{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Imports"
]
},
{
"cell_type": "code",
"execution_count": 3,
"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"
]
}
],
"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",
"\n",
" sys.path.insert(0, alternate_pyrecoy_path)\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",
"* COP seems to have fix values, rather than COP curve"
]
},
{
"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": [
"# Kickstart: Heatpump Optimisation Framework\n",
"\n",
"***\n",
"© Shahla Huseynova \n",
"July 2024\n",
"##### Cases\n",
"In this model, 4 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 boiler and heatpump run in hybrid mode, and are optimised on costs in real-time\n",
"* **Heat pump & storage cases**: Heat pump only case is compared with different setup of storage +heat pump cases"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Loading config"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"class Config():\n",
" start = '2023-01-01'\n",
" end = '2023-12-31'\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 = 1.5 # 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 = 5 # MW\n",
" gb_efficiency = 0.9\n",
" \n",
" storage_power = 1\n",
" # storage_volume = 1000 *3/50\n",
" # storage_cap_per_volume = 50 * 1e-3\n",
" rated_capacity = 3\n",
" storage_lifetime = 25\n",
" storage_temperature = 144\n",
" # storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n",
" storage_min_level = rated_capacity\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": 12,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"class Store():\n",
" pass"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Model set-up"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"# Define the file paths\n",
"excel_file_path = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\Demand_Data_Smurfit_Preprocessed3.xlsx'\n",
"output_directory = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\data'\n",
"output_file_name = 'smurfit_demand_preprocessed3.csv'\n",
"csv_file_path = os.path.join(output_directory, output_file_name)\n",
"\n",
"df = pd.read_excel(excel_file_path)\n",
"# df = df.fillna(0) \n",
"\n",
"# # Save the DataFrame to CSV\n",
"df.to_csv(csv_file_path, index=False)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def load_demand_data(c, s):\n",
" demand = pd.read_csv('data/smurfit_demand_preprocessed3.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)']\n",
" \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_18556\\2484316097.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": [],
"source": [
"# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2023-01-01 00:00:00+01:00 | \n",
" 70 | \n",
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"
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" \n",
"
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"
525600 rows × 4 columns
\n",
"
"
],
"text/plain": [
" Tsource (VDG) Tsink (VDG) MW (VDG) Total demand\n",
"2023-01-01 00:00:00+01:00 70 144 1 1\n",
"2023-01-01 00:01:00+01:00 70 144 1 1\n",
"2023-01-01 00:02:00+01:00 70 144 1 1\n",
"2023-01-01 00:03:00+01:00 70 144 1 1\n",
"2023-01-01 00:04:00+01:00 70 144 1 1\n",
"... ... ... ... ...\n",
"2023-12-31 23:55:00+01:00 70 144 1 1\n",
"2023-12-31 23:56:00+01:00 70 144 1 1\n",
"2023-12-31 23:57:00+01:00 70 144 1 1\n",
"2023-12-31 23:58:00+01:00 70 144 1 1\n",
"2023-12-31 23:59:00+01:00 70 144 1 1\n",
"\n",
"[525600 rows x 4 columns]"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.demand"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Load in data"
]
},
{
"cell_type": "code",
"execution_count": 21,
"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": 22,
"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": 23,
"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)'] += c.tsource_delta\n",
" s.demand['Tsink (VDG)'] += 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": 24,
"metadata": {},
"outputs": [
{
"data": {
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" | 2023-12-31 23:58:00+01:00 | \n",
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525600 rows × 12 columns
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" DAM POS NEG ForeNeg ForePos \\\n",
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"2023-01-01 00:03:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n",
"2023-01-01 00:04:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n",
"... ... ... ... ... ... \n",
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"2023-12-31 23:58:00+01:00 3.17 -6.81 -6.81 -5.74 -7.87 \n",
"2023-12-31 23:59:00+01:00 3.17 -6.81 -6.81 -5.70 -7.27 \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2023-01-01 00:00:00+01:00 63.998 5.23 \n",
"2023-01-01 00:01:00+01:00 63.998 5.23 \n",
"2023-01-01 00:02:00+01:00 63.998 5.23 \n",
"2023-01-01 00:03:00+01:00 63.998 5.23 \n",
"2023-01-01 00:04:00+01:00 63.998 5.23 \n",
"... ... ... \n",
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"2023-12-31 23:57:00+01:00 29.927 77.25 \n",
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"2023-01-01 00:02:00+01:00 1.01 70 144 \n",
"2023-01-01 00:03:00+01:00 1.01 70 144 \n",
"2023-01-01 00:04:00+01:00 1.01 70 144 \n",
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"2023-12-31 23:58:00+01:00 1 1 \n",
"2023-12-31 23:59:00+01:00 1 1 \n",
"\n",
"[525600 rows x 12 columns]"
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"data": {
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525600 rows × 12 columns
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],
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" DAM POS NEG ForeNeg ForePos \\\n",
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"2023-01-01 00:02:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n",
"2023-01-01 00:03:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n",
"2023-01-01 00:04:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n",
"... ... ... ... ... ... \n",
"2023-12-31 23:55:00+01:00 3.17 -6.81 -6.81 -7.10 -11.16 \n",
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"2023-12-31 23:57:00+01:00 3.17 -6.81 -6.81 -5.61 -7.59 \n",
"2023-12-31 23:58:00+01:00 3.17 -6.81 -6.81 -5.74 -7.87 \n",
"2023-12-31 23:59:00+01:00 3.17 -6.81 -6.81 -5.70 -7.27 \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2023-01-01 00:00:00+01:00 63.998 5.23 \n",
"2023-01-01 00:01:00+01:00 63.998 5.23 \n",
"2023-01-01 00:02:00+01:00 63.998 5.23 \n",
"2023-01-01 00:03:00+01:00 63.998 5.23 \n",
"2023-01-01 00:04:00+01:00 63.998 5.23 \n",
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"2023-12-31 23:57:00+01:00 29.927 77.25 \n",
"2023-12-31 23:58:00+01:00 29.927 77.25 \n",
"2023-12-31 23:59:00+01:00 NaN NaN \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2023-01-01 00:00:00+01:00 1.01 70 144 \n",
"2023-01-01 00:01:00+01:00 1.01 70 144 \n",
"2023-01-01 00:02:00+01:00 1.01 70 144 \n",
"2023-01-01 00:03:00+01:00 1.01 70 144 \n",
"2023-01-01 00:04:00+01:00 1.01 70 144 \n",
"... ... ... ... \n",
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"2023-12-31 23:56:00+01:00 14.90 70 144 \n",
"2023-12-31 23:57:00+01:00 14.90 70 144 \n",
"2023-12-31 23:58:00+01:00 14.90 70 144 \n",
"2023-12-31 23:59:00+01:00 NaN 70 144 \n",
"\n",
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"2023-01-01 00:00:00+01:00 1 1 \n",
"2023-01-01 00:01:00+01:00 1 1 \n",
"2023-01-01 00:02:00+01:00 1 1 \n",
"2023-01-01 00:03:00+01:00 1 1 \n",
"2023-01-01 00:04:00+01:00 1 1 \n",
"... ... ... \n",
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"2023-12-31 23:56:00+01:00 1 1 \n",
"2023-12-31 23:57:00+01:00 1 1 \n",
"2023-12-31 23:58:00+01:00 1 1 \n",
"2023-12-31 23:59:00+01:00 1 1 \n",
"\n",
"[525600 rows x 12 columns]"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Assets"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### COP curve"
]
},
{
"cell_type": "code",
"execution_count": 28,
"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": 29,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{1.08290551} + \\text{0.86827559}\\,x$"
],
"text/plain": [
"Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1], symbol='x')"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 13)"
]
},
{
"cell_type": "code",
"execution_count": 30,
"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')"
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},
"execution_count": 30,
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"source": [
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},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {
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"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": 32,
"metadata": {},
"outputs": [],
"source": [
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},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [],
"source": [
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},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {
"tags": [
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"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=',')"
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},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {
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"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 "
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"source": [
"fig_cop_curve = cop_series.iplot(title=f'Heatpump COP curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='COP', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_cop_curve"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
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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": "code",
"execution_count": 38,
"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": 39,
"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": 39,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"cop_curve_new(sourceT, sinkT)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"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": 41,
"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": 42,
"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": 43,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sourceTs = np.arange(50, 100)\n",
"sinkT = 140 + 273\n",
"load = 1 \n",
"cop_series = pd.Series(index=sourceTs, dtype='float')\n",
"\n",
"for sourceT in sourceTs:\n",
" cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT + 273)\n",
" cop_series[sourceT] = cop\n",
" \n",
"cop_series.iplot(yrange=[0, 8], xTitle='Source Temperature', yTitle='COP', dimensions=(800, 400))"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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"config": {
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"legend": {
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"font": {
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_cop_curve = cop_series.iplot(title=f'Heatpump COP curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='COP', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_cop_curve"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
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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": 47,
"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",
"\n",
" capex_vdg = c.hp_capex*(heatpump_vdg.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",
"\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=None,\n",
" # volume=None, \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.storage_case_PCM.add_asset(heatpump_vdg)\n",
" s.storage_case_PCM.add_asset(waterstorage)\n",
"# s.hpcase_sde.add_asset(heatpump_vdg)\n",
"# s.optcase1.add_asset(heatpump_vdg)\n",
"# s.optcase1.add_asset(gasboiler)\n",
"# s.afrr_case.add_asset(heatpump_vdg)\n",
"# s.afrr_case.add_asset(gasboiler)\n",
" return s\n",
"\n",
"s = create_and_assign_assets(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=3.0)"
]
},
"execution_count": 48,
"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": 51,
"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)']).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": 52,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_vdg_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",
" case.data['hp_output_MW'] = np.array(hp_vdg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_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": 53,
"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": 54,
"metadata": {},
"outputs": [],
"source": [
"def hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg):\n",
" \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_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",
" \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",
" 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",
" return e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg\n",
"# Neg-take price, Pos-feed price"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly_with_storage(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" ws = case.assets['HotWaterStorage']\n",
" demands_vdg = case.data['MW (VDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].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_vdg_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",
"\n",
" new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n",
"\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",
" demand_vdg = demands_vdg[m]\n",
" \n",
" e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg = hp_storage_opt_enginge(\n",
" c, ws, hp_vdg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, tsource_vdg, tsink_vdg\n",
" )\n",
" \n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" \n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_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['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']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_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": 56,
"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": 57,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" ForeNeg | \n",
" ForePos | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" ... | \n",
" from_storage_vdg_MW | \n",
" to_storage_MW | \n",
" from_storage_MW | \n",
" storage_level_MWh | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
" to_storage_vdg_MWh | \n",
" from_storage_vdg_MWh | \n",
" to_storage_MWh | \n",
" from_storage_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2023-01-05 10:14:00+01:00 | \n",
" 169.47 | \n",
" 173.01 | \n",
" 173.01 | \n",
" 173.61 | \n",
" 171.32 | \n",
" 66.355 | \n",
" 5.40 | \n",
" 1.04 | \n",
" 70 | \n",
" 144 | \n",
" ... | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 3.0 | \n",
" 0.017 | \n",
" -0.007 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-08-22 13:56:00+02:00 | \n",
" 81.88 | \n",
" 102.82 | \n",
" 102.82 | \n",
" 107.96 | \n",
" 107.71 | \n",
" 39.545 | \n",
" 86.59 | \n",
" 16.70 | \n",
" 70 | \n",
" 144 | \n",
" ... | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 3.0 | \n",
" 0.017 | \n",
" -0.007 | \n",
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" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
2 rows × 27 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG ForeNeg ForePos \\\n",
"2023-01-05 10:14:00+01:00 169.47 173.01 173.01 173.61 171.32 \n",
"2023-08-22 13:56:00+02:00 81.88 102.82 102.82 107.96 107.71 \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2023-01-05 10:14:00+01:00 66.355 5.40 \n",
"2023-08-22 13:56:00+02:00 39.545 86.59 \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2023-01-05 10:14:00+01:00 1.04 70 144 \n",
"2023-08-22 13:56:00+02:00 16.70 70 144 \n",
"\n",
" ... from_storage_vdg_MW to_storage_MW \\\n",
"2023-01-05 10:14:00+01:00 ... 0.0 0.0 \n",
"2023-08-22 13:56:00+02:00 ... 0.0 0.0 \n",
"\n",
" from_storage_MW storage_level_MWh hp_output_MWh \\\n",
"2023-01-05 10:14:00+01:00 0.0 3.0 0.017 \n",
"2023-08-22 13:56:00+02:00 0.0 3.0 0.017 \n",
"\n",
" hp_input_MWh to_storage_vdg_MWh \\\n",
"2023-01-05 10:14:00+01:00 -0.007 0.0 \n",
"2023-08-22 13:56:00+02:00 -0.007 0.0 \n",
"\n",
" from_storage_vdg_MWh to_storage_MWh \\\n",
"2023-01-05 10:14:00+01:00 0.0 0.0 \n",
"2023-08-22 13:56:00+02:00 0.0 0.0 \n",
"\n",
" from_storage_MWh \n",
"2023-01-05 10:14:00+01:00 0.0 \n",
"2023-08-22 13:56:00+02:00 0.0 \n",
"\n",
"[2 rows x 27 columns]"
]
},
"execution_count": 58,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.sample(2)"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" hp_output_MW | \n",
" to_storage_MW | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | count | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.0 | \n",
" 525600.0 | \n",
"
\n",
" \n",
" | mean | \n",
" 95.817313 | \n",
" 93.568163 | \n",
" 103.438997 | \n",
" 1.171826 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
" | std | \n",
" 49.046697 | \n",
" 194.977533 | \n",
" 195.696551 | \n",
" 0.198006 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | min | \n",
" -500.000000 | \n",
" -1549.470000 | \n",
" -1549.470000 | \n",
" 1.000000 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
" | 25% | \n",
" 76.935000 | \n",
" 47.000000 | \n",
" 57.967500 | \n",
" 1.000000 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
" | 50% | \n",
" 99.215000 | \n",
" 84.130000 | \n",
" 88.570000 | \n",
" 1.000000 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
" | 75% | \n",
" 122.400000 | \n",
" 114.020000 | \n",
" 119.592500 | \n",
" 1.400000 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
" | max | \n",
" 463.770000 | \n",
" 2037.740000 | \n",
" 2037.740000 | \n",
" 1.400000 | \n",
" 0.0 | \n",
" 1.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW \\\n",
"count 525600.000000 525600.000000 525600.000000 525600.000000 \n",
"mean 95.817313 93.568163 103.438997 1.171826 \n",
"std 49.046697 194.977533 195.696551 0.198006 \n",
"min -500.000000 -1549.470000 -1549.470000 1.000000 \n",
"25% 76.935000 47.000000 57.967500 1.000000 \n",
"50% 99.215000 84.130000 88.570000 1.000000 \n",
"75% 122.400000 114.020000 119.592500 1.400000 \n",
"max 463.770000 2037.740000 2037.740000 1.400000 \n",
"\n",
" to_storage_MW Total demand \n",
"count 525600.0 525600.0 \n",
"mean 0.0 1.0 \n",
"std 0.0 0.0 \n",
"min 0.0 1.0 \n",
"25% 0.0 1.0 \n",
"50% 0.0 1.0 \n",
"75% 0.0 1.0 \n",
"max 0.0 1.0 "
]
},
"execution_count": 59,
"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": 60,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" hp_output_MW | \n",
" to_storage_MW | \n",
" from_storage_MW | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2023-01-25 20:40:00+01:00 | \n",
" 150.00 | \n",
" 154.31 | \n",
" 154.31 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-10-14 20:21:00+02:00 | \n",
" 179.89 | \n",
" 102.44 | \n",
" 102.44 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-02-06 00:13:00+01:00 | \n",
" 145.00 | \n",
" 98.59 | \n",
" 98.59 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-06-16 18:46:00+02:00 | \n",
" 135.35 | \n",
" 123.21 | \n",
" 123.21 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-04-22 09:06:00+02:00 | \n",
" 86.00 | \n",
" 74.46 | \n",
" 104.95 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-06-24 20:10:00+02:00 | \n",
" 138.65 | \n",
" 109.25 | \n",
" 109.25 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-08-02 13:38:00+02:00 | \n",
" 33.08 | \n",
" -83.39 | \n",
" 65.06 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-12-08 16:08:00+01:00 | \n",
" 113.35 | \n",
" 207.35 | \n",
" 207.35 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-04-22 19:47:00+02:00 | \n",
" 131.95 | \n",
" 94.14 | \n",
" 94.14 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-01-10 04:59:00+01:00 | \n",
" 95.61 | \n",
" 160.49 | \n",
" 160.49 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-05-14 23:48:00+02:00 | \n",
" 107.58 | \n",
" 79.71 | \n",
" 79.71 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-05-27 16:33:00+02:00 | \n",
" 2.26 | \n",
" 154.32 | \n",
" 154.32 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-07-11 04:39:00+02:00 | \n",
" 95.97 | \n",
" 73.95 | \n",
" 73.95 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-08-11 16:29:00+02:00 | \n",
" 84.58 | \n",
" 77.90 | \n",
" 77.90 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-03-12 16:05:00+01:00 | \n",
" 85.05 | \n",
" -8.89 | \n",
" -8.89 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-11-20 10:50:00+01:00 | \n",
" 110.59 | \n",
" 55.70 | \n",
" 55.70 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-12-15 11:28:00+01:00 | \n",
" 102.77 | \n",
" 106.35 | \n",
" 106.35 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-05-11 20:37:00+02:00 | \n",
" 132.80 | \n",
" 130.52 | \n",
" 130.52 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-01-14 06:45:00+01:00 | \n",
" 45.10 | \n",
" -10.52 | \n",
" -10.52 | \n",
" 1.4 | \n",
" -0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
" | 2023-06-13 22:04:00+02:00 | \n",
" 105.00 | \n",
" 91.78 | \n",
" 91.78 | \n",
" 1.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 1 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW \\\n",
"2023-01-25 20:40:00+01:00 150.00 154.31 154.31 1.0 \n",
"2023-10-14 20:21:00+02:00 179.89 102.44 102.44 1.4 \n",
"2023-02-06 00:13:00+01:00 145.00 98.59 98.59 1.4 \n",
"2023-06-16 18:46:00+02:00 135.35 123.21 123.21 1.0 \n",
"2023-04-22 09:06:00+02:00 86.00 74.46 104.95 1.0 \n",
"2023-06-24 20:10:00+02:00 138.65 109.25 109.25 1.4 \n",
"2023-08-02 13:38:00+02:00 33.08 -83.39 65.06 1.0 \n",
"2023-12-08 16:08:00+01:00 113.35 207.35 207.35 1.0 \n",
"2023-04-22 19:47:00+02:00 131.95 94.14 94.14 1.4 \n",
"2023-01-10 04:59:00+01:00 95.61 160.49 160.49 1.0 \n",
"2023-05-14 23:48:00+02:00 107.58 79.71 79.71 1.4 \n",
"2023-05-27 16:33:00+02:00 2.26 154.32 154.32 1.0 \n",
"2023-07-11 04:39:00+02:00 95.97 73.95 73.95 1.4 \n",
"2023-08-11 16:29:00+02:00 84.58 77.90 77.90 1.0 \n",
"2023-03-12 16:05:00+01:00 85.05 -8.89 -8.89 1.4 \n",
"2023-11-20 10:50:00+01:00 110.59 55.70 55.70 1.4 \n",
"2023-12-15 11:28:00+01:00 102.77 106.35 106.35 1.0 \n",
"2023-05-11 20:37:00+02:00 132.80 130.52 130.52 1.0 \n",
"2023-01-14 06:45:00+01:00 45.10 -10.52 -10.52 1.4 \n",
"2023-06-13 22:04:00+02:00 105.00 91.78 91.78 1.0 \n",
"\n",
" to_storage_MW from_storage_MW Total demand \n",
"2023-01-25 20:40:00+01:00 0.0 0.0 1 \n",
"2023-10-14 20:21:00+02:00 -0.0 0.0 1 \n",
"2023-02-06 00:13:00+01:00 -0.0 0.0 1 \n",
"2023-06-16 18:46:00+02:00 0.0 0.0 1 \n",
"2023-04-22 09:06:00+02:00 0.0 0.0 1 \n",
"2023-06-24 20:10:00+02:00 -0.0 0.0 1 \n",
"2023-08-02 13:38:00+02:00 0.0 0.0 1 \n",
"2023-12-08 16:08:00+01:00 0.0 0.0 1 \n",
"2023-04-22 19:47:00+02:00 -0.0 0.0 1 \n",
"2023-01-10 04:59:00+01:00 0.0 0.0 1 \n",
"2023-05-14 23:48:00+02:00 -0.0 0.0 1 \n",
"2023-05-27 16:33:00+02:00 0.0 0.0 1 \n",
"2023-07-11 04:39:00+02:00 -0.0 0.0 1 \n",
"2023-08-11 16:29:00+02:00 0.0 0.0 1 \n",
"2023-03-12 16:05:00+01:00 -0.0 0.0 1 \n",
"2023-11-20 10:50:00+01:00 -0.0 0.0 1 \n",
"2023-12-15 11:28:00+01:00 0.0 0.0 1 \n",
"2023-05-11 20:37:00+02:00 0.0 0.0 1 \n",
"2023-01-14 06:45:00+01:00 -0.0 0.0 1 \n",
"2023-06-13 22:04:00+02:00 0.0 0.0 1 "
]
},
"execution_count": 60,
"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": 61,
"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)', 'Total demand'],\n",
" dtype='object')"
]
},
"execution_count": 61,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 62,
"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)', 'Total demand', 'hp_output_MW',\n",
" 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n",
" 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 62,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 63,
"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": 64,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" Total demand | \n",
" hp_input_MW | \n",
" hp_output_MW | \n",
" cop | \n",
" to_storage_MW | \n",
" from_storage_MW | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2023-06-30 05:32:00+02:00 | \n",
" 105.34 | \n",
" 73.98 | \n",
" 73.98 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-08-19 09:50:00+02:00 | \n",
" 79.37 | \n",
" 87.17 | \n",
" 87.17 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-12-22 08:29:00+01:00 | \n",
" 72.00 | \n",
" -5.18 | \n",
" -5.18 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-09-01 21:26:00+02:00 | \n",
" 127.82 | \n",
" 100.89 | \n",
" 100.89 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-12-10 22:28:00+01:00 | \n",
" 77.47 | \n",
" 81.23 | \n",
" 81.23 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-03-25 22:30:00+01:00 | \n",
" 98.00 | \n",
" 133.20 | \n",
" 133.20 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-06-09 09:17:00+02:00 | \n",
" 91.39 | \n",
" 64.80 | \n",
" 89.38 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-11-07 07:51:00+01:00 | \n",
" 132.93 | \n",
" 91.11 | \n",
" 91.11 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-08-19 16:22:00+02:00 | \n",
" 55.84 | \n",
" 79.61 | \n",
" 79.61 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
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"
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" \n",
" | 2023-01-27 13:53:00+01:00 | \n",
" 180.00 | \n",
" 148.06 | \n",
" 148.06 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-10-18 16:01:00+02:00 | \n",
" 74.90 | \n",
" -61.72 | \n",
" 115.59 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2023-09-29 20:50:00+02:00 | \n",
" 132.96 | \n",
" 78.97 | \n",
" 78.97 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-02-10 10:08:00+01:00 | \n",
" 142.00 | \n",
" 151.86 | \n",
" 151.86 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-10-04 01:26:00+02:00 | \n",
" 44.00 | \n",
" -11.32 | \n",
" -11.32 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-08-07 10:27:00+02:00 | \n",
" 0.01 | \n",
" -68.61 | \n",
" -68.61 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-05-05 02:13:00+02:00 | \n",
" 78.49 | \n",
" 107.54 | \n",
" 107.54 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-12-04 16:50:00+01:00 | \n",
" 121.96 | \n",
" 155.25 | \n",
" 155.25 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-08-05 17:15:00+02:00 | \n",
" 95.30 | \n",
" -194.70 | \n",
" -194.70 | \n",
" 1 | \n",
" -0.56 | \n",
" 1.4 | \n",
" 2.5 | \n",
" -0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-07-02 06:53:00+02:00 | \n",
" -0.06 | \n",
" -8.28 | \n",
" -8.28 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
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" \n",
" | 2023-02-28 23:09:00+01:00 | \n",
" 129.90 | \n",
" 90.51 | \n",
" 112.97 | \n",
" 1 | \n",
" -0.40 | \n",
" 1.0 | \n",
" 2.5 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2023-06-30 05:32:00+02:00 105.34 73.98 73.98 1 -0.56 \n",
"2023-08-19 09:50:00+02:00 79.37 87.17 87.17 1 -0.40 \n",
"2023-12-22 08:29:00+01:00 72.00 -5.18 -5.18 1 -0.56 \n",
"2023-09-01 21:26:00+02:00 127.82 100.89 100.89 1 -0.56 \n",
"2023-12-10 22:28:00+01:00 77.47 81.23 81.23 1 -0.40 \n",
"2023-03-25 22:30:00+01:00 98.00 133.20 133.20 1 -0.40 \n",
"2023-06-09 09:17:00+02:00 91.39 64.80 89.38 1 -0.40 \n",
"2023-11-07 07:51:00+01:00 132.93 91.11 91.11 1 -0.56 \n",
"2023-08-19 16:22:00+02:00 55.84 79.61 79.61 1 -0.40 \n",
"2023-01-27 13:53:00+01:00 180.00 148.06 148.06 1 -0.56 \n",
"2023-10-18 16:01:00+02:00 74.90 -61.72 115.59 1 -0.40 \n",
"2023-09-29 20:50:00+02:00 132.96 78.97 78.97 1 -0.56 \n",
"2023-02-10 10:08:00+01:00 142.00 151.86 151.86 1 -0.40 \n",
"2023-10-04 01:26:00+02:00 44.00 -11.32 -11.32 1 -0.56 \n",
"2023-08-07 10:27:00+02:00 0.01 -68.61 -68.61 1 -0.56 \n",
"2023-05-05 02:13:00+02:00 78.49 107.54 107.54 1 -0.40 \n",
"2023-12-04 16:50:00+01:00 121.96 155.25 155.25 1 -0.40 \n",
"2023-08-05 17:15:00+02:00 95.30 -194.70 -194.70 1 -0.56 \n",
"2023-07-02 06:53:00+02:00 -0.06 -8.28 -8.28 1 -0.40 \n",
"2023-02-28 23:09:00+01:00 129.90 90.51 112.97 1 -0.40 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2023-06-30 05:32:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-08-19 09:50:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-12-22 08:29:00+01:00 1.4 2.5 -0.0 0.0 \n",
"2023-09-01 21:26:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-12-10 22:28:00+01:00 1.0 2.5 0.0 0.0 \n",
"2023-03-25 22:30:00+01:00 1.0 2.5 0.0 0.0 \n",
"2023-06-09 09:17:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-11-07 07:51:00+01:00 1.4 2.5 -0.0 0.0 \n",
"2023-08-19 16:22:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-01-27 13:53:00+01:00 1.4 2.5 -0.0 0.0 \n",
"2023-10-18 16:01:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-09-29 20:50:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-02-10 10:08:00+01:00 1.0 2.5 0.0 0.0 \n",
"2023-10-04 01:26:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-08-07 10:27:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-05-05 02:13:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-12-04 16:50:00+01:00 1.0 2.5 0.0 0.0 \n",
"2023-08-05 17:15:00+02:00 1.4 2.5 -0.0 0.0 \n",
"2023-07-02 06:53:00+02:00 1.0 2.5 0.0 0.0 \n",
"2023-02-28 23:09:00+01:00 1.0 2.5 0.0 0.0 "
]
},
"execution_count": 64,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 65,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 95.817313\n",
"POS 93.568163\n",
"NEG 103.438997\n",
"Total demand 1.000000\n",
"hp_input_MW -0.468731\n",
"hp_output_MW 1.171826\n",
"cop 2.500000\n",
"to_storage_MW 0.000000\n",
"from_storage_MW 0.000000\n",
"dtype: float64"
]
},
"execution_count": 65,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 66,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 67,
"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": 68,
"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",
" demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].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",
"\n",
" hp_out = hp_vdg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_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": 70,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calc_afrr_capacity(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" \n",
" capacity = 0\n",
" for hp in hp_vdg:\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": 71,
"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",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].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",
"\n",
" hp_out = hp_vdg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_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": 73,
"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": 74,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"2.500000000000002"
]
},
"execution_count": 74,
"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": 75,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"2.5"
]
},
"execution_count": 75,
"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": 76,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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\n",
" \n",
" \n",
" | \n",
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" ForeNeg | \n",
" ForePos | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Total demand | \n",
" hp_output_MW | \n",
" hp_input_MW | \n",
" cop | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2023-01-01 00:00:00+01:00 | \n",
" -3.61 | \n",
" -209.4 | \n",
" -209.4 | \n",
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" 1.01 | \n",
" 70 | \n",
" 144 | \n",
" 1 | \n",
" 1 | \n",
" 1 | \n",
" -0.4 | \n",
" 2.5 | \n",
" 0.017 | \n",
" -0.007 | \n",
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\n",
" \n",
" | 2023-01-01 00:01:00+01:00 | \n",
" -3.61 | \n",
" -209.4 | \n",
" -209.4 | \n",
" NaN | \n",
" NaN | \n",
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" -3.61 | \n",
" -209.4 | \n",
" -209.4 | \n",
" NaN | \n",
" NaN | \n",
" 63.998 | \n",
" 5.23 | \n",
" 1.01 | \n",
" 70 | \n",
" 144 | \n",
" 1 | \n",
" 1 | \n",
" 1 | \n",
" -0.4 | \n",
" 2.5 | \n",
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" | 2023-01-01 00:03:00+01:00 | \n",
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" -209.4 | \n",
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" NaN | \n",
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" 70 | \n",
" 144 | \n",
" 1 | \n",
" 1 | \n",
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" -0.4 | \n",
" 2.5 | \n",
" 0.017 | \n",
" -0.007 | \n",
"
\n",
" \n",
" | 2023-01-01 00:04:00+01:00 | \n",
" -3.61 | \n",
" -209.4 | \n",
" -209.4 | \n",
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" NaN | \n",
" 63.998 | \n",
" 5.23 | \n",
" 1.01 | \n",
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"text/plain": [
" DAM POS NEG ForeNeg ForePos \\\n",
"2023-01-01 00:00:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n",
"2023-01-01 00:01:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n",
"2023-01-01 00:02:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n",
"2023-01-01 00:03:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n",
"2023-01-01 00:04:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2023-01-01 00:00:00+01:00 63.998 5.23 \n",
"2023-01-01 00:01:00+01:00 63.998 5.23 \n",
"2023-01-01 00:02:00+01:00 63.998 5.23 \n",
"2023-01-01 00:03:00+01:00 63.998 5.23 \n",
"2023-01-01 00:04:00+01:00 63.998 5.23 \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2023-01-01 00:00:00+01:00 1.01 70 144 \n",
"2023-01-01 00:01:00+01:00 1.01 70 144 \n",
"2023-01-01 00:02:00+01:00 1.01 70 144 \n",
"2023-01-01 00:03:00+01:00 1.01 70 144 \n",
"2023-01-01 00:04:00+01:00 1.01 70 144 \n",
"\n",
" MW (VDG) Total demand hp_output_MW hp_input_MW \\\n",
"2023-01-01 00:00:00+01:00 1 1 1 -0.4 \n",
"2023-01-01 00:01:00+01:00 1 1 1 -0.4 \n",
"2023-01-01 00:02:00+01:00 1 1 1 -0.4 \n",
"2023-01-01 00:03:00+01:00 1 1 1 -0.4 \n",
"2023-01-01 00:04:00+01:00 1 1 1 -0.4 \n",
"\n",
" cop hp_output_MWh hp_input_MWh \n",
"2023-01-01 00:00:00+01:00 2.5 0.017 -0.007 \n",
"2023-01-01 00:01:00+01:00 2.5 0.017 -0.007 \n",
"2023-01-01 00:02:00+01:00 2.5 0.017 -0.007 \n",
"2023-01-01 00:03:00+01:00 2.5 0.017 -0.007 \n",
"2023-01-01 00:04:00+01:00 2.5 0.017 -0.007 "
]
},
"execution_count": 76,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 77,
"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": 78,
"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": {
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18HBbUez+0OBOkV62fGl0xNh/H3HyDxT/518+af/iV3/ZDh0+bN/+7t/ZJb/zG6mnVyffU5yM5lw7BVFcBhNjLBQBolizEkSxxpUo1rkSxRpboljjShRrXIlijWuZoy60I8VubslTmONTcOMjtcno8o8qx5d1Ry+bRXHydGu3fXx6dhzF8enC7nd+FN9+1wPz6POcQu1Hcatx4hD+xKUfmxPIbq7NLtduFPtHe/3wjj9I63d/e2t09N6Fszsq/eUnv2of+Vf/0h75z3/ROFKe9kcLorjMeypjVU6AKNYsGVGscSWKda5EscaWKNa4EsUaV6JY4xrKqFlHfoseKY6D+JPbRhvvk41PO85zpDh5WneRNfCjuNU48SnTLkSf/q/P2h/+wRWND7Vqdrl23lOcjP94Ls083/tzP2tHjx+3K37vo9HR+D/5s0fsrPVn2Js/OdT4mimiuMgewbZBCBDFmmUmijWuRLHOlSjW2BLFGleiWONKFGtce3nUrz/zTXvnxrOjD3JKRvHmCz807/Rm//25ae8pTh5Z9uMxuX38wVHx6dLO2L0n1v2kvafY/bu7vPspcvq0f5vTxnER7W5r8tOhW12ukyPFyX3Jj2L3O3fk2n0wWfzBZu7f4iP5yX8jinv5Xsnc2hIgittiy7wQUZxJ1PYGbx6asjXDK6yvr+0huGCKAFGs2S2IYo0rUaxxJYo1rr08qn+a8MWbL2gcjUz+Lu+nT/vfm5s8Ndt9sJT7uXb72JwI//6+/dFp1b+46Rds6dKl846Gxp8avf6MtXO+x7fZumR9+rQ/jh/r8bj+p0/Hl2v3g7b8mE+L4tg8eZp42u0jirt8r2y2M8RfPO3fHP99A+73eXfgLk+tZ66OKNYsJVGscXWjEsUaW6JY40oUa1yJYo0rUaxxZdTuCJT9ntju3OrevRY+fTqxtu4vE+4jw5NfNB2f5uA+Wj0tivN+RHnv7kLdnRlRrPEmijWuRLHOlSjW2BLFGleiWONKFGtcGVUj4B9MSx6lbnaNaQfgktsmTzHW3Oq5o/rfs5z8bdUPDBLFLfagtMP8yc2LvPG8GztqCNdBFGtWmSjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpbrLr7a8gbBw82vuDb39T/603V/0JShTsAUaxZJaJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgChOWfX4k9CKRq4f0W/8ZCrEfYo5I4AAAnIB98Fl9br8argCBBBAIEiB096xIsh5M+lwBYjiFmufdfp02pHjhx7e2fii6Tqv2Eq/Z3GkuHTSaECOFGtc3z5SfMTWDC/n06dLJj701lFbvmzQFg8sKnnksIfjSLFm/TlSrHHlSLHG1Y3ax1cm6HAZeUEKEMUtlsV9GvXdn33Qrrry0uij1LN+4i/EvuGabdbsE6uzxuD3rQWIYs0eQhRrXN+OYr6SSaHL6dMKVTOiWONKFGtciWKNK6MiEKIAUZxYdXfatPtOsfh7tdx/737q6cZ3hPn/nfwCcDeM/z1hIe5Q6jkTxRpholjjShTrXIlijS1RrHElijWuRLHGlVERCFGAKE6setYHZ/lR7H8B+Pkjm5p+KFeIO5dizkSxQpXTpzWqb4/KkWKNLlGscSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8jxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcYirXuE5E8WaxSOKNa5Esc6VKNbYEsUaV6JY40oUa1x7eVR3Vuh9O8bt2u1juT4vqF2Lbl1Pu7ev2eWOT0/bvTvG7fXX32i8fdRt6z5n6dY77okudstN10f/6/579PJLGm87TfuAYvfW0jPXr7OtWzaXfVNLH48oLp2UAZUCRLFGlyjWuBLFOleiWGNLFGtciWKNK1Gsce3lUbsVq926nrLXKo7iI1NH7UO/+v5GzLq3kH7jW9+xI0ePNmLZD173389+53v2mU9/KvqDQxzSyXAu+/aWOR5RXKYmY8kFiGINMVGscSWKda5EscaWKNa4EsUaV6JY49qro8bB9/19+xtTvPnGq6MjnS76Jh55PPr3Ip8RFIffgR+/1rjsH131+/b5h/7cilxPHNEXfOhX7D9/8a9s/Rlr7bqrx+zeB8YtOfZ128dsaHAwui7/s5Dcv8Xzcf93O3OKjT74/vfZN7/zXfujf/P70XV9/k//3Ny//eWTX53zAcQ/OvCqjY1eZu5yX9j5RVu6dMjWvGN1FNNV+1YeorhX7/k9Oi+iWLOwRLHGlSjWuRLFGluiWONKFGtciWKNa5mjHj0xay++dqTMIXONtWzJInvP2uXztk07guuf9uuOeL5x8GCuD8/1j5b+xV/9tW2+8EN2+PBb807TbnU9r732j3bbnffbr7z/n0eR6X7c9u7HRXsc31suujAKzmb/HR+V9T8cOO9pzHEUb734w3bg1dej63ffzOP+b/e/E48+0YjiZPS6+X75ya/aB97/z+25/f9PNAd3+3ft+Voux1yLKt6IKBYDM3y5AkRxuZ7xaESxxpUo1rkSxRpboljjShRrXIlijWuZo+4/MGnXfOG5MofMNdY561fa5z5xXq4o9r9SNe+pz3FAnrZmTSNk4ytMG6PV9bjLZb3XOXl5P7CTpyq/9z3vjt4XPHLuOY3Tn/MGajKKN2442+7+7IO2bPnS6IjxSy//w5wodtfpfn/VlZfaocOHo3D+4Ad+KTqq7LZ/4ktfqcz7iZ0/UZzrrsVGC0WAKNasBFGscSWKda5EscaWKNa4EsUaV6JY41rmqFU4UuwfRU3GnntvbKsf//Tp0Ss+3jh12I/cVtfTLIrdZfbsfaZxEy7efEHqUdi0KE6evu0GyHNaeDKK3RHq5G1u9UFa7jTqX37fL5oL8j/5s0fsI//qX9pf/Je/NnfE2Y1ThR+iuAqrxG1sCBDFmp2BKNa4EsU6V6JYY0sUa1yJYo0rUaxx7eVRix7BzYripFVy7LTILXqk2D+Nu+iR4naC1I/i5PzSotidpv3Dv///bOnSpXbJ7/yGrR5eFb2X+eBPDtk//OhAdMTY/VsVfojiKqwSt5EoFu8DRLEO+M1DU7ZmeIX19emuI8SRiWLNqhPFGleiWONKFGtce3nUtE9EdrH3uQcnGp+anPc9xS4gd/3NU7b11y6KPvwqGcXDw6tSv7Ko2fW49xSnHVl2axF/kJU7JTo+Vdufh5vD7Xc90PigLf89xf5tbbbGRaM4/rCvn/vZjY33Dse3Jc+R6YW0rxHFC2k1uC2ZAhwpziRqawOiuC22XBciinMxFd6IKC5MlusCRHEupsIbEcWFyXJdgCjOxcRGnkDyU5k7/fRp//TmZp/+nHU9aUewk58uvXLlClu5fJmd87+8d84HcbkQdj8uQI8eORa9vzc+up2cp9smPrW71Q5RNIrjOD/nF97TuF3+h4BVZQckiquyUtzOSIAo1uwIRLHG1Y1KFGtsiWKNK1GscSWKNa5EscaVUasnULWvP1qIwkTxQlwVblNTAaJYs3MQxRpXoljnShRrbIlijStRrHElijWujPq2QNr3ACdt8hx5VVomj1K7I8mf+fSnGkeJm12vf/Q4uV3eMZRzOpVjE8WnUp/rLixAFBcmy3UBojgXU1sbcaS4LbbMCxHFmURtbUAUt8WWeSGiOJOorQ2I4rbYuBACCKQIEMXsFpUSIIo1y0UUa1zdqESxxpYo1rgSxRpXoljjShRrXBkVgRAFiOIOVt0/raJqn7LWwdRP2UWJYg09UaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFHew6u68/PXrTm98KbX//WMdDM1FmwgQxZpdgyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpLXHUXyfuef6HxPV0lDs1Q/yRAFGt2BaJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgCguadXj7/WKv1S7pGEZxhMgijW7BFGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSXsOrxR6L77ynu++5/KmF0hkgKzNbqVq/VbWCgH5gSBep1s5Mzs7Zk8aISR2UoJ3Di5KwtHlhkfX14lCng9tdF/f3W1w9sma6zMzXr6+uz/kUL23Vh37r5KxI9d9XrNrCI564y99davW5un13Mc1eZrNFY9ff929LHZEAEFrIAUVzi6vinTw/s+ncljs5Qbz9KR/8vgSHYHdwfGwiM8mFrtbr1E26lw7o/5PCHhtJZzbm6H2zLtcW1XM/kaDwWaGxntv5HzcALYNR9z+232+96ILolN994deOzgRbATeMmnEIBorhEfPdp1A89vNNuuGabrR5eVeLIDBULcPq0Zl/g9GmNqxuVr2TS2HL6tMaV06c1rpw+rXHl9GmNay+PeujwW3brHffY6OWXLOgYrsrtTNtX3EHCiUcen/cHh/jMWveHiPe+5912745xGzn3HNu6ZXM0jOuo+3aM27Xbx2zjhrOif3Nj/ejAqzY2epl8tySKOyB+5P/4C/sXv/rLjYVzi/3GwYN80FYHplkXJYqzhNr7PVHcnlueSxHFeZSKb0MUFzfLcwmiOI9S8W2I4uJmeS5BFOdRYpukQFp4LUShqkfx7v/r6/aud26wP/yDK2xocDAKXtdJr77+j/bJbaPRHyT84PVjOv68pmQ4K9eKKO5AN3n6hRuG7ynuADPnRYninFAFNyOKC4IV2JwoLoBVYFOiuABWgU2J4gJYBTYligtgFdiUKC6AxaZRmN125/02OTkVaaw/Y61dd/WY3fvAuF3wwQ/Yk7v3Rv/+mU9/yoaHV0VHlA/8+LXo35KnWbt4++az/3f07y/+8P9t/P7b3/0727P3mXnbZ9HHR1DdditXroiuf/feZxpjuX8fveLj0RHV5Bzibd1R1Tii/Xm88IP/ER21jX+S84gvE88xeT3u/052jrO65abrc50JG8euG+OX3/eLUQC7Of78z77T/vLJrzaO0rvxd+35WuNgojvYuGxoyN78yaHoyLC7fXd/9kG76spLGwcgsyw7+T1R3Ikel+26AFGsISeKNa5uVKJYY0sUa1yJYo0rUaxxJYo1rmWOemT2mL14+B/KHDLXWMsGhuy9qzbM29Y/UhyH4emnn9aIM/8IZRyiySOcX/zyriheXZD6RziLfEWrH4buv93Pxg1nzzvN2z967Lb93IMTcyLen8euv3nKtv7aRdHRWne7dj/1dBS3Q0OD0enL8bfm+HNOjh3PMe9pzHEUb9l8gX35ya/a733sN+2vdu2x39x6sf3v9+xoRHEyet0fIT7/p39uWy/+sD39X5+NjjC/9to/dvVtqURxrrsWGy0UAaJYsxJEscaVKNa5EsUaW6JY40oUa1yJYo1rmaM+/5O/t3/3jT8uc8hcY21a/bP2+f/1f8sdxcn3GKedYu2OdLofdwTTj14XkBOPPtE4kur/d6sbnAzV5OcRpZ0+7Y+bDNkPfuCXMt8rnZyXu03J9+/6UZycr9u2yOcmJU+LduO4y17yO78+L/Tj63QhvHp42P72W9+23/3tX7c/+bNH7Ld+/SPmjnLnDfFcO0XGRkRxGYqM0TUBolhDTRRrXIlinStRrLElijWuRLHGlSjWuJY5alWOFPtR7H9wbjL0yoxiZ508fTp+K+bx49PzItc/qhxf9sz166xZFPunjMenXLvLJueYFsXxqeDx/pD3FOqkVfI2p80p3tbNwf24U8Sdhzvt2p2O7v49/iCuMvfLtLGIYrUw45cqQBSXytkYjCjWuBLFOleiWGNLFGtciWKNK1Gsce3lUZudPn2qjhQnrbOO/BY9Uuyf9l30SHG7QdrsE6ObHf127yt2p3G7063dqdpunu4UavfjjhjHn0St3i+JYrUw45cqQBSXykkUazjnjMp7ijXIRLHGlSjWuBLFGleiWOPay6PmieI4TuP326a9p3jf8y803oPcyenTX3/mm/bOjWdH4ZeM4s0XfmjeVxbFUbnlogujo6dp7yluFffJ7dd0IUNZAAAgAElEQVSu/Zk548dz/NhvbZ03dhylf/FXf23udmV97WyRKI7n5Pa5+IO84tuycsXy3B/uVcY+SxSXocgYXRMgijXUHCnWuHKkWOdKFGtsiWKNK1GscSWKNa69PGqeKHbz9z+Z2f/06bKi2P8mm4s3X9D4Tt7k7/J++rT//cvJU7PXrzs9Wtr4e4CTp1a/590/G/3ud397a+P7m1vdtlb7SJEojv8Q4Ma7bvtY9IFg/h8lurU/EsXdkuZ6ShEgikthnDcIUaxxJYp1rkSxxpYo1rgSxRpXoljjyqjhCXT7648WojBRvBBXhdvUVIAo1uwcRLHGlSjWuRLFGluiWONKFGtciWKNK6OWI5D2PcDJkZNHhcu5xmKjxF8lFV8qeTS82Uj+B3f528VHtIvdkoWxNVG8MNaBW5FTgCjOCVVwM6K4IFiBzXlPcQGsApsSxQWwCmxKFBfAKrApUVwAq8CmRHEBLDZFAIGWAkQxO0ilBIhizXIRxRpXNypRrLElijWuRLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFCdW3f/urfVnrLVbbrreVg+vSt030r6rK+syIe5kZc6ZKC5T86djEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHFi1fc9t98OvPq6bd2yOfrX8YnH7I2DB+267WM2NDg4b/9wUXzfjnG7dvuYbdxwVoj7T9fnTBRryIlijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaK4xaq7SJ549ImmR4uJ4u7fZYhijTlRrHElinWuRLHGlijWuBLFGleiWOPKqAiEKEAUt1j1Xbv32r7nX2h5pPi2O++3ycmpaBROndbfhYhijTFRrHElinWuRLHGlijWuBLFGleiWOPa66MeOvyW3XrHPXbgx69FUx294uPRWaL+v99849U2ct6maBt39uixY8fsyLFj9v19+23lyhX2mU9/ijNFe2hnIYqbLGY7R4H9061/cvhoD+0qC2MqdatbvVa3/v7+hXGDWt6KegVu49s30d3SWq1ui/r7KnObq3JDZ3GVLFWtXre+vj5jjy2X1z0OWF+f8VBQsmv0dFC3/j722DJlee4qU3PuWO8YXl7K4PWjR+3k3//PUsYqMkjf0qW2+N3vmneROHy3XHRhFMLHp6ft2f/2XfuVD7zP7t0xbiPnnhP9e/y5QZ/cNhqFsXuN/+x3vtcI4awDZ0VuK9suDAGiOGUd/DtC3qVyl3vo4Z12wzXbog/ncn/B5KdcgRMnZ+3kyVlbvmxJuQNLRqvOi59arWbuCNGqlUslEiEPeuitoza8cpnrDH5KFJicOmZLh5bYwMCiEkdlqKPHTtjAoj5bsmQxGCUKnDhx0k7O1m350io8d5U4cfFQs7OzdvTYSVu5Ykh8TeENP7ConIMPJ/77i/bGjf+h64BLfuHn7bS7b513vc3eGpl2MMyFsPsZG70siuL4/3b/287Bs64jcIWFBIhij6vdII7vIMkoLrQSbJxLgNOnczEV3ojTpwuT5b7Am4embM3wCqI4t1i+DTl9Op9T0a04fbqoWL7tOX06n1PRrTh9uqhY97dfaEeKXRTv2vO1eW+N9A9sOSl3NPhHB15NjWJ3xPnuzz5oV115KadQd3+3klwjUZxgzfqrj7tz7H7q6cYHb339mW/aOzee3bgz+H9FkqxY4IMSxZodgCjWuLpRiWKNLVGscSWKNa5EscaVKNa49vKoHCnu5dXtbG5EccLPRe/EI4/PE43faO9Hsbtj3X7XA43tzx/Z1PRDuTpbJi4dCxDFmn2BKNa4EsU6V6JYY0sUa1yJYo0rUaxx7eVR/fcUu//e+/Q3bOtHNkfvKT5tzZroyHDae4qdi/ud++FAWO/tJURx761pT8+IKNYsL1GscSWKda5EscaWKNa4EsUaV6JY49rro8bBG397TN5Pn96z9xkOhPXwzkEU9/Di9uLUiGLNqhLFGleiWOdKFGtsiWKNK1GscSWKNa6MOl+AI8O9v1cQxb2/xj01Q6JYs5xEscaVKNa5EsUaW6JY40oUa1yJYo0roxLFIe4DRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFEc4qpXeM5EsWbxiGKNK1GscyWKNbZEscaVKNa4EsUaV0ZFIEQBojjEVa/wnIlizeIRxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcYirXuE5E8WaxSOKNa5Esc6VKNbYEsUaV6JY40oUa1wZFYEQBYjiEFe9wnMmijWLRxRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMUhrnqF50wUaxaPKNa4EsU6V6JYY0sUa1yJYo0rUaxx7fVRDx1+y2694x478OPXoqmOXvFx27pls/n/fvONV9vIeZuibcYnHrNjx47ZkWPH7Pv79tvKlSvsM5/+lG3ccFavcwUzP6K4g6Xe99x+u/2uBxojnD+yya7bPmZDg4MdjMpFWwkQxZr9gyjWuBLFOleiWGNLFGtciWKNK1GscS1z1PrRo3by7/9nmUPmGqtv6VJb/O53zds2Dt8tF10YhfDx6Wl79r99137lA++ze3eM28i550T//tLLr9htd95vn9w2GoWxi+Jnv/O9Rgjv2r3X9j3/Aq/7c61GNTYiijtYJ3eHWL/u9OjO4u5U7s502po1NjZ6WQejclGiuPv7AFGsM3/z0JStGV5hfX266whxZKJYs+pEscaVKNa4EsUa1zJHPfHfX7Q3bvwPZQ6Za6wlv/Dzdtrdt87b1h3Qmnj0Cbvlputt9fCqxu9dBN+3Y9yu3T7WOPrrQtj9uNf1yf/b/Vva9rluGBstWAGiuMSl4a9GJWI2GYojxRpjoljj6kYlijW2RLHGlSjWuBLFGleiWONa5qgL7Uixi+Jde7427wivi9yHHt5pN1yzrRHL7nX9jw68mhrF7ojz3Z990K668lJOoS5zhzmFYxHFJeL7f0UqcWiG+icBolizKxDFGleiWOdKFGtsiWKNK1GscSWKNa69PCpHint5dTubG1HcmV/j0s3uZCUNzzBEsXQfIIp1vBwp1tgSxRpXoljjShRrXIlijWsvj+q/p9j9996nv2FbP7J5ztsg095T7Fzit0hyIKz39hKiuIQ1dUH8uQcn+BS6EiyzhqjV6lav123Rov6sTfl9AYG6mc3O1GxgANcCbLk2nZmZtYGBRbm2ZaP8AjOzNVvU32d9vFk7P1qOLd0fyPqsz/r7eRN8Dq7cm0TPXVa3Rf08xuZGy7FhvW7m9tkBXhPk0GKTWCAO3snJqeif8n769J69zzQQ+XDd3tufiOIO15Qg7hCQiyOAAAIIIIAAAgggsIAFODK8gBenpJtGFHcAySnTHeBxUQQQQAABBBBAAAEEKiBAFFdgkTq8iURxB4DuDpI8lcINxZd5dwDKRRFAAAEEEEAAAQQQQACBLgsQxU3A4+8d/v6+/dEW8fsN4s3jN+of+PFr0T/dfOPV0fcVt/rJuoz76PeJRx6Phujl9yq0mqf/h4Y8rllr5Y7o337XA5Hr+jPWzvtuui7f52RXlzXP5Hto8vzxJss1a3+WTbTLA2e5JvfZvPfbVveBLPcuT19+dc7vzPXrbOuWzY3r8t/vlfd+22qtQnNNfpVIs+ct9+95Hguy7uuhPHc5r7SvbYn//bY77zf/PYqdvCbIeuyR3zm7cAXJObZ67ZO2Pze7eVn39az9uQvT5ioQQGABChDFTRYleZpE/AA6evklUfjGD7gj554TvZDL8wXeWZfxT8Xu1dM0Ws3TOT/xpa/YJy79mA0NDuZydcvXaq38tenV75LOmmeefdS/K5R9H1iAj3+ZNynLNbk/ucHu3TFup61Z0/h0yrQryLqvt3LPvMEV2iAZUv4fHZ3RgVdfb4SyM3nj4MF53yuZnG7WWoXimoyMizdfMGdf9J/L8uwuPHe9rZQMKf+PNL5rHucs16z9Oc/aVWEb9ziwft3pc15bJR9DW+3PzebHc1cVVp7biMDCEyCKU9Yk7Qu5kw+y/l+K/Se3ONSSL+KyLuMfLenV9ysXmWfaCwv3BLr7qacbR3uz1sr/63I7cbjw7rbzb1Grea5d+zNRrG29+MNNz2bwv3ogyzVrf66CWZ7b2Mp1eHiV3XrHPRb/scyN599vfdf4sSF5ZDR5Gff7uz/7oF115aW2ccNZ0U3s1T+Qxf5pR4r9tfFd/a/UcNtnrVVorq2OFCf3Wd/a/wNE1n29yGN6nvvcQt8m7Uix/7yS9prAf+7Kcg3luctf72Z/uG52pLjoa4Is94W+/3H7EEBAJ0AUp9imhVPygfoHL/7QJh59Ys5puP4LV/+FRVrkxpdxR0ZdtMRHnt1N6sV4S3uh0GqeaZ/snfbC4r4d43bt9rFGRCTX6gs7vxitcPy9cnn+gq+7u+lG9ve/5Dw3bjg7irf4VH93K/zTfP14K+M+oJtt90bO45oMDN/Nd826D7iZtdqf3RkUvfaTJ4r9F8ppUdxqrVYPDwfnmuf06bRTp3nuan0Pa3b6tHN79jvfi76a0f089PBOu+GabbZ6eFX03/5zV6vXBO75qtX+nPVWrSo/RjT7I2DeKOa5q8qrz21H4NQKEMVNojjtCW3f8y9Ep++5KN6152tzTuXLOprjngCbXSaO4uSRvF6O4qx5Jt9PmPWe4rQXKH4UJ4/K9XIUN5unC4Lk/hyHWavTfLNc27kPnNqHuvau3Q82f//x7/dZ99vYvtl9oNmL6fixJ8QozjKNV7bVWvn3gThSetk1z3sw/VBLu5fw3DVXpVkUR5H7yOM2eeRo9L5i/y0Bvm0r1ziKQ3juSrq0OkMuz/4cH1Ao+/Vbe88eXAoBBKomQBQ3ieJWR2vyHClOewJsdnSZI8Vzj/TGdnkCNuuvwhwpvsTSgiDr9Pws13buA1V7cHS3N+tojf+BLe4yrT4UiiPF8/eCVkeK004/b7YfcaR4rkyeiEh7mwTPXa0fqZqdPp0MsbQzGYq4hnikOO3MsKRZnv05juKyX79V8bmL24wAAsUFiOIUM8X7KbPexxLK+7KKzjPr1MqstQrlfVlF30+ZdpQieVfIcs3an4s/FC3MSxTdf5zrt7/7dy0/aKvVfcAphPbe12b38SJB7NyK3geyzu5ZmHtk/luVJyLyRHHWfb3oY3r+GSzMLdOiOOuob9pMslyLPvYsTK18tyoriNPu381G5rkrnzlbIYDAfAGiuMlekXzB1M6nT/vvy8r6pMmsT6TtlZ231Tzdi4S//da37Yrf+2g03bQXxWmn+7VaK/+IZ7MP8ai6b9Y8k/ujm2vae9jd14l8ctto48O4Or0PVN003geTRx1a7T9pR9fT9uGs+3or914w9eeQFsVZp0ynHYnLcx9w1+2OwuU5C6Xq1mlR7PY99xO/JzVtf+a5q/XKNztSnHz8bPZBcMkPicx6TZC1P1d9/4xvf9ZZS/F2ed9T7LbnuatX9g7mgUB3BYjiJt6dfs+d/8LCXU3Wd+O5B/2Qv6fYN3dm/nuK06I4a61C+K5HZ9Vqnr6R/1UtafGW5Zq1P3f3oUx3ba1ck+9/TzttutnRzlb39Sx33Uy7O3LSwF1z8kOf/N/Ftyx+PGh2emqR+0DWez67q1HetSUNfLfk/up+l7bP8tyVvhZpb5VIPo767v7+lfbclfUYGsJzl9vf9ux9Zg568rGg1f7sLtTOa4Is9/LujYyEAAJVEiCKq7Ra3FYEEEAAAQQQQAABBBBAAIFSBYjiUjkZDAEEEEAAAQQQQAABBBBAoEoCRHGVVovbigACCCCAAAIIIIAAAgggUKoAUVwqJ4MhgAACCCCAAAIIIIAAAghUSYAortJqcVsRQAABBBBAAAEEEEAAAQRKFSCKS+VkMAQQQAABBBBAAAEEEEAAgSoJEMVVWi1uKwIIIIAAAggggAACCCCAQKkCPRfFye9hPH9kk123fcyGBgdLRYsHa/Zl8llX5n8vn/99hq2+Q8//zj5/jv73e/bqd3FmGfN7BBBAAAEEEEAAAQQQQCCPQM9FcTxpF4+79nxNEsXJML148wU2NnpZHutom+PT0/aFnV+0S37nN2z18CqLI/6T20Zt5LxN0e/v3TFuI+eeY1u3bI5+f9+Ocbt2+5ht3HBW9EX169edPmfb09asiW6DP3Yc16OXXxJtzw8CCCCAAAIIIIAAAggggMBcgWCiOHl0duXKFfaZT38qisw4HC/44Afsyd17bXJyyvIeYW73SHFyCdIi+KGHd9oN12yLotn/vb8Du9uw7/kXUuM/67LcGRBAAAEEEEAAAQQQQACB0AWCiOLjx6dt79PfsI/+5r+O1tsF8hsHD0Yh6X536x332Omnnxb9t/tJHqlttYOUEcX+0Vx3FHri0Sfslpuuj6I4vr3uf9OOSLu5NPudfxQ69J2d+SOAAAIIIIAAAggggAACvkAQUey/pzgZng7ERXHyFGMXmmeuXxedvqyOYj9q0077bha+aQHtbm/yPcm8p5g7PQIIIIAAAggggAACCCDQXCCYKPY/oGr9GWujo7GnMoqTR6zjcM97pNht97kHJxqngactMadPc9dHAAEEEEAAAQQQQAABBFoLBBHFP3jxh3MCciEcKU4LYrdU7pTnrPcU5wnieNnLOMWbOxECCCCAAAIIIIAAAggg0KsCPRvFyVOO/aOvLhR3P/W07Ehxq/f5uh2p1e+zPn262SnTblx32vQTX/qKfeLSj0VfQxWfRr3logszTwXv1R2ceSGAAAIIIIAAAggggAACrQR6KoqTp0jHp0cnP8H5+/v2RxY//3PvsiNHj7Ydxf6p2G7Mm2+8Ovrao6yvQfK/gzhenOQnXrf6nmL/O47d5ZOfpp31HcjcHRBAAAEEEEAAAQQQQAABBH4q0FNRvBAW1p3+/OUnv2p/+AdXREdr+UEAAQQQQAABBBBAAAEEEFi4AkRxyWvjTs12P1mfXF3y1TIcAggggAACCCCAAAIIIIBAGwJEcRtoXAQBBBBAAAEEEEAAAQQQQKA3BIji3lhHZoEAAggggAACCCCAAAIIINCGAFHcBpp/Ef9rlEoYkiEQQAABBBBAAAEEEEAAAQS6IEAUd4Cc/JTo5KdddzAkF0UAAQQQQAABBBBAAAEEEOiiAFFcAjZHiktAZAgEEEAAAQQQQAABBBBA4BQIEMUloBPFJSAyBAIIIIAAAggggAACCCBwCgSI4hLQieISEHMOMTNbs9mZWRscXJzzEmyWR6BWq9vx6ZO2bOmSPJuzTQGBI8embflSvrO8AFmuTY9Nn7AliwdsUX9/ru3ZKJ/A9MkZ6+/rs8UDi/JdgK1yCczMztrsbN0Glwzk2p6N8gnUajWbPjlrS3lNkA+MrRBAoKkAUVzCzkEUl4CYcwj3gu3E9IytXDGU8xJslkdgtlaztyaP2zuGl+XZnG0KCLx5aMrWDK+wvr4CF2LTTIHDk8eiP+IQb5lUhTaYOjJtAwP9NkRkFHLL2tj90fHkbM1WLuMPZFlWRX7v/tgwdeSErV61tMjF2BYBBBCYJ0AUl7BTEMUlIOYcgijOCVVwM6K4IFiBzYniAlgFNiWKC2AV2JQoLoBVYFOiuABWgU2J4gJYbIoAAi0FiOISdhCiuATEnEMQxTmhCm5GFBcEK7A5UVwAq8CmRHEBrAKbEsUFsApsShQXwCqwKVFcAItNEUCAKFbtA8mvZIqv4+LNF9jY6GWqqwx+XKJYswsQxRpXNypRrLElijWuRLHGlSjWuBLFGldGRSBEAY4Uh7jqFZ4zUaxZPKJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgCgOcdUrPGeiWLN4RLHGlSjWuRLFGluiWONKFGtciWKNK6MiEKIAURziqld4zkSxZvGIYo0rUaxzJYo1tkSxxpUo1rgSxRpXRkUgRAGiOMRVr/CciWLN4hHFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkRxiKte4TkTxZrFI4o1rkSxzpUo1tgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDF3qrve26/3X7XA9G/rj9jrd1y0/W2enhV6r7x0suv2G133m+Tk1ON32ddJsSdrMw5E8Vlav50LKJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgChOrLqL3Pt2jNu128ds44azbNfuvbbv+Rfsuu1jNjQ4OG//8LcPcQfq9pyJYo04UaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFCdW3UXwjw68amOjl0X/mhW9Wb8PcYdSz5ko1ggTxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcWLVxycei/4rjuJDh9+yW++4x0Yvv8RGzts0b//wT5/m1Gn9XYgo1hgTxRpXoljnShRrbIlijStRrHElijWujIpAiAJEsRfFZ65fZ1u3bI7+NSuK/R3GRfUbBw82Trc+evxEiPuUdM6zszVz/9+SJQPS6wlt8Hq9btPTMzY0tDi0qcvne+z4CVs6uMSsT35VQV3BiZOzNrCo3/r7gS1z4U+cmI1MBwb6yxw2+LFmZmpWq9dtyeJFwVuUCVCr1c09FgwN8pqgTFc31rKhJWUPyXgILGgBotiLYvefeY8U+yvrjhw/9PBOu+GabdGHcx09RhSXvffP1Go2O1OzQaK4VFr3Ym36xIwtHSSKS4U1M/fHsaVDS2jikmFPzrwdb4v6ibcyaU+cnHk7ihcRb2W6uiOas7W6DS4m3sp0rdVr5v6QM8RzV5ms0VjLlhLFpaMy4IIWIIoTy1P0PcVZUbygV76iN47TpzULx+nTGlc36puHpmzN8Arr44BmqcicPl0qZ2MwTp/WuHL6tMaV06c1royKQIgCRHFi1bM+fdpF8+6nnm58TdPXn/mmvXPj2dEnVbsf/z3JIe5Q6jkTxRpholjjShTrXIlijS1RrHElijWuRLHGlVERCFGAKPZWvdX3FPtRnNzWDXP+yKamX98U4s6lmDNRrFA1I4o1rkSxzpUo1tgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFEc4qpXeM5EsWbxiGKNK1GscyWKNbZEscaVKNa4EsUaV0ZFIEQBojjEVa/wnIlizeIRxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcYervmv3Xpt45PFolPNHNtl128dsaHCww1G5eDMBolizbxDFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkRxB6u+77n9NvHoE3bLTdfb6uFVNj7xWDTa2OhlHYzKRVsJEMWa/YMo1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKO1h1F8Fnrl9nW7dsjkbxI7mDobloEwGiWLNrEMOQZYwAACAASURBVMUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGbq358etru3TFuI+ee04jil15+xe7bMW7Xbh+zjRvOsqPHTrQ5OhdrJjBTq9nsTM0GlwyAVKJArV636RMztnRwcYmjMpQTOHr8hC0dWmJ9cJQqcPzESVs8sMgW9feXOm7og504OWP9/X02sGhR6BSlzt/F22ytboOLee4qE7ZWr9mJE7M2xHNXmazRWMuWLil9TAZEYCELEMVtrk4cxVsv/rCNnLcpGsWP4ov++Bttjs7FEEAAAQQQQAABBBA4NQJP/fsPnZor5loROEUCRHGb8HmOFH/rh2+2OToXaybg/tJem63Z4sUcxShzL6nXzU7OzNoSXMtkjcZyR+A5s6F0VjtxctYGFvVHRzX5KU9gZmbW+vr7OAJfHmk0knuLSq1Wj85u4Kc8gXq9bidnajx3lUfaGOlX3/3PBKMyJAILV4Ao7mBteE9xB3htXpT3FLcJl3Ex3lOscXWjvnloytYMr7A+2q1UZN5TXCpnYzDeU6xx5T3FGlfeU6xxZVQEQhQgijtYdT59ugO8Ni9KFLcJRxRr4HKMShTnQGpjE6K4DbQcFyGKcyC1sQlR3AZajosQxTmQ2AQBBHIJEMW5mJpvxPcUdwhY8OJEcUGwnJtzpDgnVBubEcVtoOW4CFGcA6mNTYjiNtByXIQozoHUxiZEcRtoXAQBBFIFiGJ2jEoJEMWa5SKKNa5uVKJYY0sUa1yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFEc4qpXeM5EsWbxiGKNK1GscyWKNbZEscaVKNa4EsUaV0ZFIEQBojjEVa/wnIlizeIRxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcYirXuE5E8WaxSOKNa5Esc6VKNbYEsUaV6JY40oUa1wZFYEQBYjiEFe9wnMmijWLRxRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMUhrnqF50wUaxaPKNa4EsU6V6JYY0sUa1yJYo0rUaxxZVQEQhQgikNc9QrPmSjWLB5RrHElinWuRLHGlijWuBLFGleiWOPKqAiEKEAUh7jqFZ4zUaxZPKJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgCj2Vn3X7r028cjj0b+eP7LJrts+ZkODg6n7xksvv2K33Xm/TU5ONX6//oy1dstN19vq4VUh7k/yORPFGmKiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoTqz6vuf228SjTzSidnzisei3Y6OXNY3i+3aM27Xbx2zjhrNC3H+6PmeiWENOFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxYlVdxF85vp1tnXL5uhf/Uj2dxB3pJgo7u7dhijWeBPFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkTxP6368elpu3fHuI2ce04jirOi1z99mlOn9XcholhjTBRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMVeFG+9+MM2ct6m6F+zotjfYdyR5jcOHmy8D9k9CfJTrsDJ2VmbnanZ0ODicgcOfLRavW7Hjp+05UuXBC5R/vSnjk7b8qWD1tdX/tghj3js+AlbvHjAFi3qD5mh9LlPT5+0Rf39NrB4Ueljlzlg1e5OJ2dmbbZWt6ElA2UyBD+W+4Pu9PSMLeO5q/R9gddZpZMy4AIXCCKK0z4QK16X+Oju0NBg4SPF/tq663no4Z12wzXbog/amjxyfIEvf/VuXq1Wt9nZmi1e4C/YqiZbr9ft5MlZW8ILttKXbvrEjA3iWrqr218HBvqtn782lGp7cqZmff1mA/0L+48N9VJnrR/MPW+5Pz4uHljYf2zQS5R7DdFz10zNlvCaoFxYM1u5fKj0MRkQgYUsEEQU512Aou8pzorivNfLdvkFOH06v1WRLTl9uohWsW3fPDRla4ZXcKS4GFvm1pw+nUnU1gacPt0WW+aFOH06k6itDTh9ui02LoQAAikCRHECJevTp93XNe1+6unGp1N//Zlv2js3nt345OmsT6tmD+xcgCju3DBtBKJY4+pGJYo1tkSxxpUo1rgSxRpXoljjyqgIhChAFHur3up7iv0odhF9+10PNEbI+l7jEHewsudMFJct+vZ4RLHGlSjWuRLFGluiWONKFGtciWKNK6MiEKIAURziqld4zkSxZvGIYo0rUaxzJYo1tkSxxpUo1rgSxRpXRkUgRAGiOMRVr/CciWLN4hHFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkRxiKte4TkTxZrFI4o1rkSxzpUo1tgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoLmHVX3r5FXvo4Z12wzXbbPXwqhJGZIhmAkSxZt8gijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4g5W/dDht+zWO+6xAz9+zdafsdZuuel6orgDzzwXJYrzKBXfhigubpb3Em8emrI1wyusry/vJdgujwBRnEep+DZEcXGzPJcgivMoFd+GKC5uxiUQQCBdgCguYc/gSHEJiDmHIIpzQhXcjCguCFZgc6K4AFaBTYniAlgFNiWKC2AV2JQoLoBVYFOiuAAWmyKAQEsBoriEHYQoLgEx5xBEcU6ogpsRxQXBCmxOFBfAKrApUVwAq8CmRHEBrAKbEsUFsApsShQXwGJTBBAgitX7AFGsFv7p+O4J8MTJmi0bWty9Kw3gmmq1uh07ftKWL1sSwGy7O8WpI8dt+fIh4+zpct2PHj9hg4sHbNGi/nIHDnw0F2/9/X22ZPFA4BLlTv/EyVmr1Wo2NMhzV5my7g+6bp9dvnSwzGEZCwEEAhTgSHHKorvIve3O+21ycmreb9PeO0wUB3jPYcoIIIAAAggggAACCCDQEwJEcQnLSBSXgMgQCCCAAAIIIIAAAggggMApECCKS0AniktAZAgEEEAAAQQQQAABBBBA4BQIEMUdoCe/kike5uLNF9jY6GUdjMpFEUAAAQQQQAABBBBAAAEEuiVAFDeRPj49bffuGLfv79sfbTF6xcdt65bNja39IL75xqtt5LxNLdct6zK7du+1iUcej8Y4f2STXbd9zIYGe+/DI1rNc3ziMduz95mGYx7XrLXa99x+u/2uB6Ixe/n7pLPmmXyv/MqVK+wzn/6UbdxwVtN9Nss1a3/u1oOY+nqyXJP7bN77bav7QJa7er7dHt/5nbl+3ZzHV/9zHfLeb1utVWiubh/70YFX5/yRNu0PuXkeC7Lu66E8d7n7RrMzw/x91n/NkHa/ynLNeuzp9n1VcX3JObZ67ZO2Pze7PVn39Sx3xTwZEwEEFr4AUdxkjdwLNffjjvrGD6Cjl18ShW/8gDty7jnRCzn3ZHjfjnG7dvtY08jIuox7Yph49Am75abrbfXwKkte/8LfjfLfwlbzdM5PfOkr9olLPxb9MSCPq7vmVmvlj+GeWPc9/0LP/cEha555LZMrWfZ9IP9esnC2zHJN7k/uVrs/pJ22Zk3Ls0Wy7uut3BeOTOe3JBlSfkA4owOvvt4IZWfyxsGDLe+3WWsVimsyMvwzl/znsjyryHPX20rJkPL/SOO75nHOcs3an/OsXRW2cY8D69edPue1VfIxtNX+3Gx+PHdVYeW5jQgsPAGiOGVN3BPa3Z990K668tJG5CYfZP2/FPtPbnGoJV/EZV3GP1riv3BeeLtOe7eoyDzTXli4J9DdTz3d+ONB1lr5f11uJw7bm2l3L9VqnmvX/kwUa1sv/nDTsxnioxyf3DYabZPlmrU/d3f2umtr5To8vMpuveMei/9Y5m6Ff7/1XePHhuSR0eRl3O9bPfboZnrqRk47UuzfGt81fmzYctGFjXDOWqvQXFsdKU7us761/weIrPt6kcf0U7eXlXfNaUeK/eeVtNcE/nNXlmsoz13+yjT7w3WzI8VFXxNkuZe3pzASAghUTYAoTlmxtHBKPlD/4MUfzjmqG7/Qdf8bv5/Yf2GRFrlxaLsjoy5a4iPPbpxejLe0Fwqt5unMPvfgxJzTfNNeWPhH6ZNr9YWdX4xWOF6XPH/Br9qdOG3/S85z44azo3g78OPXGlPzT/P1462M+0AVHdMCodn+E7smA8N3812z7gPuulrtz734doo8Uey/UE6LYv/smuR9YPXwcHCueU6fTjt1mueu1o9czU6fdm7Pfud70fOV+3no4Z12wzXbojO/3I//3NXqNYF7vmq1P2e9VavKj73NzpLLG8U8d1V59bntCJxaAaK4SRSnPaHFp926KN6152tzTuXLOt3ZPQE2u0wcxckjeb0cxVnzTL43K+s9xWkvUPwoTh6V6+UobjZPFwTJ/TkOs1an+Wa5tnMfOLUPde1dux9s/v7j3++z7rexfbP7QLMX0714yn+8IllRnGXabBw/ils9pvfiHxvyvAfTD7W0ewnPXXNVmkVxFLmPPG6TR47a5OTUvM8h8W1bucZRHMJzV9Kl1Rlyefbn+IBC2a/f2nv24FIIIFA1AaK4SRS3OlqT50hx2hNg8j3D7vccKW59RDxPwGb9VZgjxZeYH8Vu38s6PT/LtZ37QNUeHJP30WZnGqR9cFGrD4XiSPH8vaBVFKedft5sP+JI8VyZPBGR9jYJnrtaP1I1O306GWJpZzIUcQ3xSHHamWFJszz7cxzFZb9+q+JzF7cZAQSKCxDFKWaK91NmvY8llPdlFZ1n1lGkrLUK5X1ZRd9PmXaUInlXyHLN2p+LPxQtzEsU3X+c67e/+3ctP2ir1X3AKYT23tdm9/EiQezcit4Hss7uWZh7ZP5blSci8kRx1n296GN6/hkszC3TojjrqG/aTLJciz72LEytfLcqK4jT7t/NRua5K585WyGAwHwBorjJXtHppxf678vK+qTJrE+k7ZWdt9U83YuEv/3Wt+2K3/toNN20F8Vpp/u1Wiv/iGezD/Goum/WPJP7o5tr2nvYb7vzfos/aMtt0+l9oOqm8T6YPOrQav9JO7qetg9n3ddbufeCqT+HtCjOOmU67UhcnvuAu+60bxToRde0KHb7nvuJ35Oatj/z3NV6b2h2pDj5+Nnsg+CSHxKZ9Zoga3/ulX0266yleJ5531PMc1ev7BnMA4HuCxDFTcw7/Z47/4WFu5qs78ZzD/ohf0+xb+7M/PcUp0Vx1lqF8F2PzqrVPH0j/6ta0uItyzVrf+7+w5nmGlu5Jt//nnbadLOjna3u61numll2f9Skgbv25Ic++b+Lb138eNDs9NQi94E83yPbfZXOrzFp4Lsl91f3u7R9lueu9DVIe6tE8nHUd/f3r7TnrqzH0BCeu9z+tmfvM3PQk48FrfZnd6F2XhNkuXd+L2QEBBCoogBRXMVV4zYjgAACCCCAAAIIIIAAAgiUIkAUl8LIIAgggAACCCCAAAIIIIAAAlUUIIqruGrcZgQQQAABBBBAAAEEEEAAgVIEiOJSGBkEAQQQQAABBBBAAAEEEECgigJEcRVXjduMAAIIIIAAAggggAACCCBQigBRXAojgyCAAAIIIIAAAggggAACCFRRoOeiOPmVE+ePbLLrto/Z0OCgZG2afW9e1pX5X0Hgf3VDq68L8L+ewJ+j/1Umvfq1I1nG/B4BBBBAAAEEEEAAAQQQyCPQc1EcT9rF4649X5NEcTJM/e97zUJ330H6hZ1ftEt+5zds9fAq87/HNP6O0pFzz7GtWzZHv79vx7hdu33MNm44K/pOvvXrTreR8zZZvO1pa9bY2Ohl0X8nx47jevTyS6Lt+UEAAQQQQAABBBBAAAEEEJgrEEwUJ4/OJr8YPg7HCz74AXty916bnJyyvEeY2z1SnFyCtAh+6OGddsM126Jo9n/v78DuNux7/oXU+M+6LHcGBBBAAAEEEEAAAQQQQCB0gSCi+Pjxadv79Dfso7/5r6P1doH8xsGDUUi63916xz12+umnRf/tfu7dMW7xkdpWO0gZUewfzXVHoScefcJuuen6KIrj2+v+1x0N9n/cXJr9zj8KHfrOzvwRQAABBBBAAAEEEEAAAV8giCj231OcDE8H4qI4eYqxC80z16+LTl9WR7EftWmnfTcL37SAdrc3+Z5k3lPMnR4BBBBAAAEEEEAAAQQQaC4QTBT7H1C1/oy10dHYUxnFySPWcbjnPVLstvvcgxP2mU9/KnqvcdoPp09z10cAAQQQQAABBBBAAAEEWgsEEcU/ePGHcwJyIRwpTgtit1TulOes9xTnCeJ42cs4xZs7EQIIIIAAAggggAACCCDQqwI9G8XJU479o68uFHc/9bTsSHGr9/m6HanV77M+fbrZKdNuXHfa9BNf+op94tKPRV9DFZ9GveWiCzNPBe/VHZx5IYAAAggggAACCCCAAAKtBHoqipOnSMenRyc/wfn7+/ZHFj//c++yI0ePth3F/qnYbsybb7w6+tqjrK9B8r+DOF6c5Cdet/qeYv87jt3lk5+mnfUdyNwdEEAAAQQQQAABBBBAAAEEfirQU1G8EBbWnf785Se/an/4B1dER2v5QQABBBBAAAEEEEAAAQQQWLgCRHHJa+NOzXY/WZ9cXfLVMhwCCCCAAAIIIIAAAggggEAbAkRxG2hcBAEEEEAAAQQQQAABBBBAoDcEiOLeWEdmgQACCCCAAAIIIIAAAggg0IYAUdwGmn8R/2uUShiSIRBAAAEEEEAAAQQQQAABBLogQBR3gJz8lOjkp113MCQXRQABBBBAAAEEEEAAAQQQ6KIAUVwCNkeKS0BkCAQQQAABBBBAAAEEEEDgFAgQxSWgE8UlIDIEAggggAACCCCAAAIIIHAKBIjiEtCJ4hIQcw5Rr5vV63Xr7+/LeQk2yytQq9esv68/7+Zsl1OgVqtZfz+uOblyb1ar8TiQG6vAhs61r8+sz/3/+ClNgOeu0ijnDcRjgc6WkREISYAoLmG1ieISEHMOMX1yxk5Mz9jKFUM5L8FmeQRmazV7a/K4vWN4WZ7N2aaAwJuHpmzN8IooNPgpT+Dw5DFbtnSJLR5YVN6gjGRTR6ZtYKDfhgYXo1GiwPHpk3ZytmYrlw2WOCpDzczO2tSRE7Z61VIwEEAAgY4EiOKO+N6+MFFcAmLOIYjinFAFNyOKC4IV2JwoLoBVYFOiuABWgU2J4gJYBTYligtgFdiUKC6AxaYIINBSgCguYQchiktAzDkEUZwTquBmRHFBsAKbE8UFsApsShQXwCqwKVFcAKvApkRxAawCmxLFBbDYFAEEiGLVPpD8Sqb4Oi7efIGNjV6musrgxyWKNbsAUaxxdaMSxRpboljjShRrXIlijStRrHFlVARCFOBIcYirXuE5E8WaxSOKNa5Esc6VKNbYEsUaV6JY40oUa1wZFYEQBYjiEFe9wnMmijWLRxRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMUhrnqF50wUaxaPKNa4EsU6V6JYY0sUa1yJYo0rUaxxZVQEQhQgikNc9QrPmSjWLB5RrHElinWuRLHGlijWuBLFGleiWOPKqAiEKEAUh7jqFZ4zUaxZPKJY40oU61yJYo0tUaxxJYo1rkSxxpVREQhRgCgOcdUrPGeiWLN4RLHGlSjWuRLFGluiWONKFGtciWKNK6MiEKIAURziqld4zkSxZvGIYo0rUaxzJYo1tkSxxpUo1rgSxRpXRkUgRAGiOMRVr/CciWLN4hHFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkRxiKte4TkTxZrFI4o1rkSxzpUo1tgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaLYW/V9z+232+96IPrX9WestVtuut5WD69K3TdeevkVu+3O+21ycqrx+6zLhLiTlTlnorhMzZ+ORRRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMWJVXeRe9+Ocbt2+5ht3HCW7dq91/Y9/4Jdt33MhgYH5+0f/vYh7kDdnjNRrBEnijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4sSquwj+0YFXbWz0suhfs6I36/ch7lDqORPFGmGiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoTqz6+MRj0X/FUXzo8Ft26x332Ojll9jIeZvm7R/+6dPzT52uh7hPSec8fXLWTkzP2MoV84/cS6+4xwefrdVtcvK4rR5e2uMz7f70Dh4+Yu9Ytdz6+rp/3b18jZNHjtvQ4BJbPNDfy9Ps+tymjpywgYF+Gxoc6Pp19/IVHp+esZOzNVu5bEkvT7Prc5uZrdmRIydseNVQ16+796+QJ63eX2NmmBQgir0oPnP9Otu6ZXP0r1lR7O9KLqrfOHiwcbr1Gz85wt5WukD8hwYerMulrZuT7TNcy3U1q9fr1kcRl81q/f39VqvNRnstP2UK8BhbpuZPx8JV5cpzl0b2tHcs1wzMqAgsUAGi2Iti9595jxT7a+qOHD/08E674ZptTT+ca4HuB5W5WZw+rVkqTp/WuLpR3zw0ZWuGV3CkuGRiTp8uGfSfhuP0aY0rp09rXDl9WuPKqAiEKEAUJ1a96HuKieLu32WIYo05UaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFCdWPevTp100737q6cbXNH39mW/aOzeeHX1Stfvx35Mc4g6lnjNRrBEmijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWIYm/VW31PsR/FyW3dMOePbGr69U0h7lyKORPFClUzoljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFEc4qpXeM5EsWbxiGKNK1GscyWKNbZEscaVKNa4EsUaV0ZFIEQBojjEVa/wnIlizeIRxRpXoljnShRrbIlijStRrHElijWujIpAiAJEcYirXuE5E8WaxSOKNa5Esc6VKNbYEsUaV6JY40oUa1wZFYEQBYjiEFe9wnMmijWLRxRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMUhrnqF50wUaxaPKNa4EsU6V6JYY0sUa1yJYo0rUaxxZVQEQhQgijtc9V2799rEI49Ho5w/ssmu2z5mQ4ODHY7KxZsJEMWafYMo1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKO1j1fc/tt4lHn7BbbrreVg+vsvGJx6LRxkYv62BULtpKgCjW7B9EscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBR3MGquwg+c/0627plczSKH8kdDM1FmwgQxZpdgyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIrbXPXj09N2745xGzn3nEYUv/TyK3bfjnG7dvuYbdxwVpsjczGOXj7SPQAAIABJREFUFHd/HyCKdeZvHpqyNcMrrK9Pdx0hjkwUa1adKNa4EsUaV6JY48qoCIQoQBS3uepxFG+9+MM2ct6maBQ/iv/omT9uc3QuhgACCCCAAAIIIIDAqRH4/AX//tRcMdeKwCkSIIrbhM9zpJgobhOXiyGAAAIIIIAAAgicMgGi+JTRc8WnSIAo7gCe9xR3gNfmRXlPcZtwGRfj9GmNqxuV06c1tpw+rXHl9GmNK6dPa1w5fVrjyqgIhChAFHew6nz6dAd4bV6UKG4TjijWwOUYlSjOgdTGJkRxG2g5LkIU50BqYxOiuA20HBchinMgsQkCCOQSIIpzMTXfiO8p7hCw4MWJ4oJgOTfnSHFOqDY2I4rbQMtxEaI4B1IbmxDFbaDluAhRnAOpjU2I4jbQuAgCCKQKEMXsGJUSIIo1y0UUa1zdqESxxpYo1rgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFEc4qpXeM5EsWbxiGKNK1GscyWKNbZEscaVKNa4EsUaV0ZFIEQBothb9V2799rEI49H/3r+yCa7bvuYDQ0Opu4bL738it125/02OTnV+P36M9baLTddb6uHV4W4P8nnTBRriIlijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4ser7nttvE48+0Yja8YnHot+OjV7WNIrv2zFu124fs40bzgpx/+n6nIliDTlRrHElinWuRLHGlijWuBLFGleiWOPKqAiEKEAUJ1bdRfCZ69fZ1i2bo3/1I9nfQdyRYqK4u3cboljjTRRrXIlinStRrLElijWuRLHGlSjWuDIqAiEKEMX/tOrHp6ft3h3jNnLuOY0ozope//RpTp3W34WIYo0xUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFHtRvPXiD9vIeZuif82KYn+HcUea3zh4sPE+5Dd+8tP3Goe4czFnBBBAQCXQ12dWr6tGZ1wEEEAgbIHT3rEibABmH5xAEFGc9oFY8UrHR3eHhgYLHyn29xZ3PQ89vNNuuGZb9EFbdV6xlX6H4khx6aTRgBwp1ri6Ud88dMTWDC83F3H8lCdw6K2jtnzZoC0eWFTeoIxkHCnW7AQcKda4cqRY4+pG7eNJS4fLyAtSIIgozitf9D3FWVGc93rZLr8AUZzfqsiWRHERrWLbvnloytYMryCKi7Flbs3p05lEbW1AFLfFlnkhojiTqK0NiOK22LgQAgikCBDFCZSsT592X9e0+6mnG59O/fVnvmnv3Hh245Onsz6tmj2wcwGiuHPDtBGIYo2rG5Uo1tgSxRpXoljjShRrXIlijSujIhCiAFHsrXqr7yn2o9hF9O13PdAYIet7jUPcwcqeM1Fctujb4xHFGleiWOdKFGtsiWKNK1GscSWKNa6MikCIAkRxiKte4TkTxZrFI4o1rkSxzpUo1tgSxRpXoljjShRrXBkVgRAFiOIQV73CcyaKNYtHFGtciWKdK1GssSWKNa5EscaVKNa4MioCIQoQxSGueoXnTBRrFo8o1rgSxTpXolhjSxRrXIlijStRrHFlVARCFCCKQ1z1Cs+ZKNYsHlGscSWKda5EscaWKNa4EsUaV6JY48qoCIQoQBSHuOoVnjNRrFk8oljjShTrXIlijS1RrHElijWuRLHGlVERCFGAKA5x1Ss8Z6JYs3hEscaVKNa5EsUaW6JY40oUa1yJYo0royIQogBRHOKqV3jORLFm8YhijStRrHMlijW2RLHGlSjWuBLFGldGRSBEAaI4xFWv8JyJYs3iEcUaV6JY50oUa2yJYo0rUaxxJYo1royKQIgCRHGIq17hORPFmsUjijWuRLHOlSjW2BLFGleiWONKFGtcGRWBEAWI4hBXvcJzJoo1i0cUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFIa56hedMFGsWjyjWuBLFOleiWGNLFGtciWKNK1GscWVUBEIUIIpDXPUKz5ko1iweUaxxJYp1rkSxxpYo1rgSxRpXoljjyqgIhChAFIe46hWeM1GsWTyiWONKFOtciWKNLVGscSWKNa5EscaVUREIUYAoDnHVKzxnolizeESxxpUo1rkSxRpboljjShRrXIlijSujIhCiAFFcwqq/9PIr9tDDO+2Ga7bZ6uFVJYzIEM0EiGLNvkEUa1yJYp0rUayxJYo1rkSxxpUo1rgyKgIhChDFHaz6ocNv2a133GMHfvyarT9jrd1y0/VEcQeeeS5KFOdRKr4NUVzcLO8l3jw0ZWuGV1hfX95LsF0eAaI4j1LxbYji4mZ5LkEU51Eqvg1RXNyMSyCAQLoAUVzCnsGR4hIQcw5BFOeEKrgZUVwQrMDmRHEBrAKbEsUFsApsShQXwCqwKVFcAKvApkRxASw2RQCBlgJEcQk7CFFcAmLOIYjinFAFNyOKC4IV2JwoLoBVYFOiuABWgU2J4gJYBTYligtgFdiUKC6AxaYIIEAUq/cBolgt/NPxiWKNNVGscXWjEsUaW6JY40oUa1yJYo0rUaxxZVQEQhTgSHHKqrvIve3O+21ycmreb9PeO0wUd++uU6+b1et16+/nDZplq9dquJZt6sar1WvW39evGDroMdlfNctfq9etz/0/PMSWChw9d1nd+oEt1TV6jOW5q3RTBkQgRAGiuIRVJ4pLQGQIBBBAAAEEEEAAAQQQQOAUCBDFJaATxSUgMgQCCCCAAAIIIIAAAgggcAoEiOIO0JNfyRQPc/HmC2xs9LIORuWiCCCAAAIIIIAAAggggAAC3RIgiptIH5+etnt3jNv39+2Pthi94uO2dcvmxtZ+EN9849U2ct6mluuWdZldu/faxCOPR2OcP7LJrts+ZkODg93aF7p2Pa3mOT7xmO3Z+0zjtuRxzVqrfc/tt9vveiAas5e/Tzprnsn3yq9cucI+8+lP2cYNZzVd9yzXrP25azuU+IqyXJP7bN77bav7QJa7eLpdH975nbl+3ZzHV/9zHfLeb1utVWiubh/70YFX5/yRNu0PuXkeC7Lu66E8d7k7R7Mzw/x91n/NkHbHynLNeuzp+p1VcIXJObZ67ZO2Pze7OVn39Sx3wTQZEgEEKiBAFDdZJPdCzf24o77xA+jo5ZdE4Rs/4I6ce070Qs49Gd63Y9yu3T7WNDKyLuOeGCYefcJuuel6Wz28ypLXX4H9KPdNbDVP5/zEl75in7j0Y9EfA/K4uitutVb+GO6Jdd/zL/TcHxyy5pnXMrmQZd8Hcu8kC2jDLNfk/uRutvtD2mlr1rQ8WyTrvt7KfQHRdHxTkiHlB4QzOvDq641QdiZvHDzY8n6btVahuCYjwz9zyX8uy7OIPHe9rZQMKf+PNL5rHucs16z9Oc/aVWEb9ziwft3pc15bJR9DW+3PzebHc1cVVp7biMDCEyCKU9bEPaHd/dkH7aorL21EbvJB1v9Lsf/kFoda8kVc1mX8oyX+C+eFt+u0d4uKzDPthYV7At391NONPx5krZX/1+V24rC9mXb3Uq3muXbtz0SxtvXiDzc9myE+yvHJbaPRNlmuWftzd2evu7ZWrsPDq+zWO+6x+I9l7lb491vfNX5sSB4ZTV7G/b7VY49upqdu5LQjxf6t8V3jx4YtF13YCOestQrNtdWR4uQ+61v7f4DIuq8XeUw/dXtZedecdqTYf15Je03gP3dluYby3OWvTLM/XDc7Ulz0NUGWe3l7CiMhgEDVBIjilBVLC6fkA/UPXvzhnKO68Qtd97/x+4n9FxZpkRuHtjsy6qIlPvLsxunFeEt7odBqns7scw9OzDnNN+2FhX+UPrlWX9j5xWiF43XJ8xf8qt2J0/a/5Dw3bjg7ircDP36tMTX/NF8/3sq4D1TRMS0Qmu0/sWsyMHw33zXrPuCuq9X+3Itvp8gTxf4L5bQo9s+uSd4HVg8PB+ea5/TptFOnee5q/cjV7PRp5/bsd74XPV+5n4ce3mk3XLMtOvPL/fjPXa1eE7jnq1b7c9Zbtar82NvsLLm8UcxzV5VXn9uOwKkVIIqbRHHaE1p82q2L4l17vjbnVL6s053dE2Czy8RRnDyS18tRnDXP5Huzst5TnPYCxY/i5FG5Xo7iZvN0QZDcn+Mwa3Wab5ZrO/eBU/tQ1961+8Hm7z/+/T7rfhvbN7sPNHsx3Yun/McrkhXFWabNxvGjuNVjei/+sSHPezD9UEu7l/DcNVelWRRHkfvI4zZ55KhNTk7N+xwS37aVaxzFITx3JV1anSGXZ3+ODyiU/fqtvWcPLoUAAlUTIIqbRHGrozV5jhSnPQEm3zPsfs+R4tZHxPMEbNZfhTlSfIn5Uez2vazT87Nc27kPVO3BMXkfbXamQdoHF7X6UCiOFM/fC1pFcdrp5832I44Uz5XJExFpb5Pguav1I1Wz06eTIZZ2JkMR1xCPFKedGZY0y7M/x1Fc9uu3Kj53cZsRQKC4AFGcYqZ4P2XW+1hCeV9W0XlmHUXKWqtQ3pdV9P2UaUcpkneFLNes/bn4Q9HCvETR/ce5fvu7f9fyg7Za3QecQmjvfW12Hy8SxM6t6H0g6+yehblH5r9VeSIiTxRn3deLPqbnn8HC3DItirOO+qbNJMu16GPPwtTKd6uygjjt/t1sZJ678pmzFQIIzBcgipvsFZ1+eqH/vqysT5rM+kTaXtl5W83TvUj422992674vY9G0017UZx2ul+rtfKPeDb7EI+q+2bNM7k/urmmvYf9tjvvt/iDttw2nd4Hqm4a74PJow6t9p+0o+tp+3DWfb2Vey+Y+nNIi+KsU6bTjsTluQ+46077RoFedE2LYrfvuZ/4Palp+zPPXa33hmZHipOPn80+CC75IZFZrwmy9ude2WezzlqK55n3PcU8d/XKnsE8EOi+AFHcxLzT77nzX1i4q8n6bjz3oB/y9xT75s7Mf09xWhRnrVUI3/XorFrN0zfyv6olLd6yXLP25+4/nGmusZVr8v3vaadNNzva2eq+nuWumWX3R00auGtPfuiT/7v41sWPB81OTy1yH8jzPbLdV+n8GpMGvltyf3W/S9tnee5KX4O0t0okH0d9d3//SnvuynoMDeG5y+1ve/Y+Mwc9+VjQan92F2rnNUGWe+f3QkZAAIEqChDFVVw1bjMCCCCAAAIIIIAAAggggEApAkRxKYwMggACCCCAAAIIIIAAAgggUEUBoriKq8ZtRgABBBBAAAEEEEAAAQQQKEWAKC6FkUEQQAABBBBAAAEEEEAAAQSqKEAUV3HVuM0IIIAAAggggAACCCCAAAKlCBDFpTAyCAIIIIAAAggggAACCCCAQBUFiOIqrhq3GQEEEEAAAQQQQAABBBBAoBSBnovi5Pcwnj+yya77/9s7uxi7qvPuL8+MPWMb28Sy+DAEkrZpJAxyrirlAlRTLMVvlaogovKljqI6XECAAEICCaFXvJGCFKVASnyBzIVRQqw3boqiAlVMcQJScvVWWAGkRNwkTQlQZDD+mhnPx6t1pnvYs7PPWedZZ5/j/17rd6oIubPWPs/z+++P8zt777Pv2OumJicbgVVdSLeHyYferPpcvurzDHs9Q6/6zL5qj9Xne6b6LM4QY/4OAQhAAAIQgAAEIAABCECgHwLJSXHRtJfHl17+2VCkuCym1+262u2dvrkf1p0xM7Oz7vsHf+xu/Nu/dudv2ewKif/67dNu51U7On9/Yt9+t/PKK9ye3bs6f39y3353zx173eWXXdp5UP32iy5YNXbb1q2dGqrLLuR6+pYbO+N5QQACEIAABCAAAQhAAAIQgMBqAtlIcfns7KZN57mHH7i7I5mFOF79xb9wLx4+4k6cOOn6PcMce6a4HEGdBD/z7EF33123d6S5+vfqCuxrOPrGW7XyH5rLxgABCEAAAhCAAAQgAAEIQCB3AllI8czMrDvy6i/c9V/+UidvL8gfHDvWEUn/t0cfe9xdcMG2zr/9q3ymttcK0oQUV8/m+rPQB5475B558N6OFBf1+v/WnZH2vXT7W/UsdO4rO/1DAAIQgAAEIAABCEAAAhCoEshCiqv3FJfF0wPxUly+xNiL5iXbL+pcvjxsKa5Kbd1l393Et06gfb3le5K5p5iNHgIQgAAEIAABCEAAAhCAQHcC2Uhx9Qeqtl98Yeds7LmU4vIZ60Lc+z1T7Mc99fSBlcvA6yLm8mk2fQhAAAIQgAAEIAABCEAAAr0JZCHFv/7N26sEUuFMcZ0Q+6j8Jc+he4r7EeIi9iYu8WYjggAEIAABCEAAAhCAAAQgkCqBZKW4fMlx9eyrF8XDr7w6tDPFve7z9StSr7+Hfn262yXTfrn+sulDz7/gbrvphs5jqIrLqHdfe03wUvBUV3D6ggAEIAABCEAAAhCAAAQg0ItAUlJcvkS6uDy6/AvOrx99s8Pic3/6WXfq9OloKa5eiu2X+dD9d3YeexR6DFL1GcRFOOVfvO71nOLqM479/PKvaYeegczmAAEIQAACEIAABCAAAQhAAAKfEEhKihWC9Zc//+TFn7qvffXWztlaXhCAAAQgAAEIQAACEIAABCCgSwApbjgbf2m2f4V+ubrht2VxEIAABCAAAQhAAAIQgAAEIBBBACmOgMYUCEAAAhCAAAQgAAEIQAACEEiDAFKcRo50AQEIQAACEIAABCAAAQhAAAIRBJDiCGhMgQAEIAABCEAAAhCAAAQgAIE0CCDFaeRIFxCAAAQgAAEIQAACEIAABCAQQQApjoDGFAhAAAIQgAAEIAABCEAAAhBIgwBSnEaOdAEBCEAAAhCAAAQgAAEIQAACEQSQ4ghoTMmLwJmZs25iYsytnRjPq/EEuz11es6tXz/hxtaMJdhdXi19fPKM23ze+ryaTrDbxcVF5/exGzdMJthdXi2dnV9wZ+cX3YaptXk1TrcQgEASBJDiJGKkiWESOHFyxq2bnHCTayeG+TYsewQEPvz4lNu8cb0bH0eKR4B7qG/xwYcn3bZPnTfU92Dhwycwv7DoTp6acedv3jD8N+Mdhkpgdm7ezZ2dd5s2Tg31fVg4BCAAgWEQQIqHQZVlJkUAKU4nTqQ4nSyR4jSyRIrTyNF3gRSnkyWdQCBHAkhxjqnTs4kAUmzCJT0YKZaOx1QcUmzCJTsYKZaNxlwYUmxGxgQIQECIAFIsFAalaBJAijVziakKKY6hpjkHKdbMxVoVUmwlpjseKdbNhsogAIEwAaQ4zIgRmRNAitNZAZDidLJEitPIEilOI0ffBVKcTpZ0AoEcCSDFOaZOzyYCSLEJl/RgpFg6HlNxSLEJl+xgpFg2GnNhSLEZGRMgAAEhAkixUBiUokkAKdbMJaYqpDiGmuYcpFgzF2tVSLGVmO54pFg3GyqDAATCBJDiMCNGZE4AKU5nBUCK08kSKU4jS6Q4jRx9F0hxOlnSCQRyJIAU55g6PZsIIMUmXNKDkWLpeEzFIcUmXLKDkWLZaMyFIcVmZEyAAASECCDFQmFQiiYBpFgzl5iqkOIYappzkGLNXKxVIcVWYrrjkWLdbKgMAhAIE0CKw4wYkTkBpDidFQApTidLpDiNLJHiNHL0XSDF6WRJJxDIkQBSnGPq9GwigBSbcEkPRoql4zEVhxSbcMkORoplozEXhhSbkTEBAhAQIoAUC4VBKZoEkGLNXGKqQopjqGnOQYo1c7FWhRRbiemOR4p1s6EyCEAgTAApDjNiROYEkOJ0VgCkOJ0skeI0skSK08jRd4EUp5MlnUAgRwJIcY6p07OJAFJswiU9GCmWjsdUHFJswiU7GCmWjcZcGFJsRsYECEBAiABSLBQGpWgSQIo1c4mpCimOoaY5BynWzMVaFVJsJaY7HinWzYbKIACBMAGkOMyIEZkTQIrTWQGQ4nSyRIrTyBIpTiNH3wVSnE6WdAKBHAkgxTmmTs8mAkixCZf0YKRYOh5TcUixCZfsYKRYNhpzYUixGRkTIAABIQJIsVAYlKJJACnWzCWmKqQ4hprmHKRYMxdrVUixlZjueKRYNxsqgwAEwgSQ4jAjRmROAClOZwVAitPJEilOI0ukOI0cfRdIcTpZ0gkEciSAFOeYOj2bCCDFJlzSg5Fi6XhMxSHFJlyyg5Fi2WjMhSHFZmRMgAAEhAggxUJhUIomAaRYM5eYqpDiGGqac5BizVysVSHFVmK645Fi3WyoDAIQCBOQk+J//ucfud//53+GKxcfcc837nMnTs2IV0l5/RA4O7/gxsbG3PjYmn6GM0aYwNzZebd2YsKtIUrhlPorbW5u0a1bN9bfYEbJElhccm5+fsGtWzsuWyOF9UdgYXHJLS4uurUTZNkfMe1RmzZOaRdIdRBomICcFP/Hf/w/9+GHHzbc5ugX91d/dV3n/hpe7ScwM3PWTawdcxPjHOjbnubpM7NuanJt50sOXu0mcOrUrNu4cbLdTVB9R6JmZs+6DevJsu2rg/9yw5/59/tYXu0nMLluov1N0AEEDATkpNhQO0MhMBICXD49EswjeRMunx4J5pG8CZdPjwTz0N+Ey6eHjnhkb8Dl0yNDzRtBAAJDIIAUDwEqi0yLAFKcTp5IcTpZIsVpZIkUp5Gj7wIpTidLOoFAjgSQ4hxTp2cTAaTYhEt6MFIsHY+pOKTYhEt2MFIsG425MKTYjIwJEICAEAGkWCgMStEkgBRr5hJTFVIcQ01zDlKsmYu1KqTYSkx3PFKsmw2VQQACYQJIcZgRIzIngBSnswIgxelkiRSnkSVSnEaOvgukOJ0s6QQCORJAinNMnZ5NBJBiEy7pwUixdDym4pBiEy7ZwUixbDTmwpBiMzImQAACQgSQYqEwKEWTAFKsmUtMVUhxDDXNOUixZi7WqpBiKzHd8UixbjZUBgEIhAkgxWFGjMicAFKczgqAFKeTJVKcRpZIcRo5+i6Q4nSypBMI5EgAKc4xdXo2EUCKTbikByPF0vGYikOKTbhkByPFstGYC0OKzciYAAEICBFAioXCoBRNAkixZi4xVSHFMdQ05yDFmrlYq0KKrcR0xyPFutlQGQQgECaAFIcZMSJzAkhxOisAUpxOlkhxGlkixWnk6LtAitPJkk4gkCMBpDjH1OnZRAApNuGSHowUS8djKg4pNuGSHYwUy0ZjLgwpNiNjAgQgIEQAKRYKg1I0CSDFmrnEVIUUx1DTnIMUa+ZirQopthLTHY8U62ZDZRCAQJgAUhxmxIjMCSDF6awASHE6WSLFaWSJFKeRo+8CKU4nSzqBQI4EkOIcU6dnEwGk2IRLejBSLB2PqTik2IRLdjBSLBuNuTCk2IyMCRCAgBABpFgoDErRJIAUa+YSUxVSHENNcw5SrJmLtSqk2EpMdzxSrJsNlUEAAmECSHGYESMyJ4AUp7MCIMXpZIkUp5ElUpxGjr4LpDidLOkEAjkSQIpzTJ2eTQSQYhMu6cFIsXQ8puKQYhMu2cFIsWw05sKQYjMyJkAAAkIEJKV4ZnbWPbFvv3v96JsrqB66/06386odXdHtP/BD9/KR11b9ffrWr7g9u3f1jfu3v/u9++a3v+tOnDjZmbP94gvdIw/e687fsrl2GdXx/czpuxgGyhBAimWiGLgQpHhghDILQIplohioEKR4IHxSk5FiqTgoBgIQMBKQlOKPjn/sDj3/grvtphvc1OSkO/qrN91TTx9wDz9wt7v8sktrW/RS7F97p282IvhkuH+fd959f0Wk/TI/OHbMfeOOvZ06qi8vxU/u2+/uuWNv17qii2GiDAGkWCaKgQtBigdGKLMApFgmioEKQYoHwic1GSmWioNiIAABIwFJKa724CX50cced9O33Nj1bHETUlx9Xy/JB5471PVsMVJsXNtaOhwpbmlwNWUjxelkiRSnkSVSnEaOvgukOJ0s6QQCORJohRT3I5/Vy6etl07Xhf/S4SPu6Btv9TxT3Oty67lfvZXjOpVcz6fPzLm1a8fd2onx5HrLraETp2bcxql1bmx8LLfWk+v3+Ikzbsum9cn1lVtDCwuL7szMnDtv41RurSfX79mzC+7s/ILbsH5dcr3l2NC6q67IsW16zpiAvBQX9xfvvPKKvu8PLu71/frt0z3vQ+6Vez8iXp1fvdz6nf8Vfyl3xuskrUMAAhCAAAQgAAEInEMC219cvi2RFwRyISAtxYUQb9u61XyvsBfUS7Zf1LdIlwOPlWo/75lnD7r77rq9649z5bJipdQnl0+nkyaXT6eTJZdPp5Ell0+nkaPvgsun08mSTiCQIwFZKR5EiH2QsVIcK8T+PZHiNDchpDidXJHidLJEitPIEilOI0ekOJ0c6QQCuRKQlOLQJdPFD2/tvvaazplg/+8jr/7CXf/lL3VyjLn0uZ95/h7jw6+vzaGXAAAgAElEQVS8uvLDWz9/7ZfuM5d/euWXp4fxY1+5rphKfSPFSmkMVgtSPBg/pdlIsVIa8bUgxfHs1GZyplgtEeqBAAQsBCSluO75v76p63Zd3bmMuirFMc81roPkpffAD370R38qnpFclWL/69Tf+s73VsZ/YeeOrj/KZQmFsVoEkGKtPAapBikehJ7WXKRYK4/YapDiWHJ685BivUyoCAIQ6J+ApBT3Xz4jITB8Akjx8BmP6h2Q4lGRHv77IMXDZzyKd0CKR0F5NO+BFI+GM+8CAQgMhwBSPByuLDUhAkhxOmEixelkiRSnkSVSnEaOvgukOJ0s6QQCORJAinNMnZ5NBJBiEy7pwUixdDym4pBiEy7ZwUixbDTmwpBiMzImQAACQgSQYqEwKEWTAFKsmUtMVUhxDDXNOUixZi7WqpBiKzHd8UixbjZUBgEIhAkgxWFGjMicAFKczgqAFKeTJVKcRpZIcRo5+i6Q4nSypBMI5EgAKc4xdXo2EUCKTbikByPF0vGYikOKTbhkByPFstGYC0OKzciYAAEICBFAioXCoBRNAkixZi4xVSHFMdQ05yDFmrlYq0KKrcR0xyPFutlQGQQgECaAFIcZMSJzAkhxOisAUpxOlkhxGlkixWnk6LtAitPJkk4gkCMBpDjH1OnZRAApNuGSHowUS8djKg4pNuGSHYwUy0ZjLgwpNiNjAgQgIEQAKRYKg1I0CSDFmrnEVIUUx1DTnIMUa+ZirQopthLTHY8U62ZDZRCAQJgAUhxmxIjMCSDF6awASHE6WSLFaWSJFKeRo+8CKU4nSzqBQI4EkOIcU6dnEwGk2IRLejBSLB2PqTik2IRLdjBSLBuNuTCk2IyMCRCAgBABpFgoDErRJIAUa+YSUxVSHENNcw5SrJmLtSqk2EpMdzxSrJsNlUEAAmECSHGYESMyJ4AUp7MCIMXpZIkUp5ElUpxGjr4LpDidLOkEAjkSQIpzTJ2eTQSQYhMu6cFIsXQ8puKQYhMu2cFIsWw05sKQYjMyJkAAAkIEkGKhMChFkwBSrJlLTFVIcQw1zTlIsWYu1qqQYisx3fFIsW42VAYBCIQJIMVhRozInABSnM4KgBSnkyVSnEaWSHEaOfoukOJ0sqQTCORIACnOMXV6NhFAik24pAcjxdLxmIpDik24ZAcjxbLRmAtDis3ImAABCAgRkJPiV175d/f+++8JIYor5aabbnGnZ+biJjNLisDc3LwbHx/r/I9XuwnMzJ51k2sn3JqxNe1uhOrdmZmzbv3UWki0nMDi4pKbOzvvpibJsuVRuoWFxc7/1q2baHsr1O+c2zC1Dg4QyIqAnBT/+7+/7N5/r/1SfPMtt7rTZ5DiFLYm/+33+MSYmxhDitue55nZOTe5bq0bW4MUtz3Lmbl5N8WH77bH6BaXlpz/4hEpbn2Uzp/1X1hc7HzxyKv9BDasR4rbnyIdWAjISbGleMZCYBQEuHx6FJRH8x5cPj0azqN4Fy6fHgXl4b8Hl08Pn/Go3oHLp0dFmveBAASGQQApHgZVlpkUAaQ4nTiR4nSyRIrTyBIpTiNH3wVSnE6WdAKBHAkgxTmmTs8mAkixCZf0YKRYOh5TcUixCZfsYKRYNhpzYUixGRkTIAABIQJIsVAYlKJJACnWzCWmKqQ4hprmHKRYMxdrVUixlZjueKRYNxsqgwAEwgSQ4jAjRmROAClOZwVAitPJEilOI0ukOI0cfRdIcTpZ0gkEciSAFOeYOj2bCCDFJlzSg5Fi6XhMxSHFJlyyg5Fi2WjMhSHFZmRMgAAEhAggxUJhUIomAaRYM5eYqpDiGGqac5BizVysVSHFVmK645Fi3WyoDAIQCBNAisOMGJE5AaQ4nRUAKU4nS6Q4jSyR4jRy9F0gxelkSScQyJEAUpxj6vRsIoAUm3BJD0aKpeMxFYcUm3DJDkaKZaMxF4YUm5ExAQIQECKAFAuFQSmaBJBizVxiqkKKY6hpzkGKNXOxVoUUW4npjkeKdbOhMghAIEwAKQ4zYkTmBJDidFYApDidLJHiNLJEitPI0XeBFKeTJZ1AIEcCSHGOqdOziQBSbMIlPRgplo7HVBxSbMIlOxgplo3GXBhSbEbGBAhAQIgAUiwUBqVoEkCKNXOJqQopjqGmOQcp1szFWhVSbCWmOx4p1s2GyiAAgTABpDjMiBGZE0CK01kBkOJ0skSK08gSKU4jR98FUpxOlnQCgRwJIMU5pk7PJgJIsQmX9GCkWDoeU3FIsQmX7GCkWDYac2FIsRkZEyAAASECSLFQGJSiSQAp1swlpiqkOIaa5hykWDMXa1VIsZWY7nikWDcbKoMABMIEkOIwI0ZkTgApTmcFQIrTyRIpTiNLpDiNHH0XSHE6WdIJBHIkgBTnmDo9mwggxSZc0oORYul4TMUhxSZcsoORYtlozIUhxWZkTIAABIQIIMVCYVCKJgGkWDOXmKqQ4hhqmnOQYs1crFUhxVZiuuORYt1sqAwCEAgTQIrDjBiROQGkOJ0VAClOJ0ukOI0skeI0cvRdIMXpZEknEMiRAFKcY+r0bCKAFJtwSQ9GiqXjMRWHFJtwyQ5GimWjMReGFJuRMQECEBAigBQLhUEpmgSQYs1cYqpCimOoac5BijVzsVaFFFuJ6Y5HinWzoTIIQCBMACkOM2JE5gRm5ubdxPhY53+82k3gzMxZN7luwo2NrWl3I1TvTp2ZdRvXT0Ki5QQWF5ec38dumFrb8k4of2F+0Z1dXHRT6yaAAQEIQKB1BJDi1kVGwRCAAAQgAAEIQAACEIAABCDQFAGkuCmSLAcCEIAABCAAAQhAAAIQgAAEWkcAKW5dZBQMAQhAAAIQgAAEIAABCEAAAk0RQIqbIslyIAABCEAAAhCAAAQgAAEIQKB1BLKT4o+Of+wefexx984f3uuE9dD9d7qdV+1YCe6lw0fcgR/8qPPvL+zc4b5xx143Ndn7x1yO/upN963vfK8zZ/vFF7pHHrzXnb9lc+ffM7Oz7ol9+93rR9/s/Hv61q+4Pbt39VxRQnNCPbRuLYwsuBd3v8iYLHvNGYS7X+5/vfOu2zt986puQz1EomndtF7cQ9tDXbOhOdYsq8ur23eQ5XISTW9DoSyt3KvZV/fZoR5at3FFFhzibt2GfBmhOTH77KK93/7u9+6b3/6uu+Fv9qwcY0M9RKJp3bQQd+s25AGE5lizLPI7ceLkCt/ytkmWy1hCWVq595NlsU+s+wwziuNv6zY4Cm4tgaykuNip7rzyis5B0++En9y3391zx153+WWXdnbyB547tCK1+w/8sBNsVWTKaVeX4XdIR994a0Wmy8sodmbTt9y4SsSra0+vOaEeWrsmGgsPcY/JstecWO7lDw7X7bp61boU6sGIpLXDQ1kpbEN+2z30/Avutptu6HxJ5mt+6ukD7uEH7u7sO8hyefUbxjbUK/8Y7r7Gd959f0Wcqvvs0PrY2g3NWHjTx6HQPnQQ7mWhKn/xHLPvMGKSHx7iHrMNhebEZFldpuVzkXwIDRUYyrIJ7nX7w+KkT/UzTLe2mt53NISPxUAgSCArKfY73WeePejuu+v2zpnc6g7Gb8iXbL9o5cNSdQdTSO3ua69Z9YGq/O1Zece+Zctm94//9LT7h7+/qfPB2b+qol0czL9++3RHlP179JoT6iGYeCIDqmdeqwfUUJZV7kU23fI/fvzjnuuOn+9rOvzKq6uuFChw150pDvWQSFTBNnpl5SeHtqEq9ya2IV/TB8eOdb1SpPoFF1kux9wry5htKJRlP9xDWdZ9kOx1HAiu0AkMCHHv5zhU5R6aE9pn1x1/Peqi1lv/7nr3L//6b6740jvUQwIx9dVCiHtoG7J+7vGfdUJZ1h1/e0kxWS5HHcoyxD0my16fYYqa/BUafIbta3NkkDiBrKS4+uGnLKn+DJC/zLk4oBYbe/lMct0OpSq55Q/L52/ZsupMdCFO5TPJ1YND3YGh/M3dr3/z9qqz2XWiLb7ONVJeL+6f//M/C2ZZ5V79gqSa/0fHjwe5W6W4Vw/lS/obASa6kBB3X3Z5G6zbhqrcm9iGQiJV9yWMr624qqTfq0JEY4kqK5RlzDYUyvL7B3/cqbUX91CW5b/7ZYWOA1FwWjYpxL2f41CV+zCOv+XtrLrfD/UQui2qZZF1LbcXd7/dhI5D1s89McffslwVl0+XL50my+V4h7ENhfK3SnEoq372Halse/TRPgLZSfFLL/9s1dmfYodQSPGe6/5y5dLm0OU8hZCWzypUpbh8ZrruA311lal+E1id43co3XrodZl3+1bN3hVXvxGt+3BkybL4QN9tjv9APwj3ujPFvXrITYq7cfdrgdo2VCd/ZPnJ7yc0uQ2F9odeirvtf0PbUHHvXd19i5Z9R2r71kJQem13Mcch/4G+yeNvdZ9dd2mpdd+RYpa9uBdSbN2Gmj7+1nEvf6ny3nv/bT4O5JblMD7DVn9vp597ikP77Jh9R4pZ0pMmgeykuHzPcCG1/r/9nCnutuPudqainzPFdVLc68wY37ItExv0THGVexNnuXpt4t2kuNu6E/pAr7k7sVcV4u6XGDpTPMptqKh329atq+4P7/fbdjuh9swIZdnPmWJrlv2cKQ4RLJ99mZqa5Ezx/1ym2fRxaNCzXNUcqz84VP67v6/4is9/zrzvCK0rbfz7oGeKrZ97+jlT3A/Hslz5Wy+sx4F+3qNtY5rehkKfpWKluOl9R9tyot72EshKige9H6Mu5l734/RzT3HdgZ57isMbVOg+qNC9Nd0O9IPcU2yV4lAPYQppjBj0nuJRbUPdhNi/P1kupzDoPcXWLJvgXr1fMWbfkcaW+EkXoXs4Q8fSOh6hOYNyr34pE+ohtcy69RPiHrMNheYMmqXvpVy3/3fotyVyyDOUZQz3UJYF125P0LDus0M95JAjPeoSyEqKB/3lvrp7a6qXWFt/fbrbDz75VcZf2lS9NzHUg+6q1mxlIe6hX2Gs4z7oL+da7ykO9dAsMd2lhbIqn4Wtu1e3jnuvOf1sQ9X7IevOgpaJkuUyjWFsQ72y7Id7NUu/vmy/6IKV22Sq609ofdTdkpqtbNjbUDW7EPduP7RVdN3ttoZux9JmaekuLbS/C21DMZ97QlnWHX9//tov3Wcu/3TXHyUNHQd0E2iuslCWIe4xWYakmM+wzeXLks49gayk2OMe5Blv3Q7K5cfuWJ9TXLdDCT2PL9TDuV+tRlNBL+6+gl7P66vjHpoT4l4nZ+UaCyrlZ2OHehgNyXP/Lr2yCm0PddxDc0JZVkWqWF/Kz9D01MqPqCDL5fWoV5Yh7jFZhriHsuQ5xfXbf9Pb0LCOv72kONTDud/zjaaC0HbXaxuK+dwT2g90+1K6ePSPn/+FnTtW/f4LWS6vK6Es+9n/lp+g4pfZK//QZxg+w45mG+ZdRkMgOykeDVbeBQIQgAAEIAABCEAAAhCAAATaQAApbkNK1AgBCEAAAhCAAAQgAAEIQAACQyGAFA8FKwuFAAQgAAEIQAACEIAABCAAgTYQQIrbkBI1QgACEIAABCAAAQhAAAIQgMBQCCDFQ8HKQiEAAQhAAAIQgAAEIAABCECgDQSQ4jakRI0QgAAEIAABCEAAAhCAAAQgMBQCyUlx+dEp1Z/0b5pgvw8zr76vf0TIy0deW/l/T9/6Fbdn966Vf/f6yf3qz+NXeyz/HL9fYHXZTTNgeRCAAAQgAAEIQAACEIAABNpMIDkpLsLw8vjSyz9b9Zy7poIqi2n5OaX9LN8/a+/7B3/sbvzbv3bnb9nsqs94Cz2c3Uvv9osucDuv2uGKsdu2bnV7p2/u/Lu87EKup2+5sTOeFwQgAAEIQAACEIAABCAAAQisJpCNFJfPzm7adJ57+IG73eWXXbryIPSrv/gX7sXDR9yJEyf/6KHx3Vaa2DPF5eXVSfAzzx509911e0eaq3+v1uJrOPrGW7XyH5rLxgABCEAAAhCAAAQgAAEIQCB3AllI8czMrDvy6i/c9V/+UidvL8gfHDvWEUn/t0cfe9xdcMG2zr/964l9+93OK69YdUlz3YrShBRXz+b6s9AHnjvkHnnw3o4UF/X6//qzwdWX76Xb36pnoXNf2ekfAhCAAAQgAAEIQAACEIBAlUAWUjw1Obmq77J4+j94KS5fYuxF85LtF41EiqtSW3fZdzfxrRNo30/5nmTuKWajhwAEIAABCEAAAhCAAAQg0J1ANlJc/YGq7Rdf2Dkbey6luHzGuhD3fs8U+3FPPX1g5TLwuoi5fJpNHwIQgAAEIAABCEAAAhCAQG8CWUjxr3/z9iqBVDhTXCfEPip/yXPonuJ+hLiIvYlLvNmIIAABCEAAAhCAAAQgAAEIpEogWSkuX3JcPfvqRfHwK68O7Uxxr/t8/YrU6++hX5/udsm0X66/bPrQ8y+42266wfkzz8Vl1LuvvSZ4KXiqKzh9QQACEIAABCAAAQhAAAIQ6EUgKSkuXyJdXB5d/gXn14++2WHxuT/9rDt1+nS0FFcvxfbLfOj+OzuPPQo9Bqn6DOIinPLzhns9p7j6jGM/v/xr2qFnILM5QAACEIAABCAAAQhAAAIQgMAnBJKSYoVg/eXPP3nxp+5rX721c7aWFwQgAAEIQAACEIAABCAAAQjoEkCKG87GX5rtX3t272p4ySwOAhCAAAQgAAEIQAACEIAABJomgBQ3TZTlQQACEIAABCAAAQhAAAIQgEBrCCDFrYmKQiEAAQhAAAIQgAAEIAABCECgaQJIcdNEWR4EIAABCEAAAhCAAAQgAAEItIYAUtyaqCgUAhCAAAQgAAEIQAACEIAABJomgBQ3TZTlQQACEIAABCAAAQhAAAIQgEBrCCDFrYmKQiEAAQhAAAIQgAAEIAABCECgaQJIcdNEWV5yBOYXFt3YmjVubGxNcr3l1tD8woIbHxt3a4iy9dGfnV9wayfGW99H7g0sLTm3sLjgJsbJsu3rwuLikltcWnIT42Ntb4X6IQCBDAkgxRmGTss2AidOzrh1kxNucu2EbSKj5Qh8+PEpt3njejfOhza5bKwFffDhSbftU+dZpzFejID/0vHkqRl3/uYNYpVRjpXA7Ny8mzs77zZtnLJOZTwEIACBc04AKT7nEVCAOgGkWD2h/utDivtnpT4SKVZPqL/6kOL+OLVhFFLchpSoEQIQ6EYAKWbdgECAAFKcziqCFKeTJVKcRpZIcRo5+i6Q4nSypBMI5EgAKc4xdXo2EUCKTbikByPF0vGYikOKTbhkByPFstGYC0OKzciYAAEICBFAioXCoBRNAkixZi4xVSHFMdQ05yDFmrlYq0KKrcR0xyPFutlQGQQgECaAFIcZMSJzAkhxOisAUpxOlkhxGlkixWnk6LtAitPJkk4gkCMBpDjH1OnZRAApNuGSHowUS8djKg4pNuGSHYwUy0ZjLgwpNiNjAgQgIEQAKRYKg1I0CSDFmrnEVIUUx1DTnIMUa+ZirQopthLTHY8U62ZDZRCAQJgAUhxmxIjMCSDF6awASHE6WSLFaWSJFKeRo+8CKU4nSzqBQI4EkOIcU6dnEwGk2IRLejBSLB2PqTik2IRLdjBSLBuNuTCk2IyMCRCAgBABpFgoDErRJIAUa+YSUxVSHENNcw5SrJmLtSqk2EpMdzxSrJsNlUEAAmECSHGYESMyJ4AUp7MCIMXpZIkUp5ElUpxGjr4LpDidLOkEAjkSQIpzTJ2eTQSQYhMu6cFIsXQ8puKQYhMu2cFIsWw05sKQYjMyJkAAAkIEkGKhMChFkwBSrJlLTFVIcQw1zTlIsWYu1qqQYisx3fFIsW42VAYBCIQJIMVhRozInABSnM4KgBSnkyVSnEaWSHEaOfoukOJ0sqQTCORIACnOMXV6NhFAik24pAcjxdLxmIpDik24ZAcjxbLRmAtDis3ImAABCAgRQIqFwqAUTQJIsWYuMVUhxTHUNOcgxZq5WKtCiq3EdMcjxbrZUBkEIBAmgBSHGTEicwJIcTorAFKcTpZIcRpZIsVp5Oi7QIrTyZJOIJAjAaQ4x9Tp2UQAKTbhkh6MFEvHYyoOKTbhkh2MFMtGYy4MKTYjYwIEICBEACkWCoNSNAkgxZq5xFSFFMdQ05yDFGvmYq0KKbYS0x2PFOtmQ2UQgECYAFIcZsSIzAkgxemsAEhxOlkixWlkiRSnkaPvAilOJ0s6gUCOBJDiHFOnZxMBpNiES3owUiwdj6k4pNiES3YwUiwbjbkwpNiMjAkQgIAQATkpfvcPf3BnZs4IIYor5bOf/RO3sLAYN5lZUgROnZ5za9eNu3UT41J1UYydwMcnz7jz1k+5sfE19snMkCJw/OMZt2XzlFRNFGMnsLCw5E6fmXWbziNLOz2tGXNnF9zZ+QW3cf06rcKoJorA+PhY1DwmQaCtBOSk+J+++4R7++2328pzpe4nv/uU+/D46db3QQPOLS4uujVr1nT+x6vdBBYWF93Y2Brn/49XuwksLi51suTVbgJLbsn5LMfH+ADe7iSdW1pa6vxvjCzbHmWn/k9t2ZBEHzQBgX4JyElxv4UzDgKjIsDl06MiPfz34fLp4TMe1Ttw+fSoSA/3fbh8erh8R7l0Lp8eJW3eCwIQaJoAUtw0UZaXHAGkOJ1IkeJ0skSK08gSKU4jR98FUpxOlnQCgRwJIMU5pk7PJgJIsQmX9GCkWDoeU3FIsQmX7GCkWDYac2FIsRkZEyAAASECSLFQGJSiSQAp1swlpiqkOIaa5hykWDMXa1VIsZWY7nikWDcbKoMABMIEkOIwI0ZkTgApTmcFQIrTyRIpTiNLpDiNHH0XSHE6WdIJBHIkgBTnmDo9mwggxSZc0oORYul4TMUhxSZcsoORYtlozIUhxWZkTIAABIQIIMVCYVCKJgGkWDOXmKqQ4hhqmnOQYs1crFUhxVZiuuORYt1sqAwCEAgTQIrDjBiROQGkOJ0VAClOJ0ukOI0skeI0cvRdIMXpZEknEMiRAFKcY+r0bCKAFJtwSQ9GiqXjMRWHFJtwyQ5GimWjMReGFJuRMQECEBAigBQLhUEpmgSQYs1cYqpCimOoac5BijVzsVaFFFuJ6Y5HinWzoTIIQCBMACkOM2JE5gSQ4nRWAKQ4nSyR4jSyRIrTyNF3gRSnkyWdQCBHAkhxjqnTs4kAUmzCJT0YKZaOx1QcUmzCJTsYKZaNxlwYUmxGxgQIQECIAFIsFAalaBJAijVziakKKY6hpjkHKdbMxVoVUmwlpjseKdbNhsogAIEwAaQ4zIgRmRNAitNZAZDidLJEitPIEilOI0ffBVKcTpZ0AoEcCSDFOaZOzyYCSLEJl/RgpFg6HlNxSLEJl+xgpFg2GnNhSLEZGRMgAAEhAkixUBiUokkAKdbMJaYqpDiGmuYcpFgzF2tVSLGVmO54pFg3GyqDAATCBJDiMCNGZE4AKU5nBUCK08kSKU4jS6Q4jRx9F0hxOlnSCQRyJIAU55g6PZsIIMUmXNKDkWLpeEzFIcUmXLKDkWLZaMyFIcVmZEyAAASECEhK8czsrHti3373+tE3V1A9dP+dbudVO7qi23/gh+7lI6+t+vv0rV9xe3bv6hv3b3/3e/fNb3/XnThxsjNn+8UXukcevNedv2Vz7TKq4/uZ03cxDJQhgBTLRDFwIUjxwAhlFoAUy0QxUCFI8UD4pCYjxVJxUAwEIGAkICnFHx3/2B16/gV32003uKnJSXf0V2+6p54+4B5+4G53+WWX1rbopdi/9k7fbETwyXD/Pu+8+/6KSPtlfnDsmPvGHXs7dVRfXoqf3Lff3XPH3q51RRfDRBkCSLFMFAMXghQPjFBmAUixTBQDFYIUD4RPajJSLBUHxUAAAkYCklJc7cFL8qOPPe6mb7mx69niJqS4+r5ekg88d6jr2WKk2Li2tXQ4UtzS4GrKRorTyRIpTiNLpDiNHH0XSHE6WdIJBHIk0Aop7kc+q5dPWy+drgv/pcNH3NE33up5pthyuXWOK1gKPSPFKaS43ANSnE6WSHEaWSLFaeSIFKeTI51AIFcC8lJc3F+888or+r4/uLjX9+u3T/e8D7lX6P2IeHV+9XLrDx58NNf1Kqm+FxYW3diaNW7N2Jqk+sqxmfn5RTcxPuYcUbY+/rNnF9zateOt7yP3BpaWnPP72ImJsdxRtL7/pcUlt7i05Mb9PpZX6wlse+yR1vdAAxCwEJCW4kKIt23dar5X2AvqJdsv6luky9BipdrPe+bZg+6+u27v/DjXie8fsmTBWFEC/pKw8YkxNzHGgV40or7LOjM75ybXre18ycGr3QROz8y5DVPr2t0E1Xckam5u3k1NroVGywn4s/4Li4tucu1EyzuhfE9g0203AgICWRGQleJBhNgnGCvFsULs37MqxVmtSQk3y+XT6YTL5dPpZMnl02lkyeXTaeTou+Ce4nSypBMI5EhAUopDl0wXP7y1+9prOmeC/b+PvPoLd/2Xv9TJMObS537m+XuMD7/y6soPb/38tV+6z1z+6ZVfnh7Gj33luFKq9YwUqyUSXw9SHM9ObSZSrJZIXD1IcRw3xVlIsWIq1AQBCPRLQFKK657/6xu6btfVncuoq1Ic81zjOkBeeg/84Ed/9KfiGclVKfa/Tv2t73xvZfwXdu7o+qNc/QbCOD0CSLFeJrEVIcWx5PTmIcV6mcRUhBTHUNOcgxRr5kJVEIBAfwQkpbi/0hkFgdEQQIpHw3kU74IUj4LyaN4DKR4N52G/C1I8bMKjWz5SPDrWvBMEINA8AaS4eaYsMTECSHE6gSLF6WSJFKeRJVKcRo6+C6Q4nSzpBAI5EkCKc0ydnk0EkGITLunBSLF0PKbikGITLtnBSLFsNObCkGIzMiZAAAJCBJBioTAoRZMAUqyZS0xVSHEMNc05SLFmLtaqkGIrMd3xSLFuNlQGAQiECSDFYUaMyJwAUpzOCoAUp5MlUpxGlkhxGjn6LpDidLKkEwjkSAApzgXEXAwAABbOSURBVDF1ejYRQIpNuKQHI8XS8ZiKQ4pNuGQHI8Wy0ZgLQ4rNyJgAAQgIEUCKhcKgFE0CSLFmLjFVIcUx1DTnIMWauVirQoqtxHTHI8W62VAZBCAQJoAUhxkxInMCSHE6KwBSnE6WSHEaWSLFaeTou0CK08mSTiCQIwGkOMfU6dlEACk24ZIejBRLx2MqDik24ZIdjBTLRmMuDCk2I2MCBCAgRAApFgqDUjQJIMWaucRUhRTHUNOcgxRr5mKtCim2EtMdjxTrZkNlEIBAmABSHGbEiMwJIMXprABIcTpZIsVpZIkUp5Gj7wIpTidLOoFAjgSQ4hxTp2cTAaTYhEt6MFIsHY+pOKTYhEt2MFIsG425MKTYjIwJEICAEAGkWCgMStEkgBRr5hJTFVIcQ01zDlKsmYu1KqTYSkx3PFKsmw2VQQACYQJIcZgRIzIngBSnswIgxelkiRSnkSVSnEaOvgukOJ0s6QQCORJAinNMnZ5NBJBiEy7pwUixdDym4pBiEy7ZwUixbDTmwpBiMzImQAACQgSQYqEwKEWTAFKsmUtMVUhxDDXNOUixZi7WqpBiKzHd8UixbjZUBgEIhAkgxWFGjMicAFKczgqAFKeTJVKcRpZIcRo5+i6Q4nSypBMI5EgAKc4xdXo2EUCKTbikByPF0vGYikOKTbhkByPFstGYC0OKzciYAAEICBGQk+KZmRm3uLgghCiulA0bNjrnluImM0uKwImTs27d5ISbXDsuVRfF2Al89PFpt2njejc+vsY+mRlSBI4dP+22btkgVRPF2AnMLyy5U6dm3JbN6+2TmSFFYHZuwc2dnXebNk5K1UUxsQQ4TsaSY147CchJ8f959H+7t956q500S1X/8OD/dR98eKr1fdCAJ1B8ucEBou3rw5JbcsspkmXbs1yzxrklvndse4yd/auPcQ3bZBJZLjfB/jWBMN22T/mTO7wgkA8BOSnOBz2dtoUAl0+3JalwnVw+HWbUlhFcPt2WpHrXyeXTaeTou+Dy6XSypBMI5EgAKc4xdXo2EUCKTbikByPF0vGYikOKTbhkByPFstGYC0OKzciYAAEICBFAioXCoBRNAkixZi4xVSHFMdQ05yDFmrlYq0KKrcR0xyPFutlQGQQgECaAFIcZMSJzAkhxOisAUpxOlkhxGlkixWnk6LtAitPJkk4gkCMBpDjH1OnZRAApNuGSHowUS8djKg4pNuGSHYwUy0ZjLgwpNiNjAgQgIEQAKRYKg1I0CSDFmrnEVIUUx1DTnIMUa+ZirQopthLTHY8U62ZDZRCAQJgAUhxmxIjMCSDF6awASHE6WSLFaWSJFKeRo+8CKU4nSzqBQI4EkOIcU6dnEwGk2IRLejBSLB2PqTik2IRLdjBSLBuNuTCk2IyMCRCAgBABpFgoDErRJIAUa+YSUxVSHENNcw5SrJmLtSqk2EpMdzxSrJsNlUEAAmECSHGYESMyJ4AUp7MCIMXpZIkUp5ElUpxGjr4LpDidLOkEAjkSQIpzTJ2eTQSQYhMu6cFIsXQ8puKQYhMu2cFIsWw05sKQYjMyJkAAAkIEkGKhMChFkwBSrJlLTFVIcQw1zTlIsWYu1qqQYisx3fFIsW42VAYBCIQJIMVhRozInABSnM4KgBSnkyVSnEaWSHEaOfoukOJ0sqQTCORIACnOMXV6NhFAik24pAcjxdLxmIpDik24ZAcjxbLRmAtDis3ImAABCAgRQIqFwqAUTQJIsWYuMVUhxTHUNOcgxZq5WKtCiq3EdMcjxbrZUBkEIBAmgBSHGTEicwJIcTorAFKcTpZIcRpZIsVp5Oi7QIrTyZJOIJAjAaQ4x9Tp2UQAKTbhkh6MFEvHYyoOKTbhkh2MFMtGYy4MKTYjYwIEICBEACkWCoNSNAkgxZq5xFSFFMdQ05yDFGvmYq0KKbYS0x2PFOtmQ2UQgECYAFIcZsSIzAkgxemsAEhxOlkixWlkiRSnkaPvAilOJ0s6gUCOBJDiHFOnZxMBpNiES3owUiwdj6k4pNiES3YwUiwbjbkwpNiMjAkQgIAQAaRYKAxK0SSAFGvmElMVUhxDTXMOUqyZi7UqpNhKTHc8UqybDZVBAAJhAkhxmBEjMieAFKezAiDF6WSJFKeRJVKcRo6+C6Q4nSzpBAI5EkCKc0ydnk0EkGITLunBSLF0PKbikGITLtnBSLFsNObCkGIzMiZAAAJCBJBioTAoBQIQgAAEIAABCEAAAhCAAARGSwApHi1v3g0CEIAABCAAAQhAAAIQgAAEhAggxUJhUAoEIAABCEAAAhCAAAQgAAEIjJYAUjxa3rwbBCAAAQhAAAIQgAAEIAABCAgRyE6KPzr+sXv0scfdO394rxPDQ/ff6XZetWMlkpcOH3EHfvCjzr+/sHOH+8Yde93U5GTPyI7+6k33re98rzNm+8UXukcevNedv2Vz598zs7PuiX373etH3+z8e/rWr7g9u3f1XF5oTqgHofVrqKX04u7fOCbLXnMG4e6X+1/vvOv2Tt+8ikmoh6ECFFp4L+6h7aGujdAca5bV5dXtO8hyOYmmt6FQllbu1eyr++xQD0KbzVBLCXG3bkO+2NCcmH12AeG3v/u9++a3v+tu+Js9K8fYUA9DBSi08BB36zbkWwvNsWZZ5HfixMkVcuVtkyyXsYSytHLvJ8tin1j3GWYUx1+hTYlSEieQlRQXO9WdV17ROWj6nfCT+/a7e+7Y6y6/7NLOTv7Ac4dWpHb/gR924q+KTHmdqC7D75COvvHWikyXl1HszKZvuXGViFfXsV5zQj0kvr6utBfiHpNlrzmx3MsfHK7bdfWqdSnUQy5ZhrJS2Ib8tnvo+RfcbTfd0PmSzNf81NMH3MMP3N3Zd5Dl8to6jG2oV/4x3H2N77z7/oo4VffZofUxl+2y6eNQaB86CPeyUJW/eI7Zd6SWb4h7zDYUmhOTZXWZls9FqWXWrZ9Qlk1wr9sfFid9qp9hutXZ9L4jl3zp89wTyEqK/U73mWcPuvvuur1zJre6g/Eb8iXbL1r5sFTdwRRSu/vaa1Z9oCp/e1besW/Zstn94z897f7h72/qfHD2r6poFwfzr98+3RFl/x695oR6OPer1GgqqJ55rR5QQ1lWuRfZdMv/+PGPe647xTeph195ddWVAgWNujPFoR5GQ/Lcv0uvrHx1oW3Icyxzb2Ib8jV9cOxY1ytFql9wkeXyetQry5htKJRlP9xDWdZ9kOx1HDj3W8zwKwhx7+c4VOUemhPaZ9cdfz2JotZb/+569y//+m+u+NI71MPwKWq8Q4h7aBuyfu7xn3VCWdYdf3tJMVkur0uhLEPcY7Ls9RmmqMlfocFnWI3tnSoGI5CVFFc//JQl1Z8B8pc5FwfUYmMvn0mu26FUJbf8Yfn8LVtWnYkuxKl8Jrl6cKg7MJS/ufv1b95edTa7TrQHWyXaMbsX98//+Z8Fs6xyr35BUs3/o+PHg9yrclYmWSfFvXooX9LfjkTiqgxx90stb4N121CVexPbUEik6r6E8bUVV5X0e1VIHDXNWaEsY7ahUJbfP/jjDoxe3ENZlv/ulxU6DmjSb7aqEPd+jkNV7sM4/pa3s+p+P9RD6LaoZomeu6X14u63m9BxyPq5J+b4W5ar4vLp8qXTZLm8/gxjGwrlb5XiUFb97DvO3dbCO+dOIDspfunln606+1PsEAop3nPdX65c2hy6nKcQ0vJZhaoUl89M132gr66A1W8Cq3P8DqVbD70u805tRa9+I1r34ciSZfGBvtsc/4F+EO7dpLjbupObFHfj7tdbtW2oTv56rY9kuXyLSsw2FNofeimO3YaKe+/q7lu07DtS27cWgtJru4s5DvkP9E0ef6v77LpLS637jhSz7MW9kGLrNtT08beOe/lLlffe+2/zcSC3LIfxGbb6ezv93FMc2mfH7DtSzJKeNAlkJ8Xle4YLqfX/7edMcbcdd7czFf2cKa6T4l5nxviWbZnYoGeKq9ybOMvVaxPnTHE9nRB3Pyt0pniU21BR77atW1fdH97vt+2ah4Fmqgpl2c+ZYmuW/ZwpDnVXPvsyNTXJmeL/uUyz6ePQoGe5qjlWf3Co/Hd/X/EVn/+ced8RWlfa+PdBzxRbP/f0c6a4H45lufK3XliPA/28R9vGNL0NhT5LxUpx0/uOtuVEve0lkJUUD3o/Rl3Mve7H6eee4roDPfcUhzeo0H1QoXtruh3oB7mn2CrFoR7CFNIYMeg9xaPahroJsX9/slxOYdB7iq1ZNsG9er9izL4jjS3xky5C93CGjqV1PEJzBuVe/VIm1ENqmXXrJ8Q9ZhsKzRk0S99LuW7/79BvS+SQZyjLGO6hLAuu3Z6gYd1nh3rIIUd61CWQlRQP+st9dffWVC+xtv76dLcffPKrjL+0qXpvYqgH3VWt2cpC3EO/wljHfdBfzrXeUxzqoVliuksLZVU+C1t3r24d915z+tmGqvdD1p0FLRMly2Uaw9iGemXZD/dqln592X7RBSu3yVTXn9D6qLslNVvZsLehanYh7t1+aKvoutttDd2Opc3S0l1aaH8X2oZiPveEsqw7/v78tV+6z1z+6a4/Sho6Dugm0FxloSxD3GOyDEkxn2Gby5clnXsCWUmxxz3IM966HZTLj92xPqe4bocSeh5fqIdzv1qNpoJe3H0FvZ7XV8c9NCfEvU7OyjUWVMrPxg71MBqS5/5demUV2h7quIfmhLKsilSxvpSfoemplR9RQZbL61GvLEPcY7IMcQ9lyXOK67f/prehYR1/e0lxqIdzv+cbTQWh7a7XNhTzuSe0H+j2pXTx6B8//ws7d6z6/ReyXF5XQln2s/8tP0HFL7NX/qHPMHyGHc02zLuMhkB2UjwarLwLBCAAAQhAAAIQgAAEIAABCLSBAFLchpSoEQIQgAAEIAABCEAAAhCAAASGQgApHgpWFgoBCEAAAhCAAAQgAAEIQAACbSCAFLchJWqEAAQgAAEIQAACEIAABCAAgaEQQIqHgpWFQgACEIAABCAAAQhAAAIQgEAbCCDFbUiJGiEAAQhAAAIQgAAEIAABCEBgKASQ4qFgZaEQgAAEIAABCEAAAhCAAAQg0AYCyUlx+Xmi1efcNR2Ifx7cf73zrts7fbNp0f65mS8feW1lzvStX3F7du9a+Xev59BVnxlX7bH8jDq/wOqyTYUyGAIQgAAEIAABCEAAAhCAQOIEkpPiIi8vjy+9/LNVD39vKsuymF6362qTFPsH0H//4I/djX/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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"vis_data.loc['2023-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 79,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"storage_level_MWh 3.0\n",
"to_storage_MW 0.0\n",
"from_storage_MW 0.0\n",
"cop 2.5\n",
"cop 2.5\n",
"dtype: float64"
]
},
"execution_count": 79,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"vis_data.min()"
]
},
{
"cell_type": "code",
"execution_count": 80,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(0.0, 0.0)"
]
},
"execution_count": 80,
"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": 81,
"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)', 'Total demand', 'hp_output_MW',\n",
" 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n",
" 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 81,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 82,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 82,
"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": 83,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_18556\\4223154146.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": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
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"text": "",
"type": "scatter",
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LfcTYgucp/sG9lBt9Weh94vMeo+jnT1PT3heH3qe1G0aaVlHymf+h/I6/oGKXrSnx0X0UWfYBNe3yh+oOWchS6qlfUWHIyURNayj+wT1V3bM+WXTlJ5R47TJq2uMCasl0re4aAraOff0WxWf/h3/FcfMfPEx1X79K+b0vopZUx8BzRJe8Q4lZV1Nh8E+puceQVl9L4u2bKLp4JuVGXUoUT1Pizasp0rCEmnY/t9XHbMsdI2sXUfKlv1J+2OlU7LpN4KETr15CkUKWmnb7U+A2Wuum3c6llnY9PNtFV31KiVcvpabdz6eWuu6O3+Mf3Uexz56iYv+9KLLiE2ra+fee/RPv/Jcia7/0/U1v7Ibi+McPUGzeY/xzfvjZVOy0mX1c/Bb9as43/izi8x6h2CczqNhpAFGxQPkRvwn9CHHPlFtH+WGnhd7n+7Bh7KtZFJ9zPeV3/i3FFrxIkeUfU9Pu5/GlJZ/9o3of9/pr4KWmHjudmrc4mGIfP0iF7U6k5o2HU+LdWym68DXCM6ZiC7VsNoYKWx5G+hk3jfw7tSTq/Y9ZaKTUU7+mYv9RlN/qiG9doujKuZR47Z++Y1t83qN8n+Z7kXrsNGreejwV+o0Mft8WvkTxdyfz7y3pzhTJrrC3zY29ktQ79QS1tO8TekzHMZLPnUOFwT+m5h7D+HiR/BpKPv37qr9/lUSOrPuKki9eQIVBx1Nzr51589iiVyj+zm2UG/t//O/GT1+mjh/fRvm9/0otqU6VDhnqd7xT0cWzqNhnN6LVnwe+j4nZ1xE1rab88F+pfvvyxdSSrKf8sF+EOo9jI6v/FYb8jJo32t7+Kbr6c0q88r8UNGZWeyI9nvN4Z33XKx0jkm+g5NNqTMrt80+i2PrV/9bvY2HwJGruMbTs6dsCihPv3+V4jpHGpZR8/jwePwqb7Fd2jCn2H0nRz5+iYqdN7eesd0g+8wdq6T6Q8tseX0nCUL/jfYwufZ/7UKRxCRV7jaDoopnUtMf5qn89dw4V++5B0c+foWKv4Ty2hWn4NuOZ5Xc8w7F5Yta1hDIb+SE/Vcd/6SKKrF1Ixd47t9k9hbk+2UYU+D4pIFC8nk+j7tZdHUfIDz2ZeLAJ0QB2kaY11Nx1awIwoDWN+A0lMYih3MSAsRRdPZ8KAyfwh5HSHSmydrF95OaeO1F02QfU0r4XRZd/WPp7j2FU7DmE4h8/RJGGr/nvDce/RLGFL1LqKeeEu9h1IEVWzaOWTHeKrplvH6OlbiPKHnA9ZaYeQrnR/+JJZ/L1yyj+wd1E0Tg1HPscxRa/Rqknfln2Tpv77km5Xc+hujvHUm6vv1I0u5IwSOPvWEzQLXvIZCp23IT/mblrf4rkVlEYLVuSHRiwIo3LqPHIabwvRROED59fa954BFEsSViQCNOae+zAEzA858Km+/PzqbtjVPCu8Qw1THyS4p88RMlZV1PDkdMp8do/KPHhvQy9+cE/pdhHDxAlMo5nFuZa3NtgUornnJhzAxU7bU5YNCh22YqokKX8Lr+n1KOnUHPPHSn25UzKb30kxRa+RC3t+1Fs0cu8ndlnGiY+xdfH1/2y/4IL99fGZY7LyO5/PRW7DaT09EkUXfae5zayB9zAk3EAR7nWkunmeGYMzU0NPOE2G9/Hl7P4XoNasfOWFF3xEeHcsc+epOjSdyn29RyGrEKHflT30PGe+8excH+N4x+i5Ct/o/jHD/Lhi+37UX7YqZR65vf8e3Of3Rmy0LgPL35N6b31kUQd+lHitUvty8qNuZxa2vWi9P1H+l6qn57YUD2rVx3vo/sApl76vxsPu4cSb91EkabVBKAwn6/eH2MKNecotuw9Kmw9nhdh9HuW2/caSj36cyp26E/5HU5R91y3ETUecT/3/9zef+O/YUECGum+5fue9dyJIT/SsJTi85+mYvvelD30bn538oOOJwaKKhvGIOhd7LwFRVd8bO+tdfS7npb6XgyOifcmU374r6klGqPkK3/nMaDYZUvC4pa7fyUwxgU0N1y6N4M2sU+n2+O5/h3nxjig+pmzr5d7ttVIpN/pcs8lzPH09Wm90Wfinz1Gun/oY1S6j8KA0RQHdPuMG5XeXb/fm3b+LSXxHfRpLfE6au6/N1HTOoquXeToH7j+SHOWCpsfRKmnf2vv3TjhMV4kSbx3B4/JTftc6nhX81sexgvB/K53345iS94OIx9vgz6Hfq+vKz53eqh9tdYljZ1jLjTH/ygW9/RdX10s7fWz0O+u3jZ78K2UePu/PE6i5Yeewu9nesYkii59z3+cjNdR48QnfOcThc0OpNjnT1Gk0Ej5nc4iyq+jxOzg+VBLpgs1jp9GyWf/hyieodj85yhSWOe4lWy3oZReOov/1nj4ffy9T08/iZr77Eb57SdRJLucMncf5BmP3OOEPqju14DB+Pt38VxD6475RGHbiZSYpRbKzZY96GYeexLv3Oz5HWO2e9zI7nctpR852T5EfujPeD98q7MH38Jjqtnc32T9zPI7/pLy2xzFczEsIsQ/e9zeDd/txJzrKfHe7Z7r1XMC+74xl9nzL1R394GU3f9aSrx9q/oW4BsW0PD9yx46hX/NTDueIivmUm7kJaw9Wuqpsym67itqPFgtvum5W7nOjgX26Jdv8nwErdhxU8oeclu5XX7Qv814/Gma8857kovoB/IUBYrX80F5oHjwJB6kwjQ9wcLKsIZirDrribUJxZiE8vYmFPfYgaLLP6aW+p6OSQBArthzKE/sYXVEazjmaYotft0xKeABSUNxXTeKrv7Cvmx8eAEVmXvG8eowVuptKI7EqOG45ym2+FVKPXFW2Vtt7rMH5Xb9I9XdtR/l9rxQQfFr//BC8cG32la6qqA4UU8t9RuXoPjO/XjCGwzFwy0ofiHMI2IrcG7sVRYU72dB8T7B+8bThA+VLxTHkpQfcjLFAFXxuraB4h6DKfHWjawdrE34aFNzE1vg2JrUYyjBKueBYgsc9Y0A5DEpKQvFqY48gTBbdv/rqNhtW0pP/wlFl73v0QULK5HsyhBQ7Jr81W1ElG/0QvFW4yn25ZsEq3Lgh9xaIChB8Tv8fjEUt+9LddNO8IAVjuULxR36Un6H00pQ3HtX1ggNfTv25eslKG7fhxKvl7w+KkKxy3qn7yccFJf0akl34YmhA4rXfskLA+6GiRY15ym29F0qbH0ET9JKUHw1L6Q4obg7NR7xgAXFF1PqmT+w5YwXtqwFF7/ngAW7Ysf+/F62GRT3GEaxr96wF4D0eWEhjORWEsa92FdvOi5HQfHePGnE2NoSidqLjljMwcTfbPmtxlPiw6mBfUufK2gDhuK5D3sAyhzXK0Fipd8D+721WIDFMujU2mYvMljHKQwYwxPxqqG4/yiKf/4U6f4Z5nqCQAb7mgvGnmPF01ToP4oiTWspsmaRY9EMfT7S3ESFzQ7g91i3EhTfzmNy08h/UPqBo+3fC1scSvGP71fv+vpAcb+9KP7pjDC3TxqESn3bOebaUByN8WJfpabnGIUB+1D8syepaeffqUUhqzEUv3UTgyyaDcXWIqcbrLBNSzxDjROf5IXl1NO/c1wCNI59/nRoKKZ0J1445gW4RDseK7DIaLZst8GUXjqH/9R4+L3U0q5nOCi2volujTA2YdxmKH7vTl5EtKE40Z4KgwDFXpDPHvRfwoIrvLvci3p+40Z2v/9Q+pGf2afH+bBfIBS7vsn6meV3PJPy2xxNmakHU3P37ZVGVmMonn0dJd5XZUTNBtg0v5OYC2AOVoLiW1hrLJoHNQcUP3QcRVZ+6oTiJwHFX1LjIQrKM3fux3qWawzFi9/gxXk0GENgFNlQ2/cRileuWk0X/O0yOvGY8Vx1Z30bqvhcftX1dOapk+xKPZWOCV1unnw3/eFXpzmuARV+nnj6ef57/359PdeJ5Mc33z6Vzv39WdSpYwc+Dfbp3asn7T8m2HOq0vXo3wWKwyoVsJ0Hirc7iQfNMA3uuYAM84OL1VU9scZkRFmKJyrXrEwXFxQPoejyubxyalrOMPgVe+5A8Y/uty17GDzxIXB/xADFGDiLdd1dUNzVguJDKbfPpdTcaxdKvvZPimPCqKF40SuUevLssrfa3Hs3BcV3H2BB8XJ2E/RYiv2g2PqIlDsBVvodUDxlX6J4KhiKe+6koHjhi2EeEbuyYTKI59y86b6UG/5rqpsyJnhfDcUfP0jJ2dcoS/Grl9gWB7i5Kktxu7aFYusDyO6/zXnK7wIoPt3uWx4otsBR30jjhCeoJVHHVlBz0mTeKFbR3R88rIYXuw+i9MM/pujyDzy6AJrRxytail2AyNaQQpYi+bWOY8K1NbZ4JsGtMPBDbk2GAORwuY4uNaG4D9VNO9EDVjiWDcUvX2yDLyyccIe0LcW9dqH43Gl8aliNeUIBS/FW44k69HVC8eh/UUt972BLsc8iA47Lz2rRK4730X2vJmhoULOhOLeKIusAxSVrqt4fE61Ic54n1AqKry1B8dgreSHFaR3vRo2H3U11t4+kpr0uYouOHqMqQ3E/ijQu90Lxtseyd0O1TUOve7LXkmjPiydYwIp9NdtxWCcUY6yK2hZbfyg+ghIf3hN4aZWh+HcUn/uw1wJtjOuVILHVUGz1e7/FgWq01tenF9T05ByLg6nHTrUPVek6AakMxdaiRZhrKAfFejHG9zixFHHfzq0huAhjgdDu84Dl5jwVNgcUl0J/HFD80f3UNApQPKG03xbjbK8QjHFur4Jy94OFmPj8Zxggm/HfYaHY0kwfW/dt+9+ZruzVRWGh2Bpj9LNwW9sZiufcQLH5z/Ap8kN+TvntTrAXOd3vGm9kfePg6WUuMuAneFPhWGwp3vGXylI8p4xXSKojNRw1gxfr8S2Pz3+KF3XN5oDiw+7h7z1binvvyp5XtqXYtRjke+0Yt7X3lAOK1cIProEtxT6eLNkDb2LLuT8UH668wYzmXkTKb/9jawE7wFIcCMVnUH6bCQzFCGGKLSgt6CtL8XXs7eBugM3oqnn2n5s3Gky5vS4qQfFbNxMVGj0LieZx/KH4f/nbh5Z68iwLitX5w0PxTP7GoWERNjvOe/1hxosfwjYCxf5PCbo8/uSztMmAfvTTk46ldCpFgGsA7pdfLyFdJtcNvPj3qzNn0Tm/OYMBvK0BX6B4Pd8qDxQP+hFxnF+IpiHD/OAi7iMx8wreG6vGsN5ikE4+fz6vkGKyqxuALbpiHsdfOlYENxpMxZ7D+IOu3V1hCWRLsbFSzgOShuJMN4quWWAfGxOj7IE3UuaeQyk36h/8AUq+dinFMWGMRKnhuBfY/aUS7GC/3C5/oLqpB1Nuj79QNLucwcEDxZZrEg+s2n06hNUd7mmY+EaycJ9+mDJTxlpQ7HTztTVDHFw8ZbvuVHpMWLDI7Qco3o1j5hiK7xwbvFssxVZ5WOn9ofhUC4rr2wCKd6DiRoP5I13sMICiqz9jVyRqyVN+598xFOuJP6ANK7O2+7RrFV1PEGEZKeeiGCk0eD786Ifph0/yvR8FxbAUl4+T1QtE+uAcM17I+UPxIrgWl/pq0GTAhuIlb7Plji3F9b2o7uGTbMu6uW8wFJ/Ok2l2n+41grQrJBZ82CLHUHwEESzFMy+3D4mwg7JQ7LPIgJ35WS1+tTwUG6ChxxEHFLvAQF8U3DojLc0Kirc6nCd/2oKBMAHuM2wdh8u4uudGy+0Z+iHeV49R5SySylLc14LiZ5zu0wOP4clhtQ2TOrjBuyd7AA9Mwv2seQzFffdiSwq7c0YivCinxr5tPN4Npsus3/W5+6l7G1ji4EngsUAb43olF+xK0Bykm4aA9YZibXm39NZAhThkLJqY76g7nMK8NhsMAxZ//O7DzzKptzNd0D37xpL8vYxkV/HCsfk95D5fzFPzZvvb8erYvwTFkylmQ/FE+9DID6JDJVoLxQBIdqUOC8UWTNsax+vIHHPxPvKCIUOxN1zFrYuGahuKjfAsbMtQPPs6O5QpP+RnlN/uRHuRE8DiWYDvM1EhAAAgAElEQVQMDcVnEuUbKkBxB2o46hGeR7Qk2xPi590t12U7Si1XrusYi1ra96b0wz9S7tMOKHZ6iuhvovt4+v1gS/G7U3hBzXb1j7ejwqBjAqD4RpVb5a0bPd6AfuNGbl/leWP3X2tuGGwpdoaF6GeGRdn8wInsIo6QDw2TOC7mdcpSrFyczeZ+drzAv9fFLihe51lIdBzDdJ9+6FiKrJxHuZEuKF67mBrHWS7WU/b1eHe5r4stxYte528cj8M1AsXtMhl68RVlldfWUQ10e+wynKY//jStWbOWqi37qi2rOO7okXvQpBPVGOaGcQDnDbdMobN/cTJNvf9htsbqhjK0A7fagq29e+w6gu68V3nDmcfDedD08WGxnfHEM/TznxxP19xwK82eU/JccVt/PZ3Tur6FixTP7LTD9mwtxjm22HQAPTD9MduKjfvAdjhvNpej26bcS5lMmrp07sSWYfO+tOXY73xh/yZQHFapgO08ULzt8ZzwJUzDqiQsYXA/1a5QGDASb6gkIlj5jq5eEAjF2C+y6nMLis0Vwe2p2HNHZSnOLudjwRIYhaXYWCnnAQkTw1XzqJjpStE1C+3LxsQte8CNlLn3MMqNuoQAAMlX/0Hxj7AaGqGG41/0jSly3zegGC6FmXsOodweF1C0cRmDgxeKlWsSml5tzA/+SUWLEibEAA8biu8YzfG6QZM1fBAxUdHxLJWeEzRG/A1D8YAxlBv+K3YFD2yxJDUc80wwFO9wCifNoURbQ7GavGAiQC0F5T79+BmsKdxoS1Dclz+qbrCwofij+2z3Us89xtMe1zashiso/hFFl3vddaEdu08bsXx+2rmt0AADWAy8luLDKb7wFbYGBTU9GQKQw5UvtuQttvI07XmhguLpP+bFA7cLth8UA6rwTsJCylC88XB7gou+ze66DMWHW1CsFrTQKkKx9f6774Ot4RXA34QzJxTfyJZ5BgPDWqbPAUCMUAvrwVCMZFeWR0Zu7L8p9dgvqNi+Dyfu8kDxnhdyshf8lnjjSk60FOSmy1DcoQ/Hk7PFrL4XNR42lS3OeUBxSG8aUxsdZuKZqMeS3FfMcVTv54FiItua747h4zHXcJkN00/d28ASF/9kmheKjXG9ElhXY1k1z6910RbeSmNb0O9uDyYdH6sXTWxtK8QKo6/Fv3iW/DxMAt/dAJdXbI9EeHpBw29/uO5irFFQbHwP++5J1FKk5k334/6rmxeKL6H0A8fYvxe2OKSUW8D4RofRVd971VBsaWafA0mtmnP2P6uG4ng7jtHVz9BtbWconnWtnWOjBMVqkRMLZGZYFV+IXvid/4yKBTYaElfFvnjWshSfwSEwZS3FyXpqOPox9jhDv/OH4kGUWq5i/5GXAN474aDYB+hhKdYhRQzFd/A3RntDYJG9sO0xviFwCMfBfIljeF2Len7jhnsRCQm5MDcMDcVWXHoJig/k75Y55ioovpYS79/p6ZbuZ4eFnezef1dQvN9/KPH2zUT5tZ78B44xxYTiB4+hyKrPKDfy7xw6hIacMtF1gGJ1fhgl3N9s94Xh+6GgWMUym9boMO9WpW2wYK5z6VTati1/x3cTOTjcze0mbLr/Ylu4MW+0UTeOOUb711XX0+BBA0O5Apvgq/ft1qULA2Q5KNbnNd2nAZcXXnIFjdhxKO/vtsAGQTGu+6uvlrTKfRqwO2bkHvTg9MfoqMMPpodmPEEH7z+a/n7ZVTYUm9C7atVq3nb4jkPp7Xc/4OvUcI7rgLV5fZtA8Xoq6IHigcdyUpcwDQMwVoFNNz4kuEHyGzSsFAJUS5biHpxARzeOB149nyfr5mouLCbFjXei+If3spUOrXHi4xRb9LrnIxYIxamOlD3wvwqKrZXB5CuXUPxjlXiEE3cteKEi7CAWuWmX31HmnsMUFDcsocQb/1bxmEayK+2axAOrFZei3Y3KahlPUxFQjERbR02nzB37ECXqykDxUJXQw0ryUOk54dnARbjutt2pecBoyu10NruCB7ZoghqOfZbiHz1AyTn/8bpP73AK/4YFEb+Yz0rXY/7OseO2pVhNXjAxLkHxmbZFVIHWK9TS3oJiy7Ksj9c44VGCVQEuYDohUJhrwWo4LHiBULzff5Sl2BV75j62XiDSf+dMssWCF4qRTXjhS473wH0sDQc2FH89hxedAMXN9b0ow1DsdC3DMfyheGMLiv+ooBiLTZY1wwHFyAQKS/Eb/7YvR0ExEm0d5StlizVhdf8IwI4teq2sNdwEDa2dshRbUIy4Sp+4ayxGoUWXvG1B8Q0lKB5zhVpIad+bCjucphYC4DFy6F2UmTKa9WMoHvpzSsy6xjeGV98LdEJWYwIUA4xMKN5mAierqbZpa52v9QqTK58YYeU+vRe7F7I7J7XY1nx/KC6BkN/1ud1Z3dswFH88zZN0zhzXK0OxN3Y/jFaYXCJZoraoh9nH9x4ty67WUwOeXjSx39EKUKzHePe7Xe66dG4Ev23M0CK/3xmKG1coKF79mb0J9/liM4e/JJ8vZfUvQfFtKtHWyP+l9IPH2vsVNj+4FEaxPlDcd29Chvkwzb1Y7Bknq7QUA8qxaKet9mZsO47NUPzmNXY4EXJe5Lf7EaWn/Yi/TxgLzMVyvh698Dv/aYflHT8VNtmXrc7sPo0s3IVseShOtKOGCY8zXGHMR0I3d8t1MaB43J0M6umHT2QXXqelWOXP0A2Q4udRpMMslKXYgmLtto5kmAHhHTp/BltmXYt6Zl/R53cvIvFi4Hu3B0OxK6RJv3dYlMW+mbsOoGLHfg6IhbEjPgdQfJdHN/ez47nMyEucUNy0pmwCOYf79IMT2QhjQnH6iTP5fWs8VJ0/NBQvfE3l42Ao7sPfmLZqyZn/4gRq33Zr2vFMKmxTykmgz18tnIZ1t4bV1A3QJnC//NobjgRfJlzi2twxxX5xwSYIf1NQDLDFsXH+8Yce4IkjBpz/89/X0k9OmEArV62iRV9+TbsMH0bX3Hgr/fzHx7PVu63iiaGLQPF6vjleKJ7oG9/hexrrg+WAYiN7NUOxthS/8GeVZdmE4i5bUWTNQp64mpmjYTFhN88P77ETI2ECAPdpXe7E/nDAUrzyU0+8MiZuANXMvYdz1ll8rOFWqxOPMBT7xBS57xPXgYli5t4jKLfHnynasFRBMVxPjbheuGrDNYkHVg3FYeKzYykeVDUUI7stEnYEW4qHEMUydpKHSo8fiwZsKb5tD2oesA/ldjyL6qYeFLyblZnbhGJTNwAFXPIwuW4TKO6+Pbvr6wkAJgywisAigImGBggFWq8aUOxcRW88ega1JDtyPKWZQbmSPogzxCQDkxQkfXO37H7XKEuxy23fvZ0bELkcVnPBk4kUbmrxBS/YCeT8rk+vkCMzNhLIxL6ezZY7huJ2PSkzY5Ltbm7ub0PxSxfZccN45zC5AwwyFPcYZk/cEGcf+3qWshQzFPe2vTxwXJRaU+7TQVDsdI3U14JjYRXdMxk1LtaEM724ZkMxrGVrFjrAQO+K9w7hDzYUv3VjCYpH/0v1GQcUd6bsYXdR5o4x1LTHXyj5/J/s7cu56Soo7kWUXWVB8cacCIwtxdscTYl3bqnUtbyTPAt6fa1XmFx12doT1+6B4pZme+HCL361sNlB9rP3u8CghQy9LZJBIeu/O77ezKRfyXJaCZqDhNOTYDNxY9UiY9nAcuvX7uUabpE4LvX4mfYhK7l586IRMt4HLP74vrs+i1X2e2HEZfvty1DcsEzF0xs5B7jPUws1bzqWw5B0s6H43Vt5oRKT/fRDpfI6Tij2JmUrp60Nt4h1hku0j1uw3/7u76JnnEx3UeXqIjHfbP9B16Svx21tV5biqym2QGUCBmTmtz+J0tNO5JwEnK/DSO6pj4/vP+LFTcs7fgMUYxGMx0RAMSzFb5VJPJqoo4YJT7CHSksGUKyyYJst13kgpVYoV/HsuClU7NBPQXHv3ThxZSmm2A3FPkAPS7EVFsBQ/M7typJuQnFAeIeutOALxT7jhnsRCXHBcHPGwg9092SfdnlJ2M9s2GmUH3gsh5XBddx0m4exIz7rWk/ma2jFYWWGRxWMKNlRTijGgnU5N3xfKLbmgzhH+vEzKAJL8aEqY3/mjtEOd3+//siW4gWv2BZvXZmgNWOV3z7fR0uxmX26EpyGtXxqKN5/9N52oirz2G0Bxabr8jcJxeY9Z7M5D7DruGJYluFqvdWWm9N1N02msfvsRfdNe4RMDda3HwkUr6eCHijGhM/HlcX3NNrtD3G9Vjkb7crIH5h+I0uWYj8o7rwFf7BaMp0dLk6AbJQeYii2MgHCEsiWYsN9DOfgiQ+gON3JAdyYGDEU33eEAcV/t2OsFBQ/63HHdt8nQ/GIX1PmviMpt/v5FG2EpfhKjlE2rbXaNYkH1mqgGPfQabMSFN8+0qrzFxBTjBqQ8TpHXE65LgBrElaI6ybvSc39R1HTjr9kV/DAZkPx/ZSccy1bih1QjA/xxw/xxLNtoVhNAPCBibS0UNPOgOKz7JV+G4rr+3Asj7Yq6ftoPGoGu68h8245F0XPhGUs3GiHUnraCRRd4S2TlN33apVoqyIUu2Lnkh2UpdgVw8xQDEuEqzSUeV16gcAfintQZsZP7cUCc79wULyDXRIDXhBsmWjOWVDci/u2bpWgWFtx3JqGg2IVesHNWlxTUIwSWKsosmaBbzIyvHc8oV7yFhW2PJwtHnkrdh+WbbbYsMs4LMV/ZOsNQ/GUsVxDF5a2vLVYVRaKewxTUJxb7YLivSm/9dGhQ0wcz9UaJ32tVwzFzjJjemJY6LsnT0aRxZUYilV4il/8KkrKIFFWUNMLEEG/Kyh+0BNfb47rlSynlaA56NxtBsU6rMfSU4Oa7h/6/JVio0tQrGK+wzQ/Dw69Hyz9iZn/CjwMkjxhXOByZA4oVqVvmjcZQ8kX/mzv74Ti+9kj6ruHYud30X2zWIhYLyh2LSwoS/GVFFuokh7ZUPzQCZy8070Qr68nGIrH8visoPh0ony2PBRb8cnIZcDu00ZmZXsc7bw1pVaoJI5IyISFXgcUNy5TmZldifbcUKiPpxeNFBRP5m+MtqRzPd+A8A7bUgwIdeWNwYKMu+yWexFJl22qHopPpfzA4xQUt+vpGFvKQrErBw0WDbOj/sGL+uw+/dZ/+dvsV0pRa1UZin9BkbVfcjJGNHjqVXrXFRS/bCf4amsoDjPOfJvbiKXYX20TuM0t/BJnYdtP5s6jTCZD4w89kLNO42/LV6ykLxYuYotxW8QT4zoEitfz7fBAsU+9ukqnMCdzesLJH/G+ezL0IsYFH3PEK5ixEgyD676ilnRHh1UJK4JsKf5gqp30AJbA2KKZbOkxG1tXVn3KHyRdvgm/wxKVPQhQPJ6zzuKjYdZvZSie/zSlnv1j2duDG3cOUHz/0QqKG75i93AGCiv7IH/srNI+PLBqKB50Yig3SwXFSwlgh+dRbrKGDyJbiq0kDxWfTectuV4zQ3G/kdQ0/JeUmToueDcrMzfczJOzruXMmsjmrBO2IE4aMYcKir2W1UrXY/7OWcbZUnyzvSqMiQCsIliISD35K3tSo0GrxYZi5yo6XM/Zfe39uwjuR2Fbdsy/OalbetrxFF1Ryviq9w8LxW5ARP8DwLihGLFbnN3UCgvwu049GWL36c8sS/Gy95WluG4jyjxysm+sHCacqHWdfOmvNhjhnUNiKbYUp7tQM0qdWdYMLDzBCg0oxnW1tN/YDn3AdaGUGVyIgyzFcEN0Z1rFfjgW4v/LWorNBDzWcRCzy+7TsBSvXuBb5xjvHeqMR78GFB/GfUfH7iPLPPeZ+o25DBXfMzxGGIr3paY9zmdLW37QCWzpLRe7CmCGVQOTLniUYDKHcip1t+9N+a2ODB1i4hyrFPQGTXb9XG9xLyrRFqD4DA4tSLxxFR/Wb3uAVdmkSD5x9eY1wkMDrrjuBS9zXP+moFgnYqy2fJD7HdKWXW1J13CLRR6zBF+l2Gd+PzDOVtDM8YxdYR0ObY1kZX7vPUNxw1KKNMBSXCovyH0+EmVPn+SLf7F3tUNGYCn+8D5lKZ52ov276TXg55pfbowsWYqTlqXY6xbst7+tWcDBoTnHLSLRlk8JvKBr0tZ+98IC6uViIQ9eRGglKD6ecxIAwM15gT4+Q/FnTzjc0XnsQk3rBRqKT7OguEymeSs+mRNSpTraCb/M+2jqtBUlV37If8qOu529fLAIy4m2hvyMF0IYio3SltjWnZhUH9MJxbcxxNkx4CibiBA4n5wHutICQkfcni5+44Z7EQkhTPDECg3FqG6w4AWuGY94ZMyLkGTNDIvBwk581n98M+Z75otY4B91qQXF1ygozq4om/ATXjlZHS/8wAQO19Oeg9Az/TigeDHni0CDp567pJa7T+aHnWpBsXJ1xxiNBd0NtVUDxdVmUuYMzk89x+WJ0ukUu1PrmGJ36SJYW9/74CPHtmbsstt92v1vv/hlPDPE8vpZdys9z2qgWMc7b7Zpf7veM+7v4kuvrDoxWaXrEiiupFCF3z1QjOQ1rtT8lU5huvHlDRD0QrHzA4UVU7aYpTq43GS2YeiMf3C3bU0CMLL7tBFTheuyoTjZ3mF9w8SNLcX3H6my9vYbyWWhdI1WTrT1+dOUclme3feKhF9ITpV5cCLldjtPQTHiETce7igar12TsP83CcWIS4S1p1zBevMeOCnGgTdQ3eS9uLRG005ncnx0YLMycwdC8XYnUfzT6W0IxdvxB1pPAPD/aAzFyOhpxf1VhOIjH+bFhPj7d1LSyKBcqe9mR1/O8euZacdTxBeKr7IsxaVSKL7HdAEi+p+CYqeFiaH486fK1kLULn82FH/1Jn/4FRR3p8wjP7Pdzc1r8YXiTDe2MGIxiaG4xxB2G0TjPvz1HAuKx7FlVOcDwO8VoThA3HBQ7LW+OaB4zRe+2atxzYBxBcWHct+xoXjUP1SfaddTxVFrKD70Tn4nm3Y/jxfneNL43uTKUAzXS8SseaB4PMfWVdt00rggl07f5GkMxbAU36ncOQHFVs4Gv+3Z/bOcq2vAQoa+FwXF93sWvMxxvZK1uVLccpBu2qpXbaZk9/HsXBe6xJO1gIn+bJbgq+TmbY/xFTRzjLd+2Y6tDfD8zJh993UrKF6i3KeN7PQATRuKX7rQ3s2G4nduofhHGop/ZP/eJlCsQdEnVtbvObq/i55no6EYIRA+JfCC+gaXjwNg7XimI0M+oDg5898UXaziO/PbT6L84B9T+sHj1GJ5QNy4guLHKfn8eY5TOqH4VKJ8jr1XApsVn5xCPd9ke99cH02dtqTkSpXEMXvIbZxsKhQUu4wI+hp0Qj723njnVoY4M5Y7H1BBRCeVxPjhTqaKBGPuuHH3IpJOxhUIxe66wlaImQOKU50ci50Kiq/xnXMCoGEssO+78xaU3ecyJxQ3Liu7OO+E4qMpsvoLLxSvWUSNhyuoDQ/FL9lZr/WCabXfgx/K9mGgeNHiUq4gZIKupt5uUPZp6GP+dvThB9Ost97l7NOwqmqoxHY6+zQSbSEDtm5mFmntro0s0+3b19MBY0bSh3M/tSFVJxTDvtVkn9bZrPU5/RYG9N8Gbr2lnf1a/23MqD2r0qtSvxEorqRQhd89UAzry0cqGVXYZlosdIZC7IvVXbYUDzpWWYpdHygMWEgsQsl2nlhjrO47oXi6BcXOj5iOw3PHh2FilDvoZq6xyll7+4+i5MsXsZUTjaH4s6co5bI8u+8ZVkQFxcdYUPwlJWb9h5CdVida4I+dVe8W/21DcchM3vhIcvZpbSkuUxcTK/4ArvBQvBnXa4aFq7nvXgqK7z28zKNVmbmRpTs5+zrLUvw3O4sprGzxTx9RULzS624cts9w/+gxxLIUA4pVvDn+Hw1unAw4VtIcNxS7waJx/EPcv+LvT6GkVRIszLVkR/+LihsPLwvF0exKT4K3SsdG/4PF2wvF4yj22ZNlM1xqLdCnOPv0l2+w5Y6hONOVMo+e4ptApgTFF9qucNBEQfG5Coo32p6zKbP+Dig+hFe80bd1g+UVlvn0A97kG+XuH1lvUYu5XIZtP+ub01L8ua+lGbG+cBG0ofjdW0kntEOWeZTOcsRRI4ziMEDx/iUotmLjKlqK63tSpGmtBcU9qPHw+5SleMsjuERStU2Pk0EunX4lWJSleA9ORMNQXGyyn5Ffwq7CJmMpPi+cVc/v+lE2KPbRfZ7M3+a4rktIBd1/JUty4H6WVa9aq6bneDrXhRXfq62X2pNAb18RistkJw+6h6Akati+IhRvsq+C4oavHH0f3xp4RzQPGEnJly6yT+2B4r3/xqXldDNd6bl0oRXiFKbfmokkGRTDQrFVQzfwGac6KksxQiCqgWINWK6FBYbi1y+n6Jdv8ClLUHwsZ/AO8gZgKJ73GCVfKMVoY//CgDEURwJNuE/vcAovGCbmlCm/ZoUbpWf81PouK4u12Zo6bk7JVepbCXdvjAPwTFKW4p8HW4pdUKiPaZcpDIRi5QnjbmWh2OcZuxeRdDbzYCh21RW2QsyQhwTzBnjrUKq947vAUAxI95lzeuaLiGUefXkJiufcxNDsV6XA1sq0FN9/FIfl5Pa+mOdCaOnHTufrgRcQGnJGmNnSfcdIWIq/eFEtKLNFX30barFVaxn+JjXyS7T1TZ7v+3psgeL1fDJuKPbLQljpFKbFQmcoxD5Y3UW8BurmJV+4wOMWzPGj2VVeKO68JX8wYPXT7qeo4cuWYtdHzIZiVy1JTNwUFB/FCXZQsiD58l8p/omKt+M6xZ8/SSnXSrH7Xos9dqDcTmcxNOV2O5fT9yNRhbucC2Jcit23490x+KN2oDmRLKdh1VAcb+cA8vLH3oTrNWOwx2py045nsEt5ucYThiAoHngcxT97lJNatQkUd9uOV621m5uKN4tS0/BfcWZwu07lFuMo+uVMTvyEBQG3a5kNxe/dQUkjg3KlvouV52KvEZR56DiKrPzUs3l27JUUzQGKy7vZe3bExBytkHX8xMA474myyTy025gNxYtfZ60VFHehzKOn+rrg2lD84l9sF1oFxWewRQS/wwoHyye/n1jYWfKWshRvfrByn551rX296wfFr/smuLEP7irVgr8zFM+5QZVkWh0AxVySLEPRr+ewm3bivdtKUDzyf1WfMZOLAYphKb4LUHwuj0M6Ns4dw2c+KHafxkJNfp0Tim/dlXTCmUp9yzOWWJaUQCi2si+b+zmh+HQ1SZ99HW/il7CLJ/WfPV7tpdnbB0KxlXmWN6zgTlxNYirHvVqLpm0GxZbVVlsvUa/erEtfGYqddWPDiOrOdWDuY5Yr9DsW4BOTfA8UozZ9LEHN/ZW3k24lKL7Zcp8GFP/Y/t2ME/3WoLhHec2guYJiWIqVS3GYpl3g3QsLDMWv/YuiKC3HUPwT9hxJPzCR47KDnrGC4kcdMdo8XA8YzYkQbShG9um3bgq+RCvcKD19ErUk6ij2parjaramDptTcrWG4ls4F0A4KO7qm3vCAcVv38JjgrmIETTv0JUW4G7urjDiN2643xe9yBIaipHIcdHLlB/6M4KnCfI6cGWNhq8dfTj+5jX+UJzuzO7RumGelB1zhQHFN3K4gV+VAnsfBxQfyQkcnVB8mnKftqF4b9+QIOd7DCh+wc6ijf7ceMT9YbrxBrdNOSg2La/uG4el9pzfnEH9+/VpM03aEoq/7WtvMxEkpnj9pfRAcYXspX5nNFfHOTOrlagLCU7gCqYsxRd4PlDsKptbo6DYGCjhjg2ghtVPW9oQK4kPjpl9E9ei45k9yV3iacoeeDNbuZBgBx+75EslC1rDcc+zxS7lgmz3/RV7DLWg+ATK7fYniq5dzHX+3El69Cos9reheOBxPGmv1KqC4q7bcHZqv49v0LOBGzncghiKh51OmYBswnp/DxQbbuf5bSbypBsr8G0KxdaqOFymGIpHAIp/Z0/AC1uM40URJKFSUOzMZN44/kGOV4q/ezsl31SJiMK03D6Xcfx65qFjKbKyVBtU75sd+38Uza1qUyhmS54Lls1r1QsEWGiJff6MyuS8ci4v7jTXAYpP882qCvdxLB4h7lDHlQKE8zvBUgwo7kzFboPsUmKwusaWvF2C4vqeNnDhejApQgmsqi3Fmx/M/dMv62u5Z2JDcXYlZ57221/X6WZL8RbjeHKn410RK4aEaBxHjYzbcBlHbgFYiu86gJp2+xNrA68DWCYqQjHcFwsNPlB8lG8JkUr9TY+TbrdAewLnU4KFobjP7pydFQleqADLlcqG65ewS9crrXQtQb+j5E3sw3sddXKxrTmuw1JfzppSyb066Nw6l0K1AOc5nnV9OmEd9/MvZ3IiKrPeeGUoHmK7SIbVMyizOGs47FQ7HtzveAqKv6bouq8d1jTu81FA8V6c9FC3xqOVxw6SJnFMMSzF039i/+6E4m2qjOFV7spo1Sy0lHuncKxWQ7EGLKNeNo7HUPzqPymK3AgcU/xjthbbUJxob+clMTUPhuJ9KL7gRQXFQ3+uFqHKQnGUF9hhoWcoNkoq6fM1ddiMkqtVvorsQf8lhFEwFPfelfJDT7Etxe6wgaDcIvr94ASDsAg3N/F8ST+vQCi2kkoiUZ87/IMXAz57wtEtPVBsuVgHQrErdEDnXUHmerh0MxRH4458GujDKKmlq4I4voMuQwc8afA95kRb+17NzyWy7mvfKgX2mOoHxXtdxKFkaOlHT1WWYgtq3fNhv/cUHgQMxfh2ok/XdafGIx4IO0TIdqLAN6qAWIrXU14vFHuzEFY6hbk6rq0w2AeDPlxibSi2SmXo4/GKcdM6okTasSKKQRcAxy6KFjzAEshQbGTfxHFsKLYyjtrXGktRFpbiByZQ0+7nE9wKTVhoOPY5BcUvlrJ5+t1ncaMhhPpt6eknUdOu5/AAimRA7o+/XoXFMaqH4k24LEPJfTq4zics43iIB44AACAASURBVC3J+vBQjOL1B/1XQXGfPRQUV3CHLQ/FR/PHU0GxNzFVpb5i/o7SEpxoC5Ziy0oEiEMSFrYUGxmfPVDsirfCRw39KfHuZM5GGrbBRQwfb7jHR1aVaoPq/ZGIi6G4Quy553yIQ4xEvZZio3Zo0DVqLWwoXvQKQwpDcaYzZZDp1JWZkz/OflCc6kT5nX7JHhYMxV0H2qXE2Nth6TsKijc7iFoAxRZw4XjrBcWLX+cFsWqaA4pXzfPdH32GEu0o+tUcKmwJKL7dB4q7U34YrOOA4nplKb77QBuKtRtgeSgeqhID5ht4EUFbAzBemmNcNfenx8mgOEe/BFxOKEaMIyxXyp3TLzbZLs1SzYUZ2zIUf3CPZ6JZzT1Xcq8O7PdW2IgupdTKW7B303rqBUwkojLrjVfKkt2a0lBBtWVxUWatZ797A5jAfTraAChebG+CfkrRFBX77UmJVy+x/+6B4r0uIrjx6mYmT6pWUxOyqoJiV7Io931CczvRVjWWYisu3L2woKD4UvYcYY01FN8/gWNXg7wWFBQ/wov1ZuP3Z+FLFhT/jIGzLBRzKNZLXBe5JZF21ODVx8132IQSq9WCKxaoMWeB51mhEhS7oFAfTz9LnXUffzdLYSHTs99iPOoO411IzPy3J/zDb9xwLyLp0IyqoXjIT3mMRrkjuM3Di043BcVX24k8zWfhfj+xqAjPLQcUr0X8/fzAocIRU6zdpx1QfApFEFM8XkFtWCiOzX+OokvfVeNwphthUV6aKPB9UECgeD2fggeKfRIuVDqFORFA6RydqMuGYmSffvEvtiusPh4mh5jk+UJxH8TR3WFbJDDoKCh2fsRsKPapJYnyB1gxRtZZrMInX7yA42HRFBQ/QakXncdz32txo8HscowVeIbiNQs5s6N7wqTr3WL/EhSrYveVGiccy64gfCA4+3TAxxDHwf1yTPFXKoaqUuPC8gfdoqC4924Kih+cWHY3jin+8F5KzrlexRSbluKtxnOiJgBWm0Ax3Kffu812rcdxlaX4145yWXDvRWytbSl2xacjpgfW48S7t1HiTZWdN0zLjbqUmnvv0vZQjJP7uJmGCU/Q8fHwPojOf5aTt8AVkKE43ZEyj5/hW2rEH4o7Un74WexhwVDcZWu7xjXDAkNxE8E1jvWzgAuX32oo3uwgZSluNRSv4EUAs6a5fpacfT1RT9GvZhPglrMyWyWWkGU++ez/8CRFuYyfy5NithTffRC/v/AW0W6Aut6nXz8BiLRkYClubEMoVhnTg+rj+rlVO6AYMY6AYiuzrN/2dmmWMJ3fZxvUgVVQ/LnjV3Ncr3joKrI1m8ey6wv7lKaqeE6fDexs1j1U/VftSWB/f1yLtJ6xv/sgii55p6pTB5XbwkFgeUSSxqAGMOEYyXVfOfq+qjiQpiJiy1+71N7dhuK3bypZimdMsn93QLFPDexyN2ZClp8VMWjfSpnDbSiG+/QKlXwqTNMu8O6FBYbiVy7huuWs8fYncQZqhE1xsrKAvshQ/OkMRzZv7O+A4iE/5VrzfpmczWtmKEZ96HjaBiXz93z7AZRYoxZcEcqEMdgXirtt69g/aNFGh4w5oNiypLMGViJBt64lKL6Cx02zIRGpu5yU+33R/SA0FFvJSHGdyPuAckdoZp4NVBVRUOyFSnduAp7L7Hs11U09WFmK59zINYbNpHSed9i0FN93JEXWLqTcXn/lShxo6UcBxQttqA0Pxc/a9ZF1KcQw/Vi2EQW+aQUEitdTYQ8UV5FUQ5/atHDoDIX4rbnXLuwWzSWZAMUucGUAKjRxvJRZoga1HpEIwaylB0sgoMgsSYFzlKDYm83WhuLdzyNkZYWrdMxKQgMo5kQbRjZPPylhyWza8Re8As9QvHoBX5fb1Ul/cHAMuAmhBitcjcMk5IEFCfcfCoo7b6ksxVYMVaXHzzX0GIr3Ycu9guJjyu4GdzCOKZ5zgxeKUWd3/jM8sV9/KN6eigzFk+2FACwIwMUKFisAjm6Vofhetp4iG2di1tWVZLF/B/hBFywURFY5QYAnMWOuoGh2lacUWKgT+LiZhoJiy2JWguIXOBOzA4p9MpPaUPzCBXYmUeipLMV/VlDceUu7nJcTig+glroejgmggmIk2poQ6nbtZ7XZgRYUlzJShjlAyVK8gmuPmyEVen9kXsU9Rb+aZUHxnQYU/1XVJjbjqON1ylI89WBq2vWPXK5KZ1otC8UbDWY92H16wQu2ixxbiq3SJGHuydxGj5NBbpF+5WM8UNzUYJd583PDNrPQVnt92J6h+P2pHuuLOa5XPG4F9+qg/XX+AJ2lu+J5KmygFw30c0YsYeqZUhb5Spbi1sQ2l4finzkS2bkvH2ASbUSiLWSgLr07AE3E0Rf77EaJ1y+zd3NC8b3KfTrIUrxeULyPXcat0jOppJmCYpU3opqSfjYUuxYWGIpf/rsNkyUoPlIlKwvIHM5QPHe65/vPcLjoZWUprgaKHzxW5TrwSWaWr+9HibXKmomkl7D0IodFAYm2TPfpbgNt0MK2QVnc9ZzHCcWlEpFmXhfzeeXG/ptzoSRmXm6HuOnf/cYN9/uircnVQ/FPONbbL7MzQ/EbV9lVQRzjpWu+yHOZfa9xQfGisqX/HJbi+8azp58Dih/5uXKftiy9rYJiqxRipXdDfhcFvg0FBIrXU2UvFHtjSyqdwnTlNCf9cEtFzAe7TzMUO8GVAag5b0HxKvs0sJxiJc8BxYffxyAYBMV+cW6oCZh+4BhOsIOJsBOKn1V1Co26j373iQkJrE4Mxbv9icEJcTy6LILexxeKB06kxHuVs9RiBTSSWx0OijttTi2pDqGhmGvoHXQr1U0ZTc19dqWmoafyB7lcQ7w1SnzYUPzSRRSfq7J2sxvz/GcZPNoUii2rDSZNCorPdrgse6DYlYQDdQI5e/Lbt1BidrA1xn3fuZH/YF0CoXj05cp92lUKrNI7wb/7QXGImH3tKcBQ/MWzHNOKCR5i45Wl+Ezf+ptwaUe9ZnhT6PIa0JMtxYDiVCcqdgEUv8aXx9mX4QIGS/Gm+6tFBaO+JbI5q5jiaqH4AF7A8rP0ltPNhuLG5Zw8xa++KGdfT3ak2NezKM+W4rs4Xg1jBRKRcRkmBxRnLCg+hJp2/R/O3quz6ZZzjwVIMaQWsl4obkWGfp7kWi7vQZ4gfm7VDMW9d6PEh1NVjGPTOrucip/F2Uy4E6qPujbK73QWxT6c6imHFWYxxz5UFSWM/CbBZom/1tyD3kfrqZ+z9iSwf69kKe5aXRwuP+P6XoFZ17mEjpUkze++UGs2yom2AMalZES64kCx966UMGqwAyjwLuCdhWdPDu7TKA1kNbPMjgapsHrqxFY85g+oAoorZLluNRRb1R6QtMnMkM9Q/NLFdry0B4oDblhB8cO8SGY29rRY9IqC4sGTiIrN4SzFD0xUWfF9rN/5+r6UWKvqTqPMHuYODMVwn97h1FJMsRuKfbzfcAz9fjigWNfU5vj/CR5LMPbLjbmckyuiD2HcNJsfFLvfF10LORCKXYkCdSw/rMS4Vl8oPgqW4iAods0XMZfZ71oDim9gK3E5jyQHFN97BFuWc0hY2X8U3z7eF1iPG8er+U1oKP78GbvP6cXosO+WbCcKfJMKCBSvp7oeKEZMjVXHNOyhTTc+swwEVneRHVBDsduVCSuhqOXKyReaVtunU1C8t20RwQ/IDhj78k3Pym65j332kMmUfvBYhllM+pFpOmZlZm045hkFxRUtxYMov8PplHr058pSDCh+91Zyr4jnxlxBXC7GYSn2/zi5deUs3Lk1JSguM1nDB0lBsSocX6lxuYCDb6O6KWPYTbhp6CmUmXZC2d3Yiv6xhuJHeOKACQQawynqtma6tREUD2IXc2214fq+sYSyFBtxvIh5xaKI7T7tcjFvPPRuamnfmxJv30yJ2aWyQpX0yY28hDOdZx6YQJHV3tgklIBoPRQnPZkszfcj6Nq0FhqK4/Of5Yk2Q3GqPWWeOMu3/mYJiv9s16rFO5YfcXYJijtvbsejc0zt0vdKUIyY7Hduti/rW4fiQ+9m9+0IoHjlJ/6ZV5FoLtVJQfHmB6sEVFZtdOijS0+x+zSS6MXT1DjuTsrcM46advkDhwJoi0dlKO5GkUJOQbEVN8aW4lZDsVV2LOD99oNcgDQn2vKDYp/Sbabba6W+7/c7Q/EHd3msL2bSporHbTUUq0kwsvOubxI/XKPWU3v1oF69mUW+UumoakGSz7keUAwwUdmnlbVYN+QBQHLFYu+dHXWObSh+60aGYkAMvlO6mTWrq70XBxRXMSfQrr2BY1ui3iq7F6nqGduANfRkR4Z85A3BQpfOZJ3f7keUH3IyZe47omyiP4biTx5yZPPm75sDin9C1NzsWJz3uy92n0aejmjS95tYaNeb4usW8q7Z/a/nuYMvFLsWFIIS1un3wwnFw+3Fzvw2/okAc6P/xWX44G2AcdNsZgy5/rteZNT/1gtuoaHYKmmG8BYsCKGcHRZgzdaAxJBwn7YW3R0/uhaVeS6z//UlKJ59PUXXAoqDPZLY5fpQtQCQ8YPiGSdTdO1CwnWghYbiz562S4rp727FcVE2EAW+BQUEitdTZA8U992L4l88W9VRTTc+c3VaQfESKgw6TllkXZMluFOjlqs7+QJW95r7jXJC8WH3KEuxa2U3FBTveg5hUoeaxEiuhdZwzNOcRdms++h30/iAIZNt6tFT2P0ysvJzjoF1f/z1KiwPvrb7dCkTdzlBYQ2CBQjJHlA6qZxbHzJVt6QBxSrbZqXGCYIAxXeOpebeO3NdxPTDPyq7W1kohmssICHdtWwphErXhd8BJcWu27KLuXYV4z7BUHy2wzqroBgxxX1V9mkXFGcPvZuz8SIpSmKOKlkTpiGZCCYESD4WWa1W882GOsYKip31scMc22+bUFBsZUxF8rboF89R/POneTUc0FdM1lP6ybN941L9objegmJkf+9ExU6b2l4G7Fa67H0Dirs76ltCm5YO/aq3FG+6P5+jakuxDcXLeHIZaVzmkZBj6tOdeVGIoRiwaEPxn+0s21ybWUPxIXdQ5t7DqGnn31Pylb+RtniUh+LtGYQZihe+6IBieEvEP64+26hddiwgI66fBVlBMSzF93BpE8qttcup+I0TCFlBGZTWtkAobkWuiaqvQdcX7rTZei+44dxaT72AifADJF/TrSIUd96yqrhXPqdPAjx9PhNi/LQBdKDPw0oMONZNJ1dUUFzKrF+C4hsMKD7F3u87geIKmkFzXYu+Gk8jnSzNbW33QrECsMy9h5e1IPI3DjHFRokrCMdjAyzFzTmOg6ViMRwU338kUSThmwm5UNeL4g2L+LmgzB4WaVDtQFmKTytZit1W9oB4aF3vHKWnUMKOv6VW/C7+Oygpng3Fr/2Tx02zmYsg+u/u90Vvw6WRDrnNA5DuJHP2M9NQPHkvomLecV4FxVfZi+7lxgyeyxxwgxOK18z39Siy3x0HFKs+4bAUz/ipBcXTeZfwUPyUvRCDcQZJUqWJAt8HBQSK1/MpuAeB1sSkmW5/OkMhD9Q9d+KPe2HbY/0tsvE0tVCU44sQg2sOZM3993FB8VQVU+z6iJWH4tso/eBxDLOAkdRz51DMsoIzFCOm2HU8t5wMxTucSqnHTregeB5bNt3n1R8c7F+C4nClW7g0lYbiO0ZVgOJNlKXYyrZZ6fGzheuQ2xUU9xqhoHj6SWV3azj2WeU+/daN1HAULMWlUlawuMcWKEgoVx+w0nVx/3BAcT33AayOl6C4BKJY1AAIFev7cI1md7wVVoPxUa4eiv/OWbkDoXifyxQUVyjdFeZ+edK1WeXs7nqyXoLipxgwFRS3o/STv/LU/MaxS1B8Pvdt/luiXrlPI3yBoXgT28uAoXDZBwqKN9mP3YXhBaHbekEx3KcNF9Aw+sDaz3WKs8s53tCsUWmPDYipz3Rh6FZQfI8BxeerhGLIuD38l6p8WyxFjeOmWFD8O0q+guetypeUSwoEbbDwE2lusqC4KyEDPsZLnb06zD2Z29gZ1t2Z8q2N/CDXCcUnE2XX2HkK/GIOdRmUaq9Nb5/f8ZcU/+BOj5VNu5y39rjV7Kcn/dXs47etnbjLgg3tSaC3rQjFrYDzoBrUOKcJMX7XyyUMAcWIKzYWhHghKNmeir2HO0o6OaD4g3uUpfixU+1Dm9/iqi3FxuJKNRnNK1n5vxEofvFCOz4ZoRQoAVQZip+l+NwZvEhmNp7/LHpVQfF2JxG1AIpL3jN+zw2WYlimW6JxT9gBj/l1G1O8QWUTR0WBYvftAqDY5a4fEJvvC8WWezn3s4CcB7nRl1HzxiM4WRvGTcd9996VEzqazf2+YN/Y4lcpPBSrBHf6mdRN3pOoWHCco2H8NErOAhQrKC3XeC6D8pI60dbs6zghoN/iqf29+KageN6T9oIZxhnE90sTBb4PCggUr+dT8ECxUe8u7KHNxDFmpkq4PCn36eP8oTiWpJZIDPkIOaFNaSDrTQqKb7H/BktgFJZiNxSXWZnOHnwrZ4WE2yTcfh1QPPEpBcWuj6L7nuG6lt/h55R6/AyOSUQtW8QJu+Pe9AcH+9tQvPWRHjclP025REW+kRrH388JsYISbGBfuJa3pBFT+Vaox8OZERmK97Wg+GRHLUvfjzxcyz9+gJJvIdGWC4o3GUuxha+omOJV3rq+oS7K2ghQglVz6Gm7imGhJJYiWKxMEPVCsYJo3bLjplCxQz/OSJl4S9VxDdOQnAYTIdRujiBbqauhjnGkCZbi88McruI2ZkbYoI21FshoHl3wPLv5w+OiaY8/UzFRT+mnfuWboVyvWEM3G4rjdZQf8SsLijtSseMAe0HFCcX7Ukumu6OUB0rYKEtx+Wzl7vuAhQqTofWC4uUfOZLv2WMDwgcy3Xhypt2YdV3Opt3Ps9zES8nF4J2ioPhwatr5t1znVVtTK0NxFwuKX+L+bkNxiLJavu+5FQcfVCbGD9IUFO/KGf058U8OUKwyx/odx7QYVeyMPhswFKM+vCtzeDUZiFtzXnMfJFpc37GF9bEWH7RXD94f0+Mj6DnYfa3jplUv/JWFYitLepA+XK2BLcVLeGHIvo7OW/BCKUPxm6UkgrBO4Z1HGbX4hxqKT7P3Mxcyqk1eZnoc+GUmDroHAFO5xVKGYnzvInCfDl/Sj/MfALAM6yiugS3FL1xgHwteI/CoyNxzaNnxh8OnPp3uqPuM47UKiic+pSo6oNzQWmURNluhrifFG1R5OoTEYNxFsku81wjNwjNHIsCwCxf6/XBYiq1a3DhHUHhHbp9LeexDWS/UaTebBl7zbyhlaX6DYeTAgnQwFKvs+rrpknf6mfhD8UPKUvxpZUsrxmAkDUV5PegYn32tqlKQXRE45Djcp+85jCINX1EOVRwGqEzY6emTlKXYsvSGshQP/Tl7HOpEcbUAxXPefpcuvlSVuuy1cQ869/dnUaeOHdZ3qJf9vwEFBIrXU1QPFLfC/c50+zNXlZHpEAN+IBTzxC7Dd2Cm6UdcFiZhTii+i6KIKXZBbLmPPdcpnnZiCYqf/SPF5j/N52tgKH6ULUflGiZUDMVP/JKPE1n5KWdudFszdL1bHKt6KO7OpVayR9xHmSmj2xaKkRkRUHzXfuxihYm1maHU797Ziv7xgyUofvEv9kcLNSsZiutgKW4DKO4G9+kppSRssZSCYis5lL4+DxS7kpAg0zgWDADEAOOwrQTFR3JpBnfDc0W8+7cLxSq20obieY/xe8RQHK+j9NO/KQ/Fz59P8c8sS3E8Q/kRvzaguL+9oGJCIaxKgE2zhNj6QfGbZd3a/J6Pw1K8/EOK5ErJ9/T2HFNvQbHOiFyC4nN5gmxm3MZ+SOCVuW88NY34DSVfvcR2NSwLxcj4i+z4xQJbUBxQvNmBodz93Pdoj5MBbpF+MYQMxb134UmsguJVdpIcv3rAOvYybP93bwe3cwXFzji9asCotee2n3GHAb5uqNUeV+upYQOl+cz3uCIUt+I61guKNx7BE3y2FBsTfZVHoiMVe+3kSDJlQ/Hs67haAGKm4dFkj5lGJYnqobiUzbiaMl/FCppBc9t9etWnoR+pDVjb/9hRNo6h+Pk/2yBuQ/HUcaxjUONvHLJPG3WfsS3HzSIRISzFgxBmBEtxaXHe93s58UnK3I+Y4phvyEgh04Pijep9gvcPwlacULyUMlMPCQ/FlsZw79Yl9LSrMs4RFN6hKy34Q3EpJlnfo/t90ecIDcUIz/l6DuUHncBJAutu20PlkDFaw/gqoDjdmWDoQHk9G4oRZuPznbDHEtNS7AvFP+FkXQ1HP8q7hIbieY/bCzFY6GmcoL63G2L7fP4Cuvyq6+nMUydR/359aMbjT9Ocd96jX546idKp1IZ4yz/oexIoJiJ02gsvuYLWrFGWsxOPPZL2H6PqsKGhE988WSVWGDJ4W0dn9kCxkcUwbM8w3f50vB5/YHrsYECxM8ujPjZP7BBXXMjap+OJ4CZjnVA8bgqXYXFDbFkoPvAmSj98EjXt/Dv+UKAcR8yKl26Y+CTXLHZ/FN33jAkVVp5TT56toHjFJ2z99UCxVdoH+2fuGEORwrrQpVu4XnMhR9kj7mWgLm8p7qtiKsNaipGReNwUhuLixjtRE0PxyWUfLS8YAIrfttynTSjuP4pii15jV9u2hGIzCZuZMVlfKLttfz2bivW9OVGUGyCQaRwTMsQTw4U6bEPGViR1C7QUj7pUQfELfw57yLLbhbEU66zVubFXUnTBCxT/9FG2HDmg2CdZk20pNqAYujYN/zV7auD3lg597dqrZlkxWJXQD80SYlgwaOnYvxWW4rGWpTh4UuonkoLi61WiLUCxkXxPb49n3NJuI5646smfDcW7/UnBv5FxG/vhuJn7j6T8iN+wlcSe3JWpQ8tlcAKhuLILvN/92eNkUB1fn787oBjZcAHFOkmOj3ulOTluTYdlKH7vDo+VzRzXW3PcavbB4pa7TnI1+9vb6hjlzluwVUd7EpS+PXUODyXP2N+K64AVNMhDQmdJD7oXzsEBKIalOLfS3kzlkehExY2HObJXe6H4Qko99gt7P6elWGkQtplu+NVBcfln12oo1oDlsrYzFD93nr2IogEMkGnGZbvvG9+4xKczeDwwG4dWLH7dguITOedJJShunPCESrSFxX2fPAiFzEYUb1TZxDGmw+rNUNx7F85XguusDoqVxro+O47rgOIATxYNxfCWiX98v/O+DUuz/sH9vuiFCYbiA2/g/Cdmc5cj0zkbMD6jvnTdbbuzO7rZGo94UGWfnlfZ/RjfLyRPLUHxfyi6Yq7vd8L+XjigWHkP5JCwcsBo3iT98I85WVfD0QpqBYq9IwT4YeGiL2nSicpjzA3JYccU2e7bUaDmoXjlqtV0wd8uoxOPGU+Dt9uW3P+G28PNt0+13R2uv1mVCNId3APFRmxK2Edouv2ZJUFCQzFWD42shFhJhgumw1I87g4Liv/XORCXc58+4AZ2FYbbJKxKqWd+z5mT0QDFibkzKPHaP8reJkPxkJ9S6qlfc6KeyMq5CopdK+L6g4ODVQ3F6S58/9kj7qHMlH1ttz+/C4M7EEPxkrdDPR7+kKBO6537cXZsuFyhYH25VhaK++1NscUzVUzx6s9CXUPQRoCyZrYU3+lIwsYZkxETapTLckOxO5M5PpZwK6seiv/K5b8y9x3JpRncDc810rSm7aA4TMIiKyGdDcVzZ/AkmaE4lqb0M7/zXTgJhuJfcYI6huL2ve1amGZZMQXFXRylPFoNxQMAxW+WnZT69QkHFC/7gCL5NZ7NOHygXQ8Fxdbkz4biXc9R8O+CYoRepAHFw3/N77uuW+uuNe6Y4HUfxLHJmMSxpdiqRckxxZvuH8rdz33x9jgZlJ3Z5+9OKP4JUXalJx7QPI92M23ti4ms3fF3b/c8O7/stK09R6X92gyKrRPpBcyqobh9H7YiVdP8ak3r/XVCuKDjcQ6O7HKVgdqwfnGfz3SlYs+hdmIlHMMBxew+/RdKPX6mfXh49SCZJFqlWF/3NZnutNXkGUGSTNRUD2pYzCxZisN7GtmAZZVf08dXUHyuvYiiAQzuyOViTRmK5z7M8bWO96f3bio7P1uKTyBqaXHkWfAdtyY8Run7juKfzMUMvW1zujvFsmqBUJduhLs1J9pqDRRbpY+cUKzcy9GCkjnqpJLwtsOit3PcGMaJLM2GUpbwvLHvo/t2PO8IgmJ35nUPFN+6m0qsajQFxVfa1RLKvWsY17H4XYLiayi6fK7vd0Ifx+E+bXkPOKH4JOU+XS0Uf/qobRTAQk/jRPWetUVbuCJLS9Y6s3S3xXErHaN3pzR1b5/0bOZmBjdjVDqu/P7tKlDzUOxetcnmcvSvq66nwYMGsrUYHbp3r5625dgNyR4o7rFD6Bq4+lGbbmhmFkNM0GD1Ue7T/pZid0ZqHBOr7QzFRtIfDIaxL2d5VnbL1bRE+YP0jEnsNlnY8jAnFE94Qq0Uuz6K7u6L4zMUP/1bBcUrPuZJqXvipj842N+G4pClW3jyXSxQ9vCpDK/lEsBgNRYWrOiSd0K9afwhOQxQvD/BnT0/BFBcSsbidxC2orOl+CYVU2xYijFBii5+Q1mK2wSKB3pqJprJofT1MRQj0VZ7JNqa6akBDLcqTH5RjgllmcI2nYmyPBTDUlyaHIQ9tt92Znb2SsfBBCq64EV288MkGTFexTig+Pe+fcQXimNJaoL79EsXKSiu703RZe/xqc2yYphAKyi+076s7w6Kl1GUobgUM25OcjD5ckDxwOM4FhoJ9Rj+uQwVYtLVM8uOu5MtOSjzhfddw3BFKE525EmcB4o32TfUJM79fINKrJTrBw4oRjbc7ApPPKC5vwb+Sn0r6HcFxZM9QOGXnba156i0X9FV77TS9pV+t6HY8iQofbecdVA9z6tMeaWghRXyMQAAIABJREFUc/rVmtbb6sWboH053Ijdp5d6ShTi3SxuNMRRM9eG4lnXKvfpPS/gMB97zHRAcXUZvc3Y9KqgGItuPmEoJc0tKG5pqer7oUMd3AsLCorPsUG8BMUH8dwjqKlFcUDxPx2bcD9nKG4iHAvNnIf4Ha9xwqOUvvdI/snPu6U51YViOXUtubH/5u8woBjnajKh2PJoqNifrYUHUwttxcW+QYt2CIeB0QJ5WVCOyjFu+Mz7UMrSXJjW3wssPmcPvNFjKUYVjchalVAMzX5mA4+j/LBTfa2wCor/z86BUe7eMa5nD73DguKrKT77PxRd9jF75QU1JxQr74HcHn+m5gFjeBd4ErL79AQFteEsxT+j2NxH7f4Lb8fGiaqqSVu0K5+aR/fMLOnYFscMc4xTR21C43fc2LOpmyEEisOo+d1tU/NQDOnRaV+dOYvO+c0Z/CRuuGUKnf2LkymdTjkAGb+5IdoLxaUVx9CP1XD7M92uMEGLZFeqOsUvXRT6cLBCYmB3QPEhkxUUuyy7ZaF4v2sp/cjJbCHKb3U4gy2yzqJhEEzMnc41+8o1rLDnh0xioIYbdmT5Rzwpda+I6w8OjlU9FHckKjZT9rC7KXPX/r4JdPQ1AghgKY4ufTeUngBMfVxY7guDJzkylPodREExEm3dxLE2gAvt3oQMqXBjV1D8eahrCPxgdduWmrvDUqzqCNr3iIzJO53pWEjh5E1fzylBseugJSi+hhJvl48BM3ctQfF43yQpuZGwFK9yTA7W56bNMimVjsNQ/MULCoqbVisojqUo/ewffPtICYrPsy1EOIeuz8tQ3G5ju76iE4pHc78y61e2HorHWJZib0mlcvcMi26c3aeXUXTp+76THSwKAewZijc7iOtb5jUUW3WI3YsqSMKWfmACJ2/D+47keVgYcNcaN68NVnToBUsRShxBm8YjH1bZpzcZG2oS57nXILfpMqLAqobkOHB3hGUI0OR2fTR3L1dmqlJ/w++wXDEUG4me8He/RDxhjteabSpZG6s9pk5MhDrzjrr0FZ5HufJKQdewflC8gwXFy5xQDO+guu5U7D7YUR7IAcVsKQYUn2VfmpkcrdqM3g4oRpztgudDye4GI793oFjXk/9czaKqXsByLyxkD/ov157WIG676t59IC8gBbUGLIoDil3f/1ZB8dGPWFDc4ruQ15zuQjHrfcqNuYI9tnyhOGR9bu2mDEu29qYzF8OCFl51/gx/KB7iKfPofl+KXVV27EAodpUj055I+YHHUn7Yaf5QPP4BSsy80s6BUa6T8Vzm0CklKJ4FS/FHjnw07v2hFb4raNql3gHF00/iBRX0B7TwUPxIaf4TT3OOmrZqYiluKyVr8zgCxUTE1t/Jd9OadQ0cV6xjirXVeP/Re7NrNVolKM53244SS8O55uou1xJNUqSo3D2aNhpGya+VGw6OFc2upMZtJlL9606353LdtZjuStn++1Ldh7fbm63c9yZKLJlN7d683LFrodPmFF/5ie/hVo38N3V8+he0boczqXGzw6jDC/9DycWq7MCycdMoPf8xajfrirJvTqHjptS47Y+o/Uvn0tphZ1NsxSeU+fRBam7Xi2LrSpkmV+92ITX12p2P1fW+/Xmgbtz0EN62UkO5Dbhprtj/dury4DhPvKy5f3NdDyqmu1Bi+fuVDsu/wzq14oA7+Lj57kOoYdsTqeMzpYmT30GWHTaD0p8+RHXv3UrLDn2I6l+9iLXi59tzBCWWzKFi3UYUWzM/1DUEbZTvMpAKXbamzCf3OjbBNa8berqjz2T7jaHE0reo2K43JZa86TnkyrE3UKHjZlT39rVU90Gp31S6wDU7n0e5viOpy8MTKGplCDX3Wb37xRRtWk31r11c6VChfs/2H03pz9UHuFJbtfdllFz4EqU/m06R/DpaM+JP1BJLUIeXzqWWWJoizaU4fByrmOpIyw95gNq/cgGlvih9pNfu+Buqn3kJ/15EfNtKFVtY6Lw1xVd8wP8NDYqpzo5nsWa3v1ChfX/q/MgJlS7V8Xuu7yjuI9FsdVCM/p9570aKNSyn+ApAcaPnvM3tNuZ3D2NMdsB+lP7sEWrYaiLVfXgHrR32a6p/4x/UkmhH64aeYT+zFfvdwvewbsgvqN3sf1Oh0xasQb7LNoHvEfomv5dElPzyVdZm+SH3Ube796Zcv30oNb96y4A5ToYVtLluI2rquTOPIw3bnEDR3HJKfzotcPc86n4vC7dg5neQdYNPpcwHd1A05wQKc1wPe+2t3c49trb2OHq/5vb9eKxau9PvqP71UmJFJPSLNOcCD48xLlplWTF8u4L6ve6ngeNh9yEURTkyuFAbXhLQo1jXnfJdB1HdB5Pt3fGu452ue/t6ysy9jzCWdXj+t/bveKdTX6jEkoUOm1B8dXh35aYeO1Lyq5m8b1OvXSm5yFmuJ+ge0F9jZTSD5gqKW6r6fuB9TCx/jxq2PsYxvq8ccx21f+lPFLOypeP3hu1Opq4PjiubgIm//58/yuOB2fj79vUsns/geSFLdqXvCZ5D5+kT+RvuHpNx7OZUZ4pZ79PqPf9B0LbzoydQU4+dad2QUymaXUpdHhrP36/4qsoZuZvhKbN2ETVsdYw9RzLnbUHfmDW7XUi5XrvzO5D+zJnt2W/et3an3zq+wXrcLHQYQKtGX0Nd793PoR3mJrGGUoI+Pb42bHU0NWx/Co+d7rb8oKnUbs5Vju9VUN+CRXbFAZOpy4OH06qRV1Dd29dRHFBcDH6H8e6sOEDNB7pMO4KijctozYhzKNdPxRR3evynFF/7BS09TMU0+12j+3oatptEqXmPUmytChNAn248Rr1nG2KTmOIf1lOteSgG5GrLMFKka9eGMaP2pJF77lq1pRgf3sSycK65fl0l330oJZao2BYcCzVeG7eeSPUzq4DiVBee8DqgeMyNlFg62wOx5T4kq/a+nDo+cyatG3IGNW5+OHV48Q+UXPwyXxt/FD97hNrN+b+yPZ6heJsTqP0r59O6Hc5iKE7Pe4ia6zammFV7EAdYs+tfKNdrDz5W1/sVFGc3OZi3rdSwAqqgeDJ1eeiwClC8EWHiFRqKY2laceAU6vLgoZTvNlhB8bNnl72kZYdOV1D8/m20bNxDVP/aXyk9X7kX4YOORZMiPoDfGBRnaN3g06n+jVISlGy/0eq8QVA85joqdNyC2r1zLWWqgeIR5xIgrsv0oylqfNC1QKt3u4iiTWuo/vU2guJ+oyk9PyQU73UZT0bT86Zxf2Iojsapw8vn8YfYPaFnKD7YguIFBhQP+w1ryVCc7k7xVWoRqdB5K4qv+JD/O9dnbwXFc0ulOtCnGYofrRKK+4yixNJWQvG7N1KscTnFl7/nP8Gs24ia6/sqKO6/L09sG7acQHUfTeFFq/o3/snvz7qhZ9rPbMW+t/A9oE/hfcc7HV/1aQgorudycQzFyU60/JD7qdvUvSnXdx9KfVE9FFcaB/x+B2Tke4zgcaRh6+MVFM97OPBQ5UA/zPkZit+/naJNpURPPJYb43qY46zPNm0OxfV9eQK7dsffOr5DFaE4052iZTIY+91jMdWFn5Ff0/00SJt81+1Zd0A1FsF0a27Xk4rpjSjfbZDjm4h3naH4nesoM/d+WjPiXOrwwu/s/dYLio3FbSzKJL98JdQjLVbQrPVQrBawGracSHUfqbwoaAzFL/7RBnH83rD9z6jrg4eUTcAU9P1v6jmcEl/PVlC85QR+/83z+YmAcaHzw0ezV4k2DpjbNSc7UMxKGrh6DwOKe+5MeN8YiqcBitW4VKnpuUcQFOf6jKKUMf7r463Z5QLK9d6T6mf+jec+ZvOb9621vht6O319DMX7XENd73NDsXNBRC+6NmxxFDUMPoW6TXUm5sJxlx94N7Wbc7Xv9bp1QN/hBf6HLCh+6zpKLCtvwGEo3l9D8eG84LRmuAHFT0yi+NoFtPTQRxiuu967byX5qWHQJEp99gjF1qp8A1jsbDz2mYr7/VA3kOzTP6wnV/NQDCvxjCeecWSUNgPjq40pLudSGKZrmLEtcHlCttTCtsd56guXOxZcFeEa6XCfPvgW5T7tcncq5xYG91OUqIDbZH7rIyn11K8otlBBMRIrJOZOo8TM8pZiuAoVtv8R17dEbDJiHRGP43ata9rrIkKWTrTMHaM5q2lhi0M8CS387hsx2Wgc+3v3QWWhGPHWnOTKigut+EziaWo87B6u7QcXq8LgHzuSsfjtj/ICsY8fouTb/7Xcp/9sx1ByyZel7zAUr7/79ECVaEtn07UuBivCyIJrlt9CIqjYkrdU9mlXQhDW7sCbuKQFknYk3i1ZUyrpk9v9fGreZCzXsXXXZsW+iBWP5Fb719mudHCf382MsJV2R/xZ9IsXKYFMoYUsoURGMRKj9HN/IneiMf44JztQ49GP/D975x1nRXUv8N+dW7fA0ntHQEAEBcUCKkoHRQULlpiivsRoLIlJNM+SxBeTmGIvEWtULKBgQ1Fs2BAQUAQBUUR6h4Xd2/d9fmfuzJ6ZO+WcKXfv3T3zTyJ76u+cO3O+59cgsvBmkttYedAXHmWJfydm77n8oEr+ViyHqdQwwi3mw1XrnfwXyLboyR99GiOU71hhGejGaO6y+fTDJLd5EPc3FZFeKY/7P9usK9kDiplgasAFJJWUknIJoVjJzUz2xhlPQ+zlCwH9ZfH3rgTJszafHkD8tiEgQXDLpyToVu25r8vm0z1Og9CGwkCxbD59HHFnwOjFmGYmtN4cihXTcLu9ZfZ3Yj698sk8LRv9XnfaNms9fcAe1npm5dCvEP0GFTcCtZxB9G66DStTaLO+8Ntlljc11X+6Jrq7vg00fZd9ivdqNMX4rclWtIdsG8zpXv9uw/2I+zK87EEIfT0bkif9kQSEVB46PaJdqqS8sVDRiHn8yW1lFoqRbwc+PN8P5beq/NaV8aL5dPSd36oRv1VT3efHAyQOmG4ddAsi5tO67z9x/9r+uexTPOACHKUmd7tRg+hWgd8PDM5l9GQjVSAl5fRySurGsrnnQ6bz8ZAcdjWJNl42e0peRgvTPZYzU1bcRrCcNpOA8fsJU3ZhajU6RojSBx10Uf/dUMvk8ocT8+mJj0D5zFM1Q9SnI1PMrVMDpkPq6F/K0ad1T+3UlyC89F629ynmnMezzKzTSbrC0PIHbbNwaM2nZT9z5ZuPQ4m9+iPZfBo1vel43pyM1iB11OUQ/OY1je98zcVslhRu32UNVV/kKW4oyfP32+ShWEnHdOXll2iiT6OmGANt8UafVl5k/Esh16B92vBFC8kD/FAcrYL0YWdooXjy4xDcvoIPisfcRQAQASvV/zyIvnMdybGLD/kofvMqhJdqzaf088bDRHowQvGtJKVLYNdq4seo/wAkT7qNgAU+KhSbpEbQ94GHeLyRJv4ys063huKyNjLY7GYzn8ZAZrVnv0hgG9cmfeRPNH5nhh/5PCi+VfWhJKkfdn0F2YoOXIcaw8NCmwGQaT0Awmtmaf+MaYQIFNebOtpD8aOAkIdBO8JfsZtP20Px33JQbBIojvOH4giK175EDlwaKDaKVKxC8U2aQwb6wqMsCRSXtVajZir5W3EKBIqjVZogTnjR4xiKty/P80u1E5UGitFn3uCQSaLwNu9ODq6Kb69yUFaiS5NLlWMx4vZtpMv4GU9B7GUM9nIV+b0rPqt8UFxFov0SKO5+KoS+986HzEouMhQPJ5drGFgHU4qEvtWaPtL16TW1k7fhgW/olRD68sk8LZtVTmcn/VjOWRewx237CmQrl0Nqe2ZRwHMFrADXbEwIqUYRiLE8wkF4Vb2WM+9bg5fI8X0yFFPBg8hFUGUHwO8pXV+F4s8fgBD6FBMovl5t1hUUt6+PRow+7ehXz/LYygzNpys6EK2qxGFppFz26C8WCBQv+I0aLV2F4ufGAiTzA/Upc8AAkgSKdd9/4ju/Y5kMxf3RfBqh2PqStXbaK+S7bfZkw81AykXSV7JUGEJxVS8137LdOwHziONclbFpMgl0GwWhjfnmvMoZhY4RovRj9C7ErB2Yvkktk0tRxgzFrQ4n8StS/c+XfYoxT7HuIVC85B7m96kiaydQXJ7zM9dC8cU5KH4PIF0L5TNPs93mTRGKbYUiChSNBJo8FONK0Lc4+N9u8hS7PVTRL1f8/3hbmz7iYj5NcaQ5yUGq0RRPeowEgggv0foUW2qKR99JonGihghfzJhrGLU++MgfxVcgvPQ+y82MB/D0kZeQYFN46A7sXkUCH6G2ls6DqIXi04i5q5IyxvbXEopBHUgQnzKT3BiT3M0G/pTYDkJBHZqo7ZF9QVke5UOCB1vUekcX/NqyGkbTDK57ldIUU1CM+SIx2EZ5B65DjVGHuD8yrfvnp5hBKB56lSaHtAzFK3Ka4nyfYry5xgsdPORYHTz140iceAtkeo2DstlnQcDAfBqDk5A8xRyB4qyEywXFY+4GadPHapokAsUQgNjCWwy7qNcU66FYPtwQKMYgbbkAaRoo7jYKIFqlCeKEmoVsi178muJuo2RNsS5Yk91eJVC8/GHyuyLaGoMHUyNlqxCKl4Eiy3oolqNL07mZsQkMwhZ75WIVihVIstKq4t/QN5loircuIhcGDQ/FP4LAoR2WOT2t8rbbyR//nkIo/uKJvDQnbi2IWPpWyjgJcGXVvtKe/pBvlPmAbgfXnE6NxDIHqzr4DQqvfta0Gfl7uZ9os+j3P35rss06ye83Kjq8FopnkUuz6Lv15tNaKObL/UznveUJsmYrMwWKIWuZukkvJMWqRS9DGYp/rVql4LsA93C5LRTPy0Gx1n2KDjCGlxiyptgOil8mQZzMnmyoEqS0DOj1UHxeTlN8Tb2mmBWKc7mwaa05/fs0ixaeHPlnYuUS+bDe8ksZs5EyRLG8UcvkIoujooBEn9ZrinU5upXvCyokiKb46ZPyRIQX9kRTzHjJqIHiZQ/YpqakNcXlL0wkl07KNx8HU/bqxRDY/z3UXPgBBFI1UPas7Gts9SAUh9a9oom03dg1xXYyEX8vHgkIKHa5Fvpoe7z5DPM+XrnIrvjvrqAYNcWrnlKbx5ewDMVac2fMmSeZ+OEkTvsn+WCihgg/cNEF10JwyyLSpgzFL0N46f2WEsT0IOlBPyJaJ9Q+BXatIpoavZlYcuSfAKN9khftzBwU56Lj2i5RMAp1gaCcg2/2mdZQHGtFUlY5gWI0sUoN+rHGxM5obGiCS6B45ROy+fTCW9XokIrGyIu0KaZQHIzKpq6L6n2KMWVQvfm0ARRPeJhoUiJL7oaQxcFTP9/EiTdDptd4InfUwuX93XMors8darcvMFJpPhQDxBbealhVheIP/ldzyFBggEBxtIV6mUEDFDH9J1A8V21bhmI0n0YzQvYHTfSC6JdnEf3VqDUmKI62gGyLHuRdoEJxzixViS4tQ7GcmxkfPDjHXv0xOSzjAUyx8rCF4lAZgBTKh+Jup0BoY2F8yIimuOOxxGUDI+vixU3oOznondFjFY2fZQVRoyNDsVbL5taCiKVvpYzeCoenrlFZpT209KHfKXbt4u/FKMWOVT1rKD5PA7X6dvB9iNkayGUS5TpArCOadZbdQyhXkzwoHnELyZKgPPg7VDSGvLmftVB8LIn2zvLYQ3EEshWY9oUXivuBtGcNsfiiLwYIFL99rfquQe1uathVUP7sGADKL1s/9ppzXofwt6gp1l6Ka6C4//k5TbG15VHt1LnkMtv0NxkqByldQ/6spG4sm2sExT1VKx7LPVbeloA0bXmggWKTaOHKGSXyYf0lt9KPkTJEsbxRf5e5FGXmUCyPS22zZV+Q9q6FVP9zc1B8ct60CBSjpthAs20kAxqKw8vut01NaQvFr1wEgQMbZShOHyKZQ+weAsVrX9a4WwkotpOa+HuhJCCg2KWk86GYL59h3oe9lfzxwgcPncR8mldTHK6EdJ8ztVA88REZinXmTkq6DSMx4K0s+ljhYRhvVVFrrHzca86dB+FvMEfeA5YSRFNLMv6P/wKpY6+DwM5VRFODGitaE5Yc+UdAcMOnHoonWfr/0R2jCTX6Ppa9iIG2LDTFsZY5KJZlzPIoHxKExtSgS0hqKqsHoRhvQjHdgx6K1VyFHuQSlaH4cI0fKxlXMAKpob/SpN+yh+IZ5BImsuQuCFHaFDv5JE68CTK9JkDZrCnEX1P/EE1xYj+XpYNVnziP0AY5aJndYwTFdXV1EP3wj4ZVzaBYgQEZipsT/0ry+8wdWvD/p7ueDBBtrslf6QqKty8zNSM1mzcbFFdBtqoH0UQrKWcUk0otFF+navfR3xzzUSLw4SFYsfKwh+IYgBSWoThnmk7Mp7ueDKEf3rdbPk/+ngfFh7Zbpi/hTb2jHySB4hWP56XDcmtBxCMMvPQzuqDiaUPzblU0a8f+Ji+ln1WbVvnizepZgTTCgT79HN0OXjwQn+LEPi0Ux1qSVHQEiilXExWKl94P4bWziK+kForrL28KBsXhZnlWBnpZ4VigLqO+h1jWtV7rqJUhgeK3rlY1+ioUoxmsibUV9kegGC3FdN//TIdjILhtMRkSAjjRFK82N3nHcrVnv0S+22ZPNlQGUm4sSupGQyhu3oMpTZXy/qK15vS7DNMmBjd/lDcc5YxCX3IrhYwsTJS87koZ9TLRVFOsh+I+IO1dR+K5EE3xM/nRp2Uovpv5ktF7KL4QAvs3Qs1FC8lFYNmzY223owzFcwFN2JVHQLGt2ESBAklAQLFLQedBMeOL2fQDQOXaQ5MnSFVDeuDFmqBJdkPGw0g+FM+QfYr1UGwxXryVRQDEgx7638TevhqkrfIHj3wUEYqXPWg5HDyMkEBhn/41B8UriaZGfyOOOWTRxxEfYlaUjkO690Rias3yIAjLUHy2YRAl9cNEcs12UC8eWNqunSabdyE0Ym5D+uBkVL/2vHkQWvcqhImmeL5GU6zmKmzelcv8zagf/JBnWvfT+LEq5fACIvzZv9RqaPYV3LnS3Hxa1RTfCSFd3mMrGWEuRlwncyi+XfYp/sSb6NN07lC7tUuMuQuCmz5S54NabXyiH/3JsKopFB8rmxXLUNxMDRBCaxXR5A73NGoklQddArIt0XyaU1Pc9WTZfBoP9xxP/MznIbQc8xTvJObRRg/OgWiKd3yhBrxSNCYYO4C4VwSjkByOmmI5Nzqa1sde/xmkjv4FOQQrfp90oDF9X7jP6zCPLYHizzRQbGaeyDFV5qIaKB5wEQRqtmmCqOWNOxcMh7kDXcHU0CtyUCxrtpTHLWzzjAdjJtAaJ566hnsm5+qiP+TbtYsXlRgwkeexhOLDz8kLKqiRcat+5DeD2mLan57kF2/eFTKt+mouEDHAE8ktvvQ+CK+dDckTb4bI+zeqTdKXN7y5nzPtj1J/gyS44jY5PZPdw3KRgFZGAAjFm+2aq99/itZRJ0O88CJQnIvuTII6Db1K/QabdVBzzmtyoM08KK6fK15iAARtoRgv82JzzjGdC50+T8kVXDbnXNl8+phr682ncz67dkJRrNRorTltyWEWGE05o2DQUP3FrJGFoHrJmBuQeplIoBgDbWn9b/UuZco7Q4biK6D8mfzo07Vnz4bw4ruZLxnrofg+CH9+P0gYe8Li0WiKn59A3BMU6zCsVvbyBbKm+KIP2aF4yGUkxoOAYrudKv7eEBIQUOxS6nlQ7FIDSB+e8HYXUgf5oThUDum+Z2l8eeITZhCTTDR/1BwkLD4k+AFCAMTDMJoext76FUi5j7sMxXMgvOw/ti/V9IALiH8rfiQCO78impp8KL4F0j3lcP4qFPeaYBkUh+6YQPHp/4Wyl6bZQzFGft67lnnla6fOIebBMhRfDNH3brCsi76TCEeyplgHxTlLAN5DllGHllB8zLWaoGq2UDz+Ici2HQSRxf+GkC6atdVkk8f/AdKHTSKXBrSPuFIncfJfZCj+9K/M8rYqyBO52AiK6+oyEMuZBef1E2kma/bf/4PGHE053OCBHSIVqi8UfRAiUBxpprFscAfFy7n9MZmgOFxJTLqDO79UA14pGhMlujRaGhDz6dxFBr47YvMurYfinFmsPRRHAaRIPhR3GQHBTR96sh/sGiFQ3OEYEtwPL/ZkKDaPfM2rEdT3j1AcXvFoXuRvKzcVuznw/l1/uOatry+vQoTunWLbLl6KGERAt6pXZ6EpTfWblh9UkGoMv5eqpjiTVP9CLrOqukGmZR/NBaIGitfMguQIhOI/qPXoyxve9zUdbTxDBd2yk5mVlZNS1xkU12sdaRNyAsXzr1LN/UlQp2G/sofiaa/KUKy7FKfnijCH7hN2MSriU56F2FxM32T80PnJE6fcDpmuJ4MrKM5ZqdGWB/S7zMwHPDlCPqPosxPgqI0uvfKgONevbD5tBMWtNRkHVCjuN02GYp0PMvZbe9Ys4vIU/OEDu61F/q6YqifGIhTfB9KuVZb1tFAsRyTXQvF0WVN88UfEwqHsWfuUTCmE4rVzNBd3QlPMtHyiUAEkIKDYpZDzobgz1w2uvnv6UOYUitEnMNV3qg6KHyZRIfU+wFaHQIyeizfn9VB8FUjblpIhk5vidXMgvPxhSwliUB6E4vBn/8hB8ZdEU6M//CgfHGzMKRQnJj8p3zhbpAohB6QKhOJ1zCtPok+/eDYJ1JIeeCFEPvhfy7r5UFx/s6yAlJLmhHkQBgUtoXjYNRBecqdaC4PGkKjXJCVTvk9xYtyDJLp25LN/QUgfzdpikMnjb4T0YZMtoPj/clBcHwnbzZy5oHj0nRDc/LFGU+wIinMaVALF4TL1hps+CGW6jCRaZNqywSkU42FcIppiOQ0J61MPxTuIq4TRg9q7uhY9iYYA/aDRt1eF4lx0aaxHp9+Jj/8PxN64HFJH/ZwcgjEFGvqPWZkE4yGzLhQlv8U8TbGJeSLrPHnKaaH4AuLHZhWUxq2vP9Gmf/FYPhTa5+3hAAAgAElEQVQzarF45mZW1jatD2cnSkRk/SHfthmb6NSG+zNcmeePrZRL9ZuaH1SQagTfrURTXLtL0zRqX+uqukO2ZW9Nir96KL6XwDbRFFPvdg0U54Ik2c45VwDT96G1Bz60f7FtfYaLBEdQnLNA018sECh+80rV3F+FYjTVpS4W9OOumfaKbD6tuxSn58oMxbno9qb7WQpDIJsif1bSIpXNOQdQoytrinfIl9aMvzHF0gXHp1wQ0O8y2i+aHpMKxbqYE1jG6NJLtbzJNaIoApihOBfvBfc9MZ/2AopzpuqOoPi5cQDJalBcpnBaZS8jFH8PCLVobVD2nDb3stGaEihe86LmAkBAse2bQRQokAQEFLsUtB6K3eaIpG+k0U8F0ody5sccUGEExeMfkjXFOnMnSyg+6TZySMDDMJoNx+ZfCVIOqAgUr30JwitmWEqwrrIjpDFq6OJ/Q2rYNRDYhVC8gOQwpYPRJE+8CdK9JpC2VCjuOd4yUqym41AM4gSKz7WG4nAzGYr3fcO88rVnvgD4EcaDPoHihTdZ1kVfNeJT/NV/c5piCopzHzpvoLg/AZMQ5uHVPfoPsj0UP0DyMPND8Q0kSjim1AjU7s4bR+Kk2yCQrNakh2IWvEFBnnQ+CSMozqYgZmbKrWqKb9T4aCkaVALFoZjqr6mF4hGypphK90OgGANtvXwh15RdQ3HNdvVAntcx5jlt0YtoCBTz0HoolgNpkcPn8TeommK8MIm++XNIHfU/EF72kGqJYQ3F/XJQHJOhONwMMCo7vi958rZyCc6gsAzFw4gGH/0lA4e2Wvrfuf1dEihe8UgeULhtl0cO+ngNPHWNyiqHeXx/0xdtbts17MsSis/Oj59ANYK/RxmKte8hGYq7EW0e7d6gQvGSe4iJL0YXpt/teNEV3LSQ9IAaMx5zZS0U15tS28qM4SIBzwiBbAYCB7fYNqcUqNc6amUoQ/EVarRuEul42NVQ/vTJADkQNeqkdurLEEIo1l2Ka6C43zRZU2wTuFEJ5McyGSVLhSEUM1rpqfuZhmIqPoSZuTtaEmBudzwT6S/WjM5RquVNbmKKIoAdiuXAYal+Z+egOD/dUe1ZL0Bk8d3qPrWTIclT/NJU8AyK554vm08TKN4PZc/JZzirR0CxnYTE3xtSAgKKXUo/D4or2mt8JXibpz++6LMYSB0iJrt0zlnbNjHQUr9zNJpiPNhKO1fkQ7HFhwSjLaKpEAZGSB3xY4jN/yVIOV/FGjSfWvsihL941HI4eCglULzkLvKxDez8knxQFG2TUtkYisdaRorVdIxQPOlx2QzLSlOMByQCxettxagUiE95DmJzzyMAmh54AaBPkdWDh60Q5nBWofhm1Y9R+Xh6cUhGzbUpFFNaPxxrPRR3MvQ3xbyFaPIXWfQPCK19kVk2mLs03ecMKJs1maRC0T8yFKP5dH2+RubGDQq6g+KboI5AsYkpd6RSvsR4XwfFOVnioQZCUVUTRWsHMDgLgeLv3lBHjYds4lPMC8VdRoK08wuHmuKHSYRl9Bk2fDClS4veIO1eBYomTPGtI6a/uWjydE5a3BvR+VeQ9wCtGbKFYjzgh8ryobjTcWpqNzd7gaWuBooHTCdgY2VqyAs/+jEoftf6f3d7WcoyV6WMba5bnsYwjV3OXF7JU81Znau4/rtAV06hSxDmHDd58Pco+xRr30NokozWERhUEi9HlKf2nFdJwEeM3itD8R817/YMZebPuy/Q6kb5DdKm1FzCMJunEyhWtI46GZIgem/+QrVsIJGOh10jp//Jpk2Haw7F9RcAqOHEmAK2UDzpUYi99lMm0ShpkQgUdzoekhi8U9EUN+vCFHxMhWLK8kATH6L90YbWVMoZRe9egwM3sjDR/15UC5vm3SEx8ZG89EX6yyyEZ+nABsB9TzTFBumOas98XjafZnRHUS74E2PvJe96/A5YPRrz6VyaLiWOCNbDgGeBAz/I5tOJA1CGfsc2D4Hir2dpsisITbGd1MTfCyUBAcUuJZ0HxS6DnNA5Jok5WLqGH4ox8iOaLK+qT4WQGPcAMcnU+wBZ+UphYAlMP4AvsdSgn5CPJ7aBDzGfWvMihL98zFKCBIoPP5cE+CJQvGOFrKnRmYklT/gDpHtPIm3Va4p5ofgxOSesxW07fpjqKjtwQvFM0q4MxdNJ4CyrBw9boW9eM4FiOcAW7yHLqD/UXGdbo6a4Pg2QUk7/QSZpfnavgmylGRTfS8z8fIFijD5NpYdy85NzC8VoEhj91MTqQoHi927QBC5RYFGG4oiqiaIjt6P2U4biN9XpOYfiESDt+II7nY1sPv0wMRFGn2FTeGjdH6Tdq0HRhCm+dTTQaaH4XojOv5K8B2jNkB0Uo5YIzbUxGi1q62rPny9rijsOJxGpC/HIUDyUmLWjRpxAcU77Z9Q/WrYEDm51PDRTKHZ5WcozIMU8lKeOVdnCQrF5cC4MHmlkFaOMHSECtVV5qcxy1hF4IUlbcqhQnMvNrnzvlPZoKOa91NBAMWVK7cWa4IVqoA41xez7VHlX6WVIoPiN/1EtG1QofmokiXBt9tROm0tM0YlVBPXQFwCo4ZSh+DnLaccnPAyxeZcxiUZJi0R8ijsd5wyKlUuefvVac018iPZDDN1PFBiM6L4POHCjS24lhZ06sdyZB/ehMRS31Oxd5QJdhuIr5DRZuodA8eK7DKNlGwkUvxFoTecZFM85FwLVm+RAW8lqdihe/YImkKSAYqbtLwoVQAICil0KOQ+Ky7TBEnibpyOHEnMwFYr5NG15UDwWc9IhFD+kGZI1FN9CEtWnBl8KqSN/qoFiclOMULzyccspYnqQdP9zSIRPNCeSti+XNTU6bW7yhBsh3XsyaUuF4u6nMielR8jGXMwk0q8lFJdBXUVH09zMhh+SM54m2j40ZydQbJLSR6mLER4JFK96Kmc+fZMa3EdNy8Bpjmc0LhmK+2r85JRy+g8y+o8Gd6+2h+JP74DQOnNtjH4cyeG/g3TfKVD+wiQAg7y6iZF/Bil5gCu/qdWGonOH2v22EqP/DcHNn1A+xTcBpBMQXWTyWzKDYiXqMkJxMKQeXJSbfBwHgeJwpSbdDx7g0I+RW1Pc+USQdn7pGIqlg5stA6goMKsc+lUozvkM43zoSMOJsfeQYDz8UBwkFiH5UMyet9Vuje3+ngfFB36wPEC6zfGr+F3rx2Wbf9ZuIhx/9xyKcybNeYd8jjGxFrWKWJ3uM8XwAlBpGyGCaIr1vvjBCCD0ZJt301hy1GuK7ybazOTIWzUXnnRqHt7LEiUfPXk3UFpjVjlYlSNQnE1r8rzatau8q/QyVNKtqd8NjHR8zLVQ/tQIgLqsabMYfJJAsc5STAPFfc8i32I7KMYL+yhqqxkeJQK0ERSzBphTL3korTl9SW22XsrFPQYf1VubGF1y05Y39NSYoThnxYcXGUmEYtTU6h4ZiuXYGSyPEtRMhuL7yOWo9V7rDBgdHB8ld7VGUzznHAhUb5ZTMhEonmg7DKIpXv285ncqoNhWbKJAgSQgoNiloPOgOKa97eNtnj4U4OEGYQ99AFlfekp/9EcZ/w39AaUti/PMgixTYOS0zanBP5MjE39yu2oanhpwEUi7vjT3XcwNBA/F2Tb9SUoKDGCBBxaSh1kHrnhAz/SeCIF969XbZ97b+eRxv7M3M0d5VnTigmLlsITmTTgH2kTWaH0xrYW0Zx1Ie9YC5ixGPzU14m3uttgqyirrnsGAOngQUPJa0/X02jiiRcEANJFKw8MU+oxDMAzBHz4Cac/XrEMAlDketPBjaJRCCDW7qDHENFxePDxBazDFF2oGlbQT+BsI7PgSQiYHCFyT1LHXQOjLJ0E68L06XDWiKl7kBAKqqSENOni5BKFyzVpgpNJs5+NsL1H0ciE+txjQLpPgEhkGjglu+5zAtFVKHgWKFZM/RftOy5b+/zgP1IDrZW8V0InszYr2KhTj7z1x2r+IxpnOZco1QQeFCRS3P5poCNFMHK00rN6lbtMZ8UQadjAdtioMwZrYGpJLKWafhVw3o/HZ5XomvraJA4ZuB/iezFZ21FhQoI85RMohuPlTOfBc78kkSrny0BfGtAUXi+yybY8AaedKUtRrKCaxDeqypgHJjManvKvQ1QVhVnn0UIwZFhA8SWwOiwejGGMEYb2lGH2phJcKgcRe2wjHCGj4XmB58HK3rmVvCH77BjGfxtSDivk0S31SJnf2MDPHN1svPPMg6BpBsdH33Mw3GdcCv5mYnULz6H63yv4jsUz6nWWY1hAj6qPfMev5ELOIoFsX7gNp91rbbz3uNVRq4L6IfHAL2XPodpPpOoK4S4W+eoZ8bxBqcRwsF8DkO4Jm21RkegHFzLtXFPRZAgKKXQo4D4qjVdy+gFZDcKu5UNpGU6Pglk+5ZqtEYUQtMaRqbH2DWBq3gsF0j7EaTRtLe3SZdI8xefkD89ogUIya4u+Ym1fyuJIDIoclgBJcSBOYw8LfmXlAPhS0Sq9j1Z0dFBOZVXbiCgpj1R9tsswrBgwIRgfa0ddHTW+2VR/THL+2/ekONeRA0Xs8hDnyPmMfeNgLbvnEtjunBWj/OdJf20GW5taO+2k9AOrCaD4t52jFuARoWVJIcNRC8bkg7d9o+R5k1TY5lUkp1mNJE1QM8yIaVITiXM7dvN+3zbvbCnzdQDENyA0tJ/07UA/FOL7Eqf+A6Du/sRwq0RSvnWvpPsWamzsx5m6IvvUrLtGgZjbTaTikjv0NPxTnejIzx0cANEpVhO4miVF/g+i7v2MObMU1KV1h2iTb7J2Jv81suyHM3wvFioT42WO0bsYLcPQPD61/Q41Snm0zEAL7vlUDtCHUYlYL1ssNvVwEFLvZKaKulxIQUOxSmnlQnPNXcdmsWh3Nj/Em1O1jlmbAql3lphP9iTEKNu/h3qhtS/M4Fqi1GDCTvyma0qGm+MAGZpEqgYiwAh8Uy36URtEqmTsvUEE0DefJ3awMKzn8epITGwNsmKUQ4j1QWk2ZNe2GURt6TVDeodktFOsuPAgU9xqnpv1gXUrfoRgDbVGB5vw6tJO0TJFKCoovgfDKJ/hS1LAKzaQcvj+JTzFqig8/B6T935PAX2aP15GbXQ6/OKoX6UVe3u+3shPJo0pnNaDL2K2t1beW93IaoUGxUDGDrIZYXP070BiK74DoO9dbDq/27JdkTfHKJ0zLsebmxiwB0bev4RIHSfWIUDz8emK9VvbiWVz1sbBea640gKkOjQJQoQWPfGFwPbMPL/egqAoak+72JhHMQzHItB3MHKNBtW5C5QCB4jVMQ5SheB5x58MH93Rg33caKJa2LobY21cztacvJKDYkdhEJR8kIKDYpVDzoNgipYSTrjyDYpOIilZjUswlUcNDoPhr2bfE1WNh2pfuMVqN0uykD1Z/U16wovMZNloo1oESq/zxUIJmaJZQ7NHFDvkYN5cDlTl50r0navII69twrSnWNUiguOdYkgOV53Fi1cHTvl6DQx/gedqxK4vmrijT4HY5tzma6KPJII8JvF0fdn/Pg+J9G4iPs9njdeRmu/GJv3snAfT7hfh+9eCe9/u2cW2yshLg/Q7TIFxcUKx9B8YnPgKx13+mEZWiDbVaGRmKX8o3AaYqsX5nHUFxRQeiKUZLJcdQbGI5ZGY1hZeVidP+SbTorObKbnY3bWFFp/jStBmMQAY1xRYXfXR51V3OERS/rkIwXhwE9uuh+DOIcV5uKGMTUOxmp4i6XkpAQLFLaeZBcahMfXG4bJpU5/0Ym/WZMbtptBikEjSD+Jui+TTn4Z53/ukep9X73vJWRjPQridZpltRmmT9WCvlMYomRtom68FlPl1CmuJcyg5esaP5Gsqn7LnxFmaLbdQ0Rrzt68u7SWWFebDp6LN5h2aiKT7MMPKok3HLUDwGwmtmc1X3HYp1a+0bFLfsSyJyq1Cc82fzOkWNlXAJFKNP8XdvQKrfNJD2faeOx6heIQNicW0KUdhWAkSbi0G2KF9FDRBEWxjGPVDKWPrIc17saaDYRPNoOyEfCujfgUaRnxOn3A7R926w7L327BchtOYl4p9q9rC+q0msgQXXcc0WrY8ynY4FjJLvGIp1PuTq+cDEagrjdGDwxuiCXzObK3NNSleYtrCy8kvnsQJU3dccQHEY05nlfluYDjKwf0O9pnj6OyS+THTBtY6mLKDYkdhEJR8kIKDYpVD1UKxPNeSyeXAb+EXp30mwD6UOBmeANEIx3+Ged+5M5s8WjSopZuz6NcopaFWH9j1yBMXv/wFCG9+1G1aD/p33okAZLEYpRtMqayh2F5GdFoybVFZKwCgzQcuaYq+heLR6ocK6wP5DcU+NT71fmiz0XcaLgTwo9jgar5VctVA8NQfFn5tWsQo8yLp+olzDSIBcICf2qemF9KOwu/Cw+jvvd5g2wXUar8EPKbJAcfKk24jLj9VTe9ZsGYpXPWX+W2KMJcHiw5y3lgjFHY+B5PE3uIDiSZq81SoUtzgMpH3f5M0L4ZNotRdcxx2fxclaatJzUoHb9G3xBMDDbxxxL8B89Wg+vXct09CIYmD96/VQ3KqfHIwyB8k1BIqXc19uKJ0LKGZaBlGoABIQUOxSyHlQ7LK9vJd/mTdaNid+g4oGCaMuEvPpteypepyIgdX82axtErWXITUBrwkuHZyk0UJxLv0D77ph9E/UwJU9Ow4CqWrD6l6apLrxT0ZTZqso2L5AcY/TuH83fufxpVNJ4YL5BsUtegOCBgZgwUeJfOrkgo53XyrlZSg+ikTPxoOdtO9bS0sA9dDotENRr8EkYAeudhceVn/nDcCGmjQl3U1RQXEukryySPHxD8l5iqkHU8lFFt5sA8WzclD8tDkUM+bmdgbFmH98GGCaJOeaYmN3GrMAYdgfCQr29rXMPrxufgy0H7vVO9osyrVR32pMFwLF3UDau45piPZQvIAEqLQL0GbWmYBipmUQhQogAQHFLoVcMlBsElHRavrKixjD/gdShyC0bo5LaVlXx3QLoY3vOe6DNUARq1mXMpB07/obZbtgLfTg8YBNAm29f6OreTkWCEdFXpkoTWNOS/S5toRiDyOy8wa8oUVgF92cQDGm+9ixgkNy5kXRVC3dc7QDKPY3j6/eKqBgUDzgIqJZcnJB53RBZCgeQi5D0PcdA4wFd3xhfpAPVagRVp32Keo1jATsLixtodgiHohd2/oZ0yBsl0qqkNLSXwwmxj0I0Td/roXiEbfYppGrPfMFCK15EcKrZ5r/lsrbWqaGUyqy+DDrO1Hyj2POXMdQbOJOY5bhAN0wSPqot69h9uF1s7a065xZ8C9snyuavxLTBQOOEk0xBxR/85qaJpAE5qzeqGqKa89/G6TtyyH6rnXUcgHFbnaEqFsICQgodinlkoFi6uaadcrKhx3zOWLUwdC6uaxVHZVLdz0ZQj+876gu+Th0ZIMJXhNc2uTMERS/d4OreTkWCEdFp2mTUsOugVT/c6Hs2bHmUV89jMhupw2ymrJdyi4/oDiDfvKcl0ms+5hjeTVF9e4DvkFxVU9AKwFVUzzgQgivehr88mE2kkceFO/9xjr9lMc5fp2ukajHLwE7ixS73PBKPmbDfcQRSwLr0yCsT4HGPzPvaugvBhNj74fo/Ct0UHwzRD78k2Wn8TNfgODaFyG8ygKKGWWWOOWvJPcvz6ME0EueeJP3UGxiNYUWJ4mx90H0rastg/XxzMOqLP2ts7I24ApcqESSRyjGeRqYiRuNiWiKv3lVdU0ge7r6h3oonv4WSNsQiq2jlgso9mp3iHb8koCAYpeS9R+KvfHHdHJbrdTBPL2B5EHLHK8uxUiqswbKMuuL1YyIFwBpX9RGC8UVHSBwaBv3MqaGXQ2YssoSij2MyM6rsaEnZBfIDQ/FxKfYQ01xpsep3JdJvkOxLoI3berJvQEsKqCZdl1ZKwqKL4Dwqmd8M9c2heJ2Q0j+c4wNgJoRJVWO4dAFFHu5BQralpKD1axTW9N4i7Xnee+XFhTfm5dbFrWvkY9vs4Hi5yFINMXPmpazWw+lIktgL30nCIwIg8kRtziHYp0pudKHmdUURoBOjHuA5FRWcq/7ucHpb51VykQnQVTJHuXIOIFWNrT7XBb9rg9uojTF80FC8+l3f+dIJMJ82pHYRCUfJCCg2KVQSwaKTYJHWE2fvPj2fQOp/ufL5tPfvOJSWtbVXUMxY9opXhNc+nad53CkmE/jLXjwhw98lZ3bxp1GOU8N+xXZH2Uzx5iandoeRjkG7wqKu58Koe/fMT/E+QLFoyC07mWOGbJbPHA1ShXWH/r8g+LuJFp7vaY4B8UOrFaczpUcntsdRUHxWpB2rTJvLhgxDdTkdAyiXmEkYBtIy8403mLted77BDioCMY88OG3pPTWMokxdxHNJ/1g8KrIJ7dbQ/GU5yC4djaEVz9v/j5ltBBKnvx/EHn/D1xTV37XyZG3uoBi4xgTZpZkGAuBmJvPv1J9p3ENmrOwBootzm9OYzTw7Mt8KO4N0sHNFBS/CdK2Zdwaf0UkAoo5N4co7psEBBS7FG3pQHFv4k/H8ygvTTSPDSQPGUZq5GnPrmymywgIbvrQrpjp31lTvfACIK1h5DkclRQUOwzolhp6FaAlQdnM0eb5QT1MU8aqfTDaJHaB3GRNMfoUm/uc8mxONNfMdD+F+zKJJ5ooz3iUsvpDn29Q3Kwb1JUjFC8jXaMbBvogFjLwkBaKp4C0Z60aAMmJ7ESd4pWArc9wqNz0HWU3K973TvFCsTbtoVGO4ORxv4XIp3+3geJnIbhmNoS/fsEcihkthFiiXes7wcBnRFPsBop7jCWXZXltV3aEwMGtef+OsRDi4/9TOCiOtYJAfA8ZhxXAZtoOsnYJMVkhV1CMaf0ObamH4vPekDXFNqm8zDaLgGK7N5D4e6EkIKDYpaRLBoqb9wDpwAau2SpRajGQEtEUY0h+H59M5xMhuPkjxz2w3pjyahtpmGq0UEx9gHkWgAWKvUxTZqcNshq7XSC3JgvFrQ4Hac/XPMvOVBajvOPhVYXiAdOJD6ITVw6mDg0KaaH4DJB2r/Vlrk7HJ+p5JwF7n+EyNa8qb6/cUExp9rIOc8DzjpGlvD7toVGO4NTw6yG86A4bKJ4pm09bQTHjJURy5J8hsvAmluGrZfAbjmbDGCnbcaAtMyg2iZqNsRfiE2ZAdP4v1Xca16A5C9N7ziz4FwFmB0FUST2OfZmnKa7qCdKhrRQUz5M1xe/fyDlLubiAYkdiE5V8kICAYpdC9R2KHcKKflq8uXnJSzMXcAJT7hAo/naeS2lZV2dNqWTWCmtUWx6wxb5os26ew1FJaYqjLeQcn5xPaugvAaOTl808zfzA6aFJqp02yGr4dub5mK5C9in2SlNcCRmMqL7+VS6pckUT5WpZLlyn04T4BamokUYoDW5fTvpFM3v0QSxk4CEZitGn+C3A1GpEU7xnjQOpiSrFLgFbNw0X/uK8l3GK6xH5jjq4kPZL1nprGaN0SJhRILz435ZDiE+ZCcGvZ0F4zWzzcozyTo64FSIf3so1ZQLF7QYDapmdQ/EY8l7QP2bBHDECdHziDIi++QvP4k5YTZrec/qMAXQ9p5Y+rqAY9zRCcSZBhlJ7LkLxUoja5Lc2m6+AYq7tLwr7KAEBxS6FWzpQ3AWk6k1cs1V8D1P9psqBtr57k6s+b2HXUMx4Y8p7wKHNuh1B8bu/g+CmhbziKGh5Xpkog0sNvQIwj3X5zFPVW2M/B2578LXoPNNlpOU6+APFJ3O7HfgOxbqgagWHYgfxDZzuqTwo3v01cxoSp32Keg0jATUHq1n3SuRdB8PjfT/SpqlWQONgKK6q6K1lEqfeAdF3tBGDMXhieMldNlD8TA6KX3Q1HqyMwbIiH/6Rqx282EZ3KXdQPBpCG97Oh2KTqNno9hGf9ChJYeXVxSkzFJtExMb6Tt/fVtpn/bjyNMWYzgkDc6pQ/DpIW5dClFPjr/QjoJhr+4vCPkpAQLFL4ZYKFPNGXEaxKHUwHL8Mxfn+Ny7Fp6nOmmfYrE/WG1NebSMN640WisPNIJCq5l7O1NG/gNTAiwsHxXbBcqyg2MY83x8oPonb7cB/KG5PtCvK4/RQZbdZUCOdrWhPaYrPg/Dq57iintr1Yfd3GYoHk8Nvuvdk4k/MG1vBrg/x9yKRgJ1m0oXFCu83o2ihWJf20ChHMLrEhJfeYw3FZzwtQ/Hal1wvvmMobnckJE/+C8maUPbi2dzjMMtGYJbaC/3E45MfLxwUU4HKzCJiEyjG9EiM+YZpIfFYMORBMUJ6zfZ6KD7nNVlTvPBm7nXACgKKHYlNVPJBAk0eir/fuAluu+NuqK4+qBHvkMED4ZorLoXt23fm/b1Tx/Zw8++vhRZVzcF/KG4Jgfhe10vPG3GZQHHOtwZfiCTQlkFQCtcDoxrIdBwOwa2LHDfJerjn1TbS43IGxb91FUDMsUA4KvLKRGm68FDs3C/QzhLBFyjuOpLb7YAr7yTHGitF9e8C1t8Nb1d1FR1kKM6luMKAfRitlifAC2+f+vJaKJ4E0q7VIO3/1m2zon4xSsCFJthuOtxQTPlrom+9dOAHuy4K8ne9C4lRjmC0/gkvvd8Gip+C0OpZ3DnYjRrFXMORj/7MNX8E12zbQYDjdwzFJtkIzKwC0CQ+fvqTEHvjcpB2ruQar5PC9J4zi4hNoJgjtZJnUIx7+tAOCopfBWnrEohymsEr4xFQ7GSHiDp+SKDJQ7GRUGc8MRM6d+oAE8aMAoTmu+6fAVdfcSl079Ylr7jvUOzQ19PocBio2cm1hxTfGszvCehTbOB/w9WgTWG3+VlZb0wxoFIgfYh56HQ04EYLxQ4jRKeO+jmkjvgRlD8zSv1AMgvWSUE7bZBFm5lOx0Fwy6emJepCZZBt1ccz0zi8aMgUIxSXt4NAzQ5VDqy/G97lQvjOVnSoh2ZiboMAACAASURBVOLDzyGBeXg0FLx9GkPxkRDasADSvSeCtHMVd8BBt2MQ9UtfAnZBvPQzpP01rbR8hZaM3oUENa0RXXAkfKeHlz1oDcWn/xdCXyMUz3U9BZa8yHm/62gLGYpH/c05FHcbBaGN7+aN3+wCBOEzfvp/ITbvMutc564lIjdAX1Tr40DQXTh9n/KY9eMZMLRuTv03o1kXkPAbkkmSf6ud9oqsKRZQ7NHqi2YaSgICinWSRwh+5Mln4bqrLiea4EYDxSZ+MlYbT4nSnO5zRg6KF/i6T11DMeONKcJPIF3LPJdMh2EQ3LZE/lBxXFIgfNdOf4v4bLmJqs08UDcFHcJm6qj/gdQRl0D5M6cUJr+rCxNIO0sEAsUtD3OU3sJI9ASKu4yA0HdvcK2M75ri8rZAX5D5BsXl7SBbiVAsBy7DKPYyFHcH6cD3XDJxWlhO3YLm0wsg3WsCyVFcqL6djlnUKz4J8FrS0KBipeUr9Ez1GR6MIj+nhlwG4eUPWw4N4TD09QvcOdiNGk2ecCNEPv4LlyhQmytD8d9dQPEpENr4Xl6/hhcgwQhkKztD/IynITbvUutc51wzMS+sgWKTiNhY2+n7lKdePhR3BgmVLCoUvyxrij/6k6PZC02xI7GJSj5IQECxTqi0lhj/pDevpk2n8e8loynmgDlFJIpvDUZtJZri79/xYQvWN+k2Pytz4AhOAKQhhSfgSklBscOVxQNUatBPfP8dOByepprdpYs/UHwid4A6TDWipDHyYt76NvQpyfyD4raQrexYD8X9pkF4zSzHhzgnsiBQ3O5I8u6SoXhl0ZiyOpmPqNMwEnADxU7iefg1S70LSXLkHyGy8BZNd6kjfwrhLx61geInIbT6Be4c7IZQfPwNEPnkdq4pEyhuMxAwerZj82mdf7V67jGyJAvFIFveHjDqduz1S0HavYprvE4K0xZtdTrrHro9p5cubqCY7OnaXfVQPHUuSNsQivnM4JV5CCh2skNEHT8kIKCYkqpeS2wkcITmXXv2EH/jWDTqOwxkIy1ASvKnytGPPRupAim5n2sPKXVquo0nKZnKtvobQTnR5iiI7lrGNUa6cLqiC4QO8UXYZuks0WoQRPd8SYryyBF9VLdOfhlaffIHiG137ivNMsaGKlPd/8dQ3e8i6DRndEMNgbnfRNujIbrzc9PydcEYpKp6Q2TPV8xtWhXMhisg3uE4KP+Bz8Ii0XowRHev8GQMRo1koi0hmKiPU5Bq3gvCB7z3s81ghNiKThDZLfvfHep5JlR8NwfSlZ0hdHCzb/OjG87EWkOy1UAo2/IB1HQdQ9Y2dGhLQfoWnTQeCeBvWUqxu9ykK7tC6KDsR5wp7wDBmm1FIYx4++Gab9HeYTdCyyVaLS2+z5utecpyvDtHPQQV61+C8o18VjBGje4fci1ULbdOAWV0nkm26Ad7TvgLBGu3Q/s3L+SWb23HE6Fs60d59fA7EMjENf9eF4xCJtYWdox5HNq8dwVE9q3l7o+3Aj0OfI8F47sNm3C6v3jOS4d6TIaKDfWpBbFPKb4bAtkUGdP28TMhumMZtPj877zTJOUFFDsSm6jkgwQEFOeEGk8k4M77Z8DgIwYQX2KzRw/O/muKqyCQ4INZo7HXRZpBIMkXXVipk+w1idQNb/rAhy1Y32S6/dEQ2m4OLXado3mT5MNhO9NmEAR3yVDMqymuPvdNKH/veght+cRu+CX598Sgn0Fi0E+g+TMjin786fZDIbR9qek48RBCzKd3eRNEpS5cAelOJ0D4+/xcmFbCSmNe3R1ybl8/Hn101UyLXhDc5z0Uk1yiCMA7ZfPpZN+zIbL2RWKG6Mfv1EhWWdQUtx0E4Y3vQrLHeDIWSUCxH9uqUbdpm+5JN3taC5dFgCgSKE53HA4hKphl7Qk3QdnHWu1eYuDFEP3qv5breWjCY8TqI/Lta67XPX7MbyC2+B9c7aDfb6Z1f6gZ9U8i28o507jqY+FUl5EQNkiVaAjFoXLANFAHz3gWKub9DIJ7/c91To9Db91DTxY12CQSNOeTbdYVpGq2AHDJw06HyDevqD3o9/TBKbOJi1nZIj6Nv9KggGLOxRPFfZOAgOKcaFd8+RU88cwsNaq0mcRLFoo5g0vh/BWTMQxQgymZgj/4C8VuzUb9MlPLUvmPeaFY9in+NQQ3N04oTg3+KaSOvNR3iwkv3oC2vrpoItfyMM8iixKf4s4ncEdtx/ybwe0+QrHOlcJp9FK7NcFDZLZ5F8p8eiqE18wGp+Z+dv0Z/Z2YT7cdRALqpHuOI0G/0NxSPEICPBLghmIqr6yTzA88Y+Mpq4+rYBT5OTXgQgivetqy2fikxyC0+nnuyPpGjaaGXw/hRXfwTAMQirOtD4fE6DshcHArlL00las+FsZ4D8FNHzLVw3d5XawK4me+ALHXfgLSHv+hGCg3L7M0UeScposRwTQh4ovMHhUdXehCFBTr93Tt2S9BcOtn3GbwAopZV0uUK5QEBBQDgJWW+P2Fn0CP7l3VyNNoPo3PpZdMJ/9bMppizuBS5GWbq4O+eASKDW5VvdyobmHAr8MHnf9YQLF2xVNH/gRSgy/z/XfgxT6zvXTxBYqP547ajnl1lTRGXsxb34Z+D/sGxRghtnlXNXCZkuvSKpKq1/PVQvHYHBTza1W8Hpdor8QkwBmHIktDsYU/aKGloI+rYBT5OTVgOoRXyeccs8dTKD721xD+7J9cosBgWASKx9zlHIpt8tbTA0IohmgzqD1rNsRe/TFIe/03nwYqqKTVucNKi2wlVJ6o6LZQfNZsCG5dDJFP/8q1jgKKHYlLVPJRAgKKAWDeW+/CipWrVD9hWt6oQb79n/ep/6TkL0Z/4lKCYnCSwzF3EEj3RJ9ihGK2W1Wn+9UtDFgFo3A6JqxH53F1BsXXQXCzeSogN2Nr6LqlBcU2GliEYoxgvssbn2JZU3wchDa8zbVMbn8Hdp0VDoqrINu8Wz4UV3QomLZWhuIjSJTZdA+E4mWayNt2shJ/FxIgEuCG4i4gVcvxLZxq8vyQfD4U50d+TvU/D8Krn7PsPj7pUQitep47sr5Ro6ljroXwYj6fYgLFrfpCYuw9LqD4BAhu/phJzNgfRMoBNaKxVy8Bae86pnpeFbLKk82TEYMeD4/FTh4U67TTtWfNguCWxRBZ9DdHUxbm047EJir5IAEBxS6F6rumONIcAskDLkfpsHrupjLdc6ysKWb8gDjsjUSJVdK3OGnD6Y2pXV/ZFoeBtO8b+YDDsR710acbMRQP+jGkhlxeGppiu/3lNRSHKiDTBaGYL9CW29+B3X7W72E6p6pdXZ6/ExPHqu4GUNweAocKo63Ng+LtSyFQaxywhmduomwTk4AbKC5rI0fqLYJHn+EhaRD5OZWLEm813PjERyC0+jkIfTff9axSw66B8JI7udqRobgPJMbeWxgojjQnFyO1U+dA7JWLQdq3nmu8bgtb5cnmuah3DMW9J0Fofb3/OL5X6T1de+YLENz2GUQ+5TODV8YjoNjtDhH1vZKAgGKXkmzUUJyTDWpYMNBW0OdgUej7F9wpB7Ry8qAPYyC+x0lVyzo0NPBBcTnUTn8boguug+CWRqopHvQjSA35eWlAsd3+8gOKOw/nTmXmOxSHm0EgVR90jzmVGecvC38rdVXdVB9t1XzaoQ8cZ/ekOAn21eYICP3wPqR7jIHgtqW+vCOcjE3UKSEJcFpa0Vo4vy5rnUgv034oBKlgg8nh10NE58+r/E6toXiGrCne4AUU/wrCS+7mmg5a4chQfJ9zKO50PPOZBsETpDDUTnu5gaC4kljrGT1WwGwlVC5Nce+JEFr/utqcfk+jr7W0dRFEFvEFTBNQzLXtReECSEBAsUshNw0oHpODYn/BLtv2CFdBjpzemNptgWzzHiAd2CAfsrk0xU0Aio+4GFJH/aIkoBjzWlqaRjcZKNYesHyD4nAzqGvRXf1Np/tMgdC6uaDXMtj9/tz8XQvFoyG4dQkEEu5T3LkZk6hbghKg/DtZRq+BYp8ua1nGoS+jDzaYOvY3EP5MCzLK79QSiic8LOcp9gKKh14F4aX3cE2HQHHL3pAY94ALKD6O+bIaTZRBCkLttFcg9vJFIO33Plq/lQCU+C6GUOwgiCo5y1R2JLJjeTCuTOjbeRZQ/DxIWxZBhNM3XEAxi/RFmUJKQECxS2k3DSgeDYHEARJd0M/HFlpsOucBVp55aIKmOILiayG4pXHmKU6VFBQPAGnXKvOlJ1Dcy7oMx8ZB8/lMp2NJ5GOex63FhF1fSlR5pRx96WNXl+fvJGJrVXf1IqIeilsXzIQZoRjfKxg5P93jtBwUu09xxyMHUbbpSYDOhGAVObjQktEHG0wdex2EP/uXZhh6/1GjMcYnzIDQ6me54yUYtZUaeiWEl97LJQqMBp5tdRgkxj3oHIo7Hst8psE1xKf2nNcgNvcC9ZKca9BuCluY71sBs1WXrqA41hIC8fpc9/Epz8qa4s/4fMMFFLvZFKKuHxIQUOxSqr5Dsc7U0eVwHVXHw2QgUc38AXHUCQa0olIfOWlDf9h30oZRHc2tv4BijYhSAy+C1NFXlIamuHV/kHavNt8WwSjRPliCM8emIlDccRgx3eV5fIdinWaBzqnKM067sjj/uhY9KCg+A0LrXib5Pv1wczAajwaKu58qQ3FDxWiwE5j4e6ORgAaKo1UQSBTHRYw+w4NRkCtMwUibyhpDMWqKEYr54iUYQ/EVEF56P9faEyhGTfH4hyBwcAuUvcSfp1gfdMwSIMtaA2TTUHvuPIjNnQ7Sge+5xuu6sJWlAqdpvzIWnmwdGGw19N0b6jT0wb3iU2bKmuLFfL7hAopd7wzRgMcSEFDsUqBNAoq7nyprirctcSkt6+quoThUDoF0jedjpG9UebTR+OGWfYobsaZ44IWQOvqXpQHFrQ4Hac/XBYXibMeh3Pm9/Ydi7e/EPygugzqieZejeSsaKKfRUp38sPOgeMtijT+1kzZFHSEBOwnUURHW/XLrsRuD0d/1ke1Tw66G8JK7NEX1AGQIxeP/I0Px9+84GYamTuroX0D48we42sFva12LnhCf8LBzKO4wjPlMg+8RyKSg9rw3GgaKuaTDVpgPisdB6Ls3KSjWXvQQKN68CCKcAdMEFLOtlShVOAkIKHYpa/+h2DzAgsuhM1dPdxslQzEVoIO5MkdBOh8wR7X6opwRQln7oD8ePNropgHFF0Dq6CtLBIr7gbRnTQGhuByyHYdxQ7FbNwLbfa37nfgFxRitlTZHr4fiwmnONFDcbRTJpWkWsMZWbqKAkACjBDRQzGFdxNi842L6IH4pA39eDKxp5yscH/8QhFY9y+0aYjTw1FH/A+FlD/HNKfduQTNux5piXdAxqwFgHARIx6H2/PkQm3seSAd+4BtvEZbmSWGJGUjoSOP6i574lGdyUKy9YGGdtog+zSopUc5vCQgodinhJgHFXU+WA21t/9yltKyrZ+00eXa9cwZDsWtO+TsdGMgRFL99je+m56xz8bpcesB0SA69qjSguGVfkPauLSwUdxgKwU0LucQuoJhLXJaFCRS3HkDWAC/30LffD2sS70YsWmoMEtBepGqjvTfk/PRWKEb+vOkeo219hdGXN4ia4o3vuZ5OashlEF7+MF87CMVVvSA+0Q0UH818pkGAhOQhqJ3+FsTmnKvmoOYbdHGV5smfrb8o0VvMxc94SoZizoBpikQEFBfX3mjKoxFQ7HL1mwIUZ7qeBJBETfFyl9Kyg2IbTZ6vvZs3TvtACijWyind/3xIDvtVaUAxlW/acLWDEci2PMxDn+JyyHY4GoKbPuTauW7dCGw70/mg0YHkbOvyFNDJM917MoTWvwpOU4jwdF1/oYVQ3J+sQbrbKRDC1GjpuJOmRB0hAWYJOLUuYu7AYUF9hofU0Hx/3nT3U23NogkUr5rJHS/BaNipwZdCeMUMvhkhFDfvAfFJj7rQFHNAcUV7gMQBqJ2+AGJzzgGpejPfeIuwNE+qMExnF9rwljoL/Ts8fvp/ZSj+nC9gmoDiItwYTXxIAopdboAmA8WJ/RDcscKltEoUiqlAKU6gOPb21SBtXeyr7Bqq8XT/8yA57OoSgeLeIO1bby4qP6C4/VEQ3PwR1/L4D8URgExSHVO2eVffzAHpuaR7T4LQ+teA5zfEJTiDwrKmOAfFXU+WoTiTcNusqC8kYCkB2jS1kPvdbln075bUUT+H8LIHNdXwEhyjtVs9mAoptGqmbTm78eDfU4N/BuEVj7AUrS+DQRGrEIofcwHFQ5gv+ok5fGIf1Ex/hwT1QpPtUn/cQbHWrQ+hOLj5Uwh/fp8jsQhNsSOxiUo+SEBAsUuhNgko7jJC1hTv+MKltGyg2M681dfezRunTYV4DjiYKoHcLDdqKD4XksOuKQ0oruplnV8SoRi1ybst0jZx7EESIbX9EAhu/pijlvso7FydYdT3gkGxHNWW5zfEOxd9eQLFrQ4nFxMsh323/Yn6QgIoAQ0U+xQA0omk86DYwHQ502WkrctHYuz9MhRzuoYYjTk16CcQ/vIxvukgFDfvDvHJjzuH4naDmS/6SbDN2t1Qc8F7UPbSVOb8vnyTKmxpniwAepN6/Ts8fvqTENz0CYSX8QVMU2YsoLiway96M5eAgGKXu8N3KHaYmN3ltDTVM51PlKF455deNpvXFgGSfd/42oeTxukPAM+BXoXit34Fks+Ru53My4s66cPPgeQx15YIFPcEaf935tMWUOzFltC0gf68yiWDkuoFLwsK5dcroNjzJRUNMkhAE4ciVAaBdC1DLf+L6INZGpkuZzqfYHuRlxh7Xw6K+VxDDKH4iB9DeOXjfJPHd3WzboAwFqjeDGVzzuGrDwD6oGNWDShpGRHeyl48GwKHtnH3V2wVePJnY1pOOv0WptsLpA+pU4pPfkLWFAsoLrZlFuPhlICAYk6B6Yv7D8WFO0CaiQI/kphnUUmt4lJkptWzLWzMW/3q2KZd+hCv/xhYVRVQ3EALZtItS5RlGuLcjh7XP9tuCAS3fMLVlJdjYOmYzsPNUp6njAaKe02A0LfzAKNSF8qvV4bifuSQz6IB45mbKCskYCYBGooLud/tVkQfzDJ15E8h/MWjmmqZjsMhuHWRZVOJsfdC6KtnbOHZbjz499QRP4LwyidZimrK4HkBzXYLA8VdSHAtGYrPgsCh7dzjLbYKPKnx9H7m+otNNGMnULycM4p4TihCU1xsu6PpjkdAscu1bxJQ3Ol4CCQRir0xKzUTebFCMX2ocQbFV4G0banLnVac1dP9pkHy2OtKQ1PcrBtI1RstBek6LRjVugzFgyGIfqwcj5djYOnWXyjuD9Lu1WQY6QaH4hHcQc9Y5CfKCAnoJaDx19QFtmtIaeEFEZ2Wzsh0OdPhGAhus46BkRh7D4S+mukNFA+8GMJf/ZdbLNmqnhA/42nnUNx2ELP1m+JiQqB49pkQqNnBPd5iq8CTPzsv+JruYlOG4k8gvPw/jqYpoNiR2EQlHyQgoNilUJsEFHccTlIyeeVraQrFdj6fLtfKcXUq1ZOAYq0U0/2mQnLolVD+zCjH4i1UxWwz+bbf6vESSAkUtz3SVuuiH4+XY2CRbcGguOd4CH33BoBPqdOM5qrRFHc+kTvoGYv8RBkhgZKF4iMugfDKJzTDzzDk702MuVuGYk4rGKOdkhpwIYRXPc29iUj06SnPOIZifSRuy+9C7kJVhuIpEKjZyT3eYqugT6tkNT5MZxfa+G59kTwoflT2KV7BmVor16KA4mLbHU13PAKKXa49ExS7uCkupP+dmSjQnCqQPKBqfFyKzLQ63vxa+nz61TFHu06gODr/SuZ8iBxDKYqiqX5TAcIVjszfCj0BWyj23KfYKRTX++EWQkZ+QjH9e0krUFyISeX60EKxva9kAYcmumoqEijgJZCdSLO6YJYpAy1tBoMD2qRfTIy5KwfFfFYwhlDcfzqEV8+0G3re30mgrSkznUNxm4HMLmGK6w2B4llnQKB2F/d4i62Cp1A88RFZU8ybWktAcbFtiyY/HgHFLreA31DscnglVZ3F57OhJ8QDxThWNAlHM6Xg9s8beui+9J/qexZINbs8iULqywCpRkkE0YNb/e5GbR81xcUSYKdgk27gjlIDLoDwqmcaeBTed8/73vF+BP60SEdp9qcH0WqxSyA1YDqEV/FDMY/5r1sZJIdfD5FFd7htpmD1k8ffAJFPbrfsjydfvN+R+4WmuGBbQ3RkIwEBxS63CBMUFzCwjMvpNGh1jCZp5/PZoAPEVBuc0cBR+41RHgUUN/TKYZqUtgU1exNQXPg1d2qKWfiR8vXI+97ha73hStdVtG8UQYu4JejCeoy7ryKvkOp/HoRXP8c9Sh6o425cVyF53O8g8unf3DZTsPrJE26EyMd/sYFiba5hq8ICigu2dKKjBpaAgGKXC8ACxcVgAu1ymgWp7me+VK8mwAs6qP2uK2sFwe3LvBpCUbWT7nMmyd/oRb5KvyfGk5fRk7GIyzBPxMjTiJE5KE/9Yi3beKG4Q6NIb8O9b8S7QRVZ6vBzIPz1C9wiLOS5ikXzyj0BHyskT7wJIh/9WUCxjzIWTTdOCQgodrmuTFAcZr+Rczmckq5u6/NZBLPjhuJmXYiGsvFCMfpX7SmJqL48PlSebDVx8PVEjDyNCCjmkVbDly20S0PDzzg3AvFuqIfiftMgvGYW/9IU0FebRfPKPwH/aiRH3AyRD/9kDcUcVm9+p7MT5tP+7QXRMp8EBBTzySuvNBsUN4NAqtplT42/up8Bf7ySHj8Ud85B8XKvhlBU7aQPOx0C8b2lAcWFvpwq4KGtqDZFAw4mdcSPIbzy8QYcgT9d1xV67/ozjbxWS+Gd74coCqnl9GP8XraZ6nc2hNe86GWTnreVPOF/IfLxbZ6361eDyRG3QOTDP9pAcTkE0jVMQ8j4HLlfQDHTMohCBZCAgGKXQmaC4khzEr1ZPNYSqKvsBIGDW4paTLxQXFfRAbKVHWyjeRb1pC0GV0pQTOebLlV5i3FbS8Ao72pjkFnjhWL7NGmNYf30c2is5vBO1gqDNYbXvuSkasHqsJgjF2wwDB0lR9wKkQ9vtYFi9kCQmc7+Ru4XUMywqKJIQSQgoNilmJmgOFoFgcR+lz01/uqlYErHDcXl7SBb2RGCO1Y0ygVM954sa4o3f9Qo51f0kxIBezRLlDrypxD+4tGiXzbeATZeKC7+4Iq8a8VSvrGuJ8vc9WUwLkVo3RwnVQtWh0XzWrDBMHSUHPkniCy82bokhwm/gGIGoYsijUICAopdLiMbFLeAQGKfy54af3XUqgYObSvqiXJDcVlrQF/pxgvFkyAQ3yeguKF2LcfBpqGGWMh+U4N/BuEVjxSyy4L01VghqhTS8PmxwI11PZ3IKt3nDAite9lJ1YLVYdG8FmwwDB0lT7oNIh/8r4BiBlmJIkICtAQEFLvcD0xQHGtJtGnisZZASaTn4IQQTMeEUbWDO75olMuf7j0RAvH9AoobaHV5L2kaaJgF6zY1+FIIr5hRsP4K1VFjhahs8x4gHdhQKDEWTT8FD/pXNDPPHwi64IS+eaWIRwjApHktohkkT/4LRN6/0XpEHDEvMp2Og+CWT32boTCf9k20omFOCTR5KP5+4ya47Y67obr6oEZ0QwYPhGuuuBRi0SjMe+tdeOJpOWUA/e/430xQXNaapK0RTxOE4mgVZKu6N14o7jWBuAYEN38stncDSKCxwpJTUaaGXAbh5Q87rV609RrrOmereoG0/9uilbtfAxNQXC/ZdO9JEFr/ml+i9qRdJs2rJz1500jilNsh+t4N3jQGAJmOwyG4dZFn7ekbElDsm2hFw5wSaPJQbCSvGU/MhM6dOsCEMaNgxZdfwRPPzIKbf38ttKhqDvg3fC69ZDr5XyYoLm8LgZqdnEvT9IrXlbeDQM2O4p44r6Y43AyyLXs2XijuOZ4EkRNQ3DDbtrHCklNppo66HMLL/uO0etHWqws3zgwG2Ra9Qdq3vmjl7tfA6pp6nBFKS5nuNQFC387zS9SetJs8+f8g8v4fPGmrEI0kTvkrRN/7vWddZToeC8Gtn3nWnoBi30QpGnYpAQHFOgGi5viRJ5+F6666XIVgBZCxqB6S2aC4BGDP5UbyonpdWRsI1O7yoin/2uCG4krItuzViKF4HASS1f5AMYd5l38LXtwtC42Tdn1SR/8Cwp8/UNyL5mB0jXWdsy37gLR3nQOJlHYVAcVRgEyCLGIpQLHXkOn37k2cegdE37nes24EFHsmStFQkUtAQLFugWgtcTyRgDvvnwGDjxhAtMb4IDTfdf8MuPqKS6F7ty5smuKK9hA4tL3It0IBh2cSMbeuFMzMeaE4VAbZlodBcOeXBRRw4bpK9xwLgeRBn6C4/uBUuBmVVk9N/nCtW64mD8UldpGUbdkXpL1rS+tH58Fom/zvlvqOpnuOg9B3b3ogVf+aSIz6O0Tf/a1/HXjccuLUf0D0nd941mqmwzEQ3LbYs/b0DQnzad9EKxrmlICAYkpgei2xAsUTRp8CgwcNdAzF6fIOEKop7qjKnPvGVfFsqAykdG1eG5loKwgm9rhq2+/KdcEoBHI33Cx91UkRSFb1gejer1iKl1yZQ51GgZQ+BGU7vDetQtkFssmSk0khB5yJtoCgiGyvinxf/8ugxerG51OcDTcDKVVtu7V430+2DfpcIFl1GET2f+NzL8XXfCZSBcFk003TSO9T/IZUbHm3+BaJGtHOY2+Dtp/ZRHMuohnsHH4btF3k3XjjbY6C2K5lvs1QQLFvohUNc0pAQHFOYEZaYa80xdlmnUGq3sy5NI23uJl/XF2sFQTixQ3F4EATk217BEg7VzbKBU33GAuBlE+aYk6tfKMUsM2kSuI3U8CFSQ29EsJL7y1gj4XpitV8ui5UDoF0TWEG5UEv2db9Qdq92oOW9t9J2AAAIABJREFUSqsJzErQlDNS0Ps03WM0hDa8XdQLmDjtnxBd8OuiHiM9uMToOyH69jWejTfTfigEty/1rD19QwKKfROtaJhTAgKKcwLT+worcqTNqfHfnPgUY55aqXoT59I03uJmpmMlcVAQUKzZmOkeYyCQOuSL+bRIN2T/DigJlwP7aXhWIjX0Kggvvcez9oqlIWYoDleSS6pSebKtB4C0e1WpDNezcTb1y6y6UAUE0oeIPNM9ToPQhgWeydaPhhKj/w3Rt6/1o2lf2kyMuQuib13tWduZ9kdDcPvnnrUnoNg3UYqGXUpAQDEAGGmEFbl6EX0626wbSNUbXS5V46luBr8l4WflBIrbDARpV+M0n8YDTSBZA8Etn3i+QUtN6+W5ABgarCumyPYOfhsMU+Qqkhr2KwgvuZurTikUZobiSHMSDb5UnmybASDtElBcKuvl1TjpqPnp7qdC6Pt3vGral3a8hkxfBkk1mhh7D0TnX+VZNwKKPROlaKjIJSCgGIDkIV6xcpWal1i/Zm7zFGebdwfpwPdFvhUKNzyzKNONF4ob78EPDzSBVK1PUFyvTSjc7iytnuqKKYifSQC9Qko0NewaCC+5s5BdFqQv1ndjXbQFBErIx7wxu5ZYbYymbuFBu1Clu50CoY3vFeR35LQTryHT6ThY6yXG3gvR+VeyFrctl2l/FAS3C59iW0GJAiUvAQHFLpeQJSVTtnkPkA5scNlT46ludpBn1YY0qCQcaMOyrQ4Hac/XDTpsR50zzNVXKC4xU1BHMnZZqa6yIwQObnXZijfVi8HcPXXMtRBe/G9vJlRErTBDcSnEZaDkmmk7qNFG5hdQbC4B+luf7noyhH54v4h+bflD8Roy/Z5sYuz9EJ1/hWfdZNoPgeD25Z61p29I+BT7JlrRMKcEBBRzCkxfnAmKq3qCtP87lz01nup1lZ0gcHBL3oTMAnAV1cwZQFE/3pJNO8IQ6CrdbRQE0nF/NMUCim23vtlvybaiDwWKwdw9dex1EP7sXz7MrmGbZIbiYjKnZxBZpt2RjTaHuzUUt4FA7S4GCTXOIjQUZ7qeBMEfPijqiXoNmX5PNjHuQYi++XPPusm0GwzBHSs8a09AsW+iFA27lICAYpcCZILiFr1B2rfeZU+Np7pZ4DHaz6jxzBYgW6Lrz6L5Q9M3GYo/9XzJSuKSxPNZ8zVYTJHti+H3mzr2NxD+7B98QiyB0sxQXEzm9Axy9fuwzTCEBilSVLEAGkAC9H7OdD4Rgps/aoBRsHfpNWSy9+ysZHz8QxB743+cVTao5fflldAUe7ZUoiGXEhBQ7FKATFDcsg9Ie9e57KnxVDfzsaYjUjae2QKUqvk8y3qg6RvmbfYFikssaFBD7NniguJmEGDIpeunnFLDr4fwojv87KJB2maG4iIyp2cRlN8BfFjG0BBlBBRXQSAh52nOdD7Bl+wFXq5rfPx/IPbG5V426Wtb8QkzIDbvUs/6EFDsmShFQ0UuAQHFLheIDYr7grR3rcueGk/1bFUvkPZ/mzehYjC/9EPK2eZdQTrwgx9Nu2vTJjASi6YWTd8gkxRQ7G4lHNcupnRvxRATIDn8eog0YSgupksSlk3ddKG4HQRqdrCIqFGWoQPCZTod74v7jZeC8xoyvRybUVvxCQ9DbN5lnnXjt++/0BR7tlSiIZcSEFDsUoBMUNyqH0h71rjsqfFUz5pozlnMdUtRCkV7UDXzGc75TbNATqbLSBmKty7yfGlYtWOed1xCDRYVFEfrtT8NJcLkcb+HyKd/bajufeuXNap0qaX/y7QfCsHtS32TW7E2XFRR4xtASHRaxkzH4b58P7ycVnziDIi97p3m1cuxGULxxEcg9vrPPOvG7yjxAoo9WyrRkEsJCCh2KUAmKG7dH6Tdq1321HiqZ80uCRgCO5WiFIr1AGRqHp1bBxYozXQZAZBJ+XKoYQWBUtwTXo25mKwQzPKPezVXlnaSx98AkU9uZylaUmVYfwullv4v0+EYCG5bXFJr4cVgi/Wb4MXcWNqgU1JlOh4Lwa2fsVRrsDLxSY9C7LWfNlj/vB3HJz0Gsdd+wlvNtHy2zUCQdn3lWXv6hgQU+yZa0TCnBAQUcwpMX5wJits03jy1TsSXbT0ApN2r8qs2Vigu0oiwZubRisaeBXIwSApk0/5AcawlBOJ7nWyxJlOnqKC4rDUEanc3qOyTJ9wIkY//0qBj8KNzZig2cU3xY0xetNl0obgDBA5t80KEJdmGBopL4GLEa8j0e9Hikx+H2Ks/9qybrM9nWAHFni2VaMilBAQUuxQgGxT7e8vmcgoFr25qiuMg3VHBB++gQ/oA4KC6b1XMzKMVDXIdQ85TDJIC2YyAYt9WybphYi5bs42YsDf0U1fW8Glmkif8ASIf/19Di8Lz/pmhuMVhIO37xvP+/WqwSUNxfE9R/G79Wlurdul3RSn4lcdPfxJir/yoIUTlqE8BxY7EJioJCYCAYpebgAWK/Q5S4HIKBa/udyTDgk/IpkPWA22hx202LiW1DgvkyFCMmmLvzd9YoLzQMiu2/ggU1+4ASMcbfGh15Q0fPCh54k0Q+ejPDS4LrwfA+g4ptZzoTRaKMUo4WlUUwWWW13uVpT36XVEaUPxfiL1yMcvUiqJMfPITEHv1Es/GYmrd51EPQlPskSBFM64lIKDYpQiZoLjdkRDc8YXLnhpP9Uz7oyC4fVnjmZAdFBdpaiEz6FQ0yCyQk+l0HEBd1h8oLgJz3GLfpMSHtGZ7cUAxb45cHyxDmjwUtzocpD1fF/u2VcdXCv6kfgizrrJTDooTfjRf9G3SPtWZ9kMguH15UY85PuUZiM29oKjHSA/Oa8121ue4OAKKS2ZrNfqBCih2ucRsUDwYgjtWuOyp8VTPdBgGwW1LGs+E7KA4XAmB1MGim6+ZWbcKxQyQg5FDAep8guKGN8ctukXTDQihGFO7BNK1DT7UOt4cuTYpwZxMKDniFoh8+EcnVYu6DqvVhN++f14LqalCMclIULMLICOguBQsx+JTZkJs7nSvt79v7cVP91azbRoc1aMZCCj2SJCiGdcSEFDsUoRMUNzENKN2Im1yB6EiDSBmpglWok6zQA6uJT6+mE8XgY+q3V5u6L/LULwLAulDDT0U4E495sPvIjnyVogsvLXBZeH1AJihuO0RIO1c6XX39e15rN0n34Idy5ucGTH5raD5dBG4Pfi3WcxbrquoDzRWGlD8HMTmntcQonLUp4BiR2ITlYQEhE+x2z3ABsVHQ3D75267ajT10Q81uPnjRjOfUp0IfTCh56AcwFkgx1coLgIf1WJf22zzHhCo3VUUlgi8OZP9yEueHHErRD5sulDsO2B4fJFBoHjnF00ODps8FFNWJX7nwPXiHR4/8wWIzTnHi6b8byMYgTjmKfbQB1poiv1fNtFDcUhAaIpdrgMTFDcxc2E7kWJu2+CmD+2Kib/7LAHi13ZwS14vilk1S7ofDJQDgYA/mmIG822fRVT0zctQvBsCqeoGHysJ+lW9kXkcpnmymVvIL5gc+SeILLzZRQvFWZVVU+y3f6bXFxlNF4q7gFS7q8ldBii/LvrbUwom/7VnzYayl6YW58tBP6pgFOKTHoHYyxd5Nl6/A/gJ82nPlko05FICAopdCpANio+B4LbFLnsq8eqU/2Cm60kQ/OGDEp9Q6Q/fTBOsRJ1mgRz0DwcI+LK/6WAsDSJtj01F/ZhDtqqnDMXJA340z9UmCfp14HvmOkqUc+YKDAWTI/8MkYU3MZQsrSLsUOyvVZLXFxkIxWjuHUjXlNaCuBwtuXCs2dlkoZj+9vgd2djlUpHqtWe/BGUvnuVFU/63EYrJmuKXL/Ssr6zPqd4EFHu2VKIhlxIQUOxSgExQjCZiPqSscTn0wlanzO7S3U+F0PfvFLZ/0VueBMw0wYqvMWohpQMbLCWXaT8UICA1Sij2WivmxxYkUBzfA4HEfj+a52oTxyLt/465Tl24meca7uRJt0Hkg/9lHkOpFGSGYp+tkrxeMxmKvyoKn/hC7oViSqVWyHkrfdGuFtkSiJheO3UOlM0+syFExd0nfrcSE2d4DMW9Qdq3nnssrBUEFLNKSpTzWwICil1KmAmKOx0HwS2fuuypxKvTUNxjNIQ2vF3iEyr94Ztp9hQNbbaqF0j7v7WB4qMBAkF/oJg3mrHHS+KHJtPjIQKuUSC+uziguAXfwUmJcu6lTJIn/wUi79/oZZNF0ZZZpHj94PwOYqgE4fNKKBi9Xtr1VVH4xHs1J5Z2EIoDtTuLImo8y3i9LkNfyPrtr+rF2GunzoWy2VO8aMr3NupC5ZCYNMPTFFJZznc77yQFFPNKTJT3SwICil1KlgmKRWApoLVu6R5jIbRhvkvJi+puJWAGvUoALpYPIeachkDIJyg29nl2O2/W+n5AG2vfrOVkKEZN8T7WKr6V4zWx80O+TR6KOx0PwS2f+LbGddEWnu41GYpXeW4x4JsAPGq4mFKpeTQlrmZo1xy//VW5BmZSuLSguCIHxd6lkGI5C7iRs4BiN9ITdb2UgIBil9Jkg+ITIbj5I5c9lXZ12hct3WsChL6dV9oTagSjN/vQKf5e2ZZ9QNq7znKmGNhHhmLv806zRL/2cxm8BgA/xoprGIjvJWDc0A/v4dYP+TZ5KPb5ApZVY826FwkU715dFD7xrGP2opwMxagpblq+1IrsaCsl3ss0L+TP20bttJehbNYZvNUapDxaOCUmPuxpXmVe1xjeiQso5pWYKO+XBAQUu5QsExR3GQnBTQtd9lTa1WlT1HTvyRBa/2ppT6gRjN4MYlQobtUPpD1rrKG43WAAKdw4obisNQliVcwPgeLEvqIYJ68ZZF2sJQF6Lx9mKKYC/3nZv19tscJoxudvjRKEz6t5ZjodJ0NxEfjEezUnlnZI1PiaHU0YiuvjVfithWRZD7syJaUpDjeDxMT/eAvFDPFF7GRo9XcBxW6kJ+p6KQEBxS6lyQTFItoy0AFa0oedDqFvXnEpeVHdrQTMIEbx92IJgIIHmrpIJQR3rHA7nLz6LCmhPO+UalAJOOZnH27blqF4P8lV3NBPtnV/AjisD2vwKNb2sBwzFHucb5dnjE7KskJxuuvJEPrhfSddMNXx+jdRtFDs86UJcXs4tL3JBRhTNhmtefRbC8m0sW0KkUBbc84FyCS9aM7XNtAtJTEBofh8z/rhzSzA27GAYl6JifJ+SUBAsUvJskCxq4MK5+EN4TPT5QQIffemq5k5DjJkksaG9h9M9TsbwmtetBwfa5oGlgjJrgThYWUnQWqc+l0icIAUItoIs8cMYpQPYKr/dAivnmkrASfzsmsUD0qZbqdA+MvH7Ir69vdU/3Mh9O2bvmix9Pvbaa5OND3EdEz6dSYQlTpU0JQvvHNgBT2eBU6ccjtE37vBtgoGo6FNV1EDmu49EcIrn7St2xAF6srbEnNbuyfdbRSENr4LfrkeeJkmDd8bqWOugfCSux1ZDPhqdus7FPeEbFV3CG18z25JHf0df1sYx0Oq3gSA32QIAGQSjtqiK6HLA9RlXZu70yDsx/fD9USpBvBbGj/zWdl8Oh33smnDtupcBphEeSbGIxSfBxozdcwOcHCzIdjr34f6gfm9RgKKfd9WogNGCQgoZhSUWTEmKO52iuOPH6+JYV1lJ0ge91uIvn2Nq5k5fTGbpezQQvFUCK+ZbTm+1OHnQPjrF2znoBwCbQsWQQEnt61OD7doGl0XikJw55fmUNxmIIn8qn+Ui4bEqXdA9J3rG0RymLYrPeQyT03AeCeSGHsfhD+9wzYtFW+7WF7Z3wocs+73vLVq2UeG4kPbNX9CK4DAoW32QM956WY1V34obuOthjsYgcTIP0H0vd/nDTMPgkMVGi0drkN87D1QPvM0J8vpex1WGE33OA1CGxZApsMxvgS/c/o+MhIQglH8jKeh7IXJjnzi0z3HQ+i7N/yRvYe/C+O594J0/2kQ+fTvvowfrXzqylpBcPPHgBfcmDbPi1zmqOGGbAKk6s2uxu3rhYarkeVXxtga8clPQNnM0abm7hkPffkxzWFw+1LHs8CLC6IpnnMuZCgrRfymBrcuMdwHXrtF8A5eQDGvxER5vyQgoDgn2RVffgW3//M+8l+dOraHm39/LbSoag7fb9wEt91xN1RXH1TXgP47ExS7yMvrCIqP/x1E37ra1Z5BuA4c3MLdhplmkw6qwwIALGVwcKWU89iJmZjTQyhCEYHiHV+YrmGm7SBDaFbGmTjtnxBd8GvuPeBFhYJAsY02KDH2fgh/+ndfoRjNRzFdW6r/+RBe/Sy36PDAZgzFh0Pg0FZbKLbTEPAMKNv2CJB2rmSu4rUpLgSjkBj5RxMo1kIwHfgPByxD8b1QPvNU5vEXsiDre0CJ7I8BrIJbF3k+RDq/rNvGVSiedbojn3hfAzb6rSlu0RvSh0/1D4pb9wc8O8hQ3AwgECgyKOZL3+Z2r7mpXw/FY0zN3b10Ccu0PxqC2z93PGQaitOUQsYSiiva512sOh6Ag4oCih0ITVTxRQICigEAgfiJZ2apIExLGqH4rvtnwNVXXArdu3XJWwQmKHaRl5fX7w4PT6njEIp/5WrDsB7C9J2YmdnQ80Cz1PDq5y3Hx1Km5KDYQa4/p361MhTHLH19M+2ONIRmJfBJ4rR/QXTBda72kdPKqPFKD0ZNsXd+UXljsdEGEShedAdI+79jn4aJ+4C+AeXSR9EwpAZcAOFVz7D3kyspQ3E10QrTD5rG46WWXQAjx24SBiM1209mk2LVfjILJRSTofjd3+VV0c9T/98EisfdB+XPjGLurpAF6RQ2Vv2me44jrjPKZYvXY3Ri7WI2hnooPsORxYCvUOyFptjiXYDv2PThqCn+m9dLRNrD/SxD8UeAF9X4eKcpTspm2S6ektQUPzvWNJ92us8ZEFr3sguJ1Fd1DcWxlrL59JxzNEoDAsXblhp+E5xaBnoyYQAQUOyVJEU7biXQ5KF43/4D8K97/gM/+9H5htDrDRSPgdCGtxytFa/fHYHi438P0flXOepPqcQMY7rDgykUU5F8UwOmQ3iVta8qq+ZMMRd0NdkCVWZJcaQfCuthOK8eagoQircvM50dplMKbl+e93flwJIYfadrM3ynok33GJ2D4vOcNmFbj86dbVQ4Me4BCC/6B0j71tu2pRZg1DAplz71UHwRhFc9xd5PriSayQdSB/OsOvBQHDi42R6KI809OSzjcDLtBnMFXFPyYXNP2qQCrmeSQPFv80ro3Tr0/42m3/EJM4DlktOr8fK0w2plooCil+ac9Di9jOGgQvHsKUz+0np5pXtPgtD613jEyF7WCyi2aAPfsbKm2CcoboNQ3AqCmz4E/CbjY3dBxiIchHn0TXYNxS37grR3LUuXDV5G1RQ/N970XZnucyaE1s3xZKyuobisNcTHPQhlCMU5dwocGIHi7csM/fedKkE8mbCAYq/EKNrxQAJNHoqNzKNHjxoJl14iJz7X/502nca/sxyiFJM2J+vF6+vhHRR3B+nA97ZD1oOFWe5Reh4sAZxYypAXPfXStx1sAxfgTVmDw3WqmcFDfl0QodjcDMvs46ukakqMudu1xYFTkRMoHnI58Yvy69Gb0Or7cQLFdqCt9KFc+mS6jCAH19TAiyH81X+5p4prBelDeT5+uP6BagYojlZ5cljGgWfaH2V5CaOfnFMXDTMhoSl48qQ/GvrB69069P9d9FDMaGWigKJvUFzVC6T933LvU6MK9VB8pmVAQLPOvDRZzevDAyi2ehf4D8UDc1C80HsoziZBOvCDqz3g5FvoqkMXlfEdG5/8OJQ9P8H0XZnqexaE177kopf6qp5A8fiHoOylaUCfPWUoXm7ov+/08t2TCQso9kqMoh0PJNDkoRhNp+e9/R5cc8WlEItGATXHf/rrv2HMqSfBhDH5pnQznpgJu/bsUcuzQHGqxzgIb6CiQTOaWBIoKmsHUq15BGH9HshWdoH48N9C+QKX5tOMeen0YGFm7k3PI3H4hRD9+mnL7ZvoPx2iDJGPU91Og/DGBR78FPxvItOyHwT3Wuf9zVtPxnXQ18ug+VywDEI7zAN2pNsPg9D2JXkTz7TsC8G9a6HmtLugfIE733SnUk11Gw2JwZdB5Ss+aorDFXKEZpOnZvR9EF38LwjuZ9cUs/roJg4/H6JfPwupziMgvPlDSAz4EURX8Uc+xrUKpGpAOqg1Z8y0Hkj+zU47xBuzwGo90+2OhtAOdl+4bGVnORqqR09duAJqT7gVyt/PDw6nt2DR/zf+Xg6N/Q80nznCo9F424zym7RrNdlrMkS+fVXdV3blef+eqeoFQY+gOFPVEw5N/C9Uzp0KUo02UBzLuJS5spTlLYPvzkCmlreaprzVpVumxWGQ6ns2xD7zJ9BWps0RkI21hPAmhOIWAFBn+y5gmWymRS8IZFIgVbuDYtb9zDImv8tkWvSBQxMeg2YvnW4aJT3Z5yyIrPMGinnfo3lnhrI2UDPmAah8+RxI9RgL4Q3zSZFU11EQ3PUFSLW780TmpQWIk/UQ5tNOpCbq+CEBAcU6KEYhz3vrXVixcpUKvrTgUXP8yJPPwnVXXU4CcbFAcU3XsVD+g/xiwqdOCkMgm2Jaz0xZOwhyQHG6sjPsH3IttP7wN0ztmxVKNesB4eoNtm1kwxUgUWCRQZOt+J68evQ8qvtOh2Zrrc2nqw87D5p985xt/7WdR0HZ5ndtyxVDgWTLwyGy92uuoaSadYdwtb3GXt9ospWsKY7uNIeURLuhEDWA5mSLvhDZtxZ2j/wntF7YMIG2arucCtX9fwzt3voRl7x4CmdDlSCl6wPo6evuGnknVH1xL4T3f8PcrP73YFbx4GHToPKbWVDb8UQo2/oRVPe7CJqt4TefTrXoQyKihnRwmWw1EEIHN4GU3G85drPfK/OEqYKJtkdBdKe5ub6+zXRFJwgd4g/mZzY2lP2+YTdCq0/+kFckG6nSyEL/3/jb3HXyvdBpzmgnU/e9TrJFP4jss79QO9RjElRseA3iHU+E2NaPPB8X7rfwvnWetIvfmJ2nzYD2b14IwVp+KFbm6slgdI3guzOQcZd+x+pdkKo6DGp6ngFVy//lx/ABf/+ZaAvybslEW0Kgrg6k5D7XfaWa9yRQHDrkzqc4VdUXwvtLw3wa12rnqAeh/RvnGp5tUKiHek6Biu/mupYvNpBoMwSiu/Ldmlgbz8Tawq6T/g3t518E9NmzttNJENmzCoLx/Jz2uK7hAxyxM1gHw1hOQDGjoEQx3yXQ5KFYD7kocYTizVu2qSbU9Co4gWLMfxla/3p9MxymWbzBaNAMJnX8byE6/0pXm0cJtmTXSJ5ZYplxmhU6kEPqiEsgvPIJy6ZZzUndmKbbzc3rv2dNUiBZ9cO6Dvo2MLI0hMoguPUz0+bNgvEoaYIw0FR0/hVei4GpPVzX1JDLiF+UX49dDujEuAchvPjfIO2xhxFljKyBqxT3ACWHeerIn0L4i0e5p4pmiJg7U+/qgEGvpP3f22qHDCNAc1iy0APOdDzWcr/pJ8cct4BRKrieyZG3GEZM17t16C1ait58mvHdoeSAV/YVo+iYi2GqH2kP38WeWeOY3id+xlPEzNNJpgMv/Tj1Y2R1g7ASnFl6QqyDv9t037Mg8ulfmWXPUxB//3XRlhD64X3AuCSQzUAg4R6KZZ9i1BRv5BlOXll9nnZXjflcWTWfnmUeEI41WwbLUF2bT1e0h/i4B6DsxbNJ7nXl7EnMp3d9ZRhlWnGZYhlfXhmO86xZ+wKKHUleVPJBAk0eiuOJBNx5/wxo06oVgWDFfPqSC6bB4EED4f2Fn0CP7l3VIFxoPo2P4nPMoilO954MofWv1i8fx0uENyog+qCmME/x/F+62i6sQaHyzBLL2xoGTaH9B1ODfgLhLx+zHB8LOGMDpQTFZimQrAThGIrbHQkQKifpfsweM79DJd8sQmH0zZ+72kdOK6d7IhRfTg7Mfj1mQeGU/hxBMWPgqtSACyG86mlQ8mynBl8K4RUzuKdqDsWDQdq/wR6KjVJxcLyf6AHzpgFy6i9vJiQZim81jJiuh2B9AMNih2LWyN7K4ZxOxcK9qSwqeAkzChRjlFwneW+99OPUT5nVDcJKtlaXbv5D8WASfTq08T0Ziuuypqa/PPuDQHE2zRRvxPK71mYASLtW8XTdYGVVKJ5t7vtefFD8IJS9eBbQfveWUOzisssuNsf/t3ce4HYV1R5fp92STiiBUAIJiAIaEJQmKhhCQkfRh6JiQeyKiu1Zn8/37IoFbFgQEaQoCIrSJRb0gXSQ3kNCgPTk3nva+9bsM/vOnj2zZ2afc26Se/77+/j4bs7eU34ze/b8Z61Z49NwEMU+lHDPWBDoeVHMkKUQXvxU5MJ10omvjfcTq+cX8297zt094VbtJYp3PorKD1wWt2fIBzc0GE0kij/etoXPNxCGvifRdvaoGt2wOvftVLntJw5R/Baq3Plz5zuwSYliyxFI2aJ4Zyqu8HfflWlxJGCqTBTnVFpFcSvIk/67PG92iI91+OMpzjboxg2RKH4nDf72Nd1IXqRpCwonM4xE8elBljGX0JZpV3eLok3Lc7are51ClVt+FFxXttxFluLkVgeOLF5c8bBbFBvOIw8Zn9QC12fuT6XFf/euQ8dFcf/USBRf/aFUGXQRvMmJYs8gZjKquVxs8W4MzxvzeLvYkm5bFO/6Gqrce3E6ec8I8FlVzvsOqGlmjQVdF8Uz9owsxY9dR80JW0aWYsO2Js9mj2/raVH8m+OsZ/n6HiHpw7s+Y28qPXMHUX3E5/b0WDdpGxqaf2YkipWjojgoaemZu6mw5qnUM3IhPE+GWR4RvulBFPuSwn3dJgBR3CZhL1GsnWEX8sENDZXfEVFc6iOesPi4yaUmm5ZD4FVXSXaLrdz640zyPtZkToDFU/nh0f3abTZnVx8t05PPAAAgAElEQVQPjc7Lhcnr1sR5CffpLFG8/cup9PgNqTpLqxQfUTNwxcldZWJLnM9bjSzFXRTFA5tlWk+EKL7pO1R81t+i4RLasShuRZuW0dOre72LKrf8IJi1EMX1kVREYHbB46OkXIG2TOOLrwu4XtjQiMedDu7C7CNRfKpBFCe3dbBQKKxbNjrZ32J3Glr4Y68YEcGN1IEH6lvvQ6Ul6aB4etLyuDu52NKBrBNJ5PF2sZUhFsWX/keuaMbVXY+nyr0XpZPP6emgJpT3HUik0T/N6rLM721t1+Oo7+9f6nQTifR4/BeW4kevJV6oZutublGsLDJw1GxqVNu3FG+5BxWX3dmVunc6UV7AGDriZ+JbZBKUnF/1Bf9BlXvcMVB8yta+KJ5JQ/PPEKJY9abgb03x2X8bvTLkQrhP+fR7fBeCs9KGKM5DHs90gwBEcZtU/URx8gy7kA9uuCjekar7f5z6//Tu/DUr9ZNw2/UQA/qRUTZ3b9UqVN3rnVS55YeZ5fOxJnMCLJ7KDyuRvfPXuutP5tkr5GuxTwmUGS8mqkwQx/3YLps1KRbFh59FA3/YUKJ4AbH1lPdFdeuyRUqX+Q0t+CH13fTtIDc/32jOcs98bcfoDPPqi99NlX99P7iqjc1fEIli7SzlSBQ/5NxHaDqKw7XX2lbI+rYHUulJ/+BOHRfFA5vRyMs+ZxbFmgjWPVrYArpRi+Jt9qXSU/9w9o/YLX/HeVR+5Grn/aE3+Lpx+6TL35iho86hgUtOyLVH1eay2pn9wJPE+d/tXFnjC7+3tecd20VR/GJqDkyLRPHEGZEoNkQd9qqfssjQy6I4y81fLkZ58XTc1K4o5jnjMIvii48lGWNAzJUyRHHoGfNqFXy/eRDFnegdSKPbBCCK2yTsI4r1vU8h7iahwWj47EfhPt3OXtDyADWmzfYSA3ogMJuI53IVV0bRDX0EgO8ey9pOC6j88B/bbMWxedzX2qOWJm9gG/6wUt9EoyVYpm+zJkmL9tARP6WB379tbOBoudRmL4wsxb85rmv5u84AzyWKBzf3mnzKPfPS/b+693upcvMZwXXlPZ6RKE662HP7R5bi7OA6JmGad+W/bvE8sFVKHROCK254gL1WRl72Weq/Kn2MmD5OpcatjV0Ub3tApteHxDG62DKfyq2jWDrBVqaRx9vF2v5SFF/6+lyWR5vLaognlq1sIQvX1jQyxgJ+b2vPO6aLonhvag5Oo/Ij11Bz4tbCuptXFKuLDJEo5j3F7pMpsvpdJz0OOtm/TWlJS/HAJa+j4mpz1O3qbm+gyt2/6khRIlF8J1F9OFd6jcnbtUTxMaR6UwhR/Nx9Rq+MPAv2snC6t2CeQsNSnIcanukGAYjiNql6iWJt71OIJSb0UPVOiGL+CDY3mxO5Nzn2Z/mL4tmxi6ePAPBxseam26REcWB0Xq4fWxSKz94T3EvrW7+EmpUJIvqo7apZrEnyA8kuYwO/f2tw3p14YExEsSUonCy/EMU3fzfIzc8ltGPxske0Z166/1f3fj9Vbv5uMDohitmdcXnymBxuf/43pyjmbRLaubN5V/43DlH8Oeq/Kn1Ge1oUb02FtUti3hu9pdhXFLci+3cr1oKYsC+1n30e0oFjS/Glb8glsqovOIEq95yfyrITgX86I4rNJzFE43qXRfHW+0SW4keuJvbe4oWzjUoU54ivEdK3OnnvqCi2ezRID41O5GsVxZ6nArAhRViKLzqa1IWjSBQ/YFyAyrNgH4viCVtRYd3TbVUdorgtfHi4gwQgituE6SeKk3ufQiwxocFoeJ+WiD7dhqWYV9ob03em0tO3Ezn2Z+mBwHiV0rSaqkZRru79Pqrc/L1M8r6Bh1g8lR+6os1WHJvHbUcgZeWeN9orH4/TrEwUgVbsothsTZIT36Ejz6aBy08aGzjaB39sRHH2x5wDjbFQLS27w5uBvlfV9qDcMy8Xdar7fJAqN33bOx95IwdI4SA6+rFR3P5sFXCK4mnpQG55V/5Dgzt13FI8YcvIUnzl+9NCadI2if2A+jYP3lPH7T3hVwfnttAEN17AA777tUf7VXe2lfBiS2nJ/wWU3H5rLIp/d2LsRRSSsM1ltSOCttIB9+kMscDvbW2XLlqKeVFUiOKriL/RkShOn0/rw1u1vPOpFMJS3PL68nnedE877rp588z7XCyKMzwafI+Q9CmD+P4+e5cIoJi4PPfKsyFl+LDvtUTx6MJRJIofNC5AhZ4coJaLPRHUBUafOur3QBTnoYZnukEAorhNql6i+Pmvpcq/L4xz6qoonjaHRvb7GA388Z25a8aTisZms4Uodrmi6e7SNsu2esRTdZ8PiABGWZdv4KFNSxSHRedlPnmjQvJHrtk3Uewps122/dhy1Vjs97vsTbn7UerBrI+65pHA5ysK9+mLj+1c/lpKrjPAhSj+1/eixSHPy5WmTCYWL61FnepLPiTORA697KJ4XyGUnaJ4+q4pQW2LIO8qW2hwp86L4q1aojh9Rnt68W7bRMCZWBSfd0h6MuqqeLu/e1iAxH5tFqOOiLRy20nKg6YDEZm5mqFnUWehiUXxZW9K7Yn3QWpzWQ3ZnmTLpyPC2hJ0Uo7rXRXFvCjaz6L4SuJvdIFFsRJYzoevvKcronjGnlRaemtIMTbYvbEozli8GQtR7LtXng0pw/NZFB9F6jsiRPHyh4wLGr6LbqZGCI17Y0oDoniDdW9krBGAKG6zS3iJYi0yoW+EWvHxVPbi+hSVJxodEcXTd6HS0lvINTnQ9zzbLNtqwCgfAWDdd6xbFJXD6X34bMh7QgMRRZOn3an4zF3BxWartBDFj1yTfrbF0LagICe+Q0f/kgZ+98bgvK0TzfIgFWrrjT/rH/zanCNaoviYjuWvJ+Q6A5wDLwlLcZAo9ls1l4HkWPyXH/wDVV/6Ear88xvBdY1EcSMVKZ7bnyONukXx81PP+gp7vbA2d3xbpUSEe811OxiA8gCXe+TAz1D/lWlRnF6825hEcb/TOl3n49M4+rRuPdKAyW0nqXdbLki1KY5Dj93qriiOjjVLvdeeZ4VnlS1ki5N1vMuwoPG4zsfldC36NC+K9k9tieLtqFAfbkMUT6RCba2oZmQprrf93nZyb3o7Y4bPs7Eozli8qe7xZqrc+Quf5Jz3iEVp3lOsveuuuZhMmONEDM//bksUj74jPD7zMX16UEZ+TowvGUE5M9/jyTvkCpSnpglR7OwWuGGMCEAUtwnaSxTv9nqq3H1enFPInr3QiSMHwohEcf7zZXmlvSFE8b/INTnQRbBdFI9Ovr1E8d7vocrNZxoEnTKBLPWRiN774O/bbMWxeby+3UFUemJRUGZ5o73yyq9wn37kKgPDPmFxYuFpYiddqYaOOY8GLn19UHkzJ5oZLom6R0JtzpFR9OmLju5Y/qnJs+GMXvUeIYr/dUaQRcP3XPFRURy1QXXfj1LlH18LrqsQxU1KRYrn9i/ymZSuQFub75Z61rcOemFlJG3fSoixbc0TTuunb3rsxheJ4vemHkmJ4inbJwLOcOCf4QU/pMHz5lGhts43y87c5yFUedJaXHqrMyKy9LDR3+34/fLIK6tS7ViU9HRjS/HlJ6X2xPuAtVnnXN8sn7Q7kobmsq/my54JtZ2P6p4o5kXR/iniuEJeuC7UWBTn2/ep7tHmIwIj9+mHfDBa72knsFNbGXt4ZaT6aetIpoHL3pwKaCjvlYET2ypb62G7KJ5MhepqZxZsSBGi+MIjSRXrkSh+xFiH2vavyIw/kpVp6BY/U1oQxc5mxQ1jRACiuE3QCVFsGXB1N6+QPXvqXlyfogpRvP/HaeCKd/jcbryHJwSN6c8TlgmXq7duybZZttWAUdWXnkaVf349s3zWYFzqpG5TE8WB0XkZUH5RfGBLFBvOcG4x5ElZ+YHLUu0grUFDx5xPA5eekLsf6Q9mTTT14DhjIYpdbl+RKD5TeEz4Xq4040nU3JOpcttZYmLMbcALWX03ftU3m/g+tjixKmYBrF7eothwXqhvHfTCBgV34gj3E2dSce1ip/XTFwpb/kcOYFH8ntQjKY8WzboxKooPja1ivvm2fZ/HXkFeUCs+fRsVRlY5xs1oMZHfn/KDl8f3xu+XR15ZGbRjUdLTHRXFb6Hi8vuCMVpFcf9U5/ncrsw6I4pnUmHNYmNW3RfF+7dE8Z+IRUuhPkSFtUtd1TbPB5TFTCGKm/Vc7u6J8amDAduCKpWj/8eW4svt/VRuhwkqi+Vmqyj29IDgxcbh+d9pieIooCNfQhSvfMz4roVufVGLHmq4MVUborgTPQdpdIIARHGbFBOi2DLgVndLunl1VRRvtktkKW5HFPdPJf748R42l1VbF+22AVLdGzuy70epz2EVs0bjVRkLUTw/Mflrszm7+nhth1dS+bHrg/LIG5CEJ6/CUmw6w7nFkPe0le+/NFUeaQ0aOvYC4mMoOnVlLbDormEsFsWe4ouOcmfvs/pveDdtQeFkhkMLz2qJ4n+5y9C6w/cItdjNNRbFn6C+G7/snY+8MRLFlHKxF5bFZ+6iwtDyzDRNiy6hEe9lBkFnhndBFLOYrx7waeMZ7XqddOtGLIrPn++0xgY3kusBj4m6EMXLbneKPRnEUF/wit8vj7yyituORUlPNxbFv39ral+7Cxn/Xm1FcNfvDdmeZMunE6I4a3GJ+1t9l6Oo72//61PV4HuEp1AfW4r/uHGKYnYR5u0AY3z57stVixWL4ox+OiaiuH+a0/OHy83v1fChLIqPoOqL3kaV238qqiNE8arHje9a6NaXBJ/Ndsnl6aGmAVE8xi8CsrMSgChus3Oootg24Oor2nxsC1XXWvdXtjPgsJiNRPHJuWvGkwr+EJSe+ge5BDxbptUzUm2WbXVv7Mh+H6e+G7+SWT5rMK6EKO6PjrQxWDtzV76LD+ZZjc2794qPxxGi2BSZu8VQPz9bVl1ag4aOvZAGLnltx4hkLbDEwXEUK7a3KPaY6Jv2Y7kEbC5R7Lm/SkZXlwsTI/t/MpcrJVuc+BLHpymXEFHP3OkhiudS6enbEs/mdYcLCXrH7rzRnu7FXuOgTyeMRPFnjJH309s8dkxEYeXFgeHDfkCD5x/m5aLoUx7fe3wm6vw+cxsXhp7zGjd5v2r5/t/F90qR55NXVgahEcaz0hoVxW9L7Wv3YWcTIs2B6U5OrvS7Loq3ehHVdz6yi6L4wMhS/NAVxHtMC/X1nbEUT981cp9e8aALYebvnQzYFlKQPMd1xaL4D2+3Ho8ot8OElMV2L1uKxYKmFn/Dt1/znExYii84nGTgPc4rEsVPGN81by8fw/YLNV5M3vpDFOclh+c6TQCiuE2iSVE8GpBCTVYPwsDHtlB1yD75UixfLHJDXMt4gBrZ97T2LMUDm1Fj+vOptPjv5DpiRi+fLpJjobXlC+OjbXwEQHWfU6ly0+mp1klM6kodFMU+1sY2+wpHfzQGvspIN+/eKy9RvOurqXLvb1K5y73PHRfFg5tbz8qMJ6GxFfvoyFJ84ZFO6j4TfdMk1yX+hPv0LT8Msmi40pSVqe71TpF2bZdjqXz/JTRywKeo72//46yrfgOL4mahmAoGFomoO9yieMaLRewA9crrDieDhvlUghcpRECvNUs65q7MixzV/T9lEcVJEaxv84hF8a8XOF2UfeoXco9P/xXtyXvEHcfqyHgN+oJXx0TxrEMyI9qH1Ju/FUNH/YIGMsRGVnpWUZwxzviWz7VtyCedLE8U7m9dFcXsKdQ3ORLFU2eLffJ5j81RFxR5frFJi+IcR23FoviKk1PbVOLxvLUdxqdfuO6ximLPfs3B0ISl+IKFIi5H5ZYfiSyFKF69OBVDQvy20wLhVeC6TGNV3mMj1bwgil3k8ftYEYAobpN0QhRbBlzdzYsng8SBL2xBcJTVuNBVOCGK9/soDfyhDUvxwHRqbP58Kj35t2jimrEXicVz8bl/xxTVo5dUtKqbpo8AsAXjSgzK5YHIUqxYRHI3p4e1MXfarQe9V2OVjOSZwaF5s6s2saXYEIRMBt2pakeFyTyki+T6Yy+kwU5aige3sE7q5SRUruSzBZVdjP1EsXkxSmVmWmVnC0px1SNWtJEo/lHQuayuNONJ1F7vosotPyApXjhAVN9f/zu0mYndMKlQSIlibsMSu9u63KcNboy2hS1RuIzFI30fa1Zl2DOgOXErMbYUqmuC6216gF2kRw78lPE4Ol3o6x4tsSi+YKHTRbkjhVUS8dnvK0QxH7Hl2Bcqo5inRHHL9dJ1xJ6rbpnB1AKDeMWiOENsZJVHtYIl3nVP8ZDZPzuwLzlrGwJvi6nvfET3LMXbHRRZih/8vXCnFaJ4zVOu5k3/XuqjZrE/XsCPRDHvKX4gPC31u7bNS6n01D/bSiPPw3mO6+I5ztARPxXBS3WPnHg83/MdVLn1x/YiBSy6R6L47lTAP9+j8riNhued3hLF0XeGLyGK1yw2Cntb0E29QqbxgxdmbVx82wii2JcU7us2AYjiNgknRbE5OqC+os1RUnm11brqrwg0XXS6itsRUTy4eWQpfvKv5DqYXV8ltIn4unIu4cgBn6a+v30xsyrVl36YKv/8ZuqehPtTB0Vxu5NFV7uIjxIL+IcNga8yHpZnBvukr97Dbo7UN8noWi4ZVrWjwuTz0kVy/XEX0eBvjw/N2np/1gKL3AcoJy2RKGZL8RHO/H0mOrxlQX/fXMedCVF864+DJm++VlZ55Fh11+Opcu9FNPKyz1HfX/7LWVf9BhZzRCyKky7QvCjC/+YUxYbJadZCXJZVU3fZzRQdfVMiL5ROiuIps4TF3RR5PxX7YNqchAvoBhXFrcXUTLa8yLH8PqewkVHMq5oXiNy6kMd9NDGucAyHR8xjmI/FW02rbVFsESKmdz30xeqIpXjKLCquetSYdSSK2X063DvEpy7CU4j3FD94eZuiuJ+axb4uiOJ9xfassb7yuMVLUdz/p3dZj+dTLbLGOgUsGNW3fknLfToZBd9loJD5JkTxi99NlX99vyWKD22J4vQRj7agmylRbDD85A0GqqYNUTzWbwLysxGAKG6zbyREsSU6oL7fRIhiatpX/VVRbDgyJavIPIBHluK3564ZTyo4MFbp8RvIFYlWDaDFGaZEfKsuqhuwj1XMFqE6sTdUiOLDjMGiQivvewZgaLqJCeXsheY9vpmi+CVBlspY2M46JBLFBit6LIq1o8LUZ8uPXksdF8UZR5TEk/bWO8RuxeJIpgsOdyL3meiYJhSuyO5Dh59FlVtYFPtP3lxpyspUW0eOSWv9yEGfp75Fn3fW1SiKC6VUhGzev85Rs52ieOZ+VFp8YyLZrIW4rPfEFrjNVCkWHUK8rH26Y3t42UovLMWGIIPp2AfJWAixKL7wCCez4EZyPCCZZglWtvyzda64+snM1GS8BrnYIm+WnhLtjnNZwdRCBXcsitkC99x9wUdzyWB1qYk7L7asW9ZWM3UiWFfWVgpeJK7PYUtxd0Qx9xdiS/EDl4mzhQscw8QSCTsTVHkgEsWtqOfCUtxstB1YqZPnXYc0dJ7FjlFR/O7U4mM8nre2w1jLEuCJZhXFGd9PNV8u7/Ch36LBXy8kGXiPf2cvD3ahLy27I1VMuY3HxdL0rVUNHq7nbb9DFOclh+c6TQCiuE2iCVFscbnS3bz4HFA+1sDmCqeuuOui01VcPvpIiOLfv811q/V3dtOpb/4CcW6dK0Kv7jqjW47lJEx1A/axitnObU2L4gViT2a7l4+wajePkEBEMq+8AUnYVYoqLIrTbCRD/agwmaeMRLn+uItp8Levabfa8fNZCywyoJuctLD7Z40txRcsdObvM9Ex5Z3pJkxEQhTfelZKNGYVyJVmPIna+71UufkMqr7gdVS55wIaOei/qG/R55x11W8QluJCObUv2FsUb3uA2CaRmFRtsZt171zWe2IL3GaqFC+CCKG2blnH9vCy5V9Yig1BBlOxD7RYDaOi+Mi2gzSFNmIsijP2O7Llv7j8ISqufiwzeRmvQd8aEb9fOfZUqhlmjWE+HhuJftbaU9z/x3dSafn9wUdz2axzvha1LJCdEcX27RkcQLE+5/DuiWLePsN7ioUofh5Rba1zQcXIo1ui2DDuhL43ee53naZhSjMWxVe+13o8n/T8sZYpWBSz+/Ta5Lg8eVuvNuQ52PC8b9LgrxeQeoqHEMXrlhqt3bpnia0eZlGcjksR2jYQxaHEcH+3CEAUt0k2IYoHNjNaGfQVbZ6gFxr16N76cKoEqitvuCjejUb2O609UTxxRiSKH7teHOdgcwHjguuuM3p55SDKq598xBNfPqLYdm5rYuJVHqDq7IVUue+3bbYiOc9jbjsDXqnVzg71SbO+TT43M/4ANvsmGdnEonj3N1HlrnNSxRD7Bh+/gdYfcx4N/ubVPsX0uicr2rN0eZSTliBRbHnvEhNwQ1Ro2/53+dzQ4T9pieK/e9WPb/INjCdX8KUL+8hB/019iz7jnY+8MRLFFSotvTnxLC9slJbc7LR6ms6dzdojliUWfCdWXFAWaSKt9c90bA8vW+lH9v+E2VI8fdfEUSS6i3gsii86yhoMLrhxPB+QY1rWgoMQxSseydwDL8bWVsA2fWuEDJjYtqU4YwwLWlgs9Ylvy9CRZ4vAaMXnHgwOuGYTIhuNKJ66ExVXPmzsBew5VZ+z0C2KA9xu1YzE9pn+ycJTSFh3q2u8BJVeWF6gp2JFsxQ3g4J/mgDIY/88X5GO3eY6TcOU0agofl9q8VHe7xLFIduzIkuxQRRP2V4cqeS6eA42PO9bIpK+GrBUiOL1y6i09NZUErb4Iqn+YDD85F24V9OGKHa1Kn4fKwIQxW2STohiS4APGWlWZsXW10KzTjS0yjgRUN3Q1KOMfIrKq4SRpfitPrcb7+FJRX2L3UWUUVfgIP0c3ZQobgkWdeAcednnqe8v2a6iI/uZz21VRTF/sGuzF3RIFPudAZgbKovi1pm0IWnkdTPjoF7N/knG6NKSoR4VXZZLBAR74gZaf/SvOiyK7Qss8aS99Q6xwKrNfYefpdgjsI5p/7AriJ0Qxbf9JGVJzWq/VJqWSa1cwa+2XNhHXv5F6rvh0yFdQ9zL7x9PWvUzP3kCFIni7CN8eO8hb5NQr6w9YlmTSt1lN6syvAgiLPwhotghEIQoPuCTxiCDqYCAWoBA5jh82Pdp8KKjnRGegxvJ8UAcGTojuBOLnOKqx5xH4citKdUXnECVe86Pc5ZCMdSaqxc9awwLsa7y2N2cvF1LFL+bissfDA64ZhXFnm6mmf3TY6HN1Q+y4gtEopgtxdmxNSjAwqiWhz1FhKX4/kvFliaqrs4piicQFcuKKH5+y336Plf1M383Lca1laDnw3n2m8ei+KoPWE8iqLY8f2zF6IwozjZQxPNLVRS/5ENU+b9viZ8iUfyM0dptiy8iHlTGXVPAyrphC45nc8S3QRSHEsP93SIAUdwmWS9RrAQ74OzYYsaWYhpZY3QdVFfzObqsaQ+IrdgsSkf2bVMUT9omEsWPXC2OcyiufMhKST8ySLcyyY+QavEcOegL1Lfos5nkbcc2qdYIoyjOubKex60qtOuE7LmUaeddUeegXsyKgzjpVyyKX/hWqtzxs9Tv/Gzp8UU0JETxcaHVtN6fFdhKRtaU4liIYo4+/WsP9+mMqNbxREE7T1u8h5r1UC94JIp/KgLO+V68faH47D3x7dazy/d+P1Vu/i5VX/B6qtxzHg2/8kvUf/0nfbOJ7xOiuNSfCgbGCxsslF2i2HTubNYesawIqL7WBi48pyPe5aFnndbsuLIOgcCWf2EpNsRTSIlirZ1iUXzxsVRY93RwO7TzwKgoti/MschhK1GR3YwzLumFI/uVvDUWxZa4F77lzxrDfM9RFe1fnkjNyTMjUXzle4RruNy36lsWuS8/Nb5Nmplv/6ySUEhdrN9iLZibel/XRfGOryKqsCi+hHhMohEWxU/4olXGr4lEpXLszSEENjUTXhfBifJi3nYHUemJRXkebesZ1xGTpsSZH38L+q8+1Rp0Ud27a0ojxENDWIqfvSe1SOQyUMTfui12b1mK55MamyUSxc8ard3V3U6kyt3nGtmqZTeK4g64wkMUt9Wt8XAHCUAUtwkzIYotAT70jzcf1UBUp8LIWuOxTAlRvNWLrBEPjQN4R0TxzJYovopceyT16Mi6iJeTMdXi6eMqOnLAfxqPq0iJ4jkLk9bQnCvredyqQrtOyJ5LmXZ+UbyAmv2TqfLvC1PFlAz1AHDyRt43WHrszzR09LmdFcUZk0QZ5Vz2l+qur2mJ4gVOzD7ukiYBrAtYPSM+hkOI4if+4ixDPCHRAuPZJkPVfT5AlZu+Q3IyMvzKL1P/9Z/wzifuHzP2JCr2pUUxL2w85SGKDefOZp2N3cywwmVaG7SacZuJxZmh55zCXT7qim7MrusjB3zCuHUkFSVfa6dYFP/muCjWQ87FteAGZInREqpZY5AQxaufHBUjliNepBeOHi9AtluQi7OhMlljWIgVjsvBfSASxe8TFvDC8MogfDYh4goO6ZNJx0Tx6seNAcQ4xkbkPp1tKXb1eVtdePsEn1PMW4u479PIqnyiuDKJqFjqvCg2eKj4tEu79/h8K/Q8RkXxh6xBF9W9u10TxRnfTzVPnoONvOobNHj+fGEg6fvH18TPQhQPLTdau6vqViptbFENBqYxqhNWf4jidns2nu8UAYjiNkkmRLHlTF/94817qahZo0JtyLh/TXVxi10ZPcUeu1sL9+nL35K7ZjypaGzOluIrReTK2DphmCiqe4U5w9Qe41ZwCFXc+biK2o5tUoMqsUtSTYjii+O65p1E5FlBDgXMQk8tq8/z9W0PDLJUqsKWz6ms3PNruyi2HGkiRDFbio86p7OiWAtupBYsnrRP3FpEyGRX3Npe7xD7olyXz0RHF0Wcpunf1LwiUfyzINcUDmoAACAASURBVIuGvt3BJkKq+3yQKjd9m6q7vZEqd/+Shg/5GvVf+1FXVVO/s1WXimwpTkbIru20QAhlp6V4x3nCIyQxqTKcXSx/zwq8J13BfSrBiyBiwWB4ufceXld0Y3EcHVuKDVtHUlHytWBiKVHsOd761NV1T3xGt8njoTXmClG8ZgkVn707Ss4i2uWCo275kUKxbVGcMYb5nqPKxRfRxydsNSqKVz7i7Ks6R5sQ6Ygo9tiS4WpXsaDMgdHqI+n3dut9qD57gYcodp/BbiqHGlOC+76wFHvsR9XT4nd0fIni6PsScsWi+JqPUGmxOb6EWxSbj+s0lYO3mok9xdr57S4DhUyL52BCFJ93KMlo9Pwbew8VhlcYrd3VPd5ClTt/bhxb1PfaJIo50jkHZW3ngihuhx6e7SQBiOI2aSZFsXnA1QdMdoMRorhRNUagVicucs+ua0IYT1q33CNyn778pNw144kvT+7LD/8p6WJqmCjqgaBSe4xbAY7U1cSRV/wv9f35PzPLZzu2KS2KD0+4CPtySn38LQsauSEaHgzZcxl/4LZ7WZClUj5Xm3O4mHhW7j4vVZI4wvNep1Dllh+lfq/NOaJlKf4lDV58bMcQZJ5/23J55MjsfHQIu+LW9jzZTxR7uEuagke5gtgJUXz7z1N7brOApLYP2CLS73MqVW46neQK/fAhX6f+a08LZs1RbKk0kJqsiYWNxf9wCg2xf1w7dzYrcEpW4D1bNHNTpVi4UGkwTBQ7IieL4+j2/7hFFO8uzv6Mx8ktkn/z4sLw/DNFtPXCmqcoZA9gcKNpD8SieMJWadft1pgrRPHapaN1sIj2kVf8D/X9+VNxv4rr21qc9InUnlWfLBd515n2arpsiWXL8tCRP6f+K98vAoixa2fIJb0t9GeyAvr5pt8JzyGxoLyKRXE6mCYvJtfnLKC+v/53ZpFC3G7VhNSYEvwtp2F2n86OXG4qSEoUsys2H8n03L2+KI33ceA4DuQ51pf8voTkG4via0+zxpeQi5y2dEMWo6yiOGNRWc03KYpHY7NkiuIXvY0qt/80SkZbcFMXnY2i2OBtFMKX74UoDiWG+7tFAKK4TbIJUWyZnOsfb95bGYniunHvU0IUz9hLBEbwHVR5Ut6+KN6BGlvuLs7UVV1MTRNFPciCvh9R7iNV9xD57J8cedlnqe8vX0i1jhrMhQVwZCke3TebdxKR5RbaZheJH5fH74Skl3fvFUe6Fpbiu39lYDhVuMNV93oXVW75Qep3DqZTevR6Gjr6nM6K4owzt6V1R/4/EsVsKZ7vxOVjGdIXazhRVxC7oSN+RuXbfx60Cp7aPsDHDhmCXVVbAVBksLPhV32T+q/5sLOu+g1CFJcHU5M1b1G80wIqP/zHRLJZgVOyYgxk7UtLCRcWxeUJwnLhe6as690Wx9GxKDZ4yeiLFXo7jYri48WYnHdxLbgBW1ZTfh9NolJ6vtR2fJXgVHr69igLiyiWY6seRI+37LAoalsUawG81PqGCA4RaG1geiSKr/qgOOEgdC+3GllXLYesa562kM90RhQ/Lzq5YUOIYhFTYrLwTOK+z0E984niyS1L8QqBRuxPbvKe4n+3g5dMsQzaStDzYZ9vRWqsknuKr/uYdYHa1hfj/pQRRC81ptssxVocBFuVeSwbOfjrNHj+PFJjswhRPLLKeMRg4oSUlCjeOj4pxbRFghfsOChrOxdEcTv08GwnCUAUt0lTFcW2AVcfMDlKKjVq/IkxujSpExe5v883EBRP9qrsPn3Zm3PXjK1BQhQ/+AdSrWmmiaK+5zUVeKsV4EiNcuuzf9J2bFNifwuL4p0PT+ybzRtdNc/HMhSwHhHW53lTdGCf51jYikBbhuAZsaXYEjGztsvRkShm9+mLj/HJzuueLBEqrTvy/0Gi2OOoCtM+WVcQOyGK7zg7yKKREsWWIGDVl36YKv/8Jkm3teF5p4tALqEX1ysSxclgYMLa/+Tf3Zbi2QvF4pd6Ze1jz3LhS+xLc1SE25kt3CwGfcWQa2FQBBncj0Vx2ktG39aR+rtlKR645LVi765LgIe2U9b9cqHPJCrlmMt7RKPIsa3jVGyi+OCvUP91H4/7lcxXWvhDIkSbyqwH8FLvCRlDxZ7yvqmRKL761EgU817ugEsuLKVEjOMYQZ8sOiKKOZAfi+LaUCpLtgbWZx/mYSn2d7tVM6ntdFhLFF8ktjQVhlZmHq1oY8LvHBWKceyTTV4Ue3wrUv1JiuLrP2H1GrL1RZlWyGJUZCnmQFurE0VxeTbJm3mhlD2PJpz3KlJjswhRXF1jtHYnFsh1UTxpJtHQSnFSimmbGUSxz4iCezYVAhDFbbZUUhRvZwxmoQ+YsSguFI3nGBpFsUeEXa4KfwCr7D592Zty14zdu3l1ufzg5eL/xWV3irRME0U9yAIHEFHPTJV7ktWV4eGDv0r9130ss3wjB32e+halj21SA6AIS7EuinNGV83aK5kbpPZgiHtp/IHLGZCEhS1POk3nEMuJsW0fFEeYLT3WEsUXHd2p6lOWCJXWHTl5Z6u6sBSfd6gzf9dZ2uK92Oalqb1UWUcP8TORKP4FlR+7zlmGuL20wHi2/c7Vl36EKv/8BlVbEcCHD/22sJiFXkIUVyakLBjsKVB68m9uUWw4dzYrcEqWC7ztiC9TnURchVKfsFz4iiEvUcx7ig0Lgm5RvBcNzz+DBi55nRjDXXmFtlPW/XKhzyQq5ZgbieLl8dhqi50g3fBlv5L5dkwUZ0SpDbHQ8gIA1y0SxR+i4urHgyNGy4WllIjpiCjeou2jucS70q4ozvk945gCMtBi26KYA20NLReYRdAujj6tRNjP8y50QkjlyVcuuoZsj+A6Dx1+FvVd/0mr15Acz21lClmMsovi5JYPW178TYhE8SHxueV8bySK1xpjlCSCwWoLbjwuFfikFPZm4WCyHBBP2SfPXizlR67J0xzxM7AUt4UPD3eQAERxC+Ztd9xFX/rGGeKvmdvMoM9+4kM0beoU8fcVV11HZ58bRfHdc+7udOp7TqaB/n7xd1IURy5q+qUPmGxtEZbiYpmKKx5I3a8OoFJk+gQT4oQ6Ioqnzo4sxQ9clgicZRTFmmjTA2/JSbT6EfQJKjRy0H9R36LPpdko7qhcHiGK77kgvi9kRVZN3EdYtfvehbiXyrzyBrFgYSv2FN/5CwPDzcQkx7YnjyPMlh+9joaO+oU4t7VTl8mFWaYt+Ut3e45kLPYUe4niHcWexKzL5BKcVR5OS4jiO88Jcg3TxZfNpVQelSEjgA/P/67YWxl6CVHcNyllwRAu8E/81S2Kdzmayvf/LpFtlndClrVCF2JZdRFxFUoVKoys9g5843q3xdYRthQbFgT1bR3pv6UoPqEjbsYh7SgX+kx7YaXni4gcO7wyXtixTeqlG35V3SPIYqZ1tJ6vx5Gt/FneACFjqNhTXp4YieJrPkyF1Y8Hn6OrHjeTHMvd44GrfToReFEcA8bjktFSvC/VZ893W4oD3G7VOvH2iWbfJOFFxeNcYWhFPktx/9TIUtxpUdwBIeVqQ9Pv8TaCgMWGWBT/+VPWBVJbX5RlCHnvbKLYtYgr9wLznJHnWEIUH/iZuI8JUVxbZ3QBTyyQsyhuNmLhywaDQm292PMvgm6NrEr0aSGKH/+LcZuAbxtBFPuSwn3dJgBRTEQsiM/+1UUJISzB67+ddXYUuOjkk14v/p8QxZYVan3A5KNDqFEVlhJTwAp1AJUi09c1jT+A1X1Pa89SPG1OZCm+/1JSJ48m64keMEO3yMWiWIly6xNUyHaWserWFoniIxIRlkM+Pp2eSLle1hD30lgU5wxIwsKW2FIsI0oqhZOMbC5ffEawEMVHsig+ylUt79+zjvqRZzCyFwUfz8Ku5rW5HGhrnjN9+UymKDZE8c46jzcWxXf9MmgV3BZ9XS+bPCqjOvdkqtx2Fg3P/544mib04gkQ9U1Mi2J2gWdR7AheVNvlWHGWaWJCndHnTAHL5LNOUaxYIFik8aIguwhyYCufy/VuR1tHPmYRxVFsBnnpfVG4HLKl+NLXC/EQYtnxKXvWPaOieFZKuMgxV4jikdXxfkDbnmfphi/7lcxXviPtHjVU3eMkqtx5trE6rjPtk+PtLLEvmhee+q/5CBX4uKnAQFDsEVVpHTeTSNvz6JrMNrEcrxjS1uxqXOCo2rX1qcd4ka6+06Eeoth+dnVWWUSgRRbF91xA3LfZy8C1cGhKjxeiqMCW4ufEz5GlmEajoIcAUe5lzwc96n3OpIIeiz0mAqKLx6L4hk9bF0htfVEWLuS9E6L42X+nzu12iWI5JvAxmeyNZxTF9SGjC3giUBiP03y1FnN4IaHQGBYePcI4w5ZiZaGHDR5iq46hn/s2DkSxLync120CPS+KV6xcRd/87o/o7W8+gWbtsF2KN4vgbWduTQsPPVj8povkhCieupPRHVo9K058WKbvSlSvElUGROh9/VIH0FFRbLZC688KUcx7in/3xtx9hydQPADzGYfq5NEoirUgCwlRXB4gIXae+7c4I6/8yFViIUDsKXYEFbId26QGejCLYnNgIxeMkAmdKy3b71kTStszed3MhCjun0aVO36W7l+tCYHN/ZCjZLPL8NARP++wKE661qsFk/zlnlUWxRz8g/dFuS4vUWxwQ88S6ZwnW7HKd7IoTh5ZlFUe3UXcZj0b2e9j1HfjV0UdK7f+mIYP+z71/+ndrqqmfmdRzJNf/UgMFrulJxY5RTEvgFTu/U0i3aw+l2Vdt517HU8MlejRwluGLVDVNd5us659nsJLhkWxYexLi+BkXxQuh/O/NyqKByJvirG4ZL2kl4Sap7SO6/sBxQS4WU0d9yM9DhKBc/ib04rt4GLoqm/WwofvkTHiG8ieAuX+SBRfexoVVi8OFm3yHdLL7DMeuOrZEUvx5ru1RPG69HvrK4pz9kOOKRCJ4l+Lbzj35eLKh13VTn8r+qe1LMUtUczHOzU7IYrTUe+DC5fjgVgUB5w2EYviRZ+1fgv0OV5qThcgwu2ieC6Vnr7NWmvpVcJzxuFDvkoTfnUwqbFZeAzhoG+m45MSC+S6KG4dISpiLUycISKZs8VZXkIUL/5n6gipkOaBKA6hhXu7SaDnRfGjjz1BX/zad2j16jUx53kHHyQswUPDw3T6mWfR3D12i0Ux3//tM8+iD77nZCGiE6LYskI9st9oWHwxIWBR3KhRk/cCLrvDKlr4h1gUt9zfXJ2BrV/CUtyuKJ4xV0yWedWxtOQmka3JfVHfT6K6qfK+t+bUHcX+o/jol1I/DR/8ZbGPLOuSR4ukPi7KCn4kio+kyj3nx7flnfSFTOhcbWD73WlJMzyYWxTv+hoidp+WxywoaUtGttVtDnLF0SQ7LooN+3plseRElr0oisvvIz7ztjqXRfEhTtzymawbTRz1/e/685EoPjdazPG5Sn1Un75r4p22i+KPU9+NX1FE8Q+o/0/v8sklcQ+/nxxlVt/3LFzgH7/BQxQfn4jezolnWXGyFhJ062Tq3VVcQTnWAFGBqLbW223W9W5HC4Isik9McdTbWh3XxDgrRfHvThTiwZVXcENlPBCLYsP3Q1rHI9fH9fGZ2WIrS2PEIIrPoP4r30tV7bg1Gduh3XplLXxk7TfXqy/iahTLLVH8UeEtUFz5UBBW9QxW9cFOjOUhZy7bCs1bDQor2FJsEsX7U32neW5LsSV6vQuUOH1AiOLz2xPFA5tForjlcSLOPGZLsWEx31Um9XfTUXAhz+e9N96mM9kc/8WU7qgo/nzq+Dp5v60vyt9NUZttdbCK4hl7jgbaMzws52f8PHuM8NxUiOK/f0mME0IUN6pGF/DEXKA8wLvG434rFrD4X9iDRojiNSLolryEKH7qppRlO6SNIIpDaOHebhLoeVHMlt8rrr4+3ifMluMvfPlbdOghL6eDX36AEMUL572S5r5wd9EOuig+7fRz4vZplgeoYNo/NHl7Kq1+XLlvUAwywn1wZFSMxwNosSLOMOar0TeZiiOryRZYRe8c/CGsT9qOym0cmSDEbGUiFdc/E+fP+TS5vCJq9ujVGJhGxaHouAa1vOKPYomapX4qVNdRY2AzKrLlpVCk2tSdqLziwcx+XZ+6I5VWpveJNnkfIlvZW+k3BqZTcd2yUbYKu5AXx8q3UBBHUHTiqk/cmkprlxAFpKnz9S1Hg488KZaj/LSr2WJUn7wdlVY/kfq9wfuGhpdTbbPnUUU529U3b9t9si+bfpf8ZT/hMjCvyrLWETQZmfu8GyaOWeXh7GocKGfd01G/9bkKxeg9rY5OGOxjQsS+PmkbKq15imqb7ULl5ff75JK4h+vA7o3F4dF3ULyHHJiPIzu3xhFrm0zYMvH+iGflu2p4KItZ3L8tmcl+xz8zJ3E1G1QwHFlj7COtd9+2n5bHrPrk7Y1jn15u/rvAebfaisfN2rSdxbM8hqtlDW6UwAdkXqm+wv2JXVcbVdEm4nxYdl3kq1iKxiXe+6dcog4rHoj7lfxJviPt1iurjX3eQ7U88h0rrXyYCvWRYPdLbmv1u6rXNbAZErcnvjM5E+JFbzEf0NpIvGP9U4SLfonPMc64TN9cn+I0BjcX31r+NnLf5kV409zElRbnz5f87nOdxN/VtNB3paX+njXGhKQTem+z3E+F2jDZxmVmpc/JuM78LSytetT6LbD1xbhPBsxLxNhUWyeO7FQvU9kSv8u69U2m2rQ5VHn6VqpPmRW9I81Gawxppr4VnEZiLlAoRnOUVv7MSrQ5j4s8BnN/VsrG31YRiEubG4a0zddPzR8YNiQf3AsCLgIQxZooZmAcWOu2O++md739TfSDn5yTaSn+4LmKpbdZpfLKR6nRN4mK1TVUm7pz64MyTKVVj1N9yvbULPZTcegZMQGoT9qeikPPiX119cmzqMRBOQpFqk/eIdFupTVPULNYosaEbRL/zpMfvngipF5sQVA/tvyBLK5/VogMtjCUVj0sPsiN/s3EAMniV08jTq9VJ/6by1CfspOrT1FxZAUV1j9Hdd436HmJqIhro72FtWn8XDF+knlJ4c2Dd7PU2vNiSbs49Kxw5WGmxXVLxaICf2gaE2Y4S9NoNsX3oEAFKq1+ROTVmLC1eK647ikqjqwVHwZOO3U1a1Q2CflCgepT5xC1WNYnb0vNUksUOEs0ekOB9wOxkGq1Y/rRBpVXRNaWxsBUagxsmbhFcqxP2YGaxb7kb61+wL9xW7CgqosV4vCrtPZJsedI1Fm7uO/xx162B7cVi05+ZyTn8BzNT8j3o9E3Ubw75ZUPiLUoXuIo8ERg0raxOCvU11Np9ZOJhPh95QA1/D7xRIqv+oQtqbRuGdU5em45miDyVeL9kI2qqHNp5UPRxEG0w3TxH7/n/J9IY/L2YrGIr+LwcvFuyj4vAqGsWRw9OzidGv3T4zyKa59qCYemWLQy84r6QIOtstU1worcGNhiNI1WfvIf6hO2EpGWZZkbE7akRt9UosYIlVsT9gZP7utDIpp5o28KlTmiLpevMkG8U+WVD1Odj9ipTE72qZGVYlKeHFui8vFiALsAm65CbQ2V1iwhuZDBvAo8pjRqVJ+4Lcm2so0FTWoKvVgsFIiZFatrxUIcLx6EXDw28uKQHPMKIytF27NQ4HejuHaxEKw8jpdXPmReNGz1Pc5XHZcblUEqVteLduL/mHXouFBa+WD0vZiyU9y3fcbHLAb8LSqtXZoeY1pjm+z3cryucRyN2rqondnNslgZ7WvrllCxtejL/ay07mnRZ/h++W20lUW8T82GcwyS43WRreit96ZZGRT9RL7/PKnnheL4atZFn230TxYLrDzZVxdN9G+FfCdlf+T0C6LtJlNjMPubwt9uHhcag1uJ75vaxpJ1beqORIVIfMqruP5psVCglrs4/BwV10djCF/697i4bomoixy35XjPfb+05kmRHl/R+FOJvxWyP4e8G/JbVJuyA1GxL5pT8HjQ4iF/F+WUvFoL/FF9iyJ/Fqk8/pj6T8yCPQj4PeK0lTmWCP7E3xJLO8hxojZ1FlFhtF9m1VMyGx17RucbxfVLqTi8mprye25JqLTm8fh7EbeV1gd5LsELC6ZvJD/DPKO54KzIurvqUfHt4TFY/L76UfENb0xMzgnVIonFsda4zGUS9/McSPb/voliTBVznMHkXEF+D2xjUvyNY2efqTuL8nJb8LjOgbh4nsRX9O0YicbL1vdA/f6JMaw8QN88ZUFI98O9INA1Aj0vitny+5NfnE8ffv8piWjTTy5eIlyoXXuKu9YySHiDEFixaj1NmtBH5XLYBHqDFBaZBhNoNBu0YuUQTZ82KmiDE8EDGzWB9cNVatQbNHFCtPCAa/wSwHg9fttWiKpGk5avXkebTzUvoI3v2qN2IAACY02g50Wx3De8xfTpQgRL9+mT3nC8cJl2RZ8e6wZDft0lgElWd/lu6NQhijd0C3Q/f4ji7jPeWHLAeL2xtER3ygFR3B2uSBUEQMBMoOdFMWORQnjxU0sFpZNOfG0cWIv/zjqnGB1rfBHAJGt8tadeG4ji8d2+XDuI4vHfxrKGGK/Hd1tDFI/v9kXtQGBjIwBRvLG1CMqzQQlgkrVB8Xc9c4jiriPe4BlAFG/wJhizAmC8HjPUGyQjiOINgh2ZgkDPEoAo7tmmR8VNBDDJGt/9AqJ4fLcvLMXjv33VGmK8Ht/tDVE8vtsXtQOBjY0ARPHG1iIozwYlgEnWBsXf9cwhiruOeINnAEvxBm+CMSsAxusxQ71BMoIo3iDYkSkI9CwBiOKebXpUHJbi3usDEMXjv80hisd/G8saQhSP77aGKB7f7YvagcDGRgCieGNrEZRngxLAJGuD4u965hDFXUe8wTOAKN7gTTBmBcB4PWaoN0hGEMUbBDsyBYGeJQBR3LNNj4qDAAiAAAiAAAiAAAiAAAiAAAhAFKMPgAAIgAAIgAAIgAAIgAAIgAAI9CwBiOKebXpUHARAAARAAARAAARAAARAAARAAKIYfQAEQAAEQGCjJnDW2eeJ8p180us36nKicCAAAiAAAiAAApsmgXEpih997An64te+Q6tXr6E95+5Op77nZBro7+9oC/Ek7errFsVpnnTia2nhoQfHf992x130pW+cIf6euc0M+uwnPkTTpk4Rf6u/8d96GfW0P/mR99LcF+7e0fJvSoldcdV1dPa5F5LOQXLqFJ+h4WE6/cyz6Nbb7orx6GlntaurT6Bd071uxcpV9IUvf4u22mqLxHsq3+E5s2d1/P1VxwfT+6n3A/XddvURPe1ujT+b0vurlzXP+OwSxa53T/azxU8tFcVR32vXeCzHH1kPfazflNuiG2XXWZu+cZ3K19Xu7XyH0e7mVpJM1bFNjosL572y43OVbrYxvsmdehORDgiMDwLjUhTLpuHB+4qrr+/4pJo/AL88/zd0/LFHCKErJ3nvO+Uk8UHgv7995ln0wfecTLN22I7443rbnXfH5eC/Z269lbhXfky2mD5dWEF4QnHRJb+nN57waiHk9bTGR7cLqwXzuuqaP9NOO+5A73jriTEX/qAteXoZSe5hqZoFmsqe+8/3fnQ2ffqjHxDtmNWunFpWn0C7mluHuXzzuz+iNWvWEIsNufjDbcu8J06a0PH3l9t18ZKn40UszuuZ556L81EFmJzgn/SG40XZ9HbU+4j6bnONXWKu3T67KT8fMj5ncXSNx3KMnbvHbqLNTe+xbTzW09b7w6bMvxtl11nLPM694Lf0sv1eIsbRTl2udm/nO4x2t7cSv7cXX3qFuOE1xyxMzGM6LYq72cb4JnfqTUQ6IDB+CPSUKNZXflVrAU+61q9fT2vXrxeWwsmTJ8ViyNXc+kSA83ly8ZLY1c8lbHXRrOaHSRiJRQXmyddLXvwi8RHm9tpl9o506R+uJClYdCvdvIMPittAMp44OEh/vfEmUn+zta/OPqRdbZNDmRfaNSIhRfGrXnEg3X7XPWLRY+nSZfS7P1xJ283chu598KHEYhJ7DMhLvr+m9ydEjPIk7+xfXSS8Ofhikf72N58QT+Cz0nK1Y9a77RpXxvvvqigeGhoWHgPyXZYLCtvO3FoI2ZD2NIngn/zifPrw+08Ri5iudzOrzVzPjvc2c9XP9a2Tz6vfYtXiuLF+h9Huoy0v39uDDzqArlv0NzE+88VeVqooNrWx6T337TOcB+ZarjcQv4MACLRDoGdEMUO64k/X0sLDDhGWRmF9vPaG2K2ZP8b/uOmWWAiHTGb1ibE+gXNNnLMmfLolqp3G3lSflWL00IMPEmLpda8+ii674mo6auE8+sq3zown0n9e9Hfacdb2sVWXXeilFdnmgp3FRP9Yh7Srq83RrklRzCL0qusWiUUPtuKy5Y7/Lz0sst5fXciGTLJEuoonBwty1ctD/13fhpGVl+4Fsqm+f90qd7dEsf7uqYsecgtL1pib9ZvuFdQtNptqurbtEGp9TN9edfFjY/wOo93Tovhdb3sT/eCn5wghvOvzdk6IYv2dU71xrrvhbwmjgb7YnNX3MdfaVEcGlBsENg0CPSOKXZNZfSLUjmsfpyU/8twNsgSSacLGz6hWz07tmd00umS6lOpHU7rVHn/s4TRrh+1T1iX5tGlFWXVhd7EwWQZC2tU2sUa7JslLSzGLYr6Y21Zbbi4sxjx5srWZyTVSemeETLL0dPhv1aqYJYqzrEdyrxr2FNvftG6JYp+x3PZ+2sZjdZ8s9hRnj56mPcWSmemdUfsBb0HhSwZUC1ng0ts0ZLxGu7u+iGlRzBbie+97QGxRUwWy9OSytSP/uxxjBwb6UxbmrJJ0o43xTfZve9wJAuOdQE+JYt29VnWR9plImTqDvh9RTuzVD4JNFPtYC10Wx/HeQaUokYInayJtCoIkJ2Mhln+bhc/XUmzqE3o7oV0jIqoonjFjy8QESW+zrPdXitn3nnIS/ezcq6jwMQAACYNJREFUCxJufLZ3xGT9MU3CTX3H1woc0u964V1W69gNUWx693wtxT7jMdxow3upDMzEi7vSoqgGM+QU5eKRLorV8SFrP3K3v8Nod7Mo5n9lt2npSi3dp00LEnJbijrOT5s6NbUIaeth3W5jfJPD3208AQLjjUDPiGJ2i1TdaV2usT6WYpv48dl76jMBk51N/8CMt07oqo/N8qd+xORkSwYsy2spzhI7Pu3qI4jRrqMtnjXp1d2as95fuRjlG5zL5g5pKo++GOIriLlMJsuzq7/3yu+dFsW2d09vA5u1Ug2ql9UGIZ4IvdKWWfVUeR/88gMyLYP6u+ZjKR6r7zDaPWplfW5kCrzlakfJkj3q+FJP7jD1pbFq416fa2G8AoFeJzCuRbE6MOsfV12UhlqKbe53ciKcFX3a5qoln/3Ljf9HJ77uONE3sZdpNNCWfkapSRTLCLPyt0MPebn44PpY7FzWAFc0U1efQLumh9sQUay+U6ZFJWmRcrm3uibaajvq1gNXH9Gj7IYskvTax0jlbAqOxYsgrz56oVegrax3zxV9Oms81iPU6uNKr7WZq778bnHcB3lKgO17qMbz4PaR8T50S3FWu8qFMP6/6fxq13iNdne1pvl3XRSrHlpyq5dpfqVG+JfjfrPZFG3n8gLoRhtz/8A3OV8fwFMgMF4JjDtRLCfG3GD6+cD8gZVnC3MgH77ksUkhoti0Z4rTUvcP+pZDdizpyi1di7LOyh2vndFWLx9LMe9jUpkzz8kTJ9Chr3qFtyjW3XNledRI1bZ2dfUJTst1BnKvtSvX11cUc0yArPdXTr71/cAmpmpUVPV3OaHT3fBVke3qI2r/0MeEXmxfvc5Z46LKlsdSjhS/85ydnKLY9e5x39Hv0U8eUM+c5zLrW2uyzqRHu44SMG1hMZ3koL+D8h1T33HX++PT7nm/wyzS9LK4Ftt6pR+YvOhUF3l5rJ4twrjk5LNg2M02xlyrV3os6gkC/gTGnSj2rzruBAEQGE8EeBLGl8sVbzzVGXUBgfFEwGUZHk91RV1AAARAAAQ2LgIQxRtXe6A0IAACOQj4BuTJkTQeAQEQGCMCEMVjBBrZgAAIgAAIpAhAFKNTgAAIgAAIgAAIgAAIgAAIgAAI9CwBiOKebXpUHARAAARAAARAAARAAARAAARAAKIYfQAEQAAEQAAEQAAEQAAEQAAEQKBnCUAU92zTo+IgAAIgAAIgAAIgAAIgAAIgAAIQxegDIAACIAACIAACIAACIAACIAACPUsAorhnmx4VBwEQAAEQAAEQAAEQAAEQAAEQgChGHwABEAABEAABEAABEAABEAABEOhZAhDFPdv0qDgIgAAIgAAIgAAIgAAIgAAIgABEMfoACIAACIAACIAACIAACIAACIBAzxKAKO7ZpkfFQQAEQAAEQAAEQAAEQAAEQAAEIIrRB0AABEAABEAABEAABEAABEAABHqWAERxzzY9Kg4CIAACIAACIAACIAACIAACIABRjD4AAiAAAiAAAiAAAiAAAiAAAiDQswQginu26VFxEAABEAABEAABEAABEAABEAABiGL0ARAAARAAARAAARAAARAAARAAgZ4lAFHcs02PioMACIAACIAACIAACIAACIAACEAUow+AAAiAAAiAAAiAAAiAAAiAAAj0LAGI4p5telQcBEAABEAABEAABEAABEAABEAAohh9AARAAARAAARAAARAAARAAARAoGcJQBT3bNOj4iAAAiAAAiAAAiAAAiAAAiAAAhDF6AMgAAIgAAIgAAIgAAIgAAIgAAI9SwCiuGebHhUHARAAARAAARAAARAAARAAARCAKEYfAAEQAAEQAAEQAAEQAAEQAAEQ6FkCEMU92/SoOAiAAAiAAAiAAAiAAAiAAAiAAEQx+gAIgAAIgAAIgAAIgAAIgAAIgEDPEoAo7tmmR8VBAARAAARAAARAAARAAARAAAQgitEHQAAEQAAEQAAEQAAEQAAEQAAEepYARHHPNj0qDgIgAAIgAAIgAAIgAAIgAAIgAFGMPgACIAACIAACIAACIAACIAACINCzBCCKe7bpUXEQAAEQAAEQAAEQAAEQAAEQAAGIYvQBEAABEAABEAABEAABEAABEACBniUAUdyzTY+KgwAIgAAIgAAIgAAIgAAIgAAIQBSjD4AACIAACIAACIAACIAACIAACPQsAYjinm16VBwEQAAEQAAEQAAEQAAEQAAEQACiGH0ABEAABEAABEAABEAABEAABECgZwlAFPds06PiIAACIAACIAACIAACIAACIAACEMXoAyAAAiAAAiAAAiAAAiAAAiAAAj1LAKK4Z5seFQcBEAABEAABEAABEAABEAABEIAoRh8AARAAARAAARAAARAAARAAARDoWQIQxT3b9Kg4CIAACIAACIAACIAACIAACIAARDH6AAiAAAiAAAiAAAiAAAiAAAiAQM8SgCju2aZHxUEABEAABEAABEAABEAABEAABCCK0QdAAARAAARAAARAAARAAARAAAR6lgBEcc82PSoOAiAAAiAAAiAAAiAAAiAAAiAAUYw+AAIgAAIgAAIgAAIgAAIgAAIg0LMEIIp7tulRcRAAARAAARAAARAAARAAARAAAYhi9AEQAAEQAAEQAAEQAAEQAAEQAIGeJQBR3LNNj4qDAAiAAAiAAAiAAAiAAAiAAAhAFKMPgAAIgAAIgAAIgAAIgAAIgAAI9CwBiOKebXpUHARAAARAAARAAARAAARAAARAAKIYfQAEQAAEQAAEQAAEQAAEQAAEQKBnCUAU92zTo+IgAAIgAAIgAAIgAAIgAAIgAAIQxegDIAACIAACIAACIAACIAACIAACPUsAorhnmx4VBwEQAAEQAAEQAAEQAAEQAAEQgChGHwABEAABEAABEAABEAABEAABEOhZAhDFPdv0qDgIgAAIgAAIgAAIgAAIgAAIgABEMfoACIAACIAACIAACIAACIAACIBAzxKAKO7ZpkfFQQAEQAAEQAAEQAAEQAAEQAAEIIrRB0AABEAABEAABEAABEAABEAABHqWAERxzzY9Kg4CIAACIAACIAACIAACIAACIABRjD4AAiAAAiAAAiAAAiAAAiAAAiDQswQginu26VFxEAABEAABEAABEAABEAABEAABiGL0ARAAARAAARAAARAAARAAARAAgZ4lAFHcs02PioMACIAACIAACIAACIAACIAACEAUow+AAAiAAAiAAAiAAAiAAAiAAAj0LIH/B7VeZwC26bpkAAAAAElFTkSuQmCC",
"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": 85,
"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": 86,
"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)', 'Total demand', 'hp_output_MW',\n",
" 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n",
" 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 86,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 87,
"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": 88,
"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": 90,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_18556\\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"
},
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"dash": "solid",
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"mode": "lines",
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"type": "scatter",
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",
"text/html": [
""
]
},
"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": 91,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_18556\\1493830805.py:1: FutureWarning:\n",
"\n",
"'H' is deprecated and will be removed in a future version, please use 'h' instead.\n",
"\n"
]
},
{
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"config": {
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"marker": {
"color": "rgba(70, 165, 121, 1.0)"
},
"name": "Tsource (VDG)",
"orientation": "v",
"type": "box",
"y": [
70,
70,
70,
70,
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70,
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)']].resample('H').mean().iplot(\n",
" kind='box',\n",
" title='Smurfit Kappa: Source and Sink temperatures',\n",
" color=recoygreen,\n",
" yTitle='Temperature in degrees C',\n",
" legend=False,\n",
" asFigure=True,\n",
" dimensions=(800, 400)\n",
")\n",
"demands_fig"
]
},
{
"cell_type": "code",
"execution_count": 92,
"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)', 'Total demand', 'hp_output_MW',\n",
" 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n",
" 'from_storage_MWh', 'nomination_MWh', 'Prod. vol.', 'Cons. vol.',\n",
" 'Imb. vol.', 'Day-Ahead Result', 'POS Result', 'NEG Result',\n",
" 'Imbalance Result', 'Combined Result'],\n",
" dtype='object')"
]
},
"execution_count": 92,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 93,
"metadata": {},
"outputs": [],
"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": 94,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')"
]
},
"execution_count": 94,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data['tsource_vdg'].idxmin()"
]
},
{
"cell_type": "code",
"execution_count": 95,
"metadata": {},
"outputs": [],
"source": [
"# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']"
]
},
{
"cell_type": "code",
"execution_count": 96,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(0,\n",
" 0,\n",
" 29.635,\n",
" 0,\n",
" 0,\n",
" HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=3.0),\n",
" Heatpump(name='Heatpump VDG', max_thermal_power=1.5, cop_curve=2.5, min_th_power=0.0))"
]
},
"execution_count": 96,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"case = s.storage_case_PCM\n",
"hp_vdg = case.assets['Heatpump VDG']\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",
"tsource_vdg = 29.635\n",
"tsink_vdg = 134.840\n",
"\n",
"hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg)"
]
},
{
"cell_type": "code",
"execution_count": 97,
"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": 98,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 98,
"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": 99,
"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": 100,
"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": 101,
"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": 102,
"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": 103,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"date = s.baseline.data.index[0].strftime('%Y-%m-%d')"
]
},
{
"cell_type": "code",
"execution_count": 104,
"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",
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_steamboiler = s.baseline.data[['Total demand', 'output_MW_th']].abs().loc[date, :].iplot(\n",
" subplots=True, \n",
" title=f'Steamboiler only case on {date}',\n",
" subplot_titles=['Total demand', 'Steam boiler output (MW)'],\n",
" legend=False,\n",
" dimensions=(800, 400),\n",
" colors=[recoydarkblue, recoygreen], \n",
" asFigure=True,\n",
" shape = (2, 1)\n",
")\n",
"fig_steamboiler"
]
},
{
"cell_type": "code",
"execution_count": 105,
"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",
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",
"text/html": [
""
]
},
"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": 106,
"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": 107,
"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": 108,
"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": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Heatpump only | \n",
" Heatpump + Storage_PCM | \n",
"
\n",
" \n",
" \n",
" \n",
" | Total net volume (MWh) | \n",
" -3,679 | \n",
" -4,131 | \n",
"
\n",
" \n",
" | Total exported to grid (MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total consumed from grid (MWh) | \n",
" 3,679 | \n",
" 4,131 | \n",
"
\n",
" \n",
" | Total nominated volume (MWh) | \n",
" -3,679 | \n",
" -3,679 | \n",
"
\n",
" \n",
" | Absolute imbalance volume (MWh) | \n",
" - | \n",
" 452 | \n",
"
\n",
" \n",
" | Mean selling price (€/MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Mean buying price (€/MWh) | \n",
" 96 | \n",
" 88 | \n",
"
\n",
" \n",
" | Total day-ahead result (€) | \n",
" -352,531 | \n",
" -352,531 | \n",
"
\n",
" \n",
" | Total POS result (€) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total NEG result (€) | \n",
" - | \n",
" -12,164 | \n",
"
\n",
" \n",
" | Total imbalance result (€) | \n",
" - | \n",
" -12,164 | \n",
"
\n",
" \n",
" | Total combined result (€) | \n",
" -352,531 | \n",
" -364,695 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage_PCM\n",
"Total net volume (MWh) -3,679 -4,131\n",
"Total exported to grid (MWh) - -\n",
"Total consumed from grid (MWh) 3,679 4,131\n",
"Total nominated volume (MWh) -3,679 -3,679\n",
"Absolute imbalance volume (MWh) - 452\n",
"Mean selling price (€/MWh) - -\n",
"Mean buying price (€/MWh) 96 88\n",
"Total day-ahead result (€) -352,531 -352,531\n",
"Total POS result (€) - -\n",
"Total NEG result (€) - -12,164\n",
"Total imbalance result (€) - -12,164\n",
"Total combined result (€) -352,531 -364,695"
]
},
"execution_count": 108,
"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": 109,
"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": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Heatpump only | \n",
" Heatpump + Storage_PCM | \n",
"
\n",
" \n",
" \n",
" \n",
" | Gasboiler OPEX (€) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Gas consumption costs (€) | \n",
" 393,966 | \n",
" 393,966 | \n",
"
\n",
" \n",
" | CO2 emission costs (€) | \n",
" 140,949 | \n",
" 140,949 | \n",
"
\n",
" \n",
" | Gas taxes (€) | \n",
" 33,689 | \n",
" 33,689 | \n",
"
\n",
" \n",
" | Heatpump VDG OPEX (€) | \n",
" -3,000 | \n",
" -3,000 | \n",
"
\n",
" \n",
" | Result on electricity market (€) | \n",
" -352,531 | \n",
" -364,695 | \n",
"
\n",
" \n",
" | Electricity taxes (€) | \n",
" -3,495 | \n",
" -3,924 | \n",
"
\n",
" \n",
" | Grid transport costs (€) | \n",
" -19,632 | \n",
" -27,485 | \n",
"
\n",
" \n",
" | HotWaterStorage OPEX (€) | \n",
" - | \n",
" -440 | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" 189,947 | \n",
" 169,061 | \n",
"
\n",
" \n",
" | Depreciation (€) | \n",
" -12,000 | \n",
" -12,880 | \n",
"
\n",
" \n",
" | EBITDA + depr (€) | \n",
" 177,947 | \n",
" 156,181 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage_PCM\n",
"Gasboiler OPEX (€) - -\n",
"Gas consumption costs (€) 393,966 393,966\n",
"CO2 emission costs (€) 140,949 140,949\n",
"Gas taxes (€) 33,689 33,689\n",
"Heatpump VDG OPEX (€) -3,000 -3,000\n",
"Result on electricity market (€) -352,531 -364,695\n",
"Electricity taxes (€) -3,495 -3,924\n",
"Grid transport costs (€) -19,632 -27,485\n",
"HotWaterStorage OPEX (€) - -440\n",
"EBITDA (€) 189,947 169,061\n",
"Depreciation (€) -12,000 -12,880\n",
"EBITDA + depr (€) 177,947 156,181"
]
},
"execution_count": 109,
"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": 110,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
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" Year 3 | \n",
" Year 4 | \n",
" Year 5 | \n",
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" Year 7 | \n",
" Year 8 | \n",
" Year 9 | \n",
" Year 10 | \n",
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" - | \n",
" - | \n",
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" - | \n",
" - | \n",
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\n",
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" | EBITDA (€) | \n",
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" 189,947 | \n",
" 189,947 | \n",
" 189,947 | \n",
" 189,947 | \n",
" 189,947 | \n",
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" 189,947 | \n",
" 189,947 | \n",
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\n",
" \n",
" | Depreciations (€) -/- | \n",
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" 177,947 | \n",
" 177,947 | \n",
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" -26,692 | \n",
" -26,692 | \n",
" -26,692 | \n",
" -26,692 | \n",
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" 12,000 | \n",
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\n",
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" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
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" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
" 163,255 | \n",
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\n",
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" | \n",
" | \n",
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" | \n",
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" | \n",
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\n",
" \n",
" | Discounted residual value (€) | \n",
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" | \n",
" | \n",
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" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
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\n",
" \n",
" | NPV (€) | \n",
" 737,153 | \n",
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" Year 0 Year 1 Year 2 \\\n",
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"IRR (%) \n",
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"IRR (%) \n",
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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": 112,
"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": 113,
"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": {
"color": "rgba(31, 131, 118, 0.6)",
"line": {
"color": "rgba(31, 131, 118, 1.0)",
"width": 1
}
},
"name": "Heatpump VDG CAPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
0,
300000,
300000
]
},
{
"marker": {
"color": "rgba(221, 67, 59, 0.6)",
"line": {
"color": "rgba(221, 67, 59, 1.0)",
"width": 1
}
},
"name": "HotWaterStorage CAPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
0,
0,
22000
]
}
],
"layout": {
"barmode": "relative",
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
},
"traceorder": "reversed"
},
"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",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
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],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"report = ComparisonReport(s.cases, kind='capex').report\n",
"report = report[report.index.str.contains('CAPEX')].T\n",
"capex_fig = report.iplot(\n",
" kind='bar', \n",
" barmode='relative',\n",
" colors=recoycolors,\n",
" title='CAPEX by Casestudy',\n",
" yTitle='CAPEX in €',\n",
" dimensions=(600, 400),\n",
" asFigure=True,\n",
")\n",
"\n",
"capex_fig = capex_fig.update_layout(legend_traceorder=\"reversed\")\n",
"capex_fig"
]
},
{
"cell_type": "code",
"execution_count": 114,
"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 OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
0,
0,
0
]
},
{
"marker": {
"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": [
-393966.04,
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"
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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": 115,
"metadata": {},
"outputs": [],
"source": [
"# ebitda_report.show(comparison='relative')"
]
},
{
"cell_type": "code",
"execution_count": 116,
"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": [
-0.5686047900000001,
-0.37865826,
-0.39954402
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
-568604.79,
-378658.26,
-399544.02
]
}
],
"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",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = SingleFigureComparison(s.cases, 'ebitda', label='EBITDA').report\n",
"ebitda_graph = _series.iplot(\n",
" kind='bar',\n",
" title='Yearly EBITDA by Casestudy in €',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400), \n",
" yTitle='EBITDA in €',\n",
" asFigure=True,\n",
" yrange=[_series.min() * 1.2, max(_series.max() * 2, 0)]\n",
")\n",
"\n",
"ebitda_graph.update_traces(\n",
" text=_series.values/1000_000, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}M €\", \n",
")\n",
"\n",
"ebitda_graph"
]
},
{
"cell_type": "code",
"execution_count": 117,
"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": "NPV",
"orientation": "v",
"text": [
0.7371530128228342,
0.6080042993126058
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
737153.0128228342,
608004.2993126058
]
}
],
"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",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
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],
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0.3333333333333333,
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],
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"#bd3786"
],
[
0.5555555555555556,
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],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
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0,
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],
[
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],
[
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],
[
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],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
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]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
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0.3333333333333333,
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[
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],
[
0.5555555555555556,
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],
[
0.6666666666666666,
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],
[
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],
[
0.8888888888888888,
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],
[
1,
"#f0f921"
]
],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
}
],
"histogram2d": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
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],
[
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],
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],
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],
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],
[
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],
[
0.8888888888888888,
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],
[
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]
],
"type": "histogram2d"
}
],
"histogram2dcontour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
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],
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],
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n",
"\n",
"npv_graph = _series.iplot(\n",
" kind='bar',\n",
" title='NPV by Casestudy in €',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400), \n",
" yTitle='NPV in €',\n",
" asFigure=True,\n",
" yrange=[0, _series.max() * 1.1]\n",
")\n",
"\n",
"npv_graph.update_traces(\n",
" text=_series.values/1000_000, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}M €\", \n",
")\n",
"\n",
"npv_graph"
]
},
{
"cell_type": "code",
"execution_count": 118,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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"config": {
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},
"name": "IRR",
"orientation": "v",
"text": [
53.83939522039134,
44.473816352923556
],
"textposition": "outside",
"texttemplate": "%{text:.0f} %",
"type": "bar",
"x": [
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"Heatpump + Storage_PCM"
],
"y": [
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}
],
"layout": {
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"font": {
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},
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"plot_bgcolor": "#F5F6F9",
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"irr_report = (SingleFigureComparison(s.optcases, 'irr', label='IRR').report * 100)\n",
"irr_fig = irr_report.iplot(\n",
" kind='bar',\n",
" title='IRR by Casestudy in %',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='IRR in %',\n",
" asFigure=True,\n",
" yrange=[0, irr_report.max() * 1.2]\n",
")\n",
"\n",
"irr_fig.update_traces(\n",
" text=irr_report.values, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.0f} %\", \n",
")\n",
"\n",
"irr_fig"
]
},
{
"cell_type": "code",
"execution_count": 119,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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"config": {
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},
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"line": {
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},
"name": "Simple Payback Time",
"orientation": "v",
"text": [
1.8468056475124852,
2.221322986525129
],
"textposition": "outside",
"texttemplate": "%{text:.1f} years",
"type": "bar",
"x": [
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"Heatpump + Storage_PCM"
],
"y": [
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}
],
"layout": {
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"font": {
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},
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"plot_bgcolor": "#F5F6F9",
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = (SingleFigureComparison(s.optcases, 'spp', label='Simple Payback Time').report)\n",
"spt_fig = _series.iplot(\n",
" kind='bar',\n",
" title='Simple Payback Time by Casestudy in Years',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='Years',\n",
" asFigure=True,\n",
" yrange=[0, _series.max() * 1.2]\n",
")\n",
"\n",
"spt_fig.update_traces(\n",
" text=_series.values, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f} years\", \n",
")\n",
"\n",
"spt_fig "
]
},
{
"cell_type": "code",
"execution_count": 120,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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"config": {
"plotlyServerURL": "https://plot.ly"
},
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},
"name": "COP",
"orientation": "v",
"text": [
2.500000000000002,
2.5
],
"textposition": "outside",
"texttemplate": "%{text:.1f}",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage_PCM"
],
"y": [
2.500000000000002,
2.5
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
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},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
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"error_y": {
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"pattern": {
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"barpolar": [
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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": 123,
"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": 124,
"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: 15.3 s\n",
"Wall time: 39 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_18556\\2484316097.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": 125,
"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",
"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"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: total: 2.95 s\n",
"Wall time: 11.1 s\n"
]
},
{
"data": {
"text/plain": [
"737153.0128228342"
]
},
"execution_count": 125,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%time result = routine(c, _s)\n",
"npv = result.hpcase.npv\n",
"npv"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "ddca6175788942ba9147be8e16b3f681",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/4 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"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"
]
}
],
"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."
]
}
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