{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n", "The autoreload extension is already loaded. To reload it, use:\n", " %reload_ext autoreload\n" ] } ], "source": [ "from datetime import timedelta, datetime\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "import pytz\n", "\n", "import cufflinks\n", "cufflinks.go_offline()\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "import sys\n", "\n", "import os\n", " \n", "# Path to the folder containing the alternate version of PyRecoy\n", "\n", "alternate_pyrecoy_path = 'C:\\\\Users\\\\z004yn8c\\\\OneDrive - Siemens AG\\\\Documents\\\\GitHub\\\\Mooi-Kickstart\\\\pyrecoy\\\\pyrecoy'\n", " \n", "# Add the path to sys.path\n", "\n", "if alternate_pyrecoy_path not in sys.path:\n", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Check if pyrecoy2 is already loaded, if so, reload it\n", "if 'pyrecoy2' in sys.modules:\n", " del sys.modules['pyrecoy2']\n", "%reload_ext autoreload\n", " \n", "# Now import PyRecoy\n", "\n", "import pyrecoy2\n", "\n", "# Check the version or path to confirm\n", "\n", "print(pyrecoy2.__file__)\n", "\n", "\n", "from pyrecoy2.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy2.colors import *\n", "from pyrecoy2.converters import *\n", "from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy2.framework import TimeFramework\n", "from pyrecoy2.casestudy import CaseStudy\n", "from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy2.sensitivity import SensitivityAnalysis\n", "from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy2.forecasts import Mipf, Forecast\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": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\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 = 25\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_capex_per_MW = 7_000\n", " storage_capex_per_MWh =5_000\n", " storage_opex_perc_of_capex = 0.02\n", " # storage_initial_level = 5\n", " threshold = 20\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": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "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), \n", " freq='1T',\n", " tz='Europe/Amsterdam')\n", " dt_index = dt_index[:len(demand)]\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": 16, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3838043831.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " # s.minute_ix = s.time_fw.dt_index(freq='1T')\n", " mipf = Mipf(None, start=s.time_fw.start, end=s.time_fw.end, from_database=True, add_days_to_start_end=False).data\n", " s.mipf = mipf\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_PCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_PCM', data=mipf)\n", " # s.storage_case_TCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_TCM', data=mipf)\n", " # s.storage_case_battery = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_battery', data=mipf)\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_PCM]\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": 18, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\2657160476.py:1: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "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 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 04:45:00+01:00", 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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
\n", "
" ], "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": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# !pip show sqlalchemy" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# !conda install -c conda-forge sqlalchemy=1.4.52" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "# python3 -m ensurepip --upgrade" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 24, "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": 25, "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": 26, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "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": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas 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+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand \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 " ] }, "execution_count": 27, "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": 30, "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": 31, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.78609091} + \\text{1.43209091}\\,x$" ], "text/plain": [ "Polynomial([1.78609091, 1.43209091], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 63)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 33, "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": 34, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 36, "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": 37, "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": 38, "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, 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r67PeXO5VYHRbk9tL/+7/+L/lP/mJ/6jrv0Tv9EZyPxz+1vPPyR9+5WuPvZHbS4xudTjre+C8fhb9fht268Pxl9/+rvz4X/9rp8K15rSycrnvni/tV/X1y76XOifh3gs797PCvZ59+zOnHu+0j//V//Rv5Lmf/I9lfm721LOdTnud9bPCXZN13umbXr/f3EJ6lS/dTqWFlC8u1nl7zV0FGUK+xD8DQ/TSOW+vhDj50s/+OW89/DkEIAABCEAAAhCAAAQgAAEIQAACEMgyAeRLoOpdRL7EYzr9a2b3pp17uX+d3+nNxPhr7VfRdHvjsdubau4NzfaeD52e7TZfr5Ilxtxrg+dO6+pWql7euI5Z37//sHkdVqc+Fv2w7jRvfP3Pjz77zLknXzqtqb3fT6d91fqv1lt7QPTCoXVspzX2uif7qUXMpL1pe7c303v5luy1CXonfvFYJ2li4dipmXko9v3U+byfBb2w6fRMnF/rtXHdah3362kVJzGzNz9989S+7iQEOn1fdVt3P99vvcqXTnXrtUdLp3Um2Wsh5Ytbm7aACSFf+tk/F93PjIMABCAAAQhAAAIQgAAEIAABCEAAAlkggHwJVKWLyJd46k739be/UR2/SRmPcW+iuibMv/HFVzueXnj1d/7APxrLGff5Jz71edne3jmVcfs88R/2Ol8o+dLrujqV67x+B61vIrc3gu/Uw6TX3N1a2ud2MuT2nXvSy7VjcS7ta2qXIu1XBLmafeCfvCif+6evnLo+qxf54ubs9OZoO9de9mS3b51OTNyz7c2923ta9CKs4jm7XTsWf711P3Wqcadrlzqd0gjJ/rw6d9pP7mvdvkf7/dHVvq/d+G7M29fqnu3W7L1Tz5p+GsP3+v3Wq3xxa+3UL+UX3/uCvPq7X+p45dxZLJPstdDyxa2zdY+fd7Ko3z1ylnzptH/i+O3r6Gf/9LtGnocABCAAAQhAAAIQgAAEIAABCEAAAlkhgHzJSqUSrrOXf9GccIoLDU/rui6UDIMgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAiKCfDGyDdIqOdK6LiPbgjQhAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEBAgQDyRQFqGkOmVXKkdV1prCFrggAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL5kpFAsEwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgWwQQL5ko06sEgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYwQQL4kKNTD9R0/emlhOkEUhkLghMDa5q7Mz5SlUBgBCwQSE6jtH8r+waHMTE0mjkUACDgCm9t7Ui5NyPjYKEAgkJjA4VFddnarMj9bThyLABBwBHYr+1IYFSkVJwACgSAE3P/v8f96QVASRESq+wdyeFCX6akiPCAQhMD6dkVmS5MyOlYIEo8gtgkcHB5JZW9f5mZKtkGQPQQCE0C+JACKfEkAj6EdCSBf2BghCSBfQtIkFvKFPRCaAPIlNFHiIV/YA6EJIF9CE7UdD/liu/4a2SNfNKjajYl8sVt7MtclgHxJwBf5kgAeQ5Ev7AF1AsgXdcTmJuDki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrcJDtAAsiXBLCRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXHPliruTqCSNf1BGbmgD5YqrczWS39iuytb8rW9W96KP/fUU2q7uyVduV6tG+fPQ/fJdNOIGyRr4kAIl8SQCPocgX9oA6AeSLOmJzEyBfzJVcNWHkiypek8GRLybLrpo08kUVr7ngyBdzJVdPGPmijtjUBMiX7Je7ergfiZParuweVGWjFgkU9/vtWiRV/K9a9MzOwV7XpCdHJ2S2WJa54pT8Nz/1j7MPZ4gZIF8SwEe+JIDHUOQLe0CdAPJFHbG5CZAv5kqumjDyRRWvyeDIF5NlV00a+aKK11xw5Iu5kqsnjHxRR2xqAuRLuspdP67L1v6ebLvTKLW9SKLsV2R7v+Klyna1cWKl8TUnVfaPDjsmURwdl5mJksxOTJ18nHRipey/Nuv+rHjyZ066jI4U0gUkw6tBviQoHvIlATyGIl/YA+oEkC/qiM1NgHwxV3LVhJEvqnhNBke+mCy7atLIF1W85oIjX8yVXD1h5Is6YlMTIF90y713WJPN+PSJkyf7e7Lpr/tqXPVVc2LFCZZItLiTK51eY4XR0yKl2JAnE1Nepsw4odIiUtzXxgtjuskR/UwCyJcEGwT5kgAeQ5Ev7AF1AsgXdcTmJkC+mCu5asLIF1W8JoMjX0yWXTVp5IsqXnPBkS/mSq6eMPJFHbGpCZAvvZf76Ljur+1yp03cSZRIoEQ9U/ypFCdZmtd8RaLlsH702ASFkYJMj09Gp08mSzLjBMpE46MXKZFYmZlonFCZLElptNj7QnkyFQSQLwnKgHxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKl6TwZEvJsuumjTyRRWvueDIF3MlV08Y+aKO2NQEluWL633ihIm71stJEydUolMpjau9WvulVCuyd1R7bG+MyIhMeZESnT7xp1C8NCnL7KSTKNHn7mtzE2WZLpZkerxkao9ZTRb5kqDyyJcE8BiKfGEPqBNAvqgjNjcB8sVcyVUTRr6o4jUZHPlisuyqSSNfVPGaC458MVdy9YSRL+qITU2QF/lyUD9qnEppXO3VOIniT6r40yrRCZX4ZIo7leL6q7S/SmNF33A+liYnUmUqutorFisNyeJESmFkxNSeIdneCCBfeuPU8SnkSwJ4DEW+sAfUCSBf1BGbmwD5Yq7kqgkjX1TxmgyOfDFZdtWkkS+qeM0FR76YK7l6wsgXdcSmJkijfDmWY39llz+J0mwwH8uThkBpCBXfL6VWkdrRwWN1cw3nY5ESn0aJTqe4JvPRSZSoV8rJaRUazpva/qrJIl+r/ElTAAAgAElEQVQS4EW+JIDHUOQLe0CdAPJFHbG5CZAv5kqumjDyRRWvyeDIF5NlV00a+aKK11xw5Iu5kqsnjHxRR2xqgkHIl+rhvu+T0vzlrviqRdIkOpXS+DN/zdeu7OxXxQmY1pdrHu/7oMT9UBofY5ESn1BpXvFVnJLxwqipWpJsugggXxLUA/mSAB5DkS/sAXUCyBd1xOYmQL6YK7lqwsgXVbwmgyNfTJZdNWnkiypec8GRL+ZKrp4w8kUdsakJ+pUv7qoud4VXfOKk2TOlcQJlu3lSpdFDpVaRg/rhKabudMlMo8H8bLEUNZ6fKMmsEyrNkyhx0/no4+TYhKm6kGz2CSBfEtQQ+ZIAHkORL+wBdQLIF3XE5iZAvpgruWrCyBdVvCaDI19Mll01aeSLKl5zwZEv5kqunjDyRR2xqQm2qnuyurUhx+P106dQqie9Upxo2dh3p1UqsntQPcXHNZyfnnAN511PlJLMuY9OpDih4kVK4/f+pIr7fUnKY5OmGJOsTQLIlwR1R74kgMdQ5At7QJ0A8kUdsbkJkC/mSq6aMPJFFa/J4MgXk2VXTRr5oorXXHDki7mSqyeMfFFHnNkJjo7rjabz7jqv6Govd0pls7Yjmw154hrQu34q7nov9/GwfnQq36nxyagPynh0EqUpUiZds/no916wNE6sOPHiBAwvCEDgNAHkS4IdgXxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKl6TwZEvJsuumjTyRRWvueDIF3MlV08Y+aKOODUT7Bzs+dMmTpw4mRL1RtmVLXe1V2uvFP+1Pdk7qp1a++ToRLPhfLMnSuM0ij+FMlGW8mhRxo4n5ImFBS9WCiOF1OTPQiCQZQLIlwTVQ74kgMdQ5At7QJ0A8kUdsbkJkC/mSq6aMPJFFa/J4MgXk2VXTRr5oorXXHDki7mSqyeMfFFHrDaBkyfu5IkTKe40iv+4X5GN6rZvPr8ZixX3cb9yah3dG85PR9d5uau+JqdkZjxqSn9pcqanPPrt+dJTUB6CAAQE+ZJgEyBfEsBjKPKFPaBOAPmijtjcBMgXcyVXTRj5oorXZHDki8myqyaNfFHFay448sVcydUTRr6oI+5rgnu767JR2/UyxX10J1LWGzLFfe5kixcubTLF9T2Zm4z6oMwXp2SuOCXzxenoOq9iWWYaTejjj1oN55EvfZWbhyHQMwHkS8+oHn8Q+ZIAHkORL+wBdQLIF3XE5iZAvpgruWrCyBdVvCaDI19Mll01aeSLKl5zwZEv5kqunjDyRRfxzkElkijViqy7XinVHVmv7niB4r7ums+vNX5fOzpoLqY4Oi7zk06gzMicu9proixzxWkvVZxkcWLFn04pTslij6dSdDONoiNfBkGZOSwSQL4kqDryJQE8hiJf2APqBJAv6ojNTYB8MVdy1YSRL6p4TQZHvpgsu2rSyBdVvOaCI1/MlVw9YeRLf4jrx8f+1MmGEynxCZXqrqzvuSb0Tq5EUsX9uXuutQH99HgpOpHSkCfR59P+l2s67z8vTsnC5IyMF0b7W1hKnka+pKQQLCN3BJAvCUqKfEkAj6HIF/aAOgHkizpicxMgX8yVXDVh5IsqXpPBkS8my66aNPJFFa+54MgXcyVXTxj5Il6QxMJkw51Ccb1UGidUvGRpCBV3Fdj2/p4cy7Gvi2smP+dPpDSu+fLyZFrmS+730efu1Ir/WnHKRPN55Iv6tywTGCWAfElQeORLAngMRb6wB9QJIF/UEZubAPliruSqCSNfVPGaDI58MVl21aSRL6p4zQVHvpgruXrCeZUve0c12dzblY39XXFCJeqj4j7fbooW15Te/dneYa3J2TWibz2ZEvdOib/mT6k0ZMvMRElGZES9RlmaAPmSpWqx1iwRQL4kqBbyJQE8hiJf2APqBJAv6ojNTYB8MVdy1YSRL6p4TQZHvpgsu2rSyBdVvOaCI1/MlVw94SzJF3fqpHndV0OoRP1TTuRK/Pn+0WGTXWm0KHMl1yclPpHirvZyEiU6kRKfTHG9VEpjRXXmeZ4A+ZLn6pLbMAkgXxLQR74kgMdQ5At7QJ0A8kUdsbkJkC/mSq6aMPJFFa/J4MgXk2VXTRr5oorXXHDki7mSqyc8TPlSP66LP33SIk/8565/SuNr/sRK4yow97x7udMm7tRJ63Vf7nMnVKKrvhrXgBWn/dfGMto/Rb34ChMgXxSgEhIC7ufebqUWXXjIq28CyJe+kTHgHAJrm7syP1OWQoHjr2yW5ASQL8kZEuE0AeQLOyIkAeRLSJrEcgSQL+yD0ASQL6GJ2o6HfLFdf43sQ8uXg/qRRKdR4uu9ouu+/Nf8193VX1FD+p2DvWZKo65/SlOaRKdR/MkU15y+2ZS+LHON5vSFEd7v0NgPSWMiX5ISZDwEOhNAviTYGciXBPAY2pEA8oWNEZIA8iUkTWI5AsgX9kFIAsiXkDSJhXxhD2gQQL5oULUbE/lit/ZamfciXyqHVS9MvDhpNqDfaemlEl375Z6pHu03l1ocHfdCpfW6Ly9SnGSJm9NPulMqZZkeL2ulSNwBEkC+DBA2U5kigHxJUG7kSwJ4DEW+sAfUCSBf1BGbmwD5Yq7kqgkjX1TxmgzOyReTZVdNGvmiitdccOSLuZKrJHwsxxL3T/nB2iM5HDmQrf2o+fyp676caKntijvNEr/KY5NRn5RS1D/l8eu+4j4qUzI5NqGyfoKmlwDyJb21YWXZJoB8SVA/5EsCeAxFvrAH1AkgX9QRm5sA+WKu5KoJI19U8ZoMjnwxWXbVpJEvqnjNBUe+mCt5zwkfHdcbp08igRL3Ujl13Vfj5Mr2fkXqx1H3AHd918xEWeYm3PVejeu+4qu+Gg3po+vAov4p7nowXhDoRgD5wt6AgA4B5EsCrsiXBPAYinxhD6gTQL6oIzY3AfLFXMlVE0a+qOI1GRz5YrLsqkkjX1TxmguOfLFV8oP6oaztuSu9ol/uFErUPyXqp+J/3+ifsntQbcIZL4w2+qdEJ1P8SZVG/5T4ui931Zf7mrslbK5UktExpIqt3aWTLfJFhytRIYB8SbAHkC8J4DEU+cIeUCeAfFFHbG4C5Iu5kqsmjHxRxWsyOPLFZNlVk0a+qOI1Fxz5kv2SuybzrdIk6pXSct2X+3w/6p9SOzpoJlwcm/ASZaFxCiWSKtFplPhkiju54j6fGp/sGVQvPV96DsaD5gkgX8xvAQAoEUC+JACLfEkAj6HIF/aAOgHkizpicxMgX8yVXDVh5IsqXpPBkS8my66aNPJFFa+54MiX9JXcXd/l+6U0T6a4RvS7sr7nJMpO42RK1KjePXfY0j9lerwUnUyJr/vyn0/7X9E1YFH/lIXJGXGnWTReyBcNqnZjIl/s1p7MdQkgXxLwRb4kgMdQ5At7QJ0A8kUdsbkJkC/mSq6aMPJFFa/J4MgXk2VXTRr5oorXXHDky2BK7gSJP5HirvvyJ1EqslndEdc/xUsWf9WXu/Zrxzeudw3s3aswUpA51z/Fn06J5IlvSF9yH51IcR+j676cVHHPD/uFfBl2BfI1P/IlX/Ukm/QQQL4kqAXyJQE8hiJf2APqBJAv6ojNTYB8MVdy1YSRL6p4TQZHvpgsu2rSyBdVvOaCI18uVvJ6oxn9lhMmTqQ0eqVEPVSiEylxP5XNakX2jmrNicYLY6dOpsTXfcWnVWLB4r4+M1GSERm52CKHNAr5MiTwOZ0W+ZLTwpLW0AkgXxKUAPmSAB5DkS/sAXUCyBd1xOYmQL6YK7lqwsgXVbwmgyNfTJZdNWnkiypec8GRL6dL7k6drFW3/ImU6Ne2PNrbkrXqdtSYvnFKZe/wRKa4CLP+dEp0CsVJk9li2V/tNetOrExEJ1P8n01OSXms9/4pWdyQyJcsVi29a0a+pLc2rCzbBJAvCeqHfEkAj6HIF/aAOgHkizpicxMgX8yVXDVh5IsqXpPBkS8my66aNPJFFa+54FbkizuJ4gSK+9UqVfzne1teqjyobJ6qv2s8vzg54yXKovu8NOv7pkRyZUrmJssyOzHlxQuvEwLIF3ZDSALIl5A0iQWBEwLIlwS7AfmSAB5DkS/sAXUCyBd1xOYmQL6YK7lqwsgXVbwmgyNfTJZdNWnkiypec8GzLF9cX5StWsWfTomlihcsTqZUdxpf2/a9VOKm9KMjBXFSJRIqM76HyqXSrP99q2xxp1Sydt1XWjYv8iUtlcjHOpAv+agjWaSPAPIlQU2QLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazI48sVk2VWTRr6o4jUXPI3ypX58LJv7u5FU2dv2p1L855XohIr/mjvBUtsV13vFvcYKo5FUKU7Lgpcp0akVd1ql+fnkTCZ7qGRtUyJfslaxdK8X+ZLu+rC67BJAviSoHfIlATyGIl/YA+oEkC/qiM1NgHwxV3LVhJEvqnhNBke+mCy7atLIF1W85oIPUr7ETeq9OGk5meJOqqw1+qvEvVWcgHEv15w+kifTMt84rbJYcqdWGlKlNCMLxUiq8EoHAeRLOuqQl1UgX/JSSfJIG4FcypeNzS35+Cc/I3furnreH/3w++TZtz9zLvtXXv09eeLaFXnH8881n731+hvyiU99Xra3d5pfu3Z1RT72kQ/JYb3gv7a0MH1ubB6AQC8E1jZ3ZX6mLIXCSC+P8wwEziSAfGGDhCaAfAlN1HY85Ivt+mtkj3zRoGo7JvLFdv1DZx9Cvhwd15t9VJpSZc9dBXbSuN59vlmriLsqzL0mRiOpEl33FV0BdkqqNP5sehypErrm2vGQL9qEbcVHvtiqN9kOjkDu5Eu1VpPPvvyKPPu2t3qJ4uTJ515+RT7w0oty88b1jmS//JWvyau/8wf+z174+b//mHzpNp6TL4PbqFZmQr5YqfRg8kS+DIazpVmQL5aqrZ8r8kWfsbUZkC/WKq6fL/JFn7GlGc6SL65PiuuXEvVT2ZZ1L1Qa/VXc5/4KsC3Z3t9rSpXi6Hh0UqVxIsULlZbP4yvAymOTljCbyhX5Yqrc6skiX9QRM4FRArmTL062/NZv/7788i+9V+bnZqVdxpxV524nX5AvRr87hpA28mUI0HM8JfIlx8UdUmrIlyGBz+m0yJecFnaIaSFfhgg/p1MjX3Ja2AGmdVA/al77dX9nQx5VtmT3aK+tcX0kVeLX5OiELPjrvk5Oq1xyp1b8106a1ZfGigPMhKnSSAD5ksaqZHdNyJfs1o6Vp5tA7uTL17/xTXn1d7/krwVz8sW9nFRxrxdfeNeZ1ejl2rH4yjEXOz75sjg3le4qs7rMENjY3pPZqUmuHctMxdK90P39Izk4PJSpMv9j1l4pd7X1CLf79b2Bt3erMlmckPGx6NpNXhBIQsDJl8revsxO8y9yk3C0N9b98I6u0ml/VfYOpDAqMjkxbg8LGasQWN+syMJcWSU2QbNN4KB+2NJLZUc2qlvyqNGwPjq9EjWu3zk4kSqlsQmZL87IJXc6pSFWLk3ONvqrONESNa4vjk5kG06X1fP37/Bl3dytynRxQkb5u3l4uAYjHhzWpVrbl5kp/m5usPxnpkxrhGQ7Ipfy5ctf/SP54EsvymQxesMxiXxpx+tiPVxb8/F3Kgf+j9mEyTYho08I1Ot1KRR4U5M9EYaAu+fZ/U9OAcvwGNCx0RE5POr85l0Y+vmMUq8fS/QjCnOVzwoPPiv+uzd45lmfcXxsVNy/zOz0Om40jR7hv3tZL3Nq1n9Ur8sofzdPTT0GsZD9+qFs1HZkc3/HXwPmPq7v7cjGgRMs7uvR1yqHteZySqNFmS9Oy9zElMy7ZvXj07JQcr9vfK047f98vDBq+u/mY4UROazz9++Q+5i/R4WkSSz3j1vqdd7jZCc8ToBDB8l2RS7lS8iTL+14W681O6xHb5IvLUwnqwKjIdAgwLVjbIWQBLh2LCRNYjkCXDvGPghJgGvHQtIkliPAtWPsg9AEuHYsNNHhxase7ke9VKo7zb4q/qRK3Fel8fW9FqniGtBHDeqjEyn+8+bVX/HvnVQZ6ymxs3q+9BSAhyDQRoBrx9gSIQlw7VhImsSCwAmB3MmX0D1fkC98uwySAPJlkLTzPxfyJf81HnSGyJdBE8/3fMiXfNd3GNkhX4ZBPd9zIl/SX9+9o5qseYnSkCqtjeq9WHEnV7alerTfTGZmoiSLk7ONq7+cWJltSpV5L1uia8HcSZWQL+RLSJrEcgSQL+yDkASQLyFpEgsCOZYv1VpNPvvyK/Ls294q73j+OXEy5nMvvyIfeOlFuXnjuv/9Jz71efnF974gz779mVN7oVPPlz/+0z+TN9180o91r9YrzOKeL5x84VsqFAHkSyiSxHEEkC/sg9AEkC+hidqOh3yxXX+N7JEvGlRtx0S+DK/+lcNq44TKTiRXatv+Y+vnTrjUjqKrwN1rdqLsxUmzKX1pNvrc91iZkYVi1FdlLLBU6ZUS8qVXUjzXKwHkS6+keK4XAsiXXijxDAT6J5C7ky8Owcbmlnz8k5+RO3dXPZGPfvh9TdHSSb58+Stfk1d/5w+a9GZmpuVXf+X9Xrh8/RvflF/79d9s/tmPPvtMs58M8qX/DceIswkgX9ghIQkgX0LSJJYjgHxhH4QkgHwJSZNYjgDyhX0QmgDyJTRR8Q3oo6u+XEN6d1plK5Iq/kqwk0b1+0eHfvIRGZG5Yrlx/Vd0IsWfWmk0rY+vA3NfHx1Jd+9M5Ev4/WQ9IvLF+g4Imz/yJSxPokEgJpBL+TKo8iJfBkXazjzIFzu1HkSmyJdBULY1B/LFVr21s0W+aBO2Fx/5Yq/m2hkjX3onvL2/1zyd0i5VNlpky0E9kiqFESdVpk56qUy6Uymup0p0HVgsVeaLU1JIuVTplRLypVdSPNcrAeRLr6R4rhcCyJdeKPEMBPongHzpn1lzBPIlATyGdiSAfGFjhCSAfAlJk1iOAPKFfRCSAPIlJE1iOQLIF/ZBaALIl9MnVfzplL1tebS31XJSJTqtclA/akiVgiwUp6JrvhrN6hfc9V/upEpxOvo4OSNzE06qjIQuWarjIV9SXZ5MLg75ksmypXbRyJfUloaFZZwA8iVBAZEvCeAxFPnCHlAngHxRR2xuAuSLuZKrJox8UcVrMjjyxWTZVZPOu3y5X9nwIuXh3qY89B+3vFyJ+6u4P29/XZqckaXyvFwuz8my+1iak+WpeZlvXAfmTqrw6kwA+cLOCE0A+RKaqO14yBfb9Sd7PQLIlwRskS8J4DEU+cIeUCeAfFFHbG4C5Iu5kqsmjHxRxWsyOPLFZNlVk86qfKkfH/uTKU6mPNrb9ILlQcUJluhz93GjuivHcnyKX2m0KEvlOS9WYrnif1+ak6XSnFwqzeTmCjDVjdMlOPJlGNTzPSfyJd/1HXR2yJdBE2c+KwSQLwkqjXxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKl6TwZEvJsuumnQa5YsTJu6aLydV/GmVypY8aEgV/7XKpqzXdsQJmNZXaawoS6VZuVSa9R+dVLnkhUrj96VZcc/w0iOAfNFjazUy8sVq5XXyRr7ocCUqBJAvCfYA8iUBPIYiX9gD6gSQL+qIzU2AfDFXctWEkS+qeE0GR76YLLtq0oOWL06sbNYq0TVglU1Za5xYeVB1kmVT1qruJMu21I/rp/KeGp+US5OxVJmVSw2xEsmWGblcmpfi6LgqK4KfTwD5cj4jnuiPAPKlP148fTYB5As7BAI6BJAvCbgiXxLAYyjyhT2gTgD5oo7Y3ATIF3MlV00Y+aKK12Rw5IvJsqsmHVq+bO1X/PVf7uqv6CqwRs+VqpMtURP7w0bj+jix6fFS88SKP6VSjq8Ai8SKuw4MsaK6DYIFR74EQ0mgBgHkC1shJAHkS0iaxILACQHkS4LdgHxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKl6TwZEvJsuumnQ/8mXnoOIFSty43p1UiRrZx7JlWw7qh6fWOztR9td+xb9cnxV3FZg/seIb28/JeGFMNUeCD44A8mVwrK3MhHyxUunB5Il8GQxnZrFHAPmSoObIlwTwGIp8YQ+oE0C+qCM2NwHyxVzJVRNGvqjiNRkc+WKy7KpJx/Jl96Da0qw+ugIskitb8rC65a8Hqx0dPCZWIpkyK4ul2ahpfdlJlehr7td4YVR1/QRPFwHkS7rqkYfVIF/yUMX05IB8SU8tWEm+CCBfEtQT+ZIAHkORL+wBdQLIF3XE5iZAvpgruWrCyBdVvCaDI19Mlj1x0tXDfd+wPjqxsimPWsTK6u6GrO/vSO1wvznPiIzIXLHsr/uKJUp0FVirWJmRMcRK4trkLQDyJW8VHX4+yJfh1yBPK0C+5Kma5JImAsiXBNVAviSAx1DkC3tAnQDyRR2xuQmQL+ZKrpow8kUVr8ngyBeTZT8zaXcaJbr6q3EdmBcrjT4r7muVLdk7qp0SK/OTU02xMjVSkuuLS7Lkm9nP+RMsrs/K6EgB2BDomwDypW9kDDiHAPKFLRKSAPIlJE1iQeCEAPIlwW5AviSAx1DkC3tAnQDyRR2xuQmQL+ZKrpow8kUVr8ngyBdbZXf9U3zz+mokUbxkia8Ca3zdXRcWvwojI7JQnI5OqzROqpycXolOrixOTkuhRaz00/PFFn2yvQgB5MtFqDHmLALIF/ZHSALIl5A0iQUB5EuQPYB8CYKRIC0E1jZ3ZX6mLIXCCFwgkJgA8iUxQgK0EUC+sCVCEkC+hKRJLEcA+ZKffXBQP5JHjWvA3KmVR3ubkWhpOcGyc7DXIlYKXpx4gdJoWO/ESvT7Wd+43okXJ2D6eSFf+qHFs+cRQL6cR4g/75cA8qVfYjx/FgHkC/sDAjoEOPmSgCvyJQE8hnYkgHxhY4QkgHwJSZNYjgDyhX0QkgDyJSRNYiFfsrMHjo7r/qSKFylVdyVYJFZc0/r4BMvWfqWZkLviy131FV35NSeX3RVgjUb27utLpXlxV4W5XiyhX8iX0ERtx0O+2K6/RvbIFw2qdmMiX+zWnsx1CSBfEvBFviSAx1DkC3tAnQDyRR2xuQmQL+ZKrpow8kUVr8ngnHwZftnrx3V5tLd9cmqluhWdWGlcB+ZOsGzUdpsLHS+MymJpJroKrBg1sL88ddLI3v1+vqgjVnqhhXzphRLP9EoA+dIrKZ7rlQDypVdSPNcLAeRLL5R4BgL9E0C+9M+sOQL5kgAeQ5Ev7AF1AsgXdcTmJkC+mCu5asLIF1W8JoMjX3TLXj8+lrXqtm9ev9ZoYn9yFVh0gmWjuivHcuwXMl4Y8ydWvFhpNKy/XI6b1rsG9rMyV5zSXXTC6MiXhAAZfooA8oUNEZoA8iU0UdvxkC+260/2egSQLwnYIl8SwGMo8oU9oE4A+aKO2NwEyBdzJVdNGPmiitdkcOTLxcvuhIkTJw/3NrxcaTawb/RbcVeEOfHiBIx7FUfHo2vAJt21X9F1YO4qsOjz6NfsRPniC0rJSORLSgqRk2UgX3JSyBSlgXxJUTFysBTkSw6KSAqpJIB8SVAW5EsCeAxFvrAH1AkgX9QRm5sA+WKu5KoJI19U8ZoMjnzpXvbt/T15sLdx6gqw+5VItLirwNzH+BWLlSV/WiXqr+Kb1jd+OdEyM1EysceQLybKPLAkkS8DQ21mIuSLmVIPJFHky0AwM4lBAsiXBEVHviSAx1DkC3tAnQDyRR2xuQmQL+ZKrpow8kUVr8ngluXLvd1137B+1Z1cqWzKg90NedBoZO+uA6sdHfg9MTE6JkuTc+Ku/4pPqDi5crk8L4uT0/5r0+M2xEov3yTIl14o8UyvBJAvvZLiuV4JIF96JcVzvRBAvvRCiWcg0D8B5Ev/zJojkC8J4DEU+cIeUCeAfFFHbG4C5Iu5kqsmjHxRxWsyeJ7lyw+2H8iDyobcd2KlsiGru+v+xMrq7oas13aa9XY9VC6XIpmyUl6QS2V3LVgkW9zX8nAV2CA3N/JlkLTzPxfyJf81HnSGyJdBE8/3fMiXfNeX7IZHAPmSgD3yJQE8hiJf2APqBJAv6ojNTYB8MVdy1YSRL6p4TQbPqnxxp1Lu7a6JuwbMNbB3J1fcSZbo9xuytV9p1nNlal4ul+ZluTwvy1MLDakyJ5cn5+TK9KLJumsmjXzRpGsvNvLFXs21M0a+aBO2FR/5YqveZDs4AsiXBKyRLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFazJ4WuXL7kE1Oq3ieqxUNmW1si733bVglU0vWHYO9ny9xgtjvr/KcmkukivTC7Lsf78gl6eia8FGZMRkbYeVNPJlWOTzOS/yJZ91HWZWyJdh0s/f3MiX/NWUjNJBAPmSoA7IlwTwGIp8YQ+oE0C+qCM2NwHyxVzJVRNGvqjiNRl8WPLFNbO/X1lvyhQnWXzPlYZw2Tus+Xq4RvbuCrCV8rw/seLkykppXpb8KZZ5WShOm6xbmpNGvqS5OtlbG/IlezVL+4qRL2mvULbWh3zJVr1YbXYIIF8S1Ar5kgAeQ5Ev7AF1AsgXdcTmJkC+mCu5asLIF1W8JoNryZfN2u6JXNnbkNWdE9Fy3zWzP9z3vCdHJxrXgTXkylQkV9ypFXeShX4r2duWyJfs1SzNK0a+pLk62Vwb8iWbdUvrqpEvaa0M68o6AeRLggoiXxLAYyjyhT2gTgD5oo7Y3ATIF3MlV00Y+aKK12Twi8iXYzmW9epOo5F9JFVcM/u4/8qDvQ3ZPzr0PMtjk/6EirsKLG5o70+wNL42PV42yT3PSSNf8lzdweeGfBk887zPiHzJe4UHmx/yZbC8mc0OAeRLglojXxLAYyjyhT2gTgD5oo7Y3ATIF3MlV00Y+aKK12TwTvLFyZVHe9tRj5W9DS9V7jfkiju18qiyKQf1I89rZqLkT6g4seJ+XSmfXAl2pbwgk2MTJrlaThr5Yrn64XNHvoRnaj0i8sX6DgibP9MGzZAAACAASURBVPIlLE+iQSAmgHxJsBeQLwngMRT5wh5QJ4B8UUdsbgLki7mSqyaMfFHFayZ4/bguD/e2vFR5Y/2RPKptyKPaVrP/yqO9LTk6rnsec8WpplxZLs3LylR8JZjrw7IoE6NjZriRaG8EkC+9ceKp3gggX3rjxFO9E0C+9M6KJ88ngHw5nxFPQOAiBJAvF6HWGIN8SQCPocgX9oA6AeSLOmJzEyBfzJVcNWHkiyre3AR34sQ1r3enVE6dWnFN7Ssbslbdlvrxsc93vjgtl11D++mFRu+Vxkd3NVh5QcYLo7nhQiKDIYB8GQxnK7MgX6xUenB5Il8Gx9rCTMgXC1Umx2EQQL4koI58SQCPocgX9oA6AeSLOmJzEyBfzJVcNWHkiyrezAR3V37dr7geK5teprh+Kw92N+XBXvQ114/FXR1WGBmRxckZfx2YuxrM/5paENdzxTW1XyrPSa16JM6vlIpcD5aZDZDyhSJfUl6gjC0P+ZKxgmVguciXDBQpQ0tEvmSoWCw1UwSQLwnKhXxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKt7UBHfN6le9XHEnVTZldWdd7u9Fp1bc1zZru36thZGCLJVmvUxplSu+B0vJ9WCZ9c+c9erU8yU1IFhIJgkgXzJZttQuGvmS2tJkdmHIl8yWLpULR76ksiwsKgcEkC8Jioh8SQCPocgX9oA6AeSLOmJzEyBfzJVcNWHkiyregQWvHR3I3d01L1Pc9WCrDaniRIs70bK9v+fXMlYY9XIlbmi/4k+tzIvrvbI8Ne9PtbjTLUleyJck9BjbiQDyhX0RkgDyJSRNYjkCyBf2QUgCyJeQNIkFgRMCyJcEuwH5kgAeQ5Ev7AF1AsgXdcTmJkC+mCu5asLIF1W8wYLvHOw1T63c93JlXR66EyyNniu7B1U/l2tWvzQ550XKsju9MhX1W4mvCVuYnJYRSSZXzksK+XIeIf68XwLIl36J8fxZBJAv7I/QBJAvoYnajod8sV1/stcjgHxJwBb5kgAeQ5Ev7AF1AsgXdcTmJkC+mCu5asLIF1W8PQff2q9EcsU1tXc9Vyrr/nowJ1rc76tH+z5WcXS8RaacyBUnWi6XF2S+ONXznFoPIl+0yNqNi3yxW3uNzJEvGlRtx0S+2K5/6OyRL6GJEg8CEQHkS4KdgHxJAI+hyBf2gDoB5Is6YnMTIF/MlVw1YeSLKt5m8PXajhcpD51Y2dvwn0eixTW13xB3bZh7lUaL/tRK3HMluhYs6r/iTq/MTpQHs+AEsyBfEsBjaEcCyBc2RkgCyJeQNInlCCBf2AchCSBfQtIkFgROCCBfEuwG5EsCeAxFvrAH1AkgX9QRm5sA+WKu5KoJI1+S4z2WY1mr7kQyxYkV12/FNbR3H/c2/fVgB/VDP9H0eOmUTFnxosVdERb9mhqfTL6gIUdAvgy5ADmcHvmSw6IOMSXkyxDh53Rq5EtOCzuktJAvQwLPtLknEFy+bGxuycc/+Rm5c3f1XHjXrq7Ixz7yIZmfmz332TQ+gHxJY1Wyvaa1zV2ZnylLoaB7J3q2KbH6XgkgX3olxXO9EkC+9EqK53ohgHzphZLIw70tf1rFXQfmpcpu41qwvXVZ3d1oBpmZKMmVqUW51Ghqv1KelyvTi7JYmpWrU4v+2rC8v5Avea/w4PNDvgyeeZ5nRL7kubrDyQ35MhzueZ0V+ZLXypLXsAkEly/tCb3y6u/JE9euyDuef675R9VaTT778ivyjp/5KXn27c8Mm8GF50e+XBgdA7sQQL6wNUISQL6EpEksRwD5wj4ISQD5EtHcPzr0YuXe7pqs7q7L3Z3o473dSLbEJ1dcT5XWBvZRQ/uowf1KeUHGC2Mhy5PJWMiXTJYt1YtGvqS6PJlbHPIlcyVL/YKRL6kvUaYWiHzJVLlYbIYIqMoXdwrm01/4orzn3e+Umzeun8Ly9W98U7781T+SD770okwWixlCdrJU5Esmy5bqRSNfUl2ezC0O+ZK5kqV+wciX1JcoUwu0JF82a7ty1wsVJ1bWIsFSWZfVnXVxPVni1xPTS3JlakFcvxV3iuXq9KK468FWyosyMYpcOW+DI1/OI8Sf90sA+dIvMZ4/iwDyhf0RmgDyJTRR2/GQL7brT/Z6BIYmX269/ob81m//vvzyL72Xa8f06kvkjBFAvmSsYClfLvIl5QXK4PKQLxksWoqXnCf54nqvPNrb9nLl7u6a3NtufGyIlurRvq+Ea1rv5Up5Ua5ML/hrwa6UF2VlekEWJ6dlRLh2NMmWRb4kocfYTgSQL+yLkASQLyFpEssRQL6wD0ISQL6EpEksCJwQUJUv8fViz77traeuHXPTu5Mvr/7ul+j5wm6EQAsB5AvbISQB5EtImsRyBJAv7IOQBLImX46O676x/V13RdiOkyuP/AkW9yu+HszJk0ulGX9qxUmWqzOX5KoXLYu+78rk2ERIhMRqI4B8YUuEJoB8CU3Udjzki+36a2SPfNGgajcm8sVu7clcl4CqfIkly2988VX51V95f/PqMXcd2cc/+Rl5/qd/8jEpo5tu2OhcOxaWJ9FEkC/sgpAEkC8haRIL+cIeCE0gjfIl6r+yJncafVfu7DzyouVeZU0eVLakflyX0ZGCXJ6al6vl6OTK1alL/nowd5LFnWgZL4yGRkW8HgkgX3oExWM9E0C+9IyKB3sggHzpARKP9EUA+dIXLh4+hwDyhS0CAR0C6vLFLTuWLXfurjaz+OiH3yfPvv0ZnawGFBX5MiDQhqZBvhgq9gBSRb4MALKxKTj5YqzgyukOS77sHdXkzvaavyLMXxO2/UjuVtbk3s66rFW3fdauv4oTKVfd1WC+90okWFxje9fkvjBSUKZD+IsQQL5chBpjziKAfGF/hCSAfAlJk1iOAPKFfRCSAPIlJE1iQeCEwEDkS16BI1/yWtnh5YV8GR77PM6MfMljVYebE/JluPzzNrumfIka3Du5su7lSrMXy+6abO/veZTlscmmXPGCxV8RFp1mWaD/Sia3G/Ilk2VL9aKRL6kuT+YWh3zJXMlSv2DkS+pLlKkFIl8yVS4WmyECyJcExUK+JIDH0I4EkC9sjJAEkC8haRLLEUC+sA9CEkgiX9ob3PvTKw3Z4q4JixvczxWn5OpUdHrlSuP0ihctU4syM1EKmQ6xUkAA+ZKCIuRsCciXnBV0yOkgX4ZcgBxOj3zJYVGHmBLyZYjwmTrXBNTly63X35BPfOrzsr298xjIa1dX5GMf+ZDMz80OFPLXv/FN+bVf/00/Z69rcHn81m//vvzyL723uV7ky0DLZmIy5IuJMg8sSeTLwFCbmQj5YqbUA0n0PPniGtzfdydX4gb3rveKuybMN7hfl4P6kbQ2uHdCxZ1e8Y3ufcN7GtwPpJApmgT5kqJi5GQpyJecFDIlaSBfUlKIHC0D+ZKjYqYgFeRLCorAEnJJQFW+VGs1+ezLr8izb3urvPWv/pD86z/8X+Qf/8Ofl8liUV559ffkb/zYjwy874uTKJ97+RX5wEsvys0b1+XLX/mafP3f/7l88KUX/braX639atpFDfIll98TQ00K+TJU/LmbHPmSu5IOPSHky9BLkKsFOPmytr0j1dGqFyruxMpd1+DeCZfdNXm4tyn14+Nmg/tr5UVZmV6Qa9NOsLg+LIuyXF6gwX2udkWyZJAvyfgx+nECyBd2RUgCyJeQNInlCCBf2AchCSBfQtIkFgROCKjKFycuPv2FL8p73v1OP2PryRF3+uTLX/2jrtJDq0hOtty+c09efOFdfop2GdNtXk6+aFWEuK0EkC/sh5AEkC8haRLLEUC+sA8uQmDvsCZ3nFRxcqXS6MFSWZM7O2uyUY1ORhdHx30zeydUoivCIrlypbwol32D+5GLTM0YYwSQL8YKPoB0kS8DgGxoCuSLoWIPKFXky4BAG5kG+WKk0KQ5cAIDky9zc7Pyz/7Fv5Rf+Ef/wF/b1UlmDCJ7d+LGvWL5Ep9seeG//HtnnsJBvgyiOsyBfGEPhCSAfAlJk1jIF/bAWQQ2arvNpva+wf3OutyrRFeE7Ry0Nrh3ciW6Fmx5akFmC9PyluVrvsE9LwgkJYB8SUqQ8e0EkC/siZAEkC8haRLLEUC+sA9CEkC+hKRJLAicEFCVL63Xjr3j+ef8VWNPXLsi7vPzrvvSKlLrGtwcIeSLCP8aU6te1uIeHx/LCP+611rZFfM9bsTmZ1Q75PGxghwc1hXZ5zO0a3Ie7Sb2VD4r3D0rV/v16rbcr27I/b0N33Plwd66//xBdUNqRwd+8Ox4WS6XFmS5NO+vBPMfS/NyuTQvU2PtDe5dVLeb2E/W9lOSfCcmxmR//7BLCP67l4QtYx8nwN/N2RVhCdj+GTU+NiIHhzGDsGStRuPv5lYrr5U3fzfXIpv1uEsLU1lPYajrV5Uv7Zm19k+ZmZmWX/2V9/u+K4N8aZx8ucQmHGQJcz3X+lZF5qbLUijkOk2SGxCB2v6RHBwcyvTU4/2sBrSE1E4zcjwixyP8z1+/BdrarkqpNCFOXvHKH4HD+pE8qGz4fiv+ijDXe2VnTVZ31081uF8qzzavCLva6L9yZTo6zeKuD+v1dXh0LLuVqszNtEuZXiPwnEUCTgGPeG33+Gu3ciCFUZFSsfd9aJEhOfdO4NHGrlya5w2H3onx5FkEqvuHcnhQl+mpCZOg+Pt3+LJvbO/JTGlSRsf4hyzh6dqL6P5x4t7evszOTNpLnozPJMA/lku2QQYqX5ItNcxoer6E4UgUHQJcO6bD1WpUrh2zWnm9vOn5osd2UJHdCZV7Tq40mtrf234UyZbd9WaD+7HCqFwuz3uZ4q4Icw3uV9xVYdOLXrq4Pw/xOjyqy85uVeZnyyHCEQMCwrVjbILQBLh2LDRR2/G4dsx2/TWy59oxDap2Y3LtmN3ak7kugYHIl69/45vya7/+m6cy+eiH33dmjxWttF3vls+9/Ip84KUX/amb9uvP3O+/8m//RD72kQ/53jTxi54vWhUhbisB5Av7ISQB5EtImsRyBJAv2dgHlcOqb2YfnV5xfVceebnifr9e69zg/urMpaZsWSoNpsE98iUb+ylLq0S+ZKla2Vgr8iUbdcrKKpEvWalUdtaJfMlOrbKwUuRLFqrEGrNIQF2+OPHy6u9+6ZTMcCLjE5/6vPzdn32H7/8y6FerDLp2deXU2trlS+tVafE6f+a5n5AXX3iXuL+Mu9fSAk1iB13DvM6HfMlrZYeTF/JlONzzPCvyJT3VdRJldWe9KVecZHHXg7U2uJ8an/RCZWV6Ua65UyzTiw3BspiKBvfIl/Tsp7ysBPmSl0qmJw/kS3pqkYeVIF/yUMV05YB8SVc9sr4a5EvWK8j600pAVb5UazX57MuvyDt+5qceO+XiBMiXv/pH8sGXXpTJYjb7ESBf0rqts7su5Et2a5fGlSNf0liVbK8J+TK4+tWPj+Xh3lbjirA1ueuuB6tEp1fctWFxg/v54lQkVcqLEp9eia8Imx5Pdy8V5Mvg9pOVmZAvVio9uDyRL4NjbWEm5IuFKg82R+TLYHnnfTbkS94rTH7DIqAqX9ypkU9/4Yvynne/01/x1frqdI3XsCBcdF7ky0XJMa4bAeQLeyMkAeRLSJrEcgSQL2H3gRMoq16orMuqux7Mn16JGt67q8Li1+XynO+1cs31XJlelCeml2TF9WSZvtRXg/uwq08eDfmSnCERThNAvrAjQhNAvoQmajse8sV2/TWyR75oULUbE/lit/ZkrktAVb5w8kW3eETPHwHkS/5qOsyMkC/DpJ/PuZEv/dd1vboTXQdWWZP7jWvBnGhxPVg2arvNgE6ouOb27tRKa4N79/W8vpAvea3s8PJCvgyPfV5nRr7ktbLDyQv5MhzueZ4V+ZLn6g4+N+TL4Jkzow0CqvLFIezUwH7YPV9ClZaTL6FIEicmgHxhL4QkgHwJSZNYjgDypfM+2Duqya3NB3Jn56G/Huy1rVUvXNyplv2jQz9odqLsxYq/EqzRh8VdFbY8NS9LpVmTGwz5YrLsqkkjX1TxmgyOfDFZdrWkkS9qaM0GRr6YLb1K4sgXFawEhYCoyxfHuLXBfcz8ox9+32N9YLJWD+RL1iqW/vUiX9JfoyytEPmSpWplY63W5Yu7Cuy2+7X9UN7YfiBv7DyUO9uPZGu/0hQs12eX5ImpJbk2uyRXygv+NMuVqUWZHJvIRpEHuErkywBhG5kK+WKk0ANME/kyQNgGpkK+GCjygFNEvgwYeM6nQ77kvMCkNzQCA5EvQ8tOeWLkizJgg+GRLwaLrpgy8kURrtHQFuSLO8Xyuj/F8kje2Hogt3ceyu3tR3KvsiaH9SMZL4x6mXJtZkmuTy/JE062TC/JjZnLCJY+vy+QL30C4/FzCSBfzkXEA30SQL70CYzHzySAfGGDhCaAfAlN1HY85Ivt+pO9HgHkSwK2yJcE8BjakQDyhY0RkgDyJSRNYjkCeZEv9eNj33/FnVxxp1j8SZbG5/EplrnilDzhBcsleWLmsv/cSZbl8rwURkbYEAEIIF8CQCTEKQLIFzZEaALIl9BEbcdDvtiuv0b2yBcNqnZjIl/s1p7MdQkgXxLwRb4kgMdQ5At7QJ0A8kUdsbkJsiZfLnKKxcmWJ2eWOcUygN2NfBkAZGNTIF+MFXwA6SJfBgDZ0BTIF0PFHlCqyJcBgTYyDfLFSKFJc+AEgsuXjc0t+fgnPyN37q6em8y1qyvysY98SObnstloFvlybol5oE8CnHzpExiPn0kA+cIGCU0gjfKFUyyhqzy4eMiXwbG2MhPyxUqlB5cn8mVwrC3MhHyxUOXB5oh8GSzvvM+GfMl7hclvWASCy5dhJTKMeZEvw6Ce7zmRL/mu76CzQ74Mmnj+5xumfOEUS/72F/IlfzUddkbIl2FXIH/zI1/yV9NhZoR8GSb9fM6NfMlnXYeVFfJlWOSZN+8EkC8JKox8SQCPoR0JIF/YGCEJIF9C0iSWI6AtX/o9xXJ95rJvfE8vlmzuT+RLNuuW5lUjX9JcnWyuDfmSzbqlddXIl7RWJrvrQr5kt3ZpXDnyJY1VYU15IDAw+eKuI/v0F74o73n3O+Xmjet5YCfIl1yUMVVJIF9SVY7MLwb5kvkSpi6BUPKl0ymWN7YfymplXQ7rRzJeGJUrU4vNJvdPzEaN7+nFkrotkWhByJdE+BjcgQDyhW0RmgDyJTRR2/GQL7brr5E98kWDqt2YyBe7tSdzXQLIlwR8kS8J4DG0IwHkCxsjJAHkS0iaxHIE+pEvvZximS9O+ZMrTqxwisXeHkO+2Ku5dsbIF23C9uIjX+zVXDNj5IsmXZuxkS82666VNfJFiyxxrRNAviTYAciXBPAYinxhD6gTQL6oIzY3QSf5wikWc9sgWMLIl2AoCdQggHxhK4QmgHwJTdR2POSL7fprZI980aBqNybyxW7tyVyXAPIlAV/kSwJ4DEW+sAfUCSBf1BGbmSA+xfKtB3fk4f6G3N19JLd3Hsnt7YeytV/xHDjFYmY7BEsU+RIMJYGQL+wBJQLIFyWwRsMiX4wWXjFt5IsiXIOhkS8Gi07KAyGAfEmAGfmSAB5DkS/sAXUCyBd1xLmbYO+wJq9vPZDbOw/l9tZD/7G1F8vYyKhcmV7wV4S5Jvf0YsndFhhoQsiXgeI2MRknX0yUeaBJIl8Gijv3kyFfcl/igSeIfBk48lxPiHzJdXlJbogEBiZfhpij2tTIFzW0ZgPT88Vs6VUSR76oYM180PpxXVZ315snV97YdrKlt1MsxaOiTJeLMj42mnkOJDB8AsiX4dcgbytAvuStosPPB/ky/BrkaQXIlzxVMx25IF/SUYe8rAL5kpdKkkfaCKjIl43NLfn0F74o73n3O+XmjevS/nsH4dbrb8hv/fbvyy//0ntlfm42bVx6Wg/ypSdMPNQHAeRLH7B49FwCyJdzEeX6gfNOsYwXRuXK1KI8MbPkT7Fcn3WnWRblyZllmRyb6MimU8+XXEMkOVUCyBdVvCaDI19Mll01aeSLKl5zwZEv5kqunjDyRR2xqQmQL6bKTbIDJIB8SQAb+ZIAHkM7EkC+sDFCEkC+hKSZzlhJTrEsl+elMDLSV2LIl75w8fA5BJAvbJHQBJAvoYkSD/nCHghJAPkSkiaxHAHkC/sgJAHkS0iaxILACQHkS4LdgHxJAI+hyBf2gDoB5Is64oFOcGtrVX6w9cD/em3rntzedk3vHzbXcH36su/B8uT0klybXZKrU5fkTbPdT7FcZPHIl4tQY0w3AsgX9kZoAsiX0ESJh3xhD4QkgHwJSZNYyBf2QGgCyJfQRIkHgYgA8iXBTkC+JIDHUOQLe0CdAPJFHbHKBD/Yvu+b3v9g677c2rrvZUssWSZHJ+TG7GV5cnZZbswuy7XpS3J95rJcmVpQWUt7UOTLQDCbmQT5YqbUA0sU+TIw1GYmQr6YKfVAEkW+DASzqUk4+WKq3OrJIl/UETOBUQLIlwSFR74kgMdQ5At7QJ0A8kUdcaIJnFBxYsWdaHGS5c72I/+5exVHx71cuT6zJDdnV+Tm3IqXLEul4fZIQ74kKjmD2wggX9gSoQkgX0ITJR7yhT0QkgDyJSRNYjkCyBf2QUgCyJeQNIkFgRMCyJcEuwH5kgAeQ5Ev7AF1AsgXdcTnTnAsx3J/d1Oi0yz35dbmqry+/UBubz+Qg/qRlyxOqtxwv+aXfbN792u5PHdu7GE8gHwZBvX8zol8yW9th5UZ8mVY5PM7L/Ilv7UdRmbIl2FQz/ecyJd813fQ2SFfBk2c+awQUJMvH//kZ+TO3ehf8HZ7Xbu6Ih/7yIdkfm64/5L3osVGvlyUHOO6EVjb3JX5mbIUCv01wYYoBDoRQL4Mdl+sVbe9YPG/GpLFiZba4b6MF0bl2vSS3JhZlpsNyeJOtqxMzcuIZOf7Hfky2D2V99mQL3mv8ODzQ74MnnneZ0S+5L3Cg80P+TJY3hZmQ75YqPLgckS+DI41M9kioCJfrCBEvlip9ODyRL4MjrWFmZAvOlXeOajIa5snkuXWdtSXZfegKoWRglydWvRXht2cW/ay5cbcsv+a+7Osv5AvWa9gutaPfElXPfKwGuRLHqqYrhyQL+mqR9ZXg3zJegXTt37kS/pqkuUVIV+yXD3WnmYCyJcE1UG+JIDH0I4EkC9sjJAEkC/JaO4d1eRWQ7K4niz+NMvWfdnar/jA7tTKjZkVeXL2su/J4oTLE9NL/pRLXl/Il7xWdjh5IV+Gwz3PsyJf8lzd4eSGfBkO97zOinzJa2WHlxfyZXjs8zgz8iWPVSWnNBBAviSoAvIlATyGIl/YA+oEkC+9Ia4dHcgPth80rgtzJ1oiyfKouu0DXJqc8WLlSX+aJZIsT85c9v1arL2QL9Yqrpsv8kWXr8XoyBeLVdfNGfmiy9dadOSLtYrr54t80WdsaQbki6Vqk+sgCSBfEtBGviSAx1DkC3tAnQDy5TTiw/qRvLHzsEWy3JfXt1dldXfDPzg7UfZiJboyLJIsN2eXpTRWVK9VViZAvmSlUtlYJ/IlG3XK0iqRL1mqVjbWinzJRp2yskrkS1YqlZ11Il+yU6ssrBT5koUqscYsEkC+JKga8iUBPIYiX9gD6gSsypf6cV3u7q5FkmXrfvPqMPc192flscnoqrAWyfKmuWWZHi+r1yTrEyBfsl7BdK0f+ZKueuRhNciXPFQxXTkgX9JVj6yvBvmS9Qqmb/3Il/TVJMsrQr5kuXqsPc0EkC8JqoN8SQCPocgX9oA6gbzLl2M59qdWfrDdkCwb9/3nt3ceykH9yF8L5q4Hi0+yuGvD3OfuGjFeFyOAfLkYN0Z1JoB8YWeEJoB8CU2UeMgX9kBIAsiXkDSJ5QggX9gHIQkgX0LSJBYETgggXxLsBuRLAngMRb6wB9QJ5Em+PNzbivqybK7Kra1V+cHWA/9716/FNbh3je5PJMtluTGzIstTczIiI+qcLU2AfLFUbf1ckS/6jK3NgHyxVnH9fJEv+owtzYB8sVTtweSKfBkMZyuzIF+sVJo8B00A+ZKAOPIlATyGIl/YA+oEsihfNmu7pyTLLSdZth5I5bAqhZGCXJ1alBtzUS+WuD+L+5r7M176BJAv+owtzYB8sVTtweSKfBkMZ0uzIF8sVVs/V+SLPmNrMyBfrFVcN1/kiy5fotslgHxJUHvkSwJ4DEW+sAfUCaRZvuwd1nwvllvuyrDN1WZ/lq39ij+tsjw17wXLkzPLcnMuEi3udMtYYVSdGxN0J4B8YXeEJIB8CUmTWI4A8oV9EJoA8iU0UdvxkC+266+RPfJFg6rdmMgXu7Unc10CyJcEfJEvCeAxFPnCHlAnkAb54q4F843vG1eG+c+37staddvnv1SalRszy+L6sdycW5Ebs5fl+sxl36+FV/oIIF/SV5Msrwj5kuXqpXPtyJd01iXLq0K+ZLl66Vs78iV9Ncn6ipAvWa9gutaPfElXPVhNfgggXxLUEvmSAB5DkS/sAXUCg5QvrsH9bSdYtu/7Ey2xZLlf2fB5zhWn5MmZy3JjbkVuzkaSxZ1oKY0W1TkwQTgCyJdwLIkkgnxhF4QmgHwJTZR4yBf2QEgCyJeQNInlCCBf2AchCSBfQtIkFgROCCBfEuwG5EsCeAxFvrAH1AloyJf6cV3u7D6S1xuC5ZY7ybJ5X+5V1qR+fCxT45PypBMr/rqwK/7zN82tyPR4ST1fJtAngHzRZ2xpBuSLpWoPJlfky2A4W5oF+WKp2vq5Il/0GVubAflireK6+SJfdPkS3S4B5EuC2iNfEsBjKPKFPaBOIIl8OZZjWd3dkFtbq/KD7Qdyy/Vl2bzvxcth/UiKYxNyw51kmXEnWFb8tWGuL8vi5Ix6XkwwPALIl+Gxz+PMyJc8VnW4OSFfhss/j7MjX/JY1eHlhHwZHvu8zox8yWtlh5MX8mU43Jk1c4i18AAAIABJREFU/wSQLwlqjHxJAI+hyBf2gDqBXuXLw70tf12YvypsY9X3Z3lj+4G4fi3jhTF5YmapKVmcYHG/lsvz6utngvQRQL6kryZZXhHyJcvVS+fakS/prEuWV4V8yXL10rd25Ev6apL1FSFfsl7BdK0f+ZKuerCa/BBAviSoJfIlATyGIl/YA+oE2uXLRm1XfuAky6bry+JOtNyXW1sPZO+wJoWRglybuiQ35iK5crMhWa5MLUphZER9rUyQDQLIl2zUKSurRL5kpVLZWSfyJTu1yspKkS9ZqVQ21ol8yUadsrRK5EuWqpX+tSJf0l8jVphNAsiXBHVDviSAx1DkC3tAlcC31m/Ldx7dltc278vtygMvXHYO9vycK1MLkVyZWW6RLSuq6yF4PgggX/JRx7RkgXxJSyXysw7kS35qmZZMkC9pqUQ+1oF8yUcd05QF8iVN1cj+WpAv2a8hGaSTAPIlQV2QLwngMRT5wh4IQuBRddv3Zfnexl35/sY9eW3jnu/L4l7zE9NesDy1cKXRl8X1aFmWidGxIHMTxB4B5Iu9mmtmjHzRpGszNvLFZt01s0a+aNK1Fxv5Yq/m2hkjX7QJ24qPfLFVb7IdHAHkSwLWyJcE8BiKfGEP9EXg6LjuG9+/trkq39+4K69t3pPvb96T7f09GR0pyBPTS/LU/BV5au6KPDV/Vd48f1XGjsdk/+BQZqYm+5qLhyHQjQDyhb0RkgDyJSRNYjkCyBf2QWgCyJfQRG3HQ77Yrr9G9sgXDap2YyJf7NaezHUJIF8S8EW+JIDHUOQLe6ArAdeD5XsbTq7c9Sdabm3el+9t3vXPT41PypvmVuTp+Wv+NMubZpflzfPXOsZq7/kCcggkJYB8SUqQ8a0EkC/sh9AEkC+hiRIP+cIeCEkA+RKSJrEcAeQL+yAkAeRLSJrEgsAJAeRLgt2AfEkAj6HIF/aAJ3C/suklS3yixX3uvuZey+U5eWruqrx54ZrcnF3xp1oul+d6Jod86RkVD/ZIAPnSIyge64kA8qUnTDzUBwHkSx+weLQnAsiXnjDxUI8EkC89guKxngkgX3pGxYM9EEC+9ACJRyBwAQK5lC8bm1vy8U9+Ru7cXfVIPvrh98mzb3+mK56znr/1+hvyiU99Xra3d5rjr11dkY995ENyWC/4ry0tTF8APUMg8DiBtc1dmZ8pS6EwAp6cEXDXhr2x/UC+vxn3Z4mEy87BnhRGCnJ9ekmenr/iT7Q8PX/Vf14aKyaigHxJhI/BHQggX9gWIQkgX0LSJJYjgHxhH4QmgHwJTdR2POSL7fprZI980aBqNybyxW7tyVyXQO7kS7VWk8++/Io8+7a3yjuef06cPPncy6/IB156UW7euP4YzfOeP2s8J190N6fF6MiXfFR976gm319fldca14Y54fKD7ftyUD+S4ui4vzbMnWJ5euGaPD13RW7MLst4YSx48siX4EjNB0S+mN8CQQEgX4LiJBjyhT2gQAD5ogDVcEjki+HiK6WOfFECazQs8sVo4UlbnUDu5IuTJb/1278vv/xL75X5uVlplyvtRM97HvmivgeZoIUA8iV72+Hh3pa8tun6s9zz/VnctWGruxs+kZmJkjw9d7VxddhVeWr+ilyduiSFkcGcbEK+ZG8/pX3FyJe0Vyhb60O+ZKteWVgtJ1+yUKVsrRH5kq16pX21yJe0Vyh760O+ZK9maV4x8iXN1WFtWSaQO/ny9W98U1793S/5a8GcfHGvV179Pf/xxRfe9Vitznu+/dqx+MoxF5uTL1ne+ulcO/IlnXVxq6q7a8N2Hsr3NxqSZSMSLu7aMPeK+7M8vXDVC5c3zV2RpVL0M2hYL+TLsMjnd17kS35rO4zMkC/DoJ7vOZEv+a7vMLJDvgyDen7nRL7kt7bDygz5Mizy+ZwX+ZLPupLV8AnkUr58+at/JB986UWZLEb9Es6TL/0872I9XFvz8XcqBz7++Njo8CvJCnJBwP3Hbmy0ICMDOhmRC2gKSVSPDvw1Ya/v3JdbW/fk9e37XrwcHh/6/ixXy4tyc3ZFbs6c/Eran0UhDanXj6V+fOz3FK/TBAqFghzVj8DSJ4Gjw7oU/M+oPgfyOAQ6EDg+Fjk6qsvYGD+j2CC9ExgfHZWDo84/v+tHxyIjQu+83nHy5DkEDg6OZHyc/9djo4Qh4P5u7v7bNzpq8y9So4WC//8TXuEIuP8ejhV4/yAcUduR3HsH9Xpdxkb5757tnfB49nMzJZAkIJBL+RLy5Es729Zryg7r0ZsFs9OTCUrAUAicENjercp0eZI3Nge4KdZq2/Laxj15bcv1aLnnZcu9SnRt2ERh3Pdjecr3aIlOs9yYuazSn0UjZSfzDg+PpDQ5oRE+0zGd4ERy9l/C3UpNisVxhF7/6BjRgYATL3vVfZme4u9RbJDeCbi3LLu9dVetHshIQaQ4Md57QJ6EwBkE3IlP3nBgi4QisH9wKEeHx1Iq2fwZdXxcFzm2KZ5C7aH2ONt7VSlPTMhoBv6x3XHX/3pr0SFuvwTc382rtUOZKvP+Qb/s8v78xHj4HsV5Z9aaX+7ky3k9XNqLm+T5WL4sLUxb2jPkqkiAa8f04Lprw27vPPJXhX1/3fVmia4N29qv+Emnx0vy9PwVf2WYuzrM9We5NrU0sP4sGplz7ZgGVdsxuXbMdv1DZ8+1Y6GJEo9rx9gDoQlw7Vhoorbjce2Y7fprZM+1YxpU7cbk2jG7tSdzXQK5ky/VWk0++/Ir8uzb3irveP45cXLlcy+/Ih946UW5eeO6//0nPvV5+cX3viDPvv0ZOe/5P/7TP5M33XzSj3Wv1ivM6PmiuzktRke+hKl69XA/OskS92fZjK4O2z869BNcLs95yfLU/FUvXNyplmH3ZwmT+ekoyBcNqrZjIl9s1z909siX0ESJh3xhD4QmgHwJTdR2POSL7fprZI980aBqNybyxW7tyVyXQO7ki8O1sbklH//kZ+TO3VVP76Mffp8XLe7VLl/Oe/7r3/im/Nqv/2azCj/67DPNfjLIF93NaTE68qX/qq9Xd+T7m9FJlu9tRKdZ7u2siTvWXBgZkSeml+SpuSvy5oVr8vS8uzpsxZ9ysfBCvlio8mBzRL4MlnfeZ0O+5L3Cg88P+TJ45nmfEfmS9woPNj/ky2B5W5gN+WKhyoPLEfkyONbMZItALuXLoEqIfBkUaTvzIF+619o1f7uz+1C+706zrDvJEgmX+NqwidExuTm7Ik/PXZGnF675Pi03Z6+I+7rVF/LFauX18ka+6LG1GBn5YrHqujkjX3T5WoyOfLFYdb2ckS96bK1GRr5YrbxO3sgXHa5EhQDyJcEeQL4kgMfQjgSQLxGW2tGBvLa5GvVl2Ygky+tb9/3X3cudXHGnWdxJFt+fZe6KP+HiTrrwOiGAfGE3hCaAfAlN1HY85Ivt+mtkj3zRoGo7JvLFdv1DZ498CU2UeMgX9kBIAsiXkDSJBYETAsiXBLsB+ZIAHkORLw0C6zV3bdi9k/4sG/fk7m50bZh7uV4sXrLMO8kSiRbXs4XX+QSQL+cz4on+CCBf+uPF02cTQL6wQ0ITQL6EJko85At7ICQB5EtImsRyBJAv7IOQBJAvIWkSCwLIlyB7APkSBCNBWgjk+eSLuzbs7u6jhmQ5uTZso7brCbhTK9emluTp+ehEy1NeuFwx059F4xsB+aJB1XZM5Ivt+ofOHvkSmijxkC/sgdAEkC+hidqOh3yxXX+N7JEvGlTtxkS+2K09mesS4ORLAr7IlwTwGNqRQF7ki7se7NbW/ejasPU7/qP7fXxtWNyfxV8d5vuzXJGbs8tSHB1nZwQkgHwJCJNQngDyhY0QkgDyJSRNYjkCyBf2QWgCyJfQRG3HQ77Yrr9G9sgXDap2YyJf7NaezHUJIF8S8EW+JIDH0NzIF9fw/nuNviz+o7827JG4ky7u5fqzvGlupXl1mDvNEvVnKbALlAkgX5QBGwyPfDFYdMWUkS+KcI2GRr4YLbxi2sgXRbgGQyNfDBZdOWXkizJgY+GRL8YKTroDI4B8SYAa+ZIAHkMzKV+29/fk2+tvyHc27sh31+/Id9bvyFp1u5mL68/i+rI4weKuDXOfL9OfZWi7HfkyNPS5nRj5ktvSDiUx5MtQsOd6UuRLrss7lOSQL0PBnttJkS+5Le3QEkO+DA19LidGvuSyrCSVAgLIlwRFQL4kgMfQ1MuXnYOKfGv9jj/V8p212/Kd9dvyqEW0XJ++LG+aX5E3L0SS5c2+P0uZyqaIAPIlRcXIyVKQLzkpZErSQL6kpBA5WgbyJUfFTEkqyJeUFCIny0C+5KSQKUoD+ZKiYuRgKciXHBSRFFJJAPmSoCzIlwTwGJoq+VI5rMq3/UkWJ1nuyHc37siDyqZfY2msKE/Nr8ibZq/4q8PcFWI3ZldkvDBKFVNOAPmS8gJlcHnIlwwWLcVLRr6kuDgZXRryJaOFS/GykS8pLk4Gl4Z8yWDRUr5k5EvKC5Sx5SFfMlYwlpsZAsiXBKVCviSAx9ChyZeD+qF8d+OufHvttnxr/Q359vptWd1d9+tZmZr3ksVdGeYky1NzV2S5PE+1MkoA+ZLRwqV42ciXFBcng0tDvmSwaClfMvIl5QXK4PKQLxksWoqXjHxJcXEyujTkS0YLl9JlI19SWhiWlXkCyJcEJUS+JIDH0IHJl9e2Vr1g+d76Hf/RiRf3clLlryw8IT+0+IS8Zf6679MyOTZBZXJEAPmSo2KmJBXkS0oKkZNlIF9yUsgUpYF8SVExcrIU5EtOCpmSNJAvKSlEjpaBfMlRMVOQCvIlBUVgCbkkgHxJUFbkSwJ4DFWRL/crG16wfGvtDfnOxm357vpdqR0dyOxE2YuWtyw+IT/kP16X6fESVcg5AeRLzgs8hPSQL0OAnuMpkS85Lu6QUkO+DAl8jqdFvuS4uENIDfkyBOg5nxL5kvMCDzg95MuAgTOdGQLIlwSlRr4kgMfQxPJl52DPSxbXq+Xb/uNt2dqvSHF03PdmiSWL+8jVYTY3HPLFZt01s0a+aNK1Fxv5Yq/m2hkjX7QJ24uPfLFXc82MkS+adG3GRr7YrLtW1sgXLbLEtU4A+ZJgByBfEsBjaF/yZf/oUL7n+rSsvyF/uX5bvrP+hqzubkhhpCA3ZpflLQvX5K8sXvfC5cbMshRGRiAMAUG+sAlCE0C+hCZqOx7yxXb9NbJHvmhQtR0T+WK7/qGzR76EJko85At7ICQB5EtImsSCwAkB5EuC3YB8SQCPoV3ly+x0Sd7YfeBPsnz7UXSi5fXtB1I/rsvK1IK/Puyvul4tC65Py1WZGB2DJgQ6EkC+sDFCE0C+hCZqOx7yxXb9NbJHvmhQtR0T+WK7/qGzR778/+3dfawd5Z0f8MfGcI3xy73XF7+/ELAB20RGqlSplbIKEWzFVt22EavNy3atKm6kkt0ENopE1Ig/VpGyUpTNyyZUYp1W3pYkEqjdVt2lXVCINn+tVKlBWfyCSRa/8mL7GmMDNjZ2NWPO5fhwfO85Z545Z2aez5UQ4DvzzPP7/B6fM/d878zEFjWe8MUaiCkgfImpaSwCwpcoa0D4EoUx+UGyK1iyK1myK1r2HT8cDp59Lbz7/nNasitZNmdXtEyuDbdPrPWcluRXS38Awpf+vGw9t4DwZW4jW/QuIHzp3cqWvQkIX3pzslXvAsKX3q1sObeA8GVuI1v0JyB86c/L1rMLCF+sEALlCLjypYCr8KUAXqK7nr3wdtg/nd027Gh4cfpofhuxM+++kz+n5baJ1WH9opXhrpW3hNsn14UVi5YlqqTsWALCl1iSxmkJCF+shZgCwpeYmsbKBIQv1kFsAeFLbNG0xxO+pN3/MqoXvpShmu6Ywpd0e6/ycgWELwV8hS8F8BLY9fx7F95/TksWtFy5fdjrb195TsvGpSvy57NkIcumiTVh/fvPaZk+/VYYX7IozJ/vmS0JLJHSSxS+lE6c3AGEL8m1vNSChS+l8iY5uPAlybaXWrTwpVTe5AYXviTX8tILFr6UTpzUAYQvSbVbsUMUEL4UwBa+FMBr2K7Z81gOvfl6ePHUsXBg+nA4cOpYOHzm9XDp8uWw6qaJsHn8yq3Dsn9uG18drp/f/TktwpeGLYwRlyN8GXEDGnh44UsDmzrCkoQvI8Rv6KGFLw1t7AjLEr6MEL+Bhxa+NLCpIy5J+DLiBjTs8MKXhjVUOZUREL4UaIXwpQBezXd99a1TV24ddupIfvuwl0+/GrIrXZaN3ZRf0ZIHLRPrwh2Ta8OiBQt7rlb40jOVDXsQEL70gGSTvgSEL31x2XgOAeGLJRJbQPgSW9R4whdrIKaA8CWmprEyAeGLdRBTQPgSU9NYBD4QEL4UWA3ClwJ4Ndo1e07LvpNH8rDlwHQWuBwNZy+8E8YW3JBfxXL7eOv2YWvDzQWf0yJ8qdHCqMFUhS81aFLNpih8qVnDKj5d4UvFG1TD6Qlfati0ik9Z+FLxBtVsesKXmjWsBtMVvtSgSTWaovClRs0y1VoJCF8KtEv4UgCvortmV6/86tQr4UB2Rcupo+GlU0fC62+fDtflz2lZGTZPrAmbl6/P/71u8c1h/ry4z2YRvlR0YdR0WsKXmjauwtMWvlS4OTWcmvClhk2r+JSFLxVvUA2nJ3ypYdMqPGXhS4WbU9OpCV9q2riKTlv4UtHGmFbtBYQvBVoofCmAV4Fds+e0HHzz9XAgu33Y9JH8qpYjZ49feU7L4sn8ipbs9mGbJta9/5yW60qftfCldOKkDiB8SardQylW+DIU5mQOInxJptVDK1T4MjTqZA4kfEmm1UMpVPgyFOakDiJ8SardpRcrfCmd2AESFRC+FGi88KUA3gh2zZ7Tkl/RMn3lipZfn341vPvexTA+dlPYNHHl1mHZ81rumFwXblwwNoIZhiB8GQl7Yw8qfGlsa0dWmPBlZPSNPLDwpZFtHWlRwpeR8jfy4MKXRrZ1ZEUJX0ZG39gDC18a29qRFCZ8GQm7gyYgIHwp0GThSwG8knc98+47Yf/04fyKlvxZLaeO5c9pWXjdDeG2idVh8/i6cPvytWHzxLowdePSkmfT+/DCl96tbDm3gPBlbiNb9CcgfOnPy9azCwhfrJDYAsKX2KLGE75YAzEFhC8xNY2VCQhfrIOYAsKXmJrGIvCBgPClwGoQvhTAi7hr9pyWl04dCwfeuHL7sCxsOf7+c1puWbbyqqta1i2ZCvNC3Oe0RCzFlS8xMY0VhC8WQWwB4Uts0bTHE76k3f8yqhe+lKGa9pjCl7T7H7t64UtsUeMJX6yBmALCl5iaxiIgfImyBoQvURj7GiR7TsvLb76WX8ly4OTh8OKpY+HImePhcrgcVi9eHjaPr8lvG3bbxNpw6/jqcP388p/T0lcBc2zsypeYmsYSvlgDsQWEL7FF0x5P+JJ2/8uoXvhShmraYwpf0u5/7OqFL7FFjSd8sQZiCghfYmoai4DwJcoaEL5EYZx1kFfPTodfnX4l7Dl5KPz61NGwb/pIvv2SG24Md05uCJsnrzyr5faJtSN7TktMBeFLTE1jCV+sgdgCwpfYommPJ3xJu/9lVC98KUM17TGFL2n3P3b1wpfYosYTvlgDMQWELzE1jUVA+BJlDQhfojDODHLu4rvhxVNHZ57Vkj2zJXt2y43XjV15TsvElaBl08TaSj2nJaaC8CWmprGEL9ZAbAHhS2zRtMcTvqTd/zKqF76UoZr2mMKXtPsfu3rhS2xR4wlfrIGYAsKXmJrGIiB8ibIGhC+DM2a3CTt85njYP30k7M9uHzZ9dOb2YZMLl4QtyzeEbVO3hC3L14cNS1eG+fOq+5yWwRU+vKfwJaamsYQv1kBsAeFLbNG0xxO+pN3/MqoXvpShmvaYwpe0+x+7euFLbFHjCV+sgZgCwpeYmsYiIHyJsgaEL70znr3wTth38nAetGSBy0unjoV33jufD7Bu8c1h69T6sGXqlrB1+YawYtF47wM3bEvhS8MaOuJyhC8jbkADDy98aWBTR1iS8GWE+A09tPCloY0dYVnClxHiN/DQwpcGNnXEJQlfRtyAhh1e+NKwhiqnMgLz3nr7/OXKzKZmExG+XLthR8+eyMOWPScOhr3Th8MrZ0/mGy+Yf124bXx12DK5IWyZ2hi2Tm0Ii6+/sWadL2+6wpfybFMcWfiSYtfLrVn4Uq5vaqMLX1LrePn1Cl/KN07tCMKX1Dpebr3Cl3J9Uxxd+JJi18urWfhSnq2R0xYQvhTov/DlA7x900fCvulDYc/xg/m/s2e1ZF/Z81ruWL4ubJ3amN9K7K6pWwqIN39X4UvzezzMCoUvw9RO41jClzT6PKwqhS/Dkk7nOMKXdHo9rEqFL8OSTuM4wpc0+jzMKoUvw9Ru/rGEL83vsQpHIyB8KeCeavjy9sVzYe/7V7VkQcuB6WPhwqWLueTNi5aFOyc2hK03bwx3Ll8fNi5dEeaFNJ7XUmApzewqfImhaIyWgPDFWogtIHyJLZr2eMKXtPtfRvXClzJU0x5T+JJ2/2NXL3yJLWo84Ys1EFNA+BJT01gEPhAQvhRYDamEL6+//UbYe/JQ2HviYNhz8nA4fOb1XG3+vHlh49KV+RUt2bNastuITS5cUkDUrsIXayCmgPAlpqaxMgHhi3UQU0D4ElPTWJmA8MU6iC0gfIktmvZ4wpe0+19G9cKXMlTTHVP4km7vVV6ugPClgG8Tw5dLly+Ffzj9Wth38lDYkwUuJw+GU+fO5kpjC24It4+vzZ/TkgUtd0ysCwsX3FBA0K6dAsIXayKmgPAlpqaxhC/WQGwB4UtsUeMJX6yB2ALCl9iiaY8nfEm7/2VUL3wpQzXdMYUv6fZe5eUKCF8K+DYhfDn/3oWwb/rwlbDlxMGw/9TRcP7iu7nKxMLFYcvyjflVLdktxD6ybFWYP29+ATG7ziUgfJlLyPf7ERC+9KNl214EXPnSi5JtehUQvvQqZbteBYQvvUrZrlcB4UuvUrbrRUD40ouSbfoREL70o2XbuQSEL3MJ+T6BwQSEL4O55XvVMXw5df5sHrJkV7XsO3EovPzmq+HS5ct5PeuXrAhbl6/Pr2rJbiW2YtF4AR27DiIgfBlEzT7XEhC+WBuxBYQvsUXTHk/4knb/y6he+FKGatpjCl/S7n/s6oUvsUWNJ3yxBmIKCF9iahqLwAcCwpcCq6Hq4cvlcDkcPnM87D15OOw5/nJ+hUv2/Jbs64brFoRNE2vDlsnsFmJXntly44KxAhp2jSEgfImhaIyWgPDFWogtIHyJLZr2eMKXtPtfRvXClzJU0x5T+JJ2/2NXL3yJLWo84Ys1EFNA+BJT01gEhC9R1kDVwpcLly6GA9NHw97p7BZih8L+6cPhrQvn8lqX3rAov5ol/2dqY7h12aqwYP51URwMEk9A+BLP0kghCF+sgtgCwpfYommPJ3xJu/9lVC98KUM17TGFL2n3P3b1wpfYosYTvlgDMQWELzE1jUVA+BJlDYw6fDl74e3wwolDYe+JQ2Hf9KHwqzdeCRcvvZfXtnbxVP6clq3ZLcQm14fVi5dHqdkg5QoIX8r1TW104UtqHS+/XuFL+cYpHUH4klK3h1Or8GU4zikdRfiSUrfLr1X4Ur5xakcQvqTW8XLrFb6U62v0dAXcdqxA74cdvrxy9mTYM3047D3+cn4rsWNvncxnn13Bsml8dbgzv4XYxrB1an1YfP2iApXZdVQCwpdRyTfzuMKXZvZ1lFUJX0ap37xjC1+a19NRVyR8GXUHmnd84UvzejrKioQvo9Rv5rGFL83s66iqEr6MSt5xmy4gfCnQ4TLDl/cuX8qvZNl74mDYe/JQ/s+b776dz3bx9TfmV7Vkz2rJntmyaWJNuH7+ggKV2LUqAsKXqnSiGfMQvjSjj1WqQvhSpW7Ufy7Cl/r3sGoVCF+q1pH6z0f4Uv8eVqkC4UuVutGMuQhfmtHHqlQhfKlKJ8yjaQLClwIdjRm+vHPxfB6wZM9qyZ7Z8tKpo+Hd9y7ms1t500R+67AtU7eELcvXh/VLbi4wa7tWWUD4UuXu1G9uwpf69azqMxa+VL1D9Zqf8KVe/arDbIUvdehSveYofKlXv6o+W+FL1TtUv/kJX+rXsyrPWPhS5e6YW50FhC89dO/pZ54Lu594Mt/y7u3bwkMP7gwLx8ZCkfDl9bdPh33TB6+ELScOhcNnjofL4XKYP29+uHXZqitXtSzfELZN3RKW3uAWYj20qRGbCF8a0cbKFCF8qUwrGjMR4UtjWlmJQoQvlWhDoyYhfGlUOytRjPClEm1ozCSEL41pZWUKEb5UphWNmIjwpRFtVEQFBYQvczTl+V++EHb/6Knw6CMPh/FlS8Ou3T/O99i549M9hy+XLl8OL7/5ath38nDY8/5txKbPncnHuXHBWLhzcl3+rJYsbNk8sTaMXXd9BZeKKQ1DQPgyDOV0jiF8SafXw6pU+DIs6TSOI3xJo8/DrFL4MkztNI4lfEmjz8OqUvgyLOl0jiN8SafXw6hU+DIMZcdIUUD4MkfXs7Bl7ZpV4f777sm3bA9jLl6an//Z1MTiq0Y5/96FsH/6yJVntZw4mP/3uffevbLtjUvDlsmNYevUhnDn1IawYcmKMH/evBTXnpq7CAhfLIuYAsKXmJrGygSEL9ZBTAHhS0xNY2UCwhfrILaA8CW2aNrjCV/S7n8Z1QtfylBNd0zhS7q9V3m5AsKXWXzPnT8fvvPYrrD9rq0z4cvBQ0fCdx/bFb704M5w05LxfO/rF83Lr2h54eTBsO/kofAPp18Lly5fykOVjUtXhjuXrw9bl2eBy8YwuXBJuR01eq0FhC+1bl/lJi98qVxLaj8h4UvtW1ipAoQvlWpHIyYjfGlEGytVhPClUu2o/WSEL7VvYeUKEL5UriW1npDwpdbtM/kKCwhfeghf7r/342H7R7flW3aGL//h73aF19+O3/M6AAAXXklEQVR5I//eDfMXhI8sXR02L1sXNi1bG25btjYsdAuxCi9/UyNAgAABAgQIECBAgAABAgQIECBAgACBbgKdd3yi1J+A8KWH8GW2K1/+076n81uH3bZ0bfjIklX96duaAAECBAgQIECAAAECBAgQIECAAAECBAhUUED4Uqwpwpc5/AZ55kuxltg7ZQG3HUu5+/Frd9ux+Kapj+i2Y6mvgLj1u+1YXE+jeeaLNRBfwG3H4pumPKLbjqXc/XJqd9uxclxTHdVtx1LtvLrLFhC+zCH8/C9fCLt/9FR49JGHw/iypSELY7KvnTs+HbKT8exLAlj2Mk1nfOFLOr0eRqXCl2Eop3UM4Uta/S67WuFL2cLpje+ZL+n1vOyKhS9lC6c1vvAlrX4Po1rhyzCU0zmG8CWdXqt0uALClx68n37mubD7iSfzLe/evi089ODOsHBsTPjSg51N+hMQvvTnZevZBYQvVkhsAeFLbNG0xxO+pN3/MqoXvpShmvaYwpe0+x+7euFLbFHjCV+sgZgCwpeYmsYi8IGA8KXAanDlSwE8u3YVEL5YGDEFhC8xNY2VCQhfrIOYAsKXmJrGygSEL9ZBbAHhS2zRtMcTvqTd/zKqF76UoZrumMKXdHuv8nIFhC8FfIUvBfDsKnyxBkoXEL6UTpzcAYQvybW81IKFL6XyJjm48CXJtpdatPClVN7kBhe+JNfy0gsWvpROnNQBhC9JtVuxQxQQvhTAFr4UwLOr8MUaKF1A+FI6cXIHEL4k1/JSCxa+lMqb5ODClyTbXmrRwpdSeZMbXPiSXMtLL1j4UjpxUgcQviTVbsUOUUD4UgBb+FIAz67CF2ugdAHhS+nEyR1A+JJcy0stWPhSKm+Sgwtfkmx7qUULX0rlTW5w4UtyLS+9YOFL6cRJHUD4klS7FTtEAeFLAWzhSwE8uwpfrIHSBYQvpRMndwDhS3ItL7Vg4UupvEkOLnxJsu2lFi18KZU3ucGFL8m1vPSChS+lEyd1AOFLUu1W7BAFhC8FsIUvBfDsKnyxBkoXEL6UTpzcAYQvybW81IKFL6XyJjm48CXJtpdatPClVN7kBhe+JNfy0gsWvpROnNQBhC9JtVuxQxQQvhTAFr4UwLOr8MUaKF1A+FI6cXIHEL4k1/JSCxa+lMqb5ODClyTbXmrRwpdSeZMbXPi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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": 40, "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": 41, "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], symbol='x')" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 42, "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": 43, "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": 44, "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": 45, "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(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 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, 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", 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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": 49, "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_PCM.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(heatpump_ndg)\n", " s.storage_case_PCM.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": 50, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 53, "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": 54, "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", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\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": 55, "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", "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 Tsource\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [], "source": [ "def hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\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 < dam - c.threshold:\n", " # overproduce\n", " if demand_vdg != 0:\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", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " if demand_ndg != 0:\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", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", "\n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " \n", "\n", " elif pos > dam + c.threshold:\n", " # take from storage\n", " if demand_vdg != 0:\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", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " if demand_ndg != 0:\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", " e_load_ndg, th_load_ndg = (0,0)\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", " return e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg\n", "# Neg-take price, Pos-feed price" ] }, { "cell_type": "code", "execution_count": 57, "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 = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", " from_storage_ndg_list = [0] * minutes\n", " to_storage_ndg_list = [0] * 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", " 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", " e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg = hp_storage_opt_enginge(\n", " c, ws, hp_vdg, hp_ndg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, demand_ndg, \n", " tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " hp_ndg_input[m] = e_load_ndg\n", " hp_ndg_output[m] = th_load_ndg\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", " 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\n" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))\n", "# # 154476 times out of 525600, the storage is used to charge/dischage\n", "# # from 39 000 to 110 000 discharge time increases\n" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)...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
2019-07-30 18:21:00+02:0046.9126.5526.5521.6217.989.6825.504.9265.126158.004...0.018.6300.464-0.0880.0080.00.0080.00.0170.0
2019-07-14 13:35:00+02:0034.0432.1732.1738.0637.6412.8029.345.6664.980153.200...0.05.0830.460-0.0870.0000.00.0000.00.0000.0
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2 rows × 35 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-07-30 18:21:00+02:00 46.91 26.55 26.55 21.62 17.98 \n", "2019-07-14 13:35:00+02:00 34.04 32.17 32.17 38.06 37.64 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-07-30 18:21:00+02:00 9.68 25.50 \n", "2019-07-14 13:35:00+02:00 12.80 29.34 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-07-30 18:21:00+02:00 4.92 65.126 158.004 \n", "2019-07-14 13:35:00+02:00 5.66 64.980 153.200 \n", "\n", " ... from_storage_MW storage_level_MWh \\\n", "2019-07-30 18:21:00+02:00 ... 0.0 18.630 \n", "2019-07-14 13:35:00+02:00 ... 0.0 5.083 \n", "\n", " hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n", "2019-07-30 18:21:00+02:00 0.464 -0.088 0.008 \n", "2019-07-14 13:35:00+02:00 0.460 -0.087 0.000 \n", "\n", " from_storage_ndg_MWh to_storage_vdg_MWh \\\n", "2019-07-30 18:21:00+02:00 0.0 0.008 \n", "2019-07-14 13:35:00+02:00 0.0 0.000 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2019-07-30 18:21:00+02:00 0.0 0.017 \n", "2019-07-14 13:35:00+02:00 0.0 0.000 \n", "\n", " from_storage_MWh \n", "2019-07-30 18:21:00+02:00 0.0 \n", "2019-07-14 13:35:00+02:00 0.0 \n", "\n", "[2 rows x 35 columns]" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean41.19580140.39106042.55408223.6224640.15918123.460537
std11.27817351.22693152.0032526.8535920.3637826.814125
min-9.020000-487.650000-487.6500000.0000000.0000000.000000
25%34.10000024.47000025.53000022.7000000.00000022.676000
50%39.70000031.11000032.16000026.4920000.00000026.441000
75%47.39250040.90000042.54000027.7820000.00000027.690000
max121.460000936.120000936.12000031.0000001.00000030.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 41.195801 40.391060 42.554082 23.622464 \n", "std 11.278173 51.226931 52.003252 6.853592 \n", "min -9.020000 -487.650000 -487.650000 0.000000 \n", "25% 34.100000 24.470000 25.530000 22.700000 \n", "50% 39.700000 31.110000 32.160000 26.492000 \n", "75% 47.392500 40.900000 42.540000 27.782000 \n", "max 121.460000 936.120000 936.120000 31.000000 \n", "\n", " to_storage_MW Total demand \n", "count 525600.000000 525600.000000 \n", "mean 0.159181 23.460537 \n", "std 0.363782 6.814125 \n", "min 0.000000 0.000000 \n", "25% 0.000000 22.676000 \n", "50% 0.000000 26.441000 \n", "75% 0.000000 27.690000 \n", "max 1.000000 30.900000 " ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2019-05-27 08:25:00+02:0043.3513.2713.2723.7951.00.022.795
2019-06-01 13:41:00+02:0030.0031.7631.7627.6010.00.027.601
2019-01-22 07:59:00+01:0071.19119.89119.8928.6270.02.028.627
2019-10-24 06:27:00+02:0039.5524.3224.3222.8330.00.022.833
2019-12-27 15:31:00+01:0043.5238.4038.4027.5820.00.027.582
2019-01-11 14:52:00+01:0050.9633.1733.173.1540.00.03.154
2019-08-26 14:00:00+02:0038.25164.88164.8829.8200.00.029.820
2019-04-23 03:45:00+02:0038.0532.1441.2326.6550.00.026.655
2019-12-13 10:19:00+01:0040.82127.02127.0226.8840.02.026.884
2019-05-22 03:00:00+02:0029.0029.7129.7126.8400.00.026.840
2019-03-08 15:20:00+01:0039.9083.1383.1327.5600.02.027.560
2019-09-14 17:07:00+02:0035.4820.5420.5422.8050.00.022.805
2019-10-31 01:33:00+01:0034.2325.2225.2222.5330.00.022.533
2019-03-12 15:14:00+01:0043.1932.8049.9420.8240.00.020.824
2019-11-23 03:45:00+01:0033.1721.8121.8120.6750.00.020.675
2019-07-22 00:22:00+02:0037.4727.0527.0527.6720.00.027.672
2019-11-07 20:26:00+01:0044.98-7.25-7.2521.9541.00.020.954
2019-02-14 05:27:00+01:0043.0437.8637.8627.8950.00.027.895
2019-11-11 23:58:00+01:0034.6030.1034.5427.8240.00.027.824
2019-01-20 22:58:00+01:0062.2646.1546.1522.9160.00.022.916
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" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-05-27 08:25:00+02:00 43.35 13.27 13.27 23.795 1.0 \n", "2019-06-01 13:41:00+02:00 30.00 31.76 31.76 27.601 0.0 \n", "2019-01-22 07:59:00+01:00 71.19 119.89 119.89 28.627 0.0 \n", "2019-10-24 06:27:00+02:00 39.55 24.32 24.32 22.833 0.0 \n", "2019-12-27 15:31:00+01:00 43.52 38.40 38.40 27.582 0.0 \n", "2019-01-11 14:52:00+01:00 50.96 33.17 33.17 3.154 0.0 \n", "2019-08-26 14:00:00+02:00 38.25 164.88 164.88 29.820 0.0 \n", "2019-04-23 03:45:00+02:00 38.05 32.14 41.23 26.655 0.0 \n", "2019-12-13 10:19:00+01:00 40.82 127.02 127.02 26.884 0.0 \n", "2019-05-22 03:00:00+02:00 29.00 29.71 29.71 26.840 0.0 \n", "2019-03-08 15:20:00+01:00 39.90 83.13 83.13 27.560 0.0 \n", "2019-09-14 17:07:00+02:00 35.48 20.54 20.54 22.805 0.0 \n", "2019-10-31 01:33:00+01:00 34.23 25.22 25.22 22.533 0.0 \n", "2019-03-12 15:14:00+01:00 43.19 32.80 49.94 20.824 0.0 \n", "2019-11-23 03:45:00+01:00 33.17 21.81 21.81 20.675 0.0 \n", "2019-07-22 00:22:00+02:00 37.47 27.05 27.05 27.672 0.0 \n", "2019-11-07 20:26:00+01:00 44.98 -7.25 -7.25 21.954 1.0 \n", "2019-02-14 05:27:00+01:00 43.04 37.86 37.86 27.895 0.0 \n", "2019-11-11 23:58:00+01:00 34.60 30.10 34.54 27.824 0.0 \n", "2019-01-20 22:58:00+01:00 62.26 46.15 46.15 22.916 0.0 \n", "\n", " from_storage_MW Total demand \n", "2019-05-27 08:25:00+02:00 0.0 22.795 \n", "2019-06-01 13:41:00+02:00 0.0 27.601 \n", "2019-01-22 07:59:00+01:00 2.0 28.627 \n", "2019-10-24 06:27:00+02:00 0.0 22.833 \n", "2019-12-27 15:31:00+01:00 0.0 27.582 \n", "2019-01-11 14:52:00+01:00 0.0 3.154 \n", "2019-08-26 14:00:00+02:00 0.0 29.820 \n", "2019-04-23 03:45:00+02:00 0.0 26.655 \n", "2019-12-13 10:19:00+01:00 2.0 26.884 \n", "2019-05-22 03:00:00+02:00 0.0 26.840 \n", "2019-03-08 15:20:00+01:00 2.0 27.560 \n", "2019-09-14 17:07:00+02:00 0.0 22.805 \n", "2019-10-31 01:33:00+01:00 0.0 22.533 \n", "2019-03-12 15:14:00+01:00 0.0 20.824 \n", "2019-11-23 03:45:00+01:00 0.0 20.675 \n", "2019-07-22 00:22:00+02:00 0.0 27.672 \n", "2019-11-07 20:26:00+01:00 0.0 20.954 \n", "2019-02-14 05:27:00+01:00 0.0 27.895 \n", "2019-11-11 23:58:00+01:00 0.0 27.824 \n", "2019-01-20 22:58:00+01:00 0.0 22.916 " ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', '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", " dtype='object')" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [], "source": [ "# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n", "hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n", "storage_selection = s.storage_case_PCM.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2019-06-09 08:09:00+02:0026.5725.7625.7626.951-4.88726.9515.5150.00.0
2019-11-22 17:43:00+01:0051.9118.9818.9820.725-3.86021.7255.6281.00.0
2019-01-28 23:38:00+01:0044.90-76.78-76.780.0000.0000.000NaN0.00.0
2019-03-28 01:59:00+01:0033.6721.7821.7820.670-3.75220.6705.5080.00.0
2019-10-26 23:41:00+02:0026.8122.9322.9327.699-5.18827.6995.3390.00.0
2019-11-01 01:33:00+01:0033.4928.3328.3320.711-3.64420.7115.6830.00.0
2019-08-19 12:57:00+02:0029.9029.4429.4422.688-3.90222.6885.8150.00.0
2019-01-22 04:17:00+01:0051.7358.5058.5026.372-4.83526.3725.4550.00.0
2019-12-10 21:05:00+01:0035.0050.5650.5627.715-5.15127.7155.3800.00.0
2019-04-21 01:45:00+02:0034.0222.2122.2122.940-3.94922.9405.8080.00.0
2019-02-27 06:36:00+01:0050.7540.1840.1826.860-4.94626.8605.4310.00.0
2019-08-21 14:28:00+02:0033.1728.8828.8827.380-5.06827.3805.4030.00.0
2019-08-08 11:24:00+02:0030.4624.6624.6626.808-4.87626.8085.4980.00.0
2019-05-19 05:16:00+02:0033.9121.4821.480.000-0.0000.000NaN0.00.0
2019-03-07 20:16:00+01:0042.3066.5466.5429.616-5.32729.6165.5600.02.0
2019-02-15 11:45:00+01:0040.848.988.9827.915-5.23128.9155.5271.00.0
2019-11-03 13:10:00+01:0036.2624.4429.5327.560-5.22227.5605.2770.00.0
2019-04-06 03:29:00+02:0036.1038.6038.6022.827-4.08322.8275.5910.00.0
2019-01-11 00:54:00+01:0046.0042.2842.2822.964-4.04222.9645.6820.00.0
2019-08-25 11:33:00+02:0025.8821.9721.9722.848-4.15422.8485.5000.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2019-06-09 08:09:00+02:00 26.57 25.76 25.76 26.951 -4.887 \n", "2019-11-22 17:43:00+01:00 51.91 18.98 18.98 20.725 -3.860 \n", "2019-01-28 23:38:00+01:00 44.90 -76.78 -76.78 0.000 0.000 \n", "2019-03-28 01:59:00+01:00 33.67 21.78 21.78 20.670 -3.752 \n", "2019-10-26 23:41:00+02:00 26.81 22.93 22.93 27.699 -5.188 \n", "2019-11-01 01:33:00+01:00 33.49 28.33 28.33 20.711 -3.644 \n", "2019-08-19 12:57:00+02:00 29.90 29.44 29.44 22.688 -3.902 \n", "2019-01-22 04:17:00+01:00 51.73 58.50 58.50 26.372 -4.835 \n", "2019-12-10 21:05:00+01:00 35.00 50.56 50.56 27.715 -5.151 \n", "2019-04-21 01:45:00+02:00 34.02 22.21 22.21 22.940 -3.949 \n", "2019-02-27 06:36:00+01:00 50.75 40.18 40.18 26.860 -4.946 \n", "2019-08-21 14:28:00+02:00 33.17 28.88 28.88 27.380 -5.068 \n", "2019-08-08 11:24:00+02:00 30.46 24.66 24.66 26.808 -4.876 \n", "2019-05-19 05:16:00+02:00 33.91 21.48 21.48 0.000 -0.000 \n", "2019-03-07 20:16:00+01:00 42.30 66.54 66.54 29.616 -5.327 \n", "2019-02-15 11:45:00+01:00 40.84 8.98 8.98 27.915 -5.231 \n", "2019-11-03 13:10:00+01:00 36.26 24.44 29.53 27.560 -5.222 \n", "2019-04-06 03:29:00+02:00 36.10 38.60 38.60 22.827 -4.083 \n", "2019-01-11 00:54:00+01:00 46.00 42.28 42.28 22.964 -4.042 \n", "2019-08-25 11:33:00+02:00 25.88 21.97 21.97 22.848 -4.154 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2019-06-09 08:09:00+02:00 26.951 5.515 0.0 0.0 \n", "2019-11-22 17:43:00+01:00 21.725 5.628 1.0 0.0 \n", "2019-01-28 23:38:00+01:00 0.000 NaN 0.0 0.0 \n", "2019-03-28 01:59:00+01:00 20.670 5.508 0.0 0.0 \n", "2019-10-26 23:41:00+02:00 27.699 5.339 0.0 0.0 \n", "2019-11-01 01:33:00+01:00 20.711 5.683 0.0 0.0 \n", "2019-08-19 12:57:00+02:00 22.688 5.815 0.0 0.0 \n", "2019-01-22 04:17:00+01:00 26.372 5.455 0.0 0.0 \n", "2019-12-10 21:05:00+01:00 27.715 5.380 0.0 0.0 \n", "2019-04-21 01:45:00+02:00 22.940 5.808 0.0 0.0 \n", "2019-02-27 06:36:00+01:00 26.860 5.431 0.0 0.0 \n", "2019-08-21 14:28:00+02:00 27.380 5.403 0.0 0.0 \n", "2019-08-08 11:24:00+02:00 26.808 5.498 0.0 0.0 \n", "2019-05-19 05:16:00+02:00 0.000 NaN 0.0 0.0 \n", "2019-03-07 20:16:00+01:00 29.616 5.560 0.0 2.0 \n", "2019-02-15 11:45:00+01:00 28.915 5.527 1.0 0.0 \n", "2019-11-03 13:10:00+01:00 27.560 5.277 0.0 0.0 \n", "2019-04-06 03:29:00+02:00 22.827 5.591 0.0 0.0 \n", "2019-01-11 00:54:00+01:00 22.964 5.682 0.0 0.0 \n", "2019-08-25 11:33:00+02:00 22.848 5.500 0.0 0.0 " ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 41.195801\n", "POS 40.391060\n", "NEG 42.554082\n", "Total demand 23.460537\n", "hp_input_MW -4.307649\n", "hp_output_MW 23.622464\n", "cop 5.469659\n", "to_storage_MW 0.159181\n", "from_storage_MW 0.158099\n", "dtype: float64" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 69, "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": 70, "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": 72, "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": 73, "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": 75, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)\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_PCM]: # [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": 76, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.451794715081109" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_output_MW'].sum() /s.hpcase.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.483833747740187" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_output_MW'].sum() /s.storage_case_PCM.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.00.00.0NaN0.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.00.00.0NaN0.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.00.00.0NaN0.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.00.00.0NaN0.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.00.00.0NaN0.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand hp_output_MW hp_input_MW cop \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:01:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:02:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:03:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:04:00+01:00 0.0 0.0 0.0 NaN \n", "\n", " hp_output_MWh hp_input_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 " ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_PCM.data[[\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", "]]\n", "\n", "cops = pd.concat([s.hpcase.data['cop'], s.storage_case_PCM.data['cop']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "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": "storage_level_MWh", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1420.7810000000004, 1371.1409999999996)" ] }, "execution_count": 81, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total_to_storage = s.storage_case_PCM.data['to_storage_MWh'].sum()\n", "total_from_storage = s.storage_case_PCM.data['from_storage_MWh'].sum()\n", "total_to_storage, total_from_storage" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', '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", " dtype='object')" ] }, "execution_count": 82, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case_PCM.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case_PCM.data['Total demand'] + s.storage_case_PCM.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 84, "metadata": 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 86, "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": 87, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', '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", " dtype='object')" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n" ] } ], "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.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\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.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\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", " \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": 89, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] } ], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda(c.project_duration)\n", "\n", " for case in [s.hpcase, s.storage_case_PCM]: #, 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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 91, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\1396106630.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "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", "2019-01-01 19:00:00+01:00", "2019-01-01 20:00:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_demands_over_time = s.demand['Total demand'].resample('H').mean().iplot(\n", " title='Smurfit Kappa: Heat demand by Hour in MW', \n", " yTitle='MW', \n", " colors=recoygreen,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "fig_demands_over_time" ] }, { "cell_type": "code", "execution_count": 92, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3076446972.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "boxpoints": false, "line": { "width": 1.3 }, "marker": { "color": "rgba(70, 165, 121, 1.0)" }, "name": "Tsource (VDG)", "orientation": "v", "type": "box", "y": [ 63.375083333333336, 53.39275, 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Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "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 (NDG) -after", "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 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "temp_comparison = pd.concat([s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']], s.storage_case_PCM.data[['Tsource (NDG)', 'Tsource (VDG)']]], axis=1)\n", "temp_comparison.columns = ['Tsource (NDG) -after', 'Tsource (VDG) - after', 'Tsource (NDG) - before', 'Tsource (VDG) - before']\n", "temp_comparison.resample('15T').mean().iplot()" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tsource_ndg 2019-01-18 19:20:00+01:00\n", "tsource_vdg 2019-01-22 17:00:00+01:00\n", "dtype: datetime64[ns, Europe/Amsterdam]" ] }, "execution_count": 95, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 0,\n", " 0,\n", " 29.635,\n", " 21.42,\n", " 0,\n", " 0,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=, min_th_power=0.0),\n", " Heatpump(name='Heatpump NDG', max_thermal_power=7.7, cop_curve=, min_th_power=0.0))" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "hp_ndg = case.assets['Heatpump NDG']\n", "ws = case.assets['HotWaterStorage']\n", "ws.storage_level = 47.083 + 25\n", "pos = 35.650\n", "neg = 43.850\n", "dam = 68.400\n", "demand_vdg = 0\n", "demand_ndg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "tsource_ndg = 21.420\n", "tsink_ndg = 118.755\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg)" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [], "source": [ "#e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 99, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_PCM.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 100, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_NDG_before = s.hpcase.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_after = s.storage_case_PCM.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_before.equals(Tsource_NDG_after)" ] }, { "cell_type": "code", "execution_count": 101, "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": 102, "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": 103, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import plotly.graph_objs as go\n", "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": 104, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "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": 105, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 106, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 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 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 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 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Heatpump only case on {date}', \n", " subplot_titles=['Total demand', 'Heatpump output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_heatpump" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 110, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Total net volume (MWh)-37,696-37,734
Total exported to grid (MWh)--
Total consumed from grid (MWh)37,69637,734
Total nominated volume (MWh)-37,696-37,696
Absolute imbalance volume (MWh)-201
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4141
Total day-ahead result (€)-1,553,699-1,553,699
Total POS result (€)-12,089
Total NEG result (€)--1,073
Total imbalance result (€)-11,016
Total combined result (€)-1,553,699-1,542,683
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -37,696 -37,734\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 37,696 37,734\n", "Total nominated volume (MWh) -37,696 -37,696\n", "Absolute imbalance volume (MWh) - 201\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 41\n", "Total day-ahead result (€) -1,553,699 -1,553,699\n", "Total POS result (€) - 12,089\n", "Total NEG result (€) - -1,073\n", "Total imbalance result (€) - 11,016\n", "Total combined result (€) -1,553,699 -1,542,683" ] }, "execution_count": 110, "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": 111, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)3,090,1643,090,164
CO2 emission costs (€)1,124,5721,124,572
Gas taxes (€)790,305790,305
Heatpump VDG OPEX (€)-46,600-46,600
Heatpump NDG OPEX (€)-15,400-15,400
Result on electricity market (€)-1,553,699-1,542,683
Electricity taxes (€)-35,811-35,847
Grid transport costs (€)-273,944-275,044
HotWaterStorage OPEX (€)--8,500
EBITDA (€)3,079,5863,080,967
Depreciation (€)-248,000-265,000
EBITDA + depr (€)2,831,5862,815,967
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 3,090,164 3,090,164\n", "CO2 emission costs (€) 1,124,572 1,124,572\n", "Gas taxes (€) 790,305 790,305\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Heatpump NDG OPEX (€) -15,400 -15,400\n", "Result on electricity market (€) -1,553,699 -1,542,683\n", "Electricity taxes (€) -35,811 -35,847\n", "Grid transport costs (€) -273,944 -275,044\n", "HotWaterStorage OPEX (€) - -8,500\n", "EBITDA (€) 3,079,586 3,080,967\n", "Depreciation (€) -248,000 -265,000\n", "EBITDA + depr (€) 2,831,586 2,815,967" ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.baseline, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 112, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\styling.py:42: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "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 (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
Irregular Cashflows (€)------------
EBITDA (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
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 (€)2,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,592
Income tax (Vpb.) (€)-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648
NOPLAT (€)2,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,944
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,944
Simple Payback Period2.6126401375173294 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)9,108,429
Discounted residual value (€)1,037,143
NPV (€)9,108,429
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,384,944 2,384,944 \n", "Simple Payback Period 2.6126401375173294 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 9,108,429 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 9,108,429 \n", "\n", " Year 3 Year 4 Year 5 Year 6 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 7 Year 8 Year 9 Year 10 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 113, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "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 00:00:00+01:00", "2019-01-07 00:00:00+01:00", "2019-01-08 00:00:00+01:00", "2019-01-09 00:00:00+01:00", "2019-01-10 00:00:00+01:00", "2019-01-11 00:00:00+01:00", "2019-01-12 00:00:00+01:00", "2019-01-13 00:00:00+01:00", "2019-01-14 00:00:00+01:00", "2019-01-15 00:00:00+01:00", "2019-01-16 00:00:00+01:00", "2019-01-17 00:00:00+01:00", "2019-01-18 00:00:00+01:00", "2019-01-19 00:00:00+01:00", "2019-01-20 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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": 114, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# #price chart\n", "# from copy import deepcopy\n", "\n", "# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n", "\n", "# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n", "# _total_output = _source_output.sum(axis=1)\n", "# _data = _source_output.divide(_total_output, axis=0).rename(\n", "# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n", "# ) * 100\n", "\n", "# production_fig = _data.iplot(\n", "# kind='bar',\n", "# barmode='stack',\n", "# colors=[recoydarkblue, recoygreen],\n", "# title='Hybrid case: Heat production per Month by Source in % share',\n", "# yTitle='Share of production in %',\n", "# dimensions=(600, 400),\n", "# asFigure=True\n", "# )\n", "\n", "# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n", "# production_fig" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { 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"color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Gas consumption costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -3090163.9, 0, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "CO2 emission costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -1124571.98, 0, 0 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "Gas taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -790304.76, 0, 0 ] }, { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Heatpump VDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -46600, -46600 ] }, { "marker": { "color": "rgba(109, 82, 107, 0.6)", "line": { "color": "rgba(109, 82, 107, 1.0)", "width": 1 } }, "name": "Heatpump NDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -15400, -15400 ] }, { "marker": { "color": "rgba(242, 165, 65, 0.6)", "line": { "color": "rgba(242, 165, 65, 1.0)", "width": 1 } }, "name": "Result on electricity market (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -1553698.9, -1542682.7 ] }, { "marker": { "color": "rgba(20, 85, 97, 0.6)", "line": { "color": "rgba(20, 85, 97, 1.0)", "width": 1 } }, "name": "Electricity taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -35811.42, -35847.3 ] }, { "marker": { "color": "rgba(42, 42, 42, 0.6)", "line": { "color": "rgba(42, 42, 42, 1.0)", "width": 1 } }, "name": "Grid transport costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -273944.4, -275043.8 ] }, { "marker": { "color": "rgba(195, 172, 206, 0.6)", "line": { "color": "rgba(195, 172, 206, 1.0)", "width": 1 } }, "name": "HotWaterStorage OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, -8500 ] }, { "line": { "color": "#2a2a2a" }, "marker": { "color": "#2a2a2a", "line": { "color": "#2a2a2a", "width": 3 }, "size": 20, "symbol": "line-ew" }, "mode": "markers", "name": "EBITDA (€)", "type": "scatter", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -5005040.64, -1925454.7199999997, -1924073.8 ] } ], "layout": { "barmode": "relative", "height": 600, "legend": { "bgcolor": "#F5F6F9", "font": { 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", "text/html": [ "
" ] }, "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": 117, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 118, "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": "EBITDA", "orientation": "v", "text": [ -5.00504064, -1.9254547199999998, -1.9240738 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -5005040.64, -1925454.7199999997, -1924073.8 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { 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ECBAgQCATAeFLJoPUBgECBAgQIECAAAECBAgQIECAAAECBAgQIBCHgPAljjmoggABAgQIECBAgAABAgQIECBAgAABAgQIEMhEQPiSySC1QYAAAQIECBAgQIAAAQIECBAgQIAAAQIECMQhIHyJYw6qIECAAAECBAgQIECAAAECBAgQIECAAAECBDIREL5kMkhtECBAgAABAgQIECBAgAABAgQIECBAgAABAnEICF/imIMqCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgUwEhC+ZDFIbBAgQIECAAAECBAgQIECAAAECBAgQIECAQBwCwpc45qAKAgQIECBAgAABAgQIECBAgAABAgQIECBAIBMB4Usmg9QGAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEIeA8CWOOaiCAAECBAgQIECAAAECBAgQIECAAAECBAgQyERA+JLJILVBgAABAgQIECBAgAABAgQIECBAgAABAgQIxCEgfIljDqogQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEMhEQvmQySG0QIECAAAECBAgQIECAAAECBAgQIECAAAECcQgIX+KYgyoIECBAgAABAgQIECBAgAABAgQIECBAgACBTASEL5kMUhsECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAHALClzjmoAoCBAgQIECAAAECBAgQIECAAAECBAgQIEAgEwHhSyaD1AYBAgQIECBAgAABAgQIECBAgAABAgQIECAQh4DwJY45qIIAAQIECBAgQIAAAQIECBAgQIAAAQIECBDIRED4kskgtUGAAAECBAgQIECAAAECBAgQIECAAAECBAjEISB8iWMOqiBAgAABAgQIECBAgAABAgQIECBAgAABAgQyERC+ZDJIbRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJxCAhf4piDKggQIECAAAECBAgQIECAAAECBAgQIECAAIFMBIQvmQxSGwQIECBAgAABAgQIECBAgAABAgQIECBAgEAcAsKXOOagCgIECBAgQIAAAQIECBAgQIAAAQIECBAgQCATAeFLJoPUBgECBAgQIECAAAECBAgQIECAAAECBAgQIBCHgPAljjmoggABAgQIECBAgAABAgQIECBAgAABAgQIEMhEQPiSySC1QYAAAQIECBAgQIAAAQIECBAgQIAAAQIECMQhIHyJYw6qIECAAAECBAgQIECAAAECBAgQIECAAAECBDIREL5kMkhtECBAgAABAgQIECBAgAABAgQIECBAgAABAnEICF/imIMqCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgUwEhC+ZDFIbBAgQIECAAAECBAgQIECAAAECBAgQIECAQBwCwpc45qAKAgQIECBAgAABAgQIECBAgAABAgQIECBAIBMB4Usmg9QGAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEIeA8CWOOaiCAAECBAgQIECAAAECBAgQIECAAAECBAgQyESgiPBl3fpPh0NWLA+rTzhuj7Fdfe2GsP7Kz/Y+98JVK8MZp60NixctCo/u2BEuumxd2Lr13nDO2WeGZUuX9Nbcv+2BcO55F/b+ffDzmZwFbRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJjEMg6fBkMV9ac9MY9wpeNt9wa1n/qc1MhShXQVB9r15w4Fb48/ND2cPRRR069rrreDTfdHB7evl34MobD5xIECBAgQIAAAQIECBAgQIAAAQIECBAgQCBHgazDl/7ARt35Mvy5wTBm8eJFvTtfXnbki8KNN38jnHrKW3qXuvxjn+x97gtXXSN8yfG/Bj0RIECAAAECBAgQIECAAAECBAgQIECAAIExCBQZvvQfK7bq+c+buqtl0x13hosvWxdOP21tOOigp/bCl9XHHxs23721x7xi+YG9f6/+OXjHzBhm4BIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBARgJFhy9VuLLqiJW9cU4Xvhx+2NPCBZdeEfbdb5/eHTCb7viR8CWj/wC0QoBAmQLbHnwk7LvPE8MTFi4oE0DXBAgQIECAAAECBDoS+OljO8P2R34Slh6wT0c72oYAAQIECMQhUHT4UufOlyqcGXxE2fB7xcQxRlUQIECAQBMB4UsTLWsJECBAgAABAgQI7L2A8GXv7bySAAECBNIWKDJ8qUZW5z1fBu+M6Y9Z+JL2gVc9AQIEKgHhi3NAgAABAgQIECBAoBsB4Us3znYhQIAAgfgEig1fhkOUKoypPtauOTH03xNG+BLfgVURAQIExiEgfBmHomsQIECAAAECBAgQmF1A+DK7kRUECBAgkKdA1uHL1dduCOuv/OzU5A44YP/wvve8Kxx+2KG9zw1+/YWrVoYzTlsbFi9aJHzJ86zrigABAlMCwheHgQABAgQIECBAgEA3AsKXbpztQoAAAQLxCWQdvsTHrSICBAgQiEFA+BLDFNRAgAABAgQIECBQgoDwpYQp65EAAQIERgkIX5wLAgQIEEhC4MfbHgxn/t8fDrd+94e9en/3jJPD61/zillr/+KXvho23XVPeOcp/2Zq7Vdu+lY46/c//LhrVGv/4KJPzHrt/rr+BS//4Fnhl17wnFlrsYAAAQIECBAgQIBAaQLCl9Imrl8CBAgQ6AsIX5wFAgQIEIhe4JFHfxL+08WfCC9+4XN7gcvtd2wJp//uJeH3zvo/pw09/vZb3w2n/ofze72d/MbXPC58+ein/jwsW3ZA+L2z3hqetPSAUIU7v3f+x8O2bQ+FN7zuldMGO5d+7L+Hv/3W98KFv/87vddVH5/54v8Mr37VS6b+HD2oAgkQIECAAAECBAh0JCB86QjaNgQIECAQnYDwJbqRKIgAAQIEhgWqIOXSj/3pHoFHFYJUH4N3tIySm+7Oly/91dfCEb/wzLDv4if2gpZq3fZHfxJu/c7tUyHP8PWq0OfidZ+dCmxMigABAgQIECBAgACBmQWEL04IAQIECJQqIHwpdfL6JkCAQEICo8KXKiz5m29+J/zH008O+yx+4rTdzBS+vPOUN4SPfPzz4R1v/bXw2b/4q/DGXz229+f+HTaDFx1+7Fn1tbqPPkuIWqkECBAgQIAAAQIExiogfBkrp4sRIECAQEICwpeEhqVUAgQIlCrQDz6qsKT/3irjCF/ed8aacO1ffz1c99VvhONf8aJwwqtessfjzYa9RwU5pc5E3wQIECBAgAABAgTqCAhf6ihZQ4AAAQI5CghfcpyqnggQIJChwOB7uPTbG34vl1Ftz3TnSxW+bNn6v6ceJbZ40aJpw5fhO19ee+xLZr3rJsMxaIkAAQIECBAgQIBAIwHhSyMuiwkQIEAgIwHhS0bD1AoBAgRKEqje8+XoI58/dSfMdL3PFr4MPrLskUd/MuOdL97zpaQTplcCBAgQIECAAIFxCAhfxqHoGgQIECCQooDwJcWpqZkAAQKFCww/cqx/V8obVh8TXv+aV+yhM87wpbpwFfr87be+Fy78/d8JT1p6QG+vz3zxf4ZXv+olU38ufDzaJ0CAAAECBAgQIDAlIHxxGAgQIECgVAHhS6mT1zcBAgQSE6hClD+46BO9qocfNzYqfBn1mLLLP3hW706Zr9z0rfClv/paqB471uTOlz7ZYC3V5/rXTYxUuQQIECBAgAABAgSmFRj8nnf5gT8XLv6Dd4VnHHZw4/UPPPRI+H8u+kS459779vgFpv738NUFB3+xaXgDj/91SAkQIEAgVQHhS6qTUzcBAgQI7LXAtgcfCfvu88TwhIUL9voaXkiAAAECBAgQIEAgV4HqF5ku/difToUiw38e7num9QsWLOyFL4/s2BGOf8WLpu5Ur8Kd6776jfDAgw9PG75Uj/09/XcvCb/95l+Zel31uds33RWOP+bIXPn1RYAAAQKZCAhfMhmkNggQIECgvoDwpb6VlQQIECBAgAABAuUJDD/mtwo8zj3/4+Gcs9468u6XmdY/5cnLeuHLCa/6pfDXN3wzvPvU3+yBXnD5Z8Krjn5h+KP/fu204Uv1yN/DDznocY8WLm8iOiZAgACBFAWELylOTc0ECBAgMCcB4cuc+LyYAAECBAgQIEAgc4H+o76edvBTw388/eRw7V9/PWy6657wzlP+zcjOZ1rff+zYb7z+2HDXln/svf6Qg5/a+/fqn4N32AxefPhRvyuf8/QZH0+W+Ui0R4AAAQIJCghfEhyakgkQIEBgbgLCl7n5eTUBAgQIECBAgED+AtVdJ//ww7vCjTd/O9R5z5fp1g+GL884fEX4vfM/Hpbst2/vDpjbN22eNnypAp1q7elr3zjje83kPwkdEiBAgECqAsKXVCeXUN3fue/OsHHr9xOqWKkECGQv8NiCsGv+Y2H+/HnZt6pBAgTSEHjCgoXhDT//ijSKVSUBAgQIZC9Q3XUyeKdL9Z4uv3f+fwsX/8G7pn3s2HTr+48dq+58+aUXPCcMPkpspveSGb7z5fIPntV7vQ8CBAgQIJCKgPAllUklXOdvfPEPwiH7/1yYP29+wl0onQCBvATmhd27d4V584Qvec1VNwTSFfjxIw+Hf/3sl4fXP+uodJtQOQECBAhkIzD8Xiv9x4q985Q3jAxAZlr/8884rPeeL/3wZRBppvClWuc9X7I5UhohQIBAkQLClyLH3m3Tv/nF94dXHLIyLJy/oNuN7UaAAIFpBH7y051h4YL57nxxQggQiEbgH+7bHI49/IXCl2gmohACBAiULVDddfKnV18/9R4rw3e+DH99pvXDd740CV9uv2NLOP13Lwm//eZfCa9/zT/dIVp97vZNd4Xjjzmy7CHpngABAgSiFxC+RD+i9AsUvqQ/Qx0QyE1A+JLbRPVDIH0B4Uv6M9QBAQIEchOo7jr5xGe/1Gtr+D1fhsOWas106wff82X4sWGz3flSXbd/182t3/1hr5bXHvuS8B9PPznss/iJuZHrhwABAgQyExC+ZDbQGNsRvsQ4FTURKFtA+FL2/HVPIEYB4UuMU1ETAQIECIxD4KeP7QzbH/lJWHrAPuO4nGsQIECAAIFkBIQvyYwq3UKFL+nOTuUEchUQvuQ6WX0RSFdA+JLu7FROgAABAjMLCF+cEAIECBAoVUD4UurkO+xb+NIhtq0IEKglIHypxWQRAQIdCghfOsS2FQECBAh0KiB86ZTbZgQIECAQkYDwJaJh5FqK8CXXyeqLQLoCwpd0Z6dyArkKCF9ynay+CBAgQED44gwQIECAQKkCwpdSJ99h38KXDrFtRYBALQHhSy0miwgQ6FBA+NIhduZb3fvItvDBmz4T5s2bl3mn2iNAIBWB3bt3h/0X7hMe3vloKiWrkwCBzAWq/y+tWv6M8Fu/cHzmnWpv0gLCl0lPoID9hS8FDFmLBBITEL4kNjDlEihAQPhSwJA7avHP/uGGcM0Pbw6HHPBzHe1oGwIECMwssHtXCDt37woLF8xHRYAAgSgEHtu1M9z2v+8In3n9+6KoRxH5Cghf8p1tNJ0JX6IZhUIIEPiZgPDFUSBAIDYB4UtsE0m3nip8uf5H3wrPetKKdJtQOQECWQns2rU7PLZzV3jiExZk1ZdmCBBIV+Cnux4LN9z19+GPX/9/pduEypMQEL4kMaa0ixS+pD0/1RPIUUD4kuNU9UQgbQHhS9rzi6l64UtM01ALAQKVgPDFOSBAIDYB4UtsE8m3HuFLvrONpjPhSzSjUAgBAj8TEL44CgQIxCYgfIltIunWI3xJd3YqJ5CrgPAl18nqi0C6AsKXdGeXWuXCl9QmlmC9wpcEh6ZkApkLCF8yH7D2CCQoIHxJcGiRlix8iXQwyiJQsIDwpeDha51ApALCl0gHk2FZwpcMhxpbS8KX2CaiHgIEhC/OAAECsQkIX2KbSLr1CF/SnZ3KCeQqIHzJdbL6IpCugPAl3dmlVrnwJbWJJViv8CXBoSmZQOYCwpfMB6w9AgkKCF8SHFqkJQtfIh2MsggULCB8KXj4WicQqYDwJdLBZFiW8CXDocazfbXxAAAgAElEQVTWkvAltomohwAB4YszQIBAbALCl9gmkm49wpd0Z6dyArkKCF9ynay+CKQrIHxJd3apVS58SW1iCdYrfElwaEomkLmA8CXzAWuPQIICwpcEhxZpycKXSAejLAIFCwhfCh6+1glEKiB8iXQwGZYlfMlwqLG1JHyJbSLqIUBA+OIMECAQm4DwJbaJpFuP8CXd2amcQK4CwpdcJ6svAukKCF/SnV1qlQtfUptYgvUKXxIcmpIJZC4gfMl8wNojkKCA8CXBoUVasvAl0sEoi0DBAsKXgoevdQKRCghfIh1MhmUJXzIcamwtCV9im4h6CBAQvjgDBAjEJiB8iW0i6dYjfEl3dionkKuA8CXXyeqLQLoCwpd0Z5da5UWHL+vWfzpct+H63sxWHHxQOOfsM8OypUvCozt2hIsuWxe2br136nPVmvu3PRDOPe/C3vr+2tQGPol6hS+TULcnAQIzCQhfnA8CBGITEL7ENpF06xG+pDs7lRPIVUD4kutk9UUgXQHhS7qzS63yYsOXq6/dEDZ++7Zwxmlrw+JFi8Lgn6shVuHLww9tD0cfdWRYfcJxvblWa2646ebw8PbtwpcGJ1340gDLUgIEOhEQvnTCbBMCBBoICF8aYFk6o4DwxQEhQCA2AeFLbBNRDwECwhdnoCuBYsOX6q6X6mPtmhN7/9x4y61h/ac+1wtVFi9e1AtfXnbki8KNN38jnHrKW3prLv/YJ3uf+8JV1whfGpxQ4UsDLEsJEOhEQPjSCbNNCBBoICB8aYBlqfDFGSBAICkB4UtS41IsgSIEhC9FjDmKJosNXzbdcWd4/4cuCS898hd7AUwVxhyyYnnvLpf+Y8dWH39s2Hz31t6gViw/sPfv1T/7IU31iLLHdu6MYpAxF/Hm//GB8PIVK8PC+fNjLlNtBJoL7G7+Eq+IQ+Cnj+0KCxfOD/PmxVGPKggQIPD9H28Jxz7tBeFXn3kUjBkE5s2bH3bv3sVoBoEvfv/GcP1dt4RnLjuYEwECBKIQ2L07hMce2xWesNDfCUQxEEUQ6Fogwp+7f7prZ7hp89+HP/qVs7vWSG6/hQsWJFdzTAUXG770A5bq0WL/8IMfjnzPlyp8Ofywp4ULLr0i7LvfPr07YDbd8aM9wpcfb9se0zyjrOXf/tUF4SUHPTcsnOcbrSgHpCgCBQr0c7MIvwcscBpaJkCgErj9gbvDy5c/P7z6sCOBzCDwhIULwk8f88tPMx2Sv7zj6+Gmu28LT1+y3FkiQIBAFAK+945iDIogQGBA4LFdO8Pf/ON3w+WvejeXWQSetHRfRnMQKDZ8GbzTpfKr3s/l2i9/ZY/HjlXhy6ojVu5xV8zg48mqO198zC7gsWOzG1lBgEC3Ah471q233QgQmF3AY8dmN7KinoD3fKnnZBUBAt0JeOxYd9Z2IkCgnoDHjtVzsmruAkWGL4OPFavCleqjegzZxZetC6eftjYcdNBTe+/50g9fBpmFL80PnfCluZlXECDQroDwpV1fVydAoLmA8KW5mVeMFhC+OBkECMQmIHyJbSLqIUBA+OIMdCVQZPhS4VZ3vtx7333hjNPWhsWLFs1454vwZW7HUfgyNz+vJkBg/ALCl/GbuiIBAnMTEL7Mzc+r/1lA+OI0ECAQm4DwJbaJqIcAAeGLM9CVQLHhS//ul29uvLVnveLgg3qPHKseJTbqzpj+QNz50vxoCl+am3kFAQLtCghf2vV1dQIEmgsIX5qbecVoAeGLk0GAQGwCwpfYJqIeAgSEL85AVwLFhi9dAdsnBOGLU0CAQGwCwpfYJqIeAgSEL87AuASEL+OSdB0CBMYlIHwZl6TrECAwLgHhy7gkXWc2AeHLbEK+PmcB4cucCV2AAIExCwhfxgzqcgQIzFlA+DJnQhf4mYDwxVEgQCA2AeFLbBNRDwECwhdnoCsB4UtX0gXvI3wpePhaJxCpgPAl0sEoi0DBAsKXgoc/5taFL2MGdTkCBOYsIHyZM6ELECAwZgHhy5hBXW5aAeGLw9G6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb1T4MvER5F+A8CX/GeuQQGoCwpfUJqZeAvkLCF/yn3FXHQpfupK2DwECdQWEL3WlrCNAoCsB4UtX0vYRvjgDrQsIX1ontgEBAg0FhC8NwSwnQKB1AeFL68TFbCB8KWbUGiWQjIDwJZlRKZRAMQLCl2JGPfFGhS8TH0H+BQhf8p+xDgmkJiB8SW1i6iWQv4DwJf8Zd9Wh8KUrafsQIFBXQPhSV8o6AgS6EhC+dCVtH+GLM9C6gPCldWIbECDQUED40hDMcgIEWhcQvrROXMwGwpdiRq1RAskICF+SGZVCCRQjIHwpZtQTb7T18GXd+k+He++7L5xx2tqweNGiPRp+dMeOcNFl68JTnvzksHbNiRPHUEA7AsKXdlxdlQCBvRcQvuy9nVcSINCOgPClHdcSryp8KXHqeiYQt4DwJe75qI5AiQLClxKnPpmeWw1f7t/2QDj3vAvDmjf/elh1xMqRHW685daw/lOfC+ecfWZYtnTJZBTs2qqA8KVVXhcnQGAvBIQve4HmJQQItCogfGmVt6iLC1+KGrdmCSQhIHxJYkyKJFCUgPClqHFPtNnWw5cLLr0ivO3kN4XDDzt0ZKOb7rgzfPQTfxze/c63dx6+9O+8+ebGW3u1rTnpjWH1CceF/ue3br13j1CoHyZVa4VF9c+t8KW+lZUECHQjIHzpxtkuBAjUFxC+1LeycmYB4YsTQoBAbALCl9gmoh4CBIQvzkBXAq2HL4N3vlx97YawYvmBe9wFM6k7X/oBy6rnP68XuAx+9L/28EPbw9FHHTn19ar+G266OTy8fbvwpcEJFb40wLKUAIFOBIQvnTDbhACBBgLClwZYls4oIHxxQAgQiE1A+BLbRNRDgIDwxRnoSqDV8KVqonrPl+qjek+XfvjSb656FNng17tqutqnquWuzXePfK+ZfvjysiNfFG68+Rvh1FPe0ivt8o99MlSf+8JV1whfGgxL+NIAy1ICBDoREL50wmwTAgQaCAhfGmBZKnxxBggQSEpA+JLUuBRLoAgB4UsRY46iydbDl36QUXX7nGc+Izzj6Yf1Gn90x0/ChutvCMOP9upKpQp9rttw/dR2Bxywf3jfe97Vezxav+bVxx8bNt+9tbemumOn+vfqn96jptmUhC/NvKwmQKB9AeFL+8Z2IECgmYDwpZmX1dMLuPPF6SBAIDYB4UtsE1EPAQLCF2egK4HWw5d+I8NhR/X54487ZuSdJ203PxiuVHffVB/VnTDXfvkrvTtaFi9eFC66bF2owpfDD3taqN63Zt/99undAbPpjh/tEb489tiutstN/vpvvuo/hZcfvDIsnD8/+V40QIBAHgLV/7vnL5gX5s+bl0dDuiBAIHmB7/94S3jVYS8Iv/qMo5Lvpc0Gqv9r725zgwyu/cUf3Bi+euct4ZnLDs6gGy0QIJCDwK7du8OunbvDwoX+TiCHeeqBQA4CP921M9y05e/DH73uvTm002oP/t89N97Owpd+wFHdOdL/6Acfc2uh+atHhS/3b3sg9N+f5jnPftZU+NJ/NNohK5b33vtl+D1q7n9we/MCCnvF2798QXjJ8ueGhfN8o1XY6LVLIFqB3btD6MUuspdoZ6QwAqUJ3L7t7vDyFc8PrznsyNJab9TvExYsCD/dubPRa0pb/Jebvh5uvPu28PQly0trXb8ECMQqsPufgnO/9xTrgNRFoDyBx3btDH+z9bvhvxz37vKab9jxsgP2bfgKywcFOg1fYqKv7sTpBypVXVX4Ut3h8raT3xQOOuipe4Qvg3UPhy8x9RRrLR47Futk1EWgXAGPHSt39jonEKuAx47FOpn06vLYsfRmpmICuQt47FjuE9YfgfQEPHYsvZmlWnGx4UsVonz4ivVT7/NSPXZs47dvC2ectrY3y/5jx4bvzhG+ND/qwpfmZl5BgEC7AsKXdn1dnQCB5gLCl+ZmXjFaQPjiZBAgEJuA8CW2iaiHAAHhizPQlUCx4UsFXAUu66/8bM96xcEH9d7vZdnSJWHUY8n6AxG+ND+awpfmZl5BgEC7AsKXdn1dnQCB5gLCl+ZmXiF8cQYIEEhDQPiSxpxUSaAkAeFLSdOebK9Fhy+TpS9nd+FLObPWKYFUBIQvqUxKnQTKERC+lDPrtjt150vbwq5PgEBTAeFLUzHrCRBoW0D40raw6/cFhC/OQusCwpfWiW1AgEBDAeFLQzDLCRBoXUD40jpxMRsIX4oZtUYJJCMgfElmVAolUIyA8KWYUU+8UeHLxEeQfwHCl/xnrEMCqQkIX1KbmHoJ5C8gfMl/xl11KHzpSto+BAjUFRC+1JWyjgCBrgSEL11J26ez8OX+bQ+Ec8+7MGzecs/j1Affb8VI8hMQvuQ3Ux0RSF1A+JL6BNVPID8B4Ut+M51UR8KXScnblwCB6QSEL84GAQKxCQhfYptIvvV0Fr6sW//pnuLaNSfmq6mzkQLCFweDAIHYBIQvsU1EPQQICF+cgXEJCF/GJek6BAiMS0D4Mi5J1yFAYFwCwpdxSbrObAKdhC/VXS8XXHpFeNvJbwqHH3bobDX5emYCwpfMBqodAhkICF8yGKIWCGQmIHzJbKATbEf4MkF8WxMgMFJA+OJgECAQm4DwJbaJ5FuP8CXf2UbTmfAlmlEohACBnwkIXxwFAgRiExC+xDaRdOsRvqQ7O5UTyFVA+JLrZPVFIF0B4Uu6s0ut8k7ClwqleuzYISuWh9UnHJeakXrnKCB8mSOglxMgMHYB4cvYSV2QAIE5Cghf5gjo5VMCwheHgQCB2ASEL7FNRD0ECAhfnIGuBDoLXzbdcWf44lXXhN9+60lh8aJFXfVnnwgEhC8RDEEJBAjsISB8cSAIEIhNQPgS20TSrUf4ku7sVE4gVwHhS66T1ReBdAWEL+nOLrXKOwlfqvd8Ofe8C8PmLfeM9Flx8EHhnLPPDMuWLknNT701BIQvNZAsIUCgUwHhS6fcNiNAoIaA8KUGkiW1BIQvtZgsIkCgQwHhS4fYtiJAoJaA8KUWk0VjEOgkfBlDnS6RsIDwJeHhKZ1ApgLCl0wHqy0CCQsIXxIeXmSlC18iG4hyCBAIwheHgACB2ASEL7FNJN96hC/5zjaazoQv0YxCIQQI/ExA+OIoECAQm4DwJbaJpFuP8CXd2amcQK4CwpdcJ6svAukKCF/SnV1qlQtfUptYgvUKXxIcmpIJZC4gfMl8wNojkKCA8CXBoUVasvAl0sEoi0DBAsKXgoevdQKRCghfIh1MhmW1Gr703+vlX73u1eELV13jPV8yPEB1WhK+1FGyhgCBLgWEL11q24sAgToCwpc6StbUERC+1FGyhgCBLgWEL11q24sAgToCwpc6StaMQ6DV8GUcBbpG+gLCl/RnqAMCuQkIX3KbqH4IpC8gfEl/hrF0IHyJZRLqIECgLyB8cRYIEIhNQPgS20TyrUf4ku9so+lM+BLNKBRCgMDPBIQvjgIBArEJCF9im0i69Qhf0p2dygnkKiB8yXWy+iKQroDwJd3ZpVa58CW1iSVYr/AlwaEpmUDmAsKXzAesPQIJCghfEhxapCULXyIdjLIIFCwgfCl4+FonEKmA8CXSwWRYlvAlw6HG1pLwJbaJqIcAAeGLM0CAQGwCwpfYJpJuPcKXdGencgK5Cghfcp2svgikKyB8SXd2qVUufEltYgnWK3xJcGhKJpC5gPAl8wFrj0CCAsKXBIcWacnCl0gHoywCBQsIXwoevtYJRCogfIl0MBmW1Wr4cv+2B8K5513YYzvn7DPDsqVLMiTU0mwCwpfZhHydAIGuBYQvXYvbjwCB2QSEL7MJ+XpdAeFLXSnrCBDoSkD40pW0fQgQqCsgfKkrZd1cBVoNX6ri+gHM5i339Gp971nvCKuOWDnXur0+IQHhS0LDUiqBQgSEL4UMWpsEEhIQviQ0rMhLFb5EPiDlEShQQPhS4NC1TCByAeFL5APKqLzWw5dBq3XrPx2u23B971PHH3dMWLvmxIwotTKdgPDF2SBAIDYB4UtsE1EPAQLCF2dgXALCl3FJug4BAuMSEL6MS9J1CBAYl4DwZVySrjObQKfhS7+YjbfcGj5w/kd6f1xx8EEeSTbblBL/uvAl8QEqn0CGAsKXDIeqJQKJCwhfEh9gROULXyIahlIIEOgJCF8cBAIEYhMQvsQ2kXzrmUj40ud8dMeOcNFl68LWrfcKYPI9Y0H4kvFwtUYgUQHhS6KDUzaBjAWELxkPt+PWhC8dg9uOAIFZBYQvsxJZQIBAxwLCl47BC95uouFL//1gKv9zzj4zLFu6pOBR5Nu68CXf2eqMQKoCwpdUJ6duAvkKCF/ynW3XnQlfuha3HwECswkIX2YT8nUCBLoWEL50LV7ufhMJXzx2rKwDJ3wpa966JZCCgPAlhSmpkUBZAsKXsubdZrfClzZ1XZsAgb0REL7sjZrXECDQpoDwpU1d1x4U6Cx86T9i7Jsbb+3tf/xxx4S1a040jQIEhC8FDFmLBBITEL4kNjDlEihAQPhSwJA7alH40hG0bQgQqC0gfKlNZSEBAh0JCF86grZNaD182XTHneH9H7okPPjgQz3u9571jrDqiJXoCxIQvhQ0bK0SSERA+JLIoJRJoCAB4UtBw265VeFLy8AuT4BAYwHhS2MyLyBAoGUB4UvLwC4/JdBq+OI9XZy0SkD44hwQIBCbgPAltomohwAB4YszMC4B4cu4JF2HAIFxCQhfxiXpOgQIjEtA+DIuSdeZTaDV8GW2zX29DAHhSxlz1iWBlASELylNS60EyhAQvpQx5y66FL50oWwPAgSaCAhfmmhZS4BAFwLCly6U7VEJdBK+rFv/6XDdhut74t7rpbyDJ3wpb+Y6JhC7gPAl9gmpj0B5AsKX8mbeVsfCl7ZkXZcAgb0VEL7srZzXESDQloDwpS1Z1x0WaD18ufraDWHjt28LZ5y2NixetChUQcwhK5aH1SccZxqFCAhfChm0NgkkJCB8SWhYSiVQiIDwpZBBd9Cm8KUDZFsQINBIQPjSiMtiAgQ6EBC+dIBsi55Aq+HLozt2hIsuWxdWH39sWHXEyt6Gm+64M3z0E38c3v3Ot4dlS5cYQwECwpcChqxFAokJCF8SG5hyCRQgIHwpYMgdtSh86QjaNgQI1BYQvtSmspAAgY4EhC8dQdum3fDl/m0PhAsuvSK87eQ3hcMPO7THPepz5pC3gPAl7/nqjkCKAsKXFKemZgJ5Cwhf8p5vl90JX7rUthcBAnUEhC91lKwhQKBLAeFLl9pl79XqnS/ThS/nnndhWPPmX5+6G6bsEeTfvfAl/xnrkEBqAsKX1CamXgL5Cwhf8p9xVx0KX7qStg8BAnUFhC91pawjQKArAeFLV9L2Eb6EEDbecmv4wPkfCe896x29QKj/uLStW+8N55x95tTj0aowqQqOqo/BzztGMwsIX5wQAgRiExC+xDYR9RAgIHxxBsYlIHwZl6TrECAwLgHhy7gkXYcAgXEJCF/GJek6swm0Hr5UYcXmLffMWMeKgw+aWJjRD16qAofDl4cf2h6OPurIsPqE43r1X33thnDDTTeHh7dvn1i9sw00xq8LX2KcipoIlC0gfCl7/ronEKOA8CXGqaRZk/AlzbmpmkDOAsKXnKerNwJpCghf0pxbilW3Gr7EDrLpjjvDRz/xx+FtJ58YLv7DdVOPQuvf+fKyI18Ubrz5G+HUU97Sa+Xyj30yVJ/7wlXXCF8aDFf40gDLUgIEOhEQvnTCbBMCBBoICF8aYFk6o4DwxQEhQCA2AeFLbBNRDwECwhdnoCuBYsOXKni5+LJ14fTT1oalS5f0HifWfx+afviy+vhjw+a7t/ZmsWL5gb1/r/65/lOfE740OKHClwZYlhIg0ImA8KUTZpsQINBAQPjSAMtS4YszQIBAUgLCl6TGpVgCRQgIX4oYcxRNthq+9N8jJbbHjlV1XXDpFeFtJ78pHH7YoaFf56jw5fDDntZbu+9++/TugNl0x4/2CF9+8pPHohhkzEX81l+eF44+eGVYOH9+zGWqjQCBggR27twV5s+fF+bNm1dQ11olQCBmge//eHN41dNeEH7l6S+NuczJ1zZ/Xgi7dk++jogr+PPbbwxfvevb4ZnLVkRcpdIIEChJYPfu3aEKYBYs8HcCJc1drwRiFvjprp3ha1v+Pnzitf8h5jKjqO2JT1wYRR2pFtFq+DIbyrr1nw7Xbbg+dP2eL9VdL+//0CXhwQcfelyJ1fu+POfZzwoXXbYuVHe+rDpiZajqPGTF8t57v1TvETN458sDDz86W5vFf33tdf85vHT5Lwhfij8JAAjEI7B71+5/Cl5kL/EMRSUEChe4/f4t4eWHHBFee/iLC5eYuf2FC+aHx3buYjSDwNX/39fCjVtuDU9fejAnAgQIxCGwu8rNd/d++ckHAQIEYhB4bNfO8PV7vhv+6784K4Zyoq5hyX6Lo64v9uImEr6MepP7SULNdOdLFb4MfgyHL5OsO5W9PXYslUmpk0A5Ah47Vs6sdUogFQGPHUtlUvHX6T1f4p+RCgmUJuCxY6VNXL8E4hfw2LH4Z5RLhZ2GL/33UvnmxlvD8ccdE9auOTEKR+FLu2MQvrTr6+oECDQXEL40N/MKAgTaFRC+tOtb0tWFLyVNW68E0hAQvqQxJ1USKElA+FLStCfba2fhy9XXbgjrr/xsOOCA/cP73vOu3nutxPIhfGl3EsKXdn1dnQCB5gLCl+ZmXkGAQLsCwpd2fUu6uvClpGnrlUAaAsKXNOakSgIlCQhfSpr2ZHttPXwZfH+VNSe9sfe+KT7KEhC+lDVv3RJIQUD4ksKU1EigLAHhS1nzbrNb4Uubuq5NgMDeCAhf9kbNawgQaFNA+NKmrmsPCrQavvTvKDnwwKeEM05bGxYvWkS/QAHhS4FD1zKByAWEL5EPSHkEChQQvhQ49JZaFr60BOuyBAjstYDwZa/pvJAAgZYEhC8twbrs4wQ6CV82b7lnRvoVBx8Uzjn7zLBs6RIjylBA+JLhULVEIHEB4fB4bkUAACAASURBVEviA1Q+gQwFhC8ZDnVCLQlfJgRvWwIEphUQvjgcBAjEJiB8iW0i+dbTaviSL5vOmggIX5poWUuAQBcCwpculO1BgEATAeFLEy1rZxIQvjgfBAjEJiB8iW0i6iFAQPjiDHQlIHzpSrrgfYQvBQ9f6wQiFRC+RDoYZREoWED4UvDwx9y68GXMoC5HgMCcBYQvcyZ0AQIExiwgfBkzqMtNKyB8cThaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+whdnoHUB4UvrxDYgQKChgPClIZjlBAi0LiB8aZ24mA2EL8WMWqMEkhEQviQzKoUSKEZA+FLMqCfeqPBl4iPIvwDhS/4z1iGB1ASEL6lNTL0E8hcQvuQ/4646FL50JW0fAgTqCghf6kpZR4BAVwLCl66k7SN8cQZaFxC+tE5sAwIEGgoIXxqCWU6AQOsCwpfWiYvZQPhSzKg1SiAZAeFLMqNSKIFiBIQvxYx64o0KXyY+gvwLEL7kP2MdEkhNQPiS2sTUSyB/AeFL/jPuqkPhS1fS9iFAoK6A8KWulHUECHQlIHzpSto+xYYvG2+5NXzg/I9MnYAXrloZzjhtbVi8aFF4dMeOcNFl68LWrfeGc84+MyxbuqS37v5tD4Rzz7uw9++Dn3eMZhYQvjghBAjEJiB8iW0i6iFAQPjiDIxLQPgyLknXIUBgXALCl3FJug4BAuMSEL6MS9J1ZhMoNny5+toNYcXyA8OqI1ZOhS1PefKTw9o1J079+eGHtoejjzoyrD7huJ5j9Zobbro5PLx9u/BltpM18HXhSwMsSwkQ6ERA+NIJs00IEGggIHxpgGXpjALCFweEAIHYBIQvsU1EPQQICF+cga4Eig1fhoGrYGXjt2/r3f1SfVR3vrzsyBeFG2/+Rjj1lLf0Pnf5xz7Z+9wXrrpG+NLghApfGmBZSoBAJwLCl06YbUKAQAMB4UsDLEuFL84AAQJJCQhfkhqXYgkUISB8KWLMUTQpfPnZGNat/3Tv3wbvfFl9/LFh891be5+v7pKp/r365/pPfU740uD4Cl8aYFlKgEAnAsKXTphtQoBAAwHhSwMsS4UvzgABAkkJCF+SGpdiCRQhIHwpYsxRNCl8CSFU7/8yGKj03/OlCl8OP+xp4YJLrwj77rdP7w6YTXf8aI+1jzz6kygGGXMRa675f8PLlj8vLJw/P+Yy1UaAQEECO3fuCvPnzwvz5s0rqGutEiAQs8AP7t8SXnnoC8Lrnv6SmMuceG3z5s8Lu3ftnngdMRfwF7ffFP7X5m+HZyw9OOYy1UaAQEECu3fvDlUAs2CBvxMoaOxaJRC1wGO7doab7v5O+G+vfk/UdcZQ3D6LnxhDGcnWUHz4UgUvH75ifXjfe94VDj/s0N4gB8OX6j1hqrtiDlmxvPfeL8NBzUPbdyQ7/K4KP+W6D4WjDvoF4UtX4PYhQGBWgZ27dof586rwZdalFhAgQKATgR9s2xKOWfGC8Nr/48Wd7JfqJgsXzA+P7dyVavmd1H3VD78WbtgifOkE2yYECNQS2L07hF27d4cF833zXQvMIgIEWheowpev3fPd8NHj/33re6W+wf77Lkq9hYnWX3T4Mip4GRW+DE5oOHyZ6PQS2dxjxxIZlDIJFCTgsWMFDVurBBIR8NixRAaVQJl/9g83hOt/9K3wrCetSKBaJRIgUIKAx46VMGU9EkhLwGPH0ppXytUWG77MFKIM3/kifJnbERe+zM3PqwkQGL+A8GX8pq5IgMDcBIQvc/Pz6n8WEL44DQQIxCYgfIltIuohQED44gx0JVBs+FI9Suy6Ddfv4XzAAfv3Hj920EFPDRddti5U7/lSPXZM+DK34yh8mZufVxMgMH4B4cv4TV2RAIG5CQhf5ubn1cIXZ4AAgXgFhC/xzkZlBEoVEL6UOvnu+y42fOmeutwdhS/lzl7nBGIVEL7EOhl1EShXQPhS7uzH3bk7X8Yt6noECMxVQPgyV0GvJ0Bg3ALCl3GLut50AsIXZ6N1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfHEGWhcQvrRObAMCBBoKCF8agllOgEDrAsKX1omL2UD4UsyoNUogGQHhSzKjUiiBYgSEL8WMeuKNCl8mPoL8CxC+5D9jHRJITUD4ktrE1EsgfwHhS/4z7qpD4UtX0vYhQKCugPClrpR1BAh0JSB86UraPsIXZ6B1AeFL68Q2IECgoYDwpSGY5QQItC4gfGmduJgNhC/FjFqjBJIREL4kMyqFEihGQPhSzKgn3qjwZeIjyL8A4Uv+M9YhgdQEhC+pTUy9BPIXEL7kP+OuOhS+dCVtHwIE6goIX+pKWUeAQFcCwpeupO0jfKlxBq6+dkNYf+VneytfuGplOOO0tWHxokU1XmlJJSB8cQ4IEIhNQPgS20TUQ4CA8MUZGJeA8GVckq5DgMC4BIQv45J0HQIExiUgfBmXpOvMJiB8mUVo4y23hvWf+lw45+wzw7KlS8K69Z/uvWLtmhNns/X1nwkIXxwFAgRiExC+xDYR9RAgIHxxBsYlIHwZl6TrECAwLgHhy7gkXYcAgXEJCF/GJek6swkIX2YRqsKWQ1YsD6tPOK63cjiMmQ3Y19354gwQIBCfgPAlvpmoiEDpAsKX0k/A+PoXvozP0pUIEBiPgPBlPI6uQoDA+ASEL+OzdKWZBYQvM/g8umNHuOiydWHV8583Fb5suuPOcPFl68Lpp60Nhx92qPNVQ8CdLzWQLCFAoFMB4Uun3DYjQKCGgPClBpIltQSEL7WYLCJAoEMB4UuH2LYiQKCWgPClFpNFYxAQvtQIX1Yff2xYdcTK3srh8OXeHz80hjHkfYlTv3JhOGTfnwvz583Lu1HdESCQjMD8eQvCrt07k6lXoQQI5C/w4x0Ph9c87cXhhKf9Uv7N6rBVgS/96G/CdT+6OSxbtH+r+7g4AQIEmgjMnzc/7Nq9q8lLrCVAgEBrAtX/j7Y8cl+47JgzW9sjlws/5Um+p5zLLIUvM+jVufNF+DKX4+e1BAgQIECAAAECBAgQIECAAAECBAgQIBCjgPBlblMRvszi5z1f5nbAvJoAAQIECBAgQIAAAQIECBAgQIAAAQIECJQmIHyZZeIbb7k1rP/U58I5Z58Zli1dEqowpvpYu+bE0s6KfgkQIECAAAECBAgQIECAAAECBAgQIECAAIEaAsKXGkhXX7shrL/ys72VL1y1Mpxx2tqweNGiGq+0hAABAgQIzC4w6jGXs7/KCgIECBAgQIAAAQIECBAgQIAAgVgFhC+xTkZdBAgQSETg/m0PhHPPuzCsefOvh1VHrJyqelx3Co7rOjFzCl9ino7aCBAgQIAAAQIh+J53PKdg8Jdb+1d871nv6P0cUX1t47dvS+4XXvvfy39z461TSMcfd8weT0yZaU31xJUPnP+RsOakN4bVJxw3dY2+1fDnxzMJVyFAgACBLgSEL10o24MAAQIZC/hBdO7DFb7M3dAVCBAgQIAAAQJtCvied+66w491r6646Y47w1dv+ptw0m/8WvLhy6rnP68XnvS/t3/Kk5/cC2D6Z+d5z332HoHMlX/y+fCKo14c7t+2rfe0lf333z+8+51v7z3yvnrNBZdeER566KFwwr941R6hzNwn4QoECBAg0JWA8KUrafsQIEAgU4G6P4j2123eck9Pov8bbtW/D/8GXP9r/d8C69NVj35862/9ZvjgBR8Jx7zsJeGqazeEBx98aI9HQg7/xlz1A91HP/HHvR9kqo/qLp3qB5/rNlzf+3N1zV/71deG/3zJf3nctarXXnzZunDM0S8Nn/nTP++tH/4ttuGxTveoypmuNRi+vOwlv/S4O4n6rz39tLXh8MMOzfQkaYsAAQIECBAgEK+A73lHz6b6PvWLV10TfvutJ836ePaZ7mivrvP+D13S+368+lhx8EF7vPdu/3v3we/F+9/377fPPuF/3XRz7/v0X//Xv9L7Xrr/M8fwo+OH95np55K6j50f9YtU1c8xV1/3V727eDZ85YYZ7+jpr33OM58RFu+zuBe0VL09+sij4bs/uD30Q514/+tQGQECBAhMJyB8cTYIECBAYE4CdX4Q7a854Zdf2fthYjAQWbx4Ubj6S18Oq1/zy70f2KofNK798lf2+GGrKrD6rbHqo3+tAw98Su+HmerjosvWTf1QUjd8GfwttP61Hn10xx7BR/+Hs5ce+Yt7/Nba8CPW+oDDv81X/YB573339eq8555/7P1AOepaz3n2sx7Xw12b757quYRHr83pEHoxAQIECBAgQKBlAd/zjgZuEr70f0lp8JewBq866rFjg5/rf9/fv6Nk1PWq78erj+oxZsM/g0z35/739qN+DjlkxfJZ7zoZFb706z71bW8Jl3/0kzMGKP3w5a0n/Ub4+JV/Eqp//vnV14V/ufr43p+FLy3/x+3yBAgQaFFA+NIirksTIECgBIHhO1oGe+7/ZtpwKNH/AWX18cfu8T4x1WuH7/IYDh5G/eA7+EPZ8G+Wjbrzpf8D1vAPSsN/HnXHyUxByPDXBl9f9VbdRdO/e2XQYDh86T9m4G0nvyksXbqk98iB6t/d9VLCf1F6JECAAAECBGIU8D3v3MOX6grDd7wP3uEyHL5Md0fJ+k99rveLWjd+/W9nfY+Ywe/Ph38mGfy5Yvj78arWwbtXql8Sm+5juM7BkOe4Vx7d+yWrUT/39K83fJfMDTfdHI4+6sjQf63wJcb/I6iJAAEC9QSEL/WcrCJAgACBaQTq/Bbg8OPD+pfq/9bb8O3/Bxywf3jfe97VCxvqhC8z3dY/7vCl+qFw8K6UQZaq1sHfjhsMUZqEL9Xa/rVWLD9w6pEFM/3Q54ASIECAAAECBAi0J+B73n+2HQ5QBtUHw5TZptEPLap1ox7PNeoXtga/t58ufKm+j+4/pqy69uAvhPUfBVZ9Xz0qfPnmxn+6c6b/UefRY/06B1+75qQ37vH+LzMFKIM/y1R3y/cfmVw9IWDwDv/ZPH2dAAECBOITEL7ENxMVESBAICmBuj+IDv6gM9hgP3j5nbev6d0F486X43o8fYfq36sf3iobHwQIECBAgAABApMR8D3vaPcmjx0bdYXBu1GGw5S9ufNl8LG/VcDS9M6Xme5Qme7kjapzcO2ox6kNfn26O2xmu+5k/kuwKwECBAg0ERC+NNGylgABAgQeJ1DnB9Hh5ytXF+k/j3nZ0qV7PI6r+vyHr1g/defL8A8rw/sN/3nU+67c9p3v9R5NUH1Ub8C5t48dm+2N74drH37Pl7qPHavq7P+wtXXrvVPvf+P4ESBAgAABAgQITEbA97yj3ZuEL9X3xi9+0Qv2+KWimcKRasfB92Hp3wky+J4vG799W++umf4d4oPX638/3V8/6ueGD5z/kdC/G3/4PV+q1w++N+V0J2+2kKS/7/Oe++yp93SsrnXln3w+vOKoF4f7t20beaf7bNedzH8JdiVAgACBJgLClyZa1hIgQIDAXoUv1YuGn5M9+EiCwUcDVI/Zqj76740y+Lrqtv+3/tZvhg9e8JGwecs9U7X0b+vvf2Lwer/5hn8Z/u5bt4Z3v/PtvS83DV/e/6FLwoMPPjS113RvENpfMPgYhsHHFAwHNzO958tgH3Xe5NOxJECAAAECBAgQaFegTvhS0ve8fe0m4cuoRxH3HwlWXW/w8V3T/awwuH7UHSWDjzOuHmV8wH77huf9wnOmQo/BGqrv1bc//Mge7604/Ei14Z8zRp2yOiHJqEeTTfc4tP4eda7b7ql3dQIECBCYq4DwZa6CXk+AAAECnQpM94NvG0XMdqdLG3v2r1n1efnHPhlOPeUtYdnSJW1u5doECBAgQIAAAQKRCZTyPe8k2QffP8b325OchL0JECCQr4DwJd/Z6owAAQJZCpTyg2j1W3d3bb57j0cTZDlQTREgQIAAAQIECDxOoJTvebse/eAd8tWdMe97z7vC4YcdOmMZg68ZXjh4h07XvdiPAAECBOIXEL7EPyMVEiBAgAABAgQIECBAgAABAgQIECBAgAABAgkJCF8SGpZSCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAgfgFhC/xz0iFBAgQIECAAAECBAgQIECAAAECBAgQIECAQEICwpeEhqVUAgQIECBAgAABAgQIECBAgAABAgQIECBAIH4B4Uv8M1IhAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJCA8CWhYSmVAAECBAgQIECAAAECBAgQIECAAAECBAgQiF9A+BL/jFRIgAABAgQIECBAgAABAgQIECBAgAABAgQIJCQgfEloWEolQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE4hcQvsQ/IxUSIECAAAECBAgQIECAAAECBAgQIECAAAECCQkIXxIallIJECBAgAABAgQIECBAgAABAgQIECBAgACB+AWEL/HPSIUECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAQgLCl4SGpVQCBAgQIECAAAECBAgQIECAAAECBAgQIEAgfgHhS/wzUiEBAgQIECBAgAABAgQIECBAgAABAgQIECCQkIDwJaFhKZUAAQIECBAgQIAAAQIECBAgQIAAAQIECBCIX0D4Ev+MVEiAAAECBAgQIECAAAECBAgQIECAAAECBAgkJCB8SWhYSiVAgAABAgQIECBAgAABAgQIECBAgAABAgTiFxC+xD8jFRIgnrVC0AAABklJREFUQIAAAQIECBAgQIAAAQIECBAgQIAAAQIJCQhfEhqWUgkQIECAAAECBAgQIECAAAECBAgQIECAAIH4BYQv8c9IhQQIECBAgAABAgQIECBAgAABAgQIECBAgEBCAsKXhIalVAIECBAgQIAAAQIECBAgQIAAAQIECBAgQCB+AeFL/DNSIQECBAgQIECAAAECBAgQIECAAAECBAgQIJCQgPAloWEplQABAgQIECBAgAABAgQIECBAgAABAgQIEIhfQPgS/4xUSIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQkIHxJaFhKJUCAAAECBAgQIECAAAECBAgQIECAAAECBOIXEL7EPyMVEiBAgAABAgQIECBAgAABAgQIECBAgAABAgkJCF8SGpZSCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAgfgFhC/xz0iFBAgQIECAAAECBAgQIECAAAECBAgQIECAQEICwpeEhqVUAgQIECBAgAABAgQIECBAgAABAgQIECBAIH4B4Uv8M1IhAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJCA8CWhYSmVAAECBAgQIECAAAECBAgQIECAAAECBAgQiF9A+BL/jFRIgAABAgQIECBAgAABAgQIECBAgAABAgQIJCQgfEloWEolQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE4hcQvsQ/IxUSIECAAAECBAgQIECAAAECBAgQIECAAAECCQkIXxIallIJECBAgAABAgQIECBAgAABAgQIECBAgACB+AWEL/HPSIUECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAQgLCl4SGpVQCBAgQIECAAAECBAgQIECAAAECBAgQIEAgfgHhS/wzUiEBAgQIECBAgAABAgQIECBAgAABAgQIECCQkIDwJaFhKZUAAQIECBAgQIAAAQIECBAgQIAAAQIECBCIX0D4Ev+MVEiAAAECBAgQIECAAAECBAgQIECAAAECBAgkJCB8SWhYSiVAgAABAgQIECBAgAABAgQIECBAgAABAgTiFxC+xD8jFRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIJCQhfEhqWUgkQIECAAAECBAgQIECAAAECBAgQIECAAIH4BYQv8c9IhQQIECBAgAABAgQIECBAgAABAgQIECBAgEBCAsKXhIalVAIECBAgQIAAAQIECBAgQIAAAQIECBAgQCB+AeFL/DNSIQECBAgQIECAAAECBAgQIECAAAECBAgQIJCQgPAloWEplQABAgQIECBAgAABAgQIECBAgAABAgQIEIhfQPgS/4xUSIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQkIHxJaFhKJUCAAAECBAgQIECAAAECBAgQIECAAAECBOIXEL7EPyMVEiBAgAABAgQIECBAgAABAgQIECBAgAABAgkJCF8SGpZSCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAgfgFhC/xz0iFBAgQIECAAAECBAgQIECAAAECBAgQIECAQEICwpeEhqVUAgQIECBAgAABAgQIECBAgAABAgQIECBAIH4B4Uv8M1IhAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJCA8CWhYSmVAAECBAgQIECAAAECBAgQIECAAAECBAgQiF9A+BL/jFRIgAABAgQIECBAgAABAgQIECBAgAABAgQIJCQgfEloWEolQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE4hcQvsQ/IxUSIECAAAECBAgQIECAAAECBAgQIECAAAECCQkIXxIallIJECBAgAABAgQIECBAgAABAgQIECBAgACB+AWEL/HPSIUECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAQgLCl4SGpVQCBAgQIECAAAECBAgQIECAAAECBAgQIEAgfgHhS/wzUiEBAgQIECBAgAABAgQIECBAgAABAgQIECCQkIDwJaFhKZUAAQIECBAgQIAAAQIECBAgQIAAAQIECBCIX0D4Ev+MVEiAAAECBAgQIECAAAECBAgQIECAAAECBAgkJCB8SWhYSiVAgAABAgQIECBAgAABAgQIECBAgAABAgTiFxC+xD8jFRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIJCfz/1hE0PoOOEzoAAAAASUVORK5CYII=", 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", 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"outside", "texttemplate": "%{text:.1f} years", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 2.6126401375173294, 2.784669814860006 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "barpolar" } ], "carpet": [ { "aaxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "baxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "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": 125, "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": 126, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 7.31 s\n", "Wall time: 17.1 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3838043831.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 127, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 6.05 s\n", "Wall time: 12.9 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] }, { "data": { "text/plain": [ "9108429.395614326" ] }, "execution_count": 127, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "88680a67af504c53827c6663ffccfbb4", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00 6\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m 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s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mrun_optimisation\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\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 11\u001b[0m \u001b[1;31m#s = postprocessing(c=c, s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcollect_cashflows\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_2036\\2183127480.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[0mgasboiler\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0massets\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m 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\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_can_hold_identifiers_and_holds_name\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6297\u001b[0m \u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6298\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 6299\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m: 'DataFrame' object has no attribute 'to_list'" ] } ], "source": [ "# sensitivity:Storage temperature\n", "values = range(80, 120, 10)\n", "param = 'storage_temperature'\n", "kpis = ['npv','irr','spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "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": { "interpreter": { "hash": "fea6e7ab4c0ed1d184e153838ac4b2d24a0985a5f17e99f4f437a114b66796b8" }, "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": "3.12.4" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 4 }