                          NaN                                   NaN   \n",
       "\n",
       "               Refinery processing gain (Mb/d)  Unnamed: 8      Country.1  \\\n",
       "0                                          NaN         NaN  United States   \n",
       "1                                          NaN         NaN  United States   \n",
       "2                                          NaN         NaN  United States   \n",
       "3                                          NaN         NaN  United States   \n",
       "4                                          NaN         NaN  United States   \n",
       "\n",
       "       Production  \\\n",
       "0             NaN   \n",
       "1             NaN   \n",
       "2             NaN   \n",
       "3             NaN   \n",
       "4             NaN   \n",
       "\n",
       "          United States Total petroleum and other liquids (Mb/d)  \\\n",
       "0                                        9207.953296               \n",
       "1                                        8774.205438               \n",
       "2                                        8374.736962               \n",
       "3                                        8131.639273               \n",
       "4                                        8244.561600               \n",
       "\n",
       "               Crude oil, NGPL, and other liquids (Mb/d).1  \\\n",
       "0                                        9207.953296         \n",
       "1                                        8774.205438         \n",
       "2                                        8374.736962         \n",
       "3                                        8131.639273         \n",
       "4                                        8244.561600         \n",
       "\n",
       "                   Crude oil including lease condensate (Mb/d).1  \\\n",
       "0                                        9207.953296               \n",
       "1                                        8774.205438               \n",
       "2                                        8374.736962               \n",
       "3                                        8131.639273               \n",
       "4                                        8244.561600               \n",
       "\n",
       "                   NGPL (Mb/d).1                  Other liquids (Mb/d).1  \\\n",
       "0                            NaN                                     NaN   \n",
       "1                            NaN                                     NaN   \n",
       "2                            NaN                                     NaN   \n",
       "3                            NaN                                     NaN   \n",
       "4                            NaN                                     NaN   \n",
       "\n",
       "               Refinery processing gain (Mb/d).1  \n",
       "0                                            NaN  \n",
       "1                                            NaN  \n",
       "2                                            NaN  \n",
       "3                                            NaN  \n",
       "4                                            NaN  "
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "production = pd.read_csv(\"Production Data.csv\")\n",
    "production.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7f464300-d72c-4ccd-b9ee-3959cb350668",
   "metadata": {},
   "source": [
    "This doesn't look very accessible - let's clean things up again and also add our 2022 production data. We will rename our column headings to be more easily understandable. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "10c266c8-fe4d-485e-a708-24fdc0d171e4",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Index(['Year', 'Country',\n",
      "       '        Canada Total petroleum and other liquids (Mb/d)',\n",
      "       '            Crude oil, NGPL, and other liquids (Mb/d)',\n",
      "       '                Crude oil including lease condensate (Mb/d)',\n",
      "       '                NGPL (Mb/d)', '                Other liquids (Mb/d)',\n",
      "       '            Refinery processing gain (Mb/d)', 'Unnamed: 8',\n",
      "       'Country.1', '    Production',\n",
      "       '       United States Total petroleum and other liquids (Mb/d)',\n",
      "       '            Crude oil, NGPL, and other liquids (Mb/d).1',\n",
      "       '                Crude oil including lease condensate (Mb/d).1',\n",
      "       '                NGPL (Mb/d).1',\n",
      "       '                Other liquids (Mb/d).1',\n",
      "       '            Refinery processing gain (Mb/d).1'],\n",
      "      dtype='object')\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_587/3776621912.py:22: FutureWarning: The frame.append method is deprecated and will be removed from pandas in a future version. Use pandas.concat instead.\n",
      "  production = production.append(s, ignore_index=True)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Canadian Total Production (1973 - 2021)'}, xlabel='Year', ylabel='Production (000s of BPD)'>"
      ]
     },
     "execution_count": 56,
     "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": [
    "print(production.columns) #get a look at how these column names are stored (quite strangely)\n",
    "\n",
    "production=production.drop(['Unnamed: 8', '    Production'], axis=1)\n",
    "\n",
    "colnames = {'        Canada Total petroleum and other liquids (Mb/d)':'Canadian Total Production',\n",
    "           '            Crude oil, NGPL, and other liquids (Mb/d)':'Canada Crude Production',\n",
    "           '                Crude oil including lease condensate (Mb/d)':'Canada Crude + Consdensate Production',\n",
    "           '                NGPL (Mb/d)':'Canada NPGL',\n",
    "           '                Other liquids (Mb/d)':'Canada Other Liquids',\n",
    "           '            Refinery processing gain (Mb/d)':'Canada Refinery Processing Gain', \n",
    "           '       United States Total petroleum and other liquids (Mb/d)':'USA Total Production',\n",
    "           '            Crude oil, NGPL, and other liquids (Mb/d).1':'USA Crude Production',\n",
    "           '                Crude oil including lease condensate (Mb/d).1':'USA Crude + Consdensate Production',\n",
    "           '                NGPL (Mb/d).1':'USA NPGL',\n",
    "           '                Other liquids (Mb/d).1':'USA Other Liquids',\n",
    "           '            Refinery processing gain (Mb/d).1':'USA Refinery Processing Gain',}\n",
    "\n",
    "production.rename(columns=colnames, inplace=True)\n",
    "\n",
    "s = [2022]\n",
    "\n",
    "production = production.append(s, ignore_index=True)\n",
    "\n",
    "production.loc[49, 'Year'] = 2022\n",
    "production.loc[49, 'Country'] = 'Canada'\n",
    "production.loc[49, 'Canadian Total Production'] = 5399.458\n",
    "\n",
    "\n",
    "production.plot('Year','Canadian Total Production',\n",
    "                title='Canadian Total Production (1973 - 2021)',\n",
    "                ylabel='Production (000s of BPD)')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c20a194-ed99-470c-ba06-75d103175885",
   "metadata": {},
   "source": [
    "Note that our data is from 1973 - 2022. This is great as is shows the longer run change in production, but unfortunately all of our other data is from 2005-2022 and on a monthly basis (this was the only free data available). Below, we will alter the production data so that it can be used with our other datasets. While this is less than ideal, growth in Canadian oil production is fairly steady especially when compared to the volatility of our other variables. As seen on the left graph, over time (including our 2005-2022 time span of interest), the growth in production is fairly consistent so it shouldn't impact our results too significantly. \n",
    "\n",
    "Currently, we only have one row per year but the rest of our data (ex. exchange rates and prices) are at a monthly average frequency. Since there was no free monthly data available, we will have to convert to a monthly frequency by multiplying each row 12 times."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "3dfc940c-df52-43d4-bc5a-0f494b80eb84",
   "metadata": {
    "tags": []
   },
   "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>index</th>\n",
       "      <th>Year</th>\n",
       "      <th>Country</th>\n",
       "      <th>Canadian Total Production</th>\n",
       "      <th>Canada Crude Production</th>\n",
       "      <th>Canada Crude + Consdensate Production</th>\n",
       "      <th>Canada NPGL</th>\n",
       "      <th>Canada Other Liquids</th>\n",
       "      <th>Canada Refinery Processing Gain</th>\n",
       "      <th>Country.1</th>\n",
       "      <th>USA Total Production</th>\n",
       "      <th>USA Crude Production</th>\n",
       "      <th>USA Crude + Consdensate Production</th>\n",
       "      <th>USA NPGL</th>\n",
       "      <th>USA Other Liquids</th>\n",
       "      <th>USA Refinery Processing Gain</th>\n",
       "      <th>0</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>32</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>3096.284614</td>\n",
       "      <td>3018.907614</td>\n",
       "      <td>2368.877597</td>\n",
       "      <td>645.430016</td>\n",
       "      <td>4.6</td>\n",
       "      <td>77.377</td>\n",
       "      <td>United States</td>\n",
       "      <td>8327.137027</td>\n",
       "      <td>7337.737008</td>\n",
       "      <td>5183.712329</td>\n",
       "      <td>1716.994559</td>\n",
       "      <td>437.030121</td>\n",
       "      <td>989.400019</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>32</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>3096.284614</td>\n",
       "      <td>3018.907614</td>\n",
       "      <td>2368.877597</td>\n",
       "      <td>645.430016</td>\n",
       "      <td>4.6</td>\n",
       "      <td>77.377</td>\n",
       "      <td>United States</td>\n",
       "      <td>8327.137027</td>\n",
       "      <td>7337.737008</td>\n",
       "      <td>5183.712329</td>\n",
       "      <td>1716.994559</td>\n",
       "      <td>437.030121</td>\n",
       "      <td>989.400019</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>32</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>3096.284614</td>\n",
       "      <td>3018.907614</td>\n",
       "      <td>2368.877597</td>\n",
       "      <td>645.430016</td>\n",
       "      <td>4.6</td>\n",
       "      <td>77.377</td>\n",
       "      <td>United States</td>\n",
       "      <td>8327.137027</td>\n",
       "      <td>7337.737008</td>\n",
       "      <td>5183.712329</td>\n",
       "      <td>1716.994559</td>\n",
       "      <td>437.030121</td>\n",
       "      <td>989.400019</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>32</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>3096.284614</td>\n",
       "      <td>3018.907614</td>\n",
       "      <td>2368.877597</td>\n",
       "      <td>645.430016</td>\n",
       "      <td>4.6</td>\n",
       "      <td>77.377</td>\n",
       "      <td>United States</td>\n",
       "      <td>8327.137027</td>\n",
       "      <td>7337.737008</td>\n",
       "      <td>5183.712329</td>\n",
       "      <td>1716.994559</td>\n",
       "      <td>437.030121</td>\n",
       "      <td>989.400019</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>32</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>3096.284614</td>\n",
       "      <td>3018.907614</td>\n",
       "      <td>2368.877597</td>\n",
       "      <td>645.430016</td>\n",
       "      <td>4.6</td>\n",
       "      <td>77.377</td>\n",
       "      <td>United States</td>\n",
       "      <td>8327.137027</td>\n",
       "      <td>7337.737008</td>\n",
       "      <td>5183.712329</td>\n",
       "      <td>1716.994559</td>\n",
       "      <td>437.030121</td>\n",
       "      <td>989.400019</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>211</th>\n",
       "      <td>49</td>\n",
       "      <td>2022.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>5399.458000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2022.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>212</th>\n",
       "      <td>49</td>\n",
       "      <td>2022.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>5399.458000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2022.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>213</th>\n",
       "      <td>49</td>\n",
       "      <td>2022.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>5399.458000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2022.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>214</th>\n",
       "      <td>49</td>\n",
       "      <td>2022.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>5399.458000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2022.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>215</th>\n",
       "      <td>49</td>\n",
       "      <td>2022.0</td>\n",
       "      <td>Canada</td>\n",
       "      <td>5399.458000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2022.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>216 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     index    Year Country  Canadian Total Production  \\\n",
       "0       32  2005.0  Canada                3096.284614   \n",
       "1       32  2005.0  Canada                3096.284614   \n",
       "2       32  2005.0  Canada                3096.284614   \n",
       "3       32  2005.0  Canada                3096.284614   \n",
       "4       32  2005.0  Canada                3096.284614   \n",
       "..     ...     ...     ...                        ...   \n",
       "211     49  2022.0  Canada                5399.458000   \n",
       "212     49  2022.0  Canada                5399.458000   \n",
       "213     49  2022.0  Canada                5399.458000   \n",
       "214     49  2022.0  Canada                5399.458000   \n",
       "215     49  2022.0  Canada                5399.458000   \n",
       "\n",
       "     Canada Crude Production  Canada Crude + Consdensate Production  \\\n",
       "0                3018.907614                            2368.877597   \n",
       "1                3018.907614                            2368.877597   \n",
       "2                3018.907614                            2368.877597   \n",
       "3                3018.907614                            2368.877597   \n",
       "4                3018.907614                            2368.877597   \n",
       "..                       ...                                    ...   \n",
       "211                      NaN                                    NaN   \n",
       "212                      NaN                                    NaN   \n",
       "213                      NaN                                    NaN   \n",
       "214                      NaN                                    NaN   \n",
       "215                      NaN                                    NaN   \n",
       "\n",
       "     Canada NPGL  Canada Other Liquids  Canada Refinery Processing Gain  \\\n",
       "0     645.430016                   4.6                           77.377   \n",
       "1     645.430016                   4.6                           77.377   \n",
       "2     645.430016                   4.6                           77.377   \n",
       "3     645.430016                   4.6                           77.377   \n",
       "4     645.430016                   4.6                           77.377   \n",
       "..           ...                   ...                              ...   \n",
       "211          NaN                   NaN                              NaN   \n",
       "212          NaN                   NaN                              NaN   \n",
       "213          NaN                   NaN                              NaN   \n",
       "214          NaN                   NaN                              NaN   \n",
       "215          NaN                   NaN                              NaN   \n",
       "\n",
       "         Country.1  USA Total Production  USA Crude Production  \\\n",
       "0    United States           8327.137027           7337.737008   \n",
       "1    United States           8327.137027           7337.737008   \n",
       "2    United States           8327.137027           7337.737008   \n",
       "3    United States           8327.137027           7337.737008   \n",
       "4    United States           8327.137027           7337.737008   \n",
       "..             ...                   ...                   ...   \n",
       "211            NaN                   NaN                   NaN   \n",
       "212            NaN                   NaN                   NaN   \n",
       "213            NaN                   NaN                   NaN   \n",
       "214            NaN                   NaN                   NaN   \n",
       "215            NaN                   NaN                   NaN   \n",
       "\n",
       "     USA Crude + Consdensate Production     USA NPGL  USA Other Liquids  \\\n",
       "0                           5183.712329  1716.994559         437.030121   \n",
       "1                           5183.712329  1716.994559         437.030121   \n",
       "2                           5183.712329  1716.994559         437.030121   \n",
       "3                           5183.712329  1716.994559         437.030121   \n",
       "4                           5183.712329  1716.994559         437.030121   \n",
       "..                                  ...          ...                ...   \n",
       "211                                 NaN          NaN                NaN   \n",
       "212                                 NaN          NaN                NaN   \n",
       "213                                 NaN          NaN                NaN   \n",
       "214                                 NaN          NaN                NaN   \n",
       "215                                 NaN          NaN                NaN   \n",
       "\n",
       "     USA Refinery Processing Gain       0  \n",
       "0                      989.400019     NaN  \n",
       "1                      989.400019     NaN  \n",
       "2                      989.400019     NaN  \n",
       "3                      989.400019     NaN  \n",
       "4                      989.400019     NaN  \n",
       "..                            ...     ...  \n",
       "211                           NaN  2022.0  \n",
       "212                           NaN  2022.0  \n",
       "213                           NaN  2022.0  \n",
       "214                           NaN  2022.0  \n",
       "215                           NaN  2022.0  \n",
       "\n",
       "[216 rows x 17 columns]"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "production1 = production.drop(index=range(0,32))\n",
    "\n",
    "production1 = production1.loc[production1.index.repeat(12)] \n",
    "\n",
    "production1 = production1.reset_index()\n",
    "\n",
    "production1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22e94f21-eeee-4cce-8c4a-a06bc25e71e7",
   "metadata": {},
   "source": [
    "And there we have it! Note that we only added a 2022 number for Canadian total production because this is the production variable that we will be using moving forward."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04b98c56-c4af-4e98-bbfd-1e9429b6d848",
   "metadata": {},
   "source": [
    "### A Look at Canadian GDP - Pulled from Statistics Canada\n",
    "https://www150.statcan.gc.ca/t1/tbl1/en/tv.action?pid=3610043402"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed5badde-95a5-4f09-8814-33828706ad6d",
   "metadata": {},
   "source": [
    "As discussed at the beginning, the oil industry is a significant component of the Canadian economy. From Statistics Canada, we are including GDP measures to understand how they are correlated with oil prices, which will be done in Part 2. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "50be6f74-ba7f-433d-886c-37fd91f83f59",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(7740, 17)\n"
     ]
    }
   ],
   "source": [
    "cadgdp = pd.read_csv(\"GDP Data.csv\", parse_dates = [\"REF_DATE\"])\n",
    "\n",
    "print(cadgdp.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d908cdb-4693-4755-8c76-7db916bb0965",
   "metadata": {},
   "source": [
    "Over 7000 rows seems like a lot! Upon further inspection, this dataset had an individual row for each industry and for each time period. Since we're only concerned about overall Canadian GDP, we drop all rows except for those measuring \"all industries\" - in other words, total GDP:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "f0e73bd2-2fca-4bf3-8439-6d315b8033af",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>REF_DATE</th>\n",
       "      <th>GEO</th>\n",
       "      <th>DGUID</th>\n",
       "      <th>Seasonal adjustment</th>\n",
       "      <th>Prices</th>\n",
       "      <th>North American Industry Classification System (NAICS)</th>\n",
       "      <th>UOM</th>\n",
       "      <th>UOM_ID</th>\n",
       "      <th>SCALAR_FACTOR</th>\n",
       "      <th>SCALAR_ID</th>\n",
       "      <th>VECTOR</th>\n",
       "      <th>COORDINATE</th>\n",
       "      <th>VALUE</th>\n",
       "      <th>STATUS</th>\n",
       "      <th>SYMBOL</th>\n",
       "      <th>TERMINATED</th>\n",
       "      <th>DECIMALS</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>210</th>\n",
       "      <td>2022-08-01</td>\n",
       "      <td>Canada</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
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       "      <td>Chained (2012) dollars</td>\n",
       "      <td>All industries [T001]</td>\n",
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       "      <td>0</td>\n",
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       "      <td>2022-11-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>2016A000011124</td>\n",
       "      <td>Seasonally adjusted at annual rates</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>All industries [T001]</td>\n",
       "      <td>Dollars</td>\n",
       "      <td>81</td>\n",
       "      <td>millions</td>\n",
       "      <td>6</td>\n",
       "      <td>v65201210</td>\n",
       "      <td>1.1.1.1</td>\n",
       "      <td>2071062.0</td>\n",
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       "      <td>0</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      REF_DATE     GEO           DGUID                  Seasonal adjustment  \\\n",
       "210 2022-08-01  Canada  2016A000011124  Seasonally adjusted at annual rates   \n",
       "211 2022-09-01  Canada  2016A000011124  Seasonally adjusted at annual rates   \n",
       "212 2022-10-01  Canada  2016A000011124  Seasonally adjusted at annual rates   \n",
       "213 2022-11-01  Canada  2016A000011124  Seasonally adjusted at annual rates   \n",
       "214 2022-12-01  Canada  2016A000011124  Seasonally adjusted at annual rates   \n",
       "\n",
       "                     Prices  \\\n",
       "210  Chained (2012) dollars   \n",
       "211  Chained (2012) dollars   \n",
       "212  Chained (2012) dollars   \n",
       "213  Chained (2012) dollars   \n",
       "214  Chained (2012) dollars   \n",
       "\n",
       "    North American Industry Classification System (NAICS)      UOM  UOM_ID  \\\n",
       "210                              All industries [T001]     Dollars      81   \n",
       "211                              All industries [T001]     Dollars      81   \n",
       "212                              All industries [T001]     Dollars      81   \n",
       "213                              All industries [T001]     Dollars      81   \n",
       "214                              All industries [T001]     Dollars      81   \n",
       "\n",
       "    SCALAR_FACTOR  SCALAR_ID     VECTOR COORDINATE      VALUE STATUS  SYMBOL  \\\n",
       "210      millions          6  v65201210    1.1.1.1  2064938.0    NaN     NaN   \n",
       "211      millions          6  v65201210    1.1.1.1  2068200.0    NaN     NaN   \n",
       "212      millions          6  v65201210    1.1.1.1  2069351.0    NaN     NaN   \n",
       "213      millions          6  v65201210    1.1.1.1  2071062.0    NaN     NaN   \n",
       "214      millions          6  v65201210    1.1.1.1  2068605.0    NaN     NaN   \n",
       "\n",
       "     TERMINATED  DECIMALS  \n",
       "210         NaN         0  \n",
       "211         NaN         0  \n",
       "212         NaN         0  \n",
       "213         NaN         0  \n",
       "214         NaN         0  "
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cadgdp1 = cadgdp.loc[cadgdp['North American Industry Classification System (NAICS)'] == 'All industries [T001]']\n",
    "\n",
    "cadgdp1.tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1be98a7e-4f12-4c12-9576-48afc39a3732",
   "metadata": {},
   "source": [
    "We now have the rows we want, but there's still a lot of columns with information not useful to our project. Below, we will drop and rename our columns to be more useful to the reader. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "a454f29b-8fc4-4837-804f-691efe4e941f",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Date</th>\n",
       "      <th>Country</th>\n",
       "      <th>Prices</th>\n",
       "      <th>Scale</th>\n",
       "      <th>GDP</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>millions</td>\n",
       "      <td>1516009.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2005-03-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>millions</td>\n",
       "      <td>1510876.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2005-04-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>millions</td>\n",
       "      <td>1522079.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2005-05-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>millions</td>\n",
       "      <td>1528603.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2005-06-01</td>\n",
       "      <td>Canada</td>\n",
       "      <td>Chained (2012) dollars</td>\n",
       "      <td>millions</td>\n",
       "      <td>1533199.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Date Country                  Prices     Scale        GDP\n",
       "0 2005-02-01  Canada  Chained (2012) dollars  millions  1516009.0\n",
       "1 2005-03-01  Canada  Chained (2012) dollars  millions  1510876.0\n",
       "2 2005-04-01  Canada  Chained (2012) dollars  millions  1522079.0\n",
       "3 2005-05-01  Canada  Chained (2012) dollars  millions  1528603.0\n",
       "4 2005-06-01  Canada  Chained (2012) dollars  millions  1533199.0"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Just some data cleaning to get what we want from this set\n",
    "cadgdp1 = cadgdp1[['REF_DATE', 'GEO', 'Prices', 'SCALAR_FACTOR', 'VALUE']]\n",
    "\n",
    "colnames = {'REF_DATE':'Date',\n",
    "            'GEO':'Country',\n",
    "            'SCALAR_FACTOR':'Scale',\n",
    "            'VALUE':'GDP'}\n",
    "\n",
    "cadgdp1.rename(columns=colnames, inplace=True)\n",
    "\n",
    "cadgdp1.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "50ae008e-e826-42e4-a7f2-46b1c753183f",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Canadian GDP Since 2005'}, xlabel='Date', ylabel='Trillions of Dollars (CAD)'>"
      ]
     },
     "execution_count": 61,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cadgdp1.plot(\"Date\", \n",
    "             \"GDP\", \n",
    "             title=\"Canadian GDP Since 2005\",\n",
    "             ylabel='Trillions of Dollars (CAD)',\n",
    "             figsize=(8,6))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65613309-06a5-46f6-9d59-c0459c4256b4",
   "metadata": {},
   "source": [
    "### Canada-US Exchange Rates - Data from the Federal Reserve Bank of St. Louis\n",
    "https://fred.stlouisfed.org/series/DEXCAUS"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5352b78a-7317-4e68-9c0b-6f964d523a55",
   "metadata": {},
   "source": [
    "The last dataset we need to include is exchange rate data. This is because our prices are measured in USD but our interest is from a Canadian perspective, so it is more appropriate to convert our values into CAD. As well, the Canadian Dollar has historically been quite highly correlated with oil prices, so having this data will be useful in Part 2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "c9aa8dac-3f36-4032-b930-ac30399ce1f2",
   "metadata": {
    "tags": []
   },
   "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>DATE</th>\n",
       "      <th>DEXCAUS</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>1.240053</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2005-03-01</td>\n",
       "      <td>1.216026</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2005-04-01</td>\n",
       "      <td>1.235900</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2005-05-01</td>\n",
       "      <td>1.255529</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2005-06-01</td>\n",
       "      <td>1.240168</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        DATE   DEXCAUS\n",
       "0 2005-02-01  1.240053\n",
       "1 2005-03-01  1.216026\n",
       "2 2005-04-01  1.235900\n",
       "3 2005-05-01  1.255529\n",
       "4 2005-06-01  1.240168"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xrates = pd.read_csv(\"Exchange rate data.csv\", parse_dates=[\"DATE\"])\n",
    "\n",
    "xrates.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "9a495bcc-0a1c-4238-92a0-043930cf7890",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.lines.Line2D at 0x7f6eb73a1870>"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = xrates.plot(\"DATE\", \"DEXCAUS\", title=\"CAD / USD Exchange Rate Over Time\", figsize = (8,6),\n",
    "               ylabel = 'Canada-USA Exchange Rate (CAD/USD)',\n",
    "               xlabel = 'Year')\n",
    "y.axhline(xrates['DEXCAUS'].mean(),linestyle=\"--\", color='red')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2a0faa5-35ec-4e8e-9f4f-9d7cc65db462",
   "metadata": {},
   "source": [
    "### We've Now Went Through all the Raw Data - Let's Make Our Own Dataset!"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b5f5f11-7890-47c4-b33f-f472c70fd656",
   "metadata": {},
   "source": [
    "What we want to create is a dataset that contains price, production, exchange rate, and GDP information. Then we can add some new columns to understand what the value of production and impact of the differential is on a monthly basis. In the code below, we first pull relevant columns from our primary datasets. Using these columns, we then create new variables to calculate monthly values for Canadian production and differential impact. This is done in both USD and CAD. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "ecce153e-f7ae-4765-89a1-0603ec8da645",
   "metadata": {
    "tags": []
   },
   "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>DEXCAUS</th>\n",
       "      <th>WCS Prices</th>\n",
       "      <th>WTI Prices</th>\n",
       "      <th>Differential</th>\n",
       "      <th>GDP</th>\n",
       "      <th>Average Production Per Day (Millions of BPD)</th>\n",
       "      <th>Differential (CAD)</th>\n",
       "      <th>Monthly Production Value (Billions of USD)</th>\n",
       "      <th>Monthly Production Value (Billions of CAD)</th>\n",
       "      <th>Monthly Differential Impact (Billions of USD)</th>\n",
       "      <th>Monthly Differential Impact (Billions of CAD)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></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>2005-02</th>\n",
       "      <td>1.240053</td>\n",
       "      <td>28.44</td>\n",
       "      <td>48.05</td>\n",
       "      <td>-19.61</td>\n",
       "      <td>1516009.0</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-24.317432</td>\n",
       "      <td>2.465633</td>\n",
       "      <td>3.057515</td>\n",
       "      <td>1.700108</td>\n",
       "      <td>2.108223</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2005-03</th>\n",
       "      <td>1.216026</td>\n",
       "      <td>36.50</td>\n",
       "      <td>54.63</td>\n",
       "      <td>-18.13</td>\n",
       "      <td>1510876.0</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-22.046553</td>\n",
       "      <td>3.503446</td>\n",
       "      <td>4.260282</td>\n",
       "      <td>1.740205</td>\n",
       "      <td>2.116134</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2005-04</th>\n",
       "      <td>1.235900</td>\n",
       "      <td>31.02</td>\n",
       "      <td>53.22</td>\n",
       "      <td>-22.20</td>\n",
       "      <td>1522079.0</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-27.436980</td>\n",
       "      <td>2.881402</td>\n",
       "      <td>3.561125</td>\n",
       "      <td>2.062126</td>\n",
       "      <td>2.548581</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2005-05</th>\n",
       "      <td>1.255529</td>\n",
       "      <td>27.46</td>\n",
       "      <td>49.87</td>\n",
       "      <td>-22.41</td>\n",
       "      <td>1528603.0</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-28.136395</td>\n",
       "      <td>2.635743</td>\n",
       "      <td>3.309251</td>\n",
       "      <td>2.151020</td>\n",
       "      <td>2.700667</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2005-06</th>\n",
       "      <td>1.240168</td>\n",
       "      <td>38.16</td>\n",
       "      <td>56.42</td>\n",
       "      <td>-18.26</td>\n",
       "      <td>1533199.0</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-22.645471</td>\n",
       "      <td>3.544627</td>\n",
       "      <td>4.395933</td>\n",
       "      <td>1.696145</td>\n",
       "      <td>2.103505</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          DEXCAUS  WCS Prices  WTI Prices  Differential        GDP  \\\n",
       "Date                                                                 \n",
       "2005-02  1.240053       28.44       48.05        -19.61  1516009.0   \n",
       "2005-03  1.216026       36.50       54.63        -18.13  1510876.0   \n",
       "2005-04  1.235900       31.02       53.22        -22.20  1522079.0   \n",
       "2005-05  1.255529       27.46       49.87        -22.41  1528603.0   \n",
       "2005-06  1.240168       38.16       56.42        -18.26  1533199.0   \n",
       "\n",
       "         Average Production Per Day (Millions of BPD)  Differential (CAD)  \\\n",
       "Date                                                                        \n",
       "2005-02                                      3.096285          -24.317432   \n",
       "2005-03                                      3.096285          -22.046553   \n",
       "2005-04                                      3.096285          -27.436980   \n",
       "2005-05                                      3.096285          -28.136395   \n",
       "2005-06                                      3.096285          -22.645471   \n",
       "\n",
       "         Monthly Production Value (Billions of USD)  \\\n",
       "Date                                                  \n",
       "2005-02                                    2.465633   \n",
       "2005-03                                    3.503446   \n",
       "2005-04                                    2.881402   \n",
       "2005-05                                    2.635743   \n",
       "2005-06                                    3.544627   \n",
       "\n",
       "         Monthly Production Value (Billions of CAD)  \\\n",
       "Date                                                  \n",
       "2005-02                                    3.057515   \n",
       "2005-03                                    4.260282   \n",
       "2005-04                                    3.561125   \n",
       "2005-05                                    3.309251   \n",
       "2005-06                                    4.395933   \n",
       "\n",
       "         Monthly Differential Impact (Billions of USD)  \\\n",
       "Date                                                     \n",
       "2005-02                                       1.700108   \n",
       "2005-03                                       1.740205   \n",
       "2005-04                                       2.062126   \n",
       "2005-05                                       2.151020   \n",
       "2005-06                                       1.696145   \n",
       "\n",
       "         Monthly Differential Impact (Billions of CAD)  \n",
       "Date                                                    \n",
       "2005-02                                       2.108223  \n",
       "2005-03                                       2.116134  \n",
       "2005-04                                       2.548581  \n",
       "2005-05                                       2.700667  \n",
       "2005-06                                       2.103505  "
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prices = prices.reset_index()\n",
    "\n",
    "df = pd.DataFrame(xrates['DEXCAUS'])\n",
    "\n",
    "df['Date'] = pd.DataFrame(prices['Date'])\n",
    "\n",
    "df['WCS Prices'] = pd.DataFrame(prices['WCS Price'])\n",
    "\n",
    "df['WTI Prices'] = pd.DataFrame(prices['WTI Price'])\n",
    "\n",
    "df['Differential'] = pd.DataFrame(prices['Differential'])\n",
    "\n",
    "df['GDP'] = pd.DataFrame(cadgdp1['GDP'])\n",
    "\n",
    "df['Average Production Per Day (Millions of BPD)'] = pd.DataFrame(production1['Canadian Total Production'] / 1000)\n",
    "\n",
    "df['Differential (CAD)'] = df['Differential'] * df['DEXCAUS']\n",
    "\n",
    "df.set_index('Date', inplace=True)\n",
    "\n",
    "df.index = df.index.to_period('M') #changing the index to month (removed the -01 from each)\n",
    "\n",
    "df['Monthly Production Value (Billions of USD)'] = (df['WCS Prices'] * df['Average Production Per Day (Millions of BPD)'] / \n",
    "                                                    1000) * df.index.daysinmonth\n",
    "#using df.index.daysinmonth since there are different days in different months (also accounts for leap years)\n",
    "\n",
    "df['Monthly Production Value (Billions of CAD)'] = (df['WCS Prices'] *df['DEXCAUS'] * \n",
    "                                                    df['Average Production Per Day (Millions of BPD)'] / 1000) * df.index.daysinmonth\n",
    "\n",
    "df['Monthly Differential Impact (Billions of USD)'] = np.abs((df['Average Production Per Day (Millions of BPD)'] * \n",
    "                                                              df['Differential'] / 1000) * df.index.daysinmonth)\n",
    "\n",
    "df['Monthly Differential Impact (Billions of CAD)'] = np.abs((df['Average Production Per Day (Millions of BPD)'] * \n",
    "                                                              df['Differential (CAD)'] / 1000) * df.index.daysinmonth)\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2ff2f6fd-3c25-4f76-ae17-0a89eba7edbf",
   "metadata": {},
   "source": [
    "Finally, we have a usable data set with the relevant Canadian information that we want!"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3646492c-9b85-4898-ac21-ab98ca15bd2a",
   "metadata": {},
   "source": [
    "## Part 2: Analysis on Which Economic Indicators are Impacted by the Differential"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54498dd4-a2c4-4528-ac4c-11b9558ae9d7",
   "metadata": {},
   "source": [
    "Remember that the aim of our project is to understand the impact of the WCS/WTI price differential on the Canadian oil industry. Firstly, we want to see if the impact of the differential is significant. Below, we will do so by finding mean values for monthly differential impacts and then see if this has been changing over time. After showing that the differential impact is significant, we want to understand how oil prices and the differential are correlated to our economic indicators, which include GDP and the exchange rate. Doing so will help us get a better understanding of the extent to which our interest variables impact Canada's economy as a whole. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "1222c8bc-14eb-45e9-9757-079179134963",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The average monthly impact of the differential from 2005-2022 was $2.649 Billion CAD.\n",
      "The average monthly impact of the differential from 2008-2012 was $1.818 Billion CAD.\n",
      "The average monthly impact of the differential from 2013-2017 was $2.635 Billion CAD.\n",
      "The average monthly impact of the differential from 2018-2022 was $3.572 Billion CAD.\n",
      "The cumulative impact of the differential from 2005-2022 was $572.207 Billion CAD.\n"
     ]
    }
   ],
   "source": [
    "impact1 = df['Monthly Differential Impact (Billions of CAD)'].mean()\n",
    "impact2 = df['2008-01':'2012-12']['Monthly Differential Impact (Billions of CAD)'].mean()\n",
    "impact3 = df['2013-01':'2017-12']['Monthly Differential Impact (Billions of CAD)'].mean()\n",
    "impact4 = df['2018-01':'2022-12']['Monthly Differential Impact (Billions of CAD)'].mean()\n",
    "impact5 = df['Monthly Differential Impact (Billions of CAD)'].sum()\n",
    "\n",
    "print(f'The average monthly impact of the differential from 2005-2022 was ${impact1:.3f} Billion CAD.')\n",
    "print(f'The average monthly impact of the differential from 2008-2012 was ${impact2:.3f} Billion CAD.')\n",
    "print(f'The average monthly impact of the differential from 2013-2017 was ${impact3:.3f} Billion CAD.')\n",
    "print(f'The average monthly impact of the differential from 2018-2022 was ${impact4:.3f} Billion CAD.')\n",
    "print(f'The cumulative impact of the differential from 2005-2022 was ${impact5:.3f} Billion CAD.')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8540fa12-962a-41d0-9b87-667d9300988f",
   "metadata": {},
   "source": [
    "As we can see, the differential has a massive impact! The average over the last five years of 3.57 billion CAD per month, which amounts to over 100 million CAD per day. As such, over the last 18 years, this cumulative effect has totalled 572 billion CAD. In other words, this is the additional value that Canada's oil industry could be generating had WCS not been sold as a discount. \n",
    "### These findings create the basis for our project since even a small reduction in the differential over time amounts to large amounts of money and impacts GDP (shown below). "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d96c3e3-1a59-4b69-bdcf-4c64d4e252f2",
   "metadata": {},
   "source": [
    "#### Now Let's Take a Look at All our Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "6567b9a9-81d4-4614-a18f-01612327b62a",
   "metadata": {
    "tags": []
   },
   "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>DEXCAUS</th>\n",
       "      <th>WCS Prices</th>\n",
       "      <th>WTI Prices</th>\n",
       "      <th>Differential</th>\n",
       "      <th>GDP</th>\n",
       "      <th>Average Production Per Day (Millions of BPD)</th>\n",
       "      <th>Differential (CAD)</th>\n",
       "      <th>Monthly Production Value (Billions of USD)</th>\n",
       "      <th>Monthly Production Value (Billions of CAD)</th>\n",
       "      <th>Monthly Differential Impact (Billions of USD)</th>\n",
       "      <th>Monthly Differential Impact (Billions of CAD)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.00000</td>\n",
       "      <td>2.150000e+02</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "      <td>216.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>1.178506</td>\n",
       "      <td>53.962037</td>\n",
       "      <td>71.417917</td>\n",
       "      <td>-17.45588</td>\n",
       "      <td>1.773706e+06</td>\n",
       "      <td>4.266437</td>\n",
       "      <td>-20.321295</td>\n",
       "      <td>6.878338</td>\n",
       "      <td>8.001145</td>\n",
       "      <td>2.238456</td>\n",
       "      <td>2.649106</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.130929</td>\n",
       "      <td>20.954957</td>\n",
       "      <td>22.321942</td>\n",
       "      <td>7.06717</td>\n",
       "      <td>1.614657e+05</td>\n",
       "      <td>0.859660</td>\n",
       "      <td>8.049072</td>\n",
       "      <td>2.775043</td>\n",
       "      <td>3.275839</td>\n",
       "      <td>0.992751</td>\n",
       "      <td>1.281843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>0.955315</td>\n",
       "      <td>3.500000</td>\n",
       "      <td>16.550000</td>\n",
       "      <td>-45.93000</td>\n",
       "      <td>1.510876e+06</td>\n",
       "      <td>3.096285</td>\n",
       "      <td>-60.649646</td>\n",
       "      <td>0.549638</td>\n",
       "      <td>0.772129</td>\n",
       "      <td>0.614365</td>\n",
       "      <td>0.752094</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1.041851</td>\n",
       "      <td>37.675000</td>\n",
       "      <td>54.252500</td>\n",
       "      <td>-20.90000</td>\n",
       "      <td>1.619354e+06</td>\n",
       "      <td>3.429993</td>\n",
       "      <td>-24.044417</td>\n",
       "      <td>4.956521</td>\n",
       "      <td>5.890167</td>\n",
       "      <td>1.687345</td>\n",
       "      <td>1.924564</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>1.212335</td>\n",
       "      <td>52.060000</td>\n",
       "      <td>69.585000</td>\n",
       "      <td>-15.87000</td>\n",
       "      <td>1.773250e+06</td>\n",
       "      <td>4.217537</td>\n",
       "      <td>-18.777820</td>\n",
       "      <td>6.553534</td>\n",
       "      <td>7.435418</td>\n",
       "      <td>1.999132</td>\n",
       "      <td>2.454969</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>1.299947</td>\n",
       "      <td>69.092500</td>\n",
       "      <td>89.620000</td>\n",
       "      <td>-12.83250</td>\n",
       "      <td>1.920772e+06</td>\n",
       "      <td>5.234650</td>\n",
       "      <td>-15.095695</td>\n",
       "      <td>8.752537</td>\n",
       "      <td>9.622204</td>\n",
       "      <td>2.591270</td>\n",
       "      <td>2.870876</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>1.420811</td>\n",
       "      <td>114.950000</td>\n",
       "      <td>134.020000</td>\n",
       "      <td>-4.34000</td>\n",
       "      <td>2.071062e+06</td>\n",
       "      <td>5.537451</td>\n",
       "      <td>-5.881469</td>\n",
       "      <td>16.387895</td>\n",
       "      <td>20.983451</td>\n",
       "      <td>7.369210</td>\n",
       "      <td>9.730894</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          DEXCAUS  WCS Prices  WTI Prices  Differential           GDP  \\\n",
       "count  216.000000  216.000000  216.000000     216.00000  2.150000e+02   \n",
       "mean     1.178506   53.962037   71.417917     -17.45588  1.773706e+06   \n",
       "std      0.130929   20.954957   22.321942       7.06717  1.614657e+05   \n",
       "min      0.955315    3.500000   16.550000     -45.93000  1.510876e+06   \n",
       "25%      1.041851   37.675000   54.252500     -20.90000  1.619354e+06   \n",
       "50%      1.212335   52.060000   69.585000     -15.87000  1.773250e+06   \n",
       "75%      1.299947   69.092500   89.620000     -12.83250  1.920772e+06   \n",
       "max      1.420811  114.950000  134.020000      -4.34000  2.071062e+06   \n",
       "\n",
       "       Average Production Per Day (Millions of BPD)  Differential (CAD)  \\\n",
       "count                                    216.000000          216.000000   \n",
       "mean                                       4.266437          -20.321295   \n",
       "std                                        0.859660            8.049072   \n",
       "min                                        3.096285          -60.649646   \n",
       "25%                                        3.429993          -24.044417   \n",
       "50%                                        4.217537          -18.777820   \n",
       "75%                                        5.234650          -15.095695   \n",
       "max                                        5.537451           -5.881469   \n",
       "\n",
       "       Monthly Production Value (Billions of USD)  \\\n",
       "count                                  216.000000   \n",
       "mean                                     6.878338   \n",
       "std                                      2.775043   \n",
       "min                                      0.549638   \n",
       "25%                                      4.956521   \n",
       "50%                                      6.553534   \n",
       "75%                                      8.752537   \n",
       "max                                     16.387895   \n",
       "\n",
       "       Monthly Production Value (Billions of CAD)  \\\n",
       "count                                  216.000000   \n",
       "mean                                     8.001145   \n",
       "std                                      3.275839   \n",
       "min                                      0.772129   \n",
       "25%                                      5.890167   \n",
       "50%                                      7.435418   \n",
       "75%                                      9.622204   \n",
       "max                                     20.983451   \n",
       "\n",
       "       Monthly Differential Impact (Billions of USD)  \\\n",
       "count                                     216.000000   \n",
       "mean                                        2.238456   \n",
       "std                                         0.992751   \n",
       "min                                         0.614365   \n",
       "25%                                         1.687345   \n",
       "50%                                         1.999132   \n",
       "75%                                         2.591270   \n",
       "max                                         7.369210   \n",
       "\n",
       "       Monthly Differential Impact (Billions of CAD)  \n",
       "count                                     216.000000  \n",
       "mean                                        2.649106  \n",
       "std                                         1.281843  \n",
       "min                                         0.752094  \n",
       "25%                                         1.924564  \n",
       "50%                                         2.454969  \n",
       "75%                                         2.870876  \n",
       "max                                         9.730894  "
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "853a8531-442b-4f11-9ecf-450fce9fb11e",
   "metadata": {},
   "source": [
    "We want to see how these variables are correlated. Since the five rightmost columns are built from the others, their correlation coefficients will be redundant and not produce any new information. As such, we will remove these columns and look at correlation between exchange rates, our prices, GDP, and production. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "d6eaacff-b3f9-4f98-91ab-ce0b903e0f51",
   "metadata": {
    "tags": []
   },
   "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>DEXCAUS</th>\n",
       "      <th>WCS Prices</th>\n",
       "      <th>WTI Prices</th>\n",
       "      <th>Differential</th>\n",
       "      <th>GDP</th>\n",
       "      <th>Average Production Per Day (Millions of BPD)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>DEXCAUS</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.685942</td>\n",
       "      <td>-0.730068</td>\n",
       "      <td>0.272055</td>\n",
       "      <td>0.643763</td>\n",
       "      <td>0.720415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WCS Prices</th>\n",
       "      <td>-0.685942</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.948610</td>\n",
       "      <td>-0.031109</td>\n",
       "      <td>-0.116919</td>\n",
       "      <td>-0.239948</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WTI Prices</th>\n",
       "      <td>-0.730068</td>\n",
       "      <td>0.948610</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.345806</td>\n",
       "      <td>-0.145129</td>\n",
       "      <td>-0.272813</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Differential</th>\n",
       "      <td>0.272055</td>\n",
       "      <td>-0.031109</td>\n",
       "      <td>-0.345806</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.112258</td>\n",
       "      <td>0.150217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GDP</th>\n",
       "      <td>0.643763</td>\n",
       "      <td>-0.116919</td>\n",
       "      <td>-0.145129</td>\n",
       "      <td>0.112258</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.970542</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Average Production Per Day (Millions of BPD)</th>\n",
       "      <td>0.720415</td>\n",
       "      <td>-0.239948</td>\n",
       "      <td>-0.272813</td>\n",
       "      <td>0.150217</td>\n",
       "      <td>0.970542</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                               DEXCAUS  WCS Prices  \\\n",
       "DEXCAUS                                       1.000000   -0.685942   \n",
       "WCS Prices                                   -0.685942    1.000000   \n",
       "WTI Prices                                   -0.730068    0.948610   \n",
       "Differential                                  0.272055   -0.031109   \n",
       "GDP                                           0.643763   -0.116919   \n",
       "Average Production Per Day (Millions of BPD)  0.720415   -0.239948   \n",
       "\n",
       "                                              WTI Prices  Differential  \\\n",
       "DEXCAUS                                        -0.730068      0.272055   \n",
       "WCS Prices                                      0.948610     -0.031109   \n",
       "WTI Prices                                      1.000000     -0.345806   \n",
       "Differential                                   -0.345806      1.000000   \n",
       "GDP                                            -0.145129      0.112258   \n",
       "Average Production Per Day (Millions of BPD)   -0.272813      0.150217   \n",
       "\n",
       "                                                   GDP  \\\n",
       "DEXCAUS                                       0.643763   \n",
       "WCS Prices                                   -0.116919   \n",
       "WTI Prices                                   -0.145129   \n",
       "Differential                                  0.112258   \n",
       "GDP                                           1.000000   \n",
       "Average Production Per Day (Millions of BPD)  0.970542   \n",
       "\n",
       "                                              Average Production Per Day (Millions of BPD)  \n",
       "DEXCAUS                                                                           0.720415  \n",
       "WCS Prices                                                                       -0.239948  \n",
       "WTI Prices                                                                       -0.272813  \n",
       "Differential                                                                      0.150217  \n",
       "GDP                                                                               0.970542  \n",
       "Average Production Per Day (Millions of BPD)                                      1.000000  "
      ]
     },
     "execution_count": 67,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df3 = df.drop(['Differential (CAD)', 'Monthly Production Value (Billions of USD)',\n",
    "               'Monthly Production Value (Billions of CAD)',\n",
    "               'Monthly Differential Impact (Billions of USD)',\n",
    "               'Monthly Differential Impact (Billions of CAD)'], axis=1)\n",
    "\n",
    "df3.corr()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "153f5584-00d0-4615-a278-a9db9d41fabb",
   "metadata": {},
   "source": [
    "#### Some Noticeable Coefficients:\n",
    "\n",
    "* The exchange rate with WCS, WTI, and Differential Prices. This negative correlation makes sense since DEXCAUS is the number of CAD per USD. As such, when the WCS and WTI prices rise, you need less CAD per USD; in other words the Canadian dollar strengthens. Amazingly, the correlation coefficients for oil prices and exchange rate are higher than for GDP and the exchange rate. Also note that a negative coefficient for the differential makes sense since it is a negative value. \n",
    "* GDP with Average Production Per Day; a coefficient of 0.970542. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "265d5332-aed3-41eb-899f-f19945dce66a",
   "metadata": {},
   "source": [
    "In conclusion, our analysis in Part 2 shows a few important things:\n",
    "\n",
    "1. The impact of the differential is very significant, amounting to billions of dollars per month. These numbers are so large that it gives credence to our interest.\n",
    "2. When isolating for more recent years' data, we see an increase in the differential. This indicates that the impacts associated with a rising differential will continue to increase if left unchecked. \n",
    "3. Our correlation coefficients show significant relationships between oil prices and key economic indicators; namely GDP and the CAD/USD exchange rate. This gives further evidence of why this topic is important to investigate, since changes to the oil industry are felt nationwide."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c2d829f3-0c24-43d7-ac5b-ef1e6e1c1035",
   "metadata": {},
   "source": [
    "# Part 3 - Discussion on the Price Differential and What \"Segments\" of it can be Changed"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "828d93c6-2fbd-4f31-927e-bcdd2050334e",
   "metadata": {},
   "source": [
    "The WTI (USA Oil) /WCS (CAN Oil) differential is comprised of three factors:\n",
    "* Endowments (US has higher grade oil than Canada)\n",
    "* Transport costs (US has less average distance that oil needs to travel from extraction until export than in Canada)\n",
    "* Export capacity (US has more capacity to move oil than Canada)\n",
    "\n",
    "* https://www.oilsandsmagazine.com/market-insights/crude-oil-pricing-differentials-why-alberta-crude-sells-at-deep-discount-to-wti\n",
    "* https://www.fraserinstitute.org/sites/default/files/cost-of-pipeline-constraints-in-canada-2019.pdf\n",
    "\n",
    "Though from the above we acknowledge that the differential is quite volatile, historically the differential converges around 15-20 USD. Multiple sources have suggested that in the long-run, the differential is composed of the three factors above. Approximately 5 of these dollars are attributable to differences in endowments, 3-4 dollars to export capacity, and 6-7 to transport costs. As discussed before, note that the differential varies well above and below $15 due to market dynamics, but these estimates seem to align with our data. Based on our data, the median is 15.87 USD, and 75% of the time is below 12.83 USD. This 12-13 USD range aligns with the sum of difference in endowments as well as transport costs. As such, we feel that the estimate of 3-4 dollars due to export capacity (on average) is reasonable. While endowments and transport costs cannot be changed, it is worth examining the economic impacts of this 3-4 dollar differential vanishing, since it is possible through public policy.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "c4b6f031-ede8-40cd-95f9-942147ba99c2",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count    216.00000\n",
       "mean     -17.45588\n",
       "std        7.06717\n",
       "min      -45.93000\n",
       "25%      -20.90000\n",
       "50%      -15.87000\n",
       "75%      -12.83250\n",
       "max       -4.34000\n",
       "Name: Differential, dtype: float64"
      ]
     },
     "execution_count": 68,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prices['Differential'].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "40e28323-67ff-4261-aedf-62c1a96db4e3",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f6eb6cf7340>"
      ]
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10,4))\n",
    "\n",
    "df['Differential'].plot(title='Actual vs. Rolling Average of Differential',\n",
    "                       ylabel = 'Differential Price (USD)')\n",
    "df.rolling(12)['Differential'].mean().plot()\n",
    "ax.legend(['Diff', 'Diff (12-Month Average)'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e99415c-58e9-4af7-ba7a-908d34ab6713",
   "metadata": {},
   "source": [
    "# Part 4 - Sensitivity Analysis based on Realistic Changes to Key Variables to Quantify the Price Differential\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c04579a6-cf15-4d2e-8094-e0a75ca8675d",
   "metadata": {},
   "source": [
    "Up until this point, we've mostly done data cleaning and visualization with historical information. In this section, we attempt to use this historical information to make predictions about the future. \n",
    "\n",
    "Why, you might ask? We have both long been fascinated by the interrelationship between politics and the economy, and thought it would be relevant for both policymakers and financiers across the nation to understand what the effect of a reduced WTI/WCS differential could mean for Canadians. We knew that, in order to provide genuine insight to these stakeholders, our result could not be a single value. Rather, our result would have to be a range of values, with reasonable assumptions factored into the weight of each to approximate an answer. \n",
    "\n",
    "The purpose of this section is to do exactly that: develop a distribution estimating the most likely value of per day GDP gain to Canada's economy based on reasonable assumptions informed by our cleaned historical data. There are three input variables that we need to predict, shown in the equation below:\n",
    "\n",
    "Daily impact of differential (CAD) = (production/day)(exchange rate)(diff improvement)\n",
    "\n",
    "Our proposed method of analysis with these five discrete instances of the independent variable is to use Monte Carlo. We must construct three probability distributions:\n",
    "\n",
    "1. Exchange rate values - based on existing data\n",
    "2. Production data - based on existing data. Though production is steadily growing every year, we will use a conservative estimate and assume it remains at 2022 levels. \n",
    "3. Improvement in the differential - we will create 5 of these, each centered around one of our target values (1, 1.50, 2, 2.50, 3). \n",
    "\n",
    "By accurately modelling what each of these inputs would do to the daily reduction in the differential impact (and daily increase in Canadian GDP), we can capture the expected effects of implementing policies of varying intensity.\n",
    "\n",
    "At first, this may not seem intuitive. You may be thinking, \"How can you model the effects of a policy change in the context of your project?\" The honest truth is, we can't... at least, not exactly. But where we aim to capture policy changes of varying intensity is in our differential improvement input (a.k.a. our independent variable). We intentionally pick values ranging from 1-3 USD because most estimates show that 3-4 USD of the 15 USD differential are a result of mismatched export capacity relative to Canadian production. Once again, because we know that transport costs (6-7 USD) and natural endowments (4-5 USD) cannot be improved upon, we implicitly establish a range of values where policy can make an impact. To put it simply in the context of our model, a 0 USD reduction in the differential is our lower bound. Assuming that export capacity constraints remain at the status quo and production continues to increase, even with a constant price differential, we expect to see the impact of the differential on Canadian GDP widen. This is a trivial finding and not very informative, but it does allow us a reference point to compare against. If the Federal government were to implement any policy beyond the status quo, we would expect it to have some positive effect on reducing the differential. We are not in a position to rank policy intensity as we believe our work would become too theoretical, but our hope is that this context allows you to understand that as our selected differential improvement value increases, it must intuitively mean that the Canadian government is planning to take more radical action to reduce constraints.\n",
    "\n",
    "We give examples of what each dollar value of differential reduction COULD look like:\n",
    "* 1 USD - Federal Government offers subsidies to trucking companies near remote ports with the hope of reducing transport times to foreign markets. \n",
    "* 2 USD - Canadian Federal Government in negotiations with shipping giants Maersk and Hapag-Lloyd to establish temporary floating storage facilities as TMP nears completion.\n",
    "* 3 USD - CP, CN land 5-year Federal contract to increase transnational oil transport by 200,000 barrels per day."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6eab63ae-cc6e-46fa-8017-a8d106c5b2ea",
   "metadata": {},
   "source": [
    "GRAPHS 1-5: DIFFERENTIAL CENTERED AROUND OUR FIVE VALUES FOR THE INDEPENDENT VARIABLE (1 USD, 1.5 USD, 2 USD, 2.5 USD, 3 USD)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "id": "284035e9-3602-406f-a874-002eea3713c7",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mu = 0 #equal to 0 to ensure normal distribution\n",
    "sigma = 1 \n",
    "num_simulations = 100000 #we want at least 100000 draws of each\n",
    "\n",
    "differential_1_dollar = np.random.normal(mu + 1, sigma, num_simulations) #mu + 1 ensures that distribution is centered around intended value\n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(differential_1_dollar, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Differential Reduction (USD)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Centered at $1')\n",
    "plt.show()\n",
    "\n",
    "differential_1_5_dollar = np.random.normal(mu + 1.5, sigma, num_simulations)\n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(differential_1_5_dollar, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Differential Reduction (USD)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Centered at $1.5')\n",
    "plt.show()\n",
    "\n",
    "differential_2_dollar = np.random.normal(mu + 2, sigma, num_simulations)\n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(differential_2_dollar, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Differential Reduction (USD)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Centered at $2')\n",
    "plt.show()\n",
    "\n",
    "differential_2_5_dollar = np.random.normal(mu + 2.5, sigma, num_simulations)\n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(differential_2_5_dollar, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Differential Reduction (USD)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Centered at $2.5')\n",
    "plt.show()\n",
    "\n",
    "differential_3_dollar = np.random.normal(mu + 3, sigma, num_simulations)\n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(differential_3_dollar, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Differential Reduction (USD)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Centered at $3')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "323c07f7-3488-4f24-887a-950f4645e516",
   "metadata": {},
   "source": [
    "GRAPH 6: PRODUCTION DATA DISTRIBUTION"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "id": "4037093e-a4aa-4f40-8d95-747d91344388",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mu = 0\n",
    "sigma = 1\n",
    "num_simulations = 100000\n",
    "\n",
    "production_per_day = np.random.normal(mu + df.loc[df.index == '2022-02', :]['Average Production Per Day (Millions of BPD)'], sigma, num_simulations) \n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(production_per_day, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('Average Production Per Day (Millions of BPD))')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Average Production Per Day (Millions of BPD)')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3e82ac1-818f-4e8b-8f45-0cc92f5f1c09",
   "metadata": {},
   "source": [
    "We are using a conservative estimate for production as we are centering our distribution around the mean 2022 value of average production per day. With production steadily increasing virtually every year, we expect this assumption will understate the true impact of our results. Moreover, as we previously mentioned, our 2022 estimate is itself constructed from the average of 2018-2021, which would only further understate our results."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "327a778c-f416-4a3b-8098-c7a5498b32e6",
   "metadata": {},
   "source": [
    "GRAPH 7: EXCHANGE RATE DATA DISTRIBUTION"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "id": "2c5f6349-386f-4ec3-a87e-33fad58fc1b2",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean DEXAUS Exchange Rate (2005-2022): 1.1785061299861455\n"
     ]
    }
   ],
   "source": [
    "mu = 0\n",
    "sigma = 0.2 #when sigma was 1, the range was far too large (to the point where the exchange rate went negative), so sigma was changed to 0.2 to show a more realistic range. \n",
    "num_simulations = 100000\n",
    "\n",
    "exchange_rate = np.random.normal(mu + df['DEXCAUS'].mean(), sigma, num_simulations) \n",
    "time_samples = np.random.uniform(0, 1, num_simulations)\n",
    "plt.hist(exchange_rate, bins=50, density=True)\n",
    "\n",
    "plt.xlabel('DEXCAUS Exchange Rate')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of DEXCAUS Exchange Rate')\n",
    "plt.show()\n",
    "\n",
    "print(f\"Mean DEXAUS Exchange Rate (2005-2022): {df['DEXCAUS'].mean()}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b5ea175-c8d2-476a-8a4c-b98e9a7774c8",
   "metadata": {},
   "source": [
    "There isn't much to say on the exchange rate graph besides the fact that we thought it would be useful to share a sanity check by printing the mean DEXAUS Exchange Rate. As we can see, our predicted values for DEXAUS have the exact same mean as our historical data. \n",
    "\n",
    "Now, we must build one small function to put everything together!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "c6c92df3-79e8-4345-9795-162783f9272b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[ 0.76466835 -0.14730795  2.13946503 ...  1.2643121   1.71333819\n",
      " -0.71561407]\n",
      "[1.65118246 1.68330593 2.1117254  ... 2.75688691 2.1783989  1.9384942 ]\n",
      "[0.74416619 0.79211228 2.41336844 ... 1.57059651 1.91193815 0.40453725]\n",
      "[2.61958602 2.29908801 1.97649368 ... 2.36808336 1.93073106 1.46459777]\n",
      "[3.49784258 2.55756083 1.49336473 ... 3.98547119 3.782976   3.34429441]\n",
      "[7.91206322 5.11135388 4.14730767 ... 4.72646623 4.30677229 5.85363007]\n",
      "[1.20076417 1.11580453 1.17076159 ... 1.48849354 1.41717116 1.00055008]\n"
     ]
    }
   ],
   "source": [
    "print(differential_1_dollar)\n",
    "print(differential_1_5_dollar)\n",
    "print(differential_2_dollar)\n",
    "print(differential_2_5_dollar)\n",
    "print(differential_3_dollar)\n",
    "print(production_per_day)\n",
    "print(exchange_rate)\n",
    "\n",
    "def diff_reduction(x, production_per_day, exchange_rate):\n",
    "    result = x * production_per_day * exchange_rate\n",
    "    result_list = result.tolist()\n",
    "    return result_list\n",
    "\n",
    "diff_reduction_1 = diff_reduction(differential_1_dollar, production_per_day, exchange_rate)\n",
    "diff_reduction_1_5 = diff_reduction(differential_1_5_dollar, production_per_day, exchange_rate)\n",
    "diff_reduction_2 = diff_reduction(differential_2_dollar, production_per_day, exchange_rate)\n",
    "diff_reduction_2_5 = diff_reduction(differential_2_5_dollar, production_per_day, exchange_rate)\n",
    "diff_reduction_3 = diff_reduction(differential_3_dollar, production_per_day, exchange_rate)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25114631-086d-4c81-b730-2e098e7ca4d1",
   "metadata": {},
   "source": [
    "As you can see, the lists containing the values for each distribution are being assigned to unique variables and are printing successfully! Let's now visualize our data at each instance of our independent variable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "f4d11c52-78d2-4a08-8af9-a87774dd9bf5",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The bottom quartile is $1.9361809371659762 Million CAD per Day.\n",
      "The median is $5.98576752032067 Million CAD per Day.\n",
      "The mean is $6.378817729152237 Million CAD per Day.\n",
      "The top quartile is $10.459433183123128 Million CAD per Day.\n"
     ]
    }
   ],
   "source": [
    "plt.hist(diff_reduction_1, bins=50, density=True)\n",
    "plt.xlabel('Impact of Differential Reduction at $1 (Millions CAD per Day)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Impact at $1')\n",
    "plt.axvline(np.percentile(diff_reduction_1, 50), linestyle='--', color='red')\n",
    "plt.show()\n",
    "\n",
    "print(f'The bottom quartile is ${np.percentile(diff_reduction_1, 25)} Million CAD per Day.')\n",
    "print(f'The median is ${np.percentile(diff_reduction_1, 50)} Million CAD per Day.')\n",
    "print(f'The mean is ${np.mean(diff_reduction_1)} Million CAD per Day.')\n",
    "print(f'The top quartile is ${np.percentile(diff_reduction_1, 75)} Million CAD per Day.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "152cb7d8-d041-45e7-a226-d0ad1d889ce8",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The bottom quartile is $4.827165999612023 Million CAD per Day.\n",
      "The median is $9.065470818514356 Million CAD per Day.\n",
      "The mean is $9.591992289468122 Million CAD per Day.\n",
      "The top quartile is $13.799211329147798 Million CAD per Day.\n"
     ]
    }
   ],
   "source": [
    "plt.hist(diff_reduction_1_5, bins=50, density=True)\n",
    "plt.xlabel('Impact of Differential Reduction at $1.5 (Millions CAD per Day)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Impact at $1.5')\n",
    "plt.axvline(np.percentile(diff_reduction_1_5, 50), linestyle='--', color='red')\n",
    "plt.show()\n",
    "\n",
    "print(f'The bottom quartile is ${np.percentile(diff_reduction_1_5, 25)} Million CAD per Day.')\n",
    "print(f'The median is ${np.percentile(diff_reduction_1_5, 50)} Million CAD per Day.')\n",
    "print(f'The mean is ${np.mean(diff_reduction_1_5)} Million CAD per Day.')\n",
    "print(f'The top quartile is ${np.percentile(diff_reduction_1_5, 75)} Million CAD per Day.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "674afaaa-3303-48d1-8849-525361f8af88",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The bottom quartile is $7.677779187441033 Million CAD per Day.\n",
      "The median is $12.071752927328284 Million CAD per Day.\n",
      "The mean is $12.761204537148352 Million CAD per Day.\n",
      "The top quartile is $17.126954652134053 Million CAD per Day.\n"
     ]
    }
   ],
   "source": [
    "plt.hist(diff_reduction_2, bins=50, density=True)\n",
    "plt.xlabel('Impact of Differential Reduction at $2 (Millions CAD per Day)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Impact at $2')\n",
    "plt.axvline(np.percentile(diff_reduction_2, 50), linestyle='--', color='red')\n",
    "plt.show()\n",
    "\n",
    "print(f'The bottom quartile is ${np.percentile(diff_reduction_2, 25)} Million CAD per Day.')\n",
    "print(f'The median is ${np.percentile(diff_reduction_2, 50)} Million CAD per Day.')\n",
    "print(f'The mean is ${np.mean(diff_reduction_2)} Million CAD per Day.')\n",
    "print(f'The top quartile is ${np.percentile(diff_reduction_2, 75)} Million CAD per Day.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "ee4aeb92-a204-45c0-bad3-d661ffa2efa7",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The bottom quartile is $10.506703151434085 Million CAD per Day.\n",
      "The median is $15.150411232335902 Million CAD per Day.\n",
      "The mean is $15.930127331090164 Million CAD per Day.\n",
      "The top quartile is $20.503532719189845 Million CAD per Day.\n"
     ]
    }
   ],
   "source": [
    "plt.hist(diff_reduction_2_5, bins=50, density=True)\n",
    "plt.xlabel('Impact of Differential Reduction at $2.5 (Millions CAD per Day)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Impact at $2.5')\n",
    "plt.axvline(np.percentile(diff_reduction_2_5, 50), linestyle='--', color='red')\n",
    "plt.show()\n",
    "\n",
    "print(f'The bottom quartile is ${np.percentile(diff_reduction_2_5, 25)} Million CAD per Day.')\n",
    "print(f'The median is ${np.percentile(diff_reduction_2_5, 50)} Million CAD per Day.')\n",
    "print(f'The mean is ${np.mean(diff_reduction_2_5)} Million CAD per Day.')\n",
    "print(f'The top quartile is ${np.percentile(diff_reduction_2_5, 75)} Million CAD per Day.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "0c732219-246e-4e4d-b8b0-35353941df5b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The bottom quartile is $13.32430597270419 Million CAD per Day.\n",
      "The median is $18.28199538761197 Million CAD per Day.\n",
      "The mean is $19.128273913233595 Million CAD per Day.\n",
      "The top quartile is $23.97837215013463 Million CAD per Day.\n"
     ]
    }
   ],
   "source": [
    "plt.hist(diff_reduction_3, bins=50, density=True)\n",
    "plt.xlabel('Impact of Differential Reduction at $3 (Millions CAD per Day)')\n",
    "plt.ylabel('Probability Density')\n",
    "plt.title('Monte Carlo Simulation of Differential Reduction Impact at $3')\n",
    "plt.axvline(np.percentile(diff_reduction_3, 50), linestyle='--', color='red')\n",
    "plt.show()\n",
    "\n",
    "print(f'The bottom quartile is ${np.percentile(diff_reduction_3, 25)} Million CAD per Day.')\n",
    "print(f'The median is ${np.percentile(diff_reduction_3, 50)} Million CAD per Day.')\n",
    "print(f'The mean is ${np.mean(diff_reduction_3)} Million CAD per Day.')\n",
    "print(f'The top quartile is ${np.percentile(diff_reduction_3, 75)} Million CAD per Day.')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b57ef0b3-f1c4-46ae-88ca-8228f9727283",
   "metadata": {},
   "source": [
    "## Conclusion of Part 4 Results\n",
    "Assuming the differential is reduced within the range of 1-3 USD, our model suggests that the mean differential reduction is somewhere between 6 and 19 million CAD per day. Given that the reduction in the differential from a policy change is unknown, but would likely fall in between 1-3 USD, we can be confident that there will be sizable benefits from such policy change. Note that all of this was done assuming normal distributions of our input variables and output. In reality, this may not be the case which could skew our results. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9582f62d-31ef-4e2b-9c20-d7d5f831746f",
   "metadata": {},
   "source": [
    "# Part 5 - Discussion on Policy Implications & Conclusion"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa29b58e-98fb-46fd-b054-a9d2a21eb738",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Results and Policy Implications"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "90837666-4b78-4dc9-9068-6025be6a6a04",
   "metadata": {},
   "source": [
    "And here we are, at the end of what was a tremendous research exercise over these past few months. As you can see from our results histograms above, any form of public policy that could meaningfully increase Canadian crude export capacity and, by extension, reduce the WTI/WCS differential by even one dollar would add an expected 6 million dollars to Canadian GDP per day. If a policy were to be implemented that reduced the WTI/WCS differential by three dollars, daily GDP would increase by approximately 19 million dollars. That is an astonishingly high number to result from what seems like one simple action on paper. But, as with many things in the real world, it is often more complicated than we think. \n",
    "\n",
    "One consideration to be aware of is the fact that our project focused exclusively on the potential benefits to be drawn from the Canadian economy by investing in export capacity, and not the costs associated with the initial investment. To have a more informed discussion on whether or not passing policy to increase export capacity makes sense, we recommend further investigation by interested academics toward monetizing the costs, both financial and other, of building said capacity. Then, using NPV analysis, we can make the best possible policy recommendations for Canadians. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aa6423d2-0693-4b5f-95c3-c09de6ecbb93",
   "metadata": {},
   "source": [
    "### Assumptions"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f50928e-ba0f-4ece-b982-d7440eacb657",
   "metadata": {},
   "source": [
    "We also recognize that our results hold best under certain key assumptions. They are listed in bullet point form below:\n",
    "* We assume that the makeup of the Canadian economy will remain similar into the future (share of Canadian GDP from oil will remain constant)\n",
    "* We assume that monthly data is a reasonable proxy for daily information. This could very well not be the case in isolated circumstances, but we believe that the general trends are very similar.\n",
    "* We assume that the historical distributions of exchange rates will hold. It is obviously very hard to predict exchange rates because they depend on so many factors, but we believe it is as good a guess as any to assume that they will remain constant. However, taking a Monte Carlo approach helps us mitigate the risk of uncertainty surrounding future rates. \n",
    "* We assume normal distributions of all input variables as well as our output. In reality they may be non-normal which could skew our results. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec5a549b-428a-4b6a-bf5e-4a070a3358d5",
   "metadata": {},
   "source": [
    "### Concluding Remarks"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "641c15fb-a2df-436e-85ea-c94c688fcc9b",
   "metadata": {},
   "source": [
    "Nolan and Shaan welcome all readers to engage with the material above. They can be contacted at nolan.petroff23@gmail.com and shaanhooey@gmail.com, respectively."
   ]
  }
 ],
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