gerritjandebruin/energy-and-gas-provider-comparison.ipynb

## energy-and-gas-provider-comparison.ipynb
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  "metadata": {
    "colab": {
      "name": "Energy and gas provider comparison",
      "provenance": [],
      "collapsed_sections": [],
      "toc_visible": true,
      "include_colab_link": true
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    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/gerritjandebruin/9c24e26ce94f43c6e69655878a0e3de0/energy-and-gas-provider-comparison.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LORunrM_Da_-",
        "colab_type": "text"
      },
      "source": [
        "# Compare different energy providers\n",
        "\n",
        "This notebook compares different energy providers, given that you are not completely sure about how much energy you will use. Use the graphs to better understand what will happen if your energy consumption differs."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "kIPMZ3MKjiE2",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from matplotlib import pylab\n",
        "from google.colab import widgets"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "lk757q2WjKEW",
        "colab_type": "code",
        "outputId": "82b2328b-36c8-41e7-cb5a-5eae1875de42",
        "cellView": "both",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        }
      },
      "source": [
        "#@title Calculate electricity and gas price { run: \"auto\" }\n",
        "#@markdown Provide your yearly electricity and gas usage.\n",
        "e_use = 2532 #@param {type:\"slider\", min:0, max:4000, step:1} \n",
        "gas_use = 356 #@param {type:\"slider\", min:0, max:500, step:1} \n",
        "\n",
        "#@markdown ---\n",
        "#@markdown ### Provider 1\n",
        "p1_name = \"Current\" #@param {type: \"string\"}\n",
        "#@markdown Price eletricity per day:\n",
        "p1_e_day = .09041 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per kWh:\n",
        "p1_e_unit = .21175 #@param {type:\"slider\", min:0, max:0.4, step: 0.00001} \n",
        "#@markdown Price gas per day:\n",
        "p1_g_day = .09041 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per m3:\n",
        "p1_g_unit = .69644 #@param {type:\"slider\", min:0, max:1, step: 0.00001} \n",
        "#@markdown ---\n",
        "\n",
        "#@markdown ### Provider 2\n",
        "p2_name = \"EnergieDirect.nl + 100 euro discount\" #@param {type: \"string\"}\n",
        "#@markdown Price eletricity per day:\n",
        "p2_e_day = .07232 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per kWh:\n",
        "p2_e_unit = .2172 #@param {type:\"slider\", min:0, max:0.4, step: 0.00001} \n",
        "#@markdown Price gas per day:\n",
        "p2_g_day = .07232 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per m3:\n",
        "p2_g_unit = .7268 #@param {type:\"slider\", min:0, max:1, step: 0.00001} \n",
        "#@markdown ---\n",
        "\n",
        "#@markdown ### Provider 3\n",
        "p3_name = \"GreenChoice + 140 euro discount\" #@param {type: \"string\"}\n",
        "#@markdown Price eletricity per day:\n",
        "p3_e_day = .14795 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per kWh:\n",
        "p3_e_unit = .2285 #@param {type:\"slider\", min:0, max:0.4, step: 0.00001} \n",
        "#@markdown Price gas per day:\n",
        "p3_g_day = .14795 #@param {type:\"slider\", min:0, max:0.3, step: 0.00001} \n",
        "#@markdown Price eletricity per m3:\n",
        "p3_g_unit = .7532 #@param {type:\"slider\", min:0, max:1, step: 0.00001} \n",
        "variable_name = \"\" #@param {type:\"string\"}\n",
        "\n",
        "grid = widgets.Grid(1, 2)\n",
        "\n",
        "with grid.output_to(0,0):\n",
        "  p1_e_price = [p1_e_day*365 + p1_e_unit * i for i in range(4001)]\n",
        "  p2_e_price = [p2_e_day*365 + p2_e_unit * i for i in range(4001)]\n",
        "  p3_e_price = [p3_e_day*365 + p3_e_unit * i for i in range(4001)]\n",
        "  pylab.plot(p1_e_price, label=p1_name, c='C0')\n",
        "  pylab.plot(p2_e_price, label=p2_name, c='C1')\n",
        "  pylab.plot(p3_e_price, label=p3_name, c='C2')\n",
        "  pylab.xlabel('Consumption (kWh)')\n",
        "  pylab.ylabel('Price (euro)')\n",
        "  pylab.xlim(0, 4000)\n",
        "  pylab.ylim(0)\n",
        "  pylab.vlines(e_use, 0, 900)\n",
        "  pylab.hlines(p1_e_price[e_use], 0, e_use, color='C0')\n",
        "  pylab.hlines(p2_e_price[e_use], 0, e_use, color='C1')\n",
        "  pylab.hlines(p3_e_price[e_use], 0, e_use, color='C2')\n",
        "  pylab.legend()\n",
        "  print(\"Electricity\")\n",
        "  print(f'{p1_name}: {round(p1_e_price[e_use])} euro')\n",
        "  print(f'{p2_name}: {round(p2_e_price[e_use])} euro')\n",
        "  print(f'{p3_name}: {round(p3_e_price[e_use])} euro')\n",
        "\n",
        "with grid.output_to(0,1):\n",
        "  p1_g_price = [p1_g_day*365 + p1_g_unit * i for i in range(501)]\n",
        "  p2_g_price = [p2_g_day*365 + p2_g_unit * i for i in range(501)]\n",
        "  p3_g_price = [p3_g_day*365 + p3_g_unit * i for i in range(501)]\n",
        "  pylab.plot(p1_g_price, label=p1_name, c='C0')\n",
        "  pylab.plot(p2_g_price, label=p2_name, c='C1')\n",
        "  pylab.plot(p3_g_price, label=p3_name, c='C2')\n",
        "  pylab.xlabel('Consumption (m3)')\n",
        "  pylab.ylabel('Price (euro)')\n",
        "  pylab.xlim(0, 500)\n",
        "  pylab.ylim(0, 500)\n",
        "  pylab.vlines(gas_use, 0, 500)\n",
        "  pylab.hlines(p1_g_price[gas_use], 0, gas_use, color='C0')\n",
        "  pylab.hlines(p2_g_price[gas_use], 0, gas_use, color='C1')\n",
        "  pylab.hlines(p3_g_price[gas_use], 0, gas_use, color='C2')  \n",
        "  pylab.legend()\n",
        "  print(\"Gas\")\n",
        "  print(f'{p1_name}: {round(p1_g_price[gas_use])} euro')\n",
        "  print(f'{p2_name}: {round(p2_g_price[gas_use])} euro')\n",
        "  print(f'{p3_name}: {round(p3_g_price[gas_use])} euro')\n",
        "\n",
        "print(f'Total {p1_name}: {round(p1_e_price[e_use]+p1_g_price[gas_use])} euro')\n",
        "print(f'Total {p2_name}: {round(p2_e_price[e_use]+p2_g_price[gas_use])} euro')\n",
        "print(f'Total {p3_name}: {round(p3_e_price[e_use]+p3_g_price[gas_use])} euro')"
      ],
      "execution_count": 3,
      "outputs": [
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          "text": [
            "Electricity\n",
            "Current: 569 euro\n",
            "EnergieDirect.nl + 100 euro discount: 576 euro\n",
            "GreenChoice + 140 euro discount: 633 euro\n"
          ],
          "name": "stdout"
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3vqKbbTd0dbT8s5GVBieXwX/zISsVvAdDi0lEq8ox/6+r/BZwkzL6unzWxo4xM7VXrRxz\neYm1a9eOxYsX595FnDlz5pnnNW7cmG3btqFWq7l3794zP2QbNmzIsWPHuHbtGqDpmrly5cpT52Vl\nZTF58mRq1KiBq6vrC9vXqlUrtm7dSnR0NABxcXFERETQsGFDjhw5QlhYWO5xeDnT/fv4+HD16tXc\nO6DNmzfTpUsXFEWhZcuWuWNX69evf2ySw0PPe4+sra0JDg5GrVZz8+ZN/P39n1m/vb094eHhue/L\nxo0bc+8oHqpYsSIVK1bk6NGjgGbyxbNcv34dFxcXJk6ciI+PD6GhobRp04a1a9eSmpoKaN4LExMT\nKlWqlDvu9Wid1tbWBAYGAjxz76Fn0dfXJysrK1/nSpCtzubnSz/T6Y9O/H71d/rV68df7/xFD7se\n2g0suYP13prBepumMOIkya1mMPdYLM1nH2Zr4E36N6zFv+NbMLpVXe3VzZt651JKnhxzad++/Qun\nI3/55ZeMHTsWV1dX1Go1NjY27Nz59KBbjx49OHDgAI6OjtSoUQNPT8/c7ouHzM3NWbduHe+9917u\ngPG3336b2x3Tr18/DA0NycjIoHXr1rkD0y/i6OjIt99+S9u2bVGr1ejr67N06VIaNmzIypUr6d69\nO2q1GgsLC/bt28fbb79Nz5492bFjB4sXLyY+Pp6AgAC+/lq7s1Se5e7du3h7e5OUlISOjg4LFiwg\nJCSEChUqsGTJEtq1a4dKpWLw4ME4OWn2u5g5cybvvvsuU6ZMwcPDgw8//PCpcp/3HjVu3BgbGxsc\nHR2pV68enp6ez2yXkZERa9eupVevXmRnZ+Pj48Pw4cOfOm/t2rUMHjwYRVFo27btM8tasGABhw4d\nQkdHBycnJzp06IChoSHBwcF4e3tjYGBAx44d+f7771m/fj3Dhw8nNTWV2rVrs3btWgA+//xzevfu\nzcqVK+nUqVO+XtuhQ4fi6uqKp6fncwOfpHHqzin8/P24lnCNhpYNmVR/EnUq1tF+RWH/wd4v4M5Z\nsHSDd34gs0Zjfj4VweKDh4lLyeRtt2p83taOWpUL1guSXzLl/mviwYMHlCtXjtjYWOrXr8+xY8eo\nWrVqaTdLesU9XOPyZLdffr3uv3f5devBLeYGzGVfxD6ql6vOeJ/x+Nbw1f4MsPtXYN/U/x+sbzUV\ntXNPdl64x5w9l4mMS6VRncpM6uCAq1XFpy6XKfelp3Tu3JmEhAQyMzP58ssvZWCRpJdAWnYaay+s\nZc2FNegoOoxyH8UApwEY6T29LXmRPLgP//pBwNqcwfqp0HAExyJS8Ft2gvO3EqlnWYH1g+vTrK5Z\niWwaJoPLa6Iwg9mSJBUPIQR7I/YyN2Aud1Lu0MG6A+O8x1HVWMt/9GWlwcnl8N+8nMH6QdB8EiFJ\nhvhtPM+RK/epXrEM83q70c29Ojo6JbcTpQwukiRJWnQl/gp+/n6cvnsa+0r2fN/ke7yraqWn6f+p\n1XB+i2agPikK7DpAm6+J0rNi7q4rbA++hUkZfaZ0qsf7DWthpK/92Yl5kcFFkiRJCxIzEllyZgm/\nXfmN8gbl+bLhl/Soq+UZYADhR2HPF3AnOGewfjnxFg1ZeugaG078i6LAsGZ1+LhFHUzKlN6mYTK4\nSJIkFYFKrWLb1W0sOrOI5Mxketv1ZpTHKEwMTfK+uCBirmoG6y//DRWqwzsrSK/XgzXHI1i+/hAp\nGdn09LLi0zZ2WJqU0W7dhSCDiyRJUiEF3A3Az9+Py/GX8anqw0SfidibFm5m3XOlxMBhPwhYkztY\nr6r/MdvOxTJvzhHuJqXTup4FE9o7YFelvHbrLgK5iLIE3bt3j759+1K7dm28vLx46623cleZF7cN\nGzbg7OyMi4sLHh4euelKHk1UmB/FneL9edq3b0/FihVzkzQ+acyYMbkJNgEyMjLo06cPtra2NGjQ\ngPDw8BJqad4e3UJAW9sZFNa6deu4fft2qbbhVXQ35S4T/p3AoD2DSMxMZE7zOaxuu1q7gSUrDY7O\nh0UemsDiNRAxJoj9ld+n/dLTTNh2jqomRvw6tCGrBvi8VIEF5J1LiRFC0K1bNwYMGMAvv/wCQERE\nBH/++edT5z5MOaItu3fvZsGCBezdu5dq1aqRkZHBhg0bClWWt7c33t7aHZy0trbO88N//PjxpKam\nsmLFiqeeCwgIyM3q+9Dq1aupVKkS165dY/PmzUycOJFff/1Vm83WyvtUHFsQFMS6detwdnamWrVq\npdqOV0WGKoN1F9ax+sJq1ELNx24fM8h5EGX0tNgNpVbDha2awfrEmzmD9dMJSrPA76dQ/MPjqG1m\nzPJ+nrR3rloi04oLRQjx2v3z8vISTwoJCXnqWEnav3+/aNas2XOfX7t2rXj77bdFy5Ytc8+bNWuW\n8Pb2Fi4uLmLq1Km5527cuFH4+PgINzc3MXToUJGdnS2EEMLY2Fj873//E66urqJBgwbi7t27Qggh\nmjZtKg4cOPDMeps3by4mTJggfHx8RN26dcWRI0eEEEKkpaWJgQMHCmdnZ+Hu7i4OHjwohBDi0KFD\nolOnTkIIIZKTk3PPcXFxEVu3bhVCCLFnzx7RsGFD4eHhIXr27CmSk5Nf+NrUqlUrr5fvqbofys7O\nFi1atBC3b98WxsbGucfbtm0rjh8/LoQQIisrS1SuXFmo1eqnynzWaxwWFiacnJxyz5k9e7aYNm1a\n7uv1ySefCC8vLzFnzhwRFhYmWrZsKVxcXISvr6+IiIh4qo6YmBjRpk0b4ejoKD788ENRs2ZNcf/+\nfSGEyG3z7du3RdOmTYWbm5twcnLKfR92794tPDw8hKurq/D19RVCCBEbGyu6du0qXFxcRIMGDcTZ\ns2eFEEJMmzZNzJ49O7deJycnERYWJsLCwoSDg4MYMmSIcHR0FG3atBGpqaliy5YtwtjYWNjZ2Qk3\nNzeRmpr6VNtDQ0NFaGjoi96WFyrt3zttUavVYn/EftFuazvhvM5ZfHroUxGVHKX9isL+E2JFcyGm\nVRBieRMhrh8W16KTxfCNAaLWxJ3C65t9YuOJcJGZrdJ+3UIIIEBo6XO4VO5cFEX5FBgCCOA8MAiw\nBDYDlYFAoL8QIlNRFENgA+AFxAJ9hBDhRal/pv9MQuNCi1LEUxxMHZhYf+Jzn7948eJzU4A89Gga\n/b1793L16lX8/f0RQtClSxeOHDmCubn5M9Pcf/DBB6SkpNCwYUO+++47JkyYwI8//siUKVO4cOEC\nXl5ez603Ozsbf39//v77b6ZPn87+/ftZunQpiqJw/vx5QkNDadu27VO5yL755htMTEw4f16zfUF8\nfHyBUvtrw5IlS+jSpQuWlpaPHX80lb6enh4mJibExsZiZmaWe87zXuOaNWu+sM7MzMzcrsS3336b\nAQMGMGDAANasWcOYMWOe2vdl+vTpNGnShKlTp7Jr165nbjr2yy+/0K5dO7744gtUKhWpqancv3//\nqa0LAKZNm4aHhwfbt2/n4MGDfPDBB3mmvL969SqbNm3ixx9/pHfv3mzbto3333+fJUuWMGfOHK3f\njb5Oridcx8/fj5N3TmJb0ZZVbVfRwLKBdiuJuapJg395V+5gfbRNFxYeuM7m00cw0tNhXBs7Pmxi\ng7Hhq9HhVOKtVBSlOjAGcBRCpCmK8hvwLtARmC+E2Kwoyg/Ah8DynP/jhRC2iqK8C8wE+pR0u7Vt\n5MiRHD16FAMDA06fPg08nkZ/79697N27Fw8PD0CT3uXq1aucO3fumWnuQbPR18MxCS8vL/bt25ev\ntjya7v9h99TRo0cZPXo0AA4ODtSqVeup4LJ//342b96c+7hSpUrs3LkzX6n9v/vuO7Zs2QLA7du3\nc3OuNW7c+LHNsF7k9u3bbNmypdALSJ/3GucVXB7uwQNw4sSJ3C0S+vfv/8xNzo4cOZJ7TqdOnahU\nqdJT5/j4+DB48GCysrLo1q0b7u7uHD58+JlbFxw9epRt27YB4OvrS2xsLElJSS9ss42NTe5r/Oj7\nLD1fUmYSy4OXsyl0E2X1yzK5/mR62/dGT0eLH5uPDdaXAd8veeA5lJUn7rJq2xEys9W836Amo1vV\nxaycYd7lvURKKwTqAWUURckCygJ3AF+gb87z64Gv0ASXrjlfA2wFliiKouTcwhXKi+4wiouTk1Pu\nBwLA0qVLiYmJeewvxifT2U+ePJlhw4Y9Vs7ixYufmeYeNNlpH/a/PpoS3cnJicDAwNxdBZ/0rHT/\nhSXymdr/iy++4IsvvgD+P4NwQZ05c4Zr165ha2sLQGpqKra2tly7di03lb6VlRXZ2dkkJiZSuXLl\np9r6rNc4KirquenygQJvd5AfzZo148iRI+zatYuBAwcybty4ZwahF3k0XT483u4n0+WnpaUVvdGv\nKZVaxfZr21l0ZhHx6fH0tOvJKI9RmBrlb1+ifMlKh1M5K+szU8BrAJlNJrIpJJ1F808Rm5JJJ1dL\nxre1x9qseBJLFrcSny0mhLgFzAEi0QSVRDTdYAlCiIefbFHAw80zqgM3c67Nzjn/8U8JQFGUoYqi\nBCiKEnD//v3i/SYKwdfXl/T0dJYvX5577GEa9Gdp164da9asyd2K+NatW0RHRz83zf2LTJ48mfHj\nx3P37l1AczexatWqF17TtGnT3Ay3V65cITIy8qnkhW3atHnsLiM+Pj7fqf21oVOnTty9e5fw8HDC\nw8MpW7Zsbr1dunRh/fr1gCZ1vK/v00kCn/caV6lShejoaGJjY8nIyHhmJuqHGjVqlHv39vPPP9O0\nadOnzmnWrFnuJI7du3c/NfkANJM7qlSpwkcffcSQIUMICgp67tYFj743hw8fxszMjAoVKmBtbU1Q\nUBCg6WJ9eN2LvIzbIJSm4Ohg+v7dl69OfIV1BWt+7fwrU9+aqr3AolbDuS2wxBv2fwW1GiE+PsZf\nNcbT5sdLTPvzInZVyrNjZGOW9vV8ZQMLlE63WCU0dyM2QAKwBWhf1HKFECuBlaDJilzU8rRNURS2\nb9/Op59+yqxZszA3N88dk3iWtm3bcunSpdwupXLlyvHTTz89N819rVq1nlt3x44duXfvHq1bt0YI\ngaIoT22D/KQRI0bw8ccf4+Ligp6eHuvWrXvsr1+AKVOmMHLkSJydndHV1WXatGl07979han9C6tp\n06aEhoby4MEDrKysWL16Ne3atXvu+R9++CH9+/fH1tYWU1PTx7rvHnrea2xhYcHUqVOpX78+1atX\nx8HB4bn1LF68mEGDBjF79mzMzc1zU9c/atq0abz33ns4OTnRqFGjZ3a7HT58mNmzZ6Ovr0+5cuXY\nsGED5ubmz9y64KuvvmLw4MG4urpStmzZ3CDao0cPNmzYgJOTEw0aNMjXaz5w4ECGDx9OmTJlOHHi\nBGXKlP7iu9IQnRrN/MD57LyxE4uyFsxsOpMONh20OxMr/JgmDf7tM1DVFbou5bhwwu+3UM5F3cCh\nannWDvKhhZ35yzsDrABKPOW+oii9gPZCiA9zHn8AvAX0AqoKIbIVRXkL+EoI0U5RlD05X59QFEUP\nuAuYv6hb7E1MuS9JxeF1T7mfqcpkY8hGVpxbQbY6m4FOAxniMoSy+mW1V0nMNdg/DUJ3Qvlq0Goq\nlyw64PfPFf69cp9qJkZ81taebh7V0S3BxJLP8qqn3I8EGiqKUhZIA1oBAcAhoCeaGWMDgIe7Vf2Z\n8/hEzvMHizLeIkmSJITgSNQRZp2eRWRyJC1rtGS893hqVKihvUpSYnPS4K8BPSPwncLteoOZc+gm\nf/x6jApG+vyvowMfvGVdKokli1uJBxchxClFUbYCQUA2cAZNd9YuYLOiKN/mHHs4X3M1sFFRlGtA\nHJqZZZIkSYUSlhjGrNOzOHrrKDYmNqxovYJG1bWYKSErHU79AP/NhcwH4DWQxAafsfR0MusWara7\nHtqsNiOa22JStvQSSxa3UpktJoSYBkx74vANoP4zzk1H02WmjXpfi75MSXoVvGwdDA8yH7Di3Ap+\nCvkJIz0jxnuP571676Gvo6UPeLUaLv4O+6dDYiTUbUdGy2msvWrEsqUXSc7IpqenJrFktYqv/9jW\nq7EaRwuMjIyIjY2lcuXKMsBIUjETQhAbG4uRkZZ3XCwEtVDz1/W/mB84n7j0OLrZdmOM5xjMypjl\nfXF+RRzXpMG/HQRVXVC9vYNtCXWYv/4KdxLT8XWwYGJ7B+yrvlz5v4rTGxNcrKysiIqK4mWcpixJ\nL6uH09cfXT+TX0ZGRlhZWQ3Bhl4AACAASURBVGm7SQVy/v55ZvjP4HzMeVzNXVnSagnOZs7aq+CJ\nwXrRdRmHjHyZ+ddVLt87h1uNiszv407D2k+tnnjtvTHBRV9fP3elsyRJ+fPxxx8Dr9422jFpMSwM\nWsj2a9sxK2PGd02+o3PtzugoWlralxIL/86EgNW5g/XBVv2YsS+CU2FB2JgZs6yfJx1e5sSSxeyN\nCS6SJL3+slRZ/BL6C8vPLidDlcEg50EMcx2Gsb6WFiNmpYP/CjgyFzKTwXMAka6f4Hc0jr//PoNZ\nOQO+6erEu/Vroq/7Zu9oIoOLJEmvhaO3jjLTfybhSeE0s2rGeO/xWJtYa6dwIeDCtkcG69sS1/hL\n5gUrbF5xCQM9Hca2rstHTWu/Mokli5t8FSRJeqVFJkUy+/RsDkcdplaFWixttZRmVs20V0HEcdg7\nBW4FQhUX0jps44ebNflxzQ0ys9W8V78mY1rVxbz8q5VYsrjJ4CJJ0ispNSuVledWsiFkA/o6+nzq\n9Snv13sfA10D7VTwxGB9dpdlbEpvyMKtN4h5cJVOLpZ83s4em1c4/1dxksFFkqRXihCCXWG7mB8w\nn+i0aLrU6cJYz7GYlzXXTgUpsXBkFpxeBbqGiJZf8E/5nsw8EEF4bCgNbExZNaAe7jUqaqe+15QM\nLpIkvTJCYkPw8/fjTPQZnCo7Ma/lPNzM3bRT+FOD9R8QYPMx3/wby9mbl7CvUp61A31oYf96JJYs\nbjK4SJL00otLj2NR0CJ+v/o7lYwq8XWjr+lq21U7U4sfDtYfmA4JmsH6Gx4T+OaU4NCx61iaGDG7\npyvdPa1KPbHkq0QGF0mSXlpZ6ix+Df2VZcHLSMtO433H9xnuNpwKBhW0U0HECU0a/FuBUMWZmO6/\n4Xe5Kts2RlHeUI/JHRwY0Oj1TCxZ3GRwkSTppXTyzkn8TvlxPfE6jao1YqLPRGpXrK2dwmOvawbr\nL/0F5S1J7bCYRTGerPntJnCbj5rWZkSLOlQsq6XJAW8gGVwkSXqp3Hpwizmn57A/cj9W5axY2HIh\nLWu01M44R2oc/DsLTv8IuoZkNZvMRqUzC/+5TVJ6BN09rBjX1o7qb0BiyeImg4skSS+FtOw0Vp9f\nzbqL69BRdBjjMYYPnD7AUFcL60eyM+DUCjgyBzKTUXt8wK7KA5lxJI7biRG0sDdnYnsH6llqqbtN\nksFFkqTSJYRgT/ge5gbO5W7KXTrYdGCc1ziqGlfVRuE5afC/goRIhG0bTtuOZepJNaHHb+NmZcKc\n3m40qqPFDMkSIIOLJEml6HLcZWb4zyDwXiAOpg74NfXDq4qXdgqPPKlJg38rAKo4c739T3xxzoyT\n2+OoVbksS/p60MnFUk4rLiYyuEiSVOIS0hNYEryELVe2UMGgAl82/JIedXugq6OFWVmx1zV3Kpf+\nhPKWxPjO46tIV3Zuj6ay8QO+7urEuz41MdB7sxNLFjcZXCRJKjHZ6my2XtnKkuAlPMh8wLv27zLC\nfQQmhiZFLzx3sH4V6BqQ0mgC8x60Zf0/9zHQi2VMq7oMbVabcjKxZImQr7IkSSXi9N3T+Pn7cSX+\nCvWr1mdi/YnYVbIresHZGeC/Eo7MhoxkstzeZ51BXxYcTSQ9+z7v1a/BmFZ1sShf+rtivklkcJEk\nqVjdeXCHuYFz2RO+B0tjS+a1mEfrmq2LPtYhBFz8I2ewPgJ1nVbsqjqC6acg5kEcHZyrMr6dPbXN\ny2nl+5AKRgYXSZKKRXp2OusurmP1+dUIBCPcRjDQeSBl9LSwhiTypCYNftRpRBUnTjdZxcRgc8Iu\nplDfxpSVH3jhWbNS0euRCk0GF0mStEoIwYHIA8wJmMOtB7doW6stn3l/RrVy1Ype+KOD9eWqcuMt\nPz6/6kTQ/mTsqiisHuCNr4OFnAH2EpDBRZIkrbkWfw2/036cunOKupXqsqbdGnyq+hS94NQ4zZiK\n/4+ga0CM92d8Gd2C3YeSsTTJYlZPV3rIxJIvFRlcJEkqssSMRJafXc7m0M0Y6xvzvwb/o5ddL/R0\nivgRk52hCShHZkFGMqlO7zEnswfrjqVjbJjGxPYODGosE0u+jGRwkSSp0FRqFX9c+4NFQYtIzEyk\nl10vRrqPpJJREcc7nhisz7Jpxfpyg5h9Rg8hMvmwiQ0jWthSyVgmlnxZyeAiSVKhnIk+w4xTM7gU\ndwlPC08mN5iMg6lD0QuOPKVJgx91GrWFI/+4LWPyOXOS0rN4x92ScW3tsKpUtuj1SMVKBhdJkgrk\nXso95gfNZ9eNXVQpW4XZzWbTzrpd0QfR425o7lRCdiDKVSXQ7Rs+Da3HzchMmttVZGJ7BxyrycSS\nrwoZXCRJypcMVQYbQzay8txKVGoVQ12H8qHzh5TVL+JdRGqcJlux/0qErj7hzmP49GYTgk9l41K9\nDDN7edDIViaWfNXI4CJJ0gsJBIdvHmbW6VncTL5Jq5qt+Mz7M2qUr1G0gh8drE9PIs6uN1OSuvJ3\nANQ0NWDxey50crFER84AeyUpQojSboPWmdmZibcXvV3azZCkV96Z82fQydQhyyqL2ia1mVh/Io2q\nNSpaoUJAyHZNF1h8OGk1WzBfeZ+Vl8tiamzAGF9b+jaoJRNLlgJFUQKFEN7aKCtfdy6KougAbkA1\nIA24IISI1kYDJEl6+WSrs7mTcgeVuQp1ppqJPhPp49AHfR39ohV801+TBj/Kn2yzemyyncfXlyzR\n09FhjK8NHzWrTXmjItYhvRReeOeiKEodYCLQGrgK3AeMADsgFVgBrBdCqIu/qfnn7e0tAgICSrsZ\nkvTKUQs1O67tYEHQAuLT4zG4bEDZoLIc+edI0QqOuwH7p0PIdoRxFQ5U+4hxV5xJyRL08anB2FZ1\nsaggE0uWtpK8c/kWWA4ME09EIUVRLIC+QH9gvTYaI0lS6Tl3/xwzTs3gQuwF3MzdWNZ6GSPXjixa\noU8M1p+3Hc6o8CZEntehvZMF49vbU0cmlnwtvTC4CCHee8Fz0cACrbdIkqQSFZMWw/zA+fx5/U/M\ny5jzfZPv6Vy7c9GmFmdnaPZV+XcWIj2RKOsejIvuyOkLRvhYV2J+/3p41ZKJJV9n+R1z0Qc+Bprl\nHPoX+EEIkVWYShVFqQisApwBAQwGLgO/AtZAONBbCBGvaH7CFwId0XTFDRRCBBWmXkmS/l+WKouf\nL/3MD+d+IFOVyYfOH/KR60cY6xsXvlAhIGQH7J8G8eEkWjZhWsZ7bA+tRF2Lcqz6wIFW9WRiyTdB\nfqciLwf0gWU5j/vnHBtSyHoXAv8IIXoqimIAlAX+BxwQQvgpijIJmIRmvKcDUDfnX4OcehsUsl5J\nkoD/ov5j1ulZhCeF09yqOeN9xlOrQq2iFfrIYH2GqT3LqsxgYVgtqlQwZGYPO3p4WqGnK2eAvSny\nG1x8hBBujzw+qCjK2cJUqCiKCZo7oIEAQohMIFNRlK5Ai5zT1gOH0QSXrsCGnDGfk4qiVFQUxVII\ncacw9UvSmywyKZJZp2fxb9S/WFewZlmrZTS1alq0QuPC4MB0uPgHqrIW/FFtApPCXCljYMCE9nUY\n1MiGMgYyseSbJr/BRaUoSh0hxHUARVFqA6pC1mmDZtbZWkVR3IBA4BOgyiMB4y5QJefr6sDNR66P\nyjn2WHBRFGUoMBSgZs2ahWyaJL2eUrJSWHluJRtDNmKga8BnXp/Rr14/9HWLMO03LV4zWH9qBUJX\nn2PVhzA6ogkpiUYMaFyLUS1lYsk3WX6Dy3jgkKIoNwAFqAUMKkKdnsBoIcQpRVEWoukCyyWEEIqi\nFGh1pxBiJbASNFORC9k2SXqtCCHYeWMn8wPncz/tPl3rdGWs11jMyhQhnUp2Zs5g/UxEeiJXLLsw\n+m4Hrt6oQDf36oxrY0cNU5lY8k2XZ3DJWUCZhmbMwz7n8GUhREYh64wCooQQp3Ieb0UTXO497O5S\nFMUSeLhI8xbwaJ4Jq5xjkiS9wMWYi8zwn8HZ+2dxruzMgpYLcDV3LXyBuYP1X0F8GPfMGzFe3Ysj\nYVVoWteM+R0ccKpmorX2S6+2PIOLEEKtKMpSIYQHcK6oFQoh7iqKclNRFHshxGWgFRCS828A4Jfz\n/46cS/4ERimKshnNQH6iHG+RpOeLTYtl0ZlF/HH1DyoZVeLrRl/T1bYrOkoRBtNvntakwb95ihST\nuviVm87Gm7Y4Vzfhp171aFJXJpaUHpev3GKKoswBTgC/P7mYslCVKoo7mqnIBsANNF1sOsBvQE0g\nAs1U5LicqchLgPZopiIPEkK8cPm9t7WJCJjWpKjNlKRXShaCzSSzXEkkDUE/yjNMmFCewgeVkPNB\n3E03wNcigawy5qw3ep8ZdzypZlqOz9va87ZrNZlY8jWizRX6+Q0uyYAxkA2koxl3EUKIl3JzBRlc\npDfNcdKYqcRzQ8mmsTBigqhEbYowWK/KhqSbqBNvkanW4ZBFfz671Rwj4wqM9rWlb4OaGOrJGWCv\nmxJPXCmEKK+NykrKDVGNPplTSrsZklTsMpX73NPbQrJuMPpqM2pk9SFO7cpkCnc3oSuyaJu6ix7J\nP2MsHrAtqxFzVH1IjK7CkJa1GdZcJpaU8ie/K/SbPeu4EKKI2ewkSSoMNRnE6O0mVncvoItF1juY\nqlqjU9i7FSGon36Mfsmrqaq6w2kdN6ZlvEuIqiblos/x78J3qSITS0oFUJCpyA8ZAfXRrE/x1XqL\ntKC2uTG/DnurtJshSVonhOCf8H+YGzCXmNR7dKrdiU89P6WKcZW8L36eqADNyvq7J0koV4dP0r5g\nR4ojbR2rkvDL9xikx1Glwv+0901Ib4T8dos9tvOWoig1kEkrJalEhcaFMuPUDIKig6hnWo/ZzWfj\nYeFR+ALjwzVp8C/+ToahGUsMR7IspiEetczY9oEDXrVMabEmTmvtl94shd3mOAqop82GSJL0bPHp\n8Sw5s4StV7diYmDCtLem8Y7tO+jqFHJAPS0e/psLp1agQoffjd/jq9jWVDU3Y3l/B9o4VpGJJaUi\ny++Yy2I02YtBM2XYHZCZiSWpGGWrs/nt8m8sDV5KSlYKfR36MtxtOCaGhVyomJ0JAas1K+vTEjhW\nrh2fxXQGXUu+7G5HTy+ZWFLSnvzeuTy6riQb2CSEOFYM7ZEkCfC/488M/xlcS7hGA8sGTPKZhG0l\n28IVJgRc+kuTBj/uBleNvRib2YPIZFuGt6vD4MYysaSkffkdc1mvKEoZoGbOqnpJkorB7Qe3mRsw\nl70Re6lerjrzW8ynVc1Whe+migqAvVMg8gQxZWyYrJrI4QQ3+r9lw0ZfW0xlYkmpmOS3W+xtYA6a\nFfU2OSvsvxZCdCnOxknSmyI9O521F9ay+sJqFBRGuo9koNNAjPQKOf03PhwOfA0XtpFqUJm5ylDW\nxTels3sNDra1l4klpWKX326xr9BMPz4MIIQIVhTFppjaJElvDCEE+yL2MTdgLrdTbtPeuj3jvMZh\nWc6ycAWmJcB/cxA5g/U/6fVidlJ7PGxrsKODA87VZWJJqWTkN7hkCSESn7g1l2ntJakIrsZfxc/f\nD/+7/thVsmNNkzX4VPUpXGHZmRCwBv71Q6QlsN+gFV8mdaVyNRt+6ONA07rm2m28JOUhv8HloqIo\nfQFdRVHqAmOA48XXLEl6fSVmJLIseBm/Xv6VcgblmNJgCj3seqCnU4iVAUJA6E7YNxXibnDB0IMJ\nGb1IKlOPSX3s6eImE0tKpSO/P82jgS+ADOAXYA/wbXE1SpJeRyq1im1Xt7H4zGKSMpPoZdeLUe6j\nqGhUsXAFRgVq0uBHnuCOgTWTM8dzVvFhVCc73m8oE0tKpSu/s8VS0QSXL4q3OZL0egq6F8QM/xmE\nxoXiXcWbSfUnYW9qn/eFzxIfodmz/sI2HuhVYqZqCL+ntWRgc1sWNa9DBZlYUnoJvDC4KIryI7BI\nCHH+Gc8ZA32ADCHEz8XUPkl6pd1Nucu8wHnsDttNVeOqzG4+m3a12hVuanFaAvw3F3HqB7KFwhrR\nnSUpnejkbceB1nZUNZGJJaWXR153LkuBLxVFcQEuAPfRJK6sC1QA1gAysEjSEzJUGWy4uIEfz/+I\nSq1iuNtwBjsPpoxemYIXpsqCgDWIw36QFs8uneZ8m9oDF0dHfm9nT90qr9SOGNIb4oXBRQgRDPRW\nFKUc4A1YAmnAJbmYUpKeJoTg0M1DzD49m6gHUbSu2ZrPvD/DqrxVYQqD0J2IfdNQ4q5zRteVLzM+\nx7CGO4s71sPH2lT734AkaUl+x1wekLPGRZKkZ7uRcIOZp2dy/PZx6pjU4ce2P9LQsmHhCrsVCHum\nQORxonRrMDVzPBGmjZnYvR5tZWJJ6RVQ2KzIkiTlSM5MZvnZ5Wy6tIkyemWYVH8Sve17o69TiIH1\n+IiclfVbSdKtiF/WhxzUa8eYrvXo7S0TS0qvDhlcJKmQ1ELNjms7WBC0gPj0eHrY9WC0x2hMjQrR\nXZWWAEfnIU7+QLZasFLVjQ2iG+/7OnOwqQ1lDeSvqvRqKdBPrKIoZXOmJUvSGy04Ohg/fz8uxl7E\n3dyd5a2X41jZseAFqbIgYC3qwzNQ0uLZoW7KXFVvWjXw5G9fWyqXM9R+4yWpBOQ3cWUjYBVQDqip\nKIobMEwIMaI4GydJL5v7qfdZELSAP6//iUUZC/ya+tHRpmPBx0CEgNBdiH1TUeKuE4gzX2V8Rh3X\nxvzc1p6alWViSenVlt87l/lAO+BPACHEWUVRmhVbqyTpJZOpyuSnSz+x4uwKstRZDHEZwkcuH1FW\nvxBB4FYgYs8UlMjjRChWTM8cT6ZNK/w6OOJiJRNLSq+HfHeLCSFuPvHXmUr7zZGkl8+RqCPMOj2L\niKQIWtRowXjv8dSsULPgBSVEagbrz28hUTFhdtZggs27MrGjE03rmskZYNJrJb/B5WZO15hQFEUf\n+AS4VHzNkqTSF54YzqzTs/jv1n9YV7BmeevlNKnepOAFpSfCf3NRPxysz+7KDuPejOjizjdu1WVi\nSem1lN/gMhxYCFQHbgF7gZHF1ShJKk0pWSmsOLeCjSEbMdQ15HPvz+nr0Bd93QJOLc4ZrFcdmoFu\nehx/qJqyUq8vvdo15K+GtTDSl4klpddXfhdRxgD9irktklSq1ELNzhs7mR84n5i0GLrZduMTz08w\nK2NWsIKEgMt/o9rzJbrx1/FXOzFLPZ6GTXz5rXkdTMrIxJLS6y+/s8XWA58IIRJyHlcC5gohBhdn\n4ySppFyIucAM/xmcu38OVzNXFrVchIu5S8ELuhWEes8X6EQeJ4LqfJ/1OZXdu7CsrR2WJoXIKyZJ\nr6j8dou5PgwsAEKIeEVRPIqpTZJUYmLSYlgUtIjt17ZjamTKt42/5e06b6OjFHAlfEIk6v1fo3Nh\nCwlUYF7WIKLrvsuEDk7YycSS0hsov8FFR1GUSkKIeABFUUwLcK0kvXSy1FlsurSJ5WeXk65KZ6DT\nQIa6DqWcQbmCFZSeiPhvHuoTy8hWw4/ZXTletT9jO3lR30YmlpTeXPkNEHOBE4qibAEUoCfwXbG1\nSpKK0fFbx/E77UdYYhiNqzdmos9EbExsClaIKgsC15F18Hv00+PYrmrClvIDGdixCSOdqsppxdIb\nL78D+hsURQkAfHMOdRdChBRfsyRJ+24m32T26dkcunmImuVrssR3Cc2smhUsEAgBl3eT+c8UDBKu\nE6ByZInBZDq0b8dGnxroy8SSkgTkvRNlBSFEUk432F3gl0eeMxVCxBV3AyWpqFKzUll1fhXrL65H\nV0eXsZ5j6e/YHwNdg4IVdCuIzN1fYBB1nJuiGvPEBOyb92Jl09oYG8peYkl6VF6/Eb8AnYFAQDxy\nXMl5XLuY2iVJRSaE4O+wv5kXOI/o1Gjerv02Y73GYlHWomAFJdwka9909C9uIVlUYKFqMHo+A5ne\nygEzmVhSkp4pr50oOyuaPoPmQohIbVasKIouEADcyqnHBtgMVEYTzPoLITIVRTEENgBeQCzQRwgR\nrs22SK+fS7GX8PP3Iyg6CMfKjsxtPhd3C/eCFZKehOrIXDi5DJUaVmZ3Icz+I0Z39KJWZePiabgk\nvSbyvJcXQghFUXYBhZj0/0IPU8hUyHk8E5gvhNisKMoPwIfA8pz/44UQtoqivJtzXh8tt0V6TcSn\nx7P4zGK2XtlKJaNKTG80nW623Qo2tViVhTpgHVkHvscwM47fVU04aDmMj95uxsgaFYuv8ZL0Gslv\nR3GQoig+QojT2qhUURQroBOaGWfjcu6OfIG+OaesB75CE1y65nwNsBVYoiiKIoR4tJtOesNlq7P5\n9fKvLA1eSmpWKv3q9eNj94+pYFAh74sfyhmsT/37C8om3eCMuh4/VfiSnm93ZrGduZwBJkkFkN/g\n0gB4X1GUcCCFnDEXIYRrIetdAEwAHq4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eKeWlNLkUofPp5/li2xdM3TWVUgGlGNx6MH0a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\nKaVcTpOLUkopl/t/KJiSaLx30rQAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-0",
              "outputarea_id2",
              "user_output"
            ]
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/javascript": [
              "window[\"6cad10d0-5429-11ea-b3ec-0242ac1c0002\"] = google.colab.output.setActiveOutputArea(window[\"6c836050-5429-11ea-b3ec-0242ac1c0002\"]);\n",
              "//# sourceURL=js_62a0880094"
            ],
            "text/plain": [
              "<IPython.core.display.Javascript object>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-0",
              "outputarea_id2"
            ]
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/javascript": [
              "window[\"6cafc03c-5429-11ea-b3ec-0242ac1c0002\"] = google.colab.output.getActiveOutputArea();\n",
              "//# sourceURL=js_642f54db91"
            ],
            "text/plain": [
              "<IPython.core.display.Javascript object>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-1",
              "outputarea_id2"
            ]
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/javascript": [
              "window[\"6cb0232e-5429-11ea-b3ec-0242ac1c0002\"] = document.querySelector(\"#id2-0-1\");\n",
              "//# sourceURL=js_688cf038f1"
            ],
            "text/plain": [
              "<IPython.core.display.Javascript object>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-1",
              "outputarea_id2"
            ]
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/javascript": [
              "window[\"6cb092f0-5429-11ea-b3ec-0242ac1c0002\"] = google.colab.output.setActiveOutputArea(window[\"6cb0232e-5429-11ea-b3ec-0242ac1c0002\"]);\n",
              "//# sourceURL=js_21123df716"
            ],
            "text/plain": [
              "<IPython.core.display.Javascript object>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-1",
              "outputarea_id2"
            ]
          }
        },
        {
          "output_type": "stream",
          "text": [
            "Gas\n",
            "Current: 281 euro\n",
            "EnergieDirect.nl + 100 euro discount: 285 euro\n",
            "GreenChoice + 140 euro discount: 322 euro\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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wkFTiUBRF0Tt+4zjBYcEcuHaAipYVeaPJG7zU8CUqWFR49MYlLScdjs3TXVZ7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\n6IpBuAAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-1",
              "outputarea_id2",
              "user_output"
            ]
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/javascript": [
              "window[\"6cd19d2e-5429-11ea-b3ec-0242ac1c0002\"] = google.colab.output.setActiveOutputArea(window[\"6cafc03c-5429-11ea-b3ec-0242ac1c0002\"]);\n",
              "//# sourceURL=js_3340a00046"
            ],
            "text/plain": [
              "<IPython.core.display.Javascript object>"
            ]
          },
          "metadata": {
            "tags": [
              "id2-0-1",
              "outputarea_id2"
            ]
          }
        },
        {
          "output_type": "stream",
          "text": [
            "Total Current: 850 euro\n",
            "Total EnergieDirect.nl + 100 euro discount: 861 euro\n",
            "Total GreenChoice + 140 euro discount: 955 euro\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "QEDukuuTCW1h",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    }
  ]
}