{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "from datetime import timedelta\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "\n", "import cufflinks\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "from pyrecoy.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy.colors import *\n", "from pyrecoy.converters import *\n", "from pyrecoy.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy.framework import TimeFramework\n", "from pyrecoy.casestudy import CaseStudy\n", "from pyrecoy.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy.sensitivity import SensitivityAnalysis\n", "from pyrecoy.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy.forecasts import Mipf\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "\n", "--\n", "* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n", "* Graphs\n", " * EBITDA vs. baseline (earnings vs baseline)\n", "* Show COP curves in different cases, just for illustration\n", "* Energy report --> Check + add gas\n", "* Fix comparison reports\n", "* Model verification" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Meeting Notes" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "##### Meeting 25-11-2020" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR can help optimisation case\n", "* SDE++ should be included\n", "* Tsource sensitivity really gives interesting insights\n", "* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n", "* AP TNO: Update/verify COP curve\n", "* AP TNO: Update CAPEX\n", "* AP Mark: \n", " * Create graphs on COP curve with different Tsource, Tsink\n", " * Generate table and output in .csv (send it to Andrew)\n", "* Investigate opportunity to lower the COP and negative electricity prices\n", " * Technically feasible, but not really needed/possible to do it in this project\n", "* Could be interesting to run this model on a usecase with higher delta T\n", "* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "# ENCORE : Heatpump Optimisation Framework\n", "\n", "***\n", "© Mark Kremer \n", "July 2020\n", "##### Cases\n", "In this model, 3 cases are compared:\n", "* **Baseline** : All heat is supplied by steam turbine\n", "* **Heatpump case** : All heat is supplied by heatpump\n", "* **Hybrid case** : Steam turbine and heatpump run in hybrid mode, and are optimised on costs in real-time" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\n", " \n", " hp_vdg_e_power = 23.3 # MW\n", " hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 200_000 # EUR/MWth\n", " hp_opex = 0.01 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 35 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 10\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = 5\n", " storage_capex_per_MW = 8_000\n", " storage_capex_per_MWh = 10_000\n", " storage_opex_perc_of_capex = 0.02\n", " storage_initial_level = 5\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed.csv', delimiter=';', decimal=',')\n", " dt_index = pd.date_range(\n", " start=s.time_fw.start,\n", " end=s.time_fw.start + timedelta(days=365), freq='1T',\n", " closed='left',\n", " tz='Europe/Amsterdam')\n", " demand.index = dt_index\n", " demand['Total demand'] = demand['MW (VDG)'] + demand['MW (NDG)']\n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "ename": "NameError", "evalue": "name 'TimeFramework' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mC:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_10480/2051522086.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 21\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 22\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 23\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0msetup_model\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 24\u001b[0m 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\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mNameError\u001b[0m: name 'TimeFramework' is not defined" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " mipf = Mipf(start=s.time_fw.start, end=s.time_fw.end, tidy=True, include_nextQ=True).data\n", " \n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n", " s.storage_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage', data=mipf)\n", " \n", " s.cases = list(CaseStudy.instances.values())\n", " #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Tsource (VDG)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 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5AZo95cz4jTICNHvKePFqOwGaPXZWvJIEQgR27HzQ/eGf/IW7555tQUAXveJl7kUveP5UwYPhcs8997lfuegCJ8bPs084fr9yyHWvuODcxhz6p6/ftqCc/+l3f9OduPFZ+5X9gx/5hPvil/5+/t8PXrFigbmjf78mOJo9NWnyXiTQggDNnhbQ+BUTAZo9Jky8qAUBmj0toPErRQRo9hTh4sUFBGj2FMDipSSQISDGz0Uvf1nQ5JgGgCjDn7/rfY3RI5k1MF++futtC7J8xATa9MIz3bEbntmYPdoQ+tbW77g/uvRd7ryfP2feJBI+xx97bHN/+eDaz3zuC+61r35Fk0WEe7//Q3/tXvLiF1bN7qHZMw0tkM84aAI0ewZdvWMtHM2eseIf9I/T7Bl09U5E4Wj2TEQ1DPIhaPYMslpZqDERCJk9fubPjz/7+HnTRAyRB3ftcjq7JXQfZMMcccRhjXEi5suyZQe5G/7hRveCM366MU/835KsIjFmJPMmlW10y+Z/cVd/4boFxg6e8y/f80H3xt/4lXnzBf+GZ/qd3/o1t2TJgfuZPagC/3sh0yhWVbgWn5pZUTR7xvRi3PLtne6+HXvc2SesGdMTTMfP3rdjzl2zebu76LR10/HALZ6yltnzkRu2urM3rnGHrRrdGtMWxR37V665dbs7bNVSd+LTV479Wfp+gC5mDzXKVjuzoFEhEqVmz665ve7yG++lRhmaFbT8pHWrZkKjUjhyZg+0HB/GUelGRS3fn0/I7JlVLTdI0n6XMN5sQ63Odxbt3FrnRqV3OejJ7tEnrgh+K2fS4Et/+9mr3Rk/c1rzfSz/kiwgmCzvfu+HmuVMT1q1asHfcK1v9nzkrz/p9DIp+e0XnPEzjUECg+f/++o/up943nMaI+Yphxwybwj5mTu6MCGTJbSUy7LUS3/vjJ/+qaAhFMMfMp1Kq8q/nmZPV4Itvw+hvPnbO907Ljy+5R1m42sIUt70ic3uujefOtgC1zB7hNM7Ltg48wOEXEN508dvcyc9feWgDURh0MXsoUblWtK+v19/xwPubVfePmiNCpEoNXuoUbb2hKvO/NOvNPo05EkOC42c2QMtx4dxVJomtXx/PiGzZ1a13PIu6muo5aXE6l5/0Cde6Bb9cFfdmxru9oMLvmA2e8TsEKNlQfvZ/C/uIx/7pPuDt/y2W7Xy4AV745z6EydnzR5/WRXMEX0/+a1QVo42jvwi42+nnHzifsvQtPmC78BAwhIu7MmT2tdHfkvMHvkO7qH37tEZT/ibv7TLUDXZS2j2ZBH1cwE7XxtXcMJ/aPakebHztbUnXEWzx8bqsmvvclu2P8SBVAbXLGgUzR7bO1PrKpo9+0jS7KnTohhv2syeWdXy0lbGeLOUWN3rpyWzJ7a0KpS5IsZIW7PHX34lpgn2zsFSMf2JLeWKmT16Lx/cx99jx9+zB9dYM3tCy7to9tR9X8Z6t7decbvbNfcIB1IcSDlm9oz2VaTZY+PNWXMbp1kdIDCzx9Y+2lxFs4dmT5t2E/sOzR6aPTXbE82emjSHca/cBs06y+b7Ox4cWWaP7K2DDKLcJ7VXjphRcg/ZTyeW2WPds4dmT65WpvzvHEjZKnAWBlI0e2xtodZVszSQ6rKMixpla3GzoFEhEjR7bO2jzVWzpFEpPszsadN69v8OzR6aPXVa0r670OypSXMY9/LNHpggV13zJfeis89oTpnS5ofsyyN77Og9e9auOXTB/jb+yVYhc8Tfswf//0t/d4Pb9MIzFuzZA9K43913b3U/8x9+aj/wqb1y8LfL//Zzbvmyg9wFv/jz85s1h8yektO4QuXhBs3DeCeaUnAgZavMWRhI0eyxtYVaV83SQIpmT61WE7/PLGgUzZ7+25H+hVnSKJo9/bctmj00e2q2Mpo9NWkO416xDZq/+KW/ny+g3lQ5dhqXGDKy/Ar72eDkrfVHP3PBaVxvuPg1jYkkH30//FvsNC598pdPPnT0ulwj5Vv7lKcEj2GX077kel1W/Tt6rx78u79fD49eH8b7MF8Kmj22Cp2FgRTNHltbqHXVLA2kaPbUajU0e3wCzOzpr23NkkbR7OmvHcmdafbQ7KnZymj21KTJe00SAX3S1jieq6/f5wbN46hNZvaYqdPssaFi52vjhKtmaSBFs8feLtpeOQsaFWJDs6dti8l/b5Y0qovZ86sfvsUtX7KYex9mmhQnF2n25FXHfgXjTTsrXjldBGRZFp7azx7quyQweq749OebI+ifse5pVX+OZk9VnPabsfO1sZqFgRQze2xtodZVszSQotlTq9XE7zMLGkWzp/92JL+wa26ve8k7v8qj1w2ncUHLT1y3imYPzZ7iFzR09PqsankpPJo9pcR4PQmMlwDNngr8Rfj+87nHudM3rDbdcVbNntKB9ix0viGzB+1jxZID3NvPO87Unma185X28Zk3PM+tWLLYxKq0DZpuOqEXidnzjW0/cG/6xGb3jgs2uhOfvtL0tLOsUb9x5lHupaccbuI0CxoVAvGbf3WrW3nQYvfH5z/LxGlWNeqya+9y12y+30GjLB/hdNFp6xrDZ1Y+19y63V161Rb3sV872R22at9eDLkNmmfR7NmyfbdDRtMlL1rvzj5hjal5zLKWx94jmj2PNx3Gm6bXyJVque2uvIoE+idAs6cjYwygDlu51F2zeXvRTNysdb7gdNK6VQ4Do5KZuFkYSGmzB53J2lVL3Xuuu6tpmde9+VRTC/3Ujfc23ykZzJtuPKEXXX/HA+7ym+6Zf/dKyj1LZs+/3vege+d1d7vnPONJzbtXMoCcNY1625W3u6PXLC/WKLyzl990r/ldndBXyvxYbTVKtLzkXTU/1AReCPMCA/Mt2x9yt2zd4f7nq05069cszz7prJk9YHTZdXfNxwfaaKXZ83hzQcbXW6+83Z22/pCmr6eWx18lxJvCKRZvhsweajnjzVCrQrx5y7d3FGt5Vux5AQmMiADNno6gZWYJwZyl871vx1xjDN387Z3NL7/jwuM7PsF0fF1zspo9sqkg2FpNj+mgsfAptdmDAfauPXvdnffvNps9GFRcvfn+ZkAxKwMpGTgefejyhpWl3BhE3bdjTzN7bHlXp7Et+c/8D3f8m/u9K7/ZzJRDeyzlnmWNEk4lGnX1rdvdtp1zg9Yo3a6gUbvn9jZGhtWQnmWNkjZl0SgMKm6444HiyaNp1ioxt9auXNK8R1qjYmYPvnPz1h3FxuxQOcXKJVp+/TcfcCuWzs7eRpZ40zd7EFPMopYz3syrgsSbJVqevyuvIIHREaDZ05E1OhX5nLZ+dXbZjQQ2EI21K5fOlNkjnFB2pGrnPprtLJk9MG3ko1PaY7ww+JLvWAYUOe7T8HfpfOVZLctutHloMT2mgUPuGcXsaaNRWBaHTJdZMqSpUbkW5ZzWG1xNjQoz8zXKsuxGs50VjZKYSCief/Lh7uKzjmr+b8zs0Wytxmy+ZU/2FT4nLMdFf5/66O/MCifw0LFjLN70zZ5ZiTd1e6GW2975NlpuuzOvIoHREKDZ05Gz7iAsgS87333ALfsbzUrn62f2aLNHB740ex4n4He+FgMR3/nU1+51ux/ea8pw6SgNE/F13+zBQ+X2N6JGUaNSjdcfIFhMiZe/76YmswyfWTWkLYNzmj2u2XtN9jei2fP4m+ibPYw34yrlx+WheJNmz/7GPbXcZtxbJvYnIgDkQ5DAYwRo9nRsCtKpIID9/Studxedvi65seesD6TQmWzZtrtJKb7knPVJ+rNs9mAW7rQNq90VN92TzYKa9YEU9sLAhpW5PTG0QWQJajpKw0R8XZs9KDPMrtefdWRyY89Z1yi8e/jAQKRG7d+MtSHxCz9+mPuHf/33rEZpLZ9FsweDTewJlTNaZ9Hskf3m0NKQ/YRltjI4p9kTNnug5VhyhANBJAsq1OHMupaDE5awrV+7fD8tp9nzuNmDPm/9mmXuhi0PUMsDL5KOHa1aPhEBIB+CBGj21GkD2uy5evP2ZvYytezB73wxmPjIV7Y2D4NAZ6gf4YTO97CVS9xl192dPZ1EDxAQJF9+473NOv1LXrRh/rSOIfAKZfag833VaeuaE5RyJoY/kLpv556G1cVnHmU+eWnaOOrOF0v8LnzvTW7TCWuSp9f4Zg/2HcH7+ux1q8wnL00bJ9/sQXmxRj91ytusaxTevU0bD81qlJyKI21iyBql2702JP70F5/l3vy//oUalRkgQKOg07mMVt/swaEGH/7Kt5vNZq2nw02bRmldhhH47mvvcqcfs7rRcqvZgzgKmxZj2elQTzDTuowyQsex+bc13kTG1JvPWe++sHm7e3Bub3YJ2LS1I/28lnhTmz3Y/Pol7/zq/C1mTcvbxpsYs2DPROxBOkvxJtqXZVnuNL9DfT77LZv/xX3kY590f/CW33arVh6c/Kmrvvhl9/Vbb3NvuPg1bumSfac05j64/3/9s//u/tPv/qY7caPttNDcPS1/37HzQfeHf/IX7vhjj3W/ctEFlq+M7Bpm9nRErc0eGBEQPWvnKzPIyHTB0hLZlwbBD4I86xHJHYtQ7euYFcCGuXJsaqzzRdlgYqT24fE7XyxnuvrW+xtOMjOMTT8PW7V06jhhkLh7zyPzzx0ze95+3rFNAJKbCddmDzjhZKDlBy52L33u4U3gKxsTW49prdYgOt4InO7ctjuYheKbPRgknfT0lWazRz+a7GUgm1mevXHNVJmJeFewqSsywfzj532zB+WupVHTxgllt2iUDnxTGhXaa2SoGhUye5YfeIB7zy9vdBd98JYijUK7wSEF+EiG3TRrFHQDGRb+x9coyymA2uzRnHyNmjZDA4ywPBllSnFCX/fhG7bOZ9VZzZ47t+920EG9Lw34T5tGpbRc6w04lcabPnfRtmmNo6Dl2NQ7dMKdNnti8aY2e2Zdy/HetIk3dZuilncMeKfw62Ju3HPPtuDTX/SKl7kXveD5+/2tT7MHz/Tn73pfY7Y8Y93TXOy39HXf3/FgYw7pz48/+/igwfStrd9xf3Tpu9yDu3bNX/6CM3563tzxf39SqpVmT8ea6Gr2IACSATo6XwTBl37edlqQDE4nJfADCww2kYniGz6WzldXxX6bET6WZgojQzYlvPSqO5pgzlL+SQr8ZNmVzPLGzB6YhuBmMXtg7sAIEwMRLGF+gA84uUcXmTbanaTATwY+oX2Lapg9MCYxgwzzA4HOR7Gnz4372lfOaJ2kwam8Kwh68e7pjzZ7sIk1splyZo9eVoH2FNMoy8zWNGoU3plNG9dkDemQRuGdQ9ucdo0SvQ5losh7efwRB7s//6VnuU3vsBnScnIe/hvLeJGZgPevVKMmaTJEWISWhb71itsbcxHa/Nk3Ps+99kO3zGesxMIOuR/eOzklRzRdsoCh0ZYDC3AdPpNg8oteh/YtCmk5nhv9n8XskVO8hBO0HJmt8h5atBzGiSWO6BguZr+uD/D4iws2LoijQmYPyin7G4VuHtrnB+UEG7QhtE+0U8uyZtHy8085fL9JhWzBeriga7yZMnvQloai5X68GTLuxSS1xpvyzuFeiM8QU7TRcsTz6w9dno23emg++90ypeW+Rlm0fBTPPEm/IcbPRS9/WdVsmtLMHlx/zz33LTBfkG3jPxdMoKu/cF1j6Hzjjn/dL9Pogx/5hLvtG99YkH2Ee1/x6c+737/ktxojST649pSTT5wvN+594023TFR2D82ejm9LqdmDAAxr0hHw4phRzOTIOnVJ9cYjWTpf6cgtg1NLMfEs12y+vxHv0EdOM4plLmkWfoDV1uyRwSaeRzjJ7B8GodYTJvD7WNseK5uFj74Gphx+O5TFJPUSC8g1C9RzDbNHc0IZkd6NYAUf1JuVEzKJTjtmtbv4zCOrBHQ4SvjgJYujnXkquNADH7/NdTF7ZNApAR0CFVky1wwyDGYPfh/ZNBgMh9pAaXtCFtMtW3dG2ydYrFhyQHD5lQ7o/TanzR7rbLA+1r6WRuWWIlqctV/5AAAgAElEQVR5QaMwwIkNzMatUbKeX2uUZZN1lL+2RiGQxkaSNTQqNEAoNXtqaRQ4wcCYdI3y9cuSfai/I/2bsJfBJ/6/xezBvWDu1tSoWKYlnilVPl+vdXvy/6bf4ZzZI5McEjO11XL85iRolG/o6DjK/9sd23c3S9cs2Yc+JzF7/FgkpcPy+7XiKIk3u2pUqL+2xJshsycXb1o35p02LS81ezQn9MV479rEm9Oi5fNm9bpVjQlt0XJrTDOU60Jmj5/5I9ky2lxB+WHG/Ief/An3+S9c12TM6Kwa3+yJGS64z565OffOyz7gNr3wzAWGE8wYfPTSKvzbEUcc1mQexbJ/9PdKzCxc+94PfNS97jWvzC5TG1X90+zpSNo3ezAA9GfXQ4GNZPP4s8htOl/rQD5X1Jx5BMGDyRE7Nl2ePRSIWzpf/XzyLMIJnewlL14/v6wJqd6lZo81SM5xkoFZ7Lhvq9mDQA7rnI9Y+UTnHnVu2UEHzh9rLANE60yLDDIx44L9WC679u4Fna/ltCopl9XwsHBKmRTyezFzRQY+zUa5L9qwwDAKmT25DXWRMScnAt23Y497yzkb5lPh25g9eAaLKWvhJOWJBe5g0dTLhcfvdzt/LwdthHQxe+Tdw3+fvuGQ+UyXSdeo2Gy33mOnpkbJu+enwpdoFNolZmAnVaP0Uom2mT3CCWYrtFw0CgMFaHkoMy307qQmFSzvmn9NXxrV1uzBoAlMsLwbm6lfvfn+5pHbmD3gWlOjUv2/1ezxMwLbmj1ghI9kHiJbrIvZUyuOkszI2GbcKUNaazk0Su/j6Js9KHtuObx8R7J58N/Y1wibhbedXKylUfJssQxRaxwFThedum6BqS0agRhtw5rlQU4hswfXw0DrouU6jrKYshbNQnlqxZshLReNsMabiNnQ9sAJGYeIrbTZMzQtnzSzZ+sDP7A0m+rXrF7+RLd8yeLgfUNmiDZU8KW//ezV7oyfOc3d/e3vzGfS4N9h9qx9ylOaLBt8YNg8+4TjGyNGmz0wiSQbJ7R/T8xk8c0c61Iv/T39zLl9hmKmU/UKKbghzZ4CWLnAE6nAMmMSu62Ihk6l1Z1am4GUDIZzHX+uqPIculPRHfJ9O+ei5fPThf30f70sAJkeeFaYRrGsCG084VoxBKQzKhlI6UGeBDiW7I0Ur2ZGYuOaBSc8yCzFpuP3LQGJzRQKC9wf7eAXT167n9nTtvOV70ngLQMpa4CmB1JvvfJ2h5TtLunteI5tO/csMAjxb4c9aUkzM5/ak0jvX+EH4v4AAanou+YeSS5VE8NE6hXGiQTeXcwe3C+3NCr37kl5dLuUQQPeEwRT+OTMHlyjBxkhs2ccGmXdByfHSQ9epF3W1ijcV/Z5SJ2eVFOj/OwsS9CdY1VTo7QGtDV7ZIBQU6Ogs13NjL40qqvZI++76FYXs0eMkdR+grn2JBql3wnJcPyLC493b73iG9F907Re+31RDbMH/TruA6P37ece1/S/DT9jlqZkv4JxbmmUlZOOgeT9hpbDMIv1F34cpWOIGmaPLC+VWLFNvClccY/c6XIpVnpCT58ohmcSkwtZ8LkMafyGb4ToOAZ/Dz1ryOwRjeoSb06TluMUU8THteJNsMa71CberKXl2L9LL22UeBNtypJJjmf34802Wp7TiS5//7m//GqzbcOoP599w/PMZo8YHk855JD9ljNpEwVl8JdZaZNIzJ7n//Sp7m+u+ExyU2fsp/OZz33BvfbVr1iwmbNvvuglXDCNYpk9uB+e5Xd+69cag0obTf7ePf5m0P7SrlHXlf97NHs61oB0KhCXO7c9lJ1p6cPs0Z1vykDJFVU6KZ2qKv8GUwbmRmygqL+LdeB+AK473+VLD2iOyk4FYn0NpKQzt+w3kuKF8mB/It2pSBn1crPQfgG4TtJg8d9/fO6GebMn1PnGZnTk+aQD051lV7NHyuDPLubakP936SR1u5R/y3GSMoSCB3mPZD+M3PKdJuB7LDtGnrGG2aOXgtUYSOn3RsqI9xFGlgz+fMZYKoeZWtnQVb9XvtmDU1hkVjdWl8JSBpcIttsa0vJstc2eLhol715Mo7TZM+0a5Wf0lWiUZHb5ga/c48xjD3FvPufoZs+enJ72oVGSKTSpGtVmgKB1W973kNljWXIkvy/LLLCkC6aMv4m7VdNlDyJd16JReulwaHJANAW/hUwc/fxdzR7sbfT+V5/YxCb4j/TxEhfl9uzRs/aieV3iKM1ETAzRT2Q8YCP9nNkjk4GhiTcpl5gYlmVccj8/Tu1q9ljMtFj70kwkG14O5kAbxURTamICzy7lCk28+Zz8Zx2F2YNyIabL6WPuHURZu2i5jjd1nOLXvxhtqX2+UlqOcozb7PH1pUa82UbLc3Xa5e/TktnjL+OSDZtLzZ6P/PUnG1yxDZ+FZczswd/1Xj6hPXZCp4NZMntiy7to9nRp4RP4XRFLf0CUGkhd/80Hms3MpCNrO5DyZ3q6OuNyP21i+EtEcmYPAvCPXL91v40otdmD4Cs3c9232dM1ZVvKo4NW3XFK0Bkze8AJS/6wfEObPX7nCwdfTtWKtak+BlISROE3u6Qi645WAgg9CElxkoEP0kb9vQl0gK5Nm5ThMg1mj26XuozaoPLbgVyHAQqWAunAUps9+Pu2HXMmQ1rW4HfVKF0GyZ6qMUAYskbJuzdJGhUaIFzw3MPdq05f586/7B+pUQGNCg0QYvtuyTutzZ71a5Y1+8yFzB7LOyS/L2YxBkGW78X6GbmfHlj7GhU7EVHMnovPOnK/iZ6uZo+YYiGzJ3fUvQxO8V0xYvC/u2SLyXPopSxiejcDlsf2OEllaUKrYa7JEfSNSfbtnQsyltqYPV2M+1C82aU96ftJhpA13kTZEffoOCqkUX6Gjo7HRmH26OVOXSaDasabKbOna7zZ1ezxTbvSIZ9olDZJa8SbbbS89Nmn/frcnjYwYv7yPR90b/yNX3E4/UrMFZQ7l9nzxS/9nbvkjRe7D//V3+y3H4/mltorR7J0XvOqC93HP/m3C/bT6bJnD82eCWy5/i7d8ohw4L74pb9f8MTaQcT3xFn0j2MLmT2pDrDmrLk+NUenyGMJAvYkKT2FQ3e0YmJYO19tzmCJlR/0hcye1IzsKMwerDVGFlKbTZulPLpTKTF79Ga5KbOnCfQXPTp/uk/otdJmjwz0u2b2aLMH/xuzkaEjTnOvuZwEoTtxv/ONBdZShtDRqSGzB+nx/gkm+vlwPwygsHm1HiC02edBd/6yxwaCqLanmfkDHj0IkVNm5JljZo8sUdQ8tdmjA/1UZkBNjZJy6aWmspRgXBoly+IsGpXKqutLo7TZs+mEQxtDuM1SypoalTJ7LvnUN4o0SvrHmholy3i6cEppVGpfMbSjkEb5AwQM3u+8f3dWo0RPpH12NXtEP8TswXt34tPDhwuk9FzKozMMLrv2LoeNwOU3cmZP6ITJkNmDf4NGrXvyEvfw3F538IqlCx5NZwqlzB6LaaN/X949GGSHP2lJszyo9KPvJyaG/jfJgkqZPWjP8n74y1Wb8l6wsXksTPClDC297LWrcR8ye2Tz79TG3TF++n5SBmu8KWaPjqNyZo/fFkZh9kj2cnOYx2NL19tk1vWt5XppbUm8Kf2jtNWuZo9McKCttjn1TThNgpaX6sa0X++bHlg6ddU1X3IvOvuMZklVF7Pn67fe1uznMzf38H7GkOaW2itHLyvDd/RmzSGzx3oaV2xjam7QPIYWjYr8r3/235tffsEZP73f+sHQTt3ymH4j8K/VGSp6yVNsE+M+BlLS+cuGaZg9xCk6qY2iQ9WgO1oRS2vnK9fN7y+y6NFmU9cT161sTAJwQseAwQs6OxHlWLq0P5CSoEl4l+zZo8ugN+CDgYGMkTYp2/L8evaujdmD7J4zj1vtnvmUZe556w9puMhx8giqJcBOBXTa7OljIIUOGOug0Z5KT54SJvieGDF6qVpqFtU3e2DOYRNOtCnsq4AMOWz0ijqQYDo1MxRaIiHvY+mePVIv+G1sii37BcHcwga02CS75IPnuPrW7c17K4ZdaWaPmD2nb1jdmHOot7u3P+h+78pvzs/oT4JGoY1evXl7k9mWOjY4p1GyiXmpRslACsE36q+WRkkGXFeN0mYPBuj4lO6NIcsh8F057lr/m/xGzMSQMmAfOtQTjHkYpWhTolHn//ga9/SnLHMwe3JZI31rlL/XRsm7F9IoMalznFIahT1soHsYtGiNShkQWqP6MnsQJ1hPiNMc8WxyHLzuZ/SpYVazBwzABu0JJj20/PVnHdW0VTmxFIbL7//c+rGYPXJiYxtO0qfozbG12SPGmMXsEY0CC8nKBPuj1y6b3zbAX06u68xq9lhOmYplkssAv1Sj5H4Nj8cmtKxa7ps98xp16HIn2wSE4k39jCmzp1a86Wu5deNiXYchLZfy479zGmXRcnkfJa5JTVintLyt2aNNMcn+a7P0rU8th/b58abFTC7pi6b52tgGzTqRQva1KV3GJWaPmEZ/dOm73Otf9+rgEe+xpA6wlcQNf38d7RFIHfiJHfLv/l49+PfQ/Xj0+hhbcyqzx3f65DH93cR98wfiIkE+RBlZAqk9MbTZgwAHa83bLuPSAYQ8LzpObIiL2eDS5Te6o5VOydr56jJIh9EMNNatcps2HtocN687EDl9Jtap+GZPrYGUcNKBZm5PHL/J6pNz8Dc8W9uBFOpQPtLh6Q4Ev+Wnc/vP08dASv8G2gI28WuTsi2dL+6nU6p1kGLN7JFnwn0uveoOt3bl0vkNi8EptfElvtuH2SPPhID7laeta8xDfEoDXz1AkMC7rdkjzwSu3/neQ+7a27/XWqNkb4kaGoV3TrJUUFf435a9R3Rb1Hoks4D+EgmZwfbfk5RGyV4dk6RRss8CylEa+GpOolEhLbeYPTGNOvfEQ93SJYvdwz9yyc158ft9a5SY+H1pVMxs980eaXN4no8+NjstmRnoI7DEGZmFsSUdfZg9+j0QTtbTGfV3JcNImxg6ewnXWs0erVHQAq3lOo666k3PS5o9mNgSo91fxiX7qeWyvUJxlI6nSpffaC3XmQryHpWYPWL2YhIDH7AKxZuxdi9lE0MgtozLsmTU1xTpw+UQiLYaJTqnn03HB6kNmiWzR7OFKY1ss5yWp8ye2vGmxFA6DvL7p9j/D2m5PnSkxOzJxZt49970sdv224ZBP1sfZo/cH7p03slHNHGUxYAMxcI6TpQtI3R7smZp+lp+9sZDm2W1+Fi03Fq/vK4uAf+krbp3z99t3L8fe8KZ2qDZuoxLlnBJ2pccAQeIOhXtGeue1gSxX/ydn5zne8vWne53P/nPC/5Nw/9/vvIdd/PWne6kdSub//7zX/oxp7/zgj//h+byV/7U09wvn/q0ZMuSe339O/uOIMVnzcolbvvOueZ///rzj3TnnXxYvnU+doU8h3wB5cJvfPR/f2f+mfC/dXnlWl2G3/mbf3byTAjGsOcKMhb+7GU/1syiywdl9f/Nvx/+rnnKdz76le80v/Hsp61sGKY+8myaDa5HRgaeC8HB//jlZ3fipNmh7sApVjYpw9e37pxnq5/Hr3vwRHuJtQe5HzjJb8p30MakLkL15hda2l8IBni995XPdqhT6wf3E+7ybLqNg1OsrUsZnr1uZdMG5CNLsfy6l/ch1h40E+Ep33nlqU+b/41Yveky6zYu/47nEdb/56aj3QuPP9SKqXnPpK6kXP/t6jvdF267v2nj8gmVDd+9Ycu/u/e+8gSn6w/1hU1ZMRgap0aJfkgZzn3O4e7Kf7y3+b/4379xxjPMnMADXPBBO7zy9c+tolG4HziNW6Ow4bicsiEDWbw/K5ceMFEahb7lhc96slty4GL3xMUHuHFr1KlHr3ZfufOBRsv/28uwCXGZRsm7W0ujpG/xta2NRoEtPtAseZfaahQ4oa9CG0OfB17WjzwHNE7KJToIfv96/2533nMOD/ZTuty+RqEP9rVc+tPPveG57ocP73XLly1Z8JihOEpiFYkZcM9Uvyk31DGOzwLt6NfPOLKzluvfED0PaXkqjhKN8vvxVBwlvysxCb4bijdL4ijNSLQcuoXY7g9/4Rhrc5p/Dnn39LPhJvqZQzcNxVHy3lu0fO6He90jj/zILVt64Pyz1Iw3tZbr5z9t/ZPd//XzxxZzki/EOLWNN/1xQhctxzOKRrWNNxE33XDHvzcahf69tpbHOMXizbZafsABTzDXMS+sS0AydfyMm7q/sv/dJLvp+GOP3W8FUd+/nbs/zR6PkKRoIUXs2A3PdO+87AMLNoQKmT2Xv+6k+bvcds8u97bPbHH63/RPfPLG+9yt393VLN25699+4P7jaU91+jvnv/fm5vJfOuUw97JT0kaN3Ouf7921Xz0fuuJA99APH3E/e8Kh2fvIl//fr9/vPvSV787fC2VAWfB88kx/c+N9wbLpMrz101tc6Jn+80vWu+OPWDF/f5TV/zf5o9zvz156rPu/b/iue/vPr2/+JN/5xNfua37jxw5fMf+3WGOXe+Fa/7nAGWU649jV7vVnPD33vjR/l/vJxXjGr929o7mP5hQrm5QB95Hv6B9+9alPdT/77MeNAvA84akrovWomaA9HfWUg5x8B21Nyhxrk/q3ca8QpyMPOcjd/b0fNPUHTmsOPtDESt8PPPBBm9KcYm1dyoDflO/oH/XrHu/DV+/e4VAfoY/cD4EgGKHO5R264LmHzf9GrN70PXGvhx5+pGGiP+C07MAD3L/teti96tSnup84apWJk36XUa7fPPPp7g8+s8Vtf/Dhpj7kI++Bvql8F38T/fB/dJwa5bdxaV8vPuFQ9+VvPuBedvJhC9p7ChjKqu83Cxr15rOPcn96zV1NW8L/tnxEo9AW0U7/xyt+zH35Gw9U0yi8I886bLlbtMi5RYsWzetNrM+qrVGiR8Ji+ZIDHPo8vI94t8FpEjTK1zb9rlo1Cv0fYgX0AdL2rRoFHqh/zen4w1e4zffsagZR0HLdJ6faFjQPH/QnKNfzj129QKPk30NtIKdRvpZL+/3Ur53oHn3UuSc8YdGCR7v06rsac1bHUaINYIP+AvdM9ZtyQ19T5N/x7uADTl20HLqs4yjR85CWW+Iovx9PxVFSNtTzdbc/0MRKoXjTEkfFOIHRGcesdl/91o6ieNOPy1AuxJ+IQ3V8EItbcnFULt589EePukfdvrY1qnhTdKtNvNmnlmsNGHW86WsOtBzjFmhdH1oe085cvFmq5U9eaTfSLX06ryGBLgRo9gToydKtM376pxqzJ5fZo9NM9VKBUMVIiq9ODe6yRAIptEh9RHqvfLDeXE77sqTnyvf0vieSLqyX4ehUYL9ssSUS+jo/fVLvd5S6n/5bl/0wZJmU/0zYwwAf67I3vdZc9qq47Lq7mqVO+JSm1a45eInb/uC+bCx8fE7+Ro0+qxDHLpuf5jiVLJWQ/T3QnrCEAHv/SFsVTtZlXLKPgpTfb9vSfmP1GOLYZc8eyTCSVHs8F9LtsTxJL3WwCDSW6mHwgs1TD1u11Ok9hCwbNMtyK/2+6t8dp0Z96mv3uhVL9+0jVkujpC3IPkVyX2rUPhKiUWiPeN9k6SPaZhuNktlNrVFHrT6wWcZ14BMX77eZ7LRqlOwnVUujfG0L9f+aVUqjsEQK7xJmvC0aLBvSQxuwMbR+R2TpTcmeE7gfjA98FydEyimJuK8sxYndT5dbNErrua/l0n5jy7hkSZmOo9ou44L24r1Yv3b5gjgKy0gQW2FJUMmSEilrSMuFVdPPX3j8fl1DKI7y+z2/f0vFUbIX3Mdfd/L8b4XiTUucKHx9LUAGy+vPOrJZqm+5jzyIr1G+luvlXaE+VO9Fo5cnxeIon1NoGVeMbZs9InNxVGm8qbW8S7wZ0nJ9Stmo402/fUsMLHG5ReukznW8KSe1+VpuXcblP1epllviPl5DAqMiQLMnQFrv01OyZ48OsmNC3ofZgw0gsU+QfGStOn6rpPP1gyXZ9LLtQCrXqYza7MH+INgcWH90GUs7XznqOsbJuh/Gxqce7DZ/98H5xxq32eOXBw+m2ZV2vnI/dJYyyNADTqvZo0+VkaA5FOyPyuzB4AsfHWjqMpYOpHAvfRKPv8dDbICgNQVHp2IwmBogjMOQlj1xamgUNrJ+yzkbmpNoumqUz2nchnRtjRI+XTVK7x8kwfg4zZ5RaZQMsEo0Spu/pQMEbAwtG/TLu6L3+RP9tGgw+jps1K41F/fEIAgb3Jca0v5+Qlr72pg9uk2N0+wJnXYm/ZOUsTSOAnPRcm3cS78V0/KQ2eO/e6Vmj0wESHvqYvbIRtoyEJfy6DKWxlHyLmOfu5e886sL4li00dD99J6O2EQe74i/bCqn5X2bPbW1vFa8GdLycZo9IS2Xskpfo58vNTjW+wnF4k2r2eNzKtXyUQ3i+TskYCEw82YP1th96e9ucL/wc5saXv4yLctpXKFZ89gJT32YPX4wgWARM1JtzB7dmXcdSMlmkNIQc52vbrCxAWmXzB5/5ggDPZwA0jazR+6H4FmbbaWZPS85aa37zM3bJsrswUwWZiYlG0Ozsww0pDBSX3/y+TvcphP2ZRn42QXWgZQcWSuDKT8Al1Ncxmn2gI3MAo7D7MHABfUG1tqEGmdmDwYbskm7GMCyaWobjcL9RPO6apS8q9Je/Q2jR21Iy3smA5dJ0Si8e8hw0Fo+brPn3ddiKc/eahqFfgDtQWtUzsTwN2j2OZUOENDeYt8R8yB38pnWXtxLNq+XNtVFo+QZ8BvI8rlhywPNz+U4+Zk9OePektmD39enHrbN7JGMJWT2+MZ9DbMnZHTHzB7ZbB46IJtf+xpVy+zR2mkxs6QO5bQkaWfIenrpKUe0jqNihnQqsydk9vjvXoiT3kS6b7MnlKnUxRSrFW+GtHzcZg/iQ5352zXeDGl5Li6vreWWATivIYFREZgJsyd0rJps3CSbMP/T12+bZ+5v6iTHteEC/zg2fRoX/q47oZAb3afZI8EczAcsl+k6kPKDjJIlEhhwyuy7gC0JUvo0e/SxqjgevqvZE+Nkzez5xK/9uLvgff+UNHuwZEhOAvDFodYyLjlRTAYDTXt+7Ojnrp0vDJBQ0JuaXfY7Xz0jLQOM2HLIkIDWXsalM3ukTXUZSKGOcbQ8zAzNvmQZF8oIo1fM3tC7J+9W7CSsPjQK9YR2KgH8JGgUjlLVZi9YTYpGCSf8d40BQleN0jOtzUD1go3OavbETl5ss9RU3wuaIu8J3j+cbClLhNoY0jCPZPmzvDc5E8PXqJD5KMamGAd+poXWqj7MHm1YQG+RQYFj4btk9sgza+M9dT/f7PFn3dtk9vgnf3Uxe3Cvk9atmo8FUL6uhjTuiQwqZF5rE0n0PLSMSy9FjplQJRqV0vK2Zo9oubQBcNLs2mb2+JNmJWYPljf+0XnHLai/ECdtpI7K7JkGLbeaPX1puWRnoU3V0PJUvGnN7AlN4pZo+agG8fwdErAQmAmzxwKi7TWTYPZccs56h/Rv6VQgZiKelhkbKbu/fwlmbGTmToIfXJNKq8XfZO+a3XseyXa+sWPP+zR7dADfJUgRAySU7glOObNn7aolbtuOObdhzVL3s++6MWn2NAOswBp/OYIztvRLp/DngjBtVOqBlAyCuwykcD8MrvXeEdaBFILlO7c95BCQyGznpJg9R69Z3mR16XevbWaPmEcYIOC+eiAljSM2QJABJNoDjoFHdkIusyfWPkdh9kyTRsWO3a6pUXpGX5titcyerhqlj7AtNXtiEyBtzJ6YRkk/Nwka9doP3TKvc+PO7EEmw3075+YnfmRZjM4a0QOYVBwk9YVroFH4YIJAZ+nEshllTzLoF+rw6LXL3KWf27IgMyhk3Kf27OnL7KllSMvkhr+8yGr2WLQcdZDbsye2jGvcZo9onjyHv+zfavYgjkI7tMSbozB7plHLfbPHz5qbN3e/vXN++XTIIGobb2K8It/tW8tzZk8s3izV8rZjSn6PBPogQLOnI1Xf7NHZEV0ye5BqGcvk8M0ZBEkyCwRzptZAykdjzezxOwb5/7mZFv171oHU+jXLm/1kUh+9vOeyJvX/kWYw3HVGyk/TlWfIpYv6wdlDex5ubfaUDKQwowsjIPbxU6NhzmDpRq3OV+9lgdkbZLFYMnv0YGQUZk9scK+5ycAHe2Jcdu3dzZ9keUVXswdmC+oJWiKmltXs0drQt9kz6xr1qRvvde+57q5oNpC0A4tG6Rn9Sz+/79QjaBSW5G7auKZz9qG0CxlQiZGfM6R1H6Y3/y7J7OlDo6D5N9zxQGMg96VRFhMjlC2If9uybXezd1bpACE0cG+7Z4/cC1m2V2/ed8JRLbMnlKmS03L8fmiPNekLxm32iJbL8rSucZQsXfX7W6vZI9+T+CUVR7Ux7rXJgkMBQhMJ+tn1JIDscyR13mbSzM/ECnHK7dmjt0sQnYlxggmLzD2JJ3RmjzZo9HP42wZ00XL0lzUyyeX5xESsoeW+ceO/q35Mb5lcLIk3oVEwN0eh5TmzJxZvlmp5clDCP5LAiAnQ7OkI3Dd7cLu2My1iHiAgL+188bu685TMHkvnpAeIej8Mv1Npa/ZIp1Ri9sT2X9Gdr+wpk8tY0QOpJuB9bHbCN3ssg3z9/dCabAQnpZ2vmD16KZDufGFQbdn+UPL0Dkvnm1vaIFx0ACVZBjp1OzZ7G3qV/GBJrukykIrt2ZPbeNiyjAvvHva7yc12y+ancp2YUHoZFwwbBDyWj5411wMpfLdkGZd+l+U+z3zKMveB/3jSgscYlUbpGf2YRuHfc4FhTqP0XkCW7EM/eJXvl2iUrytyzz41Kqd1frliGqUz0UKTEqH2gX/TGuUv46oxG2zVKM0hpFG5+6QGdDU0qukntu4Imj2x9hmLHUJmj6Wv8utQNErvB1OS+RvTKKuW+wNIeUXoFDwAACAASURBVH9C5odlz57amT162ZZk5urlJdZ3TzTP30vRb1e5ZVz+uyz/v/YyrpT5pN8TP+NTx5u4rnQ5fA2zJ7QXXUzL/f5fmz3j0HKrRoU21Ja4ABrTVsulbkOxo/+u+m2xZrw5ai2vafaktNwS9/EaEhgVAZo9HUljtgB7BYSCx7aZPdbO1z9+NGT24LmsQYq/jEsHJxK4thlIxdJxU0c8WjpfCahz5bOaPVYTo3bnK2ZPrNMOLavxO19//xW9REKWT+WCi5BZEhpIIdsASwctn9pmDwJpzABhM7/YPg+x9mAxe3BPfxARKqe/t4YeSOEZZfljrm3KvWMDKZn1ng/MAkv5Qu1D2vzGIw52ixY5985XnGDWKGSWYG1+bD8kaROxgFD/kFWjcm1T7pnTKNl8MrfU1H9/Yhp14Xtvipp/tTUKp4zJEckxQ9ranmprlBgRWqN8syc3QPCfXWuUZMLk2oFVo3L3CfXXkoml+z3pY2J9Q2iPHT/rwd/noYbZY+mrhmD2/K/fONkd6B51B69YukC/YlouJg2MB6uW+/fqGkdJ/bc1e3BIho4pcxkrbY17yeyxxpt+PyMTcrgPPm3MHn2yot/PWpZxhcwea7xZavaUxJsWLY9tYeBz6EvL52OKCzY2S+T9PjZkRsYm1KZJy2PcY1maMrkYyuyh2WMZBfCaSSBAs6djLUAgfFFMdb6jGki17XxDmT16b5USs0f2k7F2vroqag+k9Lp1PZDC+lw57tMSQDcd/mOZQbVmzWuYPamBlAQpuQFQbiAlx3qXzAZ3MXtQL6if0KZ4MqNVe4Nm6wAhZfZI2wV36+A8N2teavZIIN7G7PENmlCbtw4QUmbPg3N750+xy7VNq9nT9wBhHBoFcxV7suET21R7VAOEvsyeWhrVdc8evdTUkrFSavbElv5J/VmXcVn6KovZU6JRosf4js4+1JxiSztlmXno9KxUZs+lv/gsd9yhB7U2e2LZZvp9sZo9sRNW/Xevq9kT22NHfmdSMnv08sya8aaUs28t79PsicWbWsst73Af8Sbu6S/JrWn21NJyiTctWYy+frYx7v1s7aZNf/y2+b0T/frKaXnHoSW/TgJVCdDs6Yiz1OypPZDCqTuSZVFjpsU3e/TeKqWz5tJRXX/H95q1uDFDIrRkZlRmD35bOr4una8OeEvTamH23PqdB933f/CIu/SqLftt7GzJ7BmF2SMdXxezR1Ks2w6kkHGCvWze9LHb3KYTDl2wr1VuGVeoM/czRUrMHn2Mq2TzoB602WMdnPtmjyyXEU6lZg8YYVPrD/79t4oze2prlM6UiqX+dzF7tEaVDhCEU1uNCp2spA1OCXxzpp//jmtDWmuUlVPIkLZqVGzTd9wTS2dFo3Rmz6RplHXWXAY+evmlLDtuq1FyQAH0xu9TchplMXuQqan3HomFMCmzB0uD0SeXmD1ibInZE+IU6xtCs+ai5bLnWci472r24Flze9GkzB5p7819vAyIGHfcD3GZ7LUlnHxNz222L/eHRn3k+q3zew2GzJ5Yew+9l9qkkQyobTv3OJhZqU9Mo7pk9vjxJuIDfCRzN7dnj2ZRquW+2eNnVPnaUFvLxxVvohwwKrbt2NNogN+uJ03LrZxCWt413sReTrv37G36vFIt7zi05NdJoCoBmj0dcY7b7NEDKd2J47SLq2+9P7iBaKzI/sAX5g72/JHTPGTTWOsSCfmdmHGTW8bV10BKBjMi3uAmx+7m9moRAwtBkmT2IIjDEc4SGAqnUHAYGkjB7HGPOnfH/XuCJx1MSufbbKB34737LfGJtSf/mGQs1cDxqHLywp3bdzfGTckSCfmtUNuxDKRim+xJyn2J2aPrV7dxlBtBAjbvLRkg6KPc5Why3Asb0eKDE7qsAwTh9Ft/devEmj3QKBhSeJe0cWYZcEh9DVWjfLMntslxjJVv9pRoVOq39N8m0ezxtT3XvevyYDYYGnXJi9c7aBP6ny4aFcr6sWhUbPAFfcAz4WNdaqrvpZeaao3KGZHCUJs9OOr69Wcd2cQGolFyMldIo1J9fchclr6jxOzxTQzsnYfDGLqYPVqjSrVcNi2GEbN7bq9bvmRx0ycgPmij5akJsFgfajV7YqaKfn9SZg8yQ0ozHfx4E1kvJ61b2exXKUvC8Pt9xZu+2dNXvBnS8nHGm1KnMZ2fpHgTk3ovfe7C7O5cnyfGvR9vxpZj+foWGgO00fJc38O/k8AoCdDs6Ui7L7MHQSYyFxAoxD5+AOWLdy6w9O/rd74S3MgJY3J9X51vKrDQgixi3hgvW3e4s7Gh7qnrmtm00CfUeYWW4eC7ucAwZPboQEtST5t7BWYCQx3sqMweBGSvOvXpC9Zna165ZVy4NhUI+Oz9gZTmm0qPtXS+fZo9aFO5zAB/1twPxHOn8vms/Mweecf0fg2xWfNUnbQ1e9avWRbNmpI9e+Tdg1Fj1SidfSip46FAKna/mEbJ4DClUbETV6Rdh5ao1jKkSzVKyqO1JbU82OflH//r30eut2qUXN+32VNDo/xTd1JdfA2Nii0zaDNAsGT2oDzIxIBGnb5hdbR4qcwevx+zhEG4n5jQemCsMxlLMnvkN0NmD/6G3+ti9qDN49lyWp7K7NEa1dbsqaXlfZk9cqAE2hLqN/bxD4qIxZulm+3L4Q+ar15m1Fe82dbsqaHlqX5lHFrexzKuGlpewqmGlpdMPJaOryway2tIoC8CNHs6km1j9vizcv4srCxFwKOlloH0Zfa8/bxjmwwOzLSIgZLrfMc5kAKnVGZAbbNHnxSGe2MGTzpLbWJYB1KjMnvAKZUSG+q8sEGtPhmurdmDrCd8ECjho5cRpDrYWL32bfbklqrlzB4ZrJQOEPDO4chtmV3qava8/8t3u83ffbBog+YcW232oJypvSxyGoXvpzZB9uVZ2l8bjYoNlkZh9tTQqBKzR5e1hkaNyuzB78T2fYkZFDDY1699POut7QDB1yjsr4d3MaWbqTrp0+yB0Zo7abMPs0eW7ICVaPmkmz2IYVJLlPoye2preUy/UuamJbNHTDG081R/5ZtyMbPH2ufpZ8P/Lok3UwNtayZ5W7Mnx8kab1qy8/y+qS8t78PsaaPlElvIpOuotZxmT8cBMb8+sQRo9nSsmr7NnpSJkRtIlTrPqYF8zuxJDaRiRlCtWfNcp2LpfEtMjFRZh2b2+AFeCSdpfyEzQA8QUh1sLHDMGRKh11pmpvVsuJ8pIkbruMweP4V4GsyeLhqFeioJ6Pyj3HU9d9Go2BKELhp12XV3NUs3JH08ZWJYNKqt2eO/C1aNCk009J3Zg2dNmRihPs3XqJL2ZBk0TqrZg+dKLcHqy+zxTxm1aFSqTvrO7LFw0n2Q9E1+ponVxIiVVWcftsnStJoY+n0vNXtSk0E5s0cv2w6dRBsz7kPZ1DktT723Vi0vMXt8LU+1BYuWl2hU7XgzZNz3ZfaUankN4z6kidZ4s2aWZsehJb9OAlUJ0OzpiLMPswczHOg48Um5/7XNnr4GUrGOuctACmu6ZU0+TtxIrc23dL4lJkaNzlcbIH1n9ggfrGFOrX+2DKRKOFkGUti8MvZMqcFtyuyJBWKpJRJ6DxiYkziuPDUb3FdmTxuzJ/Xe9pXZU0ujSs2e2MAQ98kNEFLvbd8ahewC/zj73KDMzwwpNXuwr8pn3/i8/Xo4q9mTWj6Bd6zmnj3CB/+NbJqYiWHRqJKBlEWjJs3swRLLZp+cLQ9EMzFCA2+0f70JbelkUKz9TarZAxMaA/8779+dNcVCZo82O0vevVT7E42aJLMHy9xkX7hcvKmX94aWpJdwSsUSWqNKl3FZtbzE7NHxJsz7UZs9XbU8NOEWqj/JJArtX4S/5djKnmK4dta1vOPQkl8ngaoEaPZ0xNmH2SMdSS5otZo91jXUqYGU3osm5ZyXdMxdzR4J0HIGRB9mz9W3bncff93+p1e0GUiJ2fOjJzyhOQa+9ukIEsDh2fy9WHTztwykcqxz95O/y8A7tSHyOMwetN/UkkR5/tpmT+iYefyW3i8rtR8Grg3NkPZl9tTSqKGbPTU1quZACic6YRCcWmo6SrNHNCpnQFg0KtdvlmoUTnTZhH3hTlu3X7QwjmVceM9jA7XUrL2v3TnWfmGnzexB+7WUEeXS2Ykh/S959ybJ7AnFdLrtwMSoqeUlnKbN7JG9n1DG1D5QlnizRKNynLCkEqeXddHy2pk9WqNm1bjvOLTk10mgKgGaPR1xxsyeWDpsbvmJ7ixzHYLV7ClJP44NGnMzLeOYNZdy5QwIS+ebu0duFl7+LpsYxmZ/QsGnmD3LDjqwyU7oy+zBHhSp7AK9F5GUxw8WSzhZUq1rmj2xI6NjBo2exZLMnpIBgq6nUPsvCXxD+3vo58b/rm32tN0PqaZGtTF7YoYl2qoEvjFDOnS8rmXGMjTQj70LwgcDqUk0e0QHSjRK65+Ur2Zmj9XsCb1nvkbl+s1Ss6etRoXe6Zz5kNJ/OY2LZk946advYmgtT014+cxDdVSi5X2aPaEMj9Tv0ex5/G33J7tKM3ukv89tAG+JN0s0KhVz1dLycZg9oeV24IKMoEvO2XfoQwknS5Zm20zyNlrecWjJr5NAVQI0ezrixOD+4rMWnpiVGriN0uzJDX79oqcyPyRowAAhtPdEqkPCc1x27d37ZR6kfs8ykJpEs0eeO7aBZs7sAZOLzzqy2bdCPim2lrRaGUjljBrLQCp3D+tASp4bAymcLIO10rrMuE8qwMZ7h+tlk9CUoTMEswdBCpaWXXzmkfuVOZWR9+mb7nF3f+8H7g0vPHrB6z4pGlUa0FkGNrU1Kra0waJRVrMnZMSGlnHlThayaEYbjdKNRzRqzbID3NIli92BT1ycPKWvRKNyZkhMo7QBWGuA0FWj8BybNh664H3Nlc9q9uT2Rwn9Tl+ZPXovGhwrHtOo2HsELccnFEfFTuNKDb4QF8BohdljiYHGYfaA09kbD92vzKn+FZMxKI/PyaKJOuuzVmZP6MTJElMsl7Eie53BiJCNwUWHUu9RKt7E94VFW7Mnpy8WLc/dQ+ttilMtLa8ZbwrjnNbFtFzrRCq28ccvqd8bh5Z3HFry6yRQlQDNnqo4990MS55i+5CM0uzJDZhDZk8sIEOgcd/OuSaoD2UYlJgA8rspIbcMpKxmT+h3/GCx5Plz5guyCy69aktTTD/DIGf2hJpjl6wprKGeRLMHAwTszYHni2UYlASOfZg9qVOmai/jSpUV9S+8QhmDaN/Yl+nt5+1/bO6uh+bc4gOe4JYueeLgzZ6+NCrG1qJRVrPHolEpg87XjdoaFdKlnbv2jMXs8ZfQ+n1q6n0oGSD0oVG5AZDV7Mn17aM0e/AsaG+oFywniWmU9fQhreVdzZ4cp9Df+8zsgUZdvfn+ps+rGUfF2PqZEihvLbMnxK6kz84ZWzdv3Tl/Gp4ljsqF8r7G9mX2WLS8ltmDuiyNN3OcUC+IzUJ7FlqM+xKzx89UC2m53C/33CltHYeW556XfyeBURKg2dMD7dxMS+7odesa6pe/76bmuEr/mObap0gIIggmNoNdsXTxflk6JWbJkM0eKRs4YQNNS5Cil3GN2+zxN+bzs69K6jk3sEFZJZU3tNSwJHCsafbkZs1DQW7IkPP3gkhJTa6sYPn7V9weNJFTehMze1Kp6DUNad+g0AMNSR0vCXxz106aRtU0e3LLB3T7srynJRo1SWZPSKP6mA2WMtfUqFxGwq9++JboMl69jCtnYoza7MHzwMh497V3F2tUTBehHUMze8Rsefe1d1WNo1Jmj/83ne3UZc+ermaPLHkP7TWnTSn8b0sclQvl/YybLmaPXmrk/+4ozZ428WaOU9fJxRKzJ6flln5MymOJN1E3tSYXLb+XY82/k8CoCNDs6YH0qMwefyCFtNo7tz3kjl67zCFNOBcQhjqp3OxbTHxLRFl+N7WHjGXWvCSzx++cIdRrVy1p1gfjk5rN8DlZyhrrCNpk9sSOEtUBkR8MSRvUmT2p+wgDv/NFYIi2pDnFTmrwOVk7w5jRkTNAQq9u6jupWXO9Z0/uvQkZFjAZtu2Yc3rte0kmhqWsMV1pY/ZMkkaFZp9jspwze2LtOPXvqS6ga/ZhidkTmgTQGmUpu5SltkaFGPmZPfjNNhv0a43KaUaoXL5G5QaRuiy535Nra2mU/F7uWPvQHhpdzR5oFGIEWbJhLXuOgebZRqNi71/O7PGXNPoZK9IWc9rq/13iKF/LS/Y+HGUcVarlun/zzZ6ciRHSKD/eTB3f7rcVMQZCbQD1cMM3H2iypGuYPb52tDV7cnsfxiZLJlnLNf9xmj19x5upibycTsTi25CW9zCs5C1JoBMBmj2d8IW/XNr56qBLC04uuLcMJksELPd7tQdSlrXI/qyPlEcHKbmBjbVcscHKuM0ey1pki9mTC+5zHEsHzLnfyw0iStpu7l4xA0fK3NXsCSlBSSaGpaxtBlKxzJ5RalRsI2hhljJUfK7WdzlkSFrad8m7bjGku5g9bco+iWZPaON3PGfIkM5phqUOLdcIp9zv5XTF8t6GzKXUyTmxDfrleHrpE1O/bSmX5Rr97JayttGotmaPzyll9qT2urKUy3KNlCN2sqI/oK6lUaVanjJ7UuaLRXtTWxiE9Cz1e/hbyaRZLpSvZfbk9MXCyXLNKLVcs0udRmrRcqnTnL7kOE56vBma9Mu1Qf6dBMZFgGZPD+RLO98uZk9utqkkSLF0QDUzeybJ7Il1YqHmYemkSoKU3DKuVKcZm4WZxYFUzNBJDdi6mD2pPX30YDZ0kpPfrizvaZuB1CSYPTmNys2UalbTplGzYvaksgapUY+34NQAIZb1Ixold5kls+f/+Mmnul98zlp38IqlCyQzpJcpsyeVbWLRXss1up/JZbfUjKNK480+zR6LPgsnS0ZnLPZJGRKxkJ5mj22w0zXepNlj48yrSGCUBGj29EC7tPOl2XP8frVgmTUvWcaVS6vOzULoB5wms+fyG+91559yeLOvU66MlnJZrhFWud9LmTA54yb22o5yGVdoyUqpMZFjYLnfpC/jypk9JW3KMpioOZBKPVvMpNLZh7Ni9nQZIICxcMpphqWtWK6ZRI2KlV2bPXqz8FFm9lhOtUoZ3Jb3NmSAz5rZg320ds09st+eiKkwNWWaxLiHMqRzGZaWOrRco82etnFZzEBOcUqZPRYtrxlvlnCy6FnJ5GJuyNNFy7suyfWfzVL2SdTyHGP+nQRGTYBmTw/EJ83swbHWp29YnS2ppQMa1UAqFvQgSMGyEKzjrtn55gYZ02r2cCD1eM3V3rOHZs/K+aU4sewly4x4SUA3SRoVGxzR7FnY1eQye6hR+3hZzB49OB6l2WNdstAm+zAWmGBJ0LnPWTuVmT25pasxzcsZLiFWqe/UNHssy9Ms+jyJZk9Ky7EE8D3X3VU13izhZOkfafbE9TNkIo/iQJDsgIsXkMAICdDs6QG2CPlJ61a5m7fumD8tKzbz1XdmTy6luKTz7cPsueSc9c1Rj8hAkY2lU50vyoPnmEWzB+XGCWx6w2T8W2zPHvxNAs+coWUJKizXSHuyLo2rtfkpflfuheNI8Tn7hDXzbzjNnsfFTmvUlvt3u/NPPnz+j6FAtE+NKmlTliB5EjQK2oR9xWYxs6eNRomWj1qjrBkCfWnUYauWzm/qPmSzx7K/oB+K4V0/4akr3LPWLnc7H/5RVsvbLOOynLyo+xW9aXMsdOxicHcxeySO0sZ7TbPHUocWfS6JN1PvRCjuSYXz0i8Ip1865TC395EfuRXLljSTFviE9ojsI960LGGTslj6x77MnlIt7yOzB9npn3nD87IjtUnS8uzD8gISGDEBmj09AJeOA0f84aMH4qMeSJVumJdLq609kML95KPddkvnK7vg5zpDSwCSG2ToZpL7PVxb0vla9+yRZ9DmnWXWfNYGUieuW9Ucr4n/1sFbzOyB0XjJizY0g3PLCS7WtmJpd1KnlgFCm1nz1J49W7btdrsf3jt2jbK8TyUDhEnQqL7MntRpOVqjLCdSlWhUqJvUp3HJvWIa9amv3es++8aFAbu0Z23c594tS1uxXKMHUpZBY22zR37/tPWr3dvPO675v9Ng9mDQJRMyoTaRMhesk076XZcYCr+pB3y19uyxZixZ9LlEy2tm9mAJEvow+ei95Gj2PN5KJVaSf7n0/OPcsw5fbjZ7pO3n9MXS75eYeqPQcv0u57Q8NbnYh9lj0Wc8/7jMnpCW9zCs5C1JoBMBmj2d8IW/DCGXIAVX+CZG6PhKGWjqoCLXaVgCkNw9dAks1/Y5kNKpzxazRwbmNTrf3CBDc7JsKFsykCo1e5DZg9mpVAc3ywMpMXvARxutMbNHBpuzZvZojdLHh47akM69v5OkUfpUn5RG9WX2NP3Jhfvvceb3RJbBRIlGlZo9yBS7+Kyj5jUqdPJQnxo1itlga1aIzw46JB8cg453r7bZYxn4lPR51mv7MnvARxtNQzZ79L5MlvDUNzFy8Sbu2WbPnnHEmzkD1KKFwtDn9NsvOMo9/9jVZrOnZrxp0Wd5bsu1XbU8ZfaUxJu1zR6r7kyC2aO13PLe8hoSGCUBmj090PbNHj2jlRpIIZjBumjprHPmyzg63z7NHj3LOclmT+3Ot9Ts0bOck57Zc/Wt293HX3dy8i2rPWsOPrvm9mWs6MCXZs/j1TBJGlVi9liWEkyCRvVh9lhM5lEOEFKZPb5G1TJ7LLPcFqNDDwBDzxYyaFJHfVuW98g9tdmDfxOjNTewxbXWPXssDEoGUtZr+zR7tNFa2+zJ7b9mibV0/bbdlD4X84U6Ut/E8OOoULZ2n2aP1ayylDX3TnQxe37ymU92v3fOM2n2eI3Kz+zxtTwU00ldjtvsaavl2gCtoeU9DCt5SxLoRIBmTyd84S/rgdTyAxe7lz5332lI+KTMHhkgSBpurjO0BCC5e+gSWDbg62sgtXblEof9C6TzptnzeM3ozhectu2cm89YqWn2WEws/F7JrHnbzrfrrDneOyxRspo9eD91ENN181N5163Lbrq8y6l3PLWMSzJ72miUzLLn9MVSrmkxe0o0SrS85r5iJZxQL7lBV9fZ4JjZE9KoWmaPRaNKjmW2Ms2ZC20GCMIpt8xWnrHU7AktndP9vdXAwXes16bMntymxX40JXHU8gMPcM4tWhBH5erDz9KMLSGzlsuiY5Ng9oQ0Kmb24OCOt115+4LJxWaCJJI5aGFgeT+1IZ3bNqAvswec1hx8oPvjc48Zi9lTcuraKLQ8pAv4t1ItLzF7LG3F+n7iWbtoeVezx9fyHoaVvCUJdCJAs6cTvrzZgyUlukNLmT3YTBab2sosU42BVO4eugTjnDVHMKYHBCmzB4E1OgFrWu3L33dTs6lx7MQgHczmZuSsg/iSgVRJZo9sFqjLHltD7RY92nDKDSZ08JUK9kqC/q6dr3UvBf8NlFlzWcplNXuawdqji+YD3VpmT45nSduLvctdzJ6jD13uVixdvECjQu+L1EcfGoX2iz0nYHLnPtOiUcLJavZ0MdpDzCy6X6JRod+ImT0hjYqZPbOsUf7Gr6mBrezJovuxlEZZBj7W49RLdD9l9lj6Vt3OxOw5/oiD3eIDnpDNahJ+OHn0n761c36PqJRmWAeTuIfVrLKYIqk9e3IGiP8u6syeUBwVM3skjtKTi13NHku7mwSzB5z+8e7vm8ye0nhzGrU8ZvaUavm2HXPzsXbu3Zoks6fr5KKv5bk4hn8ngVEToNnTA/HHZ6QWu/Vrl5vNHnkUmj37MqBCgYdOgbeaPZYBYom5UHsg1ZfZI5kbJWZPLhMl14Hr18ka+OVmaUtmzeXdE7MHs5cI/vFJLePC3/WGzjXMHsuSk3GbPSgzPv7yEH8m3E/ttmiUNYCyLDmRdtVlIGVtj34bxvfwKTGk5R7WTeQtGlXy/F006lM33tscNZxb2lLD7GmjUevXLJvfDyjUfU+6RkkfVmL26DYokxZdzZ6YJnZhOglmT0jLu2b2XPjem9ymE9ITRjU0yvLe1jJ7QvEmzZ6F+6H1FW+OSstLtFDag+7rS8we0XLr6a9o69Meb8a0vIdhJW9JAp0I0OzphC/8ZTkdITSQSmX24G6YaX//q/dt2Jjq+K2zciXBA4RLD45DpetrGVebgVRNs6ck8LUwLZk1nySzJzerWBI8WAOaPs0eHeTnzB69EWENs8dafqvRWDOzB2nkN2x5oDG4Ss0ebYql3gVruZDNeOlVW7LmgvUdnVaNymUOWNtTru/wg3rf1LGab+Mye6Zdo2j22IKutpk9fZg9lj6fZo99KU0NjbIsEdctzc+Asmb2+KZYToctWWC5e+jntrS9WFxmNe7173U1e0omF4eq5TaF41UkMDoCNHt6YC2digykxL2W/U7OP+XxPXzw81pc/ROpYmJoHUiho8jNhNYIUko6L/m9WPox9lz4089vcUevWb7f+nEJlP0TAlIdv8XEsg4kuwYpof0k2po9yJz47U9sdthzRQxCYaszXHByF9pgzqjpElSUGIP+tX2YPTIjJWYPzASYCv5SAmmDWHP9lnM2OMkiys2ah5bO+eWyvhO5etF1GtKDNsu4fI2S+yIb6fKb7m2yWPSyxz41ylp+6zs6CrOnD43KLXOxtqeuGlXT7BGNWrvy8f3YZl2jYmYP9pnRy5P9frJUoyyDYUumnI5Rctleo8jskfYZ2zAbnF512jqHpZT4/NxffnXBfj+hgW3bcoX6PQvTUSzjQn932XV3Oz/eFB3Ff1tOF6wRH4Y4dYk3SrRQfluMD/x/vYzr5u/urh5vWrTcunS5KydLrGIxe6BNl151hxuHlstSw9RwzdomasabMS1HvImxHD8kMCkEaPb0UBP+QAo/gU3vINr37dizIBDRgRT+tw46LLPm+sjkWIcqv58ratcgJZeS6f++P4MgXtZJ7gAAIABJREFUwSkGnFffer/bdMKh+6Xri7jqzjQn8pZyWQeSNQZS13/zgQXmTFuzRzIi9DHH/kBKD9pzg2pLUGHNKMNz5OolFUTmnjXWlsXk8s0etAFkzV3y4vUOR2TKR7+remPKaTJ7sEfAxWceOT+40WxiGzT7GiWb+YpGnX/KEe6lpxw+fyv9rpZqlD4yOVRvJXVteZdTA6lSjZJ3TAYIolHI3sR7PEqNsr5PfWhUqN4smT0ywBqlRpW0JyvT1AAhZxT47EIDhKbOPrF5wVLSrhplNXty2bw6RsmVtQ+z5yeOfJLb88ij80tNY1ou9a4zD3PvgrWtWPrGVH/mt4E+zB7ZaF/qHdmb6K+18aWfMRRvpmLFLtob0o9f/fAt7rQNq017KfrtruRkQvltP96UzJ7Lvrx15Fpeks1qaXuxdox25sebuXFALLNH/n0cWp4zz2rFm7lYxaLly5ce4NC2c1qZqwf+nQRqEqDZU5PmY/eSgRREccv2h5p/xUAylt4pIqqXcNUKUkp2/e/SmVs6bh+1Lvfpx6ye36A5lY0kgbIW5VzAbikXns16XZfONxSk5MweebamHV2wsRkUoCNJlVtMDx3I5wJbS7lKOOXqJRUclwRDul1JuTGrgtkVmD4IKNE+QwGDvKs6UyxXRnwnd9JNSfCRqxcpX5uBVM7s8TUKxtErT1u3wOjRg70+NMpa/ly9CKdYu+uiUbLRvgykxqFRKNcoZoOtA6mY2TNujSppT100CkbWR67fOr8RsDWU0BMW0HLwavr7x3Tdv49olJ9tlzOkLWaPdS8aK9OQRskEQW5iyi+3aPmvnPY0d+O3H1xg9oS0XJ5RHz1eK47Cs+ROt0v1Z6E6DdWPZQlQrH2g3NgjUmtULDMcv4MMqI+/7vFN8VFGiVVDbdkSH1nfJ9Hy2F5K8vuxdmeNVXQ5tBkILmL2vPXTW6LZ733Fm9b3Kdd+c5ysWq45yV57oXgzdOy6PCP27Kkdb+6a2+sQk/Rt9oxKy619BK8jgdoEaPbUJvpYRgM6PQgfjqmWDjTWWfY5IyUDhNxpVF0HUtalUqHOV5aLSLppqiOXzle75rkAwxKkSPmR+n3RqeuaZU+xjyXQKAlSrGYPBpyYpSsxe3QnmQswLOXSnDYdv2Z+2VOIVa5eUsGx9buxAQLSfhHoIKg7ad2qsQyk5N1De5IlBSFOuXqR74TqR74bS3POmT2ToFFShlzgPwkaZR1I4Vlra5Qe9EPPR6lRoXarzR4JyidBo6Q9ITPttPWHTJxGoT9CFsZn3/i8+QkGZPzG9q3q0+xpBviLHnXnn3zE/Eb2fWlU6Uy3mD3veNmz3If/9z2NlqPd47TAlNnj64glQzr3bMg2xh5nOS23Zr6G+reSga2uI2kfmOC4b+fcvNmTOoUUbTCUASWxaqgNWOKo0ngzp/mxvtFywqpfBt3P4G+X33iP+9hrT3Iwe1KmWB9arp9lErTcZyXtg/FmeoCoxyPyfjTmV8S472G4yVuSgIkAzR4TprKLZOb/47/+HHfp57a4XXOPOOybkgtS+kg/lkAAJcilKFo7c39GCrPNGFhb3PeQ2YMZvxvueKDJVEHQlTq6sm+zpwl2LtiYHCBYTJFQkIJ9PnDKjW+8Wc0erK/fsGb5fEeC54gtS5kPlFVZcqaCpVwy4MZ/5wI1q2Hjtztwuvyme9yKAxe7t593XNHLp2cnpTzY++ltV94eTKvtcyAl98ayMbTx2CdXLzGzBzNwePfkvQndP2X2SHaSMHv7ecdGZ9H6NKR12nhfGoV9iDBgy73bsQFCSKNCGVD6/aht9uglZblyWN7lmEZhv7RY2TQfbfZIuSdBo/xlCHrvKb9+u2rUYSuXNn17yee1H7qlycDA90T7bt66I7rcok+Nkn7Cjz1i70HOFPHbHeoCWn7Htt0LskgsvHCve7+/x73/l493b/vsnVnjPmYa1zB7dByVYiDPkHs//XantTyngaE2jPvB8Ed/IPFZagKuT7MHz4JPLpPLMkEY0qia8eZnXn+ye/n7b4nqXV/xptaoXFvpouWheNPy7qHcvpansoSmPd786A1bmz1Ca2l5LAPKwp7XkEAfBGj29EHVOYdZmhVLFs8vtRGHPNSRlwykEBRs27nHuUcXmdxjHaSkOhXrYMgPUmQmCxhzgWBwMKo4yaA1ZTpZO1/wv3P77mb2ymJiWU0MGBHoGNqsNZdn94Mgi9mD52vKtO2hpt5Rlx++YWt0Rqqk80X6LTq6t17xjej9dN1JOWIDBDwn2ik4Pbjnkf022fbbgV8/8ux688iS11TePQmS8N1Y51sykEJbxwfGpGWJhHWAIJtH594fP+iT/VD8pVWaVczskfYEjZKlnuPSKGvgaw3yfY2S+0s2RUlb0pykPlFP49Aoq4nRh0aFmPlmj69R4JQaqPSlUZIhgefxl/RIOUSjLrvurqYv1ft1hcral0ZpsyemKaUahXdaD/pT7V3qAJMGMAv8Dzjh89Yrb3db7nsou2TNr295dn+ZrPUdnPvhXvfw3N7qZg/6J5Rt955HiuOoaBbl3N5mQ2SYsjmjI6ZR/tIqKye5Tt83p1GWzJ7SOEoOoMDzxPaCwj1v+OYDTSZbzugImT0Sf1g27Q21Z4nLwQpmz0veHc4U0zFhzrgv5WTRctwTmlA73rS2KR1vjkvLdR0MQcut7HkdCdQmQLOnNlHvftL56nRI/ydzZg/uIad0SUen90VIFUF3vqGjfXE/BGIIDvHJzSpJeZD6ffGZR80HS7nv5TBLUIj7pNbopswe/IZkuuiBhJgjctJS7Fnk3qHAFPfbPbe3CRARKOY2tZQ6xZ4oyOw47ZjVTblCdWA1e/DceuYQJyPEluelBlKY6Za9P/RAAoFF7ihMPANON9n98N7oZqJYugjzCCZSLvtHOnNct3zJ4mavmDYp2qE61WZPm4EU6vjgpQc05RTuTV1ueHx/qVS71maPH5jK/eTdswT5ksmFZ4IRZslKSJk9/gBhXBqlA9/Qe4X3Eu8RDOkSjUJbRl3JgG7aNUrvpRDbJBMaJQNZ60DK16ictkm7CZk9WqPQ5nFa4Dg0CnvRbNs512ivn1WH96aNRmGwgf7l4rOOajQK//+i09c1kzptPzIg/9SN9zS3CGUyio74fYe8F9dsvt/9xYXHz7dzf++W1LNJP4FrfLNZ3kvcD0uYctk/uAfuh71tDn/SkkajYCTHymVh5ps9+E7MuE9l9uBEUuwLiH4JH/TFqLe3n3tcsdkTeq/8OCpn3KNOUY5NJ6xpNAoTCDWyAfx4M2aIpDJ7XnX605oTl9DWwQkxj+yBl9MUPfkX6vulD5N4M2eK6TrFcuymjX1ic9ZMy7UteaewjOvl7785ajr1FW9qQzrGqU28iXpavnRxE8dZ97pJsdLxZtvJRbRBlBda3Cbe7EPLQ/EmTq2roeVXb97e9MG5CYRcG+XfSaAmAZo9NWkG7iWdLzr02GaOKbMHHS46RukQpPOR04ZyQUVuBgH3g8BBjC0DTpQHzwMxQzCHDqlGkCKmlJhYqSDFD0yFMTJ55Lh2CWKFUy5IEdMB/x0KanVQjGtys0rCHWxR95s2rmmClNCAs63Zg/vFBmYps0eCd7QdOWob/4blhhazJzVA0AYHOFkGjhJ44nrZyNxSX7lXV8yeLdt2N2ULdb6pWXMxGFDX23bMNfWHD9pUaWZP7Jhgefdis1a6jLLcCiaazLTlTpcqMXuGpFGoH3AC99QSmVwb0n+XtiIaFTOPUgOEkEZBR5Fub2nzqaw6X6Ny5pbuG9DWT99wSFSjQpxyZo9wipUrpVGNwfpYO8fyAfQ5fWlUG+7WbNFc+5L7pAZSut3pCQvRTWnnd2zf3bQjaAIMNotGCdtQn6bbh+heaklcMxD/+G1NvUkfbVmCkmIUMnti5UqZPfgN4SSGAf5bTIxcHKX7tZghLeWwmGL6fmh/19/xveYwj64DRMvkosQ6/nMiFsAz6Eka0RvpC0velZAhjU3yJUPWj+NC7cCPX1NLsnPvmv67ZMX+l3OPcb935Tejk5ylWj7ueFMOEpB9CnN9QI6ZNnsQ/4QmK/V7H9ojEs8ksV3fWj7OeFNrOcxlTArwQwKTQoBmT881IZ0vBtG5ICWUVovBAYwYdCKyOSEeWQfDqSLoGYRQ5wuBwjKQO+/ft+QpF2zoIAXPtGvP3ipBit+pxIKvWOeLmVqUVcogM1JibJQEKTGzB2UFp9IgBffbtPHQ6AacXcyeNgMpMRjEMIAZsmiRa4yyGmYPzL9dex5psn+s3CUguPisI5uTs3IzfpbXVgYaqYyllNkjnFCGB7GU4Mp9s9Q6eEk9RyqlXdq7vHuWDCht9oAP9lbJLScsMXtqa5Q2FVOcLIZ0qUaJ2YPg75Zv75hIjYKWYWkZuCNzwvquSBv0tRrtoy+NCtVfn2ZPSKMOPuiAJuNgXBolDPDu1dIoGSBgOVnsXU6ZPVqjYGriWnwQK1hml33TQZtJbTVKmz0oX2yAaNFw3+xBmWLlSpk98kx4x5rB6WPGvZgYObOnRKMsxr3PHWZfjQGixJupeCNm9vixHfokibdEf7tqlI43LZOLPnc8u8XEzLUtua+YPV3jzUnRcjF7Dlu5JBpv5tjov/txedt4c8XSA5oJUvRRiDfHreV9xJuidVdvvt/UR5XUA68lga4EaPZ0JZj5flezB0EKBgQvfe7h86cKQaggmBhM54IU6dhjA4TSGUo/IEDHWyNIkU4lN9MWM3vwXOCEjS8lOwRBF8yZJjjMbLqc4yTGgTXVUwcp/rHNfpMpMXvEvMvNIKVmzRFkYYmDmD14HrQz/DvSyktnb3V5pL1js19rSqwEgCuWLl5w2ljXV7Or2YP2JIYVBlIwsfCBkSXtrK2JEdqLIFdelAen9qDuJGsiN5NVYvbgPY7NLqeyD7tqlF6eFDK92mgUlkVgBlmysGpqlGTilA4Qplmj2pg9olEx43baNEoYWJdQ595n6XOEU+xdTpk9ouWSwSYmJwbn0NOSyZtY9mFJdoDO7Mktybbw8c2elHFvMXsQXxy2amlj9siATzLI2mq51GNOi/1+Uow5cE8tybZwkmss8abF7IEJhiWKmDQTowff6xpHQcvR3tvEUfheyuwr4SRt5TWnr3MfuH7fwSChTyrexLuHtjRJ8SbqCmY43v2aplhuGd+0abm8+6ml6yXtSWs5Jp4tBxyU3p/Xk0AXAjR7utAzfFc6X1yKteyhNfmpgRRMHQws9RHSMtjAPUdt9mgT4/QNq5sBleVY9xwqHailloWlOl89mylBhQ6ocnv2pPaiaZOOLs+KtcrLlx4QPV2qxOzxBwix+k91vrJPjN50TzhZM0z07K0fxJYGGTidBqZcs+TtmNXu5m/tKD65JdS+pM7Q+SK4DJlYqcwenRUGswflwjts3b8iNRvcxuzxjVb8/1zwXWL2gGFsWVhKo2BAIeitoVE1zB7NHW0dbbW2Rl3/zQfc+18dPmGtT43KLeOyZL3Iu6KzPnMaVWL2yL4duaXG06hR4HD2CWuqaZTup2Lvcsrs0ctrZCkQnhFtvjRTN2b2WGIMaR96WZgMEEvMIr+d1TJ7kPGGATDeD+wNh+Vueh+wXBlFU2TiTfclYlbntFiXTZ+slxtI52KnUP+bytLMmT0SR8lAWN7jErNHGyH6+aS95yaU5Dt6DyDU1y1bd2azWS28pD4vfN4R7qt37RiUljdG70HxeNPCx+8jhqjliHVOfPqqkWp5CXteSwI1CdDsqUkzcC9t9sQC8dhACgHBfTvnmkFms8HgY3sqyMyi1ezBdRhQh2b6SmfNJVDQRS0JcmK4tdmTMgtCAyl8F4Guns2Qckm6tvUZZd16aIlEyUBKmMuyL/z/mJEyKrMHQSnaI5YLyFHkOvvFuqEy7iPHyPtBsrT33Iyybgeyb5D8m2WQYnltpWwpU0SCbr9u8EwIBMBJz5qjDeB+1mfUA18d4LYxe/w9NCzvf6nZ00WjtNlTqlFoU9jMFZuo+gOBUo3SJoa0E+v7n2pXs6xRIS6xZVzSR7QZIIQ0CtkFMGthsEFPLYY0nkGWUdbQKG1i4N7W9z+nU13MHmgUjCcsKUP7xlIgfBArYDNzyzPKgQNyj9AyrpwRosuoTQz595Lv+7y02YO/4STSmHEby+zBM+EjyyvwvxFjyFIni47iGtw/tLeSXuqSm1CS8mkTQ/6txtJl6X8xkE0t45P9nnQ/jXJgUkP4iNmD5TfYkBwfyzOiTWF/ylCWaKnZg9+USTjh1PaUTt22tNnzz/fujmbA9Rlvog1gIipUT20mF2XSTMpp1ckSjSqZXKyp5bLH0rRreY41/04CfRGg2dMX2cfu28XskUeTvTp0yiGEHYMr6yZgcg9/EF46kMIz6U4FAeUl5yA1ekknktL5YvYmtVFhqPOVHwZrLN9AQCLlKt34MGZWtOl8tYmBma63nLPBhYLBNmZPbj+U0Ky5cNJGg5QLs52X33hPM8NlWX4VMyvamD16gICZU6SP41Surh+L2RMbIMhvSzuSzB7sKQRTAu8dMtssn1CA28bswW9J+8f/tgRzfZs9OY0KmTcxZtOiUbn9UHIaJWa2tK3S0zvGoVGhOsuZPdAolPWzb3xesMqtGiXvz6RoFLS85P1PaYQMumG0xzb9j2X2+BolZg+MMfQ9yCJGxpblE4oD2miUb2KE9gm0PI9c45s94BRbLpXTcukPcG+0S8Qtb/r4Znf+KUeY+5tQHNDG7MEzaBMD2RixTMESXpZ4U/qRmBko9/DjTWSYg5nlE9OoNmaPv/G8xXDKPaPU2VnHHeL+bffeIrNHx5uTquWIoy558XpzjJLTKJ0NHrp2WrUcZemqUcID7zPeEWhUjTaaa8P8OwmUEKDZU0KrxbXS6UEAYjMSscwe+TnJNumyvrTmQAouO2ZusJ+JZcBpwaYZpPbXyA2kwBvufxsTC89ZcyCFmWXUHfZYSc2ytjF7cpsEWzpfDC4wY12asQRONc0ezADhOaxLDyztCdeAgSy7imV25AYIvtlTkrGkB2P+e9JmIIX7wWjCMjJ8LNkqJWYP+Mc2U81pFOoP9TgpGoX3+FNfu5calXlZrBoVuk3O7LFqVGi2WL8fbQaI06JRknGb2jem1Oxpq1E1lnH5GtUlqwf3Cpk9bbXcN3vacKpp9iA2wPsne7BZs4JSr7RMeMEYTfXrocwe38ToouU1zR5MBr372rsbLYfpYDWcUpxEXzYecbA79vAV0UnTIcab1vhJxy9D1XIY99YJzhw3GWNZ9gDL3Yt/J4HaBGj21Cbq3U/vs5ELUkpmWkofu6bZg9+WrJXaZg/unbpnqvPVafuTYPaIeZRb9tPG7MG9UwaSmD2h2WI9E4llbm3qsKbZowdmlqUH1ravZwRjgw6L2QMDRJZTthkg1MzsQdkls66m2ZPb2ypn9oRmg631JNfV1iip/zbtO/TsehldW42SLLZJMaStGtXG7LFqVMrskeWAbepwmjQKM/GxDKhpM3tQ76l+ukQXtNkj+8TFZs1zWj5pZg84pCZlSjhpo0a0PHUK2jSZPVqj2ujALGp5rWwV/S5b4s1pMO77jjdTWt7mneZ3SKAGAZo9NSgm7iGBGmYksAQktERmGgdSUq7anW9uWVgqiPRngy2DYb/qYjNS2NMgd8x1qBkIp9qZPallYTqIDHW+sqdJHwOp2J5Hudcs9w7kvh/6uwTSqTX+uQGCGDW4f+nG0/JMtc2ekgGCNbMH7XQSNUq31dKZ777MnqFqVOmseS6zBxqVWkok9RPSKFkO1IdGSRZaqXHbp0alTnKymD1y6lzsEIicfoYmRySjImZCpe5Z2+x5z99/x12zeXtyyUVOy/s2e9os3SjR8lwd+sZt6kTMcZo9KRMqVsa+4k1k9vzezx0T3YZgWuPNWnG5mD1d4s0+szSnTcst7zCvIYE+CNDs6YOqumcuULO4zH3MmuOeOKECGzm2OS1DytWm407NtOQ6qVF3vgh4H5x7pDm9o615JAPpWPpxm8yeXAZMaiAlHXjNgRQ69Bu2fK8xRNqYYn0OpFJLCXIDhNpmT7Np4Ve2Oveoczhpr80+DVK3lsFFidmTat+5+ulDo/DOYTkC7t1Go4TTLGgUMs/AqYtG5bTX1+2c2UONygcXOZ3WA/hY3V743pvcJpwQ9u2drZbk6v4AhmqzcexN97pdP9jrds09kj2+PVTK2mbPFbfcn23fOS2vbfZAy6+46R734J5Hms3D25hiJVqeb037lqHjP7l3edRmj443Lf1WaBIO96ixObOOuXEa12uff2QU7TjizXFoec647aLlfZg90xpvWt5hXkMCfRCg2dMH1Skwe6QTg2P/8dedXEwBYovNj60bROd+IBeoyfdH3fnqpUBtBpxyIkEsqwvlGoLZo0+rSc1Sx9qBcMLmotZNRXNtyjKQyrW72maPXgpUmkkh5RUD0rKJ9TSbPfKut928FMs6b/n2jsFrFLIOMUDHp41GoU1ik+iURoXetWkze0r3u/LLPC6Nyk0YiYlRy+zRS89zpkFMg5HhCR3HaWFdPrKMaxLNHq3lucFwjAG0HO9urThqUs0e0fK2S1zaalSMu9TdpJk9XbUcbQn7aWJzZstBG5Z3M2UMyvdTsVYfZs+0armFN68hgT4I0Ozpg2qh2SNLFXJ79mAgLEdmlz623g8DQSuO0sQgquSEhdLfLLk+N+guMXswcxQ6StbyPAiWcBwmBk34SEeHLKg2WRiW3xy32dNmtszfD0M2Q8aA4+O//pxqgYaFX+yaSTR7ZM8WvHswa7oOhnJ8Rm32yHHGbTZm1Roly3imVaNiJrq8N6JRbWe59ZJCaBROvoKu96VR4zZ72mRnDUWjxmH2IFMFHwwaa5nvOa0K/b222YNlboh52i7J1Rs0S/uCaY/TSGGMjfsjz5TL8Mtl9iAGevu5xzns6ddGy/3l8KJR4IOlneP+lJg9Vi3PMQ+VOcZp1Fqeqo9aZo/0ebOs5eNu9/z92SVAs6fnus8FatrEyJk9OF0BQVibgB5Byp3bd7uj1yyfPzFHDI1aMwBdUNY0e2R5UtsgBXWGAFcf4b521ZLOx8vH+Izb7GkTpEh9IcjFJtASBEvg26Ut1PpuLbMHA2ksZ0BZ25wEIu8ezFp8rr51e6tsujZcRm32dNUoOZFNnwQDM3zaNCqm5Xow1mUghcHYietWNgMn2W+lT40at9kzyxqViyFqZfY0+vaiDe7mrTsaMyS150sbLWrzHd/sSWWu5WIIMZOhUV3MHsRR0PKT1q2aN0MmTaNy70vO7EGbQ4Zu28lFmTRDvIl29JJ3frVZYnr02mUTpeWWzJ5Z0PJRmD0Sl+faZuhZhhJvttFAfocEahCg2VODYuIeuUDNavY0+76csMbd9/25VmvoddojjAzMnLcxQ/rClQvUNCf879Su/8hUwX4fbcqnU9ixfwGeq03nVMJpXGYPZlguvWpLq/LpFHYMxDFQaLNXTwmn0mtrmD14bzDLtmiRa10+vRQQ7x72oSndHLa07HL9KM0eGBCnHbOaGvWnX4melCfvjbx706JR4zJ7ZkGj7tuxJ2n+5mII6Mv6NcvcDVseaDZZb5NhIstsUM/NRuiPLhqZRqW0zTd7uuy/JlkUbtGjbsWBi1tlmGgtR5+HvqHNO9xWz3Pfq5HZI/fAiU5YCttmmb+OoxAfwAwLnQyaK09ffy/J7MmZPUPQ8j7NHtwb+kIt76s1874kkCdAsyfPqNMVuUDNYvbI0o8mEFu3qlUQpjtf+c1JDFJyewSkZqS0AREzhHKVKce36+uGavZIGdssJZFlNppTru5y7Gv/vYbZU2P/Cj1A6PIOt+EzSrMHrLqUb5Y0CgOgRx91rTZ11f2BtIm+NaqN2ZPbkyr3fmoDos1A0e8PUIZJ1Cg8V8r8zcUQWl/atgPNGs+Tq7s2WtTmO7XNHtGotu1gnFpu4VfT7JkFLa+R2dMlnh5HvGlpR/oaaENODyxa3sX0m5Z4M6flpex5PQnUIkCzpxbJyH1ygZp8zWpiYLalzWZ+/kCqrWnUF66SzJ7Ys8teRF2CFH+AkDtmuQaPNpk9uWDV0vl2CVLwXT1AwN4qrz/rqH2zwhPyyTHAY+banX5v2qw1x2/oAQLW/5++YXWrd7gN1lpmT25fMf3eDF2jcntcpbRcB61tNdjXKLx7WM6FTINRfnIbNE+iRo17Dxq/fvQ+VbG6y8UQNcwenOi1bedc8wjQKCyj7Hs/MUtbnTSzR2dIY7PhTSccOjItt/CaVLOnrdZZytzmGuH0mtPXuZefGt9rKaXl0xpvlvKSQypSGYO5WEvHim0nmf14cxq1vJQ9ryeBWgRo9tQi2aPZg05l24459+EbtrY+WrXGoLVPVNL55k5yym0Wh1nvqzff3zxqm6UyNQatpZzGYfbIKSA4Yrdr54tAbhL2dwgNpLAHTJfUf7QH7IWCDc3bzppLIITBwR+dd9xIDbESsyeX4YV3L2bkzJJG5drBEDUqpGl9mz2zolG5vipn9iA7YPeeva2X5GpDGkbPOy7cOHLjMNZn1jR7oOXLlx7QHN6QM2xzxltTZxdsHKmWW+KKGmaP1vK2+9Tp7MOc6WspV+1rhNN/OfcY95MbnhK9/axoeYpvDbPnUzfe67bt2OOGHm/mtLx2O+b9SMBKgGaPlVTL6yRQyx2Jm+tU8PMI6g5esrhVgKHNnraD+5YITF+rEaTID2H2/M5tu1vNTGqzZ1TB3DjMHrBCUHfN5u2t9njA92WmZRKDOTwfjv/NBRe5zB5pUwhWkJHTJntCZoPHMbtZYvbkdMES9FGjHj/BL2U2o91hr5Y22RPj0KhxmD2zoFE1MnvACZl3V996f5Np0mYzczGkx6FRqQChptlTQ8tnKY7qouVao3KTCKYAsfJFtcwePNYQtLxvs4daXrkB83YkUEiAZk9Gye9rAAAgAElEQVQhsNLLJTiwDKT6DLT02uDcs5SWscb1Nc2eLs+jl1kM3ezpwmkazB7/WNNQea1mTxdWogF9vt+x5xu12dOFk54NpkbFSc6S2dOlPWmNapvJ0fX3c9+vZfbkfif3dzF7cntz5O5T++99mD1dnnGcWm557kmJo7RGTbKWd83ssdRJ6ppxxJulz2yZ5Mkt4yr9zdD1Mrk4zVpegwPvQQJtCNDsaUOt4DvS6eU6PAgZjnjG3gt9fOQ5Ji2Yk7JOSpAiA4RRLk0aV2ZP13b22g/d0swoT1Lavy7TpJk94whSpsnsoUbZ30jJBB3n8sm+l3HZacSvxF40+EyqRk2a2TOqCQ5r3U6q2TOp2ayTEkfJc4xjgsPStmpm9lh+L3XNJGh57vly7X0UZs+kx5sWLe/aVvh9EmhLgGZPW3LG75WYPTlBNf5k8DJrENDlN7p81/p8luVuXZ5DzJ4+68J/vmk1eya9c5s0sydn+HZtt6HvW8weapSN/CxrVIjQNJg9k65RlufL7dlja73pq6wZyDV+q+Qek2b2SPbhpJliwnRSNGoUGbMl7ci/dtLMnlHGm6XcJiWzx6KVpWWref2kP1/NsvJe00eAZk/PdcaBlA2wnGyQC6Jo9uzbEyQXHIxipmXSOzeaPc7R7LHpj+WqSRlIjcOQptljaSHl11g0lGbPXnfFLfc7cOiy2X557ez/DasG1PitNvcoiTf7zrpBnJKL59qUscZ3aPbYKTLetLGyaLntTryKBOoToNlTn+mCO5Z0vrkBfJdHlbXBk9r5ygAm93xI5VyxdHGrk7as/Cydm/VeluuY2WOhVH5NidnT5xIrmQ1mZk+6Did9IDXLhjTNnnL9sXzDMkAYldnzqa/d6z77xudZHntk1+jMnuu/+YB7/6tPjP72KLJJrPHcyAB5P2R9vlFNmuXiuXFxEi0f9549Evf2Gft3ZWyJhzm56JxFy7vWBb9PAm0J0OxpS874Pexpcue2h7InaFkE1fiTyWDo6LXLWp3W0fW3Ld9HoJJ7vlEIKp4Dx223OXnJUk7/mlKzx/J8o+h8YSDis37N8jbF7v07COjw/qWebxQGg1UD+gBiyeyxPh81at/JKzmNGsVAyqIBfbQnfc/UMi7L81GjnLNo6CjMHotW9t2eQvcXs2f3I4vMWt7nwNmqleNghd+0Pt+oNCqnlePihN/92p0PuHWrl7rDnrws+hij4jTKeLOUObXcRsyi5bY78SoSqE+AZk99pq3uOIqBVKsHm7AvjcLsGXWRS80ey/ONYiBleY5Jv2YUZs84GVjMHuvzUaNspEYxQLA9Sb9Xpcweyy9ToyyUXLN8Cf+Z1CwJWynaXSVmz8ErlmZvMIrMnuxDTMkFs6JRqerYM/dDt/eRH7kVy5aM1eyZkiaTfExq+RBqkWUYMgGaPRNSuxxI2SqCZo+d0y1bdyT3OLDdadhX0eyx1y81ysYKJ0Adtmppr0tNbU/S71U0e/rlK3en2bPX0eyp29Zo9jhnMXtmRcu7ti6aPV0J8vsk0C8Bmj398jXfnQMpGyqaPXZONHvyrGj25BnJFdQoG6shalSo5DR7bO2h61U0e2j2dG1D/vdp9tjMnlnR8q7ti2ZPV4L8Pgn0S4BmT798zXfnQMqGaoidL5dx2eq+j6to9tipUqNsrIaoUTR7bHXfx1U0e2j21G5XNHto9tRsUzR7atLkvUigPgGaPfWZtrojB1I2bEMcSNHssdV9H1fR7LFTpUbZWA1Ro2j22Oq+j6to9tDsqd2uaPbQ7KnZpmj21KTJe5FAfQI0e+ozbXVHDqRs2IY4kKLZY6v7Pq6i2WOnSo2ysRqiRtHssdV9H1fR7KHZU7td0eyh2VOzTdHsqUmT9yKB+gRo9tRn2uqOHEjZsA1xIEWzx1b3fVxFs8dOlRplYzVEjaLZY6v7Pq6i2UOzp3a7otlDs6dmm6LZU5Mm70UC9QnQ7KnPtNUdOZCyYRviQIpmj63u+7iKZo+dKjXKxmqIGkWzx1b3fVxFs4dmT+12RbOHZk/NNkWzpyZN3osE6hOg2VOfaas7ciBlwzbEgVQfZs9l197lLr/pXh69nmlWNHts7x2uokbZWA1Ro2j22Oq+j6to9tDsqd2uaPbQ7KnZpmj21KTJe5FAfQI0e+ozbXVHDqRs2IY4kOrD7JEBwnVvPtUGdkavotljr3hqlI3VEDWKZo+t7vu4imYPzZ7a7YpmD82emm2KZk9NmrwXCdQnQLOnPtNWd+RAyoZtiAMpmj22uu/jKpo9dqrUKBurIWoUzR5b3fdxFc0emj212xXNHpo9NdsUzZ6aNHkvEqhPgGZPfaat7siBlA3bEAdSNHtsdd/HVTR77FSpUTZWQ9SoPsyet15xu7thywNcapppVjR7aPbYlMd+Fc0emj3/f3tvA2xbVd35znPu+biXe64I2nIhol0CEYJC4Gl3gkrQFj/Al2owhXR8CaQxr5MQ1LZTHVKxXyodfZFXecaPJtWvWxJpW1uoqJ3Ej4h2RExI52FAiBEjkHoRw4cfGLiXyz3nnnPPq7H2GfuMPc9ce8211lx7r73Wb1dR3LP3+pq/OdeYY/7nmGPGt5biI7HlxYw4AgLTJIDYM0365t4MpOIqoosDKcSeuLpv4ijEnniq2Kg4Vl20UU2IPSw1jWtPiD2IPXEtJf4oxB7EnvjWUnwktryYEUdAYJoEEHumSR+xpzT9Lg6kEHtKN4NkJyD2xKNE7Ilj1UUbhdgTV/dNHIXYg9iTul0h9iD2pGxTiD0paXItCKQngNiTnmmlKzKQisPWxYEUYk9c3TdxFGJPPFVsVByrLtooxJ64um/iKMQexJ7U7Ups+UtOPd79xqWnp770zFzv8OoRt75x1K0cs5z7zH2x5XUrDbGnLkHOh0CzBBB7muUbfXUGUnGoutj5IvbE1X0TRyH2xFPFRsWx6qKNQuyJq/smjkLsQexJ3a6w5UT2pGxTiD0paXItCKQngNiTnmmlK9L5xmHr4kAKsSeu7ps4CrEnnio2Ko5VF20UYk9c3TdxFGIPYk/qdoUtR+xJ2aYQe1LS5FoQSE+gV2LPZz53q3vooUfcVVdcPkLy8ScOuF9/17vdQw89mn3/K790jTv7BWcMj5Hzbvzwzdnf55x1pnvL1W9yu5fzQz+rVBOdbxy1Lg6kEHvi6r6JoxB74qlio+JYddFGIfbE1X0TRyH2IPakblfYcsSelG0KsSclTa4FgfQEeiH23P3Ve91v/tb7M3oXvvz8EbHn8Oqqe+/1H3BnvfBM99oLL3B/9+C33Ht+5wb31l+4yj335Gc7OffGj9zsfu3at7ljn7bP3XDjR7Pr+IJR3aqh840j2MWBFGJPXN03cRRiTzxVbFQcqy7aKMSeuLpv4ijEHsSe1O0KW47Yk7JNIfakpMm1IJCeQC/EHsUWiuwRcUcEnH/z5n+ViTm++CO/nXTS/kwIko8v/qSqEjrfOJJdHEgh9sTVfRNHIfbEU8VGxbHqoo1C7Imr+yaOQuxB7EndrrDliD0p2xRiT0qaXAsC6Qn0XuwJiTcavfPGyy8ZifoR/H7kT6oqofONI9nFgRRiT1zdN3EUYk88VWxUHKsu2ijEnri6b+IoxJ5yYs+/v+R099LTjm+iKjpzTWw5Yk/KxozYk5Im14JAegKIPV+91/3xLX8ykofHF3te86pXDHP4+GLPoafWktTK697/ZfeT/+Qk95P/9KQk1+vqRa79+N9kRXvXpc/vTBHX1jec23RuaXFXsjJ95C8ech/5fx9yn7zmRcmu2cUL/dXfH3C/8vG/cb956fPdC39gX+eKuHpk3c3Pz7nFXfXbFjYqrnl00UaFSn54bd0tLsy7XfPzcWC8o7BRcdiUU1dt1DgK60ePuo31o255aaEQVtdteSGAEgdgy507srHhjh7ddMuL+W2rL7a8RNMJHoot34nlmD1LdbFyPgSSEUDs8XLyCNkykT1ZVEaCz+ve9+VM6EHsGQ/z2o9tiT2v747Ysy5ij3NuYaH+gFzpZZ3vXzzkPvlmxJ5xLeqvvmXEnmd3T+w5cmTDzc/NuV0L1Qbklh02Ks7Qd9FGhUq+trbudu2az/6r8sFGxVH7g7sedf/5Sw8OBOkO2qhxFDY2jjr5bylG7Om4LY9rLXFHYctdJiIe3dx0i2Mm2fpiy+NaTf5R2PKA2LMbsaduu+L8dAR6L/aQsyddY5rElbq4RIJlXJNoOeF7sIwrnj2h/3GsumijQiV/4uBht3t5wS2NmRkfR4zQ/7j21HUbNY6CRCaurZZbxvXbl7/Anf2cp8XB7elR2HKWcaVs+tjylDS5FgTSE+i92MNuXOkbVZNX7OJACrGnyRYz/tpdH0gdPLTqFnbNu93Li7UhM0CIQ9hFG4XYE1f3TRzVdRuF2NNEqxl/TWw5Yk/KVofYk5Im14JAegK9EHvs1uuK8Fd+6ZphHp7Hnzjgfv1d73YPPfRo9rP9Tf6WXbxu/PDN2W/nnHXmSH6fVFVC5xtHsosDKcSeuLpv4qiuD6QQe5poNeOv2UUbhdgz+Xakd+y6jULsmXzbwt9E7EnZ6hB7UtLkWhBIT6AXYk96bOmvSOcbx7SLAynEnri6b+Korg+kEHuaaDWIPUKAZVyTaVtqo/7TlWe7U5+1dzI3bcldWMbVTEXgbyL2pGxZiD0paXItCKQngNiTnmmlK9L5xmFD7InjROcbxwmxJ46THIWNimPVRRsVKjliT1x7qHuU2qg/+bfn1b3UzJ2P2NNMlWHLEXtStiz8zZQ0uRYE0hNA7EnPtNIV6XzjsHVxIEVkT1zdN3EUYk88VWxUHKsu2ijEnri6b+IoxB4SNKduV9hyxJ6UbQqxJyVNrgWB9AQQe9IzrXRFOt84bF0cSCH2xNV9E0ch9sRTxUbFseqijULsiav7Jo5C7EHsSd2usOWIPSnbFGJPSppcCwLpCSD2pGda6Yp0vnHYujiQQuyJq/smjkLsiaeKjYpj1UUbhdgTV/dNHIXYg9iTul1hyxF7UrYpxJ6UNLkWBNITQOxJz7TSFel847B1cSCF2BNX900chdgTTxUbFceqizYKsSeu7ps4CrEHsSd1u8KWI/akbFOIPSlpci0IpCeA2JOeaaUr0vnGYeviQAqxJ67umzgKsSeeKjYqjlUXbRRiT1zdN3EUYk+c2HP/t590//sH73a/ffkL3NnPeVoTVdGZa2LLEXtSNmbEnpQ0uRYE0hNA7EnPtNIV6XzjsHVxIIXYE1f3TRyF2BNPFRsVx6qLNqopsecr33zC/fa/ODMObE+PQuyJE3ukeYiNQuwpflGw5Yg9xa0k/ggRe7Dl8bw4EgKTJoDYM2niOfej842riC4OpJoSe37/jofdH731n8SB7elRiD3xFY+NimPVRRuF2BNX900chdiD2JO6XWHLEXtStinEnpQ0uRYE0hNA7EnPtNIV6XzjsHVxINWU2MNMS3GbQuwpZqRHYKPiWHXRRiH2xNV9E0ch9iD2pG5X2HLEnpRtCrEnJU2uBYH0BBB70jOtdEU63zhsXRxIIfbE1X0TRyH2xFPFRsWx6qKNQuyJq/smjkLsQexJ3a6w5Yg9KdsUYk9KmlwLAukJIPakZ1rpinS+cdi6OJBC7Imr+yaOQuyJp4qNimPVRRuF2BNX900chdiD2JO6XWHLEXtStinEnpQ0uRYE0hNA7EnPtNIV6XzjsHVxIIXYE1f3TRyF2BNPFRsVx0ps1P5jl90vX3Rq3AkzetQTBw+73csLbmlxoVIJGCDEYUPsQeyJaynxR2HL48WePtjy+JYTPhJbXpcg50OgWQKIPc3yjb46nW8cKsSeOE50vnGcEHviOMlR2Kg4VmKjfvg5T3NXvOTkuBNm9CjEnslUHGIPYk/qloYtjxd7+mDL67Yv/M26BDkfAs0SQOxplm/01el841Ah9sRxovON44TYE8cJsSeeE2JPHCtsVBwnxB7EnriWEn8U/iZiT3xrKT4SW17MiCMgME0CiD3TpG/uTecbVxFdHEixjCuu7ps4CrEnnio2Ko5VF21UqORE9sS1h7pHIfYg9tRtQ/752HLEnpRtCrEnJU2uBYH0BBB70jOtdEU63zhsXRxIIfbE1X0TRyH2xFPFRsWx6qKNQuyJq/smjkLsQexJ3a6w5Yg9KdsUYk9KmlwLAukJIPakZ1rpinS+cdi6OJBC7Imr+yaOQuyJp4qNimPVRRuF2BNX900chdiD2JO6Xf3s793tXvqDx3c+r9g4bodXj7j1jaNu5Zjl3MP6Ysvrti/EnroEOR8CzRJA7GmWb/TVGUjFoepi54vYE1f3TRyF2BNPFRsVx6qLNgqxJ67umzgKsQexJ3W76ouNQuxJ3XLC10PsmQxn7gKBqgQQe6qSS3weA6k4oF10UhB74uq+iaMQe+Kpio367ctf4M5+ztPiT+rhkV20UYg902vIiD2IPalbX19sFGJP6paD2DMZotwFAmkJIPak5Vn5aog9cei66KQg9sTVfRNHIfbEU0XsiWPVRRuF2BNX900chdiD2JO6XfXFRiH2pG45iD2TIcpdIJCWAGJPWp6VryYDqX9/yenupacdX/kafTixi04KYs/0Wi5iTzx7xJ44Vl20UYg9cXXfxFGIPYg9qdtVX2wUYk/qloPYMxmi3AUCaQkg9qTlWflqDKTi0HXRSUHsiav7Jo5C7Imnio2KY9VFG4XYE1f3TRyF2IPYk7pd9cVGIfakbjmIPZMhyl0gkJYAYk9anpWvxkAqDl0XnRTEnri6b+IoxJ54qtioOFZdtFGIPXF138RRiD2IPanbVV9sFGJP6paD2DMZotwFAmkJIPak5Vn5agyk4tB10UlB7Imr+yaOQuyJp4qNimPVRRuF2BNX900chdiD2JO6XfXFRiH2pG45iD2TIcpdIJCWAGJPWp6VryYO3SknHONWlhcqX6MPJ97/7SczRvuPXe5McZsQex55fNUdXF13pz5rb2c4NVEQYfTAo4c6++4dPLTqFnbNu93Li7XxYaPiEHbRRjUh9mCj4tqT2qg+7oK3emTdra3Giz3YqLg21RcbVVfsgVNce8KWx3HiKAhMiwBiz7TIc18IbBFoQuwBLgSEQEqxB6IQsASeOHjY7V5ecEuLTFDQMpohUFbsaeYpuGoXCRxePeLWN466lWO6M3HYxXqiTBCAQH0CiD31GXIFCNQigNhTCx8njyGA2EPzaIoAYk9TZLmuEkDsoS00RQCxpymyXBcCEGgbAcSettUIz9M7Aog9vavyiRUYsWdiqHt3I8Se3lX5xAuM2DNx5L25IWJPb6qagkKg9wQQe3rfBAAwbQKIPdOuge7eH7Gnu3U77ZIh9ky7Brp/f8Se7tfxtEqI2DMt8twXAhCYNAHEnkkT534Q8Agg9tAkmiKA2NMUWa6L2EMbaJoAYk/ThPt7fcSe/tY9JYdA3wgg9vStxilv6wgg9rSuSjrzQIg9nanK1hUEsad1VdK5B0Ls6VyVtqZAiD2tqQoeBAIQaJgAYk/DgLk8BIoIIPYUEeL3qgQQe6qS47wiAog9RYT4vS4BxJ66BDk/jwBiD20DAhDoCwHEnr7UNOVsLQHEntZWzcw/GGLPzFdhawuA2NPaqunMgyH2dKYqW1cQxJ7WVQkPBAEINEQAsachsFwWArEEEHtiSXFcWQKIPWWJcXwsAcSeWFIcV5UAYk9VcpxXRACxp4gQv0MAAl0hgNjTlZqkHDNLALFnZquu9Q+O2NP6KprZB0Tsmdmqm5kHR+yZmaqauQdF7Jm5KuOBIQCBigQQeyqC4zQIpCKA2JOKJNfxCSD20CaaIoDY0xRZrqsEEHtoC00RQOxpiizXhQAE2kYAsadtNcLz9I4AYk/vqnxiBUbsmRjq3t0Isad3VT7xAiP2TBx5b26I2NObqqagEOg9AcSe3jcBAEybAGLPtGugu/dH7Olu3U67ZIg9066B7t8fsaf7dTytEiL2TIs894UABCZNALFn0sS5HwQ8Aog9NImmCCD2NEWW6yL20AaaJoDY0zTh/l4fsae/dU/JIdA3Aog9fatxyts6Aog9rauSzjwQYk9nqrJ1BUHsaV2VdO6BEHs6V6WtKRBiT2uqggeBAAQaJoDY0zBgLg+BIgKIPUWE+L0qAcSequQ4r4gAYk8RIX6vSwCxpy5Bzs8jgNhD24AABPpCALGnLzVNOVtLALGntVUz8w+G2DPzVdjaAiD2tLZqOvNgiD2dqcrWFQSxp3VVwgNBAAINEUDsaQgsl4VALAHEnlhSHFeWAGJPWWIcH0sAsSeWFMdVJYDYU5Uc5xURQOwpIsTvEIBAVwgg9nSlJinHzBJA7JnZqmv9gyP2tL6KZvYBEXtmtupm5sERe2amqmbuQRF7Zq7KeGAIQKAiAcSeiuA4DQKpCCD2pCLJdXwCiD20iaYIIPY0RZbrKgHEHtpCUwQQe5oiy3UhAIG2EUDsaVuN8Dy9I4DY07sqn1iBEXsmhrp3N0Ls6V2VT7zAiD0TR96bGyL29KaqKSgEek8Asaf3TQAA0yaA2DPtGuju/RF7ulu30y4ZYs+0a6D790fs6X4dT6uEiD3TIs99IQCBSRNA7Jk0ce4HAY8AYg9NoikCiD1NkeW6iD20gaYJIPY0Tbi/10fs6W/dU3II9I0AYk/fapzyto4AYk/rqqQzD4TY05mqbF1BEHtaVyWdeyDEns5VaWsKhNjTmqrgQSAAgYYJIPY0DJjLQ6CIAGJPESF+r0oAsacqOc4rIoDYU0SI3+sSQOypS5Dz8wgg9tA2IACBvhBA7OlLTVPO1hJA7Glt1cz8gyH2zHwVtrYAiD2trZrOPBhiT2eqsnUFQexpXZXwQBCAQEMEEHsaAstlIRBLALEnlhTHlSWA2FOWGMfHEkDsiSXFcVUJIPZUJcd5RQQQe4oI8TsEINAVAog9U6rJ+e/fl9356HGnTekJBrfd9eBtbuPk84fPMHfwYeeWV9zm4r7su7kjB7J/y/93ffNLbv2Uiyb6vPI8c08+4o6ecM5E7+vfbNcjd7mjzzh1hItbPeg2V07cZrfFateDX3JHjzt15LdxD59C7JH6mXvsfrd5/PYzTgOYcNpcXhm266w9ORfkNP/oXW5u07mN/ZOtW3n3NhdXoutnEhyl/vLakzCUZ7bvaewz1RF72mKj/LJio8K1v3DvTW7j1IuG7Whcmypro0J3LCv2zKqNckvb9iz2vat7nNjGadvyQZ9/m1s/5eKBLyB98ZGDIz6L+gdiK+ZWDya35UViT1ts+cLXb3brp1829JnmDj7iNlf2b/sLBx/O+puBLb/fbZz8srpNpNT5obordYGGDvb9A9/f3HjOy4YMUz9CSOxpjb/54G3u6P5zGvE3U3Bssy3PtVGP3uWmYctT8OYaEKhLALGnLsGK5+++5Wrn1g66w6+7seIVdp4mDmKMKCIO0uLdN2QXyMSe/ee4jedd7BbveG8m6shHBpbyWzZQX9yXOS4Dx2qfO/y6D05soLx4zw3Zsz51+WeTdfpZOYwjllcBwmLxjve5ubUDbv6RuzIR7MgZb3AL938qY5Fx2n+Om//e/dvc9p/jMsFj5cRMGDty1lWF9ZtC7JF7Ln/uard6wbsqiQKhh4x1pDNOd/9u1p53PXpnNtjMBp1rB93CA5/KLi2ipnTC6tzJ39qexKmR557UR969oysnurXz3p7klpnjc/CRKOFW3qmFBz49uK+8a4v73Mb+c93SHe8ZvGsrJ2ZClLYvFROFmzATTlZgLCpAHbGnDTYqGyB9/xsDTiefP7RRYoek3QRtlNTtj749+cAzj3UjNipysC/tZOHemzMndtf9n85s1MBmb7ch4Sb2a2jb1UYt7nNrYi8qiq1lxZ6hjbrw+sr39OsgpY3KbPnBR4I26sgPXzUczBe9cyl+P+ZD57kjZ18V1X/E3K/MYF+Ei/nH7nPzj30js0Mi9mzu3e+knefZcrF/0r6EobQpnSyKebZxxxSJPZmNcs4dftX1dW+Vna+D2Bg/ytpy60ct3f6OKFu+9pK3R/UZKQomdbfwtZszPyrVp6y/ubm0z809+dDg9ov7sral/kCevyl93voZlw0Fx1TPnrWZ1SNufeOoWzlmeXjZNthy628eXdmf+ZP6SeFvpmDYdlveJn8zBW+uAYG6BBB7ahJc+vJ7s0F9XoSOOAEyYNHfZfArnd7ivTc56Sx9EUOFiIHDvh1dI4KCRJYs/dk73cYJ52SDaRtpI/dZvvXaTDzKBp77fzj7XWdG7Azc0p+9YytS4GVDUUdmeu1HIx+Gg87FlWywLp+yTqh06DLAPXr8aSOzFfZ+ch9xLnUWUTqTuX+4LxNaROyRQa6d6ZDfpePTcum1NAJHxYe183414yzOajZwPHLA7fnoq518v7n3pIzp/CNfycQfW4fyzJmDJM+95XDIdYYDdfPw4hjKb4M62+Yk38c4oVbskbLKs2yccG5wUC/PtetbXxoOPISbzL4KW6l/mV1ce/FbBwO71UF9abmtA55xEkfi0Tud1P3aS341iwyyMx8qiohgpXUfiohRB0kYixgmxy587abhOYoq64C3ZoctJ/n90E/dXupNzESkI0+6zaefljtwlEHLximvHb5HOlu+/IVrs2ixpy75WHZPYThwDgZRbPaTzcTK+7Sy3y39+Tvc+gvflP1bI23kHBlsiyN9+PW/P3jnTjjH7Xr0rmEUnF5XHaSM4fHy3Oe6XY/cOWw7el/hKEKZZa7/Xi05UF77u79wy9+72839wItzhWDfRukAevn2dwxtlG+Phs/q8zpywC3deq3bePb5O23UliApNkoGk8ppnI2Sd0iEuXmph613bPveg+islDZKrpc3m+zbKL2v8AvZqHHtSsqwdPs7B/b0xW8eROVt2Sj5Tgb7ZW2U2AB5fhXybTuWSAK18VVslL3WwEad6B7f90Nu8bhnu6XFhR3vjLVR0mtnEiIAACAASURBVO7nH71zaKO0/xjO4mvUg/f+qS0X+xayUXK+vMvSPtbPeMPwGeSd9aPgpmaj1g66o/vPHelbbN8ldmP9hy4bRM9u9ZPiT+z5xOuz91X7D+sX2HdR/q02NWtTf/YOJyJC9v1WpI1yEpsi/ajaM2ujFJ7cZ/cnr8j6sQ3xa6Q93XtTZi/tJ7NRco+t722bKmujtK8P2XIVe4771h9mPLSPlja48ZzzM5Fc3h0VMYSFRtDYCOXsWY8cyCZmhn7UyS/L+lmNtFFbnk0uXfKx7Hvxo+T6vvgjz7z45fdk7OU55LkWHrxtIjbq6PE/uCMyyPYxIqioH6X+pk7wie3Vflhtp/Z9tl1pGxX/dnNpJRNcxE8SHtJW1d+Uup578uHMlktb0Gg0628Kp+xdPu60IUfpm30fQNrUsD2Zf8f6Udo+Y/3NjW/f6548+dWZ2CPlkXtbf1NsiEaRSrtJ5W+GIrBD/qY8z0Rs+fI+t/Hsl0X5m7m2fCuCO2tDW372Dn/zGadmvmqRLS/0N+++IfPNp+FvWhukNkVXPlhbXsqZ5WAITIAAYk9NyOKUaycpTsTQaTIzhJnRW14ZzmKEbmkV+0FnPHCudDZ2aESNUd3h9G1F5Yw4ZSI0bc0O+DOXOsDWQag9T4zakbPelEWLyEccdOl45HsZpMZErOj1/OvbmWRxSHXQJMdrxEdetYgTIx2ydM42OqSIk/ITAcQeq/fJIgVE+NlyBu1zWSFC69s+n/yu31tOckxZscdeX8onS6KGbcpEEBVxsiyzSJAt4SdUdp/1uOOHv209l515sk6+CEX+4Fx+X7znA9n3lpP8XVbssdfPxNSVweBDZgw12qOozm3d+wyqcNJOf3hdE6Vjoyus8xp694RNVpSt921Y/4/e5coOpDb/8j+5vV/7YHYJbePD65W1URIhsjUbqzYq6r3bsn/67oU4DW2UuYc85yzaKDur2BUbZd8Pa6M2nn6qc7u3BVI7Cz0cdOcYcxvFpsfuaBtbS4hDNiob2Ad+H9ryrT60TTZK+xX73EWc9N3Vd01tsG+jgiy2lg6FfpPrZgNY6RNF0JbB2FYUgZ3QUaHM1oHYoflv3zliozLB4+s3l7ZR9vq+jZo78Iibf3JrKbCZ/MrzDywbGxWZd3yoDwj6B9aWm2jeGFt+9FnnjvhRIvCL8CYiUR0/Svt48RFsdLH2exo1k1d2tU15/uY4xsPlV977N4w6XT048KdMH+P7UXaSLM/fFOFThP4YP0qfd5y/KcdYG7V+7Klu4fH7xzYPy0mjkcv4B3ntKbvpFqdJ+pt5ttz6CLbeyranKv5mri1X3zUQsTotf9Ny8scv1paX9WmLbBS/Q6AOAcSeOvScc3s+fukwp4yIIHOrB9wuWaaxtDXrvDXDr9E9NvQ3U6bPvio731fw5TeZqR3MPN2XRZTozIfM0mZLGu6+YXDvrbw/VjTRwfS44lUdSB1dOSl7Nre4MojW0YgNneU7/tRsWc+65AJaWskG9zIDp7OB66cOcgDIcih5funQpXzy/2wAsBXZILNK+ll70Vuya+ls+LaTth0lITNFco46ERqRo5zkHL2Xnl+Gk5xTSuxZO+i0rDozKFE7MrMjuWqyQciDt7mnVp7n3KZzy8sLTkQMreesbawOltVlToYs1XjwS9ms3ubeEzP2Ep2kglxWvtMvy2ZjLTstqwp1wkWigLTe5He5l52Z9Dn5f4faVZ3ON1tStXbAuaXBwFGi36S82WdpIJTOySy5DF62or3k/9p+tJPNIrFklnFLFJV3MhPNjvvBEU5yjLRPfbdsebIZSGnXJ5yTRe1k7LdmGrOZzO9/Y8hX76UzknpuKALM1oM6r2XFHh0cHJXIrzmXzaRmwvDawYHNWVzJooqG/P7mj9zSd77i5g8N8l6Ns1HKSWZih9EyWzZKru+3qZCN0nfPf1+zqJWlQei+fadD7dTWRR0bpZEyeTYqi+iTNlbBRskAbtfffmoY6Sfc5R2Sdijvlv3YSC61UWoLhYnMmrfFRol9yuzNFht5TnH8pa0JJ2kHaqOOHt10R065yO3aNT+MUNP6tzbKbzvCSW2Qb0dS2Sg/akDvU9dGaSSHlMkOVn0blZktiTrZslGZLd+KOpHBvgojGrkWslFZP3/CucHIGo2SkLYtNkrtnUQAyrtn7ZrYbrmntVHDPsVEUNi6qCL2iG2RdpzZKLFNe090zuT4kT5P25HM8Mvx8hFbueuRvxzacvEr5JNFjCzszQbn8/Nzmc+zubzPybunNkrf8TxbLr9rHyD3sbZcI7LVBmkfrZMUvi23kSfjbLk9LmvrIbFHJrZWThosJ5flTasHnETsDPq+raWYsnROcgFJhIlEej758MCPMpGhGafVA4Po1JUTB37U6ZcNOB13WuZfaF9kIyF2+Jtb17QctRwZpxPOGdootfs2GlzaXKwtl2cWP2qc2KPXE36DvFEXZQzsEmYpb8YrW2L4u8NIWmHh+5vWj1JOq//4NW79mP1u8ek/kNk1fX615dk7bHzQ7F6GfRv9zYyXpHMQn2foS223J2kL+t5JeXx/U9u1tVHj/M2sz9u7f4dfLtfJs+VSh5nfvbW6QY4d52+G3js5p64tV38zWyK/5U9l5ff8zZAtV06yGkHeW52Yk7Yl5Ra/vOryaL9P5G8IpCCA2FOTokYYWOcoCxcWB2UrN45VeO0sls4K5Q34dGCn50gIroRYq5HTe6tRtR24HGNFgFAxqwyk7HKAPHR5s4jqTNlZmiwKY3Ff9qyWk89Ef/PFltDMmkaQaASSjQLxuZThpE6KX+5QZE9dTqFol7x10pZJHid5Zn9mTSNIpGOXOrFt0+diRbGRQY6BUaXzHV1eMkgE7n/GtSfhZO+ry64kgkg+tq1ZTvq+5s1aa0etbUd5+Hwz58osxQq9i355YmaD5Rw/skccUiuWhDjJdz7D9X90tlv4zt0jyy/H2Sj7vpS1UdpOtE6U+SRtVIwwmRdNUcZGhWx5yEaE6lvvM00blfce23Y1jpPkuzj0yvcPl3HpjHmWO8wsN4y15Xk2Sgezk7BRsnxHly9qW27Clms78ZdEWxvl9/O2XnxbK7+p2CI2yjK3EZU6CJP/a84VPwJTfqsj9lRxqbQt+pGLsoxr7+evcQu75kdsue/7iK8UsuW2HL4t922UjahUTspU//ZZ5b3betw4sSfEPYad2lI/KkjLX8XftOXQ62ifpwwtcxv1Lc9cxY8aJ/bYe4eWMsVy8n0A+Vvfjccu++IwZ499XyyLWfM383wlKXeRH+VHojThb07blts2l8ejLKc8Wx7TRjkGApMigNhTk3RI7NFL1ul8Q86WigrTFHt8x1HzSuhMmzWmMjsjERX2t3Gdb5fEHuGSzSRu5RlRThoNYAcQMsN04EXXuqff9X8NcgRt5QCaROc7cH6mJ/b4YolwWXvRW7MZSZlVGxGZjjvNHXnRW7PXSwaUeQME+T2UuLPNYo+NRMhbxiWzrlkEyNZsuUSE2Mgu++5l+YiWV7L8VCGxZ5yNmnWxR2zU0u2/MYxkaMpGzbrYU2Sj7LsnApok8Vf7JW3NF3vsQCql2JNno3TyQ9tyCkFabK7t07NIla2oHI2Q0AG8RvhZcVFm1Fdf/R+yaASJQs2z5ePEHl02Motij5RLB+dSdskfJ+XJIjm2kvJrfWnONM1P5Av3mYjQUbFH2sxgQ4zB7mbSr0mkr0QFZlE6Jg9gyH6FltLX8TfbKvb4tlz+luVhws76StJWdEMMFWtDwn2bxJ68pfhV0gZktnwrCjljcfplTpLKKyfflkuOM9m9sS3+5iRtuZ2cK/I3Jf/Z/CN3jqwYCC3PSp1Qv+awlNMhsIMAYk/NRtE3sUcMnR3kqOGzsz4qcIREqb6IPVJ2FSXk/8pJ2dnO99CZV7pDZ1zpjr3vQ8Noji5G9uQNpPwwd5mx1FklfwCnkTo2DNyfDZ5Fscc693lij5TdvmeWhZTZXsNGIPVN7LE2SkLAn7r049m76A/is8HkVgSK5Rpro2Zd7JGya96VIhvlR8KVEXtU2NCuNlX0oY2olGs3KfZYG6VtZpyN0t8qiT1bA/1ZFHvEdtv8dRp94i/bse1tnC3vqtiTZ8tj/ai+iD15/qbaXr/flPYWa8unHdmTF1lZRezxbbnajpC/GbLl0/Y3p2XLlUUTtrzm0JLTIZCUAGJPTZx9FnuaHEjFhv6Hwqg1+miaSyRmXewJdb46I5LnpBQt40LsGRibmNB/Oc5fxjVO7Mnydm3lnhkZuH/m593cnNuxjEvNnjiDGtml3816ZI8dIFjWXRB78nLRpBggjBOkEXu2k+z2VeyxuTPs4NJfkthWscdfnjTNZVyIPeNz9ugyLsSewQYw9hNKG1BX7Bk3weFPpjWRNgCxp+ZAlNMhUEAAsadmE+mz2NPkQAqxZ+cOVWXWUEtuJz+/S5mcPdMSe2Tpn4QYE9mzLfbo1uNjxZ4TzsksmUbVDQfuiD3DXB+zIPaImLN2wXUj+dZsPowmZ4ObFnv8KJc9H31VtozFH8jo3xoaL3+HlppOa4DQV7HHtj3EnnjhPpSguW1ijyxnWb3guqxQbcrZg9jTTrHHt+V5G5f02ZbXHFpyOgSSEkDsqYmzS2KPnTUWYx7aen1Ss+aznjBv0pE9uv7bX1aXciA1iciemIGUlGmSy7jkfvou+EtQ/HwemjxzXFLJspE9EqGmg92QvVEWiD1XZdFQk7JRTSzj8u2u1GlXxR4bQaZ2qq4gbfPFhBLgpog+jLFRXVzGhdhzzlBM1/YaY8tnQewJ5YhUuzPNBM2IPYg9TUaSN2nLaw4tOR0CSQkg9tTE2SWxxxrVPoo9KRPmTVzs8ZI6NzGQQuzZ3jHOLlXIZkPvviGzJIg9A8HFXyIR4mJFjDwzrIP/0I6F07ZRKvbodrx+DqWiAaH87i81bULs0eW2ts1qHU0yZ48/G9yEjULsGYidTezGhdgzfbFHdpuUHfJS5+xB7LlrGE1pBbw6u3GJ3V07798ljdIcZ8vnnnxouAV62ShN6YvszqWDaMoBk9AyLiJ7Rj0WEjTXHEhzeuMEEHtqIkbsGSQiTr1EQjsa6dzEuSkzkMrL2TPpJRLCRTpL+TSdoHkSA6lZF3vs4LLM1utFkT2IPduh/23Yen3SkT2as6SMjfLznMRua1xlGZcOXhB7thNy2z7LMo3JK9bkbHAoYjEkivkRSiocamQbYs/AsbOcupCzR93VNos9sXnFxk0uxubssUnZQxFI40SMUILmKrY8z99sQrgfZ8tj/c1Q/rWuiD1tsuU1h5acDoGkBBB7auJE7GlW7Gl953vcaU62jQwNpGI73xS7cbVV7LFJPVMNpIRrlWVciD1XOd0dR81eKEFzaHlSKLImNBtcVewpEjHaHNlTxUYh9mxPENgueBrLuNo0QKgj9qyffH62RTCRPdstahbFHrd2cCTZvpZB+q9ZEHuKbLnff8vfvjCC2DOo6bzIojr+5qyIPQv3f8rNPfnIyC6jtq8ILcltky2vObTkdAgkJYDYUxPnLIg9RZ2vn18g1PnqIG5Ss+b2meysQ52w2rbOtITEHnH4RESynzJhtU0skagS2dNE54vYc1e2zbS/rbFwSZGgebit7dYOXxKxUlfsWT/loixCz+YyKpOLpo1iz64Hb3PLt16bOaNlbVRbxJ65738jEwjkUzb0f33jqDv0yve7pcWFoZmato2qsoyrCRvVdM4e6RuyHfi2omrl/zav2LjIHrEdRbY8JOTWXcYlNmDhgU8P24rNf6bX9peM1N16PZXYoxHGfh4ou+Qn5EcJx7I5exSQ3gux54ZhvzHORq2d96tu/ZSLa229XsWWE9njXBPJ9otsFGJPzcErp/eKAGJPzeouEnt2ffO2kUF7nYGU7j5iO39xCKSDkrDeqgOpuSMH3J6PvnpEQfeFEcSe5mZagmJPzTXUiD2DWVC7Dp3InnKRPdbxrSv2iP2QT1Ub1UqxZyunQZUBggx85w8+PJGcPU2F/iP2DHJa2KUkyrppscdGQGnER9vFHisyWXFR813YXF/qlrVF7NF3HLFn4G/azTukrsoI9/5kTWhysUpkT8gv9n0A+VvfTZZxDUQ0v//Sd2/awj1iT83BKadDwBBA7KnZHArFnkfuHBlwDsUeMxscO5DKE3vWT7/MbS7vqzyQiul8EXsQe6bR+a5e8K4sekIdQpsXJW822M52+2LP3GP3Zds9TyJnT17ugpjZYBVGVMid5G5c1kZtLq1kW/LG2qi8ZVypxB6bRH2WBWkd+DaVoNlGYSD2bHfyTcwG+wNdGwmn9WDFGX2aUFLP2GVciD1XZ1GMah8lytEuPx2KRRde7zb2DyLv6uTsSSH2iO3aeM75O3ZWtP2BXarVt8geeW80chuxZ9vfnIQtHyeKxSRo7srkYkpbXnNoyekQSEoAsacmzjaIPXUHUog9gyiQouVueZysk2IHu3J8XoLmtRe9ZXv5xJlXukNnXOmOve9DMzHT4ofjhxxrm3DWLi3yE3n7Ye5+8tNQ5+vXg++MjBN75Dd5nkmIPXntaZbEHhUjWiP2bO06J/UYWiIxya3X6yw1nQWxx757oTwPqSN7ZDBsl66qGCJ1rWKnHdDr5Ifan4zpN29z89+/b6J5HlIOEBB7tsUZqdcuRfbkCfeTEHvsjoGxtlzbddmt122km3Wv/Xxc40QMxJ60Yo+dNGsiZ48v9iSx5Y/cmflq0/Y3q0Zp1hxacjoEkhJA7KmJE7GnfwmaU8y02AHCJJZxWYdSxRIVCaMHUludb54zN6lZc8SeCeXs2VoeKrPm0QOErUgsbQt5W9RnA7kLrx/Z7tZfIiHH+Fuv23evitgjubBkdl2Xk5UN/bcDFsSetDl7UtqoPKF1UjZK28bGyS9zux780rAdW3eDyJ7bMxx9WcY1TbGnypJcxJ78BMkDAXp7a/LFez5QeklunohRRhSLnVwsEu6lPHW2Xt8h9pxwzsj1Kgn3LfE3EXtqDpI5vRUEEHtqVkNXxR7piDaed/FwMBazjEtQ2txB0xpINZ0wz4Z0V10igdhzVTbgnvXIHqnH+W/fORQP1KHXtfAhAaOJyB7NAZM0QXMVsWdLwGmt2DMFGyUDflkKZwcIRPbs3I2ri2KP7Td9VwOxB7FHl6LpQLupZVyIPdtvX52cPSFbXtXfTBEBhdgzWKLZZCS5thdJl7Hw9ZujhfuaQ0tOh0BSAog9NXF2VeypNGvekoFU1c63zDIuaTbWUSu7FeYsij1zBx/OdlMhsmd7xq8tYk9e8tPFz/y8m5tzbuE7d4/s4KVmb9zW6zYfRnRkT8Nij217s2KjNGweseeczGbqzHWTs8FtiexB7BkkZldhS/O+2ai9Nkf2iIi+dPs7h0ls6yRo7nJkz1OXfMzt+cTrs7pOIWKElnHJUrSnLr8lu4cu57T3Kju5WCVBc8iWl/U3l27/jWxL8RScuiz2tMXfVN+nrC2vObTkdAgkJYDYUxNnl8Sergykyna+mlcHsWd0i1O7zb0u+dJoHLurkr5Ck1oioYMHra9p5uxB7NnaZeueQdtRJ72pyJ6u2Cgie4jsIbKn/ZE9uutUkgTNW5GSfrL9SeTsaTqyx+bPSiFihMQey2mWxR5Z8qV5A0N+FMu4BoJhJuptRX9P099E7Kk5SOb0VhBA7KlZDXXEHklitvbit0bnw8jbjcsaRjvwLitidGUghdjTzECqLZ1vrNijyYX1ndAQ+ZQJmpsQe9bO+9Vs5k+Xgkk5inbjmkZkjyR93Dj5/JGZ1qbEHhsdoI5fU5E9fruxETlVcvZ0MbJHljNsPPWEO/TK97ulxYVhL1pnu16WcQ0iYHwRe/nWX87y/tgPu3FNZjcuxJ6rhxGhdqmMv/U6Yk98zp4qYo+8+6kiybU/UsFMbPnc2sHW5expi7+J2FNzkMzprSCA2FOzGuqIPeN2ugkNpMaJPSIc6RbVUqQyyU8nOZCSe+Ulgks1kJp1sYfO95yR5IdWtCyz9fosiT02WaMVkPJC/62AMG6JRJPLuGxEVd62xrs/eUW2O9IsCdJdEXskGbXuTFVlx8BxST2lPjf//su9FHv8pOF+X2u3Xi8b+h8Se0JbiiP2dEfssbZ8VnP2TEPskQmQOjkip7WMq21ij04UtS1BM2JPzcEpp0PAEEDsqdkcGhN7LtzeglSdvbFiz7POHSZTRuy53lXZHaEty7jofKcr9kj+gc2VEzPLoM63zmTqIEuXuKWK7PFzD2jS55kXe24ZDMoQewZh6XaWUAcrstvZuFnzKsJ96iTy/mwwYs/objy+IF11NthGH6qYithzjVvYNT8ySWTfFxVnQ5xiBOm8HQPlHVp9+bvcno++utGcPb7YIxN3ItJqfqDDr7vRyXdWCAoJ0tZPVLfWLnfS6NCy+df0+doW2YPYs50fSdq5fNQOqZ/iT8LIMSFbrm3DDoemHaWJ2FNzcMrpEEDsGW0DN9z4Ufe5L9w28uUVb7zMvfbCC7LvPvO5W92NH745+/c5Z53p3nL1m9zu5eXhYNAuC7EXqZP8NOSkIPbs3AozRcK8ssvdUg+k/K3X+yb2rJ9xWeZQq0i5sX+6Yk/RrLk8J2LPIHpQ6ipzynJy9lgxXJ03tZFVRIxJLDXtTGRPidD/UPJTInvCOwY2GdnTJbHH2gexl2sveotbePC2oYhhhXObaFZtStYfHFl3ez8/PbFHI+KazNnjiz26bNffWRGxZ3s7b/WtiewZ2CjEnu1IP/veWP+j6u6vVYV7lAYItIkAkT3OORF75HPVFZfvqJu7v3qvu/EjN7tfu/Zt7tin7dtxbF8ieySPiOxKIQ6aDuxCiQVDne/SHe/Jtiy0SQJDMwhdXcYls3IyOxcaFMt3fRd7JLLBiieIPdvbuRPZM0jiqgJbk2KP7P4hEV19FHtCyU8RexB7bJ9lI19tRKOfbNy35fru6vJqX8SouhvX3GP3uc3jTxu+r01E9iD2tDdnz7jInhhbzjKuwaYKfZtcPGpWQaggbaOYUkVptmmgz7NAALGnQOwRIeikk/YPo3x88acvYo/dHWHhgU8NtyPVdb466xQSe8QJW/jaTZljJp++5OzZXF5xkrOkaCDVZbFH8g9pclER80IzLSL27Pnoq9zckYPDaBHtfO2WrpZjKLeFNedyn6o5e9oc2bN0+zvcwgOfHtlGvdU5e6a0jEttlLS/1Quuy5rGOBtVNGuu7TGVID2J3bikzEVJPWNtVN+XcUki8uXPXp3ZKD+y56nLPzuMTFQbVXU2eBYje/y2vOfjl2YJ5v3IntRij9r7ssu4ZOJF+uWiHQO1LrWv0ffJ9jO2T9I6t6KYTSLvC/chW679VmiL+iIblXoZl/a9scu4bN8u/p68K/ZTZpepIn+zKLLHbxuhycWuiT1qy7MJxJ8aTJKwjGt7GbkKW9aW65L9ob+Z0JYjL0CgTQQQe7bEHruMS5dwHV5dde+9/gPurBeeORR7/u7Bb7n3/M4N7q2/cJV77snPHhm8yqDVfrq0jMt2vjpTZwdSEr0jn83lfdlsgXxszgFxXvTTF7FHIlTUUdQyyyA0G6yf9abt9dVnXukOnXGlO/a+D3VupsVGYowTe9RRVCdFchZIm7KJZRF7rh/J+aL2Rthpgmd/1nzqCZqnJPaojbJLJMbZqKKBVFfFnjwbNf/YfW7j5B8b2qi+iz02r1KMjWq72CORD9IP5eWps++NjeRV+zIusscOMHVJlrxfsvOovIOpInv8Af2uB28b2aTC+iB24Osvhx+Xs6fJyB7bRtSWC5+jx5+W1c20l3EppypijxWrtJ6qij1qy23/L36U2KiQvxlry7sm9qgtt2JPxunRu9zG8y4ea8v7lLNnUra8TQN9ngUCiD1eGxAx5x3Xvc/94s/9jHv+ac/LxJ7XvOoV7uwXnJEd6Ys9C5/5Obf03XvcwdOvcAdO/+mRq+37+n9xS9+9y33vpb89/F6+W/n6jW7tmWe5tWeek52z9N273TP+9G0j537vpe92a888O/tOz3n4n/8Pd+J//2dOf3vGn/7r4b1Xn3n2yDXkGL2m3Eue0f/I9fQj15UyyLPJR/5tr6nX03P0+FCZ9Rr6nMpB72V5yHdafvs8+p08u3z0HLmv/Vjueo7cd9/XPzjkq5zkWgdOv7I2J30mYSr/lmfT51KGWnb5Xo+xz23r/Inn/7R74vk/5Z7+jf+a8Zdr+O3GcrJtQ77Xe8jzKEMts97Tfwatv8F1B21U25l8p21Nz5dnko8+n9axLZN9Lts29Vi5pv+91p9+b9uAbZvyb1sGW2afhxwr19P3S68j3w3Ke4/7h3P/rXvqOa8eKbMeZ59Bz9F2Y9v/oF2+2y1/9+7he6Pvtb7joffOlkPbgX337DX1elpH9nj/3bN1rs95/Jf+tdtcWnG7H759IjZK7UTIRh059hR33F/8H8MmU2Sj8tpsno1ShlVslNbzoJ0N7HLofU1lo/Qd13u13Ubpe6o2Qv5e/M5d7rsvfbebn5sborI2WPuvSdooeU/ULofevZCNsv1jKhvlv9d5ds33G6QdbByz3+355i3Dft7a5VgbZfsX7Q+Vh7Xleb6BfS7rs+g1rI3y27Ien2eX9Rr+eyrvtX/O0c1N98w/fZuTJmb9htD7WtWPsn239nG2v9G+RvsOaxdCttwytX5UGVv+9Duvy9qA9sXap2335zttlPUT9Tj7vvp9iC1HqL7VB/D76JAf5b83+h7ae/j+puXk+1EhfzPkR9l3w/Y54zhpO/n7H/+c25Sk+fPzQx90Ev6m+KY6Zgj5USFO2vZi/M2NPSe4b7/6I8H+S74M2fKu+JttsuXH7tszUgf8AYFpEkDsCdDXpVsvP/9HCyN7lj77C27h219xqy/8l+7wC35m5Gq7v/p7btejd7on/9n7h9/Ld8t/9btu/Vk/7DZOODc7Z+HRQ7vowgAAIABJREFUu9zeP3nzyLlPvuJ9bv2EQfJTPefxf/Eld+x/e5nT3/b+j2uG917/Rz88cg05Rq8p95Jn9D9yPf3IdaUM8mzykX/ba+r19Bw9PlRmvYY+p3LQe1ke8p2W3z6PfifPLh89R+5rP5a7niP3Xf7q7w75Kie51uoL/mVtTvpMwlT+Lc+mz6UMtezyvR5jn9vW+ZM/dKV78vQrssgeYSfX8NuNnCth0U/7/dcO69/WndaxMtQy6zH+M2j9ye96L21n8p22NT1fnkk++nxax7ZMts3atqnHyjX977X+9HvbBmz55N+2DMpV6sDeV8+R6+n7Zb/L2ps5x5ZZj7PPINfJ3oetdmPbf9YuX/E+t/CdrwzfG32v9R0PvXe2HNoO7Ltnr6nX0zrS4w+97P90R549+i7YOtfn3PO5X3TrzzrHHfO1D07ERqmdSGGj8tpsno1ShlVslNaz1KnfbpqwUfqO673abqP0PdX3Rf6ee/jL7sDL3+cWFnYNzYC1wdp/yY/2fW3SRsl7onY59O6FbJTtH1PZKP+9zrNrvt+gdkvauO0/fXtbZKNG+pet/lB5WFue5xvY57I+i17D2ii/LevxeXZZr+G/p7bM2qCOrG+4p33hzW5+fn7Ejwq9r1X9KNt3ax9n+xttu9p32D4vZMstU+tH5dnyPN/R9ptyzyIbZf1EfUb7vvp9SJ4f5fubfh8d8qP890bfQ3sP39+0nHw/KuRvhvwo23/bPkfvO86Wf+cnbnUbG0fdnt2LQx90Ev6m+KY6Zgj5USFO2vZS+JshWx7yN6dty6v4m22y5YumX7TvAf+GwDQIIPYEqNs8PeTsuXow2L3w+iwM1N9BI7R0bdwyLklWLOHc9pN6iYTmBtC1/NPa1ji0RELLbbc/jc3ZI+dKyLnNhaDfaTi+1o+WWe9nQ6D1HN0OW0N4bYJLDeEeOt1nD5Yo6rpnreMRh9HszuTn5pHjyizjstfVMPuUy7jqbGus/PS90G3S5W/NyyB88pZIhPI8xG69nrcdqtzb1vlwzf5nft6tn3Cu2/PXvzeS50f5pl5qqnZC+dp2YBMjWpui3HTZQlGb1bZn82HIOcqwio2KDf3vWs6eWBuVYhmX5u9q0kbp8pG8d8/aTm2b66dflm0gkNJG1VnGpXnv6tgo27/4uXLU7o+zUamXcek7HbJRVRM06zW1nw9tKR6zq2mblnFZu6x2zr4vfpltP1knZ884Tv4yLlkybJcFhd6bppdxhTjZPmccJ20nXV3G5ft6wsK+G13eer1Ntty+m/wbAtMm0Hux5/EnDrgvfPHP3D//X1+T1YW/TIvduNKKPZPY6QaxZ3Tgr4NpmytJHeyBI3BnlhsHsWdgjtucoBmxZ7BDkoo7VkBC7Bm0Xz+hrE00a0Uxm6C2ygBh8++/7A698v1uaXFh6MfktU87oG+b2FM1r5h13nxBGrFnsB203UZdeCH2nDvsb0M5e2ZB7PFF9qpij928wbdRocnFkI2yPgtiz84ckdqeqog9c0cOZInnQ5OLKqo0acvl2dswuVjVlk97cM/9IWAJ9F7s0STMd93z10Muv/JL1wxz9MiXn/ncre7GDw9m/s4560z3lqvf5HYvL2d/93E3Lh1Q2Nm/kJMSStA8bbFn9eXvGu6cIs9stxfOmw0OJRaUc4t2uomdNU8R2dOnzlfbnyYlzhtUjNuNq86sud5f209RZM/m4srIziRE9gysRdG7lxeN1nWxp402KkVkjy/GNRF9WCWyB7Hnrh1ecVcie3S3nWzgeM9gq+k2J2iehNgjybn3fOL1I3VeJrInldhj3zvEnu3qaNrfjI3sUT8nJPZMwpYj9iBWQCAdgd6LPXVRIvbs3IFs3DKuaYs9dnenmAGnHNN055tC7OlT52vFRmlrbRd7fBERsacZsafOUtM6y7hEaJXd4zRyTqM8tG+xA2c7SyjCRGipaRttFGLPVcOJHdsfaB3PamSPja6wvlBXxB5bV3bJql0OXWYZlwglsq28fupsvT6tyB47WaHlQOy5K0tTIPUpnzK2fFwkeciWL97zgWyi0Ipd9t1r2t9E7JmMLa87tuR8CKQkgNhTk+asiD1STD8nht+p2M7Hn72pM5BSJ0ueoazYU2UgVbbzlU5ePrMc2YPYM3DS9CPvZVsiexB7Bo5tUc6eucfuy42A8gU++Tuljaoj9shz2K1rEXuuDob+T8JGEdkzyKsXm7Mnb8DZtNjj51/T5/CF+9Uj627v569xC7vmhwNwefdD72soZ09qscf3oxB7Bj2un48vJmdPGyN7JuFvIvbMVtoAlnHVHCRzeisIIPbUrAbEnmYje6oMpBB7+pGzJ2+AoIMBxB7nFmcoQfO4gRRiz3QFaSJ7JjMbrCK1jVi0eUl0UsLmX1Ph48hZbxpuooDYsy1CqItXFNmzesG7sgg9jUy2S4s04iNG7LHRUlaQ1uT9KgwT2bOdf60ty7gm4W8i9iD21Bx2cjoEShNA7CmNbPSEtoo9T13+Wbd4x3vdwgOfHoamzmJkzyQ637nvf8Mtffm9w8ge2TFMnL7NvfuzkO2mw2rbuoxrz8cvHYasSz3IJ5QwTzmFdrppIh+GP/Bv2zKu1fPe7pZvvda5pZVhXif77k1rGVeIU95uXDIgkU/ZnW7K7MZVZKPK5uypE33Y9sge30ZpLzQpGzUrYo/wWLr9nTuiNKvYKBn8y3usZde+ftrLuPz3oorYs/68i7K8LaHIHmG1furFTnfaVLHJRijKu6a5yrSPVluhx49L0NzGyB5bJiuq2YTnMWJPXoQ0Ys/tQ+fZJmyXLyWiRnZp1ajIaSVonoS/6Ys9apumacttZKod4eTt/jqJKM2U/ubai96S+fiTtOU1h5acDoGkBBB7auKsIvbs+uZt2UCw7EDKTyzo31uy56vAI8daJ813UuTvWVjG1UTnK2VfuPemzPiLUyEfXa+tSZft//sq9mRt5vv3ud2fvCLrJPM6Xx0E9FXskUTckstBBR6ZddcBmG1Hamr6KvbI4LGMjeqy2FMUfdg2GzUJsUciIlYvuG7HgFC+yNsx0LdRulTQbsGrA3d5F8vYKB1wTnKA0FRkj7VRG885PxNy/AG3tU82KrJPYk/GacuPmj/4cLZ0DLHnqqy9hHxd9aPqLuPSd6yLYo9vy32xR/0n/X/T/mbIlqcWe1LY8pT+5jRsec2hJadDICkBxJ6aOCuJPVtbXeutQ2vNxyXM099C97Y7ToTEHp1d0l0p9Bl8xy9lPow6OXv8WdSYfBgxAym7RXCe2OPPLslxZbc11kG/DbsfDF4GCQEz0e3MK92hM650x973oWHkTNnO159F9Xe6kZ2r1s57e+mBlJY5JPZYkUfKUmYgpTNDVQZS9pnKJmjeXFoZGVD6SyR8ETQ0a673l//7ZZbv8sQeFS71GNsO7GywnWHOmw0eN2tuy2CXcZWN7LFtNtZGjYvs8SMF8gRpv8yTsFF1Intm3UapTRtno1KIPUU2yuaJ8e3OOLHHHqtijx+x4k+UyDm2/9SlO3bQOo0BQijXWIplXLoFur1+SOzx+85swLW1i5Xufqh2rw2RPUU2qkzOHt/n0jYXEntibXlblnEV2ahx/qbfR9v3VPuFPLGnjL+pAqS2L/Ep9LmlDjT6x7rsqbdeL+IUKntZf9O+N2J3fD9qFsSeSdjyPLFnVmx5zaElp0MgKQHEnpo4U4o9YvSPrpyYLb2althjDaxNqFpniURqsUfDzHVJkQ4irYAjsyc6O7l0+zuGy9nUOawq9uz56Kvc5vGnOXF8dbmA3XFBBxlWkLODe21ukxJ7fFHFHzgPBIfwGmr/WNlCXENhQ05KSOyR75Zu/43hcjh/gDVpscfP42MHMjKTK7P/1tmalNizdt6vZvfWd18dwraJPUU2ahJiTxM2KrXYU9ZG6XsRivoaF304TpCOtVHTFHskIk6WDPm2PJXYY5dG+EsSlHmejWqb2CO2cuH+T7nNlRN3JCuWpccbJ/9Ybs6eFGKPDmo1QqqtYo+0+5AtL8zZc+H1Tjn5x/o5e8aJPdaWt1nsybPlvoDj7xiYUuyxtrxI7PHFYCtE2omXWFv+2GVfdOsbR93KMcvDybeQ2JPallcRe5q25akmF1P6m77YYyOfZsGW1xxacjoEkhJA7KmJM6XYYx2DPLFHnBBZby8OXxORPTa8W8UeGeSvXXDd0JG0jrgKLYoxNNOSWuyxyfzyZlrmnnzIbe49KXPebIRTXbHHRurYQZJGHOna4LaIPToLkjdrLnUsrNZPuXjISeoytMTPnzWPieyxM37233XWUNv2VzayJ0/ssdE0IbFH8vAs/O2nh3ksbLi5HUipsBdaxjVugGAH9PZZJBz66PE/OBTkrEip99V3z0ZzaRlSR/ZM0kb5DqhGIjRho2IHCLZt2EGR7UZ8uyC5XzZOPj87xNaftVFNiD12CYoVpH0blVLs0WWf/sxvKPeDb0ubtFHjZoPzbFTbxB59Tn/yQKN1xC9QGzUymfBT27lS8iJ7bE4jO1FiB9Q2Es/aKLVr08jZE4rsybPlVsCxflTIltcRe6wtjxF7rH0I+VFqc4pslI3q9q8TEjHybLm1awsPfGroR4X8zbqRPdaWt1Xssf5mClteRexp2panEntS+pt5k4uzYstrDi05HQJJCSD21MQ5abHHPu6kxB7p7OxOH20Se+ygIm8gPEmxJxTZ4DvndtCXCSsNLuMq6nytWGeFuqbFnjoDqWmIPf4Sl0mJPbp8zt/BxR9MC5O2iD2pbFQZsaeujSoaSIWEnWixx0QM5NmoWLFHc9HEhP7nDRB8G5VS7NF3M6XYk8JGzcoAYdwyriKxx3IqK/bYiNQ+iD2+OCt/p1rGVVrsMfahSOyRZchzaweHUcu2HE2IPUW2vHdiTwJbnlLsSWXLJyX29MmW1xxacjoEkhJA7KmJc1bFHgkHf+rSjw9LP27WvO5AqsnInmmKPbJblYbU+4kFZyWyJ0Xn6zscVnhoYtYcsWc0P5K+xJMWew6/7kYny0f82f+iAUJsXrE+iT2xS011UI7YUy76MJXY49YOOmn3/kftv0YB2G21/fx4eq7tc+07nBd9OGtijx9NYvuFVLtxVY3smZTY4y/BlLqNEe5DEy8qBMr5fhvJs8EhAcj2nxqtG/Kj/Pojsue8EUEwT7gvsuVVxR5NIWCjNNsk9uikZsiuhb6rOrmYypb7S/atXZZ/17XlNYeWnA6BpAQQe2ribErsadtAKhTZELuGelbEnpiBlF164C9DkKYUcpC0E7RNbRI5e+Yeu889dfktw11XrLDThs7XLkPS9yg0QPAHUn0Te0Iz9m2I7LF1lTeoqBN9WFbsqWOjph3ZExt9GGOj/GVkdhlCyEb1ObJHxRtrf2wuH99GhWy52iP5vyaR7ZvYE5o06KLYozkVyyzJlXahu33miVP+kty+iz15y85Spg2IzdkzsowrIrKnyJZXFXti/M2qtjxFZM+0xZ6ytrxI7Klry2sOLTkdAkkJIPbUxNmU2NOlgRRiz2CHpkmLPdPufFVsih1IFXW+sbPBOoPsz36OWyJRlLNnmsu4EHsGb05R9GGbxB51FP1cNXWXmpYVe5ocIGz+/ZfdoVe+3y0tLozYtlB+njo5e0JCguRzECHbzsbaHCQ+p7zZYLWRsTaqSOzRCRDEnht2THyoXRY7H2vLV4+su72fv8Yt7JrfkZTarwv7bumA2vejQoPaMjl7pE/RZOJyLfsMoU0f/MgexJ58W25z9iD2bHPSdyXGltvonzx/U22UilIqXPr9p/a5TS/JnZYtV//UHwKqPahry2sOLTkdAkkJIPYkwBmKkpDL2iR/ehvZfWTuyMHh8gf53jqGGlbbd7Fn7sgBN/+9+4e7Y1inPvVMi1xbZt5iBlJVIntkNtBue27rXP5dN2ePtJ+jzzjVbS7uG7bm2OSnKZZxpRpIybthlxbaOpd/xw4QdFDhiz2SPFYcC1l6px91eFTs2fXN20aWaViO1lRMMmfPpMWeSdsoYe6WVjK8OhC0yx1sO1AHTG2u2kvbNkLH27oLJZFfvvWXs1wY8gktkQjl5xlno+xzplxqGmOj7OxuzAAhr/+y0YehAUIZsaeqjfIHGqFZcx2UdEHsGWej2ryMq25kj580XN/XPLFHOGV9wtYyUtunxiRoLrLleQmaZ03sEVs+f/CRoB8Vk6DZcprkMq5YsWfXg7e55VuvzR5TbUXs5KKN7Jmkv9lkZE+ev1Jky8tE9lS15f5KgK7b8gRDSy4BgWQEEHsSoBQDK1sjyo5G/qAiz4ja45oUe6Y1kJLB19qL35o5Y9r5yr+PZtuWj3LKS3QaqpodO90kCKuV+zQp9owbPAqTQ6e+3h1+7mvcsfd9KJs1zLZufey+jJ//Cc2QhzjVEXv8gbM/sC47a65r2G3+Hn8Ql+ek6EBOdouRHY2UiTyTDBAWHrxt2M58xzTE3We1cO9N2XbyQ7Fnaxt6PW7WxB6Zrdo8/rThLLjuxrX83a8EOYUE6VB7atRGbc2Qy30nKfY0aaO6JPaIjVo/47KRHfvERq0/+nW39uK3REX2VLVRsyT2iI2Sepf+Td8XtVF5s+ahpdA+K7tEMmSPQhGLk07QXEbsERu1ccpFI7Zc6lkSQ6vPUCT2jLNRqcWe3Z+8YihGT1LsWfjaTSO2XOt5bvVA0I/KW0qb50c1IfbIvVSo1/sqs9CmD3m7cUWLPY/cNVwiV9bftGJP3jCgCX9zmmJPni2fhL+JLU8w2OQSEKhIALGnIriY0/o8kIoJn1aGZcUe2Y569YLrsmUdk541rxLZM07skec/8PQzndt0Q7EnlOtAWc2i2OMPVmRAX1bsCW3LHMpbY0WaGLHHD/33xdlZE3uk/HZgqWLP5rk/GzRZXbdRoTaSt2vNOGG+rI2qKvaobZPKCi0LiY3s0WVkKSJ7/F2KNOHwEwcPu93LC60We2QSZuGBT2dLinzb6dtyXUZaNWePtVF5y/XsS5gXUTULYo/kFJSoCl3SVEbs8W3UuD4tL7JnomLPLVcPbzdJsSfUF43r0/os9lTxN2PFntRLcsuKPWVseUj49fsSzQ8V015S+puzJPY0Zctjxo0cA4EmCCD2NEF165qxAykJtd3ziddns4Kpl3HpunJ5pNSz5rM2kLIRK1UHUtKZyuyIzCLFDKRiOt+mxR5Zx73+Q29wfoLmSXW+iD3nZO9emaSe1iEss4wLsWfboOc5qm0We/KcTClVbPShFRFibFTRMq5ZFntUHEPsGbwXtj/SelfBRv6vETZWVAjtnic8bc6PMmKPL1gg9ly/Y5lVyHfM8yXU4sUM3u2kUZcie5oUe6oK93n+ZlmxR+8fY8tj/M1ZFXtkImTXg18qFO6X7niPW/j6zdlxbRPuGxxucmkIjCWA2NNgA4kVe+QR/KUyqXL2IPYMcieJI5tK7FFnNVXn27TYE3IAQg72wgOfcku3v3OEU6ht6gAqdta8r2KP7tyi22SnFHvsbn02mgmxB7HHvu8xNgqx5/rhoCD1AOGpyz87kkutK5E9iD1XZVVpo29SJ2ietcge9XensYyrjWJPnnBfRuwpa8u7LPbECvep/c2UUZoNDje5NAQQe6bVBiYh9khUkOYJkHL6s3BtEHvEWM49+dCOXD1aL5NYIiHr322egDqRPU2JPfse/2snjoC/vag/QBi3fCk08I8Ve5SJhg3nzQJqpzutzlfb+frzLhpJtmw5Fc2C+m2vSs6eLMLrJW8fJgn1l4VoyH8TYk/etsa+2LN+7x+4uZWT3K6TXxw0g7E2qk7OHmzU9sz9uN24xEYdefFbhnZyUjaqjNgjz6Q2aprLuNpuo6TNL/ztpwttedM5e8RGiTBs+wXtv9oS2SM2KM+WT2oZl+RbWn35dUNbbu2i2nVhaJdxTVrskcmYzb0n7YgC0rqdRGSP5FsK2SgV/8TfnLbYE+tvxi7jqhLZM86Wt0XssbY8b4w0iWVcs2LLx/mbsUtypzUW5b4QILKnwTYQO5DS6AlJeimduYTrx0b2+CHRbRR7ihBPQuzxZ8kmNZCKmWnRyJ5j9iwVodqRdyLvhJDwULSMK68e8hI0T1PsKQI1CbFnXN4hvb9GlKVexhUr9hw8tJptW7x7eTGJ2DNtG6XMY3fjil1qWtSeumyjyog9ltM0xZ68BK66DLoNgnRRm4odINRJ0ByyUW0Te8ZxmpTYE9opSH2Gtog9Re2pjthjI9DybF0of509ti2RPUWc9JmbFHvG+ZttEXuKOOm4pOzkYsiuBSPJtzbH6JMtj2HOMRBoggBiTxNUt65ZVuwRoyqfaYk92Q4rp1y8Y0lZ3rbGDKQGiRslIa50ZvLxOy7EHtllZbCMLtUSiZhXtk1ijx14aqSdJlHOC/0vytkzabFHtjqWXWmmbaMQe64aLknVROd+f1E29L8rYs/qBe9ybnHfSG6jNgvSiD3FlhyxZ+ATxnzqiD22P0Hs2aZt39G8DUH8vjjk9/sbQdg8WRr5K31bXVse429qzp6YNtVkZE+XJhdjbXkMc46BQBMEEHuaoNpSsUeLqmG2dtcea9SZNR8k1J1U50tkzyBxqApn/itZpSNF7BlQTBXZI9dSG9GkIK1bx2Ojqu/GVVbs2fPxS936qRfvWHJUlKtgGpE9C2Nmg60QOY3InpgZcGvbYu0akT3XZNGJoe3rLc/QgDoml0uoHtq4jKvIVZ2E2LO5tJLthKofIntGo/CFC2LPeVlqiT5Fkoc2QSl6X/kdApMkgNjTIO22Rfb0RewpO9Oig9eYbY3LDqRiZloQexB77EBV8weFtjUet5woJJjNmtjTFxsV2gmvzUtNQ7PB0xB7xs0G1xV77LIdFfttuYsEacSewds7TnSIFeHVDtSJ7PHfpzx/DLFnVLAYF9njpw1A7EHskXfV3whg2mJPXVu+9qK3uPUz3hA9Oixr16IvzIEQSEQAsScRyNBlqog9R1f270jsmOc8hQzMuJw9XRtI+Ykd85yUopkWX+yRhHGydWNXIntCiR1D4blNhtUu3P8p99SlH6+8FaYs0dg4+fzotzW28/WXUfmJxPMGeCF+eQmaY5ZxiUCZF+od2np90su4bGQPNmp8M7SDxzwbVUfs0aWAk4w+bFrsEU6Sb8fep6yN6oPYI7ZcPrLcWj8hW5cXlWWPbUuC5nFvU1WxR67p23LEnm3SWveSdNZPJI7Ys5OT9MGp/E27RLsttjzvHayyjCuFLRefqU7+tbpiT1nhPtbfjHZgORACiQkg9iQGai9XRewJOdWIPdtU85YcyBGpxB4dnHdF7Ak18bIDqa52vtpmnrrkY8GdvRB7Rh3fPCcIGxUeIPjv3rjduGIje3THG4n8mpSNalrsSWGjZk3siR0gFC3PmaTY40dyhKIP2xDZk+dH+e+Yith9TdAc2vmzrWKP5pS0tqJM4nw9r2qC5jxbXjaS3Bd7dIe3adrylGJPClveVX+zweEml4bAWAKIPQ02EMSeOLhlOuxxDnIKsWcaA6mml3E11fmK87V0+zuzxMu+eGRFEj//wSSWSMQOpIraHmIPYs84ITn0bsXYqLqRPW0YIKRcxpXCRiH2XDXE2FRkD2LPuVmCdBmMDuzCncNcQnnJ9uU4Sbzrb3QxLidWGd9RK71IFLTv2Lh8UW0Ve0ITDUX9d8iulBF7Ymw5Ys/4ZfgqqPr112QkOZE9cWMvjuoPAcSeBuu6TIc9Llxy2rPm/qxXnvGW78s4HP5MS2hpil89TXS+6oxJOeuIPeunXOTWznv7yCO3IWdPioFUaKbFzkSVEXvkeVbPe/tIJE3qfBhtFnuOHneaW3vxW7cGC3cNd+AILeOKdZDkYpPK2dPG6MNZs1HTEnuq2qhZjeypKki3yUYV9anTjOyR5blr5/27keV3RPZs76pqBUg/MkXt/eHX3eikT7CfMr5j18SekI3K84/7LPaktOV5w6Aqy7ga8zcveJdbvvXa0pOLbbLlDQ43uTQExhJA7GmwgZTpsNss9oRmVPKet8gxHTfTMutiT4gTYs9g63U70+InecwTKrStxDoctm21Weyx5bfOakjs8d+Jcc5tn8WeWbNR/gCvTF6xsoL00ZUTMxE67z0qslF5dnkWInuqCtJtslFFfeo0xZ7QsijEnrDYU8aWl/Eduyb2lLHlfRN7mrLlMyH2mK3py0wutsmWNzjc5NIQQOyZVhso02HPmtgjDqZEJ4RmpCTMOUa46VpkT8hJWbrjPe7o8aeNJNSUctuBfRPLuJZv/WU3t3Ywd7vaFDl7Ug6khJN8NOLFvrOIPds05r9/nxNWoW2IEXvOGTH12KirsmgvdXbz3qMiGzVLYs/RZ5zq9nz01dkyGz+nUd0BwrRs1CTEHo2AEpu+eM8Hhm1GXih7f38ZV0jskSTSslTXj3JVUT80+Mrz0aomaJ52zp7N5RW3+5NXZDm15CPLuPz3aJwtL+M7tl3sOXLWm3aU3y4j8/+dN2kW8jf7JvY0Zcv7JvZMy5ZPayzKfSFAZE+DbaBMh10k9oScquCM3oO3DUMd9f5+EaXD8K9n76+dr2bDL5OZvsgx7Vpkz+bSilu94LrcWfO85mWdlEOH15zbdO6YPUuFrTFW+Chqe20Te8YVPLbMfYjsGcdp1sUembWcP/hwVkRs1KggrAPGKktNiwYIMTYqdEwbI3tkkG93mUopSE/LRhX1qSkie5RTCrGnyEb1QezRdjhO7BnHqaj/Dp1b1E78CZTQ0lc5JnXOnhRiT1UbNc7ffOyyL7r1jaNu5Zjl3KpoJG3AkQOZj94mW943sWdatrzQwecACDREALGnIbBy2TIddjKx55HtHCCIPYPKbXKJRIqBFGLP+JcQsSfOSE1b7JH8HU9d+vGRhw05y3ZQYm2UCjyIPQOEoYSvbRogIPZsN/UmbVTRIB6xZ+f7kjqyRyKYJRJHbNTC125CEBuuAAAakklEQVRy6z/0hq13NJygGbHnzuHLgdjTflteV+yZtUhyxJ44n5KjukMAsafBupy22JOFUz92X+ak2A+z5qOdr4RcS1incimz002fxB7ZplUGFusnn++WvvzekW2f6y6RmFbnWxQGXmY3Luvw6NIY2a1Ml5TYgbpueVs2Z884TtMWe2KjD+3g1dooxJ7tgaMv9kzbRoXaXVvFnq7ZqCpij/T5uozICh9WGMo4nXJRtqMikT1XObsNufXd1JYvPPDpER9h8I4i9ugSNbXlm8v7Mi76Qexpl79ZZsgTK2IXjXWqRJJviJ95x3s65W+WYc+xEEhJALEnJU3vWkUG0B5eJbInlGshJoFr38QedUJsPpiibU/9fA9aV76z3CWxJy+HQN42rbat9U3sCeWDGfe+K0NNrtsXsSdko4oSuE4iskdm55+6/JZo618kCtoLVQn9b7uNakLsKeofQ33iOBtVtDXzrNqoKmKP1FfIRo1rm8qnbs6eIkG6bcu4VPRaP+Xi4aOPa5vKsG9iT1V/M0/s0fc1JmdPXpsqY5f1Gk1vvT6LtjyPb5NiTx/9zWiHgwMhkJgAYk9ioPZyRc5srNhT5hH7LPZU4RQaIKhzbfM9dE3sKcOqz2JPGU59FnvKcspL4q7RSTGCtCSV3dx7Upb8s2xesVAU0rgylBlUxO4EV8SsTYL0NMSeIj4x/WcXBOkisacMpz6LPWU49VnsKcNpnF0UcUgG9F0Ve6pwaoO/Wea5U4k9Ze8ZyifVBVtehgPHQiAlAcSelDS9a/VV7Nn1zducbC0c++n7QGoaOXti60aOQ+yJo4XYE8dp4d6bsmWAoV2eyog9NvkpYs/tQ/hNRB8i9oxv27GDInuVWFEQsecat7BrPndnSWU6ThyNs0zbRyH2xBEb57spQ8Se0WVcfj6pSU8uxtXs4KhYu1ZmrFN0/y77m0Vl53cINEUAsacpsgkTNKd6xDIDKVHWq+7GNQuz5uOYTrrzbbvYk8dq3EyLzurJFuHWEYgd4Nh7xjocVQZSZYTGOu9h15dx1WHj15v8HRPZ03Wxp002qu1iTxUbZXNctdlGpRR7xrWpri/jSmmjxD7Jp4s5e1JxihV7rE9Qtq+v0n+nWsaVktMk0waUee7Y+kgp9nTZlpdhz7EQSEkAsSclTe9aZQxgrFGt87hlxJ6qA6kqz1emw64iFpR9pkmIPfaZuij22LZfdyBVtv7k+Nh2UqbtVXkOPWcSYk/o+Q4eWs1mxXcvLwYfHxsVV6tl2kls24u7c/ioSdsoxJ46tRU+N7addEnsKUtx9ci62/v5yUf2jHvOopw9GrGoPp1cS5MYly1/mePLtJO86Iky9ys6dhJiT9EzhH7vo9hThZOcEzsuKeNHVH2WSS3jqvJ8sba8yrU5BwIpCCD2pKCYc425gw+7uSMHnWzbWfSJNapF1ylyUuT32Fnzoyv73cLfftqtP+8it7lyYp1bjz137sgBN/+9+11ou1T/xEkY1SoDKTmnKqcyYo90eEefcarbXNw3lum0O988sUeSF0qelZi6rtPgJFfA5uJKYbstM4iv8zxlxJ6nLvmYmz/4iJv/9p0jO8RUuX+R2IONiqPadxsVopS3G9es2Ki8yJ622agyg/i41hw+qmxkj9Tz3JMPOZvYuM79Q+eK2HP023/j9h6zVOhHpVzGVeRHjYvs8cUe9aPsbl+pOcn1xJZLvxHTt7ZV7KnjR8UyVVv+5HEvcOsbR93KMcu5p3bR34zlJMdhy+NoxfqbcVfjKAikJ4DYk55ppSuGds6odKExJ6lzK2uofSfNGvVJCE9VyxbaEaLqtfLOU+daBt0idlknzRr1VI5AGbEntqyhHSFiz409zgolvpNmRYRJCE+xz+wfl7cjRNXr5Z2nzvXm3v0jYpcVEZoQnorEnjLlxEbF0eqijQqVPE/siaPk3LRtlLz78pHJmDbbKLELskOWLIlt8qP9vvgGVpC3IkITNmpcmUTsWVtdd/tWdhcWXW257LoZM8FWeMGcA7Tfl2Xu1o/yBeE2+1GhHciq8hjnR8kyt9Xz3r7Dj7L+Zio/quzzH149Uij29MWWl2XnH48tr0uQ8yHQLAHEnmb5turq1rkd92CTmF1pFRjvYWJnyFLNADch9kyCb2y0wyRmgCdR3jr3yJzblf1jI42k3fniYp17yrkpxZ66zxJzPjYqhlL8LH4qG9WE2BNX0npHYaPi+cXM4jdho1KJPfElrXdk7Cw+flRcZHuTNmpcTceIPfVaStzZk/Y3456qfUdhy9tXJzzR7BBA7JmduuJJO0pgVsWejlZHp4o1a2JPp+B3vDB1I3s6jofiJSBQJrInwe24RI8ItEXs6RFyigoBCEyJAGLPlMBzWwgoAcQe2kJTBBB7miLLdRF7aANNE0DsaZpwf6+P2NPfuqfkEOgbAcSevtU45W0dAcSe1lVJZx4IsaczVdm6giD2tK5KOvdAiD2dq9LWFAixpzVVwYNAAAINE0DsaRgwl4dAEQHEniJC/F6VAGJPVXKcV0QAsaeIEL/XJYDYU5cg5+cRQOyhbUAAAn0hgNjTl5qmnK0lgNjT2qqZ+QdD7Jn5KmxtARB7Wls1nXkwxJ7OVGXrCoLY07oq4YEgAIGGCCD2NASWy0IglgBiTywpjitLALGnLDGOjyWA2BNLiuOqEkDsqUqO84oIIPYUEeJ3CECgKwQQe7pSk5RjZgkg9sxs1bX+wRF7Wl9FM/uAiD0zW3Uz8+CIPTNTVTP3oIg9M1dlPDAEIFCRAGJPRXCcBoFUBBB7UpHkOj4BxB7aRFMEEHuaIst1lQBiD22hKQKIPU2R5boQgEDbCCD2tK1GeJ7eEUDs6V2VT6zAiD0TQ927GyH29K7KJ15gxJ6JI+/NDRF7elPVFBQCvSeA2NP7JgCAaRNA7Jl2DXT3/og93a3baZcMsWfaNdD9+yP2dL+Op1VCxJ5pkee+EIDApAkg9kyaOPeDgEcAsYcm0RQBxJ6myHJdxB7aQNMEEHuaJtzf6yP29LfuKTkE+kYAsadvNU55W0cAsad1VdKZB0Ls6UxVtq4giD2tq5LOPRBiT+eqtDUFQuxpTVXwIBCAQMMEEHsaBszlIVBEALGniBC/VyWA2FOVHOcVEUDsKSLE73UJIPbUJcj5eQQQe2gbEIBAXwgg9vSlpiknBCAAAQhAAAIQgAAEIAABCEAAAr0ggNjTi2qmkBCAAAQgAAEIQAACEIAABCAAAQj0hQBiT19qmnJCAAIQgAAEIAABCEAAAhCAAAQg0AsCiD29qGYKCQEIQAACEMgncHh11b33+g+4s154pnvthReACgIQgAAEIAABCEBgxgl0Uuz5uwe/5d5x3fvcgYMH3TlnnenecvWb3O7l5aRVdcONH3Wf+8Jtw2te8cbLRhzku796r/vN33p/9vtJJ53gfu3at7ljn7Zv5BnkOeU6/+bN/2rkN/v8csKv/NI17uwXnJH0+bnYeAJaf369fuZzt7obP3yz87+vw7OoLT3+xAH36+96t3vooUez24TaQ15b8s9N+dx1ytzXc7X9+HWobaCJd72ofWGrutkabb1e+PLz3VVXXD62oEVij/5+1z1/PbyO315j2pK8Aw899MiO56Hfm512qHbMPnETtstvE74v5bfJvP5NbOBJJ+3fIWJa29iUrzg7tdrOJxWb8se3/In75bddnfQBi9qW3My287z2kde27Ll5Y4CkBeJihQTaMDYc58/b/lMK47e5WHtXCIIDekegk2KP1qJ2EqnFHnnhPvzRT7ifuOTiTKRRA/KLP/czmSgjf7/nd25wb/2Fq9xzT3521mHc81d/PRSd7MvudwL62xU/eVl2LSnDf/iPv+fe/stvzq7FZzIEhPsHP3yz27d371CMk7r5v9/3/7gDTz7pXvWKH0sy+13UlvwBmN+2xrWl0Lkigmo7nQxJ7mIJiC245U++6J733JPdz/7MGzMRWur0Ax/8b+6RR7+TvG6K2he2qvvtM09c8UteJPaIrfn9T3zKvfHyS7J26/dNRW1pnPhEvzc77VDq8caP3DwygSV1/6d/fod742WXJC2I3Ouhhx8d9rUysP7u97439KXkb/mIkOm3IX+wHpq4Ub9MjpWotmc+4xmFomjSAnKxQgLSBpqY7CxqW347t22tqG2FzrXttrDQHNAogWmNDYv8eemrTzrxhKy967HWJhXZu0ahcfGZJtArscefjbIzUfISHXrqkDt06CknM5f7VlaiBRb/Bfada98J1hYTisbwhaEiB3ymW1+LH147gx889RS3e8/uzNmUujn81GH3jfsfGC518FV6q8RrvZ//o//U3fTxP8yN8LIYQp2Bjf7Kaw+hthRyyn2HpcVV0MlHU9sghXvR/3J21qlLnZz6vOe6P/jMLU5F3rx2tbq6lkV56XFynTz7EgKIrepksxpbKNsf+W1F28NrXvUK9/zTnldqGZc/uI7t90LiE/3e7LTLmD4kL8LL7xOl1DFRZ0rH9mnynUy+iNCjE2F5z+ZHX4SEoVB/OTu10r8nvfzKX8gKrX58qB8sU6chgcZGg+Vdy29bIR+tTB/dv5qcfIl9sWdSY0PfTy8a39l+UXy/WHs3eaLcse0EeiP2ZEr8Z7/gXvvql2ezkvISfe4LXxzOTonB/p933DkUeHznc1xF+o6D73CEHAsdpPnLuEL3jXGu2t7QZu35tDO48n97g/vgf73Jyf8/+ZnPu9e99pXZ35rXQo6TjwzatZ4vfPkg6kcjvn7kxedGzxaGZrj9WdRQe4gVe8q061mrs1l4Xh3ovvIVL3V/+Klb3GWX/viwXV33nuuHIs64duUPlsvYB2zVLLSStM/YlNjjD2Bi+70YsUcIlGnXaYlxtXEE8paiWkHGRiP77U+iS7VPzPON8u5v+69Hv/2dkQjqzMfzoqj1OjFiDwPy2Wv3flS9X895S6xCJbVtR37385fltY8YsadsO5+9mpitJ7ZizyTHhmUnYG0fGGp/+POz1e6m+bS9EXv8nD1FjmqZMD/fKY1xLPLEntALjdM7+VfE1v8Xbvtzd/v/vMOd9yMvdi8//0fHzn4XGeeikvh1HWqHsWJPXli7XVJY9Dz8npaAHfhIPf5/33zQ/cQlr3P/+DnP3hGxY+/sh+/qDM/Tjz12x2zPuCfGVqWtz1m4WhNiT2hGMrbfC4k99Huz0JK2n9GfCbfL0X0bYyci/uHxx3cINLH+jd9GYiKj88SekJiI2NOuNnjdu6/fkaenyE5YfykUCZFXwnERj7qELFbsCYmOiD3talvjxndNjg1j/Xmh5QtDZexdu2jzNG0g0CuxR2cBJHGzfOxSrZhBdqjC5Dx/LW7sDGfo5dWOQpIA2w+JdSf7ulijLDOIGoG1vLy0Q+yR32yybg1LL+s8htpS7ExAXluy4fRKsEzY/GSpd/9udqDrO6b+8qy8dqUDFQkxl/XdkrwyJi8Ztqr77StUwtRiTyiXQGjwnDfACYk99Huz2za1PUgJxA5JPkPbH8r3KgaFxJ689mCJ+BEc8luZme5QhIe/VNY+p7+ZxuzWzuw+eShXT96AVxO+a15FWdr3D48fiOobQ22rzFKsUNsKJbMvkxpidmttNp7cF10mNTaM9eflOD9Xaxl7Nxu1wFNOkkBvxB4ZsNvktCnU29DgSZ1Wu9tI3qA/b4BuG4B0Gv/59z7sfvziV5GgeYJvRp7y7zsBfhuoGtmT15b8NlImZ0+eOKm5YiaIk1ttEcgb2ISWV+UlIrUDHfn3lW8cJHMf98FW9bcJphR78oSeMv1ezOCefm+22qsdxEgS79DOV3kCTVFkT2gwLteyA/uyOXtCdKUMX/7Lu6OXXM9WDc3O06rIIzYgZhfdvGhV8cGLfJ28tiW0fBEnNmdPiLTcR5Zt66YMs1Mb3XxSfzJ3UmPDGH8+JPSUtXfdrDVKVYdAp8WecQNv/4UqG9kzzkHxxZ28dZUxYk+RI1Sn8jk3n0AZsUeuIjNJ/kAoNrJnXB0XZe/XEsS0Jdb3Tr/FlxF78tqVfK/t4tHvfndkV5w8gU+v5f+OrZp+m2jyCXz7EcoJ9pu/9f4syWlRguaiZJKxbSlG7KHfa7JV1Lu21I0/iLb1FRqs/Pc/+mP38h97ifMje4r6yKLf/eWtfnSkljQUfWEpFN2nHjHOjiUgS7ckWXzR5IX1e/wdRqUuZXfLubm54U6qeQKM3TXXP8YXd/JsUlHbYglXbO1P7rhpjQ2L/Pk8QdHaMfXlaFeTay9duFPnxB67bMXf1twuizjxxBOy+tPt0cuIPaHwX7mW3Ylp3HOEzrdLa+xzsnxrOq9ZrNhjwz8lTHdl3173gtOfn4k/MQ5kTFvyj7G7yBW1JZtbgeVb02lL9q6xYs+4dhU7gJHjYtoXtmr67SL1E9j33vZLch9b3y/5kRdlO1DG7Mblh7rrM1u7Mq4thZaU+jti6vIf+r3ULSLd9WKWBvvH2KXNMjjXpfTyVLYN+E/p5wbS3/Ucf7lMaHt1uyTeLqWx7dn3FdPR4kqxBOzOgDFij78bl95nXPSh3xf76RL89jjOjvpt07Yt2++yfCu2BTR7XFvGhuP8eX/pvhCx7afI3jVLkKvPMoHOiT2zXBk8OwQgAIEYAuIw/McP/Bf3c2/6aUd+iRhiHAMBCEybQMwEyLSfkftDAAIQgAAEukQAsadLtUlZIACBXhCIWQrTCxAUEgIQmBkCiD0zU1U8KAQgAAEIdIQAYk9HKpJiQAACEIAABCAAAQhAAAIQgAAEIAABIYDYQzuAAAQgAAEIQAACEIAABCAAAQhAAAIdIoDY06HKpCgQgAAEIAABCEAAAhCAAAQgAAEIQACxhzYAAQhAAAIQgAAEIAABCEAAAhCAAAQ6RACxp0OVSVEgAAEIQAACEIAABCAAAQhAAAIQgABiD20AAhCAAAQgAAEIQAACEIAABCAAAQh0iABiT4cqk6JAAAIQgAAEIAABCEAAAhCAAAQgAAHEHtoABCAAAQhAAAIQgAAEIAABCEAAAhDoEAHEng5VJkWBAAQgAAEIQAACEIAABCAAAQhAAAKIPbQBCEAAAhCAAAQgAAEIQAACEIAABCDQIQKIPR2qTIoCAQhAAAIQgAAEIAABCEAAAhCAAAQQe2gDEIAABCAAAQhAAAIQgAAEIAABCECgQwQQezpUmRQFAhCAAAQgAAEIQAACEIAABCAAAQgg9tAGIAABCEAAAhCAAAQgAAEIQAACEIBAhwgg9nSoMikKBCAAAQhAAAIQgAAEIAABCEAAAhBA7KENQAACEIAABCAAAQhAAAIQgAAEIACBDhFA7OlQZVIUCEAAAhCAAAQgAAEIQAACEIAABCCA2EMbgAAEIAABCEAAAhCAAAQgAAEIQAACHSKA2NOhyqQoEIAABCAAAQhAAAIQgAAEIAABCEAAsYc2AAEIQAACEIAABCAAAQhAAAIQgAAEOkQAsadDlUlRIAABCEAAAhCAAAQgAAEIQAACEIAAYg9tAAIQgAAEIAABCEAAAhCAAAQgAAEIdIgAYk+HKpOiQAACEIAABCAAAQhAAAIQgAAEIAABxB7aAAQgAAEIQAACEIAABCAAAQhAAAIQ6BABxJ4OVSZFgQAEIAABCEAAAhCAAAQgAAEIQAACiD20AQhAAAIQgAAEIAABCEAAAhCAAAQg0CECiD0dqkyKAgEIQAACEIAABCAAAQhAAAIQgAAEEHtoAxCAAAQgAAEIQAACEIAABCAAAQhAoEMEEHs6VJkUBQIQgAAEIAABCEAAAhCAAAQgAAEIIPbQBiAAAQhAAAIQgAAEIAABCEAAAhCAQIcIIPZ0qDIpCgQgAAEIQAACEIAABCAAAQhAAAIQQOyhDUAAAhCAAAQgAAEIQAACEIAABCAAgQ4RQOzpUGVSFAhAAAIQgAAEIAABCEAAAhCAAAQggNhDG4AABCAAAQhAAAIQgAAEIAABCEAAAh0igNjTocqkKBCAAAQgAAEIQAACEIAABCAAAQhAALGHNgABCEAAAhCAAAQgAAEIQAACEIAABDpEALGnQ5VJUSAAAQhAAAIQgAAEIAABCEAAAhCAAGIPbQACEIAABCAAAQhAAAIQgAAEIAABCHSIAGJPhyqTokAAAhCAAAQgAAEIQAACEIAABCAAAcQe2gAEIAABCEAAAhCAAAQgAAEIQAACEOgQAcSeDlUmRYEABCAAAQhAAAIQgAAEIAABCEAAAog9tAEIQAACEIAABCAAAQhAAAIQgAAEINAhAog9HapMigIBCEAAAhCAAAQgAAEIQAACEIAABBB7aAMQgAAEIAABCEAAAhCAAAQgAAEIQKBDBBB7OlSZFAUCEIAABCAAAQhAAAIQgAAEIAABCCD20AYgAAEIQAACEIAABCAAAQhAAAIQgECHCCD2dKgyKQoEIAABCEAAAhCAAAQgAAEIQAACEEDsoQ1AAAIQgAAEIAABCEAAAhCAAAQgAIEOEUDs6VBlUhQIQAACEIAABCAAAQhAAAIQgAAEIIDYQxuAAAQgAAEIQAACEIAABCAAAQhAAAIdIoDY06HKpCgQgAAEIAABCEAAAhCAAAQgAAEIQACxhzYAAQhAAAIQgAAEIAABCEAAAhCAAAQ6RACxp0OVSVEgAAEIQAACEIAABCAAAQhAAAIQgABiD20AAhCAAAQgAAEIQAACEIAABCAAAQh0iABiT4cqk6JAAAIQgAAEIAABCEAAAhCAAAQgAAHEHtoABCAAAQhAAAIQgAAEIAABCEAAAhDoEAHEng5VJkWBAAQgAAEIQAACEIAABCAAAQhAAAKIPbQBCEAAAhCAAAQgAAEIQAACEIAABCDQIQKIPR2qTIoCAQhAAAIQgAAEIAABCEAAAhCAAAQQe2gDEIAABCAAAQhAAAIQgAAEIAABCECgQwQQezpUmRQFAhCAAAQgAAEIQAACEIAABCAAAQgg9tAGIAABCEAAAhCAAAQgAAEIQAACEIBAhwgg9nSoMikKBCAAAQhAAAIQgAAEIAABCEAAAhBA7KENQAACEIAABCAAAQhAAAIQgAAEIACBDhFA7OlQZVIUCEAAAhCAAAQgAAEIQAACEIAABCDw/wORrUZzVPxDYQAAAABJRU5ErkJggg==", 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Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean63.658798138.63767417.63671262.176305145.3516455.82382423.460537
std6.42277314.3285805.12325210.25255514.8960561.6916976.814125
min25.31000082.4800000.00000013.540000106.3300000.0000000.000000
25%64.892000126.07400017.01400063.516000131.5515005.61200022.676000
50%64.991000142.45000019.89200064.313000148.4900006.54000026.441000
75%65.076000151.73000020.81900065.546000158.1000006.88000027.690000
max70.070000166.02000023.25000073.470000172.0500007.65000030.900000
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 63.658798 138.637674 17.636712 62.176305 \n", "std 6.422773 14.328580 5.123252 10.252555 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.892000 126.074000 17.014000 63.516000 \n", "50% 64.991000 142.450000 19.892000 64.313000 \n", "75% 65.076000 151.730000 20.819000 65.546000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 525600.000000 525600.000000 525600.000000 \n", "mean 145.351645 5.823824 23.460537 \n", "std 14.896056 1.691697 6.814125 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.551500 5.612000 22.676000 \n", "50% 148.490000 6.540000 26.441000 \n", "75% 158.100000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def increase_volatility_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " new_diff = diff_to_mean * factor\n", " return mean + new_diff\n", "\n", "def multiply_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " \n", " cond = diff_to_mean > 0\n", " diff_to_mean[cond] *= factor\n", " diff_to_mean[~cond] /= factor\n", " return mean + diff_to_mean" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_data(c, s):\n", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n", " s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
2019-01-01 00:00:00+01:0068.9234.8558.012.046.8352.70NaNNaN22.3824.984.8264.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.012.032.1254.45NaNNaN22.3824.984.8264.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.012.030.9748.64NaNNaN22.3824.984.8264.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.012.051.1348.3557.7173.0522.3824.984.8264.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.012.048.0452.0163.6079.0722.3824.984.8264.970142.2760.020.018147.7080.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n", "2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n", "\n", " CO2 prices (€/ton) CO2 prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 24.98 4.82 \n", "2019-01-01 00:01:00+01:00 24.98 4.82 \n", "2019-01-01 00:02:00+01:00 24.98 4.82 \n", "2019-01-01 00:03:00+01:00 24.98 4.82 \n", "2019-01-01 00:04:00+01:00 24.98 4.82 \n", "\n", " Tsource (VDG) Tsink (VDG) MW (VDG) \\\n", "2019-01-01 00:00:00+01:00 64.990 143.360 0.0 \n", "2019-01-01 00:01:00+01:00 64.985 143.089 0.0 \n", "2019-01-01 00:02:00+01:00 64.980 142.818 0.0 \n", "2019-01-01 00:03:00+01:00 64.975 142.547 0.0 \n", "2019-01-01 00:04:00+01:00 64.970 142.276 0.0 \n", "\n", " Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n", "2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.0829055118110236} + \\text{0.8682755905511811}\\,x$" ], "text/plain": [ "Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.052671641791045} + \\text{1.6458358208955224}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.0005426*Tlift**2 - 0.1178*Tlift + 6.962\n", " c1 = 6.7058 \n", " c2 = -1.79\n", " \n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$" ], "text/plain": [ "Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 0.27, 0.28, 0.29, 0.3, 0.31, 0.32, 0.33, 0.34, 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " heatpump_ndg = Heatpump(\n", " name='Heatpump NDG',\n", " max_th_power=c.hp_ndg_e_power,\n", " min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", " heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(heatpump_vdg)\n", " s.storage_case.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.hpcase_sde.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(heatpump_ndg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=10, capacity=50.0, temperature=95, min_storagelevel=5.0)" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " demand = demand_ndg[m]\n", " if demand != 0:\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg[m],\n", " Tsink=Tsink_ndg[m],\n", " Tsource=Tsource_ndg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return 0\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " demands_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [None] * minutes\n", " from_storage_vdg_list = [None] * minutes\n", " to_storage_vdg_list = [None] * minutes\n", " from_storage_ndg_list = [None] * minutes\n", " to_storage_ndg_list = [None] * minutes\n", " \n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", " new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " #if m == 1:\n", " # break\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " tsource_ndg = Tsource_ndg[m]\n", " tsink_ndg = Tsink_ndg[m]\n", " demand_vdg = demands_vdg[m]\n", " demand_ndg = demands_ndg[m]\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " from_storage_ndg_MW = 0\n", " to_storage_ndg_MW = 0 \n", " \n", " if neg_prices[m] < dam_prices[m] - 10:\n", " # overproduce\n", " desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", " \n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", " \n", " extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " \n", " desired_hp_load_ndg = min(\n", " demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n", " hp_ndg.max_th_power\n", " )\n", " \n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", "\n", " \n", " elif pos_prices[m] > dam_prices[m] + 10:\n", " # take from storage\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " try:\n", " from_storage_vdg_MW = ws.discharging_power_limit\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " \n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " # print({f'from_storage_vdg_MW='})\n", " from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n", " \n", " try:\n", " from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " \n", " from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n", " else:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " new_tsources_ndg[m] = tsource_ndg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " to_storage_ndg_list[m] = to_storage_ndg_MW\n", " from_storage_ndg_list[m] = from_storage_ndg_MW\n", " \n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['tsource_ndg'] = new_tsources_ndg\n", " case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n", " case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "s.storage_case = hponly_with_storage(s.storage_case)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)...from_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_ndg_MWhfrom_storage_ndg_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
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5 rows × 38 columns

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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n", "2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n", "\n", " CO2 prices (€/ton) ... from_storage_MW \\\n", "2019-01-01 00:00:00+01:00 24.98 ... 0.0 \n", "2019-01-01 00:01:00+01:00 24.98 ... 0.0 \n", "2019-01-01 00:02:00+01:00 24.98 ... 0.0 \n", "2019-01-01 00:03:00+01:00 24.98 ... 0.0 \n", "2019-01-01 00:04:00+01:00 24.98 ... 0.0 \n", "\n", " storage_level_MWh hp_output_MWh hp_input_MWh \\\n", "2019-01-01 00:00:00+01:00 5.167 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 5.333 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 5.500 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 5.667 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 5.833 0.0 0.0 \n", "\n", " to_storage_ndg_MWh from_storage_ndg_MWh \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 0.0 \n", "\n", " to_storage_vdg_MWh from_storage_vdg_MWh \\\n", "2019-01-01 00:00:00+01:00 0.167 0.0 \n", "2019-01-01 00:01:00+01:00 0.167 0.0 \n", "2019-01-01 00:02:00+01:00 0.167 0.0 \n", "2019-01-01 00:03:00+01:00 0.167 0.0 \n", "2019-01-01 00:04:00+01:00 0.167 0.0 \n", "\n", " to_storage_MWh from_storage_MWh \n", "2019-01-01 00:00:00+01:00 0.167 0.0 \n", "2019-01-01 00:01:00+01:00 0.167 0.0 \n", "2019-01-01 00:02:00+01:00 0.167 0.0 \n", "2019-01-01 00:03:00+01:00 0.167 0.0 \n", "2019-01-01 00:04:00+01:00 0.167 0.0 \n", "\n", "[5 rows x 38 columns]" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.head()" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "s.storage_case.data.loc['2019-01-01', [\n", " 'storage_level_MWh', \n", " 'to_storage_ndg_MW', \n", " 'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " 'from_storage_ndg_MW', \n", " 'from_storage_vdg_MW',\n", " 'from_storage_MW'\n", "]].iplot()" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cost_function(th_load, cop, electricity_cost, alt_heat_price, demand):\n", " return (\n", " th_load / cop * electricity_cost\n", " + (demand - th_load) * alt_heat_price\n", " )" ] }, { "cell_type": "code", "execution_count": 154, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hybrid_imb_optimisation(case, decimals, s):\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].round(decimals).to_list()\n", " fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "aFRR\n", "* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n", "* Remaining demand is filed in by gasboiler\n", "* Bid price at switch price?\n", "* Assume direct response to 0% for now?\n" ] }, { "cell_type": "code", "execution_count": 161, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " \n", " capacity = 0\n", " for hp in [hp_vdg, hp_ndg]:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "code", "execution_count": 162, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def aFRR_optimisation(case, s):\n", " s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 210, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:263: UserWarning:\n", "\n", "Chosen heat output is out of range [6.99 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n", "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:263: UserWarning:\n", "\n", "Chosen heat output is out of range [2.31 - 7.7]. Heat output is being limited to the closest boundary.\n", "\n" ] }, { "ename": "KeyError", "evalue": "'DAM'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", "File \u001b[1;32m~\\Miniconda3\\envs\\py39\\lib\\site-packages\\pandas\\core\\indexes\\base.py:3621\u001b[0m, in \u001b[0;36mIndex.get_loc\u001b[1;34m(self, key, method, tolerance)\u001b[0m\n\u001b[0;32m 3620\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m-> 3621\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_engine\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_loc\u001b[49m\u001b[43m(\u001b[49m\u001b[43mcasted_key\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 3622\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m err:\n", "File \u001b[1;32m~\\Miniconda3\\envs\\py39\\lib\\site-packages\\pandas\\_libs\\index.pyx:136\u001b[0m, in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32m~\\Miniconda3\\envs\\py39\\lib\\site-packages\\pandas\\_libs\\index.pyx:144\u001b[0m, in \u001b[0;36mpandas._libs.index.IndexEngine.get_loc\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mpandas\\_libs\\index_class_helper.pxi:41\u001b[0m, in \u001b[0;36mpandas._libs.index.Int64Engine._check_type\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mKeyError\u001b[0m: 'DAM'", "\nThe above exception was the direct cause of the following exception:\n", "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", "Input \u001b[1;32mIn [210]\u001b[0m, in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 15\u001b[0m \u001b[38;5;28;01mcase\u001b[39;00m\u001b[38;5;241m.\u001b[39mmean_cop \u001b[38;5;241m=\u001b[39m case\u001b[38;5;241m.\u001b[39mdata[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mhp_output_MW\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39msum() \u001b[38;5;241m/\u001b[39m case\u001b[38;5;241m.\u001b[39mdata[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mhp_input_MW\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mabs()\u001b[38;5;241m.\u001b[39msum()\n\u001b[0;32m 17\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m s\n\u001b[1;32m---> 19\u001b[0m s \u001b[38;5;241m=\u001b[39m \u001b[43mrun_optimisation\u001b[49m\u001b[43m(\u001b[49m\u001b[43mc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43ms\u001b[49m\u001b[43m)\u001b[49m\n", "Input \u001b[1;32mIn [210]\u001b[0m, in \u001b[0;36mrun_optimisation\u001b[1;34m(c, s)\u001b[0m\n\u001b[0;32m 2\u001b[0m s\u001b[38;5;241m.\u001b[39mbaseline \u001b[38;5;241m=\u001b[39m baseline_sim(s\u001b[38;5;241m.\u001b[39mbaseline)\n\u001b[0;32m 3\u001b[0m s\u001b[38;5;241m.\u001b[39mhpcase \u001b[38;5;241m=\u001b[39m hponly(s\u001b[38;5;241m.\u001b[39mhpcase)\n\u001b[1;32m----> 4\u001b[0m s\u001b[38;5;241m.\u001b[39mstorage_case \u001b[38;5;241m=\u001b[39m \u001b[43mhponly_with_storage\u001b[49m\u001b[43m(\u001b[49m\u001b[43ms\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mstorage_case\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 5\u001b[0m \u001b[38;5;66;03m# s.hpcase_sde.assign_algorithm(hponly)\u001b[39;00m\n\u001b[0;32m 6\u001b[0m \u001b[38;5;66;03m# s.hpcase_sde.run()\u001b[39;00m\n\u001b[0;32m 7\u001b[0m \n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 11\u001b[0m \u001b[38;5;66;03m# s.afrr_case.assign_algorithm(aFRR_optimisation)\u001b[39;00m\n\u001b[0;32m 12\u001b[0m \u001b[38;5;66;03m# s.afrr_case.run(s=s)\u001b[39;00m\n\u001b[0;32m 14\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m case \u001b[38;5;129;01min\u001b[39;00m [s\u001b[38;5;241m.\u001b[39mhpcase, s\u001b[38;5;241m.\u001b[39mstorage_case]: \u001b[38;5;66;03m# [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\u001b[39;00m\n", "Input \u001b[1;32mIn [207]\u001b[0m, in \u001b[0;36mhponly_with_storage\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 9\u001b[0m Tsource_vdg \u001b[38;5;241m=\u001b[39m case\u001b[38;5;241m.\u001b[39mdata[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTsource (VDG)\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mto_list()\n\u001b[0;32m 10\u001b[0m Tsource_ndg \u001b[38;5;241m=\u001b[39m case\u001b[38;5;241m.\u001b[39mdata[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTsource (NDG)\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mto_list()\n\u001b[1;32m---> 11\u001b[0m dam_prices \u001b[38;5;241m=\u001b[39m \u001b[43mdf\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mDAM\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[38;5;241m.\u001b[39mto_list()\n\u001b[0;32m 12\u001b[0m pos_prices \u001b[38;5;241m=\u001b[39m df[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mPOS\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mto_list()\n\u001b[0;32m 13\u001b[0m neg_prices \u001b[38;5;241m=\u001b[39m df[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mNEG\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mto_list()\n", "File \u001b[1;32m~\\Miniconda3\\envs\\py39\\lib\\site-packages\\pandas\\core\\frame.py:3505\u001b[0m, in \u001b[0;36mDataFrame.__getitem__\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 3503\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mcolumns\u001b[38;5;241m.\u001b[39mnlevels \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n\u001b[0;32m 3504\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_getitem_multilevel(key)\n\u001b[1;32m-> 3505\u001b[0m indexer \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcolumns\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_loc\u001b[49m\u001b[43m(\u001b[49m\u001b[43mkey\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 3506\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m is_integer(indexer):\n\u001b[0;32m 3507\u001b[0m indexer \u001b[38;5;241m=\u001b[39m [indexer]\n", "File \u001b[1;32m~\\Miniconda3\\envs\\py39\\lib\\site-packages\\pandas\\core\\indexes\\base.py:3623\u001b[0m, in \u001b[0;36mIndex.get_loc\u001b[1;34m(self, key, method, tolerance)\u001b[0m\n\u001b[0;32m 3621\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_engine\u001b[38;5;241m.\u001b[39mget_loc(casted_key)\n\u001b[0;32m 3622\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m err:\n\u001b[1;32m-> 3623\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(key) \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01merr\u001b[39;00m\n\u001b[0;32m 3624\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m:\n\u001b[0;32m 3625\u001b[0m \u001b[38;5;66;03m# If we have a listlike key, _check_indexing_error will raise\u001b[39;00m\n\u001b[0;32m 3626\u001b[0m \u001b[38;5;66;03m# InvalidIndexError. Otherwise we fall through and re-raise\u001b[39;00m\n\u001b[0;32m 3627\u001b[0m \u001b[38;5;66;03m# the TypeError.\u001b[39;00m\n\u001b[0;32m 3628\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_check_indexing_error(key)\n", "\u001b[1;31mKeyError\u001b[0m: 'DAM'" ] } ], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case = hponly_with_storage(s.storage_case)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 166, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)...Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWhp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.012.046.8352.70NaNNaN22.3824.98...143.3600.020.510147.6200.00.00.00.00.00.0
2019-01-01 00:01:00+01:0068.9234.8558.012.032.1254.45NaNNaN22.3824.98...143.0890.020.387147.6420.00.00.00.00.00.0
2019-01-01 00:02:00+01:0068.9234.8558.012.030.9748.64NaNNaN22.3824.98...142.8180.020.264147.6640.00.00.00.00.00.0
2019-01-01 00:03:00+01:0068.9234.8558.012.051.1348.3557.7173.0522.3824.98...142.5470.020.141147.6860.00.00.00.00.00.0
2019-01-01 00:04:00+01:0068.9234.8558.012.048.0452.0163.6079.0722.3824.98...142.2760.020.018147.7080.00.00.00.00.00.0
\n", "

5 rows × 22 columns

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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n", "2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n", "\n", " CO2 prices (€/ton) ... Tsink (VDG) MW (VDG) \\\n", "2019-01-01 00:00:00+01:00 24.98 ... 143.360 0.0 \n", "2019-01-01 00:01:00+01:00 24.98 ... 143.089 0.0 \n", "2019-01-01 00:02:00+01:00 24.98 ... 142.818 0.0 \n", "2019-01-01 00:03:00+01:00 24.98 ... 142.547 0.0 \n", "2019-01-01 00:04:00+01:00 24.98 ... 142.276 0.0 \n", "\n", " Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \\\n", "2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 \n", "\n", " hp_output_MW hp_input_MW hp_output_MWh \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 0.0 0.0 \n", "\n", " hp_input_MWh \n", "2019-01-01 00:00:00+01:00 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 \n", "\n", "[5 rows x 22 columns]" ] }, "execution_count": 166, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 125, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_sde_subsidy(c, s, case):\n", " hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n", " case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n", "\n", " subsidized_hours = min(case.full_load_hours, 8000)\n", " subsidized_MWh = subsidized_hours * hp_capacity\n", "\n", " base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n", " base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n", " long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n", " base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n", " mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n", " correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n", " avoided_gas_consumption = subsidized_MWh/0.9\n", " correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n", "\n", " base_amount_co2 = (2/3)*c.longterm_co2_price\n", " avoided_co2_emission = avoided_gas_consumption * 0.226\n", " mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n", " correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n", " correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n", "\n", " sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n", " sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n", " sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n", "\n", " case.sde_results = {\n", " 'base_amount': base_subsidy_amount,\n", " 'correction_gas': correction_gas,\n", " 'correction_co2': correction_co2,\n", " 'corrected_amount': sde_subsidy_corrected,\n", " 'sde_per_MWh_th': sde_per_MWh_th,\n", " 'sde_per_MWh_e': sde_per_MWh_e\n", " }\n", " return case" ] }, { "cell_type": "code", "execution_count": 126, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", " s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", " s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", " s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", " s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", " s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e)\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2020, \n", " connection_type=c.connection_type\n", " )\n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 127, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda()\n", "\n", " for case in [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Heatpump VDG OPEX (€)': -46600.0,\n", " 'Heatpump NDG OPEX (€)': -15400.0,\n", " 'Gasboiler OPEX (€)': 0,\n", " 'Result on electricity market (€)': -1583625.83,\n", " 'Gas consumption costs (€)': -35634.93,\n", " 'CO2 emission costs (€)': -12069.1,\n", " 'Gas taxes (€)': -8959.01,\n", " 'Electricity taxes (€)': -35737.24,\n", " 'Grid transport costs (€)': -273944.56,\n", " 'SDE++ subsidy (€)': 2709506.46}" ] }, "execution_count": 128, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.optcase1.cashflows" ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Heatpump VDG OPEX (€)': -46600.0,\n", " 'Heatpump NDG OPEX (€)': -15400.0,\n", " 'Gasboiler OPEX (€)': 0,\n", " 'Result on electricity market (€)': -1583625.83,\n", " 'Gas consumption costs (€)': -35634.93,\n", " 'CO2 emission costs (€)': -12069.1,\n", " 'Gas taxes (€)': -8959.01,\n", " 'Electricity taxes (€)': -35737.24,\n", " 'Grid transport costs (€)': -273944.56,\n", " 'SDE++ subsidy (€)': 2709506.46,\n", " 'EBITDA (€)': 697535.7899999998}" ] }, "execution_count": 129, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.optcase1.ebitda_calc" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 05:00:00+01:00", "2019-01-01 06:00:00+01:00", "2019-01-01 07:00:00+01:00", "2019-01-01 08:00:00+01:00", "2019-01-01 09:00:00+01:00", "2019-01-01 10:00:00+01:00", "2019-01-01 11:00:00+01:00", "2019-01-01 12:00:00+01:00", "2019-01-01 13:00:00+01:00", "2019-01-01 14:00:00+01:00", "2019-01-01 15:00:00+01:00", "2019-01-01 16:00:00+01:00", "2019-01-01 17:00:00+01:00", "2019-01-01 18:00:00+01:00", 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", " + s.eb_ode_g \n", " + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", " )\n", "\n", "max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", " + s.eb_ode_g \n", " + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", " )\n", "\n", "min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", " + s.eb_ode_g \n", " + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", " )\n", "\n", "Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_load_trace(gas_price, Tsnk, Tsrc, name):\n", " loads = []\n", " eprices = list(range(1000))\n", " for eprice in eprices:\n", " _, load = test_hp.set_opt_load(\n", " electricity_cost=eprice + s.eb_ode_e,\n", " alt_heat_price=gas_price / 0.9,\n", " demand=1, \n", " Tsink=Tsnk,\n", " Tsource=Tsrc\n", " )\n", " loads.append(load)\n", " trace = go.Scatter(x=eprices, y=loads, name=name)\n", " return trace" ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:261: UserWarning:\n", "\n", "Chosen heat output is out of range [0.3 - 1]. Heat output is being limited to the closest boundary.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "name": "mean", "type": "scatter", "x": [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objects as go\n", "import numpy as np\n", "\n", "fig = go.Figure()\n", "\n", "configs = {\n", " 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", " 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", " 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", " 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", " 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "}\n", "\n", "for name, config in configs.items():\n", " trace = create_load_trace(*config, name)\n", " fig.add_trace(trace)\n", "\n", "fig.update_layout(title='Switch prices for different configurations')\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { 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Heatpump onlyHeatpump + SDEOptimisationOptimisation + aFRR
Total net volume (MWh)-37,842-37,842-37,618-37,825
Total exported to grid (MWh)----
Total consumed from grid (MWh)37,84237,84237,61837,825
Total nominated volume (MWh)-37,842-37,842-11,352-37,842
Absolute imbalance volume (MWh)--26,266136
Mean selling price (€/MWh)----
Mean buying price (€/MWh)41414241
Total day-ahead result (€)-1,559,686-1,559,686-467,906-1,559,686
Total POS result (€)---9,147
Total NEG result (€)---1,115,720-2,504
Total imbalance result (€)---1,115,7206,643
Total combined result (€)-1,559,686-1,559,686-1,583,626-1,553,042
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + SDE Optimisation \\\n", "Total net volume (MWh) -37,842 -37,842 -37,618 \n", "Total exported to grid (MWh) - - - \n", "Total consumed from grid (MWh) 37,842 37,842 37,618 \n", "Total nominated volume (MWh) -37,842 -37,842 -11,352 \n", "Absolute imbalance volume (MWh) - - 26,266 \n", "Mean selling price (€/MWh) - - - \n", "Mean buying price (€/MWh) 41 41 42 \n", "Total day-ahead result (€) -1,559,686 -1,559,686 -467,906 \n", "Total POS result (€) - - - \n", "Total NEG result (€) - - -1,115,720 \n", "Total imbalance result (€) - - -1,115,720 \n", "Total combined result (€) -1,559,686 -1,559,686 -1,583,626 \n", "\n", " Optimisation + aFRR \n", "Total net volume (MWh) -37,825 \n", "Total exported to grid (MWh) - \n", "Total consumed from grid (MWh) 37,825 \n", "Total nominated volume (MWh) -37,842 \n", "Absolute imbalance volume (MWh) 136 \n", "Mean selling price (€/MWh) - \n", "Mean buying price (€/MWh) 41 \n", "Total day-ahead result (€) -1,559,686 \n", "Total POS result (€) 9,147 \n", "Total NEG result (€) -2,504 \n", "Total imbalance result (€) 6,643 \n", "Total combined result (€) -1,553,042 " ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "report = ComparisonReport(\n", " cases=s.optcases, \n", " kind='electr_market_results',\n", ")\n", "report.show()" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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BaselineHeatpump onlyOptimisationOptimisation + aFRR
Gasboiler OPEX (€)----
Gas consumption costs (€)-3,089,622--35,635-2,103
CO2 emission costs (€)-1,095,004--12,069-870
Gas taxes (€)-790,305--8,959-618
Heatpump VDG OPEX (€)46,600---
Heatpump NDG OPEX (€)15,400---
Result on electricity market (€)1,559,686--23,9406,643
Electricity taxes (€)35,949-21215
Grid transport costs (€)273,945---
SDE++ subsidy (€)-2,740,470-2,740,470-30,963-2,134
aFRR capacity fee (€)---127,155
EBITDA (€)-5,783,820-2,740,470-111,354128,088
\n", "
" ], "text/plain": [ " Baseline Heatpump only Optimisation \\\n", "Gasboiler OPEX (€) - - - \n", "Gas consumption costs (€) -3,089,622 - -35,635 \n", "CO2 emission costs (€) -1,095,004 - -12,069 \n", "Gas taxes (€) -790,305 - -8,959 \n", "Heatpump VDG OPEX (€) 46,600 - - \n", "Heatpump NDG OPEX (€) 15,400 - - \n", "Result on electricity market (€) 1,559,686 - -23,940 \n", "Electricity taxes (€) 35,949 - 212 \n", "Grid transport costs (€) 273,945 - - \n", "SDE++ subsidy (€) -2,740,470 -2,740,470 -30,963 \n", "aFRR capacity fee (€) - - - \n", "EBITDA (€) -5,783,820 -2,740,470 -111,354 \n", "\n", " Optimisation + aFRR \n", "Gasboiler OPEX (€) - \n", "Gas consumption costs (€) -2,103 \n", "CO2 emission costs (€) -870 \n", "Gas taxes (€) -618 \n", "Heatpump VDG OPEX (€) - \n", "Heatpump NDG OPEX (€) - \n", "Result on electricity market (€) 6,643 \n", "Electricity taxes (€) 15 \n", "Grid transport costs (€) - \n", "SDE++ subsidy (€) -2,134 \n", "aFRR capacity fee (€) 127,155 \n", "EBITDA (€) 128,088 " ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.hpcase_sde, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-6,231,000
Regular Earnings (€)3,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,350
Irregular Cashflows (€)------------
EBITDA (€)3,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,350
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)2,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,350
Income tax (Vpb.) (€)-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588
NOPLAT (€)2,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,763
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,763
Simple Payback Period2.6 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)8,940,062
Discounted residual value (€)1,037,143
NPV (€)9,977,206
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period 2.6 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 8,940,062 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 9,977,206 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,357,763 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,357,763 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) 3,043,350 \n", "Depreciations (€) -/- -248,000 \n", "EBIT (€) 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 \n", "NOPLAT (€) 2,109,763 \n", "Depreciations (€) +/+ 248,000 \n", "Free Cash Flow (€) 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", "2019-01-04 00:00:00+01:00", "2019-01-05 00:00:00+01:00", "2019-01-06 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#price chart\n", "from copy import deepcopy\n", "\n", "data = deepcopy(s.baseline.data)\n", "data = data[data.columns[:2]]\n", "data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n", "data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n", "\n", "data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "DAM", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n", "\n", "npv_graph = _series.iplot(\n", " kind='bar',\n", " title='NPV by Casestudy in €',\n", " colors=recoygreen,\n", " dimensions=(600, 400), \n", " yTitle='NPV in €',\n", " asFigure=True,\n", " yrange=[0, _series.max() * 1.1]\n", ")\n", "\n", "npv_graph.update_traces(\n", " text=_series.values/1000_000, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}M €\", \n", ")\n", "\n", "npv_graph" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ 36.97151558756855, 70.70951359177171, 69.36004262096071, 72.26089966212948 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "(SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report).iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='Years'\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Sensitivity analysis" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n", "1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n", "2. aFRR prices +/- 30%\n", "3. CAPEX\n", "4. CO2 price\n", "5. Tsource +/- 10 degrees Celsius\n", "6. Tsink\n", " * Roam off the peak / lower pressure\n", " * Stabalize / running average per hour/ 2 hours\n", "7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n", "8. Energy Tax and ODE +/- 30%" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup():\n", " _c = Config()\n", " s = setup_model(c=_c)\n", " return s\n", "\n", "def routine(c, s):\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " #s = preprocessing(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " #s = postprocessing(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.5" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false, "widgets": { 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