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   "source": [
    "%run \"/Market Monitoring/eatools\""
   ]
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   "source": [
    "import fileinput\n",
    "import matplotlib.pyplot as plt \n",
    "import matplotlib.ticker  \n",
    "import matplotlib.dates\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas.io.sql\n",
    "import datetime\n",
    "import numpy as np\n",
    "from pandas import *\n",
    "import pandas as pd\n",
    "import ossaudiodev\n",
    "from datetime import date, datetime, time, timedelta\n",
    "inputPath='/dbfs/mnt/mmdatastoresaprd/data/Roger/HSOTC/'"
   ]
  },
  {
   "cell_type": "markdown",
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   },
   "source": [
    "### Overview of data sources and calculation of carbon impact on SRMC"
   ]
  },
  {
   "cell_type": "markdown",
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   "source": [
    "1. Historical carbon (NZU) price sourced from:\n",
    "   - recent data from emsTradepoint\n",
    "   - older data from 'NZ ETS' series at https://icapcarbonaction.com/en/ets-prices\n",
    "\n",
    "\n",
    "2. Obtain parameters for different plants:\n",
    "   -\theat rate (HR) (GJ/MWh) (source: Table 3-13 of https://www.mbie.govt.nz/assets/2020-thermal-generation-stack-update-report.pdf)\n",
    "   \n",
    "   -\temission factor (EF) (tonnes CO2 per TJ) (source: Tables A4.1 (gas = 'Weighted Average' and diesel = 'Diesel (10 parts (sulphur) per million)') and A4.2 (coal = latest value (2018)) of https://environment.govt.nz/assets/Publications/Files/new-zealands-greenhouse-gas-inventory-1990-2018-vol-2-annexes_July2020.pdf)\n",
    "   \n",
    "   \n",
    "3.\tFor each thermal station calculate: carbonImpost(date) = HR\\*(EF/1000\\*carbonPrice(date))\n",
    "where: \n",
    "   - carbonImpost(date) is a series in \\$/MWh\n",
    "   - carbonPrice(date) is the price series in \\$/tonne of CO2 equivalent\n",
    "   - HR, EF as above"
   ]
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   },
   "source": [
    "### Import Carbon Price Series"
   ]
  },
  {
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   "execution_count": 0,
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   },
   "outputs": [],
   "source": [
    "carbonPriceDaily=pd.read_csv(inputPath+'carbonPriceDaily.csv',parse_dates=[0],index_col=[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
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   "source": [
    "carbonPriceDaily.tail()"
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       "    </tr>\n",
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       "      <th>2022-01-01</th>\n",
       "      <td>69.468000</td>\n",
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       "      <td>78.681364</td>\n",
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       "      <th>2022-04-01</th>\n",
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       "data": "<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>carbon</th>\n    </tr>\n    <tr>\n      <th>date</th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2022-01-01</th>\n      <td>69.468000</td>\n    </tr>\n    <tr>\n      <th>2022-02-01</th>\n      <td>78.681364</td>\n    </tr>\n    <tr>\n      <th>2022-03-01</th>\n      <td>74.450400</td>\n    </tr>\n    <tr>\n      <th>2022-04-01</th>\n      <td>75.555833</td>\n    </tr>\n    <tr>\n      <th>2022-05-01</th>\n      <td>76.198400</td>\n    </tr>\n    <tr>\n      <th>2022-06-01</th>\n      <td>76.172917</td>\n    </tr>\n    <tr>\n      <th>2022-07-01</th>\n      <td>74.390000</td>\n    </tr>\n    <tr>\n      <th>2022-08-01</th>\n      <td>74.615000</td>\n    </tr>\n    <tr>\n      <th>2022-09-01</th>\n      <td>74.448333</td>\n    </tr>\n    <tr>\n      <th>2022-10-01</th>\n      <td>74.696667</td>\n    </tr>\n    <tr>\n      <th>2022-11-01</th>\n      <td>74.363333</td>\n    </tr>\n    <tr>\n      <th>2022-12-01</th>\n      <td>74.403333</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
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   "source": [
    "# Convert to monthly \n",
    "carbonPrice=carbonPriceDaily.resample('MS').mean()\n",
    "carbonPrice.tail(12)"
   ]
  },
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    {
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l0WMRERERSRIFM3Pw+yJbfaem+CiYmeNxRccursM5nHP1QE6ncxVEVusQERERkSSUn5vNxXPG8+a2cv606KyEH8oB2rFQREREROIgNcXHxNEZSRGgQSFaREREROKgpiHA6GGJsSpHLBSiRURERGTAVTe2MHp4cmy0AgrRIiIiIhIH1eqJFhERERHpm5qGAKOGK0SLiIiIiMQkEApT2xxk9DAN5xARERERicnhxgAAo9UTLSIiIiISm2qFaBERERGRvqluiIToUZpYKCIiIiISm5rGFgAtcSciIiIiEiv1RIuIiIiI9FFriNY60SIiIiIiMaqJTiwcqRAtIiIiIhKbmsYAIzNS8PvM61L6jUK0iIiIiAyo6oaWpJpUCArRIiIiIjLAqhsDSbVGNChEi4iIiMgAq24IJNXKHKAQLSIiIiIDrKYxoOEcIiIiIiJ9Ud3QklTL24FCtIiIiIgMoHDYRXuiFaJFRERERGJS2xwk7JJrt0JQiBYRERGRAVTTuluhxkSLiIiIiMSmurEFSK4tv0EhWkREREQGUHVbT7RCtIiIiIhITKobFaJFRERERPqkpiEynGOkhnOIiIiIiMSmdTiHVucQEREREYlRdWOA4Wl+0lP8XpfSrxSiRURERGTA1DQGkm5lDlCIFhEREZEBVN0QYFSSrRENCtEiIiIiMoBqGlvUEy0iIiIi0hfVDYGkW94OFKJFREREZABVNypEi4iIiIjEzDlHTUOAUcM0JlpEREREJCaNgRAtobB6okVEREREYtW60YomFoqIiIiIxKgtRKsnWkREREQkNtWNLQAaEy0iIiIiEqsa9USLiIiIiPRNdaNCtIiIiIhIn7SOiR6liYUiIiIiIrGpbmwhze9jWKrf61L6XVxDtJmNNrMnzGyzmW0ys7PNbIyZLTOzbdHfs+NZk4iIiIgMjJqGAKOGp2JmXpfS7+LdE/1L4GXn3BzgZGATcCfwqnNuNvBq9FhEREREElx1QyAp14iGOIZoMxsFXAD8HsA51+KcqwauAh6I3vYAcHW8ahIRERGRgVPTGEjKSYUQ357oGcAh4I9mttbM7jOzEcAE59y+6D37gQlxrElEREREBkh1YyAp14gGMOdcfF7I7HSgEDjXObfSzH4JHAa+7Jwb3e6+KufcEeOizWwxsBhg3Lhx+UuXLo1L3XKkuro6MjMzvS5jyFL7e0+fgbfU/t5S+3sr0dr/juUNzMvxs+jEdK9LOSoXXXRRkXPu9K6upcSxjjKgzDm3Mnr8BJHxzwfMbJJzbp+ZTQIOdvVg59wSYAlAXl6eW7hwYRxKlq4sX74ctb931P7e02fgLbW/t9T+3kq09m/6+8vMmTGNhQvneV1Kv4vbcA7n3H5gt5nlRU9dAnwAPAfcEj13C/BsvGoSERERkYHRHAzR0BJK2jHR8eyJBvgy8JCZpQHFwOeJBPmlZnYbUApcG+eaRERERKSf1UR3Kxw1PDnHRMc1RDvn1gFdjSu5JJ51iIiIiMixKSqtorC4goKZOeTnHrnNR010t8JkXeIu3j3RIiIiIpLgikqruOHeQgKhMGkpPh5aVHBEkK6O9kQn63AObfstIiIiIn3y4vp9NAfDhB00B8K8tb38iHuKSqsA2F/dFO/y4kIhWkRERERi9vaOch5ZtQsAAxzw0oZ9VNa3tN1TVFrF3X/bAsD3nt3QFqiTiYZziIiIiEivikqruPeNYpZt3M/McZnc8ZETKC6vpyUY5n9f38FHf/E6F5wwjuGpKby25SCBUGQvkmAoTGFxRZfjphOZQrSIiIiI9KiotIrrlrxDIOTwGfzrx+dxwQnj2q5PGp3BnU+u58miPQBMzEonxWeEnSM1xUfBzByvSh8wCtEiIiIi0qPC4gqC0Z5lA9bvqekQoivqWvAZhB34DG4+ZzoFM3N6XL0j0SlEi4iIiEiPCmbm4DMj1E3PcsHMHNJSfASC4bbr+bnZSRmeWylEi4iIiEiP8nOzOfW40ZRWNvDbm/KPCMf5udk8tKggqXueO1OIFhEREZFehZ3jhAmZ3QbkZO957kxL3ImIiIhIryrrWxgzIt3rMgYNhWgRERER6VVFfQs5I9K8LmPQUIgWERERkR61BMPUNgUZoxDdRiFaRERERHpU3RDZjVAh+kMK0SIiIiLSo4p6hejOFKJFREREpEeVCtFHUIgWERERkR619kRrYuGHFKJFREREpEeVdc2AeqLbU4gWERERkR5VNgQwg9HDFaJbKUSLiIiISI8q65sZPSwVv8+8LmXQUIgWERERkR5FditUL3R7CtEiIiIi0qOKuhZytOV3BwrRIiIiItIj9UQfSSFaRERERHpUWd/CmEyF6PYUokVERESkW+Gwo6qhhTFamaMDhWgRERER6VZNY4Cw0xrRnSlEi4iIiEi32nYr1HCODhSiRURERKRbldEQrZ7ojhSiRURERKRblfXa8rsrCtEiIiIi0q3K+gCgEN2ZQrSIiIiIdEs90V1TiBYRERGRblXUt5CZnkJ6it/rUgYVhWgRERER6ZZ2K+yaQrSIiIiIdEshumsK0SIiIiLSLYXorilEi4iIiEi3FKK7phAtIiIiIl1yzlFR30KOQvQRFKJFREREpEv1LSFagmH1RHdBIVpEREREulRZpy2/u6MQLSIiIiJdqmyIhOicTIXozhSiRURERKRLrbsVZg9XiO5MIVpEREREulQRHc6RMyLd40oGH4VoEREREelSZX10TLSGcxxBIVpEREREulRZ30Jaio8RaX6vSxl0UuL5YmZWAtQCISDonDvdzMYAjwHTgRLgWudcVTzrEhEREZEjta4RbWZelzLoeNETfZFz7hTn3OnR4zuBV51zs4FXo8ciIiIi4rGq+hZNKuxGryHazK4zs8fNbImZ5Xe6NtbMio+xhquAB6JfPwBcfYzPJyIiIiL9oKK+RcvbdaPHEG1mnwf+BISBacDbZra43S1+ILcPr+eAv5lZUbvnmeCc2xf9ej8woQ/PJyIiIiIDpLK+RRutdMOcc91fNHsP+F/n3G+jxx8HHgK+55z7lZlNAPY652IabW5mU5xze8xsPLAM+DLwnHNudLt7qpxz2V08djGwGGDcuHH5S5cujfU9Sj+rq6sjMzPT6zKGLLW/9/QZeEvt7y21v7fi3f5fXFbP+VNTuHHu0Fzi7qKLLipqNwS5g94mFs4CXm49cM69YGZXAC+amQ94tC+FOOf2RH8/aGZPA2cCB8xsknNun5lNAg5289glwBKAvLw8t3Dhwr68tPSj5cuXo/b3jtrfe/oMvKX295ba31vxbP/mYIiml1/m5LyZLFw4Oy6vmUh6GxNdA0xqf8I59xZwJfBD4I5YX8jMRphZVuvXwGXABuA54JbobbcAz8b6nCIiIiIyMKrqAwBkazhHl3rriV4FXA680/6kc+7N6NCOF/vwWhOAp6NLpKQADzvnXjaz1cBSM7sNKAWu7cNzioiIiMgAqIhu+Z2jEN2l3kL0z4FzurrgnFsRDdK3dHW9i/uLgZO7OF8BXBLLc4iIiIhIfLTtVqgtv7vUY4h2zr0OvN7D9eXA8v4tSURERES8VlQa2ftuf02jx5UMTjHtWGhmk4FrgLzoqS3Ak865vQNVmIiIiIh4o6i0il//fTsA33jifaZkDyc/94jF04a0WDZb+b/ADuCXwE3RX78EdnRaM1pEREREkkBhcQWhcGQZ5GAoTGFxhccVDT69bbbyMeA3wG+Bqc650dE1nacSWW7uN2Z22YBXKSIiIiJxUzAzh8haEJCa4qNgZo63BQ1CvQ3n+AbwX865O9ufjA7j+KqZNQLfAv42QPWJiIiISJzl52aTlZHCcWOGc9cnF2goRxd6G85xOvBAD9cfiN4jIiIiIkniUG0zNY1Brj51qgJ0N3oL0alAT1MyG4lxcqKIiIiIJIYt+2sBmDMxy+NKBq/eQvQWIjsLduejwNb+K0dEREREvLZ5/2FAIbonvYXoPwA/NbNPdL5gZp8E/iN6j4iIiIgkic37axmbmU5OpjZa6U5vQzF+DZwLPGtmW4FN0fNzgdnAk9F7RERERCRJbN5/mLmT1Avdkx57ol3EdcB1wGYim63kRb++3jl3rXPODXyZIiIiIhIPobBj24E68iYoRPckpkmBzrmlwNIBrkVEREREPFZSUU9zMMycSSO9LmVQ622zlVwzW2JmR7SimY0ys9+Z2bSBK09ERERE4mnzPq3MEYveJhZ+HWh2zh3ufME5VwM0A/8yEIWJiIiISPxt2X8Yn8Gs8ZlelzKo9RaiLwUe7uH6w/S8BJ6IiIiIJJBN+2uZMXYEGal+r0sZ1HoL0dOBPT1c3wvk9ls1IiIiIuKpLftrmTNR46F701uIrgdm9HB9RvQeEREREUlwdc1BdlU2aDx0DHoL0YXALT1c/zywsv/KERERERGvbD0QmVSYpxDdq96WuLsbeMXMaoCfOef2A5jZROBO4CbgIwNbooiIiIjEw5b9kRA9V8vb9arHEO2cW25m/wT8EviKmbWu0jESCABfds69NsA1ioiIiEgcbN53mBFpfqaMHuZ1KYNer5utOOd+Z2YvANcCswADtgJPOOfKBrg+EREREYmTzftrOWFiFj6feV3KoBfrjoV7gJ8PcC0iIiIi4hHnHJv313LFiZO8LiUh9DaxUERERESGgAOHm6lpDGhljhgpRIuIiIgIz7+/FwCN5IiNQrSIiIjIEFdUWsXPXtoMwI/+somi0iqPKxr8FKJFREREhrjC4nKCYQdAMBSmsLjC44oGvz6FaDM73cw+a2YjoscjzCymyYkiIiIiMjiNykgDIkuwpab4KJiZ421BCSCmAGxmE4BngTMBB8wGioF7gCbgqwNVoIiIiIgMrHd3VTE81c/iC2dy/uxx5Odme13SoBdrL/LPgQNADrCr3fnHgV/1d1EiIiIiEh81DQH+sn4fn86fytcuPcHrchJGrCH6EuAS51yVWYcpmzuA4/q9KhERERGJi2ff20NzMMz1ZyrS9UWsY6KHAS1dnB9HZDiHiIiIiMRRUWkVv3lt+zGtpOGc45FVu5k/eSQLpozqx+qSX6w90SuAW4HvRI+dmfmBbwGvDkBdIiIiItKNotIqrl9SSCAUJj3Fx0O3FxzVOOb3y2rYtO8wP7x6wQBUmdxiDdHfBF43szOAdOBuYD4wCjh3gGoTERERkS68vGEfLaEwAE3BMH/duP+oQvSjq3czLNXPVadM7u8Sk15MIdo594GZnQj8A9AMZBCZVPgb59y+AaxPRERERNppCoT42wcHgMiSdA54eGUpk0dlUN8SomBmDvm52byzo5y3d1SwMG98lwH7re3lPFG0m/NmjWVkRmp830QSiHmNZ+fcfuDfB7AWEREREemBc47vPbOBXZUNfPfKubQEw0zPGc5PX9rMXc9/AES27c4enkZFfWQ6229e284XzptBwcwctuw/zPScEazfU8OSFcWEHby1vYKi0iota9dHMYdoMxsOnAKMp9OEROfcU/1bloiIiIi0V1Raxa/XNlN0sIyvXDKb28+f2XZt64E6fvnqNgDCDsw+7KUOO7jvjZ3c98bOLp83FI7sUKgQ3Tcxrc5hZpcCpcCbwFPAE+1+PT5g1YmIiIhIZCLhvYUUHQzhMzh/9tgO1y84YRwZqT78BhmpPu74SB7p7Y6vPHESrYsUG/Dxkya13a8dCo9OrD3RvwT+AnzHObd3AOsRERERkU4KiytoCUYmEhqwamclZ0wf03Y9PzebhxYVUFhc0TYmOm9iVtsxwKubDxAIhklN8fH5c2fw+XNndLhf+ibWED0d+KQCtIiIiEj8FczMwWeRoRnd9Rzn52Z3CMOdjzuH7NZ75OjEGqLfAvKI7FAoIiIiInGUn5vNcWOG09TUyG8+d3RrQncO1XJsYg3RvwX+y8wmA+uBQPuLzrl3+7swEREREflQTWOAU3L8CsKDRKwh+ono70u6uOYAf/+UIyIiIiKdNbaEqGoIMGaK1nMeLGIN0TMGtAoRERER6dbemkYAcobFtLCaxEGsOxaW9tcLmpkfWAPscc593MxmAI8COUARcLNzrqW/Xk9EREQk0e2rbgJgTIb1cqfES182W5kKXEDXm63c04fX/CqwCRgZPf4Z8HPn3KNm9lvgNuB/+/B8IiIiIkmttSdaIXrwiClEm9mNwB+AIHCIyDjoVg6IKURHg/iVwI+BO8zMgIuBG6K3PADchUK0iIiISJvWnuhshehBI9ae6B8AdwP/6pwLHcPr/QL4JpAVPc4Bqp1zwehxGTDlGJ5fREREJOnsq2lkbGY6qT6F6MEi1hA9AbjvWAK0mX0cOOicKzKzhUfx+MXAYoBx48axfPnyoy1FjlFdXZ3a30Nqf+/pM/CW2t9ban9vbChuIsvnqKtrUvsPErGG6BeBs4DiY3itc4FPmtkVQAaRMdG/BEabWUq0N3oqsKerBzvnlhBdYi8vL88tXLjwGEqRY7F8+XLU/t5R+3tPn4G31P7eUvt740fvvk7exEwyM2vV/oNErCF6GfAzM5tP15utPNXbEzjnvg18GyDaE/0vzrkbzexx4NNEVui4BXg21uJFREREkp1zjn3VjZw/eyxQ63U5EhVriP5d9PfvdHHtWDdb+RbwqJn9CFgL/P4YnktEREQkqRxuClLfEmLyqGEQ9roaaRXrOtH9urK3c245sDz6dTFwZn8+v4iIiEiy2Bdd3m7S6Ayo9LgYaaNtb0REREQGsb3V0RA9apjHlUh7MYdoM7vSzFaYWbmZHTKz16OTBEVERERkgOyNrhE9eXSGx5VIezGFaDNbBDwN7CAyhvlOYCfwtJl9YeDKExERERna9tU04vcZ47MUogeTWCcWfgu4wzn363bnfm9mRUQC9R/6vTIRERERYV91ExNHZuDXRiuDSqzDOY4DXu7i/EtAbv+VIyIiIiLt7a1pZNIo9UIPNrGG6F3AR7o4fxlQ2n/liIiIiEh7e6ubmDRakwoHm1iHc/wX8CszOw14O3ruXOBm4MsDUZiIiIjIUBcOO/bXNHH5AvVEDzaxrhP9OzM7CHwd+D/R05uAa51z2mFQREREZABU1LfQEgprOMcgFGtPNM65p4ms0CEiIiIicdC60cpkDecYdGJd4q7YzHK6OD/azIr7vywRERER+XCNaIXowSbWiYXTAX8X59OBKf1WjYiIiIi0advyW8M5Bp0eh3OY2f9pd3ilmdW0O/YDlwAlA1CXiIiIyJC3t7qR9BQfY0akeV2KdNLbmOgnor874PedrgWIBOiv93NNIiIiIgLsrWli0qgMzLTRymDTY4h2zvkAzGwncIZzrjwuVYmIiIgI+6obmTRK46EHox7HRJvZPWZ2PnC8ArSIiIhIfO2radKkwkGqt4mFw4FHgQNmdr+ZXW1m+iRFREREBlgwFObA4SYmj9akwsGoxxDtnPuic24KcCWwB/gRUG5mz5nZF8xsXDyKFBERERlqDtQ2E3ZoOMcgFdMSd865Vc657zrnFgAnA68DtwJlZvammf2LmWmpOxEREZF+sq86urydeqIHpVjXiW7jnNvunLvbOXcBkTWifw+cB1zf38WJiIiIDFVv7agAoLo+4HEl0pXe1ome5pzb3cMtdUDIOXd1v1YlIiIiMoQVlVbxq1e3AfDtp97nuJzh5Odme1yVtNdbT3SJmT1tZiO6uT4K+GM/1yQiIiIypBUWlxMMOwACoTCFxRUeVySd9RaiDTgDWGlmM3u4R0RERET6SUNLCIiErNQUHwUzc7wtSI7Q246FjsjW3r8EVpvZZ51zr3Rxj4iIiIj0g/K6Zh5auYu5E7O48qRJnH38WA3lGIR6C9EGVAGXAz8DXjSzbznnfj7glYmIiIgMQT984QPqm4P86oZTmTU+y+typBu9hWgAnHMO+KaZrQXuM7OTgcUDWpmIiIjIEPPaloM8u24vX71ktgL0INenJe6cc48A5wMLgRVElrgTERERkWP01vZyvvrIWqaMzuAfLzre63KkF0ezTvS7RCYbNgOdx0eLiIiISB+Ew47/eW07N/1+JYebghyqbWHDnsNelyW96G04RykQ6nzSOXfIzFonHP7DQBQmIiIikkyKSqsoLK6gYGYOp0wbzWubD7J0zW427Klhb01T232hcGRJO00mHNx6DNHOuRk9XAsC/xT9JSIiIiLdKCqt4rol7xAIOYzIyg3h6DUzuO6MaTyzbg+BYFhL2iWImCYWioiIiMjRCYTC/PgvHxAIRVYFdsDU7GGUVTXiiIytnTZmOA8tKmjrqVYv9ODX27bftfS+DrRzzo3qv5JEREREEl9RaRXLtxxk+ZaDrN9zGL/PwDlSU3z8w8JZ/OCFjR16nvNzsxWeE0hvPdFf6uHa/Oj11P4rR0RERCTxFZVWccO9hTQHI4M2vnTxLC7KG9+hpzlvYpZ6nhNYb2OiH+h8zswmAT8EbgFeBu4cmNJEREREEtNDK0vbArTPYFiq/4ieZvU8J7aYl7gzs5Fm9hNgG5Fe6Eucc59wzm0csOpEREREEohzjv9dvoOn3t2DWSRAp2miYFLqdWKhmaUSWYHje0AFcKtz7omBLkxEREQkkbyzo5wfvrCJD/Yd5sqTJnHjmcexdne1hmskqd4mFt5IZOjGMCIh+l7n3BHrRouIiIgMZWtKKrnxvpWEHaT4jC+cM5386WM4Z9ZYr0uTAdJbT/SfgEbgMWAe8HMzO+Im59xX+r80ERERkcTw369uIxxdz8w5R+HOSvKnj/G2KBlQvYXoFUSWuOt20xV6XwJPREREJGm9s6OCN7aV47PIJiraLGVo6G11joVxqkNEREQk4Rw83MSXH1nLjHEj+MFVC3hPY6CHDO1YKCIiInIUVu2s4I6l73G4McDDt5/FCROyOE9joIeMWFbnGAGkOOdqosc+4OvAecC7wH8451oGtEoRERGRQSSymcpKgmFHqt+obQp6XZLEWSzrRD8I/HO74zuA7wCVwO3A3QNQl4iIiMigVVhcQTA6kzAcdhQWV3hckcRbLCH6VGBZu+NbgS855z4PXBP91SszyzCzVWb2npltNLPvR8/PMLOVZrbdzB4zs7Q+vgcRERGRuDpzRmTlDU0kHLq6Hc5hZq9Fv5wK3G1mDUS+V+YBXzaz24iE8Alm9ncA59zFPbxWM3Cxc64uuoHLm2b2EpGe7Z875x41s98CtwH/e6xvTERERGSgZA9PBeBjCyay6PyZmkg4BHUbop1zFwGYWSnwTefcCjO7EpjinCuIXhsF7OolPLc+nwPqooep0V8OuBi4IXr+AeAuFKJFRERkEFu/pwaAr116AnkTszyuRrwQy3CO5cC9ZvavwC+IbLzS6mRgW6wvZmZ+M1sHHCQyRGQHUO2cax2NXwZMifX5RERERLywvuwwGak+jh83wutSxCMW6SDu4QazHCLh+RTgLeCfnXON0Wv3EOmJ/kWfXtRsNPA08K/A/c65WdHz04CXnHMLunjMYmAxwLhx4/KXLl3al5eUflRXV0dmZqbXZQxZan/v6TPwltrfW2r/iJ+sbCTs4HsFw+L6umr/+LrooouKnHOnd3Wt1yXunHMVwM3dXLvjaApyzlVHx1yfDYw2s5Rob/RUYE83j1kCLAHIy8tzCxcuPJqXln6wfPly1P7eUft7T5+Bt9T+3krk9i8qraKwuOKYN0MJhR1lf/8r154+jYUL5/djhb1L5PZPNnHbbMXMxgGBaIAeBnwE+BnwGvBp4FHgFuDZeNUkIiIiQ0NRaRXXLXmHYMiRnurjoUUFRx2kd5bX0dASYsGUUf1cpSSSWMZE95dJwGtm9j6wGljmnHsB+BZwh5ltB3KA38exJhERERkCCosrCIQcDmgJho9pXef3yyKTCk9UiB7S4tYT7Zx7n8ia053PFwNnxqsOERERGXpOmvph4HVAQXSd56Oxfk8Nw1L9mlQ4xMWzJ1pERETEE9HNBZk7MQvnYE9N01E/14Y9NcybPJIUv2LUUKZPX0RERJLe6p2V+H3G0i+ezbxJI/nZS5tpCoT6/DyhsGPDnsMayiEK0SIiIpL8Vu2sZMHkkWRlpPK9K+eyp7qRP7y1s8/PU3yojsZASCFaFKJFREQkuTUHQ6wrq+aM6ZFx0OfMGsulcyfwq1e3858vb6aotCrm52rdqfDEqQrRQ51CtIiIiCS198tqaAmGObPdZMKrTplEYyDE/yzfwY33FcYcpD+cVKgNT4Y6hWgRERFJaqt2VgK09UQD7KpsbPs60Icl79aX1TB/8kj8PuvfIiXhKESLiIhIUlu1s5LZ4zPJHpHWdq5gZg7pKZEYZGYUzMzp9XlCYcfGvYe1yYoACtEiIiKSxEJhR1FpVYehHAD5udk8fHsBs8dnkpHqY96kkb0+lyYVSnsK0SIiIpK0Nu07TF1z8IgQDZEg/eNPnUhdc4gn3y3r9bmee28vACkayiHEccdCERERkXjrajx0e2dMz+akqaP4w1s7ueHM4/C1C8hFpVUUFlcwZ2IWq3ZWsmRFMQDfeup9po4ZTn5u9sC/ARm0FKJFREQkaa0uqWRq9jAmjx7W5XUz47bzZvDVR9fx+tZDXDRnPBAJ0NcteYdAyB3xmNaJiArRQ5uGc4iIiEhScs6xuqSSM7vphW51xYmTmDgyg/vejPQ0twTD/OTFD9oCtAFXnDiRjFQffoPUFF9MExEluaknWkRERJJScXk95XUtnNHFeOj2Uv0+bjlnOj97eTN3PLaO9/fUsP1gXWQZO+dITfFx23kzue28mRQWV1AwM0e90KIQLSIiIsnpiTW7ARiR7u/13vnR1TmeWrsHgG9cdgIFx489IjQrPEsrhWgRERFJOkWlVfwuOhHwm0+8z5TRPU8EXL+3BgMc4DPAjPzcbIVm6ZbGRIuIiEjSeXbdHsLROYGx7EhYMDOH9OiY5zSNeZYYqCdaREREkopzjrW7qgBingiYn5vNQ4sKNOZZYqYQLSIiIgOidZ3leIfS5VsOsX7PYW47dzpjMtNjfn0N35C+UIgWERGRfrFqZwWvbT7E3ElZNARC/NszGwmGw6Sl+HhoUUFcAmowFOYnL25ies5wvnX5XNJSNHJVBoZCtIiIiMSkqLSKF3a0kDWjivzcbIpKq1i+5SA+g9UlVby9o+txx02BMPe+UUxzIJe1u6sHtGf68aIyth2s47c3naYALQNKIVpERER6VVRaxQ33FtISDPPMjneYOzGLDXsP07qfX3q7wOozuGD2WN7eUUkgFAbg5Q37eXnDfgxITz26nunOw0M6H7+1vZwfvvABcyZm8dH5E/vpnYt0TSFaREREevXsuj00ByOBOBh2bDtU1xagfQbXnDaFp9buIRAMk5ri48uXnMCXLyEScmeM4cl39/Dwql04IjsCxrJtdmtInpEzglUlFTz4TmnbihtZ6X5qm0NAZEfByaMz2FvdhCOyycq7u6o1vlkGlEK0iIiI9GjrgVqefrcMoK0n+d8+Pp8fvLCxLTRfkz+Na/Kndb85iRlPvVtGUzCMc3DacaN7fM2i0iquW/JO29bb7RkwPD2lLUQ7oKEl1BbqQ6HYQrrIsdBgIRERkSGqqLSK37y2naLSqm7vKT5Uxw33rmRYWgq/vuFUrpmdykOLCrjhrON4aFEBd1yW1zY0Iz83m3+6aFaX4TU/N5uHbi/g2tOn4oDlWw/1WNu9bxS3BWgDrjp5MhnRdZzTU3189ZIT2o4zUn1846Nz2o5jWdJO5FipJ1pERGSIKCqp5M3t5cybNIra5gB3Prk+snqG38dDtxcAtPUkn3bcaJ5/by/ffXoDGDz1D+cwe0IWmZVbO/Qy96W3t/V+v8+4d0UxVyyYxMnTRh9x3/Pv7eWvG/bjs0iATk3x8blzpvO5c6Z36OnOm5jV47HIQFKIFhERSXJNgRD3LNvKvSuKOXJwBDQFw3zu9ytpDIQIu0hw9fuMYHQAclqKj8NNwX6r59tXzOW1zYf40sPv8pnTp3LurHFtEwUfKizl2XV7OGP6GL526ewjVvNoH447h3it8yzxpBAtIiKSpFZsOcS9bxTz/p5qaho/DMEGnDtrLKt2VhIMh/GZMTYzndLKBiAyxnj8yHT2RSfq9fcY45EZqXzhvOn85MXN3LNsG798dTsXzM7hjW0VBMMOM/jyJbM4Z9ZYzpk1tl9eU6S/KUSLiIgkobe3l3PLH1fhiKyesej8Gfy5sLRtIuA/f+QE4MPhGwA33lfYdv1LF83uMHGwv8cYB0IOIxLYQ2HHa1vK2675gPfLajh/9rh+fU2R/qQQLSIikoTuXralbeiGAdnD03hoUUH3q2fAEdcHcoxxwcwc0lN9bSH9366cxw9e+IBAaGBCu0h/U4gWERFJMqtLKikqrcbvM3CuLZT2NmY4nmOM83Ozjwztk0ZqYqAkDIVoERGRJNLYEuKbT7zPtDHD+On/OYl1A7zN9rHQxEBJZArRIiIiSeSeZVvYWV7Pw4vO4pxZYzlXE/NEBoQ2WxEREUkSD6/cxX1v7OSyeRO0qoXIAFOIFhERSQJvby/nu0+vxwErth7qcRdCETl2CtEiIiJJ4D//+uFqHIHous4iMnAUokVERAapotIqfvPa9l57lV/bfJB1uyOrcfgNLREnEgeaWCgiIhInq3ZWsGJrOSdOHcWs8Zms3VXFrooGLswbf8SqFKtLKrnx3pUEw2FS/T4evr0A4Igl4MrrmvnGE+8xZ2IWd31yHkWlg3c1DpFkohAtIiISB2tKKvns7wrbhly09+vXtvO5s3M5ffoY3txWTnVDgBXbDtESCgPQHAxz830raQqGcA7SUqKh2jm++eR6qhsD/HnRWcyZOJKCmZpQKBIPCtEiIiJx8HjR7g47COZNzGLL/locEHZw/9ul3P92adv9CyZnseVAHaGww2fG+JHplFQ0AJFQfesfVlLfEiLsIMVn1DeH4v6eRIYyjYkWERGJg301TQD4DdJTfXzu7Omkp/rwG2Sk+vjkyZOx6L1+g8tPnMyji8/m65fl8dj/PZu7rz2FjFQfPouE5hHpKYSjqdw5p4mEInGmnmgREZEBdrgpwMriSi6bN4GTp43+cJvriVltY5wB/vbBfgLBcLfbdLffJhvgxnsLCYTCmkgo4gGFaBERkQH23Lq9NAfDfOniWZw0dXTb+Z5CclcTA4+4//ae7xeRgaMQLSIiMsAeX7ObOROzOHHKqB7v6xySe9PX+0Wk/8RtTLSZTTOz18zsAzPbaGZfjZ4fY2bLzGxb9Hf9beChWNckFRGR2Gzef5j3ymr4zOnTMLPeHyAiCSGePdFB4OvOuXfNLAsoMrNlwK3Aq865n5rZncCdwLfiWFdcFZVWDdofvRUWl3PjvasIOUeKz/jh1QuYNT6TVTsrB2W9IiKJYOnqMlL9xqdOneJ1KSLSj+IWop1z+4B90a9rzWwTMAW4ClgYve0BYDm9hOiaZkdRaRX5udlHhNLBeVzOvMmjqKpv4c4n1xMMh0nx+/j5tSeTlZ7Kml2VnDh5NDPHj+DdkireK6vm5KmjmT9lFFsP1LKrsoFzZ43tlxDbXYhvCoT49lMbCLnIVO9g2PHtp9YDkaWY0lN9PLSoQEFaRKQPWoJhnl5bxkfmTWDMiDSvyxGRfuTJmGgzmw6cCqwEJkQDNsB+YEJvj69qdlzzv28zPM1PQ8uH62IO9uP2WoJh/unhtd2+xz+v3NXh+H+Wbz/mEFtUUsm1vysk5BypfuOR2ws4ffoYGlqC3P7gGnaW15PqN8JhR4rfR35uNm/vqMBF6y0srlCIFhHpg3tX7KCqIcCpx+nvTpFkY851tXfSAL6gWSbwOvBj59xTZlbtnBvd7nqVc+6Iv23MbDGwGCBt4qz8Sbf8gux0o6r5w/oH87EBc3N8bK0KEwpH1gCdPdrHpqpw2/UpmcaeOoeLHk/LMnbVfvj4a2an8vHjj74n4+41jawvD7cdZ6XChdNSKNwborzJcfuJaUwY7mNzZYg5Y/wA/Gx1E4Fw5PW/c1Y6s7NTqKurIzMzs8vX2F4Vanv8rGz/Udcq3eup/SU+9Bl4K1Haf3tViB+vbMIBqT741hkZSfH3YqK0f7JS+8fXRRddVOScO72ra3HtiTazVOBJ4CHn3FPR0wfMbJJzbp+ZTQIOdvVY59wSYAlA+qTZLiPVxzeumM8PXtjYtqbmYD/+4bUFAB3X+LyvsO36P36k4/1fvDRy3BQI44CPnXMyC+f22lHfpZXFFWz8ayE+iwRin88YMSyNF4qbAUj1Gx877/QjeppPPa2KX7+2ndc2H2TWvJNYmDee5cuXs3DhwiNeo6i0iv/3SmTN0rSUkIZ/DJDu2l/iR5+BtxKl/R9+cA2OyAYrYQfNo3NZuHCWx1Udu0Rp/2Sl9h884haiLTIl+ffAJufcPe0uPQfcAvw0+vuzvT1Xdrq1BbT2C9UnwjHQ45qgXT3+pQ37uP/tEp5dt5dLjyJEH6xt4kuPrGV6zgi+f9V83i+roWBmDoXF5dz9t62EHYTDrsvhGvm52fzupnwu+/nr/OQvmzh/1thuX+fNbYdoDkZ6upsCYf7wZjGBUC5FpdWamCgiQ8qakkpe3XygreNCm6GIJJ949kSfC9wMrDezddFz3yESnpea2W1AKXBtb080Kt06BNL24WywH3cW6+Mz01P4xSvb+Ez+VC44YVy3z9fZqp0VfH3pe9Q0tPCn285kzsSRnD/7w8enpWzvsDtWV9JSfNx5+Ry++Od3eWzNbrqbX76zvAGgbdvav6zfz1/W7wciPd33fu50sjJSB+3qJCIi/WF/TRNf/PO7TMsezg8+uYD1e2v0d55IEorn6hxv8mG+6uySeNWRqL544fE8u24v33ziPa4/8zjOmz2uy7+QV+2s4KX1+8nJTGNvdSOPrt5N2EVCbH1zx0mO+bnZve6O1eqj8ydy5vQx/OfLm1k42ciaUdXh/nW7q3nuvT1cOnc8px6XzVkzxvDYmt08vqYMgEDIcesfV7d9A6Sn+Hjodg33EJHkUlhczj8/9h51TQEevv0sTpiQxQV5sXd8iEji0I6FCSIj1c8tZ+dy1/Mf8PNXtvE/y3fwcLsQGgiFuftvW/jt68VdPr6n4RqxBFkz45r8KXzryUqe3QF/va+wbUhNUyDENx5/j4kjM/j5Z08hKyO17THPv7eXQDCM3+djzsQs3t9TA0BTMMyjq3YpRItI0njlgwMs/tOato6L2qag1yWJyABSiE4g9S0hDHBAczDMnU++z00FuawuqWRNSSX7Dze33esz+HT+VJ6Lhtj+GI9XXtfS9nVTIMwjqyLL8P3ny5vZdrCOB75wZluAhiN7uiEykbIlGMY5eLyojP2Hmzhp6igunjNBgVpEEk5RaRV/Wb+P0vJ6lm85RDi6QFN3HRcikjwUohNIwcwc0lN9tATDmBllVQ38+3Mbgcg4mZsLcnm8aHdbaP7sGcfx2TOO67cxyAUzc8hI9dEciEwefKKojKfeLSPswG9GZvqR306de7pbQ3V+7mieencPS9eU8ca2cn7/5k6t5iEiCeXhlbv43jPr24LzWTPGsG53NcFQ/3RciMjgphCdQDr37L657RC/eGUbjkjP88RRGV2Oce6vYNr6+o+8sppPX3Qav11ezPKth6JXY+t1aR+qi0qrP+xZD2gzFxEZfDrv8rqmpJKHV+5i077DbNpf23af3+CCE8bxzY/N0eRpkSFCITrBdO7Z/d/Xd3QYrhHrGOdjef3a49MomDmWVL+fwuIKAkfZ69Las966DvbJ00YPSM0ikrz+vvkAG/ce5pzjx/bL331toXnGGA7WNvOVR9cSDDl8ZuTmDKO43SpEHz9xIq9sOtjh78CB/jtYRAYPhegE1pfVNQbs9W8/+tdvrf+ZtXv4U2Epq3dWcl4P61CLiLRqDob47tPreaJoDwC/8m/nkcXHNiRsTUkl1y0pJBg+ciffkHMcajcvxGcwd/IoPn/eTPU8iwxRCtEJzutej2N9/dbHV9a3cO8bxdxUkMu4rPR+rFBEBpPOwyM6H8fy+Ps3NPPdla+zp6qx7XxLKMx3nlrPHZedwPaDdX1+/saWEN9+an1bgDbgjOnZrCurIRTtaf725XM77CqrnmeRoU0hWgaFf/loHi9v3M+v/76N71+1wOtyRGQAFJVUcv19KwkEw6T4jWtOm8qT75YRCjvSUny9Ti4uKqnk2iWFhMIOI8it5+Ty6OrIZGozY/uhWv7vn4qASE/xrPGZbD9Yh3ORHQMfWnQWPrMjQnV5XTOLHljDtoN1pPgM5xypKT6+dflcgF53oRWRoUkhWgaFGWNHcN0Z0/hzYSlpKT4+tmCS/oESSSK7Khr4xhPv0xKMrO4TCDkeXb277Xog2Pvk4l/9fTuhaE+xz2BcVsfJ1H/duJ8lKyJr5Ycd7K1ubFs5oyUY5oZ7IwHcOUjxG9+7ch5+n/H//rqZxpYQv70pn3FZ6T1OzlbPs4i0UoiWQeOivPE8tHIX976xkz8VlmrJO5EEtLqkkpXFFZwdnehXWFzOr/++g5U7K/CbkeIzws6R6vfxDxcez2+WbycQcoQdTM8Z3u3zrtpZyYpth/BFl/TpbjjFg++UtA23+M4V89qGX/h8xrTs4RSX1wOREN+6RChAWoqPcVnpCskiEjOFaBk0thyo1ZJ3IgmmqLSK5VsO4oDCHRWsKa2KXtnK8DQ/DS0hINJz/D835TMmM61DT+/5J4zjmbV7eGZtGf/+3Ac0BcLsP9zUoSf4UG0zX3r4XXJzRvCDq+bz7Iq1XH/pGV3uwNp5snX74RcQ2fApMpzEx3mzxvL3zZHaQyH9nSMifaMQLYNG5yXvRqT7vS5JRHqwsriC6+8tbBsyMTz1wz+zBowaltoWog3YerCWf5o/q8vhEbecM53P/u4dvv74exiRnuGHby8g7BxfX/oeVQ0tPPCFM5k7aSShPWndht3OPcndbfjUGqrf2lHeb7u6isjQohAtg0ZrL9KKrQd54t09/PKVbVwyZwLTxnT/I14R8c7DK3e1BWifwdWnTeapd/e0hdIvXzz7iNUsujNrfCafPn0qv3u9OPLTqGCYxQ+uoaqhhbCDVL+1BfJj0VOoVi+0iPSFQrQMKq3/wF196lSu+vWb3HTfSj512hTOnz1O/8CJDDK7qiIbj/gtMkb5mtOmcc1p0456NYvL5k3kgbdLaAmG8Vlk7HRrSA+HY9sVta80BlpEjpZCtAxKM8aO4KuXzuaHL2ziF69s4zevbee+z51OZkaqeo1EBoG91Y2s213NZ/KnMH1sZr+sZtF5TDPADfcWEjzKXVFFRAaSQrQMWk2BcNtEw0DIccsfV+MzcA7SU3tfU1ZEBs7ja8oA+MolJ/TrkKvOofvhY9gVVURkIClEy6DVOtEwEAzj9/uYPT6TjXsPA5E1XzWTXsQb4bBj6ZrdnHv82AGfs6DhFiIyWClEy6DV1Y92b7y3kKZgmLCDuZOyPK5QZGh6a0c5e6obufPyOV6XIiLiGYVoGdSOmEl/ewEvvLeXP68s5YG3S1l4wnh8PvOwQpGh59HVuxk9PJXL5k/wuhQREc/4vC5ApC/yc7P590/O598+MZ/Xtx7iD2/t9LokkSGlsr6Fv23cz6dOnUJ6itZyF5GhSz3RkpBuOus43tx2iP94aRO7Khq46tQpGjcpEgf//epWAiHHiVNGeV2KiIin1BMtCcnMuOHM4wiF4cHCUj77u3d4e3u512WJJLVVOyt44O1SAL7z9HqK2rb4FhEZetQTLQlrw97D+AzCDoJhx6IH1/Dp/KmMGZGmzVlE+tmBw03csfQ9onufENAKOSIyxClES8IqmJlDWkp0CTyfj0kjM3jwnUgv2W9f36F1pEX6QVFpFY+t3sXLG/bTFAiT6jfCYafNT0RkyFOIloTVeQm8wuIK/uuvW3BoHWmR/lBUUslnlxQSDDsM+MVnT2HqmOHa/EREBIVoSXCdl8BLT/HRFAxjZuolEzlGj6zeTTAcGcDhMyirbtQkXhGRKE0slKSRn5vNQ7cXMHdSFhkpPq0eIHIMnHOs3VWFAX5DwzdERDpRiJakkp+bzTc/Nof6lhCvbTnodTkiCWvZBwfYcaief1x4PHdclqc5BiIinWg4hySd82eNZWxmGs+s3cNH50/0uhyRhBMOO+5ZtpXpOcP554+cQIpf/S0iIp3pb0ZJOil+H584eTKvbjpITWPA63JEEs6LG/axeX+tArSISA/0t6MkpU+dOoWWUJiX1u/zuhSRhBIMhbln2VZmj8/k4ydN9rocEZFBSyFaktKJU0Yxc9wInl67x+tSRBLKL1/dRvGheq4+ZTJ+n3ldjojIoKUQLUnJzPjUKVNYubOSsqoGr8sRSQjv7Cjn13/fDsCvXtuubb1FRHqgEC1J66pTpgDw7afWKwyI9CIcdnz/+Q+O2NZbRES6phAtSetQXTNm8Ma2cm68r1BBWqQHv3h1G5v315LiM60LLSISAy1xJ0mrsLiC1m61gLYBF+nWM2v38N+vbuMz+VO57oxpFO6s1LbeIiK9UIiWpFUwM4cUvxEIOVL86lUTASgqraKwuKItJD+8spR/fWYjcydl8eNPnUhaio/86WO8LlNEZNBTiJaklZ+bzb9/Yj7fe2YD3/honnrVZMhbseUQn/vjqrbjEWl+6ltCABQfqmf9nhr9ORERiZHGREtSu2zeBADSUvStLvLU2rK2rw3IyviwHyUY0kRCEZG+ULKQpDYuK51hqX5KyrXMnUjryht+g/RUH1+55AQyUn2aSCgichQ0nEOSmpmRmzOcXZX1Xpci4rldlQ3MmZjFJ06e3DYmOm9iVocx0iIiEhuFaEl6x40Zzs5yhWgZ2poCITbsqeEL583gny6a1XY+Pzdb4VlE5ChoOIckvUhPdAPhsOv9ZpEk9d7uagIhxxm5WnlDRKQ/xC1Em9kfzOygmW1od26MmS0zs23R39UdIv0uN2cEzcEwB2qbvC5FxDNropsNqddZRKR/xLMn+n7gY53O3Qm86pybDbwaPRbpV7k5wwEordDkQhm61pRUMmt8Jtkj0rwuRUQkKcQtRDvnVgCVnU5fBTwQ/foB4Op41SNDR+6YEQDsUoiWISocdhSVVnHGdPVCi4j0F3MufuNEzWw68IJzbkH0uNo5Nzr6tQFVrcddPHYxsBhg3Lhx+UuXLo1HydKFuro6MjMzvS4jZqGwY/GyBi6fkcqnT0j8XrhEa/9klGifQVltmO+91ciiE9M4b0qq1+Ucs0Rr/2Sj9veW2j++LrrooiLn3OldXRs0q3M455yZdZvonXNLgCUAeXl5buHChfEqTTpZvnw5idb+04pew2WOYuHC07wu5ZglYvsnm0T7DB5aWQps4OaPnUNuzgivyzlmidb+yUbt7y21/+Dh9eocB8xsEkD094Me1yNJ6ricERrOIUPWmpIqxmamc9yY4V6XIiKSNLwO0c8Bt0S/vgV41sNaJInljhlOSUU98Ry+JDJYrCmt5Izp2URGzYmISH+I5xJ3jwDvAHlmVmZmtwE/BT5iZtuAS6PHIv0uN2c4tU1BqhsCXpciElcHDjexu7JRS9uJiPSzuI2Jds5d382lS+JVgwxdreNASysbtMSXDClrSiLrQ58xXZusiIj0J6+Hc4jExYdrRWv7bxlaVpdUMizVz7zJI70uRUQkqShEy5DQOqFKkwtlqFmx9RDjMtN5v6zG61JERJKKQrQMCRmpfiaMTKdEIVqGkOVbDlJcXs/uqgZuvK+QoujW3yIicuwUomXIyB0zgl2VGs4hQ0MwFOau5zYC4IBAMExhcYW3RYmIJBGFaBkycnOGU6qeaBkifvrSZkoqGkj1G36D1BQfBTNzvC5LRCRpDJodC0UGWm7OcA7WNtPQEmR4mr71JXk9WVTGfW/u5NZzpvOJkydTWFxBwcwcLXMnItKPlCRkyDguuszdrsoG5kzUSgWSnB5dvYvvPr2BBZNH8t0r55Lq9yk8i4gMAA3nkCEjd0zrMnca0iHJ6ZFVu7jzyfWEwo5tB+u0IoeIyABSiJYhY3prT3S7EP329nJ+8PxGCovLASgqreI3r23XKgaSUJqDIX728ma+89T6tnPBkCYSiogMJA3nkCFj1PBURg1LpaSiHuccv/r7du5ZthWAP7xVwtjMNCrrW3AOUv0+7v/8GaSn+jWeVAZUUWlVh++x3o47e3zNbn728mbK61q4ZM543tpeTiAU1kRCEZEBphAtQ8rYzDSWfXCADXtqeK/dj7oNCLvIL4CWUJgb71sZueAgPdXHQ4sKFKSlV72F3g73llRy/b0rCYTC+HzG3ImZbNxXi3PgMzjtuGzW7q4mHHak+o27rz2Z0cPTeP69vTQHw6zbXd02PCnNb/zjRbP4x4tm6T9+IiJxoBAtQ0ZRaRU7y+sJOzhY28wnTprEsk0HCAQjvXb/clkeP3hhI4FgJNDMHp/FB/sOA9AUCPP6loMKJdKj597bwx2PvUco7EhL8fGn287E7/N1G2r/a9lWWkJhAEJhx/ZD9bjof+TCDt4vqyYU/Z9dS8jx5UfWdXj8hKz01v/nEQo7Cosr+KeLZun7VEQkDhSiZchoPz7UbzBn0khuPXdGh4CTNzGr7RjgxvsKaQ6EccATRWXMmpDJ7spG9fINYUWlVbywo4WsGVXk52azpqSSR1btYsehetbtrm67rzkY5rolhTgiP9BIS+n404w/FZbyzo4K/BaJwakpPv7t4/Pb/iPX+djv85GfO5rC4kocke/hS+ZN4Kl3y9ru1/ANEZH4UYiWIaNgZg5pKb4OgSM/N7tDGO58/NCiAgqLKxiVkcp//nUzX3lkHUZk44rfXH8aI4elsKa0SqF6iPjrxv38w5+LCDt4cvvbTBqZzt6a5rbrl84dzxvbImOS/T5j1vhMNu2rxQHNgTBvbS8nPzebF9fv49+e3cClc8ez+IKZrC6p6vI/ct39x671e/ia06ZyzWlTNXxDRMQDCtEyZOTnZreF4lgDR/tQvbuqgd+tKMYBLcEwt/9pTdt9aX4fjyzWmOlk5pzjP17a3DZu3jloDIbbrvsNTj0um39YOKtj6L23kOZg5KcZz67bQ0sozP++toMTJmTxq+tPY1ianzNnfNiDHOt/7Np/D+v7TkQk/hSiZUjpHEj64rL5E3ng7RJaor2Mp04bzeqSqkioDoX56Uub+POis0hP8fdv0TIoPLtuLyXl9aT4jHDYkZbq4xuXzekw/KKrn248dHsk9Brwm9e28+u/bwegpLyeD/Yd7vP347F8D4uISP9RiBaJUX5udlsg6vyjdcxYXVLFZfesYGHeeD55ymQFnSRSWd/CD174gFOmjea7V87lsVfXcP2lZ3Q5/KKz9qH3cFOA370e+WlG6zrO+j4REUlMCtEifdDTj9aLSiv5yYubeeCdEv68spQ/3nIGF+SN87Ba6S8//ssmDjcG+Ok1JzJn4kjqj0/rMJQi1iD8kXkTuf/tEk0EFBFJAgrRIsegfYAqLK7AZ5GlyUJhx+I/r+FzZ08nKyOFc44fqx7HBPXHN3fy5LtlXHPaFOZMHHlMz3U04/JFRGRwUogW6SftV//w+31MHJnBkhXFAPw6ZTsP366Jh4nm7e3l/OCFDwD4y/v7uOGs3GP+DDWmWUQkOfi8LkAkWbT2Mt5xWR6P3F7AZ06fikWvNQfD/O2D/Z7WJ33TEgzznWc2EF2Mg0B0DLOIiAioJ1qkX3XuZUxP3U5LMBxZV7iojOvPOI7pY0d4WKHEIhR2fO2xtZSU15Pqj6zGoTHMIiLSnkK0yABpP/51fFY6P3lxE5/6n7f41KlTuPIkrd7hhaLSqg7jkTsfQ2Q96O88tZ4X1+/ne1fO5dTjsjWGWUREjqAQLTKA2vdMp/p9fO2xdfzhrRIefKeU+79wJufNGutxhYkllhDc02NvuLeQlmBkne+PzJvAsg8OEAo7UvzGtz42h4wUP0+vK6OotJovXzyLRefPBLSZiYiIHEkhWiRO9lQ3tq3eEQw7Fj2wmmtPn0bOiDTOPj6HeZNHsWpnBet2VXNh3vhBGdz6EloH4rWvX1JISyiMASPS/dQ1hwDwGVyTP5W5E7OoaQxywQnj2kL2OzvK8fuMR1bupjm6w2Aw7Hhpw4dj1AMhx4/+sqnt2O8zFp6g5QlFRKR7CtEicdJ59Y5p2cN58J1SAH7+yrYO9/7q79u5/MSJLJgyiqaW0KAI1e17ctNSfHFfbaR1t0gAB2Smp7SF6LCDx9eUtd37y1e3MSLNT0NLqG1i4KhhKaT4DOci45u/+dE8fvbyFgKhMKl+HxeeMI5XNh2IbOvtHIU7K8mfPiZu709ERBKLQrRInHReI7iwuIK7/7aFsAMDpo8dQUl5PY5ISPzrhv28uD7SW/q7FcWeL5H39No9bT25zcEwP3h+I1+6aDZbD9bG3DNdVFrF2zvKOWN6Nqcel83aXVWsLqnqdR3tR1bt4vn39mIWWVIoNcXHVy45ocOW2584eTJPFpW1tWdWRgr1LR/2VC86fybnHD+2Q0/6ydOyO+xAuWLbIW2EIiIiMVGIFomjzqt3tPZMp6b4uP38mR1C4dWnTGbpmkgobA6GeWdHuWch+u3t5TyxZjcGmIGZsX5PDbf/aQ0WfR+9hfw3th3i1j+uJhR2R1y7x7Zy1clTWDBlJIcbA5wxYwzzJo3k3dJqHiws4Y1t5SzMG8fi82eydnd1Wwhuv+U2wPPv7W1rv84huzWot6+xpx0ove75FxGRwU0hWsQjXe1e1zkUPrNuL82BMA44cLg57jUWlVbxp3dKeOH9fRw/LpNvfDSPLQciPc9/3bifJSuKcURC/nefXs8t50ynsr7liIl/aX4f//3qtrYAbUBuznBKKxqIjp7g2XV7eGbdni7r8Bn848LjOXNGDue0m4zZWwhu356xhGJthCIiIrFSiBbxUGw9o+Ws2FrOY6t3c8NZx8WttqLSKq5b8g6BkMMMvnPFHC7MG8+l8ya03fPgOyW0BMOYGTvL6/n2U+uBSOg9PTebd3dVE4wG5/FZaTSHfIRCkZ7hxRcc36Gn+KqTJ/N4u+EYM8eNoPhQZHiLAatLqjhzRs9DLHprTxERkf6iEC0yiLWGwOvPzOWyn6/gi38q4rQxAbJmVA14OPzTOyUEQpEA7AM27D3MhXnjO9TWvuf3ja2H+OWr23BEJvq1D9AG3FQwnXNnje2x5/3ZdsMxbjuv4/AWjVEWEZHBRCFaJAGMGZHG4gtm8JMXN1NaCS+VFvLQooGbaPjaloM8/37HiXxdhdjOPb2/XbGjLfT+28fndwjB587q+5jkvg7HEBERiReFaJEE0dorDNAUCPPqpgNHBMveNiPpbZ3notIqlq7exVNr9zB30ki++dE5rN9TE1OI7W2M99GMSdZwDBERGawUokUSRMHMHDJSfTQFIsvMPfB2CT6fMSzVR8GMHA7WNvOVR9cSDDn8PiM/dzSrS6oIu8jmIRfnjWP51kOEwo5Uv4/7bjmd4WkpFBaXM3NsJtsO1vHL6OQ/A/7lsjwuOGEcF/Rh0xGFYBERGSoUokUSRGtP7yOvrOaC/Pn8z/Id/Prv27u8Nxh2FJVW07qaXCjsWLbpYNv15mCYm3+/qtvX8hls3HuYhe3GQIuIiMiHfF4XICKxy8/N5uPHp/HJU6bw8ZMmYdHzBpw5PZu0FB9+g4xUHz+4agEZqR8ef/+T80hP8eEzSPUbp0wb3eHxl8+f2Ha/JvKJiIj0TD3RIgnq7OPHkp66vW3i3rcunwvQ45jkBVNGd1gN48b7Ctsev+iCmSy6YKYm8omIiMRAIVokQXU1ka/1fPt7+rpDn8KziIhI7xSiRRLYsU7c08Q/ERGRo6Mx0SIiIiIifaQQLSIiIiLSRwrRIiIiIiJ9NChCtJl9zMy2mNl2M7vT63pERERERHrieYg2Mz/wG+ByYB5wvZnN87YqEREREZHueR6igTOB7c65YudcC/AocJXHNYmIiIiIdGswhOgpwO52x2XRcyIiIiIig1LCrBNtZouBxQDjxo1j+fLl3hY0hNXV1an9PaT2954+A2+p/b2l9veW2n/wGAwheg8wrd3x1Oi5DpxzS4AlAHl5eW7hwoVxKU6OtHz5ctT+3lH7e0+fgbfU/t5S+3tL7T94DIbhHKuB2WY2w8zSgOuA5zyuSURERESkW573RDvngmb2JeCvgB/4g3Nuo8dliYiIiIh0y/MQDeCcexF40es6RERERERiMRiGc4iIiIiIJBSFaBERERGRPlKIFhERERHpI4VoEREREZE+Muec1zX0mZnVAlu8ruMYjAJqvC7iGIwFyr0u4hio/b2V6O0P+gy8pvb3ltrfW2r/+Mp1zo3r6sKgWJ3jKGxxzp3udRFHy8yWOOcWe13H0TKzNWp/76j9vafPwFtqf2+p/b2l9h88NJzDG897XcAQp/b3ltrfe/oMvKX295ba31tJ0/4K0R5wziXNN1AiUvt7S+3vPX0G3lL7e0vt761kav9EDdFLvC5giFP7e0vt7z19Bt5S+3tL7e8ttf8gkZATC0VEREREvJSoPdEiIiIiIp4ZFCHazKaZ2Wtm9oGZbTSzr0bPjzGzZWa2Lfp7dvS8mdl/m9l2M3vfzE5r91w/M7MN0V+f9eo9JZKjaP85ZvaOmTWb2b90eq4/mNlBM9vgxXtJRP3V/maWYWarzOy96PN836v3lGj6+c9AiZmtN7N1ZrbGi/eTaPrxz0BetN1bfx02s6959LYSRj9//381+u/vRrV9bI6i/W+MZp/1Zva2mZ3c7rn0b3AcDYrhHGY2CZjknHvXzLKAIuBq4Fag0jn3UzO7E8h2zn3LzK4AvgxcAZwF/NI5d5aZXQl8DbgcSAeWA5c45w7H+S0llKNo//FAbvSeKufcf7V7rguAOuBB59yC+L6TxNRf7W9mBoxwztWZWSrwJvBV51xh3N9UgunnPwMlwOnOuURexzWu+rP92z2nH9gDnOWcK43PO0lM/fh30ALgUeBMoAV4Gfiic257nN9SQjmK9j8H2OScqzKzy4G7nHNnRZ9L/wbH0aDoiXbO7XPOvRv9uhbYBEwBrgIeiN72AJFvKqLnH3QRhcDo6DfhPGCFcy7onKsH3gc+Fr93kpj62v7OuYPOudVAoIvnWgFUxqHspNFf7R/981AXPUyN/vL+f8kJoD//DEjfDVD7XwLsUIDuXT+2/1xgpXOuwTkXBF4H/s/Av4PEdhTt/7Zzrip6vhCY2u659G9wHA2KEN2emU0HTgVWAhOcc/uil/YDE6JfTwF2t3tYWfTce8DHzGy4mY0FLgKmxaPuZBFj+8sAOdb2NzO/ma0DDgLLnHMrB6jUpNUPfwYc8DczKzKzpNhQIJ768e+g64BH+re65HeM7b8BON/McsxsOJGfFuvf4D44iva/DXgpPtVJZ4Nqx0IzywSeBL7mnDsc+el0hHPOmVmPvWrOub+Z2RnA28Ah4B0gNIAlJ5VjbX85Nv3R/s65EHCKmY0GnjazBc45jY2LUT/9GTjPObcn+iPvZWa2Odo7JL3or7+DzCwN+CTw7QEpNEn1w7/Bm8zsZ8DfgHpgHfo3OGZ9bX8zu4hIiD4vroVKm0HTEx0dw/kk8JBz7qno6QPRYRqtY4YORs/voeP/bqdGz+Gc+7Fz7hTn3EcAA7bGo/5E18f2l37W3+3vnKsGXkPDmWLWX5+Bc67176KDwNNExodKL/r5z8DlwLvOuQP9X2ly6sfv/9875/KdcxcAVejf4Jj0tf3N7CTgPuAq51xFvOuViEERoqMTon5PZKD8Pe0uPQfcEv36FuDZduc/ZxEFQI1zbl/0R9k50ec8CTiJyP+IpQdH0f7Sj/qr/c1sXLQHGjMbBnwE2NzvBSehfvwMRkQnBmFmI4DLiPyIW3owAH8HXY+GcsSsP9s/+hMYzOw4IuOhH+7fapNPX9s/2rZPATc75/SfFA8NltU5zgPeANYD4ejp7xAZE7QUOA4oBa51zlVGv+F+TaSXrQH4vHNujZllAO9GH3+YyKzgdXF7IwnqKNp/IrAGGBm9vw6YF/3x0yPAQmAscAD4d+fc7+P4dhJOf7U/MJ3I5BM/kf8gL3XO/SB+7yRx9eNnMJZI7zNEhss97Jz7cbzeR6Lq57+DRgC7gJnOuZr4vpPE1M/t/waQQ2TS4R3OuVfj+mYS0FG0/33ANdFzAEHn3OnR59K/wXE0KEK0iIiIiEgiGRTDOUREREREEolCtIiIiIhIHylEi4iIiIj0kUK0iIiIiEgfKUSLiIiIiPSRQrSISBIxs7vM7F96uH61mc2LZ00iIslIIVpEZGi5msia1iIicgy0TrSISIIzs+8S2dHsILAbKAJqgMVAGrAduBk4BXgheq2GyIYNAL8BxhHZvOp255x2uhQR6YVCtIhIAjOzfOB+4CwiuyS+C/wW+KNzriJ6z4+AA865X5nZ/cALzrknotdeJbK76zYzOwv4D+fcxfF/JyIiiSXF6wJEROSYnA887ZxrADCz56LnF0TD82ggE/hr5weaWSZwDvC4mbWeTh/ogkVEkoFCtIhIcrofuNo5956Z3Qos7OIeH1DtnDslfmWJiCQHTSwUEUlsK4CrzWyYmWUBn4iezwL2mVkqcGO7+2uj13DOHQZ2mtlnACzi5PiVLiKSuBSiRUQSmHPuXeAx4D3gJWB19NK/AiuBt4D2EwUfBb5hZmvN7HgiAfs2M3sP2AhcFa/aRUQSmSYWioiIiIj0kXqiRURERET6SCFaRERERKSPFKJFRERERPpIIVpEREREpI8UokVERERE+kghWkRERESkjxSiRURERET6SCFaRERERKSP/j/Ur+g/xiUXRAAAAABJRU5ErkJggg==\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "carbonPrice.plot(figsize=[12,8],marker='.')\n",
    "plt.ylabel('$NZ/tonne CO2', fontsize=14)\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "94fa5b8e-b34f-4d79-899f-c0a89b5993a4",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "### Determine Carbon Price Impact on SRMC of each thermal plant"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "86cbaf7a-8f7a-4dc9-a55a-3febae405595",
     "showTitle": false,
     "title": ""
    }
   },
   "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>Heat Rate (GJ/MWh)</th>\n",
       "      <th>Emission Factor (t CO2/TJ)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GENERATOR</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Huntly e3p U5</th>\n",
       "      <td>7.400</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TCC CCGT</th>\n",
       "      <td>7.400</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Huntly Rankine U1,2,4 coal</th>\n",
       "      <td>10.900</td>\n",
       "      <td>92.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Huntly Rankine U1,2,4 gas</th>\n",
       "      <td>10.900</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SFD OCGT</th>\n",
       "      <td>8.907</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>McKee OCGT</th>\n",
       "      <td>10.525</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Junction Rd OCGT</th>\n",
       "      <td>10.525</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HLY U6 OCGT</th>\n",
       "      <td>10.525</td>\n",
       "      <td>53.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Whirinaki OCGT</th>\n",
       "      <td>10.906</td>\n",
       "      <td>69.39</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Heat Rate (GJ/MWh)</th>\n      <th>Emission Factor (t CO2/TJ)</th>\n    </tr>\n    <tr>\n      <th>GENERATOR</th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>Huntly e3p U5</th>\n      <td>7.400</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>TCC CCGT</th>\n      <td>7.400</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>Huntly Rankine U1,2,4 coal</th>\n      <td>10.900</td>\n      <td>92.18</td>\n    </tr>\n    <tr>\n      <th>Huntly Rankine U1,2,4 gas</th>\n      <td>10.900</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>SFD OCGT</th>\n      <td>8.907</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>McKee OCGT</th>\n      <td>10.525</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>Junction Rd OCGT</th>\n      <td>10.525</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>HLY U6 OCGT</th>\n      <td>10.525</td>\n      <td>53.97</td>\n    </tr>\n    <tr>\n      <th>Whirinaki OCGT</th>\n      <td>10.906</td>\n      <td>69.39</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "params=pd.read_csv(inputPath+'carbonFactors.csv',index_col=[0])\n",
    "params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "745f1923-2aee-4c24-a643-3e58605c5665",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[16]: ['Huntly e3p U5',\n",
      " 'TCC CCGT',\n",
      " 'Huntly Rankine U1,2,4 coal',\n",
      " 'Huntly Rankine U1,2,4 gas',\n",
      " 'SFD OCGT',\n",
      " 'McKee OCGT',\n",
      " 'Junction Rd OCGT',\n",
      " 'HLY U6 OCGT',\n",
      " 'Whirinaki OCGT']"
     ]
    }
   ],
   "source": [
    "stations=params.index.values.tolist()\n",
    "stations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "23d38bec-cd6a-47c7-88c8-d8c5168af23e",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[17]: {'Huntly e3p U5': {'Heat Rate (GJ/MWh)': 7.4,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'TCC CCGT': {'Heat Rate (GJ/MWh)': 7.4, 'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'Huntly Rankine U1,2,4 coal': {'Heat Rate (GJ/MWh)': 10.9,\n",
      "  'Emission Factor (t CO2/TJ)': 92.18},\n",
      " 'Huntly Rankine U1,2,4 gas': {'Heat Rate (GJ/MWh)': 10.9,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'SFD OCGT': {'Heat Rate (GJ/MWh)': 8.907,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'McKee OCGT': {'Heat Rate (GJ/MWh)': 10.525,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'Junction Rd OCGT': {'Heat Rate (GJ/MWh)': 10.525,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'HLY U6 OCGT': {'Heat Rate (GJ/MWh)': 10.525,\n",
      "  'Emission Factor (t CO2/TJ)': 53.97},\n",
      " 'Whirinaki OCGT': {'Heat Rate (GJ/MWh)': 10.906,\n",
      "  'Emission Factor (t CO2/TJ)': 69.39}}"
     ]
    }
   ],
   "source": [
    "params=params.to_dict('index')\n",
    "params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
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     },
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     "nuid": "9b0b85b0-05d4-47ea-86d8-7cb8208f6284",
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    }
   },
   "outputs": [],
   "source": [
    "CarbonImpost=carbonPrice.copy()\n",
    "\n",
    "for stn in stations:\n",
    "    CarbonImpost[stn]=params[stn]['Heat Rate (GJ/MWh)']*(params[stn]['Emission Factor (t CO2/TJ)']/1000*CarbonImpost.carbon)\n",
    "CarbonImpost.drop(columns=['carbon'],inplace=True)"
   ]
  },
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   "execution_count": 0,
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     "nuid": "fb0b1caf-41bd-47b0-8009-9e5c191fc21f",
     "showTitle": false,
     "title": ""
    }
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   "outputs": [
    {
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   "source": [
    "CarbonImpost.tail()"
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  },
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    {
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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax=CarbonImpost.plot(figsize=[12,8])\n",
    "plt.ylabel('$/MWh', fontsize=14)\n",
    "ax.set_title('Carbon Impost', fontsize=20)\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "8e154854-c198-47c5-95e6-30233c528a7e",
     "showTitle": false,
     "title": ""
    }
   },
   "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>0</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2009-01-01</th>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-02-01</th>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-03-01</th>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-04-01</th>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-05-01</th>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
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   "source": [
    "#Use Rankines on coal (worst case approx)\n",
    "CarbonImpost=pd.DataFrame(CarbonImpost.max(axis=1))\n",
    "\n",
    "#or use CCGT to get a (sort of) lower bound\n",
    "# CarbonImpost=pd.DataFrame(CarbonImpost.min(axis=1))\n",
    "\n",
    "CarbonImpost.index.set_names('tradingDateTime', inplace=True)\n",
    "CarbonImpost.head()"
   ]
  },
  {
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   "source": [
    "### No carbon impact when no thermal generation"
   ]
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   },
   "source": [
    "#### Get total thermal plant generation (ignore geothermals for now)"
   ]
  },
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   "source": [
    "def getthermaldata():\n",
    "    ThermalGen = spark.sql(\"\"\"\n",
    "    SELECT\n",
    "      case\n",
    "        when DaylightSavingIndicator=='NZST' \n",
    "          then CONCAT(TradingDate,' ',TradingPeriodStartTime,' +1200')\n",
    "        when DaylightSavingIndicator=='NZDT' \n",
    "          then CONCAT(TradingDate,' ',TradingPeriodStartTime,' +1300')\n",
    "      end as tradingDateTime,\n",
    "      cast(sum(SPDGenerationMegawatts) as float) as ThermalGen\n",
    "    FROM gold.spdnodal\n",
    "    where \n",
    "        CONCAT(PointOfConnectionCode,' ',UnitCode) in ('HLY2201 HLY1','HLY2201 HLY2','HLY2201 HLY3','HLY2201 HLY4','HLY2201 HLY5','HLY2201 HLY6',\n",
    "        'JRD1101 JRD0','MKE1101 MKE1','NPL2201 NPL3','SFD2201 SFD21', 'SFD2201 SFD22','SFD2201 SPL0','OTA1101 OTG0','OTA2202 OTC0','SWN2201 SWN0',\n",
    "        'SWN2201 SWN1','SWN2201 SWN5','WHI2201 WHI0')\n",
    "        and CaseTypeCode = 'FP'\n",
    "    group by tradingDateTime\n",
    "     \"\"\").toPandas()\n",
    "# \n",
    "    ThermalGen.tradingDateTime=pd.to_datetime(ThermalGen.tradingDateTime, utc=True).dt.tz_convert(None) #create timezone naive UTC time\n",
    "    ThermalGen.set_index(['tradingDateTime'],inplace=True)\n",
    "    ThermalGen.sort_index(inplace=True)\n",
    "    return ThermalGen"
   ]
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   "source": [
    "ThermalGen=getthermaldata()\n",
    "ThermalGen.head(10)"
   ]
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       "      <td>515.000000</td>\n",
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       "      <td>515.000000</td>\n",
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       "      <th>2022-06-06 14:00:00</th>\n",
       "      <td>515.000000</td>\n",
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       "      <th>2022-06-06 14:30:00</th>\n",
       "      <td>500.976013</td>\n",
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       "      <th>2022-06-06 15:00:00</th>\n",
       "      <td>475.000000</td>\n",
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       "      <th>2022-06-06 15:30:00</th>\n",
       "      <td>484.566010</td>\n",
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       "      <th>2022-06-06 16:00:00</th>\n",
       "      <td>495.000000</td>\n",
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       "      <th>2022-06-06 16:30:00</th>\n",
       "      <td>497.475006</td>\n",
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       "      <th>2022-06-06 18:00:00</th>\n",
       "      <td>547.099976</td>\n",
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       "      <th>2022-06-06 18:30:00</th>\n",
       "      <td>643.599976</td>\n",
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       "      <th>2022-06-06 19:00:00</th>\n",
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       "      <td>968.515015</td>\n",
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       "      <th>2022-06-06 20:30:00</th>\n",
       "      <td>910.560974</td>\n",
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       "      <th>2022-06-06 22:30:00</th>\n",
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       "      <td>738.271973</td>\n",
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       "      <th>2022-06-06 23:30:00</th>\n",
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       "data": "<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>ThermalGen</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2022-06-06 04:00:00</th>\n      <td>641.758972</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 04:30:00</th>\n      <td>677.857971</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 05:00:00</th>\n      <td>819.572998</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 05:30:00</th>\n      <td>886.299988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 06:00:00</th>\n      <td>884.299988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 06:30:00</th>\n      <td>885.799988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 07:00:00</th>\n      <td>887.299988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 07:30:00</th>\n      <td>865.591003</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 08:00:00</th>\n      <td>830.135010</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 08:30:00</th>\n      <td>741.299988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 09:00:00</th>\n      <td>645.200012</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 09:30:00</th>\n      <td>599.200012</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 10:00:00</th>\n      <td>550.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 10:30:00</th>\n      <td>400.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 11:00:00</th>\n      <td>365.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 11:30:00</th>\n      <td>365.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 12:00:00</th>\n      <td>454.665009</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 12:30:00</th>\n      <td>415.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 13:00:00</th>\n      <td>515.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 13:30:00</th>\n      <td>515.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 14:00:00</th>\n      <td>515.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 14:30:00</th>\n      <td>500.976013</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 15:00:00</th>\n      <td>475.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 15:30:00</th>\n      <td>484.566010</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 16:00:00</th>\n      <td>495.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 16:30:00</th>\n      <td>497.475006</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 17:00:00</th>\n      <td>557.968994</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 17:30:00</th>\n      <td>480.000000</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 18:00:00</th>\n      <td>547.099976</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 18:30:00</th>\n      <td>643.599976</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 19:00:00</th>\n      <td>779.799988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 19:30:00</th>\n      <td>963.734009</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 20:00:00</th>\n      <td>968.515015</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 20:30:00</th>\n      <td>910.560974</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 21:00:00</th>\n      <td>866.656006</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 21:30:00</th>\n      <td>840.200012</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 22:00:00</th>\n      <td>783.799988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 22:30:00</th>\n      <td>739.299988</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 23:00:00</th>\n      <td>738.271973</td>\n    </tr>\n    <tr>\n      <th>2022-06-06 23:30:00</th>\n      <td>772.625977</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
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      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#cut at 6/6/22 to keep the same dates as what Roger had\n",
    "ThermalGen = ThermalGen[:'2022/6/30']\n",
    "ThermalGen.tail(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "c2db2a11-8c57-4926-b29f-c5409e61cfa5",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[29]: (225793, 1)"
     ]
    }
   ],
   "source": [
    "ThermalGen.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "a795c448-3708-4f6b-9d48-a0ad446323cb",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[30]: <AxesSubplot:>"
     ]
    },
    {
     "data": {
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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ThermalGen.ThermalGen.sort_values().reset_index(drop=True).head(10000).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "a58ab3a3-a253-495d-a280-c077f53dd94b",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[31]: ThermalGen    0.15058\n",
      "dtype: float64"
     ]
    }
   ],
   "source": [
    "# percent of trading periods with no thermal gen\n",
    "ThermalGen[ThermalGen.ThermalGen==0.].count()/ThermalGen.shape[0]*100"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "cdd94ebb-3945-425c-b9c7-f3a149f23c6f",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "# Only 0.2% of trading periods have no thermal, \n",
    "# however most of them are concentrated in late 2021 (where carbon price is high), \n",
    "# so only count trading periods with thermal generation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "2b79698b-783e-4f92-8aea-2bca8bfe0c81",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ThermalGen.plot(figsize=[20,10])\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "cb7ae297-0d58-4eac-8be2-0047d5659de7",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[34]: <AxesSubplot:xlabel='tradingDateTime'>"
     ]
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ThermalGen['2021-09-01':'2021-12-31'].plot(figsize=[20,10])#,marker='.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "2b6c7444-b786-4ccd-bbbf-8036f0bb7e77",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "temp=ThermalGen.join(CarbonImpost, how='outer')\n",
    "temp[0]=temp[0].fillna(method='ffill')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "a55a6344-fe1b-4475-bdd8-bde758802181",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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ZfTWapoVW+k0EuwuykplkfVNxWdKOpdFY5UhFNelpkrQ1OMlCm3c0YUl2fJ6XFn+d3ANqNDEYdO/7THxintdiuI5W+iQmc1ZFdfTwxU5ZtLkkKcd96N11bCtJ7KKo4AfLYwkIDaHRxEthgu8BL9BKHxCXU6PPXLWTU+5JzCrdkiOVCWk3lCVb9zPp38sSeozgB9SBo3riWKNJBlrpJ4AP1u7xWgRXqLSwMGpH6TGqa5ytc9AhnjWa5KMncl2mplbx9qqdXovhCoUl0ePplJRVMHbqx0mSRhOOafO38sc561nzO515VGMN3dN3mRlR4siUHk2OacYtYkWnKD1m3ySzwwy94IQjFTq3byi/e2ctRyoTM3+kaZxopQ8NlrlOfnmFkULRAdEWNU1+eYWjNhsTxYfKLdetDXnqLPv6gNviaDQNeHXpNpYWNt5UH9q8E4ZZq3dxwalduXBIV1fbXVqYeKW1dd8R+ndpk/DjOMWOGT90VJCWAC8rjSaUX73RuLPn6Z6+BUpsZIWKNjlpZWI0Xgr3Jc/FLNETsQs310/r6LaXlUbTFNFKPwYLN+9j+IMfhvXICTZVlB6tZPLLKzhc7rXd2d8uMcEPiliSloa4cSZiPYVGE4tkdNaSiVb6EQh44KzafhCAZV83tPG9vqKobvvpeVuYtXoXT87dlBwBI9CY3SC1ztd4QWPrbGilT/g/dbaZ8CNaDJpm6cdPn1+UbaVDn3knxHszxNq9QfuN7ObTpAaN7bLTSp/of2pAmYezJ/fq2CoxAsXBzJXJWyPg7EGnwmy52b5G44yaWsV/Py9qUN7YsrdppW+RcHlcg3uihxzGn39t2Xbe+2JXg/Kt+46wPyTkgpW4OtVhnOsXb4keryeZPPDOOstZsB6bo+PxaGKzcc9hDroQxuOFhYXc+eqqBuW/eL1hWSqjXTYtUnKkkm0lRzmxY8u6srQgrf/y4m2O2v3F60Ymq8KpF9YrP/uxArKbZ/DF/RPqytbuPBSzvXCd44/XFzuSDaC8qsbV0LIrt5eycnspd4zvF7NuVU39X6O9dzSh9JoyC4BOrZuz7J7xcbW1N4KXXmBer7Gge/o2+N07a+t9drqAK0Dx4egLlQ47WIGqwthEvtzh/KL9y0c6N61fiWd1c2NjX1lF2Gtf0xCt9GPw8VfBveT6F9Xbq+Ozn/9shr1ho9NLuviQ9XUGoZSZD56iA0fZ16AnFN9NZrff7mYYhgv+/Cm/ej018wUHuOzvC70WwVds3hs9VlQsaiM8NELNrKmOVvqARHFDWZ7Apf+fbjy++GiZS8u+3e7svLjISG5yxh/mMuLBD11t266okW5KJ6zddYhXo8RJSgV22whp0RSI159+c4QMbsfiHNH7Da30bfDhuvq2cTcV7Nw47O7BhHMxTUuYo7G2sWu8w21zzle7D7vanl+JqfRFZJqIFIvIl0Fl94nIDhFZab4uCPruLhHZJCLrRWRCUPlEs2yTiExx/6ckHzd16dZ9sYemVq7xcJOdflxcsr6J3GDJYuGmfdTECovayHh1qbsjtaIDTWOOxEpP/19AuGDdjyul8szXuwAiMhC4Chhk7vN3EUkXkXTgb8D5wEDgarNuSuNmR8OttgI9/eBJZj8uI//xv5fZHidoc0Zk/u+5xTxV4O1q8GSzNUa+B014Yip9pdQ8wKrB+VLgFaVUhVJqK7AJGGm+NimltiilKoFXzLopjRNFfeBIJb2mzOL15fUXgbhlr1YK3lq5g/6/mc26XYeoVYotFkYRVqmqqQ1aLxCfzHb3zs6q72G8aHMJzy/YGpcMicpl7AVbLQTbKy2vdexe7Hf2mJ2CTzbsdZzNrSkQj5/+rSJyHbAM+JlS6gDQHfgsqE6RWQawPaR8VLhGRWQSMAkgJyeHgoKCOES0Rnl1ePUT7tgFBQWUlZVRUFDAnr32e56/m260+fc59cO37tqzL+LxAmw8EFtBHThwgDteMRZjPfzGIr7bs4p4be/BMpz1+9nsOqL418RW7CxzfmMdO3aMFcuXNzhO4NyGY8uGryg4uIlapdhZprhngTEc7131tWM5PvlkHs3So5+fHWW15LQUMsLEdo4mb7LZvXs3BQXRHQ/+uOwo28u+oMWBTbTP8veUXqxzu21bfa+aW/6zlNuGZfHI0nLOys3gB6c2d00WK/+xn66FaDhV+k8BD2B01h4A/gj8wA2BlFLPAM8AjBgxQuXn57vRbFSOVlbDh+83KN/dsg9QXznn5+dTUFBAfn4+N8yeZftYaW1ygCKy27SBg6V15UP75pKff+rximbbZ541jnRT2bQu3A+LF0Vtv1279rDfUPrziqq5YVArIL5wy/n5+XXy7Dqi6so2FR+G+fMctbnnqOK04cPhswX1jhM4t0DdMQNI+x7k55/Ckx9v5LEFG+rLZ4MdpcdgtpHmsf1JQzm9V4eIdYsOHOWGP8zlhm/04r5LBjX4vp68SWTPoXKY/VG9spX7VExZtpvndOToMXRv1yJR4rlCrHO78Og62Lql7nMtaXTr0x+WrmReUTUv3joh4r5hiXI/W/mPvboW7OLoUa+U2qOUqlFK1QLPYphvAHYAPYKq5pplkcp9zZQ3E5hMIcScM7Bb+MQnJ/36XdbuPETp0UpmhQnX0KDZBIRWjrwILbkzxH/52LBZr4ywQvLtVTstLUT7z2fHRwaX/yP6Q/TAEWN5f7goq17ydUnDB7mdtImNISHNOyG5qCuqa+td/5uKD9NryixLK9lj8XUjmj9wpPRFJDil1LeBgGfPTOAqEWkuIr2BfsASYCnQT0R6i0gzjMnemc7F9p7QBB9W2X7AuFnteAqs3F7K5JdX8PyCwph1E+F29s/54e3mG/bEdywnLndHK6sjzn/cNv1zLvrr/LhkSgX2lVVQdCC+0VtjWLxaFcZbKfh3vb/GyIER7yJKgHGPFrB9f/ISFCWSmOYdEZkO5AOdRKQIuBfIF5E8DPNOIfBjAKXUGhGZAawFqoHJSqkas51bgfeBdGCaUmqN2z8mmUyLoAhjsWSr0WMsCVnlF+smtPqQCE08su9Y/Hd3RYSe/tPztoQtt4oTyQb+tqEZzi6hndzt+4/So0PLsHUD+ElJnv7Qh3HL8/m2Urr53LwTi3CDleDzUuiiAwMYD9tY10kqEFPpK6WuDlP8zyj1HwIeClP+LvCuLel8ypJd1Rw8Fn9UP6uIOFc6CXXdjlPzeKVIC9bvrfd5zc5DEW/meNc4zFi2nbve/IKvHphIZro7E6dOztum4sOc0Car7rNf1m68uaKI5hnpjvJRhzsNwWUHzA6QT34qj3+wgfEDchic29ZTOfw9fZ8kokVvDLV9bt13hL+vqkhKkvMAQmJs9VaJdOR4JTpamZjUkktjhLRYu6u+jdeKmcnpA+rBd9ZSU6tcjRvkhPF/msflTx2fv/CLTf+nM1Yx+eUVrrX36tLj7qiB/9UvD7g/f7SRi5/03vyolX4MOrRqVu9zooIvRbswS49VUVLm7LhNbJEmYEzO2lmQFhqtckfpMVfis8PxB6MfwkKvD5qDCRdvqrqmNkxQveSwZqc74YuDO2PhbP7JpqK6htKj/grYppV+DEJvjjtfXZmQ40TrSU597yuO2vDMsNpuvG34yc4dyrb9DZPQROLBWevqfR479WPGPTbXHUGOa31fEU6cu//7JSMe/DDukOFOKD5s/2ET6/qbt8Ew40V74K7ffdhyAqRogRkjcf20JeT97gPb+yUSrfRjEPo3b0uxGfyNpYm5geeuL457XiORD43xf5rHWY/YV9yBdHmhE+JOqdP5SVD6rZtbX3YTToG9+6XhEuxFesC9cYT/jkW0DtOEJ+bxvWcXJ+zYn23xl6svaKUfk2TdAImaGP7XmviHluHmE77//FJXH4B2FJZVyhzY0T/d4MwVNxJ1dmVXWw1PXo92luv6waYf7AK5P4EmkBcWFUb9/os4kgylIlrpE70XliwvnT/M/iopx/EryZpsi+Xf7vbgI9Be4sJbH2f+pn2W1z6ElSfJ5rozg0ZizmJPWdvHD9FHSzyaKwmHVvqamCTKDJMe3N1M0n15xh+c2eqdihc4d37xIKkjjDyVZpAyEfd93GPh5Bpz87q0su4mnr/whUXO40O5jVb6mpj8vWBzQtptluGvy6+8qqYuUmOAeJW1l6620QjX0w+YMofcN4f8xwqY/eXupMnz6Pvrbe/j5oM0NP+129T6YLQRwF93nabpEscN7Ja3ybX/XMzCzSV1n3cfPP4AcJqlKeA6WlJWyYdr98QnoItYsemv2xV/zBqNgZ8e/lrpa1Kew+XuLHwKXXA3+uGP4vavD3Twxj06lxtfXOabhDZW5hh8Z5IKIV7zzhdFyZvA9VN4f630NZ7x38/dCbSayF5UwM4dr4IJKP9E9/isymlFnydj8tkp5VU1DeJX2eXKZ6JHWHUTPwVrc99PLgXx8bXdqAnO4BTXX2BB0W3ZW+YoWFagZ74+zoiiAXyzoM3CCU/UbfF1yZG4RzzvfRk7zHgsnC54dIKVsOjJQit9HxI6maiJjqK+/T2U7fuPcs4fPyEzRoascPgtL6+TCcFwLotemnfGPVoQdxu7ovzfmuhope9Dqn00058snCxxD/DWyh30y8mO+H1gaF1VY/+8+i1uyuMfbohdKYRwv8Ga0tdD4GAay+nQNn0f0WvKLIoPlzv2FGmq/P7dr6KbeOK4Wf12n09fsj3q91avHCsKzM/eOzUOHuAaA630fcYLCwt5+N2mtzo39EFn98H3pkuTwqH4TbU4iYI5f1PD0BJWHmbvrG5ohy5YX+yL0c8fP7A/4on7mHOSf8xEoJU+/gh7G2DBphJfTfqkCm+vipwSL57/186zp7yqhmo/+eaZ3PHKygZlTkw3h8uruOH5pRGjRlZU13DSr9+tC1oXytz1xbxn89oOzGG8vWqna+GunfLJhr2xKwXxxzn2F5wlA6308ZetzosIh34gVAm5aeGK5/+1M+Lo/5vZTPr38hjtOZfFTZwEXDsWw9tl/5FKamoVd766Kmy44u8/v5SbX7KeMGVlcTV9fv0us7/cxW3TP+eOVz+3LbOX/PXjTV6LEBat9H2Gn+2oyeSlxe7FKonnmW53Tv3jr4qjfj93fTHLv/Y+3G4iJmmDH2jFLoRKXlFsPGT+acbF2VWqPXbcQHvvaHzJHBdDFsSj4ApL3A08dovZ0y2ceqGr7QYwRiYWPHOcNG5jp9ComfE4JyQzNWlTQPf0Nb7ATya2YF6MEh3xSEU1//qygsNhTBlb9pbxmIMgYsnC0WrbGHr7w3XHH9ShSt/JQzz0ObF+z2G2lfhnZWuqopW+ptFjRb/1mjLLdrsvLCqkoKiaf3zSMArphCfm8eRcf9p0AWavic9ZIFzP/bdvranb3rrXGCFV19SilHLk8RPOtHbWo85CYz8d5j9KBOt3H/ZVyIVwaKWP/3yxmyKJ/A/cbPuLooMM+90c9h+prAvY9XWY3qeThWDJ5G9zrSnBPYfK2Vl6jF5TZrFg83HXz1hzHU/O3cS+sgr63v0ezy8oZPFW+/MYbp7Bh99Ljhv0hCfmceYjcxn9+4+ScjwnaKWv8SVuTTTW1rob4uziJ+dz4GgVizaX8J4Zb75gvT1XvkTidniC7/x9ISu2GTb1O19dZXm/di0z2Vl6DIDpS7axtNC+0l+0M3L01LYtMm23l0z8Fr4jGK30Nb4gVDHPs+kTHYn7316TcDdJP6TjC+BWQvcAO0qPsSgox4BVFmwqqVsfsbG4jO37j9luI9pZjWdi+FB5Fb9960vH+0di9V53QnwnGq30Nb4gUYo5UWnqggciNSHCu5XUxQnOcs1G56WgaKh2WFlUaqv+ERuJ7Ht3amVTmuMMuW9O1An6aOyPEs75T8v9kwc3GlrpowNL+YFEJqB36++NlNy6tlbVU1huupvaxT9jDvjaZp7dP8y2bndv36qZXXFc4bQHwq9GTiViKn0RmSYixSLyZVBZBxH5QEQ2mu/tzXIRkb+IyCYRWS0ipwXtc71Zf6OIXJ+Yn+OMdCfLEzWuc7QyMcNjtzq/kWLqV9eqer3726d7t3LUT8H6nrOQbDyYIxXWR0g++pkph5We/r+AiSFlU4CPlFL9gI/MzwDnA/3M1yTgKTAeEsC9wChgJHBv4EGh0QRYv9udRCWJIjiGz4xl0aNdekUq68Lq2qYZgiTZxFT6Sql5QOjU+6XAC+b2C8C3gspfVAafAe1EpCswAfhAKbVfKXUA+ICGDxKNJmUoWL83aTF9/NBuMnhrZeSgeRr3cBqGIUcpFVjdsRvIMbe7A8FdoCKzLFJ5A0RkEsYogZycHAoKChyKqEk1lq9YQZeMY67/5zM+XuZKO6tXraz3OQ0IGCQWLFhoq63ed73LtAktba2MLTkWuye8YsXnHN6abqm9eM7zJ58UJCSHrhWZCgoKKNlv3yXSresq3na81mlxx95RSikRca17oZR6BngGYMSIESo/P9+tpqMz2/6KTI27nHbaaRzasor8/HxX/4/XN7ozSZyXlwdLPqv7nJ6WRo0ZSnnEqNEw92Nb7Q0bOdbyhOSanQe54S/zY9brO2Aw+f1PqF8Y4Vw2uLdsnPNx4/IbzoW58J/VkymK3NO2LIF99tx669qOU86IOsliu0nTaRFw6r2zxzTbYL4HQgvuAHoE1cs1yyKVazQpS3BH10le4y93HrRcN9yq33D8+r9f1Pt87T8X25JJk3g27y3z9PhOlf5MIOCBcz3wVlD5daYXz2jgoGkGeh84T0TamxO455llGk3KEOraG2zecGLquPafS6iqqbWU7NxqxqzQFbmfbmyYNcsNvJ47cGvxnhd8tctbhwUrLpvTgUXAKSJSJCI/BKYC54rIRmC8+RngXWALsAl4FrgFQCm1H3gAWGq+fmeWaTQpQ6heD7Zu/GthoaM2+939HiN//2HMesHBzGJhJ+DX0cpqfjpjJQeiLDryG14/cGZ/GV+wOq89xGPa9JVSV0f46pth6ipgcoR2pgHTbEmnaVK8v2Y3p2UqNkTwh/ea0Hv1SFAmqf/GkaN3X5m7CveLHQfp0aGlpbqvLNnOmyt20CbLeSyb+2aucfzQi4TXij0ab6/axcRTuzre3+vFoDqJisY3PP3JFnq2SePrD+d5LUpYUmXhdrLFdFvhAxT6OG7+rC928fujVbRt6exB6XVPX4dh0PiKrw/5d4HOnDXehVeww9z10VM2BuO3/nRFtTF68lMQu3DsO+I8zk4iXF1tHd/To2s0KcTT87Yk7Vi1tYrnPt1iKwhZgBnLimzvY1cP1SojgqmT5DPRmPjEpzHr2HmoBVNV416HIh7rk9dhX7TSN/nlxFO8FkGjqWPO2j08OGsdD7+3jic+3JCw4zi1na/cXsrzCwrdFQbYWhekLbJc0+Y7O+5UFxOpxBPN1GszoVb6JucOyIldqRFzxYhcr0XQBBEI4Pafz7bxxIcbbe9vxQ0UqEsEY1eBr9t1yK5IruE0LU4gGYwbVFY7HzVo845P6NnReXzuxsAj3x3qtQiaIOLN96WAS5+MvYJ3+dfOFOG9M627kDohWkd6ncd+7gAvxDF5rZW+T2iWoU+FpvGglGJVkfUVv34j2iMvWiKTZPHa8iLHOSC0945Go9EkAb+4/qfpiVyNRuM2PtFvvmLl9lJX2wvW3ccqrSeA0eYdjef8b/JYr0XQeIAdRZVMig4cpcTlVcoBnvvUPbfb4JW1diaJtXlH4zmds5t7LUKT543lRfXcJ5Nhith+wJ+rXs/4w1yufvaz2BUd8OCsda61Fay7S49at+9HSruZLLTS19DRoyTTmuP87LVVjhcdhcPKQ+O8x/0Z7iJVCLbSLNqSmGimiUArfQ1ZmdYyLWkSy6Fjx1ff7j3sfJm/JjkE50z2yySxFbTSj5OTOrciMz1FInElgctOy2XxrxsEYNVYINg3/2GLq0fvuXBAzLY0iSF4Va6ds+31A0Ir/SAGdG1je5/vjerJ/F+dkwBprLPkbv8o2dbN08lpk+W1GCnJna+u4u1VOjl4qrCx+HgGLD+Hgg5FK/0gfhOh1xSN74/t5bmSOyHbeyXb3mGYWU19bpv+ua36fo9G2ZgJHt/X+jc4bAO00g+iXUv7E5peJ0QI0O+E1l6LoPGA9hGu2e8+tSjJkjQu2lnoxATf+nbMaV6PCrTSD8In+jsluXrkiVya143bv9nPa1FSHjshgHt3Dh8z6osdqRuCwQ988vOzE9e4zpzlH1JZ6TuRfVC3Nozq3dGV45/UuTW/nNjflbaaOnbC9nZt671przGSbsE5I9h7JzQhvZ/RPf0gurZpEfk7hzdXp9bNWXbP+Ijfn9P/BEfthiIOkuSddXJnfnvxQFeOry3L3uAX82Jjw+5Z3VF6zHplbd7xD9FyXrZq7mxQlCaG4o/ENaNPdNRuKE5c9HpaTJ5thXR9JXmCVvmJwe6z1JYe17F3GjexroU2Wd54vfTvks2Vp/dwrb2LhnRzra2mjp1Rm+7ow+NXup8Lwu7IOZ5MWslGK32X+Ohn46J+3zeCd02/E7JdOb7di/T+Swa5Zhq4fkxPMnVX39d8f2wvr0VIGDkJcFm2nzNYK/1GR6xr4KTO4ZV64FrIygx/qqOZlKxw07iTALjcYrrDBy4dxMxbxzKqT8MJ3MuHO0uZqO3K7vLuF7tcb/OUHHc6F35EAUN7tHOtvV4d7Zs97fjpt23h7ZoWrfQtEu45fuHgrpb3dzLRaoW8Hm0BuGZ0T8v7DMltF7b80ct1ykQ/sClopWcsrF5X3dpFdlJIdZSCG75h/fqPxVuTz7DU0w+eR7Pje99OK/3UINyf+rfvneaBJPUJiKU7242Hf9nIv2r1f08d44N9FIpvD3M2Sg1H25aZtjtpNTaUvtf3qlb6FnGaD/PRy4cA7v7Rt+Sf1KCseYa1SJljTnLHL1+TOMoqqmNXMrF6WXm9CjSRePXTKqpr2VR8mOqaWvYcsh4VNVGjfqvEpfRFpFBEvhCRlSKyzCzrICIfiMhG8729WS4i8hcR2SQiq0XE+26yDawEY3vku0MaTOiefYo7fviRZLFzvRdOvZC+Lk0cpzrfOa271yK4gx7huUqGmdbKSifts80ljP/TPB59f72tYzSGnv7ZSqk8pdQI8/MU4COlVD/gI/MzwPlAP/M1CXjKhWMnjTsshBe4YkSPiBO6bpKMi8ZOuOhE9yIvHGJ97sQqV47owae/TOBS+yThda/RDwSuvp+Mjz8EyLeGGZ0BK2d19yFjFe7T8+ylYPT6H0uEeedS4AVz+wXgW0HlLyqDz4B2IuL+3ZwgQhONdLEQWTO3/fHJMzf/6GQkbzjtxPb87f+sDcYSHegxy6Lpyg6j+nSkh4uL07zCagegWRNwqf3J+JPjbiNwOq0kL5/l0MvKa2+3eGPvKGCOiCjgaaXUM0COUipwNnYDOeZ2d2B70L5FZlm9MycikzBGAuTk5FBQUBCniPEzsks6xRtW1CvL61AdUbbc1kJRmeLYsfK6OocOh1+m7eT31e4+nmDjyzVraLU/9vDy5qHNLR3rpqHN+ceqCq7tXc62jWstyVO0YwcFBdbSxX2jWwYLd1q3WQPs3r3bVn0r+OG6coOFCxZaqrfuy1UJlsQ7Vq1ahdrpThix3bt3U1BgLcm5nby4waxatZKK7d5lq4v3TJ2hlNohIicAH4hIvXQ/SillPhAsYz44ngEYMWKEys/Pj1NEm8ye1aBoxk8mGhvvH/+ub+9e5OefEraJf596hLMfKyArK4uA/I9/OR8ONox8mJ+fH/aY0bj4vLOZvW8Fs1bvYuDAgeQP7RZR9gBjR+RxRr9OMdvOB6ZcbWwv2lwCS2MnqO7StRv5+YPrF0aQ5eXbJ9Brir3fe3X+YBa8bC/OfDQuGdqN/Pxhxgeb595vjDvrDJg7J2a94cOHw2cLkiBR8hk8eAj5gRhWcf6fXbt2IT9/qCttRSIvL4/RYdbJJIu4xnxKqR3mezHwX2AksCdgtjHfA9medwDB6/5zzTJfM/snZ4Ytn3x234j7BCaDgunaNjF+0lafqGP72r/IrI5Ce3Ro+NuG5La1fbxI5J9yAj8Y29u19sL9P6nIRUO6er7Qxw+kWmpIK6ajhB7f6Y4i0kpEsgPbwHnAl8BM4Hqz2vXAW+b2TOA604tnNHAwyAzkWyIt8W7RLPLwrEMrI7FF8IKpRy4fwp+uqL/46b+3fMOxXHYvGyd2RKt7nNG34QiiV8fwcd7tMiS3La2bZ9CquXvD4TNPjj3iSQVuPcfoeKz93YSYdRvHYy48wathzzq5s6M2rhvTk7NO7uzKvEAsUtl7JweYLyKrgCXALKXUbGAqcK6IbATGm58B3gW2AJuAZ4Fb4jh2wunTyVBa7VvZz6bVqnkGhVMv5OYgf/o2WZl857TcOnfLWbefwbAT2zuWLxC5s1WUh0+yGNw9eq++fxfDTdRKNqJQ/nq1YYa5eKh7Ad3cXMjjJf27GNdSy2axrbTpacJfrh7G9wbYv579TnDcm+JDzuLaj+zdgRd/MLLeyuXCqRfGLZsfcWzTV0ptARqs21dKlQANMnUrw69vstPjJYt3bz+T0mOVDO/Z3vGCrGhYdW8c0bM9G/Yc5lC5Mek5qncHFm/dX/f9lPP7c3JOtmvx+MNhdXQQrl6wBWXK+f254fmlMR8O4ehpjhj6WnCFbZ6RxvoHz7c9Z9BUuGRoN9oc2MBL6yoTepyszDTKq6wFo+nVsSWFJUfjOl6wueSr3Ydt7//hT8dFDIiYCLy2LjZ+Py6bDOzWhm+c1InmGekJTTgezb/6tZvG8PrN36hTpoO7t+W6Mb3q1cnKTOf/Rp0YVuFOHNTFFRnTLVydZ58SfjidYboI3nPhgDqLazy2zDQLsiTCn7+xcEqX5C3Ks/M/u2GNb5YRnxpLpsI3SFGbvsYZVmLlBPzSA3Ve/MFIW3bAO891xy45zELkwkjxh+6+YAA3fKMX143pVTe6SbQtM7cRBxWLl2SGvk5PstF6bNCc0orfnOv7MNKpbNPXOODSYYZtOifK4q40h/9KYEI11Jvh0e8OcdReWppwUoTE2wEi2ZPbt2rGfZcMollG2vEHnfndkrsbWP/cIQF3UzyT7cnkgsHujO7cwM7f8IfLnF2bwQSPSDu0asa9Fw+Ku81E4vWkulb6SebmcSfx1QMT6zx8whFueNzdQi/2hR+MZMOD59O7U31FfaoDW3qA0JXIwVgx/4AxSdb3hNb87DxjXcMJ2Vn0dBCzPBaJuJnimWxPJA9869R6n/90RZ43goThRAv/7cRBXXj39jMZ3acj4wfkxKwfiZW/Pdfxvl7h9YpcrfSTjIg0UKRjQhZqtG/Z8IEwtEc7pv9oNF89MDFi2+lpQrOMNJpnpNfzHIonq0+0Xa2EogDIzsrkw5+Oq/fw+eQX7se96ZcT3TZ75/iT+fG4Pq4f1wuuDcmfEO3hHMr5pyZ2VHBG39hukyd3yWZgN8P7yOlIFKBdmHvFKkNy27LiN8l7aNzxzX5kWBg9Jxp31i5r4mL6pNEAfLB2D2t2HqRLW0OZtm/ZjNKjVXU9fzthkW8/px9PFWwG4ovPE23XKef3d95wAgjk6Z04qAuz1zQM3XCHxYBcV47owavLtseumKJkZyX2tr92TE/+8cnmqHVaBrkaO3GLdoM+nVpFHXG7yW3n9OXOc092bb4tHrTSt8GZ/Trx6UZrMWaccO7AHM4deHyo+58bR/HxV8WOUioGp2eMS+lH2dlN33k3mXrZYHp0aMGzn251tL+T9QSpxDGL7pRO6RCh9/3U907j5C7ZXPn0Z0w6096Iq0eHFmzfHz5+lVNuzo+8qt5Ntj58QVKOYxVt3rHBD88wQgH0aZuc09a9XYsGw3irBNsNU22ZeoBI7qCxaNeyGT8e1zDRjFVS82xZZ9bqnTHrvHHzN3j9pjG22152z3haNEvn6pEnNvju/MFdOalza5bdM96SC24w7Vq43yM/OYY50C1ExHM7fjBa6dsg8Me1SLHxUaJDH/uRTKcuUDY4tXsbemSn3i3UqnnsC3h4z/YMDoqfNKp3B0ttB1aK33PhAGfCRWBQt9hJjOxw5/iTfaWIk0nqXbEekqqXSDwTuV5ygY3E86E4MYkFEOCPlw/lf5PHRq037frTOaFl6l0VVu3YwQsIX/3xGFurv1s1z7CVnexbedFNhfkuZ6Ab0sO9gICphlb6Ngh0DFJNhdakaFd/sIuROu2ggMuG55IXY3HaCW2yOD3HP8M+Kyk9wfkczz+uGc7nCfJ26d0puqkleK7LCnfFcDJIvUe1e2ilb4NAzyfVOs5VNYmduNP4gyeuzLNUz+nDtFlGmi1Pm5+eezLdTE+031w0MGrdWKG/7abknHRW9IliK0HqGitN95c7IFVNgNFW/8Yi9F7r3akVW/cdiVOi5PP+T85KSLtdWvnnomgfwaR1+zn1vVTG9evMrNWJj2qe274lC++ytvp6eM/oi+DsDlZFhBW/OZdVRaV8//mlDb4/7cR29hpsROievg3aZBk3VccWqXHavnpgInePyoorWXtgzUCAp66xljfXDdw0S7kZcGxkr+OTmr3apvPRz8a51nY8hFuodGa/Tvz0vPoZ3iLN8Zxn04QSzNAe7bh8uL9CVndo1YyzI8wFJGOwfts5fXn5xlFJOJI9dE/fBoNz2/KPa05Ddn8Vu7IPyMpMp1/7+OLtB/cekx1fPFok0lbN0jlSWVP3eZzD5BnhiBXyYkaIK+NJnVvzx8uH8rPXVnHt6J51IRKshHge06cjJ3ZombDFYI+HMflEUni3ndOPOWv3BNWzrhrfijHpHYtY1ptwHp6r7zvP8fFqahU2FjE7YkDXNnwjTIIhr0mNLquPmHhqV5pn+GdIn2jC3Ytj+3ZkdB9rLnzxkNOmeb3PwX7VfwpRZi1dSCYz/UejefL/hjVYGxH8EJgXIXzEZcNz+fcPR3LPRcddFV+K0ct7ZdJopk8aze0WVwoHaGNjRW3AhTKYSD39UFu/VTN6pHPiBv/54Shev2kMGelpLL17PJnpxr338o2j6kbeTmgeZzjmSFwUFN47kbku4kErfU1Uwt34L904mlcm2V+4Y4dVvz2PjiEK645vHl/CPmFQl3pxiNxwSx1zUkcuGtKtwcKhwAPl/Z+cFTWY2Jn9OtM84/jDZ2zfTvViIIUSSI5td5KyW4SRiNU5J7cdEawEWItFJNk7tGrGCNOc1jm7OV/cN4E/X5VnKyRJKIvuOse2j77VHM0Pf2cwhVMvpHDqhbbiISUTrfQ1UclIT/yoJlwsmHB+9hcM7kK/E1rzwZ3GpGzwTTUxShCx/lHs+SPNRUf9oiTSuMQMN9Gptf1VoVbOnl0l/L1RDVe7gvU49sPCTGJedtpxe3wgGU0yE8hHUsKhxVmZ6Vya1z2uhVXZDkYIv704uvdRPG0nG23T10QlMIS+45v2TBB2uOfCAQzo2oZLnlwAwO+/PThsPRHhg5/WnzT96oGJFB04FjX70du3nRHxuxk/HsPWfUcahKMO5tZz+vLDM3s7cvMLBMu7ckQPfn3hAHYdPEbn1s1p2yKycnj8yqGMH5DDofJqMtOFkQ99BMCSX3+TwpKjdQ+qBsdKExb/+puM+r1Rf/2D4SOyDurWlvm/Ops9h8rJbd+S6lpFTrYxqlr3u4l1magy0tP4/DfnWlrBmyiiPYyd0trD3+MHmvav18Qk4O4ZTSnGi4jUU9pXj+xhed+szPSY6e5iZY2K9dtExLFf96Rxfdh9qJx7LhpAdlZmWGUf2tMPJG4P9Bp/MeEU8nq044Q2WZwQw/32hOzmTBiUw9UjT6xnagolt31Lcts3NMu0CJkb8SoCJkCP7LS6tJsa99BKXxOVH53Zm+7tW3BxAvPPpplKdfPvL2DeJwWuxURZOOWcpKYJDEebrEweu3xo1DqxvGQmn209GqSI8PS1IyzXj5fMBJr/Ordwp+2Cn+eT/1iBK201BrTS10QlIz2tzqadKAKm4/Q0d6MRRprw9BuptsI7mNX3TkhY225dCr0SOEpNRbTS13hOuPSQTYmWzf3p5WGFUHOQ3xlqMwTFSzeOStmAhZHQSl/jOU1c53NCtvMwGRp7/NvmCtmxPlxcFS9a6Ws8p6n39FOV4OxsiSARV0U8C7qi0ZJyBkkh/Gca7FoFqha65kHLDlBTCRWHDTteWjq07AiZFkyP7XrCmT91XVat9DWeo5U+zLnzLM57fB4/80EOVau8dONor0VIKqNkHaekbat7GIk5AS8obs34Hx3lMGwyv2zVGfZtgPRMSMs0lHx6M6itgr0boKYi9gG7RncAcIpW+hrPSeIaIN9yck520mMbxcsJ2Q1DPLhJQq6L6kqjJ15bZc6gm/b6wHbwe+URKNsDhfPh2AFebT43atNf155AzxuehW7DIMu/SVqSrvRFZCLwZyAdeE4pNTXZMmj8RVNNW5eqPH3tcG59eQW57YNMFMpUlKq2vkKN+k69z1POaM8/528FFFlSyejKr+GrWshoBhlZkN3VMI/U1hjHqTwCWz+B2mqoqTLMKOWHQNUcr6NqobaGP2duoz2H4aFrje/tkpbB8tp+/KP6YpbVnowK5Naoe4fDtGRrn3ynpzVpJFXpi0g68DfgXKAIWCoiM5VSa109UPkheOcngaMGzRQGtiUgUJjviVm3386dUDYzcrtp6SBpx28CVWtcmBWHzLppZh0BSQ/6nAYZzY1hoKSFvILqBl7Ns6FZK2PftExIyzBukPRm0Kw1tOlGmpVhpEcEIlO6GfY4qdTWkF59BI7uP/4f11TB4d2GAlI1xndH9hr1Iym+aEox7HdmecQ2FVQdMxRfbZUpVzWUfs1pJbthQ7ZZt7Zhm4FrFmXsf+zAcSVuXssTlGJjVi08UHv8+nYhWPFNwE3Bc9pHgVdsNCBp0CzbNKkE7pV0SEtjWFoFFdIceow0euGjbopw/0v99+wukNkSWp/AZXe9G/dv9APJ7umPBDYppbYAiMgrwKWAu0q/ttqcTIk0fIOIN0/Euse/71xZCaUZkevW1hif6xQ05gXZ2lDMyvy+rjcS1DOpOmZ+H7iZ4uMsgL0XGTdB4IEjcly2emXmhZ7Z0pBTxLx5gh9M5nbz1kbvq975Cd0mQrmxfRlw6cU1ZGzYChuM8h7bNsGC1VHaDPcfYpyzmqrj563upaD6mKG8LPQ2Y77XPcAPw+7VnAkwP55/yG3M/zHd7DykZxj/ZVomZGZRk97SmFys+++l4XvwdrPWRuciuH6DDklI5yRw7URqP+I7VCm4b+ZaFEK3tlnces0VUF0BR/cZD9Dg6zAtDVq0h55jzU5P5InlboHscXqFb9KVfncgOHB4EeB+loGWHeC25a43G2BhQQH5+fkJa78e9R4OQa/aaji23+jB1VYf79FVV0B1ORwsgl2rKFv7Aa1LNlOvZxfcO1O1huIM7t1VH4PawLECD6QaVx5CoYRegCcBbHHYWOhIKPjVop0xioqqeIjxvRxXfq1z4JQLKCpLJ3fwWFMJma/mbUzFmm4owHYnmqO3kJ5laPvhyiIox/CKOjarknntOiATeGf2HA4eq+K6Ls2gW54r7SYjnEOP7NR4oIjdsK5xHUzku8BEpdSN5udrgVFKqVuD6kwCJgHk5OQMf+UVO+O75FBWVkbr1u4HgkoErspq9nhF1ZJZdTDky+OKS9VTQMHl1G0ffw/UNz6XHTlC61atG5QHt9ewfbOuJH+hUCpdC5Aa8tYqxbLdNQzMLveVrGWVine2VHGsWtG/Qzq7j9SS3UzYfLCGLaW13D2sljbZ/pD37LPPXq6UCh+PQymVtBcwBng/6PNdwF2R6g8fPlz5kblz53otgmVSSValtLyJJpXkTSVZlfKXvMAyFUGvJns8shToJyK9RaQZcBUwM8kyaDQaTZMlqTZ9pVS1iNwKvI/hsjlNKbUmmTJoNBpNUybpfvpKqXeBxuH7pNFoNClGakw3azQajcYVtNLXaDSaJoRW+hqNRtOESKqfvl1EZC/wtddyhKETsM9rISySSrKCljfRpJK8qSQr+EvenkqpzuG+8LXS9ysiskxFWvjgM1JJVtDyJppUkjeVZIXUkVebdzQajaYJoZW+RqPRNCG00nfGM14LYINUkhW0vIkmleRNJVkhReTVNn2NRqNpQuievkaj0TQhtNLXaDSaJoRW+hpNI0J0wmFNDLTSD4OZyzdlbqBUkTOAiLQ131Pi+hORQSKSFbumL2gRu4p/0Pda8kmJmy5ZiMhYEXkBuEdEOiifz3KLyEgReRb4lYiEXX3nF0QkTUTaiMg7wF8AlEpA/kUXEZEhIjIfeBDo6LU80RCR0SLyBvA3ETkvoEz9ir7XvEMrfRMR6QP8HZgL9AQeEJELvZUqPCKSLiIPY7iILQBOA+4VkRxvJYuMqeAPY6RB7S4iV4Lve/v3AK8rpb6tlNoB/uzpiUg+xrX7JrAeuAZo76FIUdH3mrf4+YZLNsOBdUqpfwE/A1YCF4lIDy+FikAasA24wpT3J8Bo/D+0748Rm+QJ4Hsikq2UqvWbIjVHJX2AMqXUE2bZuSLSDiP5j9+U/2BgqVLqJeDfGA/WMm9FisrppM69BlBE6t1rEWmySt8cDp8cVLQUyBWRHkqpAxhP9VLgO17IF0qIvLXAdKXUBhFprpTaiXFhdvJOwvoEyxukIDcBlcBW83W9iJzoh6F9sLzmqGQfcKaIXCgi/wN+jmGW+oVZxzOZw1y7nwKXi8hvgRVAV+DvInK5JwKGICIXi8itIjLaLFoK9PDxvRaQ93SlVA0+v9fs0uSUvoi0E5FZwAfAFSISSF9fDswHrjA/rwfWAh28nMQLJ69SqkYpVQqglKoQkWygN7DTKzkDhJG3VZCCHAEcMlNkrgHuBZ4SkUyvzDzh5AVQSh0CngcewEjrOQF4DhgdpLy8lrW1KetKYCLQC7hFKZWPoUgnisgAL2QFEJGuIvI28EsMc9PzIjJBKbUFWIT/7rVQeV8UkfOUUvvBf/eaU5qc0gdaYeTovc3cPsss3wt8BgwWkZHmE34HMFYpVe6JpAah8p4Zps4oYI1SaqeItBaRfskUMIRI5xcMk1S2iLyKcWMtBzYopao8nNSNJu87GIo0YB9fBuwBKpIoXzARrwWl1BKgM1BoFn0MZANHkitiPUYAnyqlzlRKPQD8GfiR+d2n+O9eC5X3CeDmkDp+utcc0SSUvohcJyLjRKSNOSH3DDADo3c/UkS6mxfeIuBz4HGzFzUI2CYiLX0k7ygR6WbWC+Q4bgdsF5HvYwyd8/woL4by7AzsBoZh3FCnJLs3akHe7gBKqdUY5pxbRaQTxgTpqUCJj2QNXAvNgYXAZHPXb2J4HCVViZry5pvyfIQxxxCgBNhobi/GP/daJHn3A+vMeplmWTs8vNfcoNHG3jHtyF2AlzFs4Jsxekd3KKX2mXXGYgwxlyml/h2075+AXAzPguuUUut9Ju9SpdR/gvb9N/A94AXgcVNZ+UneuvMrIp2Cvm8NNAsMn/0or1n+U6AP0A+4Uym11o+yisggDJNZF6AKuFUptS6RslqRV0QylVJVInI7MFApdVPQvr6710LkHaCUujlo36Tfa66jlGp0LyDdfD8Z+E+gDPgr8GZI3Tsx/LDbAtlBdbN9Lm8boLVZdhXwXZ/L2xZoFVQ3LQXkzQ4qz/SxrO2AFmZZC6CPn85tUJ23gfHm9gnme4bf7rUI8nYy369O5r2WiFfAPNAoEGNBygNAuoi8i6EYawCUUjUicgewU0TGKaU+MXd7FuPG+QDoKSLDlDFDf9jn8n4EnCgieUqpVxItqwvyhp7flJJXKVXlc1lPFJHTlGEC2pJIWZ3IKyLNMObNNojIQxgumvnK8N7x3b0WQd6zlFLTEy1romk0Nn0RGYcxMdgewzXwAYwh7tkiMhLqXPHuM18BLgRuAVYBg5OokOKVd6Up764UkTfVzm/S5HXxWtiRaFkdyHu/uVsWcANGZyUbowd9IMXkPZgMeROO10MNt14YngzXBn3+O8ZE4Q3AcrMsDcOWNwPoZZZdCpyl5dXyeiVvKsnqUN5cYCTwIpCn5fX25bkALv6xLYHmHLfHfQ942NxeCdxmbo/AWGyh5dXy+kLeVJLVgbyvaHn99Wo05h2l1FGlVIUyXC8BzsWwyQF8HxggRrCv6RirFj1dSq/lTSypJG8qyQq25V0OWl4/0agmcqFuwkYBOcBMs/gw8GsMH+utyrR9KvPx7iVa3sSSSvKmkqyg5U1VGk1PP4hajIBT+4Ah5hP8N0CtUmq+StJklw20vIklleRNJVlBy5uaeG1fSsQLIwpeLUYsnR96LY+WV8vbGGXV8qbmq1GuyBWRXOBa4E9KKa/ipFhGy5tYUkneVJIVtLypSKNU+hqNRqMJT2O06Ws0Go0mAlrpazQaTRNCK32NRqNpQmilr9FoNE0IrfQ1vkOMtIC3xNnGDSLypLl9k4hcF0dbhSLyhflaKyIPSoy0flZ+g4h0FJGV5mu3iOwI+jxSRP7iVGaNJhLae0fjO0SkF/COUurUkPIMpVS1xTZuAEYopW51QZ5Cs619YiR+eQaoUkpdH2WfXoT5DVHq3weUKaUei1dejSYauqev8SNTgZPMHu9SEflURGZiJM9GRP4nIstFZI2ITArsJCLfF5ENIrIEGBtUfp+I/NzcLhCRP4jIErPumWZ5SxGZYfbk/ysii0VkRKhgSqky4CbgWyLSQYw8qR+JyApzJHBpmN/wqHmMX5i/Z7WI3B/adjBipPB7J0j+F8zz8LWIfEdEHjGPN1vMVH4iMlxEPjHPzfsi0tXh+dc0Yhpd7B1No2AKcKpSKk9E8oFZ5uet5vc/UErtF5EWwFIReQNohhELfThwEJiLkYM1HBlKqZEicgFGesHxGHHpDyilBorIqRjRF8OilDokIlsx0icuB75tlnUCPjMfUHW/AUBEzjPrjwQEmClGUo55Fs/JScDZwECMXM6XKaV+KSL/BS4UkVkY2Z8uVUrtFZErgYeAH1hsX9NE0EpfkwosCVL4ALeLyLfN7R4YyrQLUKCU2gsgIq9ipMQLx5vm+3Kgl7l9BvBnAKXUlyISK/epBL3/XkTOwlje3x0joFco55mvwIOotSm3VaX/njLytn6Bkd5vtln+hfkbTsEIGvaBGSAyHUhKgh1NaqGVviYVOBLYMHv+44ExSqmjIlKAkeXIDoHl9zU4uAdEJBtD0W7AiM3eGRhuKuXCCPIIRgz3p+0ez6QCjAxPIlKljk/G1WL8BgHWKKXGOGxf00TQNn2NHzmMkaIuHG0xzDBHRaQ/RgAtgMXAONMjJhO43OYxFwBXAIjIQGBwuErmRO7fgf8pI91fW6DYVPhnAz0j/Ib3gR+Y+yMi3UXkBJsyRmM90FlExpjtZ4rIIBfb1zQSdE9f4zuUUiUiskBEvgSOAXuCvp4N3CQi6zAU3WfmPrtMD5hFQClRbPIR+DvwgoisBb4C1mDMDQSYK4bdJA34L0aeVYCXgLdNs8syc9/Q3/CeUuoXIjIAWGSaX8qAa4Bim3KGRSlVKSLfBf4iIm0x7u0nzN+h0dShXTY1GuoSbGQqpcpF5CTgQ+AUpVSlx6JpNK6ie/oajUFLjN58JoZ9/Bat8DWNEd3T12g0miaEnsjVaDSaJoRW+hqNRtOE0Epfo9FomhBa6Ws0Gk0TQit9jUajaUJopa/RaDRNiP8HaoikvX/8pQ8AAAAASUVORK5CYII=\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "temp.plot()\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "ead98109-02bf-42f9-b2d9-40931fcec01e",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "CarbonImpost=ThermalGen.join(CarbonImpost, how='outer')\n",
    "CarbonImpost[0]=CarbonImpost[0].fillna(method='ffill')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "b324c815-9b25-4053-b865-f39c30d8e33f",
     "showTitle": false,
     "title": ""
    }
   },
   "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>ThermalGen</th>\n",
       "      <th>0</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2009-07-20 23:30:00</th>\n",
       "      <td>1871.0</td>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-07-21 00:00:00</th>\n",
       "      <td>1842.0</td>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-07-21 00:30:00</th>\n",
       "      <td>1825.0</td>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-07-21 01:00:00</th>\n",
       "      <td>1824.0</td>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2009-07-21 01:30:00</th>\n",
       "      <td>1824.0</td>\n",
       "      <td>20.09524</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>ThermalGen</th>\n      <th>0</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2009-07-20 23:30:00</th>\n      <td>1871.0</td>\n      <td>20.09524</td>\n    </tr>\n    <tr>\n      <th>2009-07-21 00:00:00</th>\n      <td>1842.0</td>\n      <td>20.09524</td>\n    </tr>\n    <tr>\n      <th>2009-07-21 00:30:00</th>\n      <td>1825.0</td>\n      <td>20.09524</td>\n    </tr>\n    <tr>\n      <th>2009-07-21 01:00:00</th>\n      <td>1824.0</td>\n      <td>20.09524</td>\n    </tr>\n    <tr>\n      <th>2009-07-21 01:30:00</th>\n      <td>1824.0</td>\n      <td>20.09524</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost=CarbonImpost[CarbonImpost.ThermalGen.notna()]\n",
    "CarbonImpost.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "0aa04873-016b-4b07-89da-7441d47db481",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[39]: <AxesSubplot:xlabel='tradingDateTime'>"
     ]
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "639cdced-971a-411d-ae6b-2c4ef5d81b0b",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "# Set impost to zero when no thermal gen\n",
    "CarbonImpost.loc[CarbonImpost.ThermalGen==0.,0]=0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "63484556-7d6e-4deb-9baa-810fb1551371",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[41]: <AxesSubplot:xlabel='tradingDateTime'>"
     ]
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost['2021-09-01':'2021-12-31'].plot(figsize=[20,10])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "e2aad3da-f9b7-4dd2-8386-a00b352ca581",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "CarbonImpost=CarbonImpost[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "93c1ed75-5249-477e-99ff-72a13658134a",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[43]: <AxesSubplot:xlabel='tradingDateTime'>"
     ]
    },
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "8e7053f2-0dfb-4e51-8773-232b3cd0828e",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "### Get renewable generation by Trader (include geothermals for now)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "1c4ee3dc-38df-4427-9c81-5e62c5380da9",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "# Roger's new - joins to offers table to get participant code (to reduce amount of data returned)\n",
    "\n",
    "def getRenewableGenJoinOffers():\n",
    "    RenewableGen = spark.sql(\"\"\"\n",
    "    SELECT\n",
    "      case\n",
    "        when n.DaylightSavingIndicator=='NZST' \n",
    "          then CONCAT(n.TradingDate,' ',n.TradingPeriodStartTime,' +1200')\n",
    "        when n.DaylightSavingIndicator=='NZDT' \n",
    "          then CONCAT(n.TradingDate,' ',n.TradingPeriodStartTime,' +1300')\n",
    "      end as tradingDateTime,\n",
    "      ParticipantCode as Trader_Id,\n",
    "      cast(sum(SPDGenerationMegawatts) as float) as RenewableGen\n",
    "    FROM gold.spdnodal n\n",
    "        left join gold.offers o on n.PointOfConnectionCode == o.PointOfConnectionCode AND \n",
    "                                   n.UnitCode == o.UnitCode AND\n",
    "                                   n.TradingDate == o.TradingDate AND\n",
    "                                   n.TradingPeriodNumber == o.TradingPeriodNumber\n",
    "    where \n",
    "        CONCAT(n.PointOfConnectionCode,' ',n.UnitCode) not in ('HLY2201 HLY1','HLY2201 HLY2','HLY2201 HLY3','HLY2201 HLY4','HLY2201 HLY5','HLY2201 HLY6',\n",
    "        'JRD1101 JRD0','MKE1101 MKE1','NPL2201 NPL3','SFD2201 SFD21','SFD2201 SFD22','SFD2201 SPL0','OTA1101 OTG0','OTA2202 OTC0','SWN2201 SWN0',\n",
    "        'SWN2201 SWN1','SWN2201 SWN5','WHI2201 WHI0')\n",
    "        and n.CaseTypeCode = 'FP'\n",
    "        and IsLatestSubmissionFlag = 'Y'\n",
    "        and o.ProductType = 'Energy'\n",
    "        and o.TrancheNumber = 1\n",
    "    group by tradingDateTime, Trader_Id\n",
    "    \"\"\").toPandas()\n",
    "\n",
    "    RenewableGen.tradingDateTime=pd.to_datetime(RenewableGen.tradingDateTime, utc=True).dt.tz_convert(None) #create timezone naive UTC time\n",
    "    RenewableGen.set_index(['tradingDateTime','Trader_Id'],inplace=True)\n",
    "    RenewableGen.sort_index(inplace=True)\n",
    "    return RenewableGen\n",
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      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "RenewableGen = RenewableGen['2013-07-01':'2022-06-30 23:30']\n",
    "RenewableGen.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "d6f68b44-6eb0-4d10-a0a9-207f5b2a06eb",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[77]: <AxesSubplot:xlabel='Trader_Id'>"
     ]
    },
    {
     "data": {
      "image/png": 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yIsZGxNhBgwblKa+ZmbWjKwn9UeCDkoZJ2gQ4GrilcgdJ21YsHgYsKK6IZmbWFZ02uUTEKkknAb8BegFXRcSTkr4OzIqIW4BTJB0GrAJeBiY2scxmZlZDl9rQI+I24LaqdV+reH02cHaxRTMzs3r4TlEzs5JwQjczKwkndDOzknBCNzMrCSd0M7OScEI3MysJJ3Qzs5JwQjczKwkndDOzknBCNzMrCSd0M7OScEI3MysJJ3Qzs5JwQjczKwkndDOzkijqmaLWA/k5pWbvLK6hm5mVhBO6mVlJOKGbmZWEE7qZWUk4oZuZlYQTuplZSXjYotXFQyHNei7X0M3MSsIJ3cysJJzQzcxKwgndzKwk3Clq3a6rHa3uZDXrmGvoZmYl4YRuZlYSTuhmZiXhhG5mVhJO6GZmJeGEbmZWEk7oZmYl4XHoVkrNGNvu8fLW07mGbmZWEk7oZmYl0aUmF0kHAd8FegE/ioiLqrb3Aa4BxgAvAf8UEc8XW1Sz8nHTkBWp04QuqRcwBTgQaAEelXRLRDxVsdtngVci4gOSjga+BfxTMwpsZuufTzwbhq7U0PcEFkXEswCSrgcOByoT+uHAudnr6cDlkhQRUWBZzcza1YynaW0oMVups5wr6VPAQRHxuWz5OOBDEXFSxT5PZPu0ZMvPZPv8tSrWJGBStjgc+H0XyzkQ+Gune9VnQ4i5IZTRMR3TMddvzPdGxKBaG9brsMWIuBK4st73SZoVEWOLLMuGEHNDKKNjOqZj9pyYXRnlshjYrmJ5SLau5j6SNga2JHWOmpnZetKVhP4o8EFJwyRtAhwN3FK1zy3Ap7PXnwLudvu5mdn61WmTS0SsknQS8BvSsMWrIuJJSV8HZkXELcCPgWslLQJeJiX9ItXdTFOSmBtCGR3TMR2zh8TstFPUzMw2DL5T1MysJJzQzcxKwgndzKwkSj99rqTtI+JP3V2OzkjaIiKWt7Ot7t9B0r8A90bEQkkCrgI+CTwPTIyIOY2WuZkk7QB8OSL+pbvL0kyStgaOAXbMVi0ApkVE6Yf9ShoeETVvLpS0b0T8rs54/9bR9oj4z3ribYh6XA1d0q8k3dLeT46QNxddxs5IynMCubfi/XdVbbs5R7xTSckbYAIwChgG/BtporVcJB3Zwc8hknbsPEqbeKMkzZD0hKTzJW0r6RfA3bSdXqLech4u6YsVyw9Lejb7+VSOeDPylqWDmCOAJ0iT2v0BWAjsAcyv93vswmftIOmHDbz/7yUdX7E8XdLd2c8BOcMukHS1pP41tn0vR7zJwD8DWwP9gc2rfnIp+ljKYhxZ8fpdectWrSfW0CcXHE8Fx2vWZ1a+Z6sC4q2KiJXZ60OBa7Ja339LujhHvFb/p4NtGwMjJD0QEad0Md4PgR8ADwIHAXOBq4FjI+LNBsr5FdoOn+1DSpb9gJ+Q5hyqR81brRv0DeDUiLihcqWkTwIXkK6o6iJpFOn/0N+RKgJTgMuBDwGXNlDW84CTK5aHAxNJ3+e/k07A9XqSNOHfHEnHR8RDFdvyHPOjSZWXQ4DZwDTgrgLuiSn6WAL4D+CX2eu7gN0bKWCrHpfQI+K37W2TtG+OkIMlXdbB53U18dQjzwEU7bzOG+9tSdsCrwAfJSWIVpvmiJcKEvGZjrZL2giYX0fIPhExNXv9e0mnRsRX8pavwiYR8ULF8v3ZCe0lSf1yxNuyslZVLSJ+2d62DuwSEevU8CLiF5IuzBEPmneC3KJqhtWFETEbQNI3c8ZcGRFflfQb4KeSrgbOj4i3yXHMR8TjwOPAWZL2ISX370k6M7tfJq+ijyVoe8IqrNLZ4xJ6Nl3vPwKDgTsi4glJh5JqAZuSzsL1eIN0ti5UB+11Il3u1WubLKYqXrfGy1M7/Bowi3Qz2C0R8SSApA8Dz+aIR/b+D5FugHg/KXGfEBELWrdHxNuSPlZHyL6SRrP2oH6rcrmBtv42l7GVk8mR7/vcknSlU+s/X7C2tlWP/825rSPNOkEOqFyIiMqT27sbCRwR90kaQzoRzZR0bCPxJA0i5YldSFcALzYSj+KPJYBNs+N8I9b9P5D7uO9xCZ101+l2wCPAZZL+DIwFzoqIm3PEeykiri6wfK06apPL00b9w4qYla8BflRvsIj4taT3AptHxCsVm2bR2Fz1U4AzgPuAw4DvAOOrPntJHfGWAJWdVX+pWA4gb/vsw5L+JSLatBtL+jzp2KrXHyPihJxlac827VQM8p7EoXknyKclHRIRbeZ+zSpbXZ01tVplAvsfYIKkTwP3k+MqUtIJpMpgX1IzyD9GRKPJHIo/lqDtcV75Gho47nvcnaJKU/GOymp6fUm/7Pvz9vpLeigi9iq0kG3jD6yeJrgnqNE8EKSpOedGxGsNxJ0TEbu3t1wkSb0r+gHqfe82pDbkt4DWJDaG1P55REQsrTPeYxFR79VhZzHP6Wh7RJyXI+a9tN9cERGRL1FIHwBuBR6g7fe5D3BoRPwhR8wvRMT3a6x/H/CViPjXOuO9Tepk/mO2qs33EBGH1VvGLG6hx1Iz9cSEXmjCUHp8Xv+ImF61/lPAqxFxZ864h5I6RFYCb5NqAw80UM6vdbA5IuIbdcb7SY3VW5FGu3w2IvJ0YiHpWVINvdXkyuWcbcmV8UWqnRxDShQNXc5nIzBGZotPNvB7j2xttnqnUnrU5LFUfJ/Azxpsmy9M1pzYro7657oYv5BjKYv1OPC77OeBiHiukbKtidsDE/rrwKLWRVJb7aLsdUTEqDrj/Y50Fl1WtX4g8KuI2DtnOeeRkvjTWbvyxRHR4QHVSbwv1Vjdj/R4v60jIk+7fK3PeS9wQ0R8KOf7a50oWkXeZglJe5GS+BGkE88XSW3/r3T0vi7E/Qht/xPekzPOc7St8aliOSLi/Q2U7yTajkO/PCLuzRmv3Y5baPyEW6Qmfqd9gQ9ki4uaccKR9H7S8Xp0RIzsbP8a79+ZdHXT+tOP1JHdmuAfzlWuHpjQ39vR9oj4Y0fba8Rrd9J4SfPqPUFUvLdpTQ+SNieNI/8scANwaUFtga3xm9JMIundOZoyLgSOAv5EGmZ2E2kWz2ENlmUwqaPyTdZ2io8htc3+Q0RUz+nfWbytq1ZtRGqvPQOYExF5hhgeQhpS+HXSpbxIw9f+AzgpIm7LEbNZJ9zq5Fsdt+7kW/R3qvQshguBE0jNLiL1x/0E+Gre5ruK+H9H6n86htTh+k3glxFRz6iu9mIPJA2NPA0YFhG9cgWKiB71A+xY8bpP1ba9csT7A7BxjfW9SUOv8pazhXSTTutPm+WcMbcCzgeeIz2j9V1N+H6HAw8WGG8A6cRzF/DnHO9/kdQJ9qnWvzfwbAHluol0R2z1+uOB/2og7kakuf+fAK4Ddmog1r3ArjXWjwJ+W/TfvsHvc+uqn0Gkq6jngF80GLuQ7xT4NmkAweYV67Ygjcr6bgPlmwTck+WS87O/z3MN/s69SIM9TgF+Thqs8F/AWcCH88btiTX0NbXHImrBki4iDas6KSL+N1vXnzQS5a8RcWbOchbaoSXpEuBI0sE3JSJW5ClXRbxfsW6NaitgW+CfI+LBBmJvSnow+DGk4WGbk5pK7os0hrieWL2AA0ljhj9K+o/zMWC7iFjVQBl/HxHD693WQbzepJrf6aQT0EURsajjd3Ua8+mIqHlHaEfbOol5fAebIyKurTdmVfyNgOOAL5PGuF8Ybcen1xOr0O9U0kJgh6hKatkx9nREfDBn3L+RmkO+FBGzsnXPRsT7Gijr66Q7oaeQpugobRv6Y5GNJqgeWZBnpEF2GXY+8DnW9n5vTxoe+X+jwcuwdj6zX+vJo473vE3qRV9FjXbFiNiiznjV7flBeizgwoj4Wz2xquL+DBgHzACuJ90huCgabCLJYvchjfWekH3GXRFxTM5YC2v9B84S0h8i4gM13tZRvBbS3+Y7pOahNiJH27Sk2RExpt5tncRs75b5w4DBEZFrqHKTTmiFfqeS/hARO9S7rQtxtyY1C04A3kNqBp0YEdt1+MaOY04A9iY1A64mPRnuQdLVc13NgW3i9sCEXnQNfUZEfDyrVVZ2lLxRQFkHk2q88yLib9nwptNIf+y/azR+M2QJbUJE/DTn++eSLpGvAa6PiJZGayvtfM4WpM7sa3K+/zukjqbTKq7M+pEuy9+MOu8QljSVjtuQ626blvQ/pPH862wC/j4iGprjIxsxdCxwJqk2eEFEzMsZqxkntKkU+J1KupnUpn1N1fp/Jg1gyDVssSrWEFI7+gTS8XVTRPx7gzE3A/YkdY5+hnRnaod9ie3G6oEJ/UVSzU+kL+761k2kP0pdw9iaMX44i3sa8FXSCJw+wPeBb5ES3cVR3801SDogsmFQkoZVXoJJOjJHbWULUhvnYNIzX+8kjab4EvB4RBxeT7yq2DuSDuh/Io1tHw7sHDnG42rdG2tax8vf38hlaFaj/CZpvpHKK7OrgbOLvDKT9MmI+EWO9zVlmF12VTqR1Ln4EPDNaGdWwzpiTqXgE1rRKjrCK+8OH0vqCD8yIloK/rwPkipHX8/5/n6kOXb2AfYlzQ/zAvC7aHs3atdj9sCE/umOtkedd31q3XHT1fFyDeOS9BSpFvWypO1JHSb7Rja/RY54RV+Z/BdpHpcHSW3T25BOiqdGxNw8ZWznc8aQ2tKPAloiYp8631+rL2Ir0t2n50bE9TW2dyXugRFxZ9WV2TMR8bqkb+XtO2nns/4UEds38P7ChtkpzQp4KqmT+lsR8XzeWM3WxJN55XjxpyKievbSeuNtAbw7IhZmy0ex9k7W3+SsyDxGGoEzi3Sz1gPAQw33nfW0hF40SS+Reo9rzsGRt2ZRI+k+HhG75ixmM/oO5kfELtnrXqRb7LdvJFl08nkCxkVErSaEPPG2Av673hNZxfv/AJweFbeqZ81NPwa2jYiDiihnFveFPO2pzRhml/XFvAgso0aNOvIP0y18rvFmncyrPqOh8eJZjCtJY8OnZsuLgNtJSX1V1HlHaxZjFDC/ugO3UT1uLhd1Mud5jnawZszBATBEbWdx3LZyud42WoqfbXFNMoiI1ZJaikjm6viOVqjdJly37MqnkVnoxgO3S9okIm7KasHTgeV0PAVwHnn/U15CGiE0LLLpGLLa4OTs59QcMYeTRnW9ULV+O9I0Gnl1NHdRrt8/2hkJ1noyZ21za11Ue7z40R2+qWN7AJ+vWH4tIk7OPuv+nDH/H6nJdp27TSXdFREfzRO0xyV0Us/vC6SbTB6mds26HsNV4+knSlPx/iUinskZ98tVy43O6Pi+7GSmitdky3lGkOwmqfUJSCLN7racnKNmKtQavbPmjlbSTTINU7qDMvddohHxnNKsj7+R9G7Sgw8ejYjTc5ZnPrUTl8g/2+ChVA2zi4jlkk4EniZfQv82qY+gzQ142Yni2+Q/mV0VbaeQrYx9aM6YNeU9mUuaROrbGUwaifJZ0j0Hdc+JU2Xjqpr0cRWvB+SMuT1wuaTbWLdPp/p5CF3WExP6e1g7LvkY0oRA0yL/PBoPk2pl1ZaTeuxzHeD1tuV3QWUnZetDPqJquR6PN6MzOCLWPCRBa+9o/QypNlX3AxSUJmOrHru+FfBn0k1AuUhqbao5k9QReidwbev6qH/WwVpJq7WJ5OycxYxal9zZFVXeWv+7o8adixExX9LQnDEB7pR0UHWbvKTPkO5s/XUDsdto4GR+OanP6JhYO168iCaNtyW9JyL+AhART2SxB7PusdtVS4G/By4jzeY4oaLjOneZe1xCj4jVwB3AHUrjkicA90o6LyIuzxFy82Yc4E1oGhoADImIKVn8R0h34wUpKdWraZ0j2SXxv5GGxF0N7B7551wZDOxWsRykKY/zzgfe6tIsloB5pFp05YmxrlkHK2u8StPRtnYEPwfUPcIl85TSk3pqDbN7OmfMAR1sy/1gE9Lfe4bSFLqtnYNnk76HXHMYtXPV08jJfDDpKU+XSmodL947T9mqXAL8Smm+pceydbuTjqdL8gaNiNeBzynNv3OnpAsj4goaaJXocQkdaL3B5BBSMh9KOovdlDNcR2N5GznAi24aqn7M1SakIVetj7m6sc547c21DeR/YK7a3tG6S6O98qRbqOuan6eLzgReaB0+mo2ean1I9rn1BlN6aPWE7OevpNu1FREfaaCMJwPTlebxrh5m9w85Y85S7bm7P0cDzYIRcZukt0j9EkeQbtTbE9ivgZN59VVPoyfz32Sd6Fdo7XjxpZIW0MB48Yi4TtJfSTcotnasPgF8LSJuz1nWyvi/lPQwMFXSweR7QA7QA0e5SLoG2Bm4jXTjyhMNxpsG3N3OAX5gROR62IPa3rI+igabhiQ9GhF7VCxfHtlYVOWY013SEtITYGqeaPK2K6r4O1pbaDu5f3U585545gAfy9pj9yM1CZ1MuhoYETUe/dZJvLeBmaSphxdl6xq9/XtOROwu6aPATtnqhobZZf0FNwF/o+1JYhPSpGSNdIwiaVwW/wHSfSGNDLHsC/wracjmfODH0dh0DzVHg6nB8eLNIOmOWiOtJH0Z+EZE9M0Vtwcm9LdZ2/FWRMJo6gGefUZr09AlQK6mIUmLop3b0SU9E3XOZlc9rLKnauKJZ80wUklTgGURcW62PDcidqsz3hGkK6h9SU2C1wM/igamPMgzHLWO2B8hVYygwbm7s3ivsbYJqw9pFNVqGuhkl/TzLM5M4BOkEWl5OoJb4zWrclDoswqaqcc1uUTERgXHWwrsU3WA39roAQ6FNw0V/Zirwh4822RLmlRz6iVp46zG91HSjHmt6j7uIz3+8Galu/sOJ03xsI2kH5Au52fkKOOgZjSLZe+9hzTRWSEioqNhi3ntFGvvlfgx+R/n1qoXqbmivee+5tXZyK66E3qzThI9LqE3S9EHeFXT0HmNNg2RJj26WdIx1HjMVY54ucaxdoNmnXimAb/N2j7fINUCUXqU2qt5g2btuz8DfibpXaSO0TNJk5XVq6ME9E5Qea/EqsZuOwCaVDkoemRXptZJYjNS30SukwT0wCaXDUXRTUMVcQt7zNWGQNJWEfFyk2LvRZo8bUasnaBrB9IjCfM+LLkwG0qzWLNIWs3a/0MidQa/Tv7m1WY2YVWP7PpuA53B1bELe6CNE7pZN2lmAnonalblQAU/q6AibuEnCSd0s27SzKsTK07RI7uymM05STihm5mtX804SYATuplZaRQ6RNDMzLqPE7qZWUk4oZuZlYQTum2wJG0taW728xdJiyuWN6kz1r2SxhZQpqmS1pknRtL+kgqbYtaslnfMnaJWPhHxEtnUu5LOBVZExJopcitu/S+cpF6Rpno26zFcQ7dSyWrIV2TTkV4saU9JD0p6TNIDkoZn+20q6XpJCyTdRMVUypI+nr1njqQbJfXP1j8v6VvZTI5HdaEsB0l6Otv/yOb8xmZruYZuZTQE2CfSk3+2ID28epXSI+kuJM2LfiLwekSMUHpg7xwASQNJT+D5WET8r6QzSXfztc4R8lJXbtfPpob9IelBGotI86ebNZUTupXRjRXNIVsCV2dzYgdrn2CzH2l2TCJinqR52fq9SHOT/y6bLGoT0mPNWnU1Me9IenhH69N9rqPtjI9mhXNCtzKqnMnuG8A9EfEPSo8cvLeT9wq4MyImdCG2WY/iNnQruy2BxdnriRXr7yM9DxNJO5OeOgXwELBvNs0ukvplMzTW62lgqKTWB5O0d4IwK4wTupXdxcA3JT1G2yvSHwD9lZ43+XWyp1lFxDJS4p+WNcM8SGo+qUv2aLZJwK1Zp2iu6VDN6uG5XMzMSsI1dDOzknCnqFkO2YOn961a/d2I+El3lMcM3ORiZlYabnIxMysJJ3Qzs5JwQjczKwkndDOzkvj/qN+MYgmfBtAAAAAASUVORK5CYII=\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "RenewableGen.groupby(level=1).sum().sort_values(by='RenewableGen',ascending=False).plot(kind='bar')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "ea1eaeab-07bb-4948-ac96-3c5e80670e28",
     "showTitle": false,
     "title": ""
    }
   },
   "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></th>\n",
       "      <th>RenewableGen</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</th>\n",
       "      <th>Trader_Id</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"12\" valign=\"top\">2013-07-01 00:00:00</th>\n",
       "      <th>ALNT</th>\n",
       "      <td>55.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CTCT</th>\n",
       "      <td>847.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GENE</th>\n",
       "      <td>239.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>KING</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MERI</th>\n",
       "      <td>1245.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MRPL</th>\n",
       "      <td>713.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NAPJ</th>\n",
       "      <td>139.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NZWF</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SKOG</th>\n",
       "      <td>18.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TODD</th>\n",
       "      <td>38.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TRUS</th>\n",
       "      <td>266.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TUAR</th>\n",
       "      <td>14.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2013-07-01 00:30:00</th>\n",
       "      <th>ALNT</th>\n",
       "      <td>55.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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></th>\n      <th>RenewableGen</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</th>\n      <th>Trader_Id</th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th rowspan=\"12\" valign=\"top\">2013-07-01 00:00:00</th>\n      <th>ALNT</th>\n      <td>55.0</td>\n    </tr>\n    <tr>\n      <th>CTCT</th>\n      <td>847.0</td>\n    </tr>\n    <tr>\n      <th>GENE</th>\n      <td>239.0</td>\n    </tr>\n    <tr>\n      <th>KING</th>\n      <td>0.0</td>\n    </tr>\n    <tr>\n      <th>MERI</th>\n      <td>1245.0</td>\n    </tr>\n    <tr>\n      <th>MRPL</th>\n      <td>713.0</td>\n    </tr>\n    <tr>\n      <th>NAPJ</th>\n      <td>139.0</td>\n    </tr>\n    <tr>\n      <th>NZWF</th>\n      <td>0.0</td>\n    </tr>\n    <tr>\n      <th>SKOG</th>\n      <td>18.0</td>\n    </tr>\n    <tr>\n      <th>TODD</th>\n      <td>38.0</td>\n    </tr>\n    <tr>\n      <th>TRUS</th>\n      <td>266.0</td>\n    </tr>\n    <tr>\n      <th>TUAR</th>\n      <td>14.0</td>\n    </tr>\n    <tr>\n      <th>2013-07-01 00:30:00</th>\n      <th>ALNT</th>\n      <td>55.0</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "RenewableGen.head(13)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
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     "text": [
      "Out[80]: (2106436, 1)"
     ]
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   "source": [
    "RenewableGen.shape"
   ]
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   "source": [
    "### Calculate carbon windfall"
   ]
  },
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       "    <tr>\n",
       "      <th>tradingDateTime</th>\n",
       "      <th>Trader_Id</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"12\" valign=\"top\">2013-07-01 00:00:00</th>\n",
       "      <th>ALNT</th>\n",
       "      <td>55.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CTCT</th>\n",
       "      <td>847.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GENE</th>\n",
       "      <td>239.0</td>\n",
       "      <td>2.356005</td>\n",
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       "      <th>KING</th>\n",
       "      <td>0.0</td>\n",
       "      <td>2.356005</td>\n",
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       "    <tr>\n",
       "      <th>MERI</th>\n",
       "      <td>1245.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MRPL</th>\n",
       "      <td>713.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NAPJ</th>\n",
       "      <td>139.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NZWF</th>\n",
       "      <td>0.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SKOG</th>\n",
       "      <td>18.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TODD</th>\n",
       "      <td>38.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TRUS</th>\n",
       "      <td>266.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TUAR</th>\n",
       "      <td>14.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">2013-07-01 00:30:00</th>\n",
       "      <th>ALNT</th>\n",
       "      <td>55.0</td>\n",
       "      <td>2.356005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CTCT</th>\n",
       "      <td>847.0</td>\n",
       "      <td>2.356005</td>\n",
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       "    <tr>\n",
       "      <th>GENE</th>\n",
       "      <td>229.0</td>\n",
       "      <td>2.356005</td>\n",
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    "CarbonImpost=RenewableGen.join(CarbonImpost)\n",
    "CarbonImpost.rename(columns={0:'CarbonImpost'},inplace=True)\n",
    "CarbonImpost.head(15)"
   ]
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       "      <th rowspan=\"5\" valign=\"top\">2013-07-01</th>\n",
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       "    <tr>\n",
       "      <th>MERI</th>\n",
       "      <td>1245.0</td>\n",
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    "CarbonImpost['Dollars']=CarbonImpost.CarbonImpost*CarbonImpost.RenewableGen/2\n",
    "CarbonImpost.head()"
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       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CNIR</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TRUS</th>\n      <th>TUAR</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</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      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2013-07-01 00:00:00</th>\n      <td>64.790133</td>\n      <td>NaN</td>\n      <td>997.768046</td>\n      <td>281.542577</td>\n      <td>0.0</td>\n      <td>1466.613008</td>\n      <td>839.915722</td>\n      <td>163.742336</td>\n      <td>NaN</td>\n      <td>0.0</td>\n      <td>NaN</td>\n      <td>21.204043</td>\n      <td>NaN</td>\n      <td>44.764092</td>\n      <td>313.348643</td>\n      <td>16.492034</td>\n    </tr>\n    <tr>\n      <th>2013-07-01 00:30:00</th>\n      <td>64.790133</td>\n      <td>NaN</td>\n      <td>997.768046</td>\n      <td>269.762553</td>\n      <td>0.0</td>\n      <td>1431.272935</td>\n      <td>837.559718</td>\n      <td>163.742336</td>\n      <td>NaN</td>\n      <td>0.0</td>\n      <td>NaN</td>\n      <td>21.204043</td>\n      <td>NaN</td>\n      <td>44.764092</td>\n      <td>309.814635</td>\n      <td>16.492034</td>\n    </tr>\n    <tr>\n      <th>2013-07-01 01:00:00</th>\n      <td>55.366114</td>\n      <td>NaN</td>\n      <td>997.768046</td>\n      <td>269.762553</td>\n      <td>0.0</td>\n      <td>1448.942971</td>\n      <td>812.939438</td>\n      <td>163.742336</td>\n      <td>NaN</td>\n      <td>0.0</td>\n      <td>NaN</td>\n      <td>21.204043</td>\n      <td>NaN</td>\n      <td>44.764092</td>\n      <td>285.076585</td>\n      <td>16.492034</td>\n    </tr>\n    <tr>\n      <th>2013-07-01 01:30:00</th>\n      <td>55.366114</td>\n      <td>NaN</td>\n      <td>997.768046</td>\n      <td>187.302384</td>\n      <td>0.0</td>\n      <td>1358.236785</td>\n      <td>739.785517</td>\n      <td>163.742336</td>\n      <td>NaN</td>\n      <td>0.0</td>\n      <td>NaN</td>\n      <td>21.204043</td>\n      <td>NaN</td>\n      <td>44.764092</td>\n      <td>287.432589</td>\n      <td>16.492034</td>\n    </tr>\n    <tr>\n      <th>2013-07-01 02:00:00</th>\n      <td>55.366114</td>\n      <td>NaN</td>\n      <td>997.768046</td>\n      <td>187.302384</td>\n      <td>0.0</td>\n      <td>1314.650696</td>\n      <td>678.529392</td>\n      <td>163.742336</td>\n      <td>NaN</td>\n      <td>0.0</td>\n      <td>NaN</td>\n      <td>21.204043</td>\n      <td>NaN</td>\n      <td>44.764092</td>\n      <td>283.898582</td>\n      <td>16.492034</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost=CarbonImpost.Dollars.unstack()\n",
    "CarbonImpost.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "c36728da-5f3f-47eb-b079-50cae03abdc1",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "#### Group into financial years"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "c8cb6381-1080-4ab3-b943-22bf1550a0f8",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
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       "      <th>Trader_Id</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
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       "      <th>tradingDateTime</th>\n",
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       "      <th></th>\n",
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       "      <th></th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2013-07-01</th>\n",
       "      <td>6.777140e+05</td>\n",
       "      <td>1.116038e+07</td>\n",
       "      <td>4.716016e+06</td>\n",
       "      <td>2.479058e+05</td>\n",
       "      <td>1.912741e+07</td>\n",
       "      <td>8.711802e+06</td>\n",
       "      <td>1.611418e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.262907e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.850608e+05</td>\n",
       "      <td>1.353459e+06</td>\n",
       "      <td>2.722120e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014-01-01</th>\n",
       "      <td>7.492012e+05</td>\n",
       "      <td>1.280856e+07</td>\n",
       "      <td>3.991611e+06</td>\n",
       "      <td>2.507045e+05</td>\n",
       "      <td>2.209369e+07</td>\n",
       "      <td>9.354573e+06</td>\n",
       "      <td>2.018860e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>7.749235e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.879468e+05</td>\n",
       "      <td>1.722575e+06</td>\n",
       "      <td>2.913333e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014-07-01</th>\n",
       "      <td>9.417969e+05</td>\n",
       "      <td>1.639940e+07</td>\n",
       "      <td>5.762265e+06</td>\n",
       "      <td>3.260974e+05</td>\n",
       "      <td>2.640036e+07</td>\n",
       "      <td>1.122237e+07</td>\n",
       "      <td>2.286065e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.306881e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>6.529736e+05</td>\n",
       "      <td>1.929471e+06</td>\n",
       "      <td>3.963787e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-01</th>\n",
       "      <td>1.412839e+06</td>\n",
       "      <td>2.333670e+07</td>\n",
       "      <td>8.156201e+06</td>\n",
       "      <td>3.418644e+05</td>\n",
       "      <td>3.672622e+07</td>\n",
       "      <td>1.581672e+07</td>\n",
       "      <td>3.646250e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.328558e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>8.339622e+05</td>\n",
       "      <td>2.732150e+06</td>\n",
       "      <td>4.565062e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-07-01</th>\n",
       "      <td>1.514450e+06</td>\n",
       "      <td>2.737098e+07</td>\n",
       "      <td>1.011792e+07</td>\n",
       "      <td>6.516977e+05</td>\n",
       "      <td>4.389409e+07</td>\n",
       "      <td>2.226756e+07</td>\n",
       "      <td>3.897463e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.314409e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.205984e+06</td>\n",
       "      <td>3.269374e+06</td>\n",
       "      <td>6.052278e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-01-01</th>\n",
       "      <td>2.782703e+06</td>\n",
       "      <td>5.360930e+07</td>\n",
       "      <td>1.691556e+07</td>\n",
       "      <td>6.679628e+05</td>\n",
       "      <td>8.436659e+07</td>\n",
       "      <td>3.443144e+07</td>\n",
       "      <td>8.091702e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>2.647516e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.440253e+06</td>\n",
       "      <td>6.150923e+06</td>\n",
       "      <td>8.310283e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-07-01</th>\n",
       "      <td>3.571980e+06</td>\n",
       "      <td>6.430297e+07</td>\n",
       "      <td>2.735269e+07</td>\n",
       "      <td>1.616970e+06</td>\n",
       "      <td>1.073127e+08</td>\n",
       "      <td>5.522519e+07</td>\n",
       "      <td>1.009425e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.338804e+06</td>\n",
       "      <td>3.601292e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.373874e+06</td>\n",
       "      <td>7.452652e+06</td>\n",
       "      <td>1.534409e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-01-01</th>\n",
       "      <td>3.894157e+06</td>\n",
       "      <td>5.813772e+07</td>\n",
       "      <td>2.653581e+07</td>\n",
       "      <td>1.374892e+06</td>\n",
       "      <td>9.973556e+07</td>\n",
       "      <td>5.663852e+07</td>\n",
       "      <td>1.019399e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.095900e+06</td>\n",
       "      <td>3.427622e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.520897e+06</td>\n",
       "      <td>7.396040e+06</td>\n",
       "      <td>1.444732e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-01</th>\n",
       "      <td>4.011072e+06</td>\n",
       "      <td>6.533431e+07</td>\n",
       "      <td>3.113705e+07</td>\n",
       "      <td>1.251689e+06</td>\n",
       "      <td>9.872031e+07</td>\n",
       "      <td>6.674453e+07</td>\n",
       "      <td>1.010726e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.734413e+06</td>\n",
       "      <td>3.972989e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.211789e+06</td>\n",
       "      <td>6.822216e+06</td>\n",
       "      <td>1.837025e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-01-01</th>\n",
       "      <td>4.436160e+06</td>\n",
       "      <td>7.742968e+07</td>\n",
       "      <td>2.955093e+07</td>\n",
       "      <td>1.558491e+06</td>\n",
       "      <td>1.301291e+08</td>\n",
       "      <td>6.704464e+07</td>\n",
       "      <td>1.306647e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.640946e+06</td>\n",
       "      <td>3.873035e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>1.777498e+06</td>\n",
       "      <td>8.113269e+06</td>\n",
       "      <td>1.729726e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-07-01</th>\n",
       "      <td>5.042355e+06</td>\n",
       "      <td>9.276766e+07</td>\n",
       "      <td>4.040953e+07</td>\n",
       "      <td>1.794955e+06</td>\n",
       "      <td>1.417987e+08</td>\n",
       "      <td>8.082066e+07</td>\n",
       "      <td>1.416816e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.078771e+06</td>\n",
       "      <td>4.898255e+06</td>\n",
       "      <td>9.961077e+05</td>\n",
       "      <td>2.130636e+06</td>\n",
       "      <td>8.814543e+06</td>\n",
       "      <td>2.096508e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-01-01</th>\n",
       "      <td>5.711375e+06</td>\n",
       "      <td>9.731505e+07</td>\n",
       "      <td>2.754210e+07</td>\n",
       "      <td>1.371365e+06</td>\n",
       "      <td>1.604458e+08</td>\n",
       "      <td>6.192523e+07</td>\n",
       "      <td>1.494790e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.379135e+06</td>\n",
       "      <td>4.596158e+06</td>\n",
       "      <td>2.398414e+06</td>\n",
       "      <td>2.952093e+06</td>\n",
       "      <td>9.885745e+06</td>\n",
       "      <td>1.476086e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-07-01</th>\n",
       "      <td>5.315032e+06</td>\n",
       "      <td>9.169963e+07</td>\n",
       "      <td>3.601216e+07</td>\n",
       "      <td>1.842287e+06</td>\n",
       "      <td>1.716921e+08</td>\n",
       "      <td>7.526357e+07</td>\n",
       "      <td>1.345178e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.017480e+06</td>\n",
       "      <td>1.968253e+06</td>\n",
       "      <td>4.868939e+06</td>\n",
       "      <td>2.437803e+06</td>\n",
       "      <td>2.074587e+06</td>\n",
       "      <td>9.561300e+06</td>\n",
       "      <td>2.592202e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01</th>\n",
       "      <td>5.065277e+06</td>\n",
       "      <td>1.028267e+08</td>\n",
       "      <td>2.490151e+07</td>\n",
       "      <td>1.395870e+06</td>\n",
       "      <td>1.986807e+08</td>\n",
       "      <td>6.972258e+07</td>\n",
       "      <td>1.712289e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.431100e+06</td>\n",
       "      <td>1.313800e+06</td>\n",
       "      <td>4.710893e+06</td>\n",
       "      <td>2.886328e+06</td>\n",
       "      <td>1.555484e+06</td>\n",
       "      <td>1.158097e+07</td>\n",
       "      <td>2.504403e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-07-01</th>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>1.229250e+08</td>\n",
       "      <td>4.975311e+07</td>\n",
       "      <td>2.614413e+06</td>\n",
       "      <td>2.236624e+08</td>\n",
       "      <td>9.768018e+07</td>\n",
       "      <td>1.987226e+07</td>\n",
       "      <td>2.642821e+03</td>\n",
       "      <td>2.178148e+06</td>\n",
       "      <td>2.190103e+06</td>\n",
       "      <td>6.676133e+06</td>\n",
       "      <td>3.623878e+06</td>\n",
       "      <td>2.180507e+06</td>\n",
       "      <td>1.264905e+07</td>\n",
       "      <td>3.671500e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-01-01</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.454085e+08</td>\n",
       "      <td>5.284114e+07</td>\n",
       "      <td>2.114849e+06</td>\n",
       "      <td>2.545917e+08</td>\n",
       "      <td>1.042537e+08</td>\n",
       "      <td>2.550518e+07</td>\n",
       "      <td>4.769745e+06</td>\n",
       "      <td>1.930850e+06</td>\n",
       "      <td>1.601862e+06</td>\n",
       "      <td>8.244141e+06</td>\n",
       "      <td>4.243233e+06</td>\n",
       "      <td>2.292275e+06</td>\n",
       "      <td>1.716467e+07</td>\n",
       "      <td>3.627773e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-07-01</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.213798e+08</td>\n",
       "      <td>8.654674e+07</td>\n",
       "      <td>4.162657e+06</td>\n",
       "      <td>3.769997e+08</td>\n",
       "      <td>1.515834e+08</td>\n",
       "      <td>3.056649e+07</td>\n",
       "      <td>7.360029e+06</td>\n",
       "      <td>2.921018e+06</td>\n",
       "      <td>3.673612e+06</td>\n",
       "      <td>1.007248e+07</td>\n",
       "      <td>5.254224e+06</td>\n",
       "      <td>2.592008e+06</td>\n",
       "      <td>2.015715e+07</td>\n",
       "      <td>5.886606e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-01-01</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.100292e+08</td>\n",
       "      <td>9.185249e+07</td>\n",
       "      <td>2.304509e+06</td>\n",
       "      <td>4.151251e+08</td>\n",
       "      <td>1.828576e+08</td>\n",
       "      <td>3.785643e+07</td>\n",
       "      <td>8.548924e+06</td>\n",
       "      <td>2.759906e+06</td>\n",
       "      <td>2.748398e+06</td>\n",
       "      <td>9.679329e+06</td>\n",
       "      <td>6.494237e+06</td>\n",
       "      <td>3.811655e+06</td>\n",
       "      <td>2.475835e+07</td>\n",
       "      <td>5.180040e+07</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
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       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</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      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2013-07-01</th>\n      <td>6.777140e+05</td>\n      <td>1.116038e+07</td>\n      <td>4.716016e+06</td>\n      <td>2.479058e+05</td>\n      <td>1.912741e+07</td>\n      <td>8.711802e+06</td>\n      <td>1.611418e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.262907e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.850608e+05</td>\n      <td>1.353459e+06</td>\n      <td>2.722120e+06</td>\n    </tr>\n    <tr>\n      <th>2014-01-01</th>\n      <td>7.492012e+05</td>\n      <td>1.280856e+07</td>\n      <td>3.991611e+06</td>\n      <td>2.507045e+05</td>\n      <td>2.209369e+07</td>\n      <td>9.354573e+06</td>\n      <td>2.018860e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>7.749235e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.879468e+05</td>\n      <td>1.722575e+06</td>\n      <td>2.913333e+06</td>\n    </tr>\n    <tr>\n      <th>2014-07-01</th>\n      <td>9.417969e+05</td>\n      <td>1.639940e+07</td>\n      <td>5.762265e+06</td>\n      <td>3.260974e+05</td>\n      <td>2.640036e+07</td>\n      <td>1.122237e+07</td>\n      <td>2.286065e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>9.306881e+05</td>\n      <td>0.000000e+00</td>\n      <td>6.529736e+05</td>\n      <td>1.929471e+06</td>\n      <td>3.963787e+06</td>\n    </tr>\n    <tr>\n      <th>2015-01-01</th>\n      <td>1.412839e+06</td>\n      <td>2.333670e+07</td>\n      <td>8.156201e+06</td>\n      <td>3.418644e+05</td>\n      <td>3.672622e+07</td>\n      <td>1.581672e+07</td>\n      <td>3.646250e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.328558e+06</td>\n      <td>0.000000e+00</td>\n      <td>8.339622e+05</td>\n      <td>2.732150e+06</td>\n      <td>4.565062e+06</td>\n    </tr>\n    <tr>\n      <th>2015-07-01</th>\n      <td>1.514450e+06</td>\n      <td>2.737098e+07</td>\n      <td>1.011792e+07</td>\n      <td>6.516977e+05</td>\n      <td>4.389409e+07</td>\n      <td>2.226756e+07</td>\n      <td>3.897463e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.314409e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.205984e+06</td>\n      <td>3.269374e+06</td>\n      <td>6.052278e+06</td>\n    </tr>\n    <tr>\n      <th>2016-01-01</th>\n      <td>2.782703e+06</td>\n      <td>5.360930e+07</td>\n      <td>1.691556e+07</td>\n      <td>6.679628e+05</td>\n      <td>8.436659e+07</td>\n      <td>3.443144e+07</td>\n      <td>8.091702e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>2.647516e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.440253e+06</td>\n      <td>6.150923e+06</td>\n      <td>8.310283e+06</td>\n    </tr>\n    <tr>\n      <th>2016-07-01</th>\n      <td>3.571980e+06</td>\n      <td>6.430297e+07</td>\n      <td>2.735269e+07</td>\n      <td>1.616970e+06</td>\n      <td>1.073127e+08</td>\n      <td>5.522519e+07</td>\n      <td>1.009425e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.338804e+06</td>\n      <td>3.601292e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.373874e+06</td>\n      <td>7.452652e+06</td>\n      <td>1.534409e+07</td>\n    </tr>\n    <tr>\n      <th>2017-01-01</th>\n      <td>3.894157e+06</td>\n      <td>5.813772e+07</td>\n      <td>2.653581e+07</td>\n      <td>1.374892e+06</td>\n      <td>9.973556e+07</td>\n      <td>5.663852e+07</td>\n      <td>1.019399e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.095900e+06</td>\n      <td>3.427622e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.520897e+06</td>\n      <td>7.396040e+06</td>\n      <td>1.444732e+07</td>\n    </tr>\n    <tr>\n      <th>2017-07-01</th>\n      <td>4.011072e+06</td>\n      <td>6.533431e+07</td>\n      <td>3.113705e+07</td>\n      <td>1.251689e+06</td>\n      <td>9.872031e+07</td>\n      <td>6.674453e+07</td>\n      <td>1.010726e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.734413e+06</td>\n      <td>3.972989e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.211789e+06</td>\n      <td>6.822216e+06</td>\n      <td>1.837025e+07</td>\n    </tr>\n    <tr>\n      <th>2018-01-01</th>\n      <td>4.436160e+06</td>\n      <td>7.742968e+07</td>\n      <td>2.955093e+07</td>\n      <td>1.558491e+06</td>\n      <td>1.301291e+08</td>\n      <td>6.704464e+07</td>\n      <td>1.306647e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.640946e+06</td>\n      <td>3.873035e+06</td>\n      <td>1.096396e+01</td>\n      <td>1.777498e+06</td>\n      <td>8.113269e+06</td>\n      <td>1.729726e+07</td>\n    </tr>\n    <tr>\n      <th>2018-07-01</th>\n      <td>5.042355e+06</td>\n      <td>9.276766e+07</td>\n      <td>4.040953e+07</td>\n      <td>1.794955e+06</td>\n      <td>1.417987e+08</td>\n      <td>8.082066e+07</td>\n      <td>1.416816e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.078771e+06</td>\n      <td>4.898255e+06</td>\n      <td>9.961077e+05</td>\n      <td>2.130636e+06</td>\n      <td>8.814543e+06</td>\n      <td>2.096508e+07</td>\n    </tr>\n    <tr>\n      <th>2019-01-01</th>\n      <td>5.711375e+06</td>\n      <td>9.731505e+07</td>\n      <td>2.754210e+07</td>\n      <td>1.371365e+06</td>\n      <td>1.604458e+08</td>\n      <td>6.192523e+07</td>\n      <td>1.494790e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.379135e+06</td>\n      <td>4.596158e+06</td>\n      <td>2.398414e+06</td>\n      <td>2.952093e+06</td>\n      <td>9.885745e+06</td>\n      <td>1.476086e+07</td>\n    </tr>\n    <tr>\n      <th>2019-07-01</th>\n      <td>5.315032e+06</td>\n      <td>9.169963e+07</td>\n      <td>3.601216e+07</td>\n      <td>1.842287e+06</td>\n      <td>1.716921e+08</td>\n      <td>7.526357e+07</td>\n      <td>1.345178e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.017480e+06</td>\n      <td>1.968253e+06</td>\n      <td>4.868939e+06</td>\n      <td>2.437803e+06</td>\n      <td>2.074587e+06</td>\n      <td>9.561300e+06</td>\n      <td>2.592202e+07</td>\n    </tr>\n    <tr>\n      <th>2020-01-01</th>\n      <td>5.065277e+06</td>\n      <td>1.028267e+08</td>\n      <td>2.490151e+07</td>\n      <td>1.395870e+06</td>\n      <td>1.986807e+08</td>\n      <td>6.972258e+07</td>\n      <td>1.712289e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.431100e+06</td>\n      <td>1.313800e+06</td>\n      <td>4.710893e+06</td>\n      <td>2.886328e+06</td>\n      <td>1.555484e+06</td>\n      <td>1.158097e+07</td>\n      <td>2.504403e+07</td>\n    </tr>\n    <tr>\n      <th>2020-07-01</th>\n      <td>5.577689e+06</td>\n      <td>1.229250e+08</td>\n      <td>4.975311e+07</td>\n      <td>2.614413e+06</td>\n      <td>2.236624e+08</td>\n      <td>9.768018e+07</td>\n      <td>1.987226e+07</td>\n      <td>2.642821e+03</td>\n      <td>2.178148e+06</td>\n      <td>2.190103e+06</td>\n      <td>6.676133e+06</td>\n      <td>3.623878e+06</td>\n      <td>2.180507e+06</td>\n      <td>1.264905e+07</td>\n      <td>3.671500e+07</td>\n    </tr>\n    <tr>\n      <th>2021-01-01</th>\n      <td>0.000000e+00</td>\n      <td>1.454085e+08</td>\n      <td>5.284114e+07</td>\n      <td>2.114849e+06</td>\n      <td>2.545917e+08</td>\n      <td>1.042537e+08</td>\n      <td>2.550518e+07</td>\n      <td>4.769745e+06</td>\n      <td>1.930850e+06</td>\n      <td>1.601862e+06</td>\n      <td>8.244141e+06</td>\n      <td>4.243233e+06</td>\n      <td>2.292275e+06</td>\n      <td>1.716467e+07</td>\n      <td>3.627773e+07</td>\n    </tr>\n    <tr>\n      <th>2021-07-01</th>\n      <td>0.000000e+00</td>\n      <td>2.213798e+08</td>\n      <td>8.654674e+07</td>\n      <td>4.162657e+06</td>\n      <td>3.769997e+08</td>\n      <td>1.515834e+08</td>\n      <td>3.056649e+07</td>\n      <td>7.360029e+06</td>\n      <td>2.921018e+06</td>\n      <td>3.673612e+06</td>\n      <td>1.007248e+07</td>\n      <td>5.254224e+06</td>\n      <td>2.592008e+06</td>\n      <td>2.015715e+07</td>\n      <td>5.886606e+07</td>\n    </tr>\n    <tr>\n      <th>2022-01-01</th>\n      <td>0.000000e+00</td>\n      <td>2.100292e+08</td>\n      <td>9.185249e+07</td>\n      <td>2.304509e+06</td>\n      <td>4.151251e+08</td>\n      <td>1.828576e+08</td>\n      <td>3.785643e+07</td>\n      <td>8.548924e+06</td>\n      <td>2.759906e+06</td>\n      <td>2.748398e+06</td>\n      <td>9.679329e+06</td>\n      <td>6.494237e+06</td>\n      <td>3.811655e+06</td>\n      <td>2.475835e+07</td>\n      <td>5.180040e+07</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
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     },
     "output_type": "display_data"
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   ],
   "source": [
    "CarbonImpost6M=CarbonImpost.resample('6MS').sum()\n",
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
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     "inputWidgets": {},
     "nuid": "3f28c1b3-4093-48f3-85a4-a808eb14f453",
     "showTitle": false,
     "title": ""
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   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Trader_Id</th>\n",
       "      <th>tradingDateTime</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-07-01</td>\n",
       "      <td>6.777140e+05</td>\n",
       "      <td>1.116038e+07</td>\n",
       "      <td>4.716016e+06</td>\n",
       "      <td>2.479058e+05</td>\n",
       "      <td>1.912741e+07</td>\n",
       "      <td>8.711802e+06</td>\n",
       "      <td>1.611418e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.262907e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.850608e+05</td>\n",
       "      <td>1.353459e+06</td>\n",
       "      <td>2.722120e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2014-01-01</td>\n",
       "      <td>7.492012e+05</td>\n",
       "      <td>1.280856e+07</td>\n",
       "      <td>3.991611e+06</td>\n",
       "      <td>2.507045e+05</td>\n",
       "      <td>2.209369e+07</td>\n",
       "      <td>9.354573e+06</td>\n",
       "      <td>2.018860e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>7.749235e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.879468e+05</td>\n",
       "      <td>1.722575e+06</td>\n",
       "      <td>2.913333e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2014-07-01</td>\n",
       "      <td>9.417969e+05</td>\n",
       "      <td>1.639940e+07</td>\n",
       "      <td>5.762265e+06</td>\n",
       "      <td>3.260974e+05</td>\n",
       "      <td>2.640036e+07</td>\n",
       "      <td>1.122237e+07</td>\n",
       "      <td>2.286065e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.306881e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>6.529736e+05</td>\n",
       "      <td>1.929471e+06</td>\n",
       "      <td>3.963787e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2015-01-01</td>\n",
       "      <td>1.412839e+06</td>\n",
       "      <td>2.333670e+07</td>\n",
       "      <td>8.156201e+06</td>\n",
       "      <td>3.418644e+05</td>\n",
       "      <td>3.672622e+07</td>\n",
       "      <td>1.581672e+07</td>\n",
       "      <td>3.646250e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.328558e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>8.339622e+05</td>\n",
       "      <td>2.732150e+06</td>\n",
       "      <td>4.565062e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2015-07-01</td>\n",
       "      <td>1.514450e+06</td>\n",
       "      <td>2.737098e+07</td>\n",
       "      <td>1.011792e+07</td>\n",
       "      <td>6.516977e+05</td>\n",
       "      <td>4.389409e+07</td>\n",
       "      <td>2.226756e+07</td>\n",
       "      <td>3.897463e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.314409e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.205984e+06</td>\n",
       "      <td>3.269374e+06</td>\n",
       "      <td>6.052278e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2016-01-01</td>\n",
       "      <td>2.782703e+06</td>\n",
       "      <td>5.360930e+07</td>\n",
       "      <td>1.691556e+07</td>\n",
       "      <td>6.679628e+05</td>\n",
       "      <td>8.436659e+07</td>\n",
       "      <td>3.443144e+07</td>\n",
       "      <td>8.091702e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>2.647516e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.440253e+06</td>\n",
       "      <td>6.150923e+06</td>\n",
       "      <td>8.310283e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2016-07-01</td>\n",
       "      <td>3.571980e+06</td>\n",
       "      <td>6.430297e+07</td>\n",
       "      <td>2.735269e+07</td>\n",
       "      <td>1.616970e+06</td>\n",
       "      <td>1.073127e+08</td>\n",
       "      <td>5.522519e+07</td>\n",
       "      <td>1.009425e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.338804e+06</td>\n",
       "      <td>3.601292e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.373874e+06</td>\n",
       "      <td>7.452652e+06</td>\n",
       "      <td>1.534409e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2017-01-01</td>\n",
       "      <td>3.894157e+06</td>\n",
       "      <td>5.813772e+07</td>\n",
       "      <td>2.653581e+07</td>\n",
       "      <td>1.374892e+06</td>\n",
       "      <td>9.973556e+07</td>\n",
       "      <td>5.663852e+07</td>\n",
       "      <td>1.019399e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.095900e+06</td>\n",
       "      <td>3.427622e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.520897e+06</td>\n",
       "      <td>7.396040e+06</td>\n",
       "      <td>1.444732e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2017-07-01</td>\n",
       "      <td>4.011072e+06</td>\n",
       "      <td>6.533431e+07</td>\n",
       "      <td>3.113705e+07</td>\n",
       "      <td>1.251689e+06</td>\n",
       "      <td>9.872031e+07</td>\n",
       "      <td>6.674453e+07</td>\n",
       "      <td>1.010726e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.734413e+06</td>\n",
       "      <td>3.972989e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.211789e+06</td>\n",
       "      <td>6.822216e+06</td>\n",
       "      <td>1.837025e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2018-01-01</td>\n",
       "      <td>4.436160e+06</td>\n",
       "      <td>7.742968e+07</td>\n",
       "      <td>2.955093e+07</td>\n",
       "      <td>1.558491e+06</td>\n",
       "      <td>1.301291e+08</td>\n",
       "      <td>6.704464e+07</td>\n",
       "      <td>1.306647e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.640946e+06</td>\n",
       "      <td>3.873035e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>1.777498e+06</td>\n",
       "      <td>8.113269e+06</td>\n",
       "      <td>1.729726e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2018-07-01</td>\n",
       "      <td>5.042355e+06</td>\n",
       "      <td>9.276766e+07</td>\n",
       "      <td>4.040953e+07</td>\n",
       "      <td>1.794955e+06</td>\n",
       "      <td>1.417987e+08</td>\n",
       "      <td>8.082066e+07</td>\n",
       "      <td>1.416816e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.078771e+06</td>\n",
       "      <td>4.898255e+06</td>\n",
       "      <td>9.961077e+05</td>\n",
       "      <td>2.130636e+06</td>\n",
       "      <td>8.814543e+06</td>\n",
       "      <td>2.096508e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>2019-01-01</td>\n",
       "      <td>5.711375e+06</td>\n",
       "      <td>9.731505e+07</td>\n",
       "      <td>2.754210e+07</td>\n",
       "      <td>1.371365e+06</td>\n",
       "      <td>1.604458e+08</td>\n",
       "      <td>6.192523e+07</td>\n",
       "      <td>1.494790e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.379135e+06</td>\n",
       "      <td>4.596158e+06</td>\n",
       "      <td>2.398414e+06</td>\n",
       "      <td>2.952093e+06</td>\n",
       "      <td>9.885745e+06</td>\n",
       "      <td>1.476086e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>2019-07-01</td>\n",
       "      <td>5.315032e+06</td>\n",
       "      <td>9.169963e+07</td>\n",
       "      <td>3.601216e+07</td>\n",
       "      <td>1.842287e+06</td>\n",
       "      <td>1.716921e+08</td>\n",
       "      <td>7.526357e+07</td>\n",
       "      <td>1.345178e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.017480e+06</td>\n",
       "      <td>1.968253e+06</td>\n",
       "      <td>4.868939e+06</td>\n",
       "      <td>2.437803e+06</td>\n",
       "      <td>2.074587e+06</td>\n",
       "      <td>9.561300e+06</td>\n",
       "      <td>2.592202e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>2020-01-01</td>\n",
       "      <td>5.065277e+06</td>\n",
       "      <td>1.028267e+08</td>\n",
       "      <td>2.490151e+07</td>\n",
       "      <td>1.395870e+06</td>\n",
       "      <td>1.986807e+08</td>\n",
       "      <td>6.972258e+07</td>\n",
       "      <td>1.712289e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.431100e+06</td>\n",
       "      <td>1.313800e+06</td>\n",
       "      <td>4.710893e+06</td>\n",
       "      <td>2.886328e+06</td>\n",
       "      <td>1.555484e+06</td>\n",
       "      <td>1.158097e+07</td>\n",
       "      <td>2.504403e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2020-07-01</td>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>1.229250e+08</td>\n",
       "      <td>4.975311e+07</td>\n",
       "      <td>2.614413e+06</td>\n",
       "      <td>2.236624e+08</td>\n",
       "      <td>9.768018e+07</td>\n",
       "      <td>1.987226e+07</td>\n",
       "      <td>2.642821e+03</td>\n",
       "      <td>2.178148e+06</td>\n",
       "      <td>2.190103e+06</td>\n",
       "      <td>6.676133e+06</td>\n",
       "      <td>3.623878e+06</td>\n",
       "      <td>2.180507e+06</td>\n",
       "      <td>1.264905e+07</td>\n",
       "      <td>3.671500e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>2021-01-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.454085e+08</td>\n",
       "      <td>5.284114e+07</td>\n",
       "      <td>2.114849e+06</td>\n",
       "      <td>2.545917e+08</td>\n",
       "      <td>1.042537e+08</td>\n",
       "      <td>2.550518e+07</td>\n",
       "      <td>4.769745e+06</td>\n",
       "      <td>1.930850e+06</td>\n",
       "      <td>1.601862e+06</td>\n",
       "      <td>8.244141e+06</td>\n",
       "      <td>4.243233e+06</td>\n",
       "      <td>2.292275e+06</td>\n",
       "      <td>1.716467e+07</td>\n",
       "      <td>3.627773e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>2021-07-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.213798e+08</td>\n",
       "      <td>8.654674e+07</td>\n",
       "      <td>4.162657e+06</td>\n",
       "      <td>3.769997e+08</td>\n",
       "      <td>1.515834e+08</td>\n",
       "      <td>3.056649e+07</td>\n",
       "      <td>7.360029e+06</td>\n",
       "      <td>2.921018e+06</td>\n",
       "      <td>3.673612e+06</td>\n",
       "      <td>1.007248e+07</td>\n",
       "      <td>5.254224e+06</td>\n",
       "      <td>2.592008e+06</td>\n",
       "      <td>2.015715e+07</td>\n",
       "      <td>5.886606e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>2022-01-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.100292e+08</td>\n",
       "      <td>9.185249e+07</td>\n",
       "      <td>2.304509e+06</td>\n",
       "      <td>4.151251e+08</td>\n",
       "      <td>1.828576e+08</td>\n",
       "      <td>3.785643e+07</td>\n",
       "      <td>8.548924e+06</td>\n",
       "      <td>2.759906e+06</td>\n",
       "      <td>2.748398e+06</td>\n",
       "      <td>9.679329e+06</td>\n",
       "      <td>6.494237e+06</td>\n",
       "      <td>3.811655e+06</td>\n",
       "      <td>2.475835e+07</td>\n",
       "      <td>5.180040e+07</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Trader_Id</th>\n      <th>tradingDateTime</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>2013-07-01</td>\n      <td>6.777140e+05</td>\n      <td>1.116038e+07</td>\n      <td>4.716016e+06</td>\n      <td>2.479058e+05</td>\n      <td>1.912741e+07</td>\n      <td>8.711802e+06</td>\n      <td>1.611418e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.262907e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.850608e+05</td>\n      <td>1.353459e+06</td>\n      <td>2.722120e+06</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>2014-01-01</td>\n      <td>7.492012e+05</td>\n      <td>1.280856e+07</td>\n      <td>3.991611e+06</td>\n      <td>2.507045e+05</td>\n      <td>2.209369e+07</td>\n      <td>9.354573e+06</td>\n      <td>2.018860e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>7.749235e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.879468e+05</td>\n      <td>1.722575e+06</td>\n      <td>2.913333e+06</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>2014-07-01</td>\n      <td>9.417969e+05</td>\n      <td>1.639940e+07</td>\n      <td>5.762265e+06</td>\n      <td>3.260974e+05</td>\n      <td>2.640036e+07</td>\n      <td>1.122237e+07</td>\n      <td>2.286065e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>9.306881e+05</td>\n      <td>0.000000e+00</td>\n      <td>6.529736e+05</td>\n      <td>1.929471e+06</td>\n      <td>3.963787e+06</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>2015-01-01</td>\n      <td>1.412839e+06</td>\n      <td>2.333670e+07</td>\n      <td>8.156201e+06</td>\n      <td>3.418644e+05</td>\n      <td>3.672622e+07</td>\n      <td>1.581672e+07</td>\n      <td>3.646250e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.328558e+06</td>\n      <td>0.000000e+00</td>\n      <td>8.339622e+05</td>\n      <td>2.732150e+06</td>\n      <td>4.565062e+06</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>2015-07-01</td>\n      <td>1.514450e+06</td>\n      <td>2.737098e+07</td>\n      <td>1.011792e+07</td>\n      <td>6.516977e+05</td>\n      <td>4.389409e+07</td>\n      <td>2.226756e+07</td>\n      <td>3.897463e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.314409e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.205984e+06</td>\n      <td>3.269374e+06</td>\n      <td>6.052278e+06</td>\n    </tr>\n    <tr>\n      <th>5</th>\n      <td>2016-01-01</td>\n      <td>2.782703e+06</td>\n      <td>5.360930e+07</td>\n      <td>1.691556e+07</td>\n      <td>6.679628e+05</td>\n      <td>8.436659e+07</td>\n      <td>3.443144e+07</td>\n      <td>8.091702e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>2.647516e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.440253e+06</td>\n      <td>6.150923e+06</td>\n      <td>8.310283e+06</td>\n    </tr>\n    <tr>\n      <th>6</th>\n      <td>2016-07-01</td>\n      <td>3.571980e+06</td>\n      <td>6.430297e+07</td>\n      <td>2.735269e+07</td>\n      <td>1.616970e+06</td>\n      <td>1.073127e+08</td>\n      <td>5.522519e+07</td>\n      <td>1.009425e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.338804e+06</td>\n      <td>3.601292e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.373874e+06</td>\n      <td>7.452652e+06</td>\n      <td>1.534409e+07</td>\n    </tr>\n    <tr>\n      <th>7</th>\n      <td>2017-01-01</td>\n      <td>3.894157e+06</td>\n      <td>5.813772e+07</td>\n      <td>2.653581e+07</td>\n      <td>1.374892e+06</td>\n      <td>9.973556e+07</td>\n      <td>5.663852e+07</td>\n      <td>1.019399e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.095900e+06</td>\n      <td>3.427622e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.520897e+06</td>\n      <td>7.396040e+06</td>\n      <td>1.444732e+07</td>\n    </tr>\n    <tr>\n      <th>8</th>\n      <td>2017-07-01</td>\n      <td>4.011072e+06</td>\n      <td>6.533431e+07</td>\n      <td>3.113705e+07</td>\n      <td>1.251689e+06</td>\n      <td>9.872031e+07</td>\n      <td>6.674453e+07</td>\n      <td>1.010726e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.734413e+06</td>\n      <td>3.972989e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.211789e+06</td>\n      <td>6.822216e+06</td>\n      <td>1.837025e+07</td>\n    </tr>\n    <tr>\n      <th>9</th>\n      <td>2018-01-01</td>\n      <td>4.436160e+06</td>\n      <td>7.742968e+07</td>\n      <td>2.955093e+07</td>\n      <td>1.558491e+06</td>\n      <td>1.301291e+08</td>\n      <td>6.704464e+07</td>\n      <td>1.306647e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.640946e+06</td>\n      <td>3.873035e+06</td>\n      <td>1.096396e+01</td>\n      <td>1.777498e+06</td>\n      <td>8.113269e+06</td>\n      <td>1.729726e+07</td>\n    </tr>\n    <tr>\n      <th>10</th>\n      <td>2018-07-01</td>\n      <td>5.042355e+06</td>\n      <td>9.276766e+07</td>\n      <td>4.040953e+07</td>\n      <td>1.794955e+06</td>\n      <td>1.417987e+08</td>\n   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<td>1.716921e+08</td>\n      <td>7.526357e+07</td>\n      <td>1.345178e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.017480e+06</td>\n      <td>1.968253e+06</td>\n      <td>4.868939e+06</td>\n      <td>2.437803e+06</td>\n      <td>2.074587e+06</td>\n      <td>9.561300e+06</td>\n      <td>2.592202e+07</td>\n    </tr>\n    <tr>\n      <th>13</th>\n      <td>2020-01-01</td>\n      <td>5.065277e+06</td>\n      <td>1.028267e+08</td>\n      <td>2.490151e+07</td>\n      <td>1.395870e+06</td>\n      <td>1.986807e+08</td>\n      <td>6.972258e+07</td>\n      <td>1.712289e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.431100e+06</td>\n      <td>1.313800e+06</td>\n      <td>4.710893e+06</td>\n      <td>2.886328e+06</td>\n      <td>1.555484e+06</td>\n      <td>1.158097e+07</td>\n      <td>2.504403e+07</td>\n    </tr>\n    <tr>\n      <th>14</th>\n      <td>2020-07-01</td>\n      <td>5.577689e+06</td>\n      <td>1.229250e+08</td>\n      <td>4.975311e+07</td>\n      <td>2.614413e+06</td>\n      <td>2.236624e+08</td>\n      <td>9.768018e+07</td>\n      <td>1.987226e+07</td>\n      <td>2.642821e+03</td>\n      <td>2.178148e+06</td>\n      <td>2.190103e+06</td>\n      <td>6.676133e+06</td>\n      <td>3.623878e+06</td>\n      <td>2.180507e+06</td>\n      <td>1.264905e+07</td>\n      <td>3.671500e+07</td>\n    </tr>\n    <tr>\n      <th>15</th>\n      <td>2021-01-01</td>\n      <td>0.000000e+00</td>\n      <td>1.454085e+08</td>\n      <td>5.284114e+07</td>\n      <td>2.114849e+06</td>\n      <td>2.545917e+08</td>\n      <td>1.042537e+08</td>\n      <td>2.550518e+07</td>\n      <td>4.769745e+06</td>\n      <td>1.930850e+06</td>\n      <td>1.601862e+06</td>\n      <td>8.244141e+06</td>\n      <td>4.243233e+06</td>\n      <td>2.292275e+06</td>\n      <td>1.716467e+07</td>\n      <td>3.627773e+07</td>\n    </tr>\n    <tr>\n      <th>16</th>\n      <td>2021-07-01</td>\n      <td>0.000000e+00</td>\n      <td>2.213798e+08</td>\n      <td>8.654674e+07</td>\n      <td>4.162657e+06</td>\n      <td>3.769997e+08</td>\n      <td>1.515834e+08</td>\n      <td>3.056649e+07</td>\n      <td>7.360029e+06</td>\n      <td>2.921018e+06</td>\n      <td>3.673612e+06</td>\n      <td>1.007248e+07</td>\n      <td>5.254224e+06</td>\n      <td>2.592008e+06</td>\n      <td>2.015715e+07</td>\n      <td>5.886606e+07</td>\n    </tr>\n    <tr>\n      <th>17</th>\n      <td>2022-01-01</td>\n      <td>0.000000e+00</td>\n      <td>2.100292e+08</td>\n      <td>9.185249e+07</td>\n      <td>2.304509e+06</td>\n      <td>4.151251e+08</td>\n      <td>1.828576e+08</td>\n      <td>3.785643e+07</td>\n      <td>8.548924e+06</td>\n      <td>2.759906e+06</td>\n      <td>2.748398e+06</td>\n      <td>9.679329e+06</td>\n      <td>6.494237e+06</td>\n      <td>3.811655e+06</td>\n      <td>2.475835e+07</td>\n      <td>5.180040e+07</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
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    "CarbonImpost6M.reset_index(inplace=True)\n",
    "CarbonImpost6M"
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    {
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       "      <th>3</th>\n",
       "      <td>2016-07-01</td>\n",
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       "      <th>4</th>\n",
       "      <td>2017-07-01</td>\n",
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       "      <th>5</th>\n",
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    "finYrStrt=CarbonImpost6M.loc[CarbonImpost6M.index.map(lambda x: x%2==0)][['tradingDateTime']].reset_index(drop=True)\n",
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       "      <th>ALNT</th>\n",
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       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
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       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
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       "      <th>TAOM</th>\n",
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       "      <td>2013-07-01</td>\n",
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       "      <td>4.716016e+06</td>\n",
       "      <td>2.479058e+05</td>\n",
       "      <td>1.912741e+07</td>\n",
       "      <td>8.711802e+06</td>\n",
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       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.262907e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.850608e+05</td>\n",
       "      <td>1.353459e+06</td>\n",
       "      <td>2.722120e+06</td>\n",
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       "      <th>1</th>\n",
       "      <td>2014-01-01</td>\n",
       "      <td>7.492012e+05</td>\n",
       "      <td>1.280856e+07</td>\n",
       "      <td>3.991611e+06</td>\n",
       "      <td>2.507045e+05</td>\n",
       "      <td>2.209369e+07</td>\n",
       "      <td>9.354573e+06</td>\n",
       "      <td>2.018860e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>7.749235e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.879468e+05</td>\n",
       "      <td>1.722575e+06</td>\n",
       "      <td>2.913333e+06</td>\n",
       "      <td>0</td>\n",
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       "      <th>2</th>\n",
       "      <td>2014-07-01</td>\n",
       "      <td>9.417969e+05</td>\n",
       "      <td>1.639940e+07</td>\n",
       "      <td>5.762265e+06</td>\n",
       "      <td>3.260974e+05</td>\n",
       "      <td>2.640036e+07</td>\n",
       "      <td>1.122237e+07</td>\n",
       "      <td>2.286065e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.306881e+05</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>6.529736e+05</td>\n",
       "      <td>1.929471e+06</td>\n",
       "      <td>3.963787e+06</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2015-01-01</td>\n",
       "      <td>1.412839e+06</td>\n",
       "      <td>2.333670e+07</td>\n",
       "      <td>8.156201e+06</td>\n",
       "      <td>3.418644e+05</td>\n",
       "      <td>3.672622e+07</td>\n",
       "      <td>1.581672e+07</td>\n",
       "      <td>3.646250e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.328558e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>8.339622e+05</td>\n",
       "      <td>2.732150e+06</td>\n",
       "      <td>4.565062e+06</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2015-07-01</td>\n",
       "      <td>1.514450e+06</td>\n",
       "      <td>2.737098e+07</td>\n",
       "      <td>1.011792e+07</td>\n",
       "      <td>6.516977e+05</td>\n",
       "      <td>4.389409e+07</td>\n",
       "      <td>2.226756e+07</td>\n",
       "      <td>3.897463e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.314409e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.205984e+06</td>\n",
       "      <td>3.269374e+06</td>\n",
       "      <td>6.052278e+06</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2016-01-01</td>\n",
       "      <td>2.782703e+06</td>\n",
       "      <td>5.360930e+07</td>\n",
       "      <td>1.691556e+07</td>\n",
       "      <td>6.679628e+05</td>\n",
       "      <td>8.436659e+07</td>\n",
       "      <td>3.443144e+07</td>\n",
       "      <td>8.091702e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>2.647516e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.440253e+06</td>\n",
       "      <td>6.150923e+06</td>\n",
       "      <td>8.310283e+06</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2016-07-01</td>\n",
       "      <td>3.571980e+06</td>\n",
       "      <td>6.430297e+07</td>\n",
       "      <td>2.735269e+07</td>\n",
       "      <td>1.616970e+06</td>\n",
       "      <td>1.073127e+08</td>\n",
       "      <td>5.522519e+07</td>\n",
       "      <td>1.009425e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.338804e+06</td>\n",
       "      <td>3.601292e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.373874e+06</td>\n",
       "      <td>7.452652e+06</td>\n",
       "      <td>1.534409e+07</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2017-01-01</td>\n",
       "      <td>3.894157e+06</td>\n",
       "      <td>5.813772e+07</td>\n",
       "      <td>2.653581e+07</td>\n",
       "      <td>1.374892e+06</td>\n",
       "      <td>9.973556e+07</td>\n",
       "      <td>5.663852e+07</td>\n",
       "      <td>1.019399e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.095900e+06</td>\n",
       "      <td>3.427622e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.520897e+06</td>\n",
       "      <td>7.396040e+06</td>\n",
       "      <td>1.444732e+07</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2017-07-01</td>\n",
       "      <td>4.011072e+06</td>\n",
       "      <td>6.533431e+07</td>\n",
       "      <td>3.113705e+07</td>\n",
       "      <td>1.251689e+06</td>\n",
       "      <td>9.872031e+07</td>\n",
       "      <td>6.674453e+07</td>\n",
       "      <td>1.010726e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.734413e+06</td>\n",
       "      <td>3.972989e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.211789e+06</td>\n",
       "      <td>6.822216e+06</td>\n",
       "      <td>1.837025e+07</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2018-01-01</td>\n",
       "      <td>4.436160e+06</td>\n",
       "      <td>7.742968e+07</td>\n",
       "      <td>2.955093e+07</td>\n",
       "      <td>1.558491e+06</td>\n",
       "      <td>1.301291e+08</td>\n",
       "      <td>6.704464e+07</td>\n",
       "      <td>1.306647e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.640946e+06</td>\n",
       "      <td>3.873035e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>1.777498e+06</td>\n",
       "      <td>8.113269e+06</td>\n",
       "      <td>1.729726e+07</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2018-07-01</td>\n",
       "      <td>5.042355e+06</td>\n",
       "      <td>9.276766e+07</td>\n",
       "      <td>4.040953e+07</td>\n",
       "      <td>1.794955e+06</td>\n",
       "      <td>1.417987e+08</td>\n",
       "      <td>8.082066e+07</td>\n",
       "      <td>1.416816e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.078771e+06</td>\n",
       "      <td>4.898255e+06</td>\n",
       "      <td>9.961077e+05</td>\n",
       "      <td>2.130636e+06</td>\n",
       "      <td>8.814543e+06</td>\n",
       "      <td>2.096508e+07</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>2019-01-01</td>\n",
       "      <td>5.711375e+06</td>\n",
       "      <td>9.731505e+07</td>\n",
       "      <td>2.754210e+07</td>\n",
       "      <td>1.371365e+06</td>\n",
       "      <td>1.604458e+08</td>\n",
       "      <td>6.192523e+07</td>\n",
       "      <td>1.494790e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.379135e+06</td>\n",
       "      <td>4.596158e+06</td>\n",
       "      <td>2.398414e+06</td>\n",
       "      <td>2.952093e+06</td>\n",
       "      <td>9.885745e+06</td>\n",
       "      <td>1.476086e+07</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>2019-07-01</td>\n",
       "      <td>5.315032e+06</td>\n",
       "      <td>9.169963e+07</td>\n",
       "      <td>3.601216e+07</td>\n",
       "      <td>1.842287e+06</td>\n",
       "      <td>1.716921e+08</td>\n",
       "      <td>7.526357e+07</td>\n",
       "      <td>1.345178e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.017480e+06</td>\n",
       "      <td>1.968253e+06</td>\n",
       "      <td>4.868939e+06</td>\n",
       "      <td>2.437803e+06</td>\n",
       "      <td>2.074587e+06</td>\n",
       "      <td>9.561300e+06</td>\n",
       "      <td>2.592202e+07</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>2020-01-01</td>\n",
       "      <td>5.065277e+06</td>\n",
       "      <td>1.028267e+08</td>\n",
       "      <td>2.490151e+07</td>\n",
       "      <td>1.395870e+06</td>\n",
       "      <td>1.986807e+08</td>\n",
       "      <td>6.972258e+07</td>\n",
       "      <td>1.712289e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.431100e+06</td>\n",
       "      <td>1.313800e+06</td>\n",
       "      <td>4.710893e+06</td>\n",
       "      <td>2.886328e+06</td>\n",
       "      <td>1.555484e+06</td>\n",
       "      <td>1.158097e+07</td>\n",
       "      <td>2.504403e+07</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2020-07-01</td>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>1.229250e+08</td>\n",
       "      <td>4.975311e+07</td>\n",
       "      <td>2.614413e+06</td>\n",
       "      <td>2.236624e+08</td>\n",
       "      <td>9.768018e+07</td>\n",
       "      <td>1.987226e+07</td>\n",
       "      <td>2.642821e+03</td>\n",
       "      <td>2.178148e+06</td>\n",
       "      <td>2.190103e+06</td>\n",
       "      <td>6.676133e+06</td>\n",
       "      <td>3.623878e+06</td>\n",
       "      <td>2.180507e+06</td>\n",
       "      <td>1.264905e+07</td>\n",
       "      <td>3.671500e+07</td>\n",
       "      <td>7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>2021-01-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.454085e+08</td>\n",
       "      <td>5.284114e+07</td>\n",
       "      <td>2.114849e+06</td>\n",
       "      <td>2.545917e+08</td>\n",
       "      <td>1.042537e+08</td>\n",
       "      <td>2.550518e+07</td>\n",
       "      <td>4.769745e+06</td>\n",
       "      <td>1.930850e+06</td>\n",
       "      <td>1.601862e+06</td>\n",
       "      <td>8.244141e+06</td>\n",
       "      <td>4.243233e+06</td>\n",
       "      <td>2.292275e+06</td>\n",
       "      <td>1.716467e+07</td>\n",
       "      <td>3.627773e+07</td>\n",
       "      <td>7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>2021-07-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.213798e+08</td>\n",
       "      <td>8.654674e+07</td>\n",
       "      <td>4.162657e+06</td>\n",
       "      <td>3.769997e+08</td>\n",
       "      <td>1.515834e+08</td>\n",
       "      <td>3.056649e+07</td>\n",
       "      <td>7.360029e+06</td>\n",
       "      <td>2.921018e+06</td>\n",
       "      <td>3.673612e+06</td>\n",
       "      <td>1.007248e+07</td>\n",
       "      <td>5.254224e+06</td>\n",
       "      <td>2.592008e+06</td>\n",
       "      <td>2.015715e+07</td>\n",
       "      <td>5.886606e+07</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>2022-01-01</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.100292e+08</td>\n",
       "      <td>9.185249e+07</td>\n",
       "      <td>2.304509e+06</td>\n",
       "      <td>4.151251e+08</td>\n",
       "      <td>1.828576e+08</td>\n",
       "      <td>3.785643e+07</td>\n",
       "      <td>8.548924e+06</td>\n",
       "      <td>2.759906e+06</td>\n",
       "      <td>2.748398e+06</td>\n",
       "      <td>9.679329e+06</td>\n",
       "      <td>6.494237e+06</td>\n",
       "      <td>3.811655e+06</td>\n",
       "      <td>2.475835e+07</td>\n",
       "      <td>5.180040e+07</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Trader_Id</th>\n      <th>tradingDateTime</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n      <th>group</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>2013-07-01</td>\n      <td>6.777140e+05</td>\n      <td>1.116038e+07</td>\n      <td>4.716016e+06</td>\n      <td>2.479058e+05</td>\n      <td>1.912741e+07</td>\n      <td>8.711802e+06</td>\n      <td>1.611418e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.262907e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.850608e+05</td>\n      <td>1.353459e+06</td>\n      <td>2.722120e+06</td>\n      <td>0</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>2014-01-01</td>\n      <td>7.492012e+05</td>\n      <td>1.280856e+07</td>\n      <td>3.991611e+06</td>\n      <td>2.507045e+05</td>\n      <td>2.209369e+07</td>\n      <td>9.354573e+06</td>\n      <td>2.018860e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>7.749235e+05</td>\n      <td>0.000000e+00</td>\n      <td>4.879468e+05</td>\n      <td>1.722575e+06</td>\n      <td>2.913333e+06</td>\n      <td>0</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>2014-07-01</td>\n      <td>9.417969e+05</td>\n      <td>1.639940e+07</td>\n      <td>5.762265e+06</td>\n      <td>3.260974e+05</td>\n      <td>2.640036e+07</td>\n      <td>1.122237e+07</td>\n      <td>2.286065e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>9.306881e+05</td>\n      <td>0.000000e+00</td>\n      <td>6.529736e+05</td>\n      <td>1.929471e+06</td>\n      <td>3.963787e+06</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>2015-01-01</td>\n      <td>1.412839e+06</td>\n      <td>2.333670e+07</td>\n      <td>8.156201e+06</td>\n      <td>3.418644e+05</td>\n      <td>3.672622e+07</td>\n      <td>1.581672e+07</td>\n      <td>3.646250e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.328558e+06</td>\n      <td>0.000000e+00</td>\n      <td>8.339622e+05</td>\n      <td>2.732150e+06</td>\n      <td>4.565062e+06</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>2015-07-01</td>\n      <td>1.514450e+06</td>\n      <td>2.737098e+07</td>\n      <td>1.011792e+07</td>\n      <td>6.516977e+05</td>\n      <td>4.389409e+07</td>\n      <td>2.226756e+07</td>\n      <td>3.897463e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.314409e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.205984e+06</td>\n      <td>3.269374e+06</td>\n      <td>6.052278e+06</td>\n      <td>2</td>\n    </tr>\n    <tr>\n      <th>5</th>\n      <td>2016-01-01</td>\n      <td>2.782703e+06</td>\n      <td>5.360930e+07</td>\n      <td>1.691556e+07</td>\n      <td>6.679628e+05</td>\n      <td>8.436659e+07</td>\n      <td>3.443144e+07</td>\n      <td>8.091702e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>2.647516e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.440253e+06</td>\n      <td>6.150923e+06</td>\n      <td>8.310283e+06</td>\n      <td>2</td>\n    </tr>\n    <tr>\n      <th>6</th>\n      <td>2016-07-01</td>\n      <td>3.571980e+06</td>\n      <td>6.430297e+07</td>\n      <td>2.735269e+07</td>\n      <td>1.616970e+06</td>\n      <td>1.073127e+08</td>\n      <td>5.522519e+07</td>\n      <td>1.009425e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.338804e+06</td>\n      <td>3.601292e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.373874e+06</td>\n      <td>7.452652e+06</td>\n      <td>1.534409e+07</td>\n      <td>3</td>\n    </tr>\n    <tr>\n      <th>7</th>\n      <td>2017-01-01</td>\n      <td>3.894157e+06</td>\n      <td>5.813772e+07</td>\n      <td>2.653581e+07</td>\n      <td>1.374892e+06</td>\n      <td>9.973556e+07</td>\n      <td>5.663852e+07</td>\n      <td>1.019399e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.095900e+06</td>\n      <td>3.427622e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.520897e+06</td>\n      <td>7.396040e+06</td>\n      <td>1.444732e+07</td>\n      <td>3</td>\n    </tr>\n    <tr>\n      <th>8</th>\n      <td>2017-07-01</td>\n      <td>4.011072e+06</td>\n      <td>6.533431e+07</td>\n      <td>3.113705e+07</td>\n      <td>1.251689e+06</td>\n      <td>9.872031e+07</td>\n      <td>6.674453e+07</td>\n      <td>1.010726e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.734413e+06</td>\n      <td>3.972989e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.211789e+06</td>\n      <td>6.822216e+06</td>\n      <td>1.837025e+07</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>9</th>\n      <td>2018-01-01</td>\n      <td>4.436160e+06</td>\n      <td>7.742968e+07</td>\n      <td>2.955093e+07</td>\n      <td>1.558491e+06</td>\n      <td>1.301291e+08</td>\n      <td>6.704464e+07</td>\n      <td>1.306647e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.640946e+06</td>\n      <td>3.873035e+06</td>\n      <td>1.096396e+01</td>\n      <td>1.777498e+06</td>\n      <td>8.113269e+06</td>\n      <td>1.729726e+07</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>10</th>\n      <td>2018-07-01</td>\n      <td>5.042355e+06</td>\n      <td>9.276766e+07</td>\n      <td>4.040953e+07</td>\n      <td>1.794955e+06</td>\n      <td>1.417987e+08</td>\n      <td>8.082066e+07</td>\n      <td>1.416816e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.078771e+06</td>\n      <td>4.898255e+06</td>\n      <td>9.961077e+05</td>\n      <td>2.130636e+06</td>\n      <td>8.814543e+06</td>\n      <td>2.096508e+07</td>\n      <td>5</td>\n    </tr>\n    <tr>\n      <th>11</th>\n      <td>2019-01-01</td>\n      <td>5.711375e+06</td>\n      <td>9.731505e+07</td>\n      <td>2.754210e+07</td>\n      <td>1.371365e+06</td>\n      <td>1.604458e+08</td>\n      <td>6.192523e+07</td>\n      <td>1.494790e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.379135e+06</td>\n      <td>4.596158e+06</td>\n      <td>2.398414e+06</td>\n      <td>2.952093e+06</td>\n      <td>9.885745e+06</td>\n      <td>1.476086e+07</td>\n      <td>5</td>\n    </tr>\n    <tr>\n      <th>12</th>\n      <td>2019-07-01</td>\n      <td>5.315032e+06</td>\n      <td>9.169963e+07</td>\n      <td>3.601216e+07</td>\n      <td>1.842287e+06</td>\n      <td>1.716921e+08</td>\n      <td>7.526357e+07</td>\n      <td>1.345178e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.017480e+06</td>\n      <td>1.968253e+06</td>\n      <td>4.868939e+06</td>\n      <td>2.437803e+06</td>\n      <td>2.074587e+06</td>\n      <td>9.561300e+06</td>\n      <td>2.592202e+07</td>\n      <td>6</td>\n    </tr>\n    <tr>\n      <th>13</th>\n      <td>2020-01-01</td>\n      <td>5.065277e+06</td>\n      <td>1.028267e+08</td>\n      <td>2.490151e+07</td>\n      <td>1.395870e+06</td>\n      <td>1.986807e+08</td>\n      <td>6.972258e+07</td>\n      <td>1.712289e+07</td>\n      <td>0.000000e+00</td>\n      <td>1.431100e+06</td>\n      <td>1.313800e+06</td>\n      <td>4.710893e+06</td>\n      <td>2.886328e+06</td>\n      <td>1.555484e+06</td>\n      <td>1.158097e+07</td>\n      <td>2.504403e+07</td>\n      <td>6</td>\n    </tr>\n    <tr>\n      <th>14</th>\n      <td>2020-07-01</td>\n      <td>5.577689e+06</td>\n      <td>1.229250e+08</td>\n      <td>4.975311e+07</td>\n      <td>2.614413e+06</td>\n      <td>2.236624e+08</td>\n      <td>9.768018e+07</td>\n      <td>1.987226e+07</td>\n      <td>2.642821e+03</td>\n      <td>2.178148e+06</td>\n      <td>2.190103e+06</td>\n      <td>6.676133e+06</td>\n      <td>3.623878e+06</td>\n      <td>2.180507e+06</td>\n      <td>1.264905e+07</td>\n      <td>3.671500e+07</td>\n      <td>7</td>\n    </tr>\n    <tr>\n      <th>15</th>\n      <td>2021-01-01</td>\n      <td>0.000000e+00</td>\n      <td>1.454085e+08</td>\n      <td>5.284114e+07</td>\n      <td>2.114849e+06</td>\n      <td>2.545917e+08</td>\n      <td>1.042537e+08</td>\n      <td>2.550518e+07</td>\n      <td>4.769745e+06</td>\n      <td>1.930850e+06</td>\n      <td>1.601862e+06</td>\n      <td>8.244141e+06</td>\n      <td>4.243233e+06</td>\n      <td>2.292275e+06</td>\n      <td>1.716467e+07</td>\n      <td>3.627773e+07</td>\n      <td>7</td>\n    </tr>\n    <tr>\n      <th>16</th>\n      <td>2021-07-01</td>\n      <td>0.000000e+00</td>\n      <td>2.213798e+08</td>\n      <td>8.654674e+07</td>\n      <td>4.162657e+06</td>\n      <td>3.769997e+08</td>\n      <td>1.515834e+08</td>\n      <td>3.056649e+07</td>\n      <td>7.360029e+06</td>\n      <td>2.921018e+06</td>\n      <td>3.673612e+06</td>\n      <td>1.007248e+07</td>\n      <td>5.254224e+06</td>\n      <td>2.592008e+06</td>\n      <td>2.015715e+07</td>\n      <td>5.886606e+07</td>\n      <td>8</td>\n    </tr>\n    <tr>\n      <th>17</th>\n      <td>2022-01-01</td>\n      <td>0.000000e+00</td>\n      <td>2.100292e+08</td>\n      <td>9.185249e+07</td>\n      <td>2.304509e+06</td>\n      <td>4.151251e+08</td>\n      <td>1.828576e+08</td>\n      <td>3.785643e+07</td>\n      <td>8.548924e+06</td>\n      <td>2.759906e+06</td>\n      <td>2.748398e+06</td>\n      <td>9.679329e+06</td>\n      <td>6.494237e+06</td>\n      <td>3.811655e+06</td>\n      <td>2.475835e+07</td>\n      <td>5.180040e+07</td>\n      <td>8</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# CarbonImpost6M['group']=[0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12]\n",
    "CarbonImpost6M['group']=[0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8]\n",
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "3d75b8d7-6730-452c-9f52-223271c191ec",
     "showTitle": false,
     "title": ""
    }
   },
   "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>Trader_Id</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>group</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",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1.426915e+06</td>\n",
       "      <td>2.396894e+07</td>\n",
       "      <td>8.707627e+06</td>\n",
       "      <td>4.986104e+05</td>\n",
       "      <td>4.122110e+07</td>\n",
       "      <td>1.806637e+07</td>\n",
       "      <td>3.630278e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.101214e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.730076e+05</td>\n",
       "      <td>3.076034e+06</td>\n",
       "      <td>5.635453e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.354636e+06</td>\n",
       "      <td>3.973609e+07</td>\n",
       "      <td>1.391847e+07</td>\n",
       "      <td>6.679618e+05</td>\n",
       "      <td>6.312658e+07</td>\n",
       "      <td>2.703909e+07</td>\n",
       "      <td>5.932314e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.259246e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.486936e+06</td>\n",
       "      <td>4.661621e+06</td>\n",
       "      <td>8.528849e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.297153e+06</td>\n",
       "      <td>8.098028e+07</td>\n",
       "      <td>2.703347e+07</td>\n",
       "      <td>1.319660e+06</td>\n",
       "      <td>1.282607e+08</td>\n",
       "      <td>5.669899e+07</td>\n",
       "      <td>1.198916e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>3.961926e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.646237e+06</td>\n",
       "      <td>9.420297e+06</td>\n",
       "      <td>1.436256e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>7.466137e+06</td>\n",
       "      <td>1.224407e+08</td>\n",
       "      <td>5.388850e+07</td>\n",
       "      <td>2.991862e+06</td>\n",
       "      <td>2.070483e+08</td>\n",
       "      <td>1.118637e+08</td>\n",
       "      <td>2.028824e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.434704e+06</td>\n",
       "      <td>7.028914e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.894771e+06</td>\n",
       "      <td>1.484869e+07</td>\n",
       "      <td>2.979141e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>8.447233e+06</td>\n",
       "      <td>1.427640e+08</td>\n",
       "      <td>6.068798e+07</td>\n",
       "      <td>2.810180e+06</td>\n",
       "      <td>2.288494e+08</td>\n",
       "      <td>1.337892e+08</td>\n",
       "      <td>2.317373e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.375360e+06</td>\n",
       "      <td>7.846023e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>3.989288e+06</td>\n",
       "      <td>1.493548e+07</td>\n",
       "      <td>3.566751e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1.075373e+07</td>\n",
       "      <td>1.900827e+08</td>\n",
       "      <td>6.795163e+07</td>\n",
       "      <td>3.166321e+06</td>\n",
       "      <td>3.022445e+08</td>\n",
       "      <td>1.427459e+08</td>\n",
       "      <td>2.911606e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.457906e+06</td>\n",
       "      <td>9.494413e+06</td>\n",
       "      <td>3.394522e+06</td>\n",
       "      <td>5.082729e+06</td>\n",
       "      <td>1.870029e+07</td>\n",
       "      <td>3.572593e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1.038031e+07</td>\n",
       "      <td>1.945264e+08</td>\n",
       "      <td>6.091367e+07</td>\n",
       "      <td>3.238157e+06</td>\n",
       "      <td>3.703728e+08</td>\n",
       "      <td>1.449862e+08</td>\n",
       "      <td>3.057467e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.448580e+06</td>\n",
       "      <td>3.282052e+06</td>\n",
       "      <td>9.579832e+06</td>\n",
       "      <td>5.324130e+06</td>\n",
       "      <td>3.630071e+06</td>\n",
       "      <td>2.114227e+07</td>\n",
       "      <td>5.096605e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>2.683335e+08</td>\n",
       "      <td>1.025942e+08</td>\n",
       "      <td>4.729262e+06</td>\n",
       "      <td>4.782542e+08</td>\n",
       "      <td>2.019339e+08</td>\n",
       "      <td>4.537744e+07</td>\n",
       "      <td>4.772388e+06</td>\n",
       "      <td>4.108999e+06</td>\n",
       "      <td>3.791965e+06</td>\n",
       "      <td>1.492027e+07</td>\n",
       "      <td>7.867110e+06</td>\n",
       "      <td>4.472782e+06</td>\n",
       "      <td>2.981372e+07</td>\n",
       "      <td>7.299273e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.314090e+08</td>\n",
       "      <td>1.783992e+08</td>\n",
       "      <td>6.467166e+06</td>\n",
       "      <td>7.921248e+08</td>\n",
       "      <td>3.344410e+08</td>\n",
       "      <td>6.842292e+07</td>\n",
       "      <td>1.590895e+07</td>\n",
       "      <td>5.680924e+06</td>\n",
       "      <td>6.422009e+06</td>\n",
       "      <td>1.975181e+07</td>\n",
       "      <td>1.174846e+07</td>\n",
       "      <td>6.403663e+06</td>\n",
       "      <td>4.491550e+07</td>\n",
       "      <td>1.106665e+08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n    </tr>\n    <tr>\n      <th>group</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      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>1.426915e+06</td>\n      <td>2.396894e+07</td>\n      <td>8.707627e+06</td>\n      <td>4.986104e+05</td>\n      <td>4.122110e+07</td>\n      <td>1.806637e+07</td>\n      <td>3.630278e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.101214e+06</td>\n      <td>0.000000e+00</td>\n      <td>9.730076e+05</td>\n      <td>3.076034e+06</td>\n      <td>5.635453e+06</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>2.354636e+06</td>\n      <td>3.973609e+07</td>\n      <td>1.391847e+07</td>\n      <td>6.679618e+05</td>\n      <td>6.312658e+07</td>\n      <td>2.703909e+07</td>\n      <td>5.932314e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.259246e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.486936e+06</td>\n      <td>4.661621e+06</td>\n      <td>8.528849e+06</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>4.297153e+06</td>\n      <td>8.098028e+07</td>\n      <td>2.703347e+07</td>\n      <td>1.319660e+06</td>\n      <td>1.282607e+08</td>\n      <td>5.669899e+07</td>\n      <td>1.198916e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>3.961926e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.646237e+06</td>\n      <td>9.420297e+06</td>\n      <td>1.436256e+07</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>7.466137e+06</td>\n      <td>1.224407e+08</td>\n      <td>5.388850e+07</td>\n      <td>2.991862e+06</td>\n      <td>2.070483e+08</td>\n      <td>1.118637e+08</td>\n      <td>2.028824e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.434704e+06</td>\n      <td>7.028914e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.894771e+06</td>\n      <td>1.484869e+07</td>\n      <td>2.979141e+07</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>8.447233e+06</td>\n      <td>1.427640e+08</td>\n      <td>6.068798e+07</td>\n      <td>2.810180e+06</td>\n      <td>2.288494e+08</td>\n      <td>1.337892e+08</td>\n      <td>2.317373e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.375360e+06</td>\n      <td>7.846023e+06</td>\n      <td>1.096396e+01</td>\n      <td>3.989288e+06</td>\n      <td>1.493548e+07</td>\n      <td>3.566751e+07</td>\n    </tr>\n    <tr>\n      <th>5</th>\n      <td>1.075373e+07</td>\n      <td>1.900827e+08</td>\n      <td>6.795163e+07</td>\n      <td>3.166321e+06</td>\n      <td>3.022445e+08</td>\n      <td>1.427459e+08</td>\n      <td>2.911606e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.457906e+06</td>\n      <td>9.494413e+06</td>\n      <td>3.394522e+06</td>\n      <td>5.082729e+06</td>\n      <td>1.870029e+07</td>\n      <td>3.572593e+07</td>\n    </tr>\n    <tr>\n      <th>6</th>\n      <td>1.038031e+07</td>\n      <td>1.945264e+08</td>\n      <td>6.091367e+07</td>\n      <td>3.238157e+06</td>\n      <td>3.703728e+08</td>\n      <td>1.449862e+08</td>\n      <td>3.057467e+07</td>\n      <td>0.000000e+00</td>\n      <td>2.448580e+06</td>\n      <td>3.282052e+06</td>\n      <td>9.579832e+06</td>\n      <td>5.324130e+06</td>\n      <td>3.630071e+06</td>\n      <td>2.114227e+07</td>\n      <td>5.096605e+07</td>\n    </tr>\n    <tr>\n      <th>7</th>\n      <td>5.577689e+06</td>\n      <td>2.683335e+08</td>\n      <td>1.025942e+08</td>\n      <td>4.729262e+06</td>\n      <td>4.782542e+08</td>\n      <td>2.019339e+08</td>\n      <td>4.537744e+07</td>\n      <td>4.772388e+06</td>\n      <td>4.108999e+06</td>\n      <td>3.791965e+06</td>\n      <td>1.492027e+07</td>\n      <td>7.867110e+06</td>\n      <td>4.472782e+06</td>\n      <td>2.981372e+07</td>\n      <td>7.299273e+07</td>\n    </tr>\n    <tr>\n      <th>8</th>\n      <td>0.000000e+00</td>\n      <td>4.314090e+08</td>\n      <td>1.783992e+08</td>\n      <td>6.467166e+06</td>\n      <td>7.921248e+08</td>\n      <td>3.344410e+08</td>\n      <td>6.842292e+07</td>\n      <td>1.590895e+07</td>\n      <td>5.680924e+06</td>\n      <td>6.422009e+06</td>\n      <td>1.975181e+07</td>\n      <td>1.174846e+07</td>\n      <td>6.403663e+06</td>\n      <td>4.491550e+07</td>\n      <td>1.106665e+08</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost6M=CarbonImpost6M.groupby('group').sum()\n",
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "80977e52-aa5f-46d9-8ff3-d3a24da34b5a",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
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       "<div>\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Trader_Id</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</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",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2013-07-01</th>\n",
       "      <td>1.426915e+06</td>\n",
       "      <td>2.396894e+07</td>\n",
       "      <td>8.707627e+06</td>\n",
       "      <td>4.986104e+05</td>\n",
       "      <td>4.122110e+07</td>\n",
       "      <td>1.806637e+07</td>\n",
       "      <td>3.630278e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.101214e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.730076e+05</td>\n",
       "      <td>3.076034e+06</td>\n",
       "      <td>5.635453e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014-07-01</th>\n",
       "      <td>2.354636e+06</td>\n",
       "      <td>3.973609e+07</td>\n",
       "      <td>1.391847e+07</td>\n",
       "      <td>6.679618e+05</td>\n",
       "      <td>6.312658e+07</td>\n",
       "      <td>2.703909e+07</td>\n",
       "      <td>5.932314e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.259246e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.486936e+06</td>\n",
       "      <td>4.661621e+06</td>\n",
       "      <td>8.528849e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-07-01</th>\n",
       "      <td>4.297153e+06</td>\n",
       "      <td>8.098028e+07</td>\n",
       "      <td>2.703347e+07</td>\n",
       "      <td>1.319660e+06</td>\n",
       "      <td>1.282607e+08</td>\n",
       "      <td>5.669899e+07</td>\n",
       "      <td>1.198916e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>3.961926e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.646237e+06</td>\n",
       "      <td>9.420297e+06</td>\n",
       "      <td>1.436256e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-07-01</th>\n",
       "      <td>7.466137e+06</td>\n",
       "      <td>1.224407e+08</td>\n",
       "      <td>5.388850e+07</td>\n",
       "      <td>2.991862e+06</td>\n",
       "      <td>2.070483e+08</td>\n",
       "      <td>1.118637e+08</td>\n",
       "      <td>2.028824e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.434704e+06</td>\n",
       "      <td>7.028914e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.894771e+06</td>\n",
       "      <td>1.484869e+07</td>\n",
       "      <td>2.979141e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-01</th>\n",
       "      <td>8.447233e+06</td>\n",
       "      <td>1.427640e+08</td>\n",
       "      <td>6.068798e+07</td>\n",
       "      <td>2.810180e+06</td>\n",
       "      <td>2.288494e+08</td>\n",
       "      <td>1.337892e+08</td>\n",
       "      <td>2.317373e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.375360e+06</td>\n",
       "      <td>7.846023e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>3.989288e+06</td>\n",
       "      <td>1.493548e+07</td>\n",
       "      <td>3.566751e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-07-01</th>\n",
       "      <td>1.075373e+07</td>\n",
       "      <td>1.900827e+08</td>\n",
       "      <td>6.795163e+07</td>\n",
       "      <td>3.166321e+06</td>\n",
       "      <td>3.022445e+08</td>\n",
       "      <td>1.427459e+08</td>\n",
       "      <td>2.911606e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.457906e+06</td>\n",
       "      <td>9.494413e+06</td>\n",
       "      <td>3.394522e+06</td>\n",
       "      <td>5.082729e+06</td>\n",
       "      <td>1.870029e+07</td>\n",
       "      <td>3.572593e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-07-01</th>\n",
       "      <td>1.038031e+07</td>\n",
       "      <td>1.945264e+08</td>\n",
       "      <td>6.091367e+07</td>\n",
       "      <td>3.238157e+06</td>\n",
       "      <td>3.703728e+08</td>\n",
       "      <td>1.449862e+08</td>\n",
       "      <td>3.057467e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.448580e+06</td>\n",
       "      <td>3.282052e+06</td>\n",
       "      <td>9.579832e+06</td>\n",
       "      <td>5.324130e+06</td>\n",
       "      <td>3.630071e+06</td>\n",
       "      <td>2.114227e+07</td>\n",
       "      <td>5.096605e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-07-01</th>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>2.683335e+08</td>\n",
       "      <td>1.025942e+08</td>\n",
       "      <td>4.729262e+06</td>\n",
       "      <td>4.782542e+08</td>\n",
       "      <td>2.019339e+08</td>\n",
       "      <td>4.537744e+07</td>\n",
       "      <td>4.772388e+06</td>\n",
       "      <td>4.108999e+06</td>\n",
       "      <td>3.791965e+06</td>\n",
       "      <td>1.492027e+07</td>\n",
       "      <td>7.867110e+06</td>\n",
       "      <td>4.472782e+06</td>\n",
       "      <td>2.981372e+07</td>\n",
       "      <td>7.299273e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-07-01</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.314090e+08</td>\n",
       "      <td>1.783992e+08</td>\n",
       "      <td>6.467166e+06</td>\n",
       "      <td>7.921248e+08</td>\n",
       "      <td>3.344410e+08</td>\n",
       "      <td>6.842292e+07</td>\n",
       "      <td>1.590895e+07</td>\n",
       "      <td>5.680924e+06</td>\n",
       "      <td>6.422009e+06</td>\n",
       "      <td>1.975181e+07</td>\n",
       "      <td>1.174846e+07</td>\n",
       "      <td>6.403663e+06</td>\n",
       "      <td>4.491550e+07</td>\n",
       "      <td>1.106665e+08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</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      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2013-07-01</th>\n      <td>1.426915e+06</td>\n      <td>2.396894e+07</td>\n      <td>8.707627e+06</td>\n      <td>4.986104e+05</td>\n      <td>4.122110e+07</td>\n      <td>1.806637e+07</td>\n      <td>3.630278e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.101214e+06</td>\n      <td>0.000000e+00</td>\n      <td>9.730076e+05</td>\n      <td>3.076034e+06</td>\n      <td>5.635453e+06</td>\n    </tr>\n    <tr>\n      <th>2014-07-01</th>\n      <td>2.354636e+06</td>\n      <td>3.973609e+07</td>\n      <td>1.391847e+07</td>\n      <td>6.679618e+05</td>\n      <td>6.312658e+07</td>\n      <td>2.703909e+07</td>\n      <td>5.932314e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.259246e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.486936e+06</td>\n      <td>4.661621e+06</td>\n      <td>8.528849e+06</td>\n    </tr>\n    <tr>\n      <th>2015-07-01</th>\n      <td>4.297153e+06</td>\n      <td>8.098028e+07</td>\n      <td>2.703347e+07</td>\n      <td>1.319660e+06</td>\n      <td>1.282607e+08</td>\n      <td>5.669899e+07</td>\n      <td>1.198916e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>3.961926e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.646237e+06</td>\n      <td>9.420297e+06</td>\n      <td>1.436256e+07</td>\n    </tr>\n    <tr>\n      <th>2016-07-01</th>\n      <td>7.466137e+06</td>\n      <td>1.224407e+08</td>\n      <td>5.388850e+07</td>\n      <td>2.991862e+06</td>\n      <td>2.070483e+08</td>\n      <td>1.118637e+08</td>\n      <td>2.028824e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.434704e+06</td>\n      <td>7.028914e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.894771e+06</td>\n      <td>1.484869e+07</td>\n      <td>2.979141e+07</td>\n    </tr>\n    <tr>\n      <th>2017-07-01</th>\n      <td>8.447233e+06</td>\n      <td>1.427640e+08</td>\n      <td>6.068798e+07</td>\n      <td>2.810180e+06</td>\n      <td>2.288494e+08</td>\n      <td>1.337892e+08</td>\n      <td>2.317373e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.375360e+06</td>\n      <td>7.846023e+06</td>\n      <td>1.096396e+01</td>\n      <td>3.989288e+06</td>\n      <td>1.493548e+07</td>\n      <td>3.566751e+07</td>\n    </tr>\n    <tr>\n      <th>2018-07-01</th>\n      <td>1.075373e+07</td>\n      <td>1.900827e+08</td>\n      <td>6.795163e+07</td>\n      <td>3.166321e+06</td>\n      <td>3.022445e+08</td>\n      <td>1.427459e+08</td>\n      <td>2.911606e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.457906e+06</td>\n      <td>9.494413e+06</td>\n      <td>3.394522e+06</td>\n      <td>5.082729e+06</td>\n      <td>1.870029e+07</td>\n      <td>3.572593e+07</td>\n    </tr>\n    <tr>\n      <th>2019-07-01</th>\n      <td>1.038031e+07</td>\n      <td>1.945264e+08</td>\n      <td>6.091367e+07</td>\n      <td>3.238157e+06</td>\n      <td>3.703728e+08</td>\n      <td>1.449862e+08</td>\n      <td>3.057467e+07</td>\n      <td>0.000000e+00</td>\n      <td>2.448580e+06</td>\n      <td>3.282052e+06</td>\n      <td>9.579832e+06</td>\n      <td>5.324130e+06</td>\n      <td>3.630071e+06</td>\n      <td>2.114227e+07</td>\n      <td>5.096605e+07</td>\n    </tr>\n    <tr>\n      <th>2020-07-01</th>\n      <td>5.577689e+06</td>\n      <td>2.683335e+08</td>\n      <td>1.025942e+08</td>\n      <td>4.729262e+06</td>\n      <td>4.782542e+08</td>\n      <td>2.019339e+08</td>\n      <td>4.537744e+07</td>\n      <td>4.772388e+06</td>\n      <td>4.108999e+06</td>\n      <td>3.791965e+06</td>\n      <td>1.492027e+07</td>\n      <td>7.867110e+06</td>\n      <td>4.472782e+06</td>\n      <td>2.981372e+07</td>\n      <td>7.299273e+07</td>\n    </tr>\n    <tr>\n      <th>2021-07-01</th>\n      <td>0.000000e+00</td>\n      <td>4.314090e+08</td>\n      <td>1.783992e+08</td>\n      <td>6.467166e+06</td>\n      <td>7.921248e+08</td>\n      <td>3.344410e+08</td>\n      <td>6.842292e+07</td>\n      <td>1.590895e+07</td>\n      <td>5.680924e+06</td>\n      <td>6.422009e+06</td>\n      <td>1.975181e+07</td>\n      <td>1.174846e+07</td>\n      <td>6.403663e+06</td>\n      <td>4.491550e+07</td>\n      <td>1.106665e+08</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "textData": null,
       "type": "htmlSandbox"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost6M=CarbonImpost6M.join(finYrStrt).set_index('tradingDateTime')\n",
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "1d67af07-7e6b-4e41-8e92-c1ec960251e2",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "CarbonImpost6M.rename(index=lambda x: str(x.year)+'-'+str(x.year+1), inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "a3c2b27f-b237-4803-82a7-e3c18046ed38",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
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       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
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       "        vertical-align: top;\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Trader_Id</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</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",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2013-2014</th>\n",
       "      <td>1.426915e+06</td>\n",
       "      <td>2.396894e+07</td>\n",
       "      <td>8.707627e+06</td>\n",
       "      <td>4.986104e+05</td>\n",
       "      <td>4.122110e+07</td>\n",
       "      <td>1.806637e+07</td>\n",
       "      <td>3.630278e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.101214e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.730076e+05</td>\n",
       "      <td>3.076034e+06</td>\n",
       "      <td>5.635453e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014-2015</th>\n",
       "      <td>2.354636e+06</td>\n",
       "      <td>3.973609e+07</td>\n",
       "      <td>1.391847e+07</td>\n",
       "      <td>6.679618e+05</td>\n",
       "      <td>6.312658e+07</td>\n",
       "      <td>2.703909e+07</td>\n",
       "      <td>5.932314e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.259246e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.486936e+06</td>\n",
       "      <td>4.661621e+06</td>\n",
       "      <td>8.528849e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-2016</th>\n",
       "      <td>4.297153e+06</td>\n",
       "      <td>8.098028e+07</td>\n",
       "      <td>2.703347e+07</td>\n",
       "      <td>1.319660e+06</td>\n",
       "      <td>1.282607e+08</td>\n",
       "      <td>5.669899e+07</td>\n",
       "      <td>1.198916e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>3.961926e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.646237e+06</td>\n",
       "      <td>9.420297e+06</td>\n",
       "      <td>1.436256e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-2017</th>\n",
       "      <td>7.466137e+06</td>\n",
       "      <td>1.224407e+08</td>\n",
       "      <td>5.388850e+07</td>\n",
       "      <td>2.991862e+06</td>\n",
       "      <td>2.070483e+08</td>\n",
       "      <td>1.118637e+08</td>\n",
       "      <td>2.028824e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.434704e+06</td>\n",
       "      <td>7.028914e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.894771e+06</td>\n",
       "      <td>1.484869e+07</td>\n",
       "      <td>2.979141e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-2018</th>\n",
       "      <td>8.447233e+06</td>\n",
       "      <td>1.427640e+08</td>\n",
       "      <td>6.068798e+07</td>\n",
       "      <td>2.810180e+06</td>\n",
       "      <td>2.288494e+08</td>\n",
       "      <td>1.337892e+08</td>\n",
       "      <td>2.317373e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.375360e+06</td>\n",
       "      <td>7.846023e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>3.989288e+06</td>\n",
       "      <td>1.493548e+07</td>\n",
       "      <td>3.566751e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-2019</th>\n",
       "      <td>1.075373e+07</td>\n",
       "      <td>1.900827e+08</td>\n",
       "      <td>6.795163e+07</td>\n",
       "      <td>3.166321e+06</td>\n",
       "      <td>3.022445e+08</td>\n",
       "      <td>1.427459e+08</td>\n",
       "      <td>2.911606e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.457906e+06</td>\n",
       "      <td>9.494413e+06</td>\n",
       "      <td>3.394522e+06</td>\n",
       "      <td>5.082729e+06</td>\n",
       "      <td>1.870029e+07</td>\n",
       "      <td>3.572593e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-2020</th>\n",
       "      <td>1.038031e+07</td>\n",
       "      <td>1.945264e+08</td>\n",
       "      <td>6.091367e+07</td>\n",
       "      <td>3.238157e+06</td>\n",
       "      <td>3.703728e+08</td>\n",
       "      <td>1.449862e+08</td>\n",
       "      <td>3.057467e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.448580e+06</td>\n",
       "      <td>3.282052e+06</td>\n",
       "      <td>9.579832e+06</td>\n",
       "      <td>5.324130e+06</td>\n",
       "      <td>3.630071e+06</td>\n",
       "      <td>2.114227e+07</td>\n",
       "      <td>5.096605e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-2021</th>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>2.683335e+08</td>\n",
       "      <td>1.025942e+08</td>\n",
       "      <td>4.729262e+06</td>\n",
       "      <td>4.782542e+08</td>\n",
       "      <td>2.019339e+08</td>\n",
       "      <td>4.537744e+07</td>\n",
       "      <td>4.772388e+06</td>\n",
       "      <td>4.108999e+06</td>\n",
       "      <td>3.791965e+06</td>\n",
       "      <td>1.492027e+07</td>\n",
       "      <td>7.867110e+06</td>\n",
       "      <td>4.472782e+06</td>\n",
       "      <td>2.981372e+07</td>\n",
       "      <td>7.299273e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-2022</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.314090e+08</td>\n",
       "      <td>1.783992e+08</td>\n",
       "      <td>6.467166e+06</td>\n",
       "      <td>7.921248e+08</td>\n",
       "      <td>3.344410e+08</td>\n",
       "      <td>6.842292e+07</td>\n",
       "      <td>1.590895e+07</td>\n",
       "      <td>5.680924e+06</td>\n",
       "      <td>6.422009e+06</td>\n",
       "      <td>1.975181e+07</td>\n",
       "      <td>1.174846e+07</td>\n",
       "      <td>6.403663e+06</td>\n",
       "      <td>4.491550e+07</td>\n",
       "      <td>1.106665e+08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</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      <th></th>\n      <th></th>\n      <th></th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>2013-2014</th>\n      <td>1.426915e+06</td>\n      <td>2.396894e+07</td>\n      <td>8.707627e+06</td>\n      <td>4.986104e+05</td>\n      <td>4.122110e+07</td>\n      <td>1.806637e+07</td>\n      <td>3.630278e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.101214e+06</td>\n      <td>0.000000e+00</td>\n      <td>9.730076e+05</td>\n      <td>3.076034e+06</td>\n      <td>5.635453e+06</td>\n    </tr>\n    <tr>\n      <th>2014-2015</th>\n      <td>2.354636e+06</td>\n      <td>3.973609e+07</td>\n      <td>1.391847e+07</td>\n      <td>6.679618e+05</td>\n      <td>6.312658e+07</td>\n      <td>2.703909e+07</td>\n      <td>5.932314e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.259246e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.486936e+06</td>\n      <td>4.661621e+06</td>\n      <td>8.528849e+06</td>\n    </tr>\n    <tr>\n      <th>2015-2016</th>\n      <td>4.297153e+06</td>\n      <td>8.098028e+07</td>\n      <td>2.703347e+07</td>\n      <td>1.319660e+06</td>\n      <td>1.282607e+08</td>\n      <td>5.669899e+07</td>\n      <td>1.198916e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>3.961926e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.646237e+06</td>\n      <td>9.420297e+06</td>\n      <td>1.436256e+07</td>\n    </tr>\n    <tr>\n      <th>2016-2017</th>\n      <td>7.466137e+06</td>\n      <td>1.224407e+08</td>\n      <td>5.388850e+07</td>\n      <td>2.991862e+06</td>\n      <td>2.070483e+08</td>\n      <td>1.118637e+08</td>\n      <td>2.028824e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.434704e+06</td>\n      <td>7.028914e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.894771e+06</td>\n      <td>1.484869e+07</td>\n      <td>2.979141e+07</td>\n    </tr>\n    <tr>\n      <th>2017-2018</th>\n      <td>8.447233e+06</td>\n      <td>1.427640e+08</td>\n      <td>6.068798e+07</td>\n      <td>2.810180e+06</td>\n      <td>2.288494e+08</td>\n      <td>1.337892e+08</td>\n      <td>2.317373e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.375360e+06</td>\n      <td>7.846023e+06</td>\n      <td>1.096396e+01</td>\n      <td>3.989288e+06</td>\n      <td>1.493548e+07</td>\n      <td>3.566751e+07</td>\n    </tr>\n    <tr>\n      <th>2018-2019</th>\n      <td>1.075373e+07</td>\n      <td>1.900827e+08</td>\n      <td>6.795163e+07</td>\n      <td>3.166321e+06</td>\n      <td>3.022445e+08</td>\n      <td>1.427459e+08</td>\n      <td>2.911606e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.457906e+06</td>\n      <td>9.494413e+06</td>\n      <td>3.394522e+06</td>\n      <td>5.082729e+06</td>\n      <td>1.870029e+07</td>\n      <td>3.572593e+07</td>\n    </tr>\n    <tr>\n      <th>2019-2020</th>\n      <td>1.038031e+07</td>\n      <td>1.945264e+08</td>\n      <td>6.091367e+07</td>\n      <td>3.238157e+06</td>\n      <td>3.703728e+08</td>\n      <td>1.449862e+08</td>\n      <td>3.057467e+07</td>\n      <td>0.000000e+00</td>\n      <td>2.448580e+06</td>\n      <td>3.282052e+06</td>\n      <td>9.579832e+06</td>\n      <td>5.324130e+06</td>\n      <td>3.630071e+06</td>\n      <td>2.114227e+07</td>\n      <td>5.096605e+07</td>\n    </tr>\n    <tr>\n      <th>2020-2021</th>\n      <td>5.577689e+06</td>\n      <td>2.683335e+08</td>\n      <td>1.025942e+08</td>\n      <td>4.729262e+06</td>\n      <td>4.782542e+08</td>\n      <td>2.019339e+08</td>\n      <td>4.537744e+07</td>\n      <td>4.772388e+06</td>\n      <td>4.108999e+06</td>\n      <td>3.791965e+06</td>\n      <td>1.492027e+07</td>\n      <td>7.867110e+06</td>\n      <td>4.472782e+06</td>\n      <td>2.981372e+07</td>\n      <td>7.299273e+07</td>\n    </tr>\n    <tr>\n      <th>2021-2022</th>\n      <td>0.000000e+00</td>\n      <td>4.314090e+08</td>\n      <td>1.783992e+08</td>\n      <td>6.467166e+06</td>\n      <td>7.921248e+08</td>\n      <td>3.344410e+08</td>\n      <td>6.842292e+07</td>\n      <td>1.590895e+07</td>\n      <td>5.680924e+06</td>\n      <td>6.422009e+06</td>\n      <td>1.975181e+07</td>\n      <td>1.174846e+07</td>\n      <td>6.403663e+06</td>\n      <td>4.491550e+07</td>\n      <td>1.106665e+08</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
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     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "0b07f145-71bf-415c-b3c6-dc225440d903",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[112]: Trader_Id\n",
      "NZWF         1.223850e+07\n",
      "NGAG         2.068134e+07\n",
      "PUNZ         2.301554e+07\n",
      "KING         2.588918e+07\n",
      "TAOM         2.833424e+07\n",
      "TODD         3.157948e+07\n",
      "ALNT         5.070380e+07\n",
      "SKOG         7.594366e+07\n",
      "TUAR         1.615139e+08\n",
      "NAPJ         2.385048e+08\n",
      "TRUS/CNIR    3.643370e+08\n",
      "GENE         5.740948e+08\n",
      "MRPL         1.171564e+09\n",
      "CTCT         1.494242e+09\n",
      "MERI         2.611502e+09\n",
      "dtype: float64"
     ]
    }
   ],
   "source": [
    "CarbonImpost6M.sum().sort_values()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {},
     "inputWidgets": {},
     "nuid": "ab38f54f-c143-4a31-adcf-f1b7131b5fc1",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "CarbonImpost6M.fillna(value=0.,inplace=True)\n",
    "CarbonImpost6M['Total'] = CarbonImpost6M.sum(axis=1)\n",
    "CarbonImpost6M['Big4']=CarbonImpost6M[['MERI','GENE','CTCT','MRPL']].sum(axis=1)\n",
    "CarbonImpost6M['Other']=CarbonImpost6M['Total']-CarbonImpost6M['Big4']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
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     },
     "inputWidgets": {},
     "nuid": "fb5f4873-68f6-4361-996b-d1b08719267c",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Trader_Id</th>\n",
       "      <th>ALNT</th>\n",
       "      <th>CTCT</th>\n",
       "      <th>GENE</th>\n",
       "      <th>KING</th>\n",
       "      <th>MERI</th>\n",
       "      <th>MRPL</th>\n",
       "      <th>NAPJ</th>\n",
       "      <th>NGAG</th>\n",
       "      <th>NZWF</th>\n",
       "      <th>PUNZ</th>\n",
       "      <th>SKOG</th>\n",
       "      <th>TAOM</th>\n",
       "      <th>TODD</th>\n",
       "      <th>TUAR</th>\n",
       "      <th>TRUS/CNIR</th>\n",
       "      <th>total</th>\n",
       "      <th>Big4</th>\n",
       "      <th>Other</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tradingDateTime</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",
       "      <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>2013-2014</th>\n",
       "      <td>1.426915e+06</td>\n",
       "      <td>2.396894e+07</td>\n",
       "      <td>8.707627e+06</td>\n",
       "      <td>4.986104e+05</td>\n",
       "      <td>4.122110e+07</td>\n",
       "      <td>1.806637e+07</td>\n",
       "      <td>3.630278e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.101214e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>9.730076e+05</td>\n",
       "      <td>3.076034e+06</td>\n",
       "      <td>5.635453e+06</td>\n",
       "      <td>1.083056e+08</td>\n",
       "      <td>9.196404e+07</td>\n",
       "      <td>1.634151e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014-2015</th>\n",
       "      <td>2.354636e+06</td>\n",
       "      <td>3.973609e+07</td>\n",
       "      <td>1.391847e+07</td>\n",
       "      <td>6.679618e+05</td>\n",
       "      <td>6.312658e+07</td>\n",
       "      <td>2.703909e+07</td>\n",
       "      <td>5.932314e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.259246e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>1.486936e+06</td>\n",
       "      <td>4.661621e+06</td>\n",
       "      <td>8.528849e+06</td>\n",
       "      <td>1.697118e+08</td>\n",
       "      <td>1.438202e+08</td>\n",
       "      <td>2.589156e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-2016</th>\n",
       "      <td>4.297153e+06</td>\n",
       "      <td>8.098028e+07</td>\n",
       "      <td>2.703347e+07</td>\n",
       "      <td>1.319660e+06</td>\n",
       "      <td>1.282607e+08</td>\n",
       "      <td>5.669899e+07</td>\n",
       "      <td>1.198916e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.515422e+05</td>\n",
       "      <td>3.961926e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.646237e+06</td>\n",
       "      <td>9.420297e+06</td>\n",
       "      <td>1.436256e+07</td>\n",
       "      <td>3.412220e+08</td>\n",
       "      <td>2.929734e+08</td>\n",
       "      <td>4.824854e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-2017</th>\n",
       "      <td>7.466137e+06</td>\n",
       "      <td>1.224407e+08</td>\n",
       "      <td>5.388850e+07</td>\n",
       "      <td>2.991862e+06</td>\n",
       "      <td>2.070483e+08</td>\n",
       "      <td>1.118637e+08</td>\n",
       "      <td>2.028824e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.434704e+06</td>\n",
       "      <td>7.028914e+06</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.894771e+06</td>\n",
       "      <td>1.484869e+07</td>\n",
       "      <td>2.979141e+07</td>\n",
       "      <td>5.829859e+08</td>\n",
       "      <td>4.952412e+08</td>\n",
       "      <td>8.774473e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-2018</th>\n",
       "      <td>8.447233e+06</td>\n",
       "      <td>1.427640e+08</td>\n",
       "      <td>6.068798e+07</td>\n",
       "      <td>2.810180e+06</td>\n",
       "      <td>2.288494e+08</td>\n",
       "      <td>1.337892e+08</td>\n",
       "      <td>2.317373e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.375360e+06</td>\n",
       "      <td>7.846023e+06</td>\n",
       "      <td>1.096396e+01</td>\n",
       "      <td>3.989288e+06</td>\n",
       "      <td>1.493548e+07</td>\n",
       "      <td>3.566751e+07</td>\n",
       "      <td>6.663353e+08</td>\n",
       "      <td>5.660905e+08</td>\n",
       "      <td>1.002448e+08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-2019</th>\n",
       "      <td>1.075373e+07</td>\n",
       "      <td>1.900827e+08</td>\n",
       "      <td>6.795163e+07</td>\n",
       "      <td>3.166321e+06</td>\n",
       "      <td>3.022445e+08</td>\n",
       "      <td>1.427459e+08</td>\n",
       "      <td>2.911606e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.457906e+06</td>\n",
       "      <td>9.494413e+06</td>\n",
       "      <td>3.394522e+06</td>\n",
       "      <td>5.082729e+06</td>\n",
       "      <td>1.870029e+07</td>\n",
       "      <td>3.572593e+07</td>\n",
       "      <td>8.219167e+08</td>\n",
       "      <td>7.030248e+08</td>\n",
       "      <td>1.188919e+08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-2020</th>\n",
       "      <td>1.038031e+07</td>\n",
       "      <td>1.945264e+08</td>\n",
       "      <td>6.091367e+07</td>\n",
       "      <td>3.238157e+06</td>\n",
       "      <td>3.703728e+08</td>\n",
       "      <td>1.449862e+08</td>\n",
       "      <td>3.057467e+07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.448580e+06</td>\n",
       "      <td>3.282052e+06</td>\n",
       "      <td>9.579832e+06</td>\n",
       "      <td>5.324130e+06</td>\n",
       "      <td>3.630071e+06</td>\n",
       "      <td>2.114227e+07</td>\n",
       "      <td>5.096605e+07</td>\n",
       "      <td>9.113651e+08</td>\n",
       "      <td>7.707990e+08</td>\n",
       "      <td>1.405661e+08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-2021</th>\n",
       "      <td>5.577689e+06</td>\n",
       "      <td>2.683335e+08</td>\n",
       "      <td>1.025942e+08</td>\n",
       "      <td>4.729262e+06</td>\n",
       "      <td>4.782542e+08</td>\n",
       "      <td>2.019339e+08</td>\n",
       "      <td>4.537744e+07</td>\n",
       "      <td>4.772388e+06</td>\n",
       "      <td>4.108999e+06</td>\n",
       "      <td>3.791965e+06</td>\n",
       "      <td>1.492027e+07</td>\n",
       "      <td>7.867110e+06</td>\n",
       "      <td>4.472782e+06</td>\n",
       "      <td>2.981372e+07</td>\n",
       "      <td>7.299273e+07</td>\n",
       "      <td>1.249540e+09</td>\n",
       "      <td>1.051116e+09</td>\n",
       "      <td>1.984244e+08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021-2022</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>4.314090e+08</td>\n",
       "      <td>1.783992e+08</td>\n",
       "      <td>6.467166e+06</td>\n",
       "      <td>7.921248e+08</td>\n",
       "      <td>3.344410e+08</td>\n",
       "      <td>6.842292e+07</td>\n",
       "      <td>1.590895e+07</td>\n",
       "      <td>5.680924e+06</td>\n",
       "      <td>6.422009e+06</td>\n",
       "      <td>1.975181e+07</td>\n",
       "      <td>1.174846e+07</td>\n",
       "      <td>6.403663e+06</td>\n",
       "      <td>4.491550e+07</td>\n",
       "      <td>1.106665e+08</td>\n",
       "      <td>2.032762e+09</td>\n",
       "      <td>1.736374e+09</td>\n",
       "      <td>2.963879e+08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
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       "data": "<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>Trader_Id</th>\n      <th>ALNT</th>\n      <th>CTCT</th>\n      <th>GENE</th>\n      <th>KING</th>\n      <th>MERI</th>\n      <th>MRPL</th>\n      <th>NAPJ</th>\n      <th>NGAG</th>\n      <th>NZWF</th>\n      <th>PUNZ</th>\n      <th>SKOG</th>\n      <th>TAOM</th>\n      <th>TODD</th>\n      <th>TUAR</th>\n      <th>TRUS/CNIR</th>\n      <th>total</th>\n      <th>Big4</th>\n      <th>Other</th>\n    </tr>\n    <tr>\n      <th>tradingDateTime</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      <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>2013-2014</th>\n      <td>1.426915e+06</td>\n      <td>2.396894e+07</td>\n      <td>8.707627e+06</td>\n      <td>4.986104e+05</td>\n      <td>4.122110e+07</td>\n      <td>1.806637e+07</td>\n      <td>3.630278e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>1.101214e+06</td>\n      <td>0.000000e+00</td>\n      <td>9.730076e+05</td>\n      <td>3.076034e+06</td>\n      <td>5.635453e+06</td>\n      <td>1.083056e+08</td>\n      <td>9.196404e+07</td>\n      <td>1.634151e+07</td>\n    </tr>\n    <tr>\n      <th>2014-2015</th>\n      <td>2.354636e+06</td>\n      <td>3.973609e+07</td>\n      <td>1.391847e+07</td>\n      <td>6.679618e+05</td>\n      <td>6.312658e+07</td>\n      <td>2.703909e+07</td>\n      <td>5.932314e+06</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.259246e+06</td>\n      <td>0.000000e+00</td>\n      <td>1.486936e+06</td>\n      <td>4.661621e+06</td>\n      <td>8.528849e+06</td>\n      <td>1.697118e+08</td>\n      <td>1.438202e+08</td>\n      <td>2.589156e+07</td>\n    </tr>\n    <tr>\n      <th>2015-2016</th>\n      <td>4.297153e+06</td>\n      <td>8.098028e+07</td>\n      <td>2.703347e+07</td>\n      <td>1.319660e+06</td>\n      <td>1.282607e+08</td>\n      <td>5.669899e+07</td>\n      <td>1.198916e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.515422e+05</td>\n      <td>3.961926e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.646237e+06</td>\n      <td>9.420297e+06</td>\n      <td>1.436256e+07</td>\n      <td>3.412220e+08</td>\n      <td>2.929734e+08</td>\n      <td>4.824854e+07</td>\n    </tr>\n    <tr>\n      <th>2016-2017</th>\n      <td>7.466137e+06</td>\n      <td>1.224407e+08</td>\n      <td>5.388850e+07</td>\n      <td>2.991862e+06</td>\n      <td>2.070483e+08</td>\n      <td>1.118637e+08</td>\n      <td>2.028824e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>2.434704e+06</td>\n      <td>7.028914e+06</td>\n      <td>0.000000e+00</td>\n      <td>2.894771e+06</td>\n      <td>1.484869e+07</td>\n      <td>2.979141e+07</td>\n      <td>5.829859e+08</td>\n      <td>4.952412e+08</td>\n      <td>8.774473e+07</td>\n    </tr>\n    <tr>\n      <th>2017-2018</th>\n      <td>8.447233e+06</td>\n      <td>1.427640e+08</td>\n      <td>6.068798e+07</td>\n      <td>2.810180e+06</td>\n      <td>2.288494e+08</td>\n      <td>1.337892e+08</td>\n      <td>2.317373e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.375360e+06</td>\n      <td>7.846023e+06</td>\n      <td>1.096396e+01</td>\n      <td>3.989288e+06</td>\n      <td>1.493548e+07</td>\n      <td>3.566751e+07</td>\n      <td>6.663353e+08</td>\n      <td>5.660905e+08</td>\n      <td>1.002448e+08</td>\n    </tr>\n    <tr>\n      <th>2018-2019</th>\n      <td>1.075373e+07</td>\n      <td>1.900827e+08</td>\n      <td>6.795163e+07</td>\n      <td>3.166321e+06</td>\n      <td>3.022445e+08</td>\n      <td>1.427459e+08</td>\n      <td>2.911606e+07</td>\n      <td>0.000000e+00</td>\n      <td>0.000000e+00</td>\n      <td>3.457906e+06</td>\n      <td>9.494413e+06</td>\n      <td>3.394522e+06</td>\n      <td>5.082729e+06</td>\n      <td>1.870029e+07</td>\n      <td>3.572593e+07</td>\n      <td>8.219167e+08</td>\n      <td>7.030248e+08</td>\n      <td>1.188919e+08</td>\n    </tr>\n    <tr>\n      <th>2019-2020</th>\n      <td>1.038031e+07</td>\n      <td>1.945264e+08</td>\n      <td>6.091367e+07</td>\n      <td>3.238157e+06</td>\n      <td>3.703728e+08</td>\n      <td>1.449862e+08</td>\n      <td>3.057467e+07</td>\n      <td>0.000000e+00</td>\n      <td>2.448580e+06</td>\n      <td>3.282052e+06</td>\n      <td>9.579832e+06</td>\n      <td>5.324130e+06</td>\n      <td>3.630071e+06</td>\n      <td>2.114227e+07</td>\n      <td>5.096605e+07</td>\n      <td>9.113651e+08</td>\n      <td>7.707990e+08</td>\n      <td>1.405661e+08</td>\n    </tr>\n    <tr>\n      <th>2020-2021</th>\n      <td>5.577689e+06</td>\n      <td>2.683335e+08</td>\n      <td>1.025942e+08</td>\n      <td>4.729262e+06</td>\n      <td>4.782542e+08</td>\n      <td>2.019339e+08</td>\n      <td>4.537744e+07</td>\n      <td>4.772388e+06</td>\n      <td>4.108999e+06</td>\n      <td>3.791965e+06</td>\n      <td>1.492027e+07</td>\n      <td>7.867110e+06</td>\n      <td>4.472782e+06</td>\n      <td>2.981372e+07</td>\n      <td>7.299273e+07</td>\n      <td>1.249540e+09</td>\n      <td>1.051116e+09</td>\n      <td>1.984244e+08</td>\n    </tr>\n    <tr>\n      <th>2021-2022</th>\n      <td>0.000000e+00</td>\n      <td>4.314090e+08</td>\n      <td>1.783992e+08</td>\n      <td>6.467166e+06</td>\n      <td>7.921248e+08</td>\n      <td>3.344410e+08</td>\n      <td>6.842292e+07</td>\n      <td>1.590895e+07</td>\n      <td>5.680924e+06</td>\n      <td>6.422009e+06</td>\n      <td>1.975181e+07</td>\n      <td>1.174846e+07</td>\n      <td>6.403663e+06</td>\n      <td>4.491550e+07</td>\n      <td>1.106665e+08</td>\n      <td>2.032762e+09</td>\n      <td>1.736374e+09</td>\n      <td>2.963879e+08</td>\n    </tr>\n  </tbody>\n</table>\n</div>",
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       "metadata": {},
       "removedWidgets": [],
       "textData": null,
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     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "CarbonImpost6M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "29197b42-ad99-48cf-a20b-37ae03a4219a",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax=(CarbonImpost6M[['GENE','Other','MRPL','CTCT','MERI']]/1e6).plot(kind='bar',figsize=[20,10])\n",
    "ax.set_ylabel('Million $',fontsize=18)\n",
    "ax.set_xlabel('Financial Year',fontsize=18)\n",
    "plt.yticks(fontsize=14)\n",
    "plt.xticks(fontsize=14)\n",
    "ax.set_title('Estimated annual windfall gains due to carbon price',fontsize=24)\n",
    "plt.grid(axis='y')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
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