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"cells": [
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"cell_type": "markdown",
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"source": [
"#### Imports"
]
},
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"cell_type": "code",
"execution_count": 1,
"metadata": {
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"data": {
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" \n",
" "
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"output_type": "display_data"
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],
"source": [
"from datetime import timedelta\n",
"import json\n",
"import pprint\n",
"from copy import deepcopy\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",
"from pyrecoy.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n",
"from pyrecoy.colors import *\n",
"from pyrecoy.converters import *\n",
"from pyrecoy.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n",
"from pyrecoy.framework import TimeFramework\n",
"from pyrecoy.casestudy import CaseStudy\n",
"from pyrecoy.plotting import ebitda_bar_chart, npv_bar_chart\n",
"from pyrecoy.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n",
"from pyrecoy.sensitivity import SensitivityAnalysis\n",
"from pyrecoy.prices import get_tennet_data, get_afrr_capacity_fees_nl\n",
"from pyrecoy.forecasts import Mipf\n",
"\n",
"%load_ext autoreload\n",
"%autoreload 2"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Development backlog"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"* aFRR (can improve the optimisation case)\n",
"* Report\n",
"\n",
"--\n",
"* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n",
"* Graphs\n",
" * EBITDA vs. baseline (earnings vs baseline)\n",
"* Show COP curves in different cases, just for illustration\n",
"* Energy report --> Check + add gas\n",
"* Fix comparison reports\n",
"* Model verification"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Meeting Notes"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"##### Meeting 25-11-2020"
]
},
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"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
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},
"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"
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"source": [
"# ENCORE : Heatpump Optimisation Framework\n",
"\n",
"***\n",
"© Mark Kremer \n",
"July 2020\n",
"##### Cases\n",
"In this model, 3 cases are compared:\n",
"* **Baseline** : All heat is supplied by steam turbine\n",
"* **Heatpump case** : All heat is supplied by heatpump\n",
"* **Hybrid case** : Steam turbine and heatpump run in hybrid mode, and are optimised on costs in real-time"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Loading config"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"tags": [
"exclude"
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},
"outputs": [],
"source": [
"class Config():\n",
" start = '2019-01-01'\n",
" end = '2019-09-16'\n",
" \n",
" hp_vdg_e_power = 23.3 # MW\n",
" hp_ndg_e_power = 7.7 # MW\n",
" hp_min_load = 0\n",
" hp_lifetime = 25\n",
" hp_capex = 200_000 # EUR/MWth\n",
" hp_opex = 0.01 # in % of CAPEX\n",
" hp_devex = 0.005 # in % of CAPEX\n",
" \n",
" gb_power = 35 # MW\n",
" gb_efficiency = 0.9\n",
" \n",
" storage_power = 25\n",
" storage_volume = 1000\n",
" storage_cap_per_volume = 50 * 1e-3\n",
" storage_lifetime = 25\n",
" storage_temperature = 95\n",
" storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n",
" storage_capex_per_MW = 7_000\n",
" storage_capex_per_MWh = 5_000\n",
" storage_opex_perc_of_capex = 0.02\n",
" # storage_initial_level = 5\n",
" threshold = 20\n",
" \n",
" tax_bracket_g = 4 \n",
" tax_bracket_e = 4\n",
" \n",
" include_transport_costs = False\n",
" grid_operator = 'Liander'\n",
" connection_type = 'TS/MS'\n",
" \n",
" discount_rate = 0.1\n",
" project_duration = 12\n",
"\n",
" forecast = 'ForeNeg'\n",
" gas_price_multiplier = 1\n",
" e_price_multiplier = 1\n",
" e_price_volatility_multiplier = 1\n",
" co2_price_multiplier = 1\n",
" tsource_delta = 0\n",
" tsink_delta = 0\n",
" energy_tax_multiplier = 1\n",
" \n",
" # Review the SDE implementation\n",
" sde_base_amount = 81\n",
" longterm_gas_price = 24.00\n",
" longterm_co2_price = 37.90\n",
" sde_switch_price_correction = 40\n",
" \n",
" day_ahead_buying_perc = 0.3\n",
" \n",
" afrr_capacity_fee = 25_000\n",
"\n",
"c = Config()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": [
"exclude"
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},
"outputs": [],
"source": [
"class Store():\n",
" pass"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Model set-up"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"tags": [
"exclude"
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"outputs": [],
"source": [
"def load_demand_data(c, s):\n",
" demand = pd.read_csv('data/smurfit_demand_preprocessed.csv', delimiter=';', decimal=',')\n",
" dt_index = pd.date_range(\n",
" start=s.time_fw.start,\n",
" end=s.time_fw.start + timedelta(days=365), freq='1T',\n",
" closed='left',\n",
" tz='Europe/Amsterdam')\n",
" demand.index = dt_index\n",
" demand['Total demand'] = demand['MW (VDG)'] + demand['MW (NDG)']\n",
" demand = demand[c.start:c.end]\n",
" return demand"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"s = Store()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"tags": [
"exclude"
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},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\recoy\\recoy - documents\\03 - libraries\\29 - pyrecoy modelling framework\\v1.2\\pyrecoy\\pyrecoy\\framework.py:40: UserWarning:\n",
"\n",
"The chosen timeperiod spans 259.9576388888889 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n",
"\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning: Entries missing from dataset 'imbalanceRT_nl.csv'.\n",
"Issue solved: Dataset was reindexed automatically.\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_14820/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"def setup_model(c):\n",
" s = Store()\n",
" \n",
" s.time_fw = TimeFramework(start=c.start, end=c.end)\n",
" mipf = Mipf(start=s.time_fw.start, end=s.time_fw.end, tidy=True, include_nextQ=True,\n",
" folder_path = r\"C:\\Users\\Shahla Huseynova\\Recoy\\Recoy - Documents\\03 - Libraries\\12 - Data Management\\Forecast Data\"\n",
" ).data\n",
" \n",
" s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n",
" s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n",
" #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n",
" #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n",
" #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n",
" s.storage_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage', data=mipf)\n",
" \n",
" s.cases = list(CaseStudy.instances.values())\n",
" #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n",
" s.optcases = [s.hpcase, s.storage_case]\n",
" #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n",
" s.sde_cases = []\n",
" \n",
" s.demand = load_demand_data(c, s)\n",
" return s\n",
"\n",
"s = setup_model(c)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
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"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
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",
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | count | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 63.650653 | \n",
" 138.587149 | \n",
" 17.621668 | \n",
" 62.173799 | \n",
" 145.364800 | \n",
" 5.818420 | \n",
" 23.440088 | \n",
"
\n",
" \n",
" | std | \n",
" 6.438823 | \n",
" 14.400208 | \n",
" 5.137628 | \n",
" 10.289513 | \n",
" 14.937009 | \n",
" 1.696358 | \n",
" 6.833167 | \n",
"
\n",
" \n",
" | min | \n",
" 25.310000 | \n",
" 82.480000 | \n",
" 0.000000 | \n",
" 13.540000 | \n",
" 106.330000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
"
\n",
" \n",
" | 25% | \n",
" 64.908000 | \n",
" 125.984000 | \n",
" 17.010000 | \n",
" 63.524000 | \n",
" 131.522000 | \n",
" 5.610000 | \n",
" 22.660000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 64.991000 | \n",
" 142.435000 | \n",
" 19.862000 | \n",
" 64.390000 | \n",
" 148.402000 | \n",
" 6.523000 | \n",
" 26.410000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 65.071000 | \n",
" 151.738000 | \n",
" 20.817000 | \n",
" 65.582000 | \n",
" 158.201000 | \n",
" 6.879000 | \n",
" 27.689000 | \n",
"
\n",
" \n",
" | max | \n",
" 70.070000 | \n",
" 166.020000 | \n",
" 23.250000 | \n",
" 73.470000 | \n",
" 172.050000 | \n",
" 7.650000 | \n",
" 30.900000 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n",
"count 372900.000000 372900.000000 372900.000000 372900.000000 \n",
"mean 63.650653 138.587149 17.621668 62.173799 \n",
"std 6.438823 14.400208 5.137628 10.289513 \n",
"min 25.310000 82.480000 0.000000 13.540000 \n",
"25% 64.908000 125.984000 17.010000 63.524000 \n",
"50% 64.991000 142.435000 19.862000 64.390000 \n",
"75% 65.071000 151.738000 20.817000 65.582000 \n",
"max 70.070000 166.020000 23.250000 73.470000 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand \n",
"count 372900.000000 372900.000000 372900.000000 \n",
"mean 145.364800 5.818420 23.440088 \n",
"std 14.937009 1.696358 6.833167 \n",
"min 106.330000 0.000000 0.000000 \n",
"25% 131.522000 5.610000 22.660000 \n",
"50% 148.402000 6.523000 26.410000 \n",
"75% 158.201000 6.879000 27.689000 \n",
"max 172.050000 7.650000 30.900000 "
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.demand.describe()"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Load in data"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def add_afrr_prices(c, case):\n",
" try:\n",
" aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n",
" aFRR_signal.index = case.data.index\n",
" except:\n",
" data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n",
" data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n",
" data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n",
" \"Europe/Amsterdam\", ambiguous=True\n",
" )\n",
" data = data[~data.index.duplicated(keep=\"first\")]\n",
" date_ix = pd.date_range(\n",
" data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n",
" )\n",
" data = data.reindex(date_ix)\n",
" aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n",
" aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n",
"\n",
" try:\n",
" aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n",
" aFRR_prices.index = case.data.index\n",
" except:\n",
" data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n",
" data.index = pd.date_range(\n",
" start=c.start,\n",
" end=pd.to_datetime(c.end) + timedelta(days=1),\n",
" tz='Europe/Amsterdam', \n",
" freq='15T', \n",
" closed='left'\n",
" )\n",
" aFRR_prices = data.reindex(case.data.index, method='ffill')\n",
" aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n",
" \n",
" case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def increase_volatility_by_factor(col, factor):\n",
" mean = col.mean()\n",
" diff_to_mean = col - mean\n",
" new_diff = diff_to_mean * factor\n",
" return mean + new_diff\n",
"\n",
"def multiply_by_factor(col, factor):\n",
" mean = col.mean()\n",
" diff_to_mean = col - mean\n",
" \n",
" cond = diff_to_mean > 0\n",
" diff_to_mean[cond] *= factor\n",
" diff_to_mean[~cond] /= factor\n",
" return mean + diff_to_mean"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"data\\ttf_prices_1T_20190101_20191231.csv\n",
"data\\ttf_prices_1T_20190101_20191231.csv\n",
"data\\ttf_prices_1T_20190101_20191231.csv\n"
]
}
],
"source": [
"def load_data(c, s):\n",
" if hasattr(s, 'afrr_case'):\n",
" s.afrr_case = add_afrr_prices(c, s.afrr_case)\n",
" \n",
" for case in s.cases:\n",
" case.add_gasprices()\n",
" case.add_co2prices(perMWh=True)\n",
" \n",
" case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n",
" case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n",
" case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n",
" \n",
" for case in s.optcases:\n",
" case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n",
" case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n",
" case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n",
" \n",
" case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n",
" case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n",
" \n",
" if hasattr(s, 'afrr_case'):\n",
" for case in [s.afrr_case]:\n",
" case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n",
" case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n",
" case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n",
" case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n",
"\n",
" s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n",
" s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n",
" for case in s.cases:\n",
" case.data = pd.concat([case.data, s.demand], axis=1) \n",
"\n",
" s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n",
" s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n",
" return s\n",
"\n",
"s = load_data(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.990 | \n",
" 143.360 | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.985 | \n",
" 143.089 | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.980 | \n",
" 142.818 | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.975 | \n",
" 142.547 | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.970 | \n",
" 142.276 | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) CO2 prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 24.98 4.82 \n",
"2019-01-01 00:01:00+01:00 24.98 4.82 \n",
"2019-01-01 00:02:00+01:00 24.98 4.82 \n",
"2019-01-01 00:03:00+01:00 24.98 4.82 \n",
"2019-01-01 00:04:00+01:00 24.98 4.82 \n",
"\n",
" Tsource (VDG) Tsink (VDG) MW (VDG) \\\n",
"2019-01-01 00:00:00+01:00 64.990 143.360 0.0 \n",
"2019-01-01 00:01:00+01:00 64.985 143.089 0.0 \n",
"2019-01-01 00:02:00+01:00 64.980 142.818 0.0 \n",
"2019-01-01 00:03:00+01:00 64.975 142.547 0.0 \n",
"2019-01-01 00:04:00+01:00 64.970 142.276 0.0 \n",
"\n",
" Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n",
"2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 "
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Assets"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### COP curve"
]
},
{
"cell_type": "code",
"execution_count": 13,
"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": 14,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{1.0829055118110236} + \\text{0.8682755905511811}\\,x$"
],
"text/plain": [
"Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1])"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 13)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{2.052671641791045} + \\text{1.6458358208955224}\\,x$"
],
"text/plain": [
"Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1])"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 73)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"heatpump = Heatpump(\n",
" name='Heatpump',\n",
" max_th_power=1,\n",
" min_th_power=0,\n",
" cop_curve=cop_curve\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"import itertools\n",
"\n",
"source_Ts = np.arange(25, 75) + 273\n",
"sink_Ts = np.arange(80, 170) + 273\n",
"\n",
"df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n",
"for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n",
" df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n",
" \n",
"#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"loads = np.arange(0, 1, 0.01)\n",
"\n",
"cop_series = pd.Series(index=loads, dtype='float')\n",
"load_series = pd.Series(index=loads, dtype='float')\n",
"for load in loads:\n",
" cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n",
" cop_series[load] = cop\n",
" load_series[load] = load / cop "
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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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": 22,
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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": 23,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def cop_curve_new(Tsink, Tsource):\n",
" Tsink += 273\n",
" Tsource += 273\n",
" Tlift = Tsink - Tsource\n",
"\n",
" c0 = 0.0005426*Tlift**2 - 0.1178*Tlift + 6.962\n",
" c1 = 6.7058 \n",
" c2 = -1.79\n",
" \n",
" return Polynomial([c0, c1, c2])"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$"
],
"text/plain": [
"Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1])"
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"cop_curve_new(sourceT, sinkT)"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"heatpump = Heatpump(\n",
" name='Heatpump',\n",
" max_th_power=1,\n",
" min_th_power=0,\n",
" cop_curve=cop_curve_new\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"tags": [
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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=',')"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"tags": [
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},
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"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 "
]
},
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""
]
},
"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": 29,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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""
]
},
"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": 30,
"metadata": {},
"outputs": [
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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": 31,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def create_and_assign_assets(c, s):\n",
" heatpump_vdg = Heatpump(\n",
" name='Heatpump VDG',\n",
" max_th_power=c.hp_vdg_e_power,\n",
" min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" heatpump_ndg = Heatpump(\n",
" name='Heatpump NDG',\n",
" max_th_power=c.hp_ndg_e_power,\n",
" min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n",
" capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n",
" heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n",
" heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n",
"\n",
" gasboiler = GasBoiler(\n",
" name='Gasboiler',\n",
" max_th_output=c.gb_power,\n",
" efficiency=c.gb_efficiency\n",
" )\n",
" gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n",
" \n",
" waterstorage = HotWaterStorage(\n",
" name='HotWaterStorage',\n",
" rated_power=c.storage_power, \n",
" capacity_per_volume=c.storage_cap_per_volume,\n",
" volume=c.storage_volume, \n",
" temperature=c.storage_temperature,\n",
" min_storagelevel=c.storage_min_level,\n",
" # initial_storagelevel=c.storage_initial_level\n",
" )\n",
" capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n",
" opex_ws = c.storage_opex_perc_of_capex * capex_ws\n",
" waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n",
" \n",
" s.baseline.add_asset(gasboiler)\n",
" s.hpcase.add_asset(heatpump_vdg)\n",
" s.hpcase.add_asset(heatpump_ndg)\n",
" s.storage_case.add_asset(heatpump_vdg)\n",
" s.storage_case.add_asset(heatpump_ndg)\n",
" s.storage_case.add_asset(waterstorage)\n",
"# s.hpcase_sde.add_asset(heatpump_vdg)\n",
"# s.hpcase_sde.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(heatpump_vdg)\n",
"# s.optcase1.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(gasboiler)\n",
"# s.afrr_case.add_asset(heatpump_vdg)\n",
"# s.afrr_case.add_asset(heatpump_ndg)\n",
"# s.afrr_case.add_asset(gasboiler)\n",
" return s\n",
"\n",
"s = create_and_assign_assets(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)"
]
},
"execution_count": 32,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.assets['HotWaterStorage']"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Optimization"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Strategies"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def baseline_sim(case):\n",
" gasboiler = list(case.assets.values())[0]\n",
" data = case.data\n",
" demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n",
"\n",
" minutes = iter(range(len(case.data)))\n",
" th_output = [0] * len(case.data)\n",
" gas_input = [0] * len(case.data)\n",
"\n",
" for m in minutes:\n",
" th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n",
"\n",
" data['output_MW_th'] = np.array(th_output)\n",
" data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n",
" data['gb_input_MW'] = np.array(gas_input)\n",
" data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n",
" case.data = data.round(5)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" demand_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = iter(range(len(case.data)))\n",
" for m in minutes:\n",
" demand = demand_vdg[m]\n",
" if demand != 0:\n",
" hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n",
" heat_output=demand,\n",
" Tsink=Tsink_vdg[m],\n",
" Tsource=Tsource_vdg[m]\n",
" )\n",
"\n",
" demand = demand_ndg[m]\n",
" if demand != 0:\n",
" hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg[m],\n",
" Tsink=Tsink_ndg[m],\n",
" Tsource=Tsource_ndg[m]\n",
" )\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 35,
"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 0\n",
" else: \n",
" return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly_with_storage(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" ws = case.assets['HotWaterStorage']\n",
" demands_vdg = case.data['MW (VDG)'].to_list()\n",
" demands_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
" dam_prices = case.data['DAM'].to_list()\n",
" pos_prices = case.data['POS'].to_list()\n",
" neg_prices = case.data['NEG'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = len(case.data)\n",
" storage_levels = [None] * minutes\n",
" to_storage_list = [0] * minutes\n",
" from_storage_vdg_list = [0] * minutes\n",
" to_storage_vdg_list = [0] * minutes\n",
" from_storage_ndg_list = [0] * minutes\n",
" to_storage_ndg_list = [0] * minutes\n",
" \n",
" new_tsources_vdg = deepcopy(case.data['Tsource (VDG)'].to_list())\n",
" new_tsources_ndg = deepcopy(case.data['Tsource (NDG)'].to_list())\n",
" \n",
" ws.set_chargelevel(ws.min_chargelevel)\n",
" \n",
" for m in range(minutes):\n",
" tsource_vdg = Tsource_vdg[m]\n",
" tsink_vdg = Tsink_vdg[m]\n",
" tsource_ndg = Tsource_ndg[m]\n",
" tsink_ndg = Tsink_ndg[m]\n",
" demand_vdg = demands_vdg[m]\n",
" demand_ndg = demands_ndg[m]\n",
" \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_MW = 0 \n",
" from_storage_ndg_MW = 0\n",
" to_storage_ndg_MW = 0 \n",
" \n",
" if neg_prices[m] < dam_prices[m] - c.threshold:\n",
" # overproduce\n",
" if demand_ndg != 0:\n",
" desired_hp_load_ndg = min(demand_ndg + ws.charging_power_limit, hp_ndg.max_th_power)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" to_storage_ndg_MW = th_load_ndg - demand_ndg\n",
" to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n",
"\n",
" extra_charging_power_constraint = ws.max_power - to_storage_ndg_MW\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" \n",
" if demand_vdg != 0:\n",
" desired_hp_load_vdg = min(\n",
" demand_vdg + min(ws.charging_power_limit, extra_charging_power_constraint), \n",
" hp_vdg.max_th_power\n",
" )\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",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" \n",
"\n",
" elif pos_prices[m] > dam_prices[m] + c.threshold:\n",
" # take from storage\n",
" if demand_ndg != 0:\n",
" from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
" try:\n",
" from_storage_ndg_MW = ws.discharging_power_limit\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_vdg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" except: \n",
" from_storage_ndg_MW = 0\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW, 3))\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" \n",
" #print({f'from_storage_vdg_MW='})\n",
" if demand_vdg != 0:\n",
" from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
" \n",
" try:\n",
" from_storage_vdg_MW = min(ws.max_power - from_storage_ndg_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_ndg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
" from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW))\n",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" else:\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg,\n",
" Tsink=tsink_ndg,\n",
" Tsource=tsource_ndg\n",
" )\n",
"\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",
"\n",
" \n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" hp_ndg_input[m] = e_load_ndg\n",
" hp_ndg_output[m] = th_load_ndg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" new_tsources_ndg[m] = tsource_ndg\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" to_storage_ndg_list[m] = to_storage_ndg_MW\n",
" from_storage_ndg_list[m] = from_storage_ndg_MW\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" case.data['tsource_vdg'] = new_tsources_vdg\n",
" case.data['tsource_ndg'] = new_tsources_ndg\n",
" case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n",
" case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n",
" case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n",
" case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n",
" case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n",
" case.data['storage_level_MWh'] = storage_levels\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case\n",
"# Negative values = Buy, positive values = Sell"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [],
"source": [
"# charge_times = print(sum(s.storage_case.data['to_storage_MW']!= 0))\n",
"# discharge_times = print(sum(s.storage_case.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": 38,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case = hponly_with_storage(s.storage_case)"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 49.580\n",
"POS 157.020\n",
"NEG 157.020\n",
"RS 1.000\n",
"ForePos 72.810\n",
"ForeNeg 78.740\n",
"ForePos_nextQ NaN\n",
"ForeNeg_nextQ NaN\n",
"Gas prices (€/MWh) 22.380\n",
"CO2 prices (€/ton) 24.980\n",
"CO2 prices (€/MWh) 4.820\n",
"Tsource (VDG) 65.055\n",
"Tsink (VDG) 158.025\n",
"MW (VDG) 20.705\n",
"Tsource (NDG) 63.755\n",
"Tsink (NDG) 161.590\n",
"MW (NDG) 6.860\n",
"Total demand 27.565\n",
"hp_output_MW 27.565\n",
"hp_input_MW -4.893\n",
"cop 5.634\n",
"tsource_vdg 85.046\n",
"tsource_ndg 63.755\n",
"to_storage_ndg_MW 0.000\n",
"from_storage_ndg_MW 0.000\n",
"to_storage_vdg_MW 0.000\n",
"from_storage_vdg_MW 25.000\n",
"to_storage_MW 0.000\n",
"from_storage_MW 25.000\n",
"storage_level_MWh 12.836\n",
"hp_output_MWh 0.459\n",
"hp_input_MWh -0.082\n",
"to_storage_ndg_MWh 0.000\n",
"from_storage_ndg_MWh 0.000\n",
"to_storage_vdg_MWh 0.000\n",
"from_storage_vdg_MWh 0.417\n",
"to_storage_MWh 0.000\n",
"from_storage_MWh 0.417\n",
"Name: 2019-01-01 09:45:00+01:00, dtype: float64"
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.iloc[585]"
]
},
{
"cell_type": "code",
"execution_count": 40,
"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",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
" 372900.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 42.101747 | \n",
" 41.402355 | \n",
" 43.118521 | \n",
" 24.238078 | \n",
" 0.797990 | \n",
" 23.440088 | \n",
"
\n",
" \n",
" | std | \n",
" 11.477942 | \n",
" 49.212332 | \n",
" 49.881532 | \n",
" 7.142229 | \n",
" 2.502055 | \n",
" 6.833167 | \n",
"
\n",
" \n",
" | min | \n",
" -9.020000 | \n",
" -429.950000 | \n",
" -429.950000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
"
\n",
" \n",
" | 25% | \n",
" 34.900000 | \n",
" 25.690000 | \n",
" 26.240000 | \n",
" 22.748000 | \n",
" 0.000000 | \n",
" 22.660000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 40.200000 | \n",
" 32.450000 | \n",
" 33.200000 | \n",
" 26.922000 | \n",
" 0.000000 | \n",
" 26.410000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 47.840000 | \n",
" 42.130000 | \n",
" 43.680000 | \n",
" 27.930000 | \n",
" 0.000000 | \n",
" 27.689000 | \n",
"
\n",
" \n",
" | max | \n",
" 121.460000 | \n",
" 936.120000 | \n",
" 936.120000 | \n",
" 31.000000 | \n",
" 25.000000 | \n",
" 30.900000 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW \\\n",
"count 372900.000000 372900.000000 372900.000000 372900.000000 \n",
"mean 42.101747 41.402355 43.118521 24.238078 \n",
"std 11.477942 49.212332 49.881532 7.142229 \n",
"min -9.020000 -429.950000 -429.950000 0.000000 \n",
"25% 34.900000 25.690000 26.240000 22.748000 \n",
"50% 40.200000 32.450000 33.200000 26.922000 \n",
"75% 47.840000 42.130000 43.680000 27.930000 \n",
"max 121.460000 936.120000 936.120000 31.000000 \n",
"\n",
" to_storage_MW Total demand \n",
"count 372900.000000 372900.000000 \n",
"mean 0.797990 23.440088 \n",
"std 2.502055 6.833167 \n",
"min 0.000000 0.000000 \n",
"25% 0.000000 22.660000 \n",
"50% 0.000000 26.410000 \n",
"75% 0.000000 27.689000 \n",
"max 25.000000 30.900000 "
]
},
"execution_count": 40,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()"
]
},
{
"cell_type": "code",
"execution_count": 41,
"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",
" | 2019-01-15 20:37:00+01:00 | \n",
" 50.82 | \n",
" 19.18 | \n",
" 19.18 | \n",
" 31.000 | \n",
" 3.198 | \n",
" 0.0 | \n",
" 27.802 | \n",
"
\n",
" \n",
" | 2019-03-23 03:19:00+01:00 | \n",
" 33.10 | \n",
" 45.39 | \n",
" 45.39 | \n",
" 26.931 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.931 | \n",
"
\n",
" \n",
" | 2019-05-05 06:46:00+02:00 | \n",
" 35.00 | \n",
" 28.67 | \n",
" 28.67 | \n",
" 20.670 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.670 | \n",
"
\n",
" \n",
" | 2019-02-01 16:35:00+01:00 | \n",
" 63.91 | \n",
" 42.95 | \n",
" 42.95 | \n",
" 31.000 | \n",
" 3.355 | \n",
" 0.0 | \n",
" 27.645 | \n",
"
\n",
" \n",
" | 2019-03-01 12:05:00+01:00 | \n",
" 48.56 | \n",
" 44.35 | \n",
" 44.35 | \n",
" 27.605 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.605 | \n",
"
\n",
" \n",
" | 2019-06-06 01:00:00+02:00 | \n",
" 26.50 | \n",
" 36.50 | \n",
" 36.50 | \n",
" 30.770 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 30.770 | \n",
"
\n",
" \n",
" | 2019-04-18 17:13:00+02:00 | \n",
" 39.40 | \n",
" -46.78 | \n",
" -46.78 | \n",
" 31.000 | \n",
" 10.203 | \n",
" 0.0 | \n",
" 20.797 | \n",
"
\n",
" \n",
" | 2019-07-05 05:53:00+02:00 | \n",
" 29.08 | \n",
" 32.00 | \n",
" 32.00 | \n",
" 26.504 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.504 | \n",
"
\n",
" \n",
" | 2019-07-11 05:23:00+02:00 | \n",
" 35.90 | \n",
" 28.20 | \n",
" 28.20 | \n",
" 20.813 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.813 | \n",
"
\n",
" \n",
" | 2019-03-12 05:08:00+01:00 | \n",
" 36.30 | \n",
" 36.09 | \n",
" 36.09 | \n",
" 22.910 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.910 | \n",
"
\n",
" \n",
" | 2019-03-01 09:40:00+01:00 | \n",
" 51.08 | \n",
" 64.57 | \n",
" 64.57 | \n",
" 27.800 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.800 | \n",
"
\n",
" \n",
" | 2019-06-24 15:30:00+02:00 | \n",
" 33.28 | \n",
" 33.53 | \n",
" 33.53 | \n",
" 26.970 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.970 | \n",
"
\n",
" \n",
" | 2019-03-13 02:23:00+01:00 | \n",
" 35.60 | \n",
" 29.66 | \n",
" 35.44 | \n",
" 20.767 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.767 | \n",
"
\n",
" \n",
" | 2019-02-08 05:52:00+01:00 | \n",
" 39.49 | \n",
" 35.75 | \n",
" 35.75 | \n",
" 22.714 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.714 | \n",
"
\n",
" \n",
" | 2019-04-13 21:53:00+02:00 | \n",
" 45.57 | \n",
" 34.52 | \n",
" 34.52 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 0.000 | \n",
"
\n",
" \n",
" | 2019-09-05 05:29:00+02:00 | \n",
" 26.34 | \n",
" 6.81 | \n",
" 6.81 | \n",
" 27.266 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.266 | \n",
"
\n",
" \n",
" | 2019-01-19 22:20:00+01:00 | \n",
" 58.52 | \n",
" 45.27 | \n",
" 45.27 | \n",
" 20.730 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.730 | \n",
"
\n",
" \n",
" | 2019-06-27 01:03:00+02:00 | \n",
" 27.00 | \n",
" 18.00 | \n",
" 47.10 | \n",
" 22.756 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.756 | \n",
"
\n",
" \n",
" | 2019-03-21 22:29:00+01:00 | \n",
" 41.94 | \n",
" 33.19 | \n",
" 33.19 | \n",
" 23.031 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 23.031 | \n",
"
\n",
" \n",
" | 2019-05-22 14:11:00+02:00 | \n",
" 36.99 | \n",
" 48.65 | \n",
" 48.65 | \n",
" 27.736 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.736 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW to_storage_MW \\\n",
"2019-01-15 20:37:00+01:00 50.82 19.18 19.18 31.000 3.198 \n",
"2019-03-23 03:19:00+01:00 33.10 45.39 45.39 26.931 0.000 \n",
"2019-05-05 06:46:00+02:00 35.00 28.67 28.67 20.670 0.000 \n",
"2019-02-01 16:35:00+01:00 63.91 42.95 42.95 31.000 3.355 \n",
"2019-03-01 12:05:00+01:00 48.56 44.35 44.35 27.605 0.000 \n",
"2019-06-06 01:00:00+02:00 26.50 36.50 36.50 30.770 0.000 \n",
"2019-04-18 17:13:00+02:00 39.40 -46.78 -46.78 31.000 10.203 \n",
"2019-07-05 05:53:00+02:00 29.08 32.00 32.00 26.504 0.000 \n",
"2019-07-11 05:23:00+02:00 35.90 28.20 28.20 20.813 0.000 \n",
"2019-03-12 05:08:00+01:00 36.30 36.09 36.09 22.910 0.000 \n",
"2019-03-01 09:40:00+01:00 51.08 64.57 64.57 27.800 0.000 \n",
"2019-06-24 15:30:00+02:00 33.28 33.53 33.53 26.970 0.000 \n",
"2019-03-13 02:23:00+01:00 35.60 29.66 35.44 20.767 0.000 \n",
"2019-02-08 05:52:00+01:00 39.49 35.75 35.75 22.714 0.000 \n",
"2019-04-13 21:53:00+02:00 45.57 34.52 34.52 0.000 0.000 \n",
"2019-09-05 05:29:00+02:00 26.34 6.81 6.81 27.266 0.000 \n",
"2019-01-19 22:20:00+01:00 58.52 45.27 45.27 20.730 0.000 \n",
"2019-06-27 01:03:00+02:00 27.00 18.00 47.10 22.756 0.000 \n",
"2019-03-21 22:29:00+01:00 41.94 33.19 33.19 23.031 0.000 \n",
"2019-05-22 14:11:00+02:00 36.99 48.65 48.65 27.736 0.000 \n",
"\n",
" from_storage_MW Total demand \n",
"2019-01-15 20:37:00+01:00 0.0 27.802 \n",
"2019-03-23 03:19:00+01:00 0.0 26.931 \n",
"2019-05-05 06:46:00+02:00 0.0 20.670 \n",
"2019-02-01 16:35:00+01:00 0.0 27.645 \n",
"2019-03-01 12:05:00+01:00 0.0 27.605 \n",
"2019-06-06 01:00:00+02:00 0.0 30.770 \n",
"2019-04-18 17:13:00+02:00 0.0 20.797 \n",
"2019-07-05 05:53:00+02:00 0.0 26.504 \n",
"2019-07-11 05:23:00+02:00 0.0 20.813 \n",
"2019-03-12 05:08:00+01:00 0.0 22.910 \n",
"2019-03-01 09:40:00+01:00 0.0 27.800 \n",
"2019-06-24 15:30:00+02:00 0.0 26.970 \n",
"2019-03-13 02:23:00+01:00 0.0 20.767 \n",
"2019-02-08 05:52:00+01:00 0.0 22.714 \n",
"2019-04-13 21:53:00+02:00 0.0 0.000 \n",
"2019-09-05 05:29:00+02:00 0.0 27.266 \n",
"2019-01-19 22:20:00+01:00 0.0 20.730 \n",
"2019-06-27 01:03:00+02:00 0.0 22.756 \n",
"2019-03-21 22:29:00+01:00 0.0 23.031 \n",
"2019-05-22 14:11:00+02:00 0.0 27.736 "
]
},
"execution_count": 41,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand'],\n",
" dtype='object')"
]
},
"execution_count": 42,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 43,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 44,
"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.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": 45,
"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",
" | 2019-08-30 10:33:00+02:00 | \n",
" 41.36 | \n",
" 25.82 | \n",
" 25.82 | \n",
" 27.553 | \n",
" -5.241 | \n",
" 27.553 | \n",
" 5.257 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-05 10:45:00+02:00 | \n",
" 51.91 | \n",
" 15.53 | \n",
" 31.25 | \n",
" 27.630 | \n",
" -5.499 | \n",
" 31.000 | \n",
" 5.637 | \n",
" 3.37 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-13 14:35:00+01:00 | \n",
" 50.00 | \n",
" 50.08 | \n",
" 50.08 | \n",
" 22.975 | \n",
" -4.017 | \n",
" 22.975 | \n",
" 5.720 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-01 09:38:00+02:00 | \n",
" 41.13 | \n",
" 30.02 | \n",
" 30.02 | \n",
" 27.766 | \n",
" -5.269 | \n",
" 27.766 | \n",
" 5.269 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
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" \n",
" | 2019-04-12 17:39:00+02:00 | \n",
" 41.73 | \n",
" 46.99 | \n",
" 46.99 | \n",
" 23.017 | \n",
" -4.053 | \n",
" 23.017 | \n",
" 5.680 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-16 01:38:00+01:00 | \n",
" 38.30 | \n",
" -7.93 | \n",
" -7.93 | \n",
" 5.582 | \n",
" -5.534 | \n",
" 30.582 | \n",
" 5.526 | \n",
" 25.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-20 14:45:00+02:00 | \n",
" 27.98 | \n",
" 71.56 | \n",
" 71.56 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-02 11:47:00+02:00 | \n",
" 41.48 | \n",
" 24.54 | \n",
" 24.54 | \n",
" 26.837 | \n",
" -4.913 | \n",
" 26.837 | \n",
" 5.463 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-20 09:16:00+02:00 | \n",
" 44.73 | \n",
" 27.00 | \n",
" 27.00 | \n",
" 28.688 | \n",
" -5.291 | \n",
" 28.688 | \n",
" 5.422 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-07 12:52:00+02:00 | \n",
" 30.09 | \n",
" 25.09 | \n",
" 25.09 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.00 | \n",
" 0.0 | \n",
"
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" \n",
" | 2019-09-03 23:38:00+02:00 | \n",
" 36.08 | \n",
" 21.44 | \n",
" 21.44 | \n",
" 29.776 | \n",
" -5.416 | \n",
" 29.776 | \n",
" 5.498 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-11 22:19:00+02:00 | \n",
" 46.10 | \n",
" 112.97 | \n",
" 112.97 | \n",
" 22.900 | \n",
" -3.875 | \n",
" 22.900 | \n",
" 5.910 | \n",
" 0.00 | \n",
" 25.0 | \n",
"
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" \n",
" | 2019-09-07 14:41:00+02:00 | \n",
" 33.96 | \n",
" 20.53 | \n",
" 22.03 | \n",
" 26.864 | \n",
" -4.848 | \n",
" 26.864 | \n",
" 5.542 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-05 16:30:00+01:00 | \n",
" 46.39 | \n",
" 37.69 | \n",
" 37.69 | \n",
" 4.530 | \n",
" -1.780 | \n",
" 4.530 | \n",
" 2.546 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-04-26 18:02:00+02:00 | \n",
" 44.68 | \n",
" 26.85 | \n",
" 26.85 | \n",
" 20.646 | \n",
" -3.762 | \n",
" 20.646 | \n",
" 5.488 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-02-24 01:26:00+01:00 | \n",
" 37.48 | \n",
" 31.93 | \n",
" 31.93 | \n",
" 28.174 | \n",
" -5.003 | \n",
" 28.174 | \n",
" 5.631 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-03 21:49:00+01:00 | \n",
" 61.72 | \n",
" 13.60 | \n",
" 13.60 | \n",
" 22.864 | \n",
" -4.181 | \n",
" 22.864 | \n",
" 5.469 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-21 13:31:00+02:00 | \n",
" 33.53 | \n",
" 31.15 | \n",
" 31.15 | \n",
" 27.723 | \n",
" -5.173 | \n",
" 27.723 | \n",
" 5.359 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
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" \n",
" | 2019-06-16 14:49:00+02:00 | \n",
" 25.93 | \n",
" 26.74 | \n",
" 26.74 | \n",
" 22.840 | \n",
" -4.087 | \n",
" 22.840 | \n",
" 5.588 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-16 01:45:00+01:00 | \n",
" 39.86 | \n",
" 26.12 | \n",
" 26.12 | \n",
" 27.920 | \n",
" -5.153 | \n",
" 27.920 | \n",
" 5.419 | \n",
" 0.00 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2019-08-30 10:33:00+02:00 41.36 25.82 25.82 27.553 -5.241 \n",
"2019-08-05 10:45:00+02:00 51.91 15.53 31.25 27.630 -5.499 \n",
"2019-01-13 14:35:00+01:00 50.00 50.08 50.08 22.975 -4.017 \n",
"2019-07-01 09:38:00+02:00 41.13 30.02 30.02 27.766 -5.269 \n",
"2019-04-12 17:39:00+02:00 41.73 46.99 46.99 23.017 -4.053 \n",
"2019-01-16 01:38:00+01:00 38.30 -7.93 -7.93 5.582 -5.534 \n",
"2019-07-20 14:45:00+02:00 27.98 71.56 71.56 0.000 0.000 \n",
"2019-07-02 11:47:00+02:00 41.48 24.54 24.54 26.837 -4.913 \n",
"2019-08-20 09:16:00+02:00 44.73 27.00 27.00 28.688 -5.291 \n",
"2019-06-07 12:52:00+02:00 30.09 25.09 25.09 0.000 -0.000 \n",
"2019-09-03 23:38:00+02:00 36.08 21.44 21.44 29.776 -5.416 \n",
"2019-06-11 22:19:00+02:00 46.10 112.97 112.97 22.900 -3.875 \n",
"2019-09-07 14:41:00+02:00 33.96 20.53 22.03 26.864 -4.848 \n",
"2019-03-05 16:30:00+01:00 46.39 37.69 37.69 4.530 -1.780 \n",
"2019-04-26 18:02:00+02:00 44.68 26.85 26.85 20.646 -3.762 \n",
"2019-02-24 01:26:00+01:00 37.48 31.93 31.93 28.174 -5.003 \n",
"2019-01-03 21:49:00+01:00 61.72 13.60 13.60 22.864 -4.181 \n",
"2019-06-21 13:31:00+02:00 33.53 31.15 31.15 27.723 -5.173 \n",
"2019-06-16 14:49:00+02:00 25.93 26.74 26.74 22.840 -4.087 \n",
"2019-03-16 01:45:00+01:00 39.86 26.12 26.12 27.920 -5.153 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2019-08-30 10:33:00+02:00 27.553 5.257 0.00 0.0 \n",
"2019-08-05 10:45:00+02:00 31.000 5.637 3.37 0.0 \n",
"2019-01-13 14:35:00+01:00 22.975 5.720 0.00 0.0 \n",
"2019-07-01 09:38:00+02:00 27.766 5.269 0.00 0.0 \n",
"2019-04-12 17:39:00+02:00 23.017 5.680 0.00 0.0 \n",
"2019-01-16 01:38:00+01:00 30.582 5.526 25.00 0.0 \n",
"2019-07-20 14:45:00+02:00 0.000 NaN 0.00 0.0 \n",
"2019-07-02 11:47:00+02:00 26.837 5.463 0.00 0.0 \n",
"2019-08-20 09:16:00+02:00 28.688 5.422 0.00 0.0 \n",
"2019-06-07 12:52:00+02:00 0.000 NaN 0.00 0.0 \n",
"2019-09-03 23:38:00+02:00 29.776 5.498 0.00 0.0 \n",
"2019-06-11 22:19:00+02:00 22.900 5.910 0.00 25.0 \n",
"2019-09-07 14:41:00+02:00 26.864 5.542 0.00 0.0 \n",
"2019-03-05 16:30:00+01:00 4.530 2.546 0.00 0.0 \n",
"2019-04-26 18:02:00+02:00 20.646 5.488 0.00 0.0 \n",
"2019-02-24 01:26:00+01:00 28.174 5.631 0.00 0.0 \n",
"2019-01-03 21:49:00+01:00 22.864 5.469 0.00 0.0 \n",
"2019-06-21 13:31:00+02:00 27.723 5.359 0.00 0.0 \n",
"2019-06-16 14:49:00+02:00 22.840 5.588 0.00 0.0 \n",
"2019-03-16 01:45:00+01:00 27.920 5.419 0.00 0.0 "
]
},
"execution_count": 45,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 42.101747\n",
"POS 41.402355\n",
"NEG 43.118521\n",
"Total demand 23.440088\n",
"hp_input_MW -4.360710\n",
"hp_output_MW 24.238078\n",
"cop 5.540894\n",
"to_storage_MW 0.797990\n",
"from_storage_MW 0.797571\n",
"dtype: float64"
]
},
"execution_count": 46,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 48,
"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": 49,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hybrid_imb_optimisation(case, decimals, s):\n",
" gb = case.assets['Gasboiler']\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n",
" demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].round(decimals).to_list()\n",
" fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n",
" gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n",
" co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n",
" eb_ode_g = s.eb_ode_g\n",
" eb_ode_e = s.eb_ode_e\n",
" \n",
" gb_input = [0] * len(case.data)\n",
" gb_output = [0] * len(case.data)\n",
"\n",
" minutes = range(len(case.data))\n",
" hp_output = [0] * len(case.data)\n",
" hp_input = [0] * len(case.data)\n",
"\n",
" for m in tqdm(minutes):\n",
" dem_vgd = demand_vdg[m]\n",
" if dem_vgd != 0:\n",
" max_load = min(hp_vdg.max_th_power, dem_vgd)\n",
" min_load = hp_vdg.min_th_power\n",
" Tsink = Tsink_vdg[m]\n",
" Tsource = Tsource_vdg[m]\n",
" cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load < cost_min_load:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = (0, 0)\n",
"\n",
" dem_ngd = demand_ndg[m]\n",
" if dem_ngd != 0:\n",
" max_load = min(hp_ndg.max_th_power, dem_ngd)\n",
" min_load = hp_ndg.min_th_power\n",
" Tsink = Tsink_ndg[m]\n",
" Tsource = Tsource_ndg[m]\n",
" cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_ngd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load <= cost_min_load:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = (0, 0)\n",
"\n",
" hp_out = hp_vdg_output + hp_ndg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_input + hp_ndg_input\n",
" remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n",
" gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_output)\n",
" case.data['hp_input_MW'] = np.array(hp_input)\n",
" case.data['gb_output_MW'] = np.array(gb_output)\n",
" case.data['gb_input_MW'] = np.array(gb_input)\n",
"\n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(5)\n",
" return case"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"aFRR\n",
"* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n",
"* Remaining demand is filed in by gasboiler\n",
"* Bid price at switch price?\n",
"* Assume direct response to 0% for now?\n"
]
},
{
"cell_type": "code",
"execution_count": 50,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calc_afrr_capacity(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" \n",
" capacity = 0\n",
" for hp in [hp_vdg, hp_ndg]:\n",
" max_th_output = hp.max_th_power\n",
" cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n",
" e_power = max_th_output / cop\n",
" capacity += e_power\n",
" return capacity"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def aFRR_optimisation(case, s):\n",
" s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n",
" gb = case.assets['Gasboiler']\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" demand_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
" afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n",
" gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n",
" co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n",
" eb_ode_g = s.eb_ode_g\n",
" eb_ode_e = s.eb_ode_e\n",
" \n",
" gb_input = [0] * len(case.data)\n",
" gb_output = [0] * len(case.data)\n",
"\n",
" minutes = range(len(case.data))\n",
" hp_output = [0] * len(case.data)\n",
" hp_input = [0] * len(case.data)\n",
"\n",
" for m in tqdm(minutes):\n",
" dem_vgd = demand_vdg[m]\n",
" if dem_vgd != 0:\n",
" max_load = min(hp_vdg.max_th_power, dem_vgd)\n",
" min_load = hp_vdg.min_th_power\n",
" Tsink = Tsink_vdg[m]\n",
" Tsource = Tsource_vdg[m]\n",
" cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load < cost_min_load:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = (0, 0)\n",
"\n",
" dem_ngd = demand_ndg[m]\n",
" if dem_ngd != 0:\n",
" max_load = min(hp_ndg.max_th_power, dem_ngd)\n",
" min_load = hp_ndg.min_th_power\n",
" Tsink = Tsink_ndg[m]\n",
" Tsource = Tsource_ndg[m]\n",
" cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_ngd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load <= cost_min_load:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = (0, 0)\n",
"\n",
" hp_out = hp_vdg_output + hp_ndg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_input + hp_ndg_input\n",
" remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n",
" gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_output)\n",
" case.data['hp_input_MW'] = np.array(hp_input)\n",
" case.data['gb_output_MW'] = np.array(gb_output)\n",
" case.data['gb_input_MW'] = np.array(gb_input)\n",
"\n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(5)\n",
" return case"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Run optimisation"
]
},
{
"cell_type": "code",
"execution_count": 52,
"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 = hponly_with_storage(s.storage_case)\n",
"# s.hpcase_sde.assign_algorithm(hponly)\n",
"# s.hpcase_sde.run()\n",
" \n",
"# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n",
"# s.optcase1.run(decimals=2, s=s)\n",
" \n",
"# s.afrr_case.assign_algorithm(aFRR_optimisation)\n",
"# s.afrr_case.run(s=s)\n",
" \n",
" for case in [s.hpcase, s.storage_case]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n",
" \n",
" return s\n",
"\n",
"s = run_optimisation(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 53,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.451284214521727"
]
},
"execution_count": 53,
"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": 54,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.558287029096045"
]
},
"execution_count": 54,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data['hp_output_MW'].sum() /s.storage_case.data['hp_input_MW'].abs().sum() "
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" ... | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \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",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
5 rows × 23 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n",
"2019-01-01 00:00:00+01:00 24.98 ... 0.0 20.510 \n",
"2019-01-01 00:01:00+01:00 24.98 ... 0.0 20.387 \n",
"2019-01-01 00:02:00+01:00 24.98 ... 0.0 20.264 \n",
"2019-01-01 00:03:00+01:00 24.98 ... 0.0 20.141 \n",
"2019-01-01 00:04:00+01:00 24.98 ... 0.0 20.018 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand hp_output_MW \\\n",
"2019-01-01 00:00:00+01:00 147.620 0.0 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 147.642 0.0 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 147.664 0.0 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 147.686 0.0 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 147.708 0.0 0.0 0.0 \n",
"\n",
" hp_input_MW cop hp_output_MWh hp_input_MWh \n",
"2019-01-01 00:00:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 NaN 0.0 0.0 \n",
"\n",
"[5 rows x 23 columns]"
]
},
"execution_count": 55,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {},
"outputs": [],
"source": [
"vis_data = s.storage_case.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.data['cop']], axis=1)\n",
"vis_data = pd.concat([vis_data, cops], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [],
"source": [
"# vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(4959.782000000001, 4960.8020000000015)"
]
},
"execution_count": 58,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"total_to_storage = s.storage_case.data['to_storage_MWh'].sum()\n",
"total_from_storage = s.storage_case.data['from_storage_MWh'].sum()\n",
"total_to_storage, total_from_storage"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 60,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hp_output = s.storage_case.data['hp_output_MW'].round(2)\n",
"demand_and_to_storage = (s.storage_case.data['Total demand'] + s.storage_case.data['to_storage_MW']).round(2)\n",
"hp_output.equals(demand_and_to_storage)"
]
},
{
"cell_type": "code",
"execution_count": 61,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "hp_output_MW",
"text": "",
"type": "scatter",
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5wS+jOimUKFeH3uDdK1Fu8MqkyRRJlGuS5uA9S6Lc4JWJUiQCEuVUB0SgBAGJciUgDdglEuUGrEAaTo5EuYaBTvDjJMpNcAH0+fUS5foMuOXHS5RrGXjLr5Mo1zLwll8nUa5l4HqdCFQkIE+5isB0+Z5DQKLc5CtriXKTr8yqpFiiXBVag3+tRLnBL6M6KZQoV4fe4N0rUW7wyqTJFEmUa5Lm4D1LotzglYlSJAKWgEQ51QcRSBCQKDf5qoZEuclXZlVSLFGuCq3Bv1ai3OCXUZ0USpSrQ2/w7pUoN3hl0mSKJMo1SXPwniVRbvDKRCkSAYlyLdaB0ZH14YNf/FZY9uzhcNqpp1V+87s/c1XP91Z+WYUbbrr5prDivpHwiYvPq3DXYFxaNu0U5db+alW47Mb7wpL5IbztDZMvv6Q+qHWpyVohUS5Oc+3qh8NHr/p+uOT0Z4fFS57TJPJWnzXRohz6jpVrRiZ1P9BqgYUQVq38adZ/vu+8F4YFi57e9foyotw/fPmq7J5e+l6+e7LX+7bLrKn3DbooR1tgkOrHII/TEuV2t4yJ7Fvq9Il5bVuiXFM932A+JybKFdmGZedLg5ljpUoEJhcBecrVLC90WB/+/lC4+X0nRp90z90/CJfeuCX84ZLfhN8//5xx15z60dvD354+Ozx/6fGd33gPvse9+Bw7tC584pJzC+9/92VXh7tGD86eiQ/uT6WtKOt41rGLpkfT/b+WXxP+58oDO/limvHMMu+z1yOtl3/n4bBkv12diZflYq8Fh79688vD2Z+5N0s+uCIdniF+QxrvWr1zHDemHdfw3WDmywii3E9+/IPwvpt35pYBfmQaY3m//bu3hg/cOiMcO7y2sogZqx9F5cbfff7xLJtH/+y88vbvRH7vXvVIeNP5ry6bnMauS5UrXhAT5fLKpqjsihLNuuTLPS+NRc/s9XefFluetk+xfU2v77L31amjZd9Pnv/5jaeF+fvOC9OnTevcGqvnqf6y7PtS14EpPuyLfZuq+/ym77d1P1UnX/3xm8NrF49E+3mmx/fXVepQqu6B5a6wK3zkonPCrJkzkln3zHFhrK+Kfcd3oz7YcrN9ZGr8aLosBvV5sT7M14lYGdj8QKD44+VPjBuHexHlYm2Kaey1XRfZAtZ+iOXlLz63PIxsmx61wXot19R4288+xb+TfTfsRNpCKZsP+ZwMopzNY2p8TpVZHntvR6T6NWtflrGFmZa8uQDstgXz54a16zdl9m6qP4vZaSxb9Nmp8of9DRt46dDa8FdvOSsMz5uda9MW1XnkBR+kE8/9p/P36/QPeFdeHSt6dux3n6+q9lfVehJLA/L816fsCCe+5JRestB1D9PDOaCf3zC/HLt+uOpX0bmOr1P4/39/+fTwohNe3HlfXj3G/AllhfegLlex9VLzC7yYdTg2p60Dz5d71XpQ592Ddu+jv3ks/OXffCK8/rXnhpNfcsKgJU/pSRCQKFezahR15nVEOQpOHNzKiHJv/NSKsHrbPq2LchQnkdYyhkhMlLOTpjxR7sKTnt4RK3sR5T5++fJw3bqFWclbUe6U+WvChy46v1MjqohyFN583mHMrxydl5VJWTa2SlYZBH1V7qcoV1Tvazar3NthkIzumBE++46zx13XiyhXJS9YVRwdHel4m6XuxUr2yiemNTqJK2IqUW5s0QJtptfJexHjqSjKlREBJqMoB3HlgYceyRbNikS51KJZUX2YCr/H+jBfJ4pEudTEbjKKcrG8FOW/l3owKKLcWQevyewhiXJjY0eqL5hIUY79FwWSpkW5y275dfj55gN6EuXA5fLbHwoXnnhYx7mAotxRsx8L9285IBOrsDBdpo710pb+5O+uDUv22Rbec+GY/V5VjKliA6bSV2YcLZu3MqIcnkUHjDxR7s9eONrZpVVVlKPjBf79ypueHl7/Lw9HHSBi+ZIoV7a0+3PdoIpy99738/Dpf7w8vP2tF4ajn/3M2pn/6pXXhB//5Gfhz99zSZg3b17h88hlv/n7dd2DdH3sb/8xPG3Rwuz7O3/44/CVK64Of/nn7w4HHXhA9txP/v3nsn/f9acXZf/iWR/51GfCH73p9xrJC54pUa6wCPMvKOrMexHlKHBxlQkpKOspx8GwbU+5qquDdpKHQWPFT0cz0NYD5U+fuz6c96qzOit25FBXlKM3IZ4HTh/51qOZaOYZe1Fu7+mbwzfec2q0QqTqgX0XbiwjWNoXSJQbj5tMYyz7LcqhnK9YNRw+98ajwo3fvTOMbN4Zrnhkwbhy7cckrqirYh289uKjw9Dw/K4JRtuecjCSTz50V673VVF+7O9teMqh3124//5dXss+jSjXNVvnhC+9c1n2U5OGeBUeZa8t4ylXJg91RDkuWMRW+/vpKYcFqoWzNmcTF4ly6RojUa7b035PEeWsFykn9x/45pO5XrNNespx+2fTIVAmo6ccvTPpaYWwN6tWPRDCzrHdLv0W5bgjpxdPOTvHQX9++kuOy8Qb+7GL5/3wlPMLcVNFlHvtoWsz+zI2dq7eMies2b5PwDxpdMv2cNsj08YtVNuxnXWsiqecFeXyHCBio0tVUY51/vkv2L1rrKydw+vkKbebmES5eO2hkLZp46bwht/d7UUIwe1Xq9eEuXPmZqLc6MZNXYJbTMy77bt3jBPuqtZZf71EuZoE+yHKWYGLyZvKohw6e7hJe1GOK5Z2Qrho5lPh/a84qJSnnN1y8i/Lv5EZC/ByeufVq8OGnXOy9+VtEfaiXJ6oNllEOVuPMGhS+ETeqmxfLar3NZtV7u0U5SDmQkTBNtqliw/NxJSYKFeU1jyRzyfEr2BSOPcCYb9EOdZjH5sL6bRpAwtrkBUtDtQpr5hwXEbo4TsZsyQWc4zXkOfzDtoV7nk0hE9esju2Y8x7rRdPuTL139eVKvmsw7jXe4tEORjCCAWQ8g6hZ+joyMZOnxsLFZCXPl8vbZn2S5RjvjFeYMFl4V5PhUWzNydDGchTbmx7Ej8xT7n7N+4bjhpaHw3B0JanHMqTgniVNgHv+NWj47efxupmE6IcJsBDQ8PjYijaNE+0pxzzSW8mjKfwKs1rC02KckVhJaqUb4pr0djv35HXn/tnNbl91QqkKzftkwmj3JqYEuVSuwVsnnwaff7wf5Y77qsjymGnya3rxzwuKfIxLVZc6qcoh/fBmxAfL1Ll2WRV60msbjZpCzA9HL9iohyEdHzQXjds3jFucRhjN8RRP4+aSFFu0dDOsHCfvaLbV5voD3w/D47X/3JWT2NGr/3PoNxHEemFxx0TbvnOHWHTpk1hyeJndLzD6LH2ouOPCTd889tZsk84fmnHC6woH/Qsw3Pnzp0b3nvpWzNvsZgYCMHrkEMWhnPOfGX4m49fFlau+kXn8fCYu+P7d4eNmzeHzZu2ZL/Z53nPuo0bN2bPWHbay8L++83PvNuQBnwO2H9+l2dbLA8U5V524u+EH917X3jXJX8cHnzokbD82hXhaYsWhAdWPZQxwofvwfZfpGPFTf+epfP8s5dleYWX3q9/vaY0syKm+F2iXBlKOdew84RrLzxnEGMLnSH+Pv/0l4VVKx+oHFMuJsqhc/7cf3px5gHDTyz2CT3lILYsedqC1mLK1fGUqyLKIe/I29//ZIxD3uoNB+FLznhWFs8ChsExzzgwc6PnZ08U5RC7b+G+szOG1gAvI0qQWxNGTK9Nz3ofcusNV5Ih2lz42vOCCTnWEavesuTRsOSQA8Liww/vmixNJlGORnTs0Bh4p2ELCg24pkU5bMldsnD8gTV1RbmUaGPrRxlRDkYqt8n0IspZXhCrlt/47UzItwJov0W5Mt56VdpNkSiXEmsRbB7B72//0f3Zgon1Tu63KIc0rfjhg2ENRJSLz8sWC/Cx4RtifRW/u2vNjrB689zMi8B+YnWCdU+iXL4ox7AY4BmLm9SWKIf3QzykjVU2pmlqQl5WlKPXZdkYSGXG0okU5c47/aXhh/fc02ULUVRpW5Qr6k/yFqJifWG/POXaEuXo2Yt/f/fpa8PXHl4Q9ZTD71ZIZ59tD3KyC9q0lWEzHXPY3mHN+o3h8ysP6tjQYFlHlOMCZUyUs7/1S5SjgIV84sM4aPib43bKLmjCnu2HKGfnKVhopScYvqcoh78t3zWPPx4WHrh/2DC6cSyW9W/jkbMuVBXlaGPnzrU+c1U4ar8QTnrO2Bbm2NyUfbDdgm3705goh35+3aPrQlnvOd/PN1GuVeytaU91e4hWubfWtXP3C7tmDnc9wnt24UeITM977rPC6y44JxOZIGg9/+hnZaJSFc86fy08xv75i/+aCXPY6ulj2VGU43v99lX8fs+9P+sIe3ZLKgQze70V5SCW9bJ9lVtOIbKd8MKl4ZFfrwmHHrIw+9duhbWiG/7GByIc7sG7bb5qlZ+5WaJcTZLecwaDpDVQ8fiqBz3ERDk8J+9AiNvufSibMGOlEx90oMcsflopUY5uw4sXH9kl+qGDWzi8I1xw0tHjTmz0k5k2RTkOEsxnKlA3O2g7obRbgsk0dZjGVPCUs6uFdPFHviHMwS1+sotybL5lRDle6ycdFLLLbC32bbNtT7k8w89uXe+Hp1zeJNL3TVUMVDLF9vDhGVvD+//DQeOMsLKiHA3HqqLcPT/6Qbh0xe4DeVIiQ9OiHCac9PLk5KHJINgxUW7Zc4ayCRkEjZQoR6H163f8MgtwX1WUwwTxgmMPDAsPOjAT9mJ9NFjGPOX8WIJDB5bMfaq0KId3xT4S5eLGTmziEvOo4d30rLL9JeuR9bzG9U3HlMMzvY1V5tCRuqKc3x5XZDYOuiiHNoL+ljsG7MQe9hVjc/l8NuUph8n2d++6J/zdj+cXxqiyiz5ltrzGRDkcslXmhN2mPeWwWB/zavfji99K7O3U2PZVL8oh7c+c81j4xB+e0rHjrShH0ZXPsp5W7DPriHKsK9Y+t/YZt0gjfl2ToS3wDto+nBPg36kqysHzCx/GqbZtlw4OPLjOHqhQVZTDIizmCKyLLFcbo47lS/5wfMAp6bHFjl5Euaqi2kSLcnO/enqYtm2kaHho/PdNr7sxKcrZgx7KiGNIHGOmpRLqt21SKIPg9x9edlJPopx9r/WOw/f9EuXw7H/+4lfDfvvNzzzmrrn+m12iHPK54qZvZ55zl3/56+HlJ784PP7E+syz702vv6DxeHJIj0S5ms2jaVHuppu/GVbctyHcNbJgXMryRDmuPnFwrSLKFU1Ay0xm2hTlrMHCSXhsddcPArGitq77fmvMVBDlrGHCiQW2PQzN2NGJtcTVqjITCTKsOljWbGZdt1tPOWv0IdbXK5+2Kekpx2v7IcrFthfgfWU9K8ryGTRRLnXqYi+inGXgDb8iUQ5bfjDBrCrKYUHi9ju+Hz78/bEAsZyQFvWJFCSq5DNWxrFtgv0W5expanminI31WVWUQ77ouWBX8a2AUlaUiwkisZiF7L/2VFGuqkdRXl+eJ8rxvpgo5/vWJkQ51FHEfd21K2Tej/0U5cBwWpg2TkS2dbDM2FdmLM1b5IgJn2XHiLzr8toI22negkYTohyFNdq4RZ5yVpQrs8UtJsqBCfqj/3r24eMWmC2vpkW5VN76JcrZvNh2YoUblC/HS3xvD5RrQpTzgqJ9N73omvBMxkIaHQmmuigHhmCHAx1i4xuZNyHKwSa66ZbbwxU/m54JfzYEBPrfWNmRP/sO2ui2/tOGo0OA72c+9oUrw/VrF2Un9dLbs0xfa+v8RItyg+gpV0WUK7sd04pVPFyBgl8Topw9QKGfotwRhx3atUXVe90xHef9xzMyce7Si/8w8yjEVtczT3tF+PIVV4f3v/PizkEQTYzREuVqUvSinD1gAds89p47r5KnHDs3xMDx229Sohw7Yk62ONCW9ZSjgYBVNmx/o7Gd5/LdD085GAo8SCG29c4KMH6VL0+UQxyD+5+cGTbsmDmOqTVI8Hw70WhSlOMqUxlvLG8kFhmtqSrsBzROLMB7Iaz6AAAgAElEQVRueNqWMLJrdse1HSvXf3HF3WHBnG1dJ9CWfXavzcgaVmWfgXo5sn1GWL11OMuDNfredMTasNde07Ot4yMbNmSr1N67jXWFxgdW633ZF+Wb7TNPcMAzproolxKvqohVKJ+vPbB3pyyz8hxe2xW7in0RyjcWU873B2U95Zh+tAd8jpr3ZFZmZUS5lKBVth7juiqiXC+iS8xTrqwox3EFYvfS/Uczg5mTgzzvJMapo7DQD1EuVr/4HSctfgwts7hUpexS16bilzXx7LxnWPGiyrvKesphDLvz8XmdMdSOS6m20IQox7Zvx9BU+0zlu6ynnB0jbf7wPerTmUdsCWuf2pGdVpo3ltcV5ZiPqvZCUblbUQ488eFJ9G2JcixPts8i+6aqKGcFez/2l3lXSjDqZfuqfZ/dcp0S5axd5rcnZuPioumdeFzWU46LY1YQyxPlYlsf8fw6opzv721dZL6aFOVYL3z8OngEHnXgWNyyMnMZpLOq+BNrZ1VsnqJ2ivRc9+CYRxznge943vowsnl730U5610ZS2cZUQ7e7VgkjYlyeCa3aFv7mHNfe0/VcploUa6oXNv8PS+2W942UqRxT/GU86e/elGOHoBHLj4sbNq8JVz8x38Q8N0nL/unLP7cE088WciqaplLlKtKzF2fJ8pZbzW69frXeUOaxt9ZR2wd1/mmRDmsZOCzZGhjFmgVn1485bwhSOMJYt0Fz5sb1qwfzbZaIbA+V5PZQTfhKZe5ty+bHQ4+6ODO6U1nLlidJYsTwswwGVrXiadQxlOOxgxiI1ljhJzsyhNOrsSpV4hhEBPleLKlL0e6escC/tNtH8bDuN8/c1VY9uzxcbr4fNQHvyWobJW1winiLGFl2q9iwjDeZ69tYfXWoWwQLStmVB0sU2nuZSLJiQWeybJjvo6Ztzb8cOOCwK0a4J0S5bzxUWYCRGPpr885PItTOIiiHCZbqzdOy8rbe37VWaGGoYUA1L9//jmd4iRDtNOFe++VbYnEp4qBCqY+bhmewUkFYqTgdGa0o/MXrQ4/fmJW+NBrl3a2BVnPyaqeckw/6gu2aeJjRTl4ix152KGdlVu7fbVtUa4KUxZQnijn+1FbrnxXrM8smtjaCSeDlGdG+PDasHTh9E6cvjKectbbzhvwMY9XW/52kYrjhhfJ/eJS2b41dh1jOnJ7WEyQj8V9qvNOey/KLBbvrej5ZUU5lDs88jmGsh5wIoTv0Y4+dNH5nVc2IcqRK2PJ9tNTzopysHv+4EXzwzHPf352GAo/PmQBxHJ8bHy7WF/pyyHPU87bYkVlWPZ3vJOeKt7zhouy/faUYx/qD5aAsISPjYlmxxJsdYf9GbOjfDuI2aW4hnUWJ0JjwdwvLvTTU872xfw7W7gfmtc5ZZX5YFnYOpf1YQlRzve5uBYeR1d+596O7Zwn+LFNY0vz6QufCJf8/gWdhakiu8jmy7afWJ2kKOcX3crWX1/OsftQf+3CE67JczDA703Ys8g75nknP++wjgdfL/liemI2kXci8H2S/d3bQiyn9xzzVDjrjLHT4/FJCcTIy8onpo2bM/m5rLWj2XfEBDaOE3hnnihnx3XGMvXbwH3YD+YlJcqltpH3Wj6T4b6qopw/UCEvj3z2KSe9OItPZ2PK0fvMx64745Uvy65NpQvvoxgIrzv+Pxa/jttZEdet6gmo1guvSJRDGiDUXX3tinDu2cuy9OOD9N3xg7u7vmuqTkiUq0mSnQYHG6wW4XP/lgMyYWzB/LlZnLeUoRMT5eygYpOXEuV8x4z/49342NWiVFav+rfrOgcn4BoKT7FtgjxFyYthTYlyTHtqCxJ+ryLK0U2fW7FsEN3Yu6zRAFEDK4d3j+7eSpyakNrJuuVsB6eYMRkzAq2x3stEnO+3E848nja9k0GU40o467etE96DDXX5qhtv6RK4Oej7el9kfOI9FJAw4fZeFfgdAhIOYUh5ZtTsbnLFLtY12z5Ynv0QkP7yf1wZhmdO63haIG+9bOvME+VYhynOUHSFUc/TWm0/Vcbbw5aB5WJPgOb3XmCJvauO0Ikys0JGnodNL32BNbix9QV59GIV+8GmRTnUhdgkzYo5jCn3Z5+7NksX0uBFdLbvQRflbPtDmt93/vGdw59Y53opw7J9Rq/PblKU8+NHE6Ic8gVB4b+dtk9HkGG9Lrtg1YunHNsFdxx4O8v2dbbvw99lyiK2BZv38l1lxqSy9QPXWQE1tR2uSJT7yY/vCk889VQ2zvXyYR+KiTJOhyS7VBn5cRZ2VN4k27JPecrF4lQWlVvKU86HWrDvjHmTQizjada0o2l3pnhCpEPIkSqiXJGA4+sz/w+bF6eb49AhzF2K6mAvolwT9Zv9rWfWlijn27ivp2ViXabKO2UTFZWpjefnbSGW05ufsS68+bXndl6dEuXsVlibTtRFuyjatChn+x+WMefS7HNS/atv1/Bahydw0UJiL/3YoN9TRpSzJ5ciPzgJFUJXmU/q9FXca3/Dia9z5s4OSxYf0RG1KHTxnYjRBpGLH3tKLL6D8AYhDp/nPffZ2SmtOH0VaaU3G05trXL66h+96feyE1TtJ3ZoBN9t2VgR0j+jDLu8ayTK1STITsPGJuMjIWDhg2CZ7Mhu+u5dHaEstgUDz8Oz1q7fVNpTLpaFKqKcF9/gJn3uWWcFe+Ia30HRYyJEOb7bbktKecph1fWj163MtuPiY1f5Y6Ie8+cHPb8FKta5Ywvmp7/160yI9QZMZ/Xs6MPGrfBym5ef1KM8hmfuzDwOsoF+eG248MTDMsFn4f77j1vdRSyG4ZnTswCr/GAl+Mq7fpN5S1HQKFPV64pyYAFPx1hwY/9+xpAoGjB5EEnYGcLBC8a8KG39xnO9ByDfFZt4pFbRi4xPPDNPlKPoAfGgrCgHz5ljF87o8j6LlRO2vvzD/74j3PLEonHeKLy+bVEuJriw7ygzKWW6y4hyvJaiHNs0DF/bf9EbAP3tJS8/JPN4BbvR0ZFoLCH2wZjkfXT5D7LXWE851CvEYPzsO87OfmtSlLv6uuuyQOe2zZUV5dgmik4l86IcgkSfefh4L+yU11kdTzmKcr4+9yLK+XifsfrF77AAAQ+UVauf6BpDe9m+GjsN9y8+tzwsHJ7W1d/6iYn1jrYxcqq0izL9tb2m12c3Icpx8atJUe7EFxwVhoaGs/4ek80zlh4+TpQrI4hjTLrs33+diRp/9eaXdzzh2Z/bQ0hifRr7FLL2nnLsd+34ge/gPfwHp5+QHAt9ebGu2e14ZcakKvWkCVHua9deF258ZE740jt3e9sgDWVPxLVjo2VXRpSjtyTttBifPFHO2kKx/sCXiT39MSXK+TpYJMrZEDdc5C4S5WjjeFHO2jmoN/Y5RQKOt+n5f4pyZb3HmhTl8CzsxCk6VZmCYazutyHK8WAoeBbakDupnRNV2qi1M20sV3yfKlPfN1mb2C/MlhXlaBP53UVMBxYrrvzeg+GCFx2R9ct8JxesrY1G2wnjBA5t8p5ynAvZZ+Bva9NaOyw11rH/tnGyORbXEUmrlt9kuL6KZ1y/82M94/r9rkF/vkS5miUUmwjbDhJ/s1PzsQ5SolxqBZOTGQhOMFbXrV3X6Qx9NuqIcnhWakLF99jjx713QxlD0k5i/IpMWWPCDlIxYcsOJmVFudjJUZZtTECyK3YxUQ5pi8X3S3kvwThFHKdPvu65nZVkMooFgfcDEQxJrkBXrd51RbnYYAnhCceln/fyF3ZNUMjtpfutDkcesHvro09zbMKbEq79vYMuypWdSHPFzxstNr9tiXLwbnrgse2ZQBgTQyEiQwwuM2HOM0BjW4+LRDlf/nwGxKXYdkI7obCTQuspZ2P3NCXKxVaXabimDnqw7dymO6+Ne1EOAkSsf0V/fuExMzreL6yXgyLKcUxiXotEuVi770WUswskfHdMPLBet3ZixokyJwRIt9/iWbWPTl1fpi/h9ll46tCrt0iUY53321fpIeTbhG1ndTzlrFenH0OLPH9hI934vfvCkQt2n0iPcuEkl+O0DT/CE6tTCzzkzoW6Ik852ifWA9X317aPpCBvvdrL2FLcylVGzGhKlPvCLw4etwBZtk/yOwHYtvG9jSts2zrLhPZZr6Kc5V9GlLNto6woB9GeYWRinnJWlLNx9XxsNN/OIQAhfARP1LT2LXggLiu9Sa1t7J9TVL9tefgTXmN9Tx1RztvTZYXA2C4eO+/iFu1+xZSL2fxW0Lf5wvcQk0e2bOs6aT2v308tVDJuX+pev0vCil9VPeXALsXZzi+tEMw2RT6WA58V281gheyYp5xdCLF9P+ZVHMfARKJceWsiT5Tj9szY08p4o5VPxdiVTYpybae9al6LrpcoV0So4Pc8UY6x3nh0tV/B6VWUo1Hjt1XYpMaCnaayEut437Lk0fD5lQcV0ol5HZUxJO2kFMYGPohpVtWYSHnKMQ4NM1BWlCsyWJoQ5SCaDe+9d1i18oHoISB2EkRDrYooZ9kWFqC7oAlRDs8I03Z1AvXHBmgOoPb1KY+5lBdK6iQq+8yYxwxYwgvjv1z7y65j5cvUW+8px3fZ99CYwW9FBz2UmUh7kRWG2fDM7eHkw2eH8151Vie71lC0Bqr1/CorlFmGmOCSFVf2+XueF2bZd1XxlENfwX6C8bPyDPS6ohzf54175J99Rdl8WqZ24obv7fO9KIdJN4PL+1XvojpbVpRjflhf+ynKwYvxmAO3Z/Fqym5ftYzYd6S8++j55PuHXkU5345jopwVzVnOWGyAcO0naEjHJWc8K1x2431dh5lU7avt9RQFx8X7MZ7L7Ec4oaJQ3asoB0+wC046Olx2w8+64g7ZOulFOYiCeTFUbdnWEeXsxM3GHW1ClCN35JMB9rP2M7w2XHL6szOPXPbFeX2D7/tTopz11uSCrPVEz1sU9HWqiiiH+vKur/6k68RSnL4KT7l+iXIxEciKHbbPTYVmyfOUszzQt7/9uB1d23B5L8LOrLhvJKzZMjezEewCEet33qKqj7uIa3GCMJ5lRTlrnxaJctY29nYq7UPrWcW4ur4OFNm47Gs5rpYdY3DdOR/7VteBTf7d3iMw5WVY9M4iUQ7vZV1C+/n0nTNyYyaXFQOZn5Qo5w8v8f1QWVshZRMVjRFTQZRDHhmWwM+v4b2HA+mwAwqsp00LYeGszZmdjbGFJzp7e61oN04RV/0uAm0RkChXk3SeKBcbDOl+jlXmHz60Ydx+dzwv5SmHyczCuVvD/SND2RakxYv2Cx+4dUY0BzEX7lRW8wa4IjwpUY7H3n/i4t1bKu2z8oQjP/HnfTFjIiXKeYFiUEQ5Tn5hMHDCT4Ywgr944x3htkf365xclCfKkTEPcOCEehBEOeTPe7PZgZEHY9g64QdOegDgGuseT3f0MqIcDNOVo/O6xLdUnS4yBHFfSpSzz2xalEuVp98e1S9RLiaKFvULnECkvETs/SkD1Hvm+HdmQZWPPix84JtPdoQ6f00vohxW2VeuDx0Dj5MU/BvzlEsd4pPHKNY/wVMnFiDeXttvUQ5tC2JnalxBnooMXO85EeMAMRfGtBXlcEr2gn1mdA4RipWlnRRVFeVik3BOxmyMQvvemACX+i62zYe8brv3oU7Q7JjHVpn2lHdNJx9D67oWAqxAYSeIGzbvyMJqxMQGvMd6HKQ85TiW4V+bd9uPfu+O/xM2b90STjn5ZeGzX7kqfO3hscOG8hYrrCBMewmTtCVPWzBu+yoPsvFsYvFUYzZRL55yfBfy6ftmtg1rF6byWkaU84txfnu7FQVtP5Vn67G8Unam72NszLQVN94Yblo5mvWNEJ1POnKfjqjVhKccD4ShuMm66E/2pI1Ydfuq5xLrQ6yNZss6z1MO/djpLzku2wlgxwjWB1tP2hLlUuJb7Hu/Rdt6SRXZRd7bPNUPsi+04mMbolzKCwvpgWAH8XX15rnZKafMa95J577NxzzPWe4II4OxNDVPSbXTJkQ5Ptu357LbV/M85TBeIuwKF8CsfY5Yqtyp04unXNb+fhuyh8+1cyUfH9t759l+MHYKbN2xVveLQD8JSJSrSbdXUc4OjH4lPWUs2aRa9+FYFnoV5XwMtSI8KVGuyEDLE46qGBOTQZSDUYtYcF5YIlsyjBn4eaJcagtck6JcagUx9T3agz1sAbHxYls5YkKwn+xz0mI9Qlk3yrSRmHGdV5+LjE/cO9GiHNiO7JjdWY22Ru1UF+V832T7uFS59iLKMT6WfWaep1yRyBBLmy0rnoD8iT88JTvlMTVRZH22no9FdTbmKZda9ODELDbJsHkoEuXotYW0xeqknSxQlHvLp2/KvqZXeYyZzWvMw5TfpTzl8MzUJJATRh93pglRDgLkhu2zw1HznuzE0qFHCzzSi+InFY3B+J2eer4uxkS5zJPZeJKkPOX4rDqi3Lsuuyp7FwLHlxGqcG1MlLNChhXDUm2PabZ1uQ1RjgslnJTm9Q1lRDmK1/Se9fXRt6+i/qCMpxzjN1pBgYsrKE978JVtT2UPBsjbvuo9zFgfbJ9hD+vqVZRjX+cXVFL2fJGnnI1LOCiiXMqL3QtwMTtpsoly3kMs1r/hOzB5/ysO6sRltoIdfmd9onNELA5ZFVGOz7cH5JVZqMSiNTzJbXy2MuNAbO5UJMpxvPYCcp4oZ+uM375qvTV7FeXw/JinZ8o28baGtw2LbJYybHWNCLRBQKJcTcpTTZRLTdhSmIpEudQpWb2IcnmddN5ElhOuy7/zcGdSROPP57coZkPstLeYKzt5cXDH/6uKcvbwEL9ijueVEeWQnw07ZmargGU+fhLRiyjH92B1i0Fd/aQ3JsqlPF+mgiiX2rYVExd8OflypsGJfwdZlONqZ1GA3TxPuU9/e+wAldjEoV+iXGylPybKcfW2rijHOEk0bm2Z2gDIZFBXlCvavlQkynHbcKo/QXkivtE1731FriiH+xFU/CMXnROWfer/L+yemhDl/CTcTsrgiX7B8+Z0HabTiyiXikvKyTAnhhwPioSUQjDGg9PWRb+9Ljbm4nTqj3755mzhxPMtI8ohbXZLuZ3Y4u+3/t014f7NB46LUZuX5yZFOX8aIT3v+P4ynnKoM0sW7o5Nx/KIecpxnPOBz2NlGBPlGAvLXk8RFe0eYTlwYAX+9n2DH2Nj7ywjyuE+HNizct3mbCeH7Y+8KAdvubf9x7HDLMpuAawjyjFP7MOKRLmYRz7uXfacoexk0ZiIHRtrBl2UYx3xBwOU6Tti+UW/8MEv/HtnC2jecwbBU86L77SRMP/g4XrMg43p2YQoF5szUQTyYSrKbl+1407ewpYvl15EOd8Hli1PvsvOU/BdE6IcnhNbHJUoV7ZF67rJSkCiXM2SyxPlvHFuJ5F1PeUwEOw9Z8x9OPax7ypaJbACSdGEzL8rJsrZI9/LxAkrWwSxtNX1lMO74amyaPbmri04sTRxUuW9G6qKcn4FM+UpZ+tIr6Kc9Yoow7lJUY5sKQhiMr/33HkhTA/h0hVjpzWB6fCMsb9xnReZ8P9+iXJ496JZIx3Rp8zkuKqnHE/7Q35jBlkvohy2+WGyhA+EhPedtSSMbtzYYeondHVjytnJPN7HE419fcpi3e21o6sdlTFCU6KcbSfoS/FhvjmR4CQ7VbfRF93+o/tD2YMeUltvYqIc38kyQCypsh/bZ3C7KMUNeNssO/aIsGF0Y/ji99Z38far3kV1NuYpVyTK4f3Xr12UzEpRmZZpI3x426Jcqn9jesiGeexFlCszhtq6XVSGZeoUx/BM8PsPB4XLb3soDO+1KxPbGPvtyu/cG25dt39XzCcsMt324NZxk+/Y9lU7Uc9Lkz9tFtfiXniB8pNarMPvRaIcxP6FQzuzOoq2x5OR+WyEgWDcIe9B04so58cgvgf59HFJ8Zv3HKmyfRX3+z6I/Sq9Zniy9N0rH8ni/lrv6TK23sj2GdmYV9bbPE+UIwv7rKL6HBPl0AdeeedjnbwzH6lDq8qKcrHFPyscoM/9f0+aGUY3bQkLD9yvM4bGhOa87atVPOUgYoxs2hb+/ifzO+0BIihO4i76cE7h+3AvysW84fKebZ+Hew+ZPRJWbx3KwkIUlWdZEce3Dfw/5blc9E5frrbNoX3gAzsl1hfbMaAJUS62uwjleeQhCzpxBMm+aOzkdUWiHMoIn5Fds7uK1aeF9cCeXu23r5IBHQ5i5RnLox0rY3E7Wd5clGWZ8b68cuApy77OSpQr6iH0+2QnIFGuZgnmiXK+A2lSlLPPimWhjii35qntXZNfPp8CivW64iBjA11jgNywaWMWS6EpUQ6Dwp+delDH24webXVEOQxUdz4+L3zq9c/NVnqLVqRsrCXvVUBG3piIecrFBhq4tHtPhqZEOa4Kp+qJnQQ0LcoVGYL2d6SjjigHoXr/eTPCrL32Crf9cmtYvWVOrtgK43jFT0c7E4EiQxBpLbOtABPOi750f+YlaD0fmhLlbMwOpMl6d3pvUi/ilDUKbbmkvFq94Y/2tHCfvboWCsq8LyXKoc3vPWNblpRP/tEpnYNRmDY/ccL3fiGEk8V+inJ4r283RcOK7WtSsfPwzPs37jvO+LYeOkV1thdRjmkH/7csnZF5lOBDw7yoTItEOdTRhcPTwq1r5oaFszeFpQumh8tXxQ8VsqvwvXrK2XqKOvPXp+8bFi8+MgwNz+949zDPTYlyqTHUckyNGUV1J/Z72biwvn/gYo8PsB8T5WLbmew2QHqToR9GTEbEBfvj5U90JZeT5zzxqEiU8/m3ByzgN3vIUz9FOebdCyRNi3K2f/E2ChcUcQ1jreZ5Jr/xUys6W8Rjohyed9TwxrD3rBBWj04PEPCw0DK6Y0a45KWHhI98a11YvW2sT/J9Av6fOnzBlllMlMPvtj/3AsG4Mh9al/TisgtdRaIcnusXmmICRJOecrFxi/mL2dg271bQ8HYbbA3EWIWXprcd8YxbH542btHM9nso69MWTwu3P7Sta4ty2TGmaLsj3mXbBv7fD1HO8oqxblqUK+qvfVmU2b6aEuVQN886Yiye+MKDDgw33HFfFhs09eGBf7B/6MGWEuVYFty2bssztpCXEuXsQqn1qmffU0aUQz35zzc9NU50xNhy/a/GxGsrSGr7alEt1O+ThYBEuZol5WMDocM87SXHZqdr/vCee7oCZvcqytF4wpYgdkRNiXJ+pYirwtzq6Q0C7x5vPQpsPBAG4W9KlONA6kXQOqJcLIaZza81unFanj1VrY4oB+HgxGcd1FkZruIphxhtH7ro/CyZZbavghtEnI8u/0HUEzA2mNmV/TrbV4uaFsUIXldGlLOnW/mDHsDxzFNPDfvvO5ydymS36lijF95xb3/ZIVlcEWu0FxmfeEbMWILHxAeu+WU4bv+Nne0+mJyA/ZqtczqTIBhII9undU7ow/N68ZRD+cROe4wZvf0U5WKT0ViZFBmhKVEOz4enIcQTW9/hXTUtTOuqzzz0wb+ffef1v5wVvvTOZeOqZGxVGIbk6KbN2UE89z85M/MqyfOUw0PrinJrHn88fP7uHV3bzPFM2zb4d1uinI3jxQkU6nUdUc7ei3K/c/WOLFuMU8X2jbZy8dkvCuvWrussxPQqyoEjxi0wpsDIvt+Pf02JcvDu/fDNj0bDBviDNOBFxjpe1Gemfi8ryvn+vq4o59soxTz05dYbkItqBy84OAsCXkaUu+2RaWHJPts6h2Eh7xQcsNC0dv2mTGig1xf6c+9Z1ZQoB5suNYb6xdc2RTk7hpYR5ay9Si9iu9vC92N2DPWey2csPTwMDc8L//3fVoZTnr4rq5q9iHIUGiAcMAZtyiZi/We5Fm1fTYlyGFf+4es3RxefvXCEd8ZEOX+YCOt0LKac72dS7dgKIbFQKnmiHMQQ7iqw9d4ySqWD5b55y7bw5//0v7tEuSLvy9gYClF1dMv2cP9vtof7R+Z1+sGYKHfXmh0dm6jKFmgrSuZ5fSItDzw6thXbj9VNeMrl9dmox2wX+Dd1MI1/Rkq49u0zLwwQ2vfQ0HC2fbeKKGfLwMbmRN3CGPr1ezZnfS7rmA8RgLywbPwiO/kzLiTnGr4cUJ5VbSLbt/n5cVEd7nXc1X0i0DQBiXI1iaIjsIHtraAR83ziKoIdNNlhMEaIH2BiAlA/RTlMomODNyc3sdOTvCEymUU5lg0m/5e+6piwY/uWTJDDhx1/HVHOb82oIsohDbFTVu1gHRPrUsZYXVEOE8pVqx7oeJ4UeRva5lZWlIudMhwzwsqIct6ItzE/ehXlcB/aLj7v+udbswkKRTm/mu0nTr2KciljzBu9TYhyDODtu0ofSyVVJkWiHMpgZNv0rlgk3njG/5lnK8p5IzVm3LEvipVvbEJhDTh/YE1K/KgrynmBGPnFogAOB7BGLieIRQfpsKzqeMq1Jco9sGnfzum5eCcm+phMwHvZxs2qI8qxz2Rd7rcohzqfqiu+jTYxYehVlKPw26unnK/3sf7/wsWPhkX7z+uc0olr8uISsk+0faiti/adFOHIsChWba/bV1M2EdpZW6LcBccdMO5U5DqinBWarNhlbdjYwtayg1aHYw/ffeoqBQSKD0XjqBccWJ5o62vXrM4WuLC4Hds9YNPp6yx/K+MpZ0M6+HFtUEQ5v+jlBQ1vW/QqyqEtrlr9RMYbotzfXH5NuO3J3eELivone8AH+6GUEBgT5dDOecJvHVEOY2is//H13PYfeaJcavGpykFqVpSjV2veydOsi3VEOYhkQ7Omhbe94bzsccgjFjjg6Yq52wWHrA6X/P4FnWpvxWXbz1mB2LJg/lMCsfVOrCPKxWwijlf2ADnaRBLlaooZun0gCEiUq1kM6Ai4JcQbqLFV2zxRLjaBYodjDQ4OznnxlLCqeebhWztHVqe2NMQ85folysHoWn7jt8ORi/YP657YkBtDw7vxk22RpxzeAZGIMREi0qUAACAASURBVMvIjcarPbnLGxt8NssTk4kLXrUsDM3dHbehSVEOabMGpB/s7co0PRpwzyCJcjSyyLIfohyNfdtUIQZedeMt47ZKek85Gq4Uzv2Ewdb/oskE3h/zlLP30ZiKiXK2LrI9TgZRLiXoxiajFMDs9vIiUY5MvRdualXYinKp7S+W9WQV5djPxwxQO1bkbVebDKIcvORYX2ITwFSf68veijlWII4tWKREOW5lsx7gts/1fYCdRHnvgDZFObtlM8+k8YswyC8ODuinKPf1P35m2H//3bFvz/nYt8LvHrkhEwFinyqiHMfQMqIc8nryoWMLJuyzfZBz6+nHtLEulO0HfeDzujHlkA7YAkuGNnZOMmfaGOcP/0cZIo84xTnleWnH515FuY+eOiO88IW/0ym6pkQ525Z42mxKAKnrKTfZRTkfOoKL9FU85WI2EUS5f73m38IXfnFwp3yLRLmYZ1VZUQ4HhdzyxKKO9/VUFuVQRji84O3H7egsUKT66jqiXMomoq0O+wmnYfPTtChn85QnykG8I4vYYmqeKOfnvtq+Gq9JGzduDH/z8cvCylW/yC449+xl4XUXxMfdPLtBv7VHQKJcTdbegPQGmDWC0AkNz9iabWeLecpVEeVgfB1z4PaueAL+wAJOmlODKk6EZDDoMgaoDRbqry/jKedXWPCMWHB4TkZtx+tFOa7i8Jqi7Q5w5b7shp91nb6aEuXILSbKcfCwwd29oYv0r1r503DZjfeFu0YWZFt18KGHoX0v6w+MqRU/fDA3wDpXiVKiHGKK+FPiyK2spxxjLj3/BcdnaS7avsp6XFeUQ9oRK4KTtX9Z/o0siLV3/2e9i00oYp5ymKjYdpEnyuEAj9NfclzmoZNnLOE3e1R9VVHOTpy8KMd684mLdxtNr/74zR1PIu/55tOJcrAnlmYn4M57Miyat2vcSXplu76UuJAnymHLyOfvnZs7+UZ/gC0KiOuHTxOiHBZC/uWG73W2qlhxpg1POZQfvbxSfMsaoLF+EN8hH3VEubyYRjbNvt+i2JC3fRVeE5++c0YWT9G2ET9esG+55eFpYaXZClNXlLMn2VKMrSLKMZ28x4rw/M22B8Qzu390fld8GyvoxQ4OadJTDvUtdtgA0+rjY3HygvzR84rX2JNpKU6hDK33i+8LUp5yVjS4/v95UZg9a2anavEZKbukSVHOB0Rnn+VFOduXeQ+lIlHOb0f2z2pClCM8v6WRdhB/L9rC2g9RDp7OazfP7Gw1xji6dPGhWXiI2CflKWfbF+w6bBm+/c57ug5E4DXsw2J9ej885ZCn7zwyPTs8IFV3WJ9tG8E4eOJxz89izOLQBP/xdc16JzF+lo2dFfOewzO5CF9FlIsJmxDlrr3hhvAP9+3fSWp2QNfQvECb0OehiigXO6mU6V84a/dha0VCoO+H8uzPup5yiCMMu/q0U0/Lsl5l4dnar4xhjZjcRfnDIgsWELBw4T3A8nZjIX1+fMYYgdiedDZoQ5Szi7IL5s/NTjS3J1L7BSwfjiXWlmgPZf8umt61IF8kyhWdGF/WFp5s133y7z+XJfldf3pRePQ3j4W//JtPhNe/9txw8ktOmGxZ2WPSK1GuZlEXiXKcfPhTUuuKcuygrNGPztieVFkkylVdFfbPtwNAr6IcV/hifMqIcgyknyfKYdLx5Xct60wuUqusHPx48k9MlLPbqdDRH3nEEVmMHH5osNkV3jxRjl4DuD91ki6fXSTKxQarqqKcz0eTolwsCD9iF+LDyR9XyFkWTYhy5Jba7nLVv13XMfzzBAekE/UcdQ5bA2IePGU85fAca0TGtgb4rXq2DhSt8qfiQfqYfWW7vl5EOU4ucFIsYg/BIPOGKGPJIR3wBnvNCWPX+bzy/7Htq7HysqJXkSgXm1DYdFbdvmonnCm+Ey3KpdIFQxofxIthHcW/KBN70E5eG2HeKPD4CYy913LghCE2WYlt1Y15mNrxrFdPOV/3ikS5GMs2RbmirVReOLeiHOKk2oMYrMDmRTm04/dceP64LbkoN8Y4BQvvyY7vvCjHCVgbohzyZMX+fohyONjH2gC9inKYiNNrMSa+QGDEopW1E6woRxE8b8LP8qFN5PsiL7LG+n7vKUebyKY5r48oK8rFbKKYiOXbYD9EOfuOKqJczGa2z/I2kRXl7N+2X0qdEI56yBic5OTL05Z3SpTbvmNnePf/uLEzDvg243ljcR+Lzz7tvC61IJyXpyLRqk1Rzo/peaJcTNBnPbZjErfrpsZivIOHndg+lbayt4nw/7zdCTZMSxlRDvHLr3nvKzr9fcxGtXUsdlgc2yHi2fm5XJFXeUqUoxNHVVGuyK4vawtPpusgwn3kU58Jf/Sm3wtHP/uZWdKtSDeZ8rInpVWiXM3SZueJ4839AJg3KEmUG3OPj4lyMD7/9PjtWSBne9S2906y8U7yRDnr9WC3r/pVVg5+9GSIiXJ24hEzuKqKcn7rh62OGIBe8/w5neDkeaIcVkqx0ugHq0EQ5ehhyQk+80jvRRoaMZf9NkQ5O7EtGrxjaaziKUcjnCt3XlxICRBeLMiLKde0KGc99ZAOBub2q7heAPPbUvNEORsPx+fVG6B521dxbRVRLuYFVEWUQxs9at9t2UmFXlhODS2DKMqhz/1vp+0TbN2xiwlW3CgjyvGasqJc3gJSm6Ic2ic+tjz9RCglUrO8B0GUQxvFwTP2NGSUMSZaVnBLeWF4UY6LJT7vvi6UEeU4hjYpyjGOEk+ftH2IFeXoqeOFFevBU9VTzntp9CrKWVHZi6koz1MWbhrnCR8T5fLapy0f9FdNiHIszyZFORyQlLXDbft0daNeZO2Xp1zs5EcmpAlRDm3xLUdvCkuetqBrIaqOKGc9qOuKcn/x+eu7gvXDDk8dSGMXJ+14mjf/sYUKOxCHhXAxCL9NRlEOfcgfnPOKcPZn7u1kz9qv1j4qsjPB1Hv/efsfL+HYaHeDFC1UlhHleFo9y3NQRLnUnBF103L388oi3jVlgM7tDz++qalHVXrO/kMzw9Dsvbruufe+n4dP/+Pl4e1vvbAjyn31ymvCj3/ys/Dn77kkzJs3r9I7dHE7BCTK1eTMzpOngsW2KsRWivJEOX8qVsprxm9l8CJR3kQnZkjhO3ZesTTHRKjYBMQOPrEJrs17TJTjPX5Vb6qIcljR5BbJPFHOG6B+ULYeXnZCGDtNrez2VT4nE8xuvK+zvTm17ZNlmbd9ICWY+glFXVEOQteznnNs1+mrFGGRr5SnXJuiHNukFS1iBs8gecp5YcV71LDOeFEO2z5WPjGt46kSE+WuWDWcbXWsKsodt2hGJtgXGaBFnnJ1RTn2X9aIpSdlamgZRFEO9Q0eLx/8wr93JmP9EOW4+g82lkMVUY7bcWKCkI1N18v2VU6ibHlORlEOZbd4yZFdcTfZbtsQ5biwBXbeU64fohzHxtgWePud9w5iHfQ2id+BkHfQQxuiXNkxtEy8Pk5sq4hy5Asu3lOO5Wn7u7xJcBlPuZQ3mK3DeB+EEIwx1u5uwlMutrDVpCjHfPjFtbZEOVue1tbA9lV4ysVEuTwRHWx69ZSLeQQWiXJv/NSKLsE2z/6su321rKccOVp7qS1Rzs6jimyiqSjK2fEmJty1Jcqd/f/dEUa3bq+pKlS//dpLT4iKcv/8L/8a3v/Oi8NBB47tfpAoV51t23dIlKtJvB+inB1EuM2AycxznZ5IUc4Okv0W5bjiP8iecvbESju5pfHC8qwiyvnTm1LCaROiHAc5P4lhuv1kZhBEOaThkCOeNfCiHN356Wk2VUU5bk/lpDgmyvFAjF5FOSvy+LqJ/0+EKOdFHD/E1BXlshOPVz4Q3RLs35WKU+qv44TChyHAdVxwYjnmGbg+aLQfr2wdqCrKYaEAp2DHVu+9MGDL3YrIPhYfhOMrHlnQwTGVRDnE9EotbHlxwwo1ZGk9zKt6ykmUGzvYwtY93+a8l3Sep1xZUa5o+3yvnnKDKsrFvIemkijn+yfvxWnrVBVPuckuyqXGldj8SKJc9wKYRLmak/6c2+Up1z+2e8qTJcrVLOl+i3LeqOtFlLOHEjC7PBnWD/K9esrZdPVblLOTBeTHxsqKbeuz1zexffUNn1wREKw15jnotzZQGODkto4oRyM/TNsVLjn92eH2H90/Lg6d3/bCvFf1lCsS5T72hSuzQykGyVNOotyYCNX09tVePeXaEOViK+p521fR742OjmTiDj798JSzohwOLPGHh9QV5azIX+RRMBVEOY5VzGuTolxsOybKjyd0cuGHh+gg2Hcb21d54MuFJx8WDj7o4OThMzFvaY45gy7KpYJvU1SxJ1h7r03vGYVxCCcb/vUr9x0Xl3KiPeXed/7xWZ/zwEOPZAHPUydvS5Qbs07z2pcXkwdBlPPxMG36YY8tXrRf+MCtM7pmGmU95WLbi1NehBLljo8ewuBFOWuDe77W241zIcZ6ZJ+TmoMNiqdckU00EaIc52mcw7AOMyZpKkZgrC+wXoFsVN5TDt/buVBbnnI15YRGb1dMuUZxtvawKSXKxSohSMJl8+prV3RBPeH4pdmJJPjwVJLHHl+f/R97sO3pJPb+JYuf0bUf24pyqYYfE0QglOEkJ3zOXLA6vPfNF3TiA9hBpAlRzhrphBA7CZUdWWqrRt721ZQoZwfA2DtTHWyZCUXMUy42YPYiyq381dpw+IIDw7Oee0wYmjt2eio/dlJoD9bggAOvAnzosVbHUy4WjJsnrHF7lk1bv0Q5PJdbuvA+HztoIj3leHqgRDmJcqibeaIcfsOW2W+859Ss2fRblLOxYdhOJ6soVyZmXj885djftCXKsU+32+uzvn3R9Ow0vKZFuZi3Z9kt9anFFrIaVE+5vG2WvYpyHBf9YTF5ohwPnejn9lXUG7tNH3WIddrajBLlxnrIqqIcxFj25xTwY2FV2P+mBDH+nlrY4u9+4dUvTHpRztqCRWnwW0CLDkmwtl9bolxqO2eb21freMrZOYn3RIyJcna7v7V9uyYFv92+63+fiO2rVUQ5763OuV/TMeXAhUIc4l8zVqSfm9k2iDlgU6KcLXNfblP5/zp9dfKV7pQQ5TZu3Bj+5uOXhZWrfhHmzp0b3nvpWzuBDVEkefuoee/znvus8LoLzgk+OOJt370jfOWKq8Nf/vm7s33Z/vSSXkW5WIduA1rb7YF+VThVzbxoZk928h013xWLS9cvUY5bOr0B7A8nKDuh8KLcaS85tusUNG8AsYNPbcnkQM/3b9q8LezctXNCRTkbRy+bGA6tywY3641o60M/RbnrfzkrfOmdyzoTCp8eDKJg6E8U62XrDcvCGjXeAI1toY1tX0V6ELh9UGLKTabtq3mep94A9VtFB9FTjnXGb9e0EwrbVxadvspFhVQMMolyt3cNV71sX2U9myhRDpN+xj2sK8rxQA0rHMUW86a6KJe3zbJNUc7bBHZMY8XN2z3AyZ6PI2UPqKJ9w74iT5Sz77RhKHoZQ2N2Yq/bV+HRMrJtbAz9/O8uCocf8Yyux0NkHdm1e/EyzzMFnkcnH7orE7i94IGHVhXl7LjOdiNRbsxO9Iv61maiUFI1ptxUEuV8XZMod062qNlPUc52HL2IcrDn7QFGeF6Rp9yeKspZbQQMzj17WaZz6DO4BKaEKEe8eZ5yqRNHIMLZYIhepIMId8ghCzsV2Yt0gyzKWfErJcr5qtn09lXbGaaCKjclynmvNS/K+VVxf3jBVBDlfHk2tX2VYp930Y9tX/XCYJUJxfDMneFDF53f8cTDvWue2h6uW7ewK2vem5RCZUyUo5dfP0Q5xjdk4miw2q1XXjSFwcPDAGz8G1znY1554avXVX6WU1U3folyP8i2w8VirnECj/5LotxYLR8UTznE3bvqxlsyb2U7MfXtK7Z91XvKcXLbhKcc0uIPIxhUUQ7e/J99x9mZSNJ0TLk6ohy3PLFftR5mfnKGgwDsiax+Qa4fopxd6LQ7ASazKGfH0Gv/9IVhaO6srvE41o4oPnqbxI55k1GU40Fd3p4FowXz54YVPx3tOrkU+bcCK8cNLLgWHfQgT7n45LkpT7l+i3Lwgh7dsj0rf7toWWSH2cU8K6SDhnXSsLuPOI+q4innvTrb8JSrK8rFFurf8bz14e9+PL+rsvh5iJ/vDa4so5TtyQT2GFHObl+1W1e9yIbKQG+4P/mj38888OhFh9+8Jx06zE+dNjO886Zt4S1HPhpef+7Z4+rTV66+Nnz+gYNy69mN735x+MmPfpA9B3/zHuz//+ifvLpz7+mf+D/J5+D957zypeHBVSuz5+Deu0fHglgjjc99wfGde/ku/zDmIZZm/PaCxYdkz+aH19t04V0/WvXrTp7/8dXzwzOWPLsrT0wX0njswuldfJhWmwZywHv49/s++40sGXhWLG1MI6/n8848eHVYuPde48qKeeD7t2zdnnnKzZ3dbYDivXnvRFrwYZnjefiQG8qXHzwL+bfX+3RbtixTzzhVKXzecR23e+JvpCVWp1inj5rzm3D/5gMzvsgP08576Ir+VyfvCC/+nZOyZ/FaX0d8ncOzWIao4/ZvPh/PumvNzk49Zvq/eOnpXfUJDF/54qVh5tABYf7wvBCmhex5LCc+w7Jn+my6XnPo2nDR7+1ub54rywvt3NZFW55L9gvh648s6Gp/lgXSgg/yTF7sN5gW2159+eO+VPvFfV+4/ZEuXngX602qj0rVn9h7bJ+Uavfsw2771bRw8SmLsrrv+yDbx6H82Lcsmf1YWLnlgE479+Vk+wz/TFxr+w3bTmy/ynrAOsK6iPpin2n7ZDyb19s2irSjTH0dxjXgk8o3n8Hf/bNZbrH+kf1JLP+2LG19sn2yL2/PA7+j3964cbQzljB/TE8e+9i4gGfae2w5sc9I5Qcc2cfYdm3HW1sXU2PoL1beF976jfWddHjmdhyxdQJ1jm02Vk6WJ/OeKs83n3hodAyNlRu+y2uzKdui7Bga61tYbzk+2D4vxitWBhw/8Ix/e8cLw8yZe3VVOftMXxftGGLHO9Z5z4P9MNuut0+szcLn0SZhfuyYaO0my9+yLjOG+vbLfou8fN9vy6LOGIr2GbNDbbnG7AKm19qbsTH0G28/PsydPWbT8FNUL+y1Nt+pMZT2oa8b1g5kenEt+y/2d0VtMG8M/dIbnxY+dvWd48ZQ31/b8QtpYB+B65h+2oLX/3J2FoeYH+YjZRMxT2XmDnymnUOwDvv5g00z02ltoq1bt4ftO3eG//WN6zMbhvUftp8dp2wdY721/aV9ZlEe7H2esS9//t/brEwbv2f+0U6trWhZ4W9fb619i7J78fOOysaLlM1j0+dtY/xm7Q/7d5EdZu0Gmyc807ZP1p8qNpHNi82/nftZe4Y2tLdRbR2z7dW2Udrvtk1YZnYuZ5+RZxP5+VWqjvg+VKJcipS+HyQCe4QoZ4EzftwpJ704836DKLfipm93xYnzotyy017WiTEXE+U+8rJp4f3f3hX+4Ii14dxlZ4wr36tX3BC++ODuE95iFWD5nywNP//pD7Pn4G/es3Te2vDBP9j9zPM/e3ey/tj34zrce/fGsfcijc98zjHZ35tGnwq3fe974R/uG4tpZz98RizN+O3owxdmaeSH19t04V33/nJNJ898t80T04U0vuDg0MXHX493kQPzBSZ/9cUbwgOb9w0bds7J2Pu0MY28l+9PlRPzwPfv3DmWz+nTp3UxwnuR/vMXrQ4nPPOQLh64EN+v2xTCbesXddjjD3JD+fKDZyH/+Pg6YvNs84J3/8kzfxM2bt1RWK983smS/JGWWJ1inbbljPQx7f4eDK6ve+FY3QBfmxfyZv3mM/Es5B8flufarXPCpSfN77A6ed/V2bYZptfWhVgb2bFjZ5g+Yzo0uezZuA/v/9G6kP1t2TMdNl2+vfn2wfJCO7d10ZYn/sa7bPuzHPH3TY/MCa9evC189ucHduo2vmda3vbsx8Kzjzgsu+3SFaOdZDB9niUvQLl99XtrunjZMk/Vfd7/2LpfhQMOflrnfbH3WEa2Hth+y/797mOeCp/44T5dfRBeYMsPbYDtl9x8WTAtx8xbG475bZ9h+zUm2vZdti/y6cP1rCOsiyg3+0zbJ9vrbXtE2q96aN/w16cfkJWV54PnHXDAgeHhXz0SfrF2fVg3siPc8JtDOoz5PqbF1rlU/zi6aXP4r3fMHsfU11em3/fJ/jq2C5sGOyYxT/h98b47w/LVi6Lv9n2s7ycsW1tO7DNi5Ym04jmsu7Zd2/E2VRdjY2iKuR1HbFvCM2w/Zfsjz9Kn05fn614UH0Ptdbbd5bVZMoTHrt0+WHYMtcxi7ZrtAnUcrH0d9WmzYyjGAkyKP/1Hp4Tp08aPoXym58eyxhjCvgD5wSdmZ1lbJzZusa+2/WBRm7PlG7OJbN+eGkP5Pto3bMuss7ZOs47bcaLXMZT11HNF3/6flo8tGHq7gCKjbyuxMfTrFx2TtIls+mO2sG/LqTE01b6Yvov/6ZZM5Np7+ubM/mP/xXazaK8nw8jO2WHhrJFsUdG3QdgbqTHUjgWeIf6fsmeRNtijR855sjP+ou6sHd0R1o7OiNowKZuItkqZuQPT6Ptr2iB2/mDHXNznbaKdu3aFsCuEa268sWPD+b7Z2kC23lpu1s4qykOM9385YUs49rjfGYcfvP72O+vD6u37dv3GMmH/wzTH7F/cGBvvbNmybdImweL0219+eHj6EUdF7WX7zNRcyI7BZxz46/DW15wVq17Zd3iGz5Mdg3gj64+1E4psIrSZL1z04oD+4LIVP+6qq2izKC/Yy7TJaUOzPdt3xuxcaytkhviuENZsndslSjP9uBb2xE1r98vaMT95/TPKFp+iObWfh0iUS1Y3/TBABPY4UQ7sEWPu179ekx300ISnHLdMVDnowdcBexgAOg+eqlb1oAcbryS1fTW2JY3pqbp9FfchvXkHPfgYcU3GlGPw0NghFMyT38KZKqey21e5pQBeYhceMyN8+PtDXcVp84cf6hz04GPK0QhNxVrz9Sq2fRVbeq747SqoLzve77cBpbav2vfxml63r9qtbzYmD95hTxzzebJt5LH1I2H/fYcD5oD2QA5sLxzZPiP846XjPVlte/DtzfO0265SW2/wnvu3HNCJ/+cZ4f92O0tsex2uwfepvKfacCpIddntq3/xueWZCMqg/syLzYNNr233dksx/vYxJP22Crv9B1svuG2QafVlwTxDAD5u0YzOlhCeZsg0Fh30wJM1cX1TBz3Y7cqej4//GOsfqgY15iEvsa0qtqzqnL7qA4ezTrBO2nfztNBjF46VC/vY1DYjPMMHmeYWH1+eLCdbR/Cd7cdj28Dy4rJiW9Ftv9wSwq5pXX0Lnnne6S8NZ3/m3q6TjNkWySB1AqJNVypIdVPbV32/ZdNUNi6rLZ9Yu2asxV63r6Ktfvg//ccwe1a3ZxXYIFTByPZp4a6RBZ3t4eBnt6Pa8Aj4DVvJ/fidt33V10MfbiFVRpZlzCaybTg1hrIP7yWmXGz8hW2X2u6Id6Fu2v7b9gM+n7ExNBaDzI+huGYQtq+mth3m2bbeHkxda+OL+vGf9pw9iMyOV+BjA9nbd8ZsmDrbV3086CoHPaRCemzesi1s37EzE2Zoo9CeszE92R/4GIV2PI2Nx/zOpj3GO2Wj59k9jGnMPtiGLoidYhvry+2BZX5OwTbjxzTmKXb6qh377d+w43k4ia1jPIgKApVNi7UH625fxbNw8jVOBLb9mO3nmogpFwsN4NtTzMa1bSzWP5ed+2j7aqz30neDTmCPF+Xaiil33YOzoisFrCBelLOxAqoc9DARolxskmlPBm1DlMMJtic98+BxR89zMANDH+/IN86qopwd/O2z+inK8T1lB6aYKGcHq7wJhc3TVBDlOHHx5d60KEfj29cD1hf8W0aUg+E6vNeOqCDZL1GOh6fkiQ9lRTl/2vJEiHJ+8lH3oAcEKeep2X7STcHc87FxZXhPTECpctLYoIlyLGsK/m2Lcn7SVXSCOfsz30Ztuq3APVVFubf+7bXZAoIdJ/E3x8J+iXI49XDlE7sFUevFYEU2Tt6tfRQT5egpmBKzrHjA+KN5QvhkFeVskHY7zpUV5dB+3/aG8zq39kuU44nDvcaUG2RRLjbp8/0Mxwg7jsNb8cvvWta1UJQXU84/s6oot2HzjmxxNnbQQ79FOS9ql41JyIU+z9gLWLZ/t7Y/7yN//95eRTkbWzjloOAX52KeW35B0QqNdgxiPnqJKedFS+vYUCWmnGUZE5wlyg26/KP0DSKBKS/K4eCGf11+bfi9888O8+bNC9y++vrXnpttSW3r9FWsPOStrkuU273FILbKbydLqQHVr4z4AVii3BhjiXLdXfHa1Q93Tu313lm+0y7jKZcnymGFctXqJ0qJcjEBJ2bM2zTW9ZSzotwbP7UiO7reb41rWpTDxPuUp+/qi6dc06KcXyUHC39QjefjBfQqnnKYJO89Z8z7jB8fPDrmWcZrOYnxEwJfr2MHWVTxlPMCLPtrfyqjFWab9JTrVZTzdXtPE+XspLRNTzmKR+wrvSgXm3Tju5SnHK+XKLf75MReRDkveLJ+YNy68s7HMhu2CU85K374MTe2OFEkprD+DIKnXK+inLdr7cJCmWdWFeXwTOs1jv+X9ZSzB1XRTrELebY9x4TFXkW5lEjZD1EOB8q85oTDsz7H5jHmKZeyibyn3IZNGzuOA4Mgytnxr6qnXFlRzsbf9PVYnnKDKAspTRNJYEqIcv7YXwBdsvgZnThxiBF3xw92x2LzxwJTqHvs8fVZWbz9rRd2Ysjh/9juyoMi7HPxW9nTVyXKHd/xVLMDcmxSO5lEOQzct67vPhnUbyuwgivqjB2MyxigMSNgKnvK+foBZnW2r/7ZC0ezE9HwsV6ntuP12zBSnXJdUS4mjliDTk3CowAAIABJREFUzk8qyqyw27Q2Kcp57xI/MWL/x+/99tWynnK4324VYZ79ZK2X7atVRDl478BzwApHfGdsawoN9X6KcrF2br8r2r7KScxEiXLs32iYD5oo59v5RIhy3jsJabL9QJmtXCmh105i2Z6sd9JUE+X8wpz32OTWQrsVzy+WprwnPUsrKKa2tFn7hn/b3Qy2bL2HDcUA9o9ltq/W9ZRLiXJ2XJEoNzvkbV8tI6DFFtcmkyiHPL7v/OPHLWaW3b46GUQ5pNGGGrD9pxeayopy4MZ2PQiinK2r/RLl8gQOiXITKf/o3YNIYEqIchMJdpBFOSsOxSaaMW62Y/bHuNuJs703NiFoevvqoHrK+bzHmE41UQ7xo/54+RPjssoJUWpiVBQPx8aAst5mdUU5TijaFuVSdcG2DQo7FAs9o2fOeWzcdklc28b21aZFOT/h855SPqYcBO8PXXR+B2NZUe72797aWY2uIspZAYveZ/0Q5bx3Vp5AMFVEOfaTdUQ5xCCzngu2PvXqKZcnymVx5x7cmi0IcPLQj5hyXnyWKHf7uK6zaPsqbzjr4DXhunW7F8m8KMfrJkKUgyB45uFbg0S527viZclTrtsTywpb/dy+irbQi6ccPOgXztocFaz2FFEutVjqFyq9p9xEiXLWJqLIH5vf9WP7qkS5iVQo9O7JRkCiXM0SG2RRzmZNolxzMeV4CAcFlbxtybhmqolyKUGIXoMS5X57nG6kb0FdsFsYikQ5/4jYCrtv55d/5+FxW+VpRKa8bvgM60Uz0aKcT2tZUc57GdFL2XryXXvx0WFoeH40fk+/PeV8mU4lUY4LQSw7H1emV1Hu45cvD6tHp3dNBG39QIB767FcNqac78P5TMRaw5Zq1h2JctMzMako9pONywqPkNRBDxAbbntkWmfBoantqykvt9SBI20e9MDJcFOiHNoaDi6yIQf67Sm3esuc8D/edmoYmjurqxtD+4yJoTHzmjYz42VNVlGOfY717E7ZgmU83qt6ynk7q43tq2E6ToPfki1SxLzIJMrtjsdJ29/Gf50oUc7b7L7u2L7J9iE2piT7rbK7OfJ2AbFfkKdcTQFCt085AhLlahYpDIyvvOnpmRt3asLr46fEXmmFm1gsHztpTiXZvv8Nn1zRdbBEP0U578qNd91270OdEz79dlRroNjtHczXoG9fzTv1rqhs8ftk376aEuWs8GNX4Vgvy3rKWYaxQZvGa+x0xdjpqxPpKec9N7xAuyeLctwuSoPQe8r1KsqNjqzPTs/kc2OinBfCrIizJ4tytkx6iSnHttu0KMcx9OQjZoW//8n8TtlyohAL/J53+qofg3ywa25Tlyh3Yib6pE5fRayxE19ySqfLLivK2YUtPybGtoL+0/n7hdGRjYUx5fYkUc6KOGDIgPY8OdGOo4wPaifDNgB+atGG7Ypj6K6wK/zXP3zVOFHOe3TlLf70Q5SDDb5g0dOTHuTepsjzNi97+qpfcMjbNVFFlKPYVxRTbiJEORtfTaLc7sXXQd++uieKcr7NxbYL15z+63YRaJyARLmaSGFg8ATLQRLl/CQF2+Dw+dBrl4Z1a9d14hr47PeyfdU/w8e1kig3O0MUiyXRa0w5iD2rN04Ld40syK3BXsCiUEHRrJfTV9sW5VZu2ifgiPi8CQW3fw6aKOcN55Qot+w5w+HIw57WmXimCrXIUw6T18tu+Nmk8JSzdd9ujU9NEMt6yoEdJ/Z2+2rG5sb7sjYz1US5m27+ZlizfjS86fxXd1WdqjHl7OS6SJTD9s5jnvWMsHjJc0Jse4z1rCravoryQP9oBVGbEYpyNn6fHW/7Lcph6+HeM7aF9521JNq+bFq9IOkFATuZxW+TefuqL6+yopwfQ+i5atuu5WbrorezrIhXRZRbvOTI8O7/eWtXeACWRz9OX+XYaz3l8ibzRTHlUqKc35IYYxpb2EKePduyopwXWe1zcJASBDN++iHK4X3X/3JWeP8rDkratt5+SNkxvYpyjFcYG7tTopwNBeLLZNBEOfT3XBDpt6fcmQtWhwtOOjobW/w44Ldd4nf2Q3bcx3Ux+xfXYz702XeMeZnGTkLnjgHbV/Meezq0r1O+rVXdvmoXxXyeuEBt4yLHTl+lQG252YVKPwfgdXbuR2G/F0+5vPHPt41+espJlMudGurHASUgUa5mwVhRDgHlTzv1tHFPnAhPuZTYYye/say3IcrZWHdNesodO7w2KlL5gTklntoJBbZWbNq8LezctTMMzR0T1fhp21POn2BYpco2JcrR4wuGol91t4YJDfsiTzl4V375XcvGbb3xBlds9bmfnnKI9/Wnx+8Ip536yihm1BEbp8hPqGPbu2yeUqIcudFbLFXGRaJcakKRErr8e5rcvsoJB9+N9nnhiYdlQbLxsazgcbP33HnZhKoJUY6ewlaUo/BjjfhY/J6Yp9zfLpsdnv+C4ztin63zy54zFD78/aEOSkzOvvTOZdn/WV/wd2wyEUuLLROk399rv/NGrV8NToly3ruZ91UR5ZAu5PWTr3tuuOm7d3Xlr6qnXK+iHNKACUT27+huz4Wi7au2X7F/23RDAPQHNKUmEb7MYls9cY2fzPI7fwBNPw56QB/+ngvPz+qkFXRs/E6mg2Mh+5OUp1xTopx9TsxTrq4oh+3I9285oFNMsXHFj2P8f8wmsvfnLWx5+wb/v+SMZ3UWB2KiHOyjt7/skC5xKeZtHhPlKI7ZfuBfln8jfH7lQV1dfdOiXMwT57zTXxpuuuX28Hc/nt8ltvdLlEP/avv4psdQ+zwINKu3DmWLhXl1KVWnYuU+6KKc7zP76SkHbhTBLPemTl/FM2O2EurPmscfz8bzWF/Ntu7LPFaeHNtT21exSOhFR2sT9SrKpTzCbL/az+2rEuVSPY++F4FiAhLlihnlXmFFuaJV/rzYYxD0Fu6/f2aINbF9NU+UG5q9V2fFy2euDVHOvrNJUS5VUDzdjgN626IcvABWrXygZ0+5MrEZigxQH1S/qqccjZCiCUhZUS42oYgZXG2LcuRot2VhwnHwgoPD6OhIdsDFZBblvIho6w1XUyG0LDt8S2ciV9YAtUIIDUO/qpzybrJiZROinF3hpbDiRTmU6UeX/yATc4q2r9KI94JBTNzgtfgX16P/Gd26qyvmkuXuvfa8wIP/e5Gb35UV5eB5sGZ0emfRwpdpFVHOj2PWG8ALGWVjypUR5RCD7ORDd3VYIIblyPZpIeyaFtZsnRNWb9ung64JUW50x4ywYcfMrucOgigHsfvK79wbFu69V7KNFoWA4CEqdmyJTSwxdn3wC/+e3L46WUQ5tsWUSGLbnPd4alqU82IGTrH84o13hOvXLsqSERMDyopyFMfsib4xkbNpUc4f/uQXf/H/015ybJY/hHqxgoMfk8rsHkgtfrUlynkbtiiucJkxdCJEuVsfnpbFJeRn85ZtYfuOneHqFTd0+lkKODYPaCOveebOLs85ewiOFYaK7Lo8j0A+B96WP/rpz8KK+zZEF97paVvWU45jdMxTjjF5Y+3wLUsezfrcMuWJd+R5ysXmixMpysFGeO+bLwh1Y8pVEeVQj0Z2zOraCUNuWLyN9QWxhcrY/Cdl49Sc8ut2EegrAYlyNfGWEeVuuvmmsHLNSCfGWuqVe0/fnHVOTYhyeac28f0MzO8ngTyBp+zpqz4/edtXv/bA3mFk127PszqinHX1zitGb1Q3KcrlbVlgmmx50hjgb2UMUBi8y2/7abjl0f262HnDcGT7jC5vABr4NnYMvrOrZF5ks16MMcMzJsp5rxsIzNZzqOyEAu3E3sf0e4M3NqGou33Ve1LQqwRpYFti+6wrymHb1Ee/fHMnML0VoaxnDsoCosCa7bvFBua97NYbf9JnnihXdICHndB6jxrWa7KiMe25cnL2F1fc3fE0oBGGf5vylGPgcbRPfCDY2HqJsuSHfW7e6au41tdrtiX0l9i+ecM9j3bK1Ld5XIuyOHbfJ7oOJChjgC6YP3ecJ97JCzZl40meKIeJjJ3sM79Ix1HznhznWWbrOsvTbo9Bmfttakz/5bc/1DVZKuMpZ9t7GVEu244U8YaOCfd1RTmU56e/O9rV9vwYg/Y5vNeOcVvFmffY+BSb6KEufurcReGdV68Opxy4PvNmy/OU857KsXpVJMoxjWgnHFfYN/itTkjfaxePRA96KBLllh3063DpG18dZs+a2YUv1td4zxA7rpT1lPPjlx3r87a5InHo8/Hx42y/RTmcKmwPKUE6zlh6eE+ecuTKOgVPnDZEOXCLLVhYL0z8zTG0riiH99n2RU9+K8qxn8PhFE2Oob4fiPU/1rZGnVx60PYu+z8mgMdEObwrNS57byc/b+Cp0dYL1y5M49k+/mBMlKONW7Q9t44oh7TE7L+iLbwsC7sIaG1cz5TjMOYg2OYJO+Tnm3d70Nq5S6yv5vt8rOBYeXJstJ5yEJooYFsbE33uB7/4rbBy474dgaqqpxzjrZbxlPN1mP+nSLZk7lNZjMo621dhK6x5ckvuvBdtdHjGlnHjbNWFylh+JMqlSlnfDzIBiXI1S6eMKMdXpAQYP2g3IcoVvZOTLm9IVfGUixkjnUmaOQHSThBgBGD7xn//t5WZgFRHlMO7UkwR/+KKn03POvumRbk8Q4nc8f7bHtza8cKxhpUdNMuIcnwmJtlYZY598EwM7O/651vHbdOpIsqlPOFY1rHfsUr5D1+/OfMEqjOhQL68mMz3Mn4V4qXh44NUx0Q5K7Jg9ZP3xfjFDF/rPXTdg7PCUcMbs8lTXVGO2zdRnvDUyozj38bzsaJczCCtKsrBYwLiDT9lRDkYq8u/9f3sPnpc+AltWVEu5tFAkckatlU95d5y0mG5MchibcFOYryQUcZTLlZvvMDPiUVMlEsZ+UUGqN3SzPZg/2X9YZ/OdLL+Q9x4y9IZHWHPC3n2vqLtq7jWjxmcCGMiio9tI95Tzm7ZsW2uSJTL6+utWG49gOsc9GD73A9+7e5xix343XsD8Z68MdTXAQpPjNcUa9+2jnFCB4H46/dsztIV6yfKinJMs93SynLBO3740IasX095PxSJcm9+xrrwule/apwoh/f6EzuZd9Yv9A93Pj4vG8PLinK+jVp2jG0Wiwll20Csz/ILldb28WOiFRO9fYNJr417Zhdk1jy1PWNt+0Jfp3zoDE6cObah3/viNd/qOmSLsemQrj87dSzmWmxhq05MObw/Jqow/Xg3PhxDmxDl7DvJ0YpyMUEG91QdQ2OLMbaeFS0KeHHFpsH2p72IcqiXXPhqUpT77v+5pdCRwNfzuqIcWNAmopiLPNn2mBLpqohytAO8sIb3p0Q5fL/yV2s7noHeI7OKKBcrc+vhuvKJaZk9WFWUowduSpRD+9yxc1f44o92JhebaC8yP2VEubw+F7/lOYhYT0L7nCKbCNdyrEdaFw3tHLcTQaKcLxn9fzIQkChXs5SqiHJ5AfIxoNk4Lt5DwRrPqSTHPMDyRJ+YwNKGKGcH736JcnaQ7ocoB+PXbkn1ZWIH9yqecj7eno81FFv1zptQxAxTux3B1js+J7Wyzm1+/ndrKMUmqmU95WIDuDW26c7OCUjR6atVRDk8E23u09/+dWcCzjqEyePq0enZFi4YAtzaaieyLP8yMeUoyuEerPbTCAOnpkU5v5peRpSLTYCbFOWQb67Q87lNi3J4Bz1MMdHFx7Lw4khTohz77X6JcswDhSgvsFmDnPXfC6v4P+sc660VoK2wFRuHfPvnpNWWYcpTzqavqiiHCRvF4tgYaCdKtjx9nfeijDXeq4yhTYhyfLctT38ypE0TvA8+f+/ccM17X9GZrPZLlIuNoanA6N4+YVnkiXIoT3volBflbH9YRpTzXsFs8zxYwaYxJaTgmrqinH12yr6hUMY0YyGEcRnriHJ+DLVtIiaE2TG0rihHm8iOobadQgRZuM9e2RjalChn+ycKGfaEUL8gifRUFeW8AOP7nokW5WxcVM/D931lPeWG543tZoGQ8/m7d0RFHF/Py4py3lPbi0hehOuXKMc+14tBse2rvk02LcrxoKSYHcLxlmN96qCHIlEO+dyybXv46tX/O3zhF7vjr/r8W9F+UEU5u1CZGoclytUUN3T7hBCQKFcTu0S58Z27FaSA13vKTQVRzk9CfDXqVZSLGTr22b2Kcn47lD2Zyj6zF0+5iRbl7KTVnr5aVZTzEzIaizBMsBLXy4TCi2Les8QeAoNrr1g13Nm+0ISn3KCJcpiYDc2alolCVhDuVZSLBUu27SUVS3GyinLea6OMKGc9OylU+AMM6ohyrGNWOIHn13mvOqsjcLBfqyPKIe2phS2OM/aE6yY85WIiDetXk6IcnxkTDGz/Fov3MxGinF8s6UWU8/d4US41hnrh1E5afaiDmMjab0+5IlEOAeztljlw8JNxfNfL6asTKcqxPPPiGeMaiXLdJy7b+mtFRPaVedtX7YEyMU85xo5k2VQV5fL6P9Rzbg32nlWxxSHbx+Fv6w2XGrP9XKJJT7nY1C/lKecX2ZoW5VAujO/nw2hIlOueY/pxV6JcTRFDtw8UAYlyNYujCVHOT5r84GpXRlKiDCdbflW4355y92/cd1ycM4ly3W7wZTzlaMhLlLumK6h9GU+5NkQ5eMn1MqGoKsrZOI5ti3KxrZe+bwIDu/ruBV0fU873PxSRluy3K7ztDed1vIN7FeX8KrvvzqeaKBebDKQmOP5gG5aV98ikKOAn9KlxyI9B9mRmTiD99pM2RDl4G3F7f5GnnPdI5gRxojzlJpsox37NLzJYz1eISnmecnuCKIftqmcevjV58jIZTBZRbsG8HeGS150dhubOSlrOEynKwYv9A7fOyNLGcSoWEsN7o9rMoCx8wH0rkPqMT5SnnF/4iIlyvj9rWpTj2LOniXII2XL2Z+7tVIWUTYRFw9t/dH+XEI2bYkIsdw9IlNvtyJE66EGecjWFC90+sAQkytUsmqkmynGgj8UB8CsS3kuDKGGof+CbT44LWIoOFkGNP3TR+R2jB1up9p4zo8totZ51FCmsOGAHwJQBGNt6wzwxj77oz/nYtzKBke/ftHlb2LlrZxiau/tgCn9PSiSt6ilXVpR7wydXRLcSWK8u6y2Q8ryQp1y84futErgK3+0JohzaB2LnffldyzoeSf0Q5XCqJU7RxAIC63MVUQ6r/685YSwQepuiXOwQFD/p6ff21UEU5ey2mpQox8Dn/fSUs16+RaKcbf12Ui1R7txO24+NoXY7k/V48gJbme2rEynK+cOJrDDd5PZVLpb6Q7P86NMvUc561jaxffWYBSFc8KqzBlaUswcsTFVRLrZQydAi7H/JQaLcuq74w0XtsaynnN9RUmah0i5geFEOfQ4XKmOiHLf8Iv392r5qdw/407ltPcrzVidf6xzSj5hyEuVqChe6fWAJSJSrWTQU5dCp4gADnHaV+hS5oQ9CTLmYIMb8VBHl7Mqi9ZqAuGFd7vFMfKzR2m9Rzq/uM380xpsQ5exqa5OeckUiZMwzKRajSKKcRDlPwG6NY1/VD1EOEwhMFk879bSOOF9FlHvLkb8JS498WuuiXMwjYtBEOXiLLVj09Kxo2/KUKyPK2S2urHdVY8rhvrwJQUqUS213ZDomWpSz3uZ521cRf/K2tXPDwlmbu07Gm4jtq5PdUy7W+6cWtlh/7OTS1hk/QfeH63hv6dS77WQc1zSxfdW+G949Q8PzMy8dL1gxP76tWJvotnsfCs84cCiccsrLB06U45bg2E6DqeYpV0aUY7k3IcqlRBXrcb2necp5b8omRDnOjWKiHMfYPFEO808chObjUNv+Ji+mnBXlWG8UU66mQKDbRaAiAYlyFYH5yynKlXlMGVEOK7jWU8V29nhHv7evSpTbfepRHU+5qSrKeU8d1Ek7KYzFd+AAX3RynBUSfHuywi4NEy864Pt+xJRDm7PicczjwAu7VsiOCc783ceUm8jtq22Kcn5741QT5SCO2SD2KG9r9Nr67VnY33x78u3PB7e3Cw4S5ca2wg+6KIfypnczgo9/4z2ndomPfoIUmwD7iXPRwlaMiRdqJtpTDlu/MMn0XkCp8iwjmufZUL2IcvCe/cdLz+6yy7wIVyTK0ebrtyhny7MXUQ4HFG3avDXs3BV6EuVQJ3+46ld9iSkXE9j3ZE+5qSLKYVfLbQ9u7Yo/FxMJbd1GXWD+Y3Ugrz1aTzkIvZe89JDO4p+1XwdRlMsT49g+JMqVmanrGhGYOAIS5Wqyb1qU8yvlRaJcr6v8FFO8yNdPUe6Nn1qRxVeRp9yJnVrHlajY9lWemmir6ER7yk2UKMeA/sj/RIhyvU4ovAHovTQHXZSzJ83aiQ8NQPYfnJyWiSnHU/J4mi7/j+fz5K/YSYA0iut6ymESvGj25sDTyrywbMvIC8lFgeTt9k3mx3Kz7+T3dUS5lHhtBW7v7Wg9HHg/JzV2wlM2phzKfnivHdkKfWr7ar895SBO4kRS1Ef+HRPtY6KMHUNZ38v0ubEFCNxHL9DY5NELs/SAsPUK3HkaHyeYdsxsQ5T72gN7ZzzJK+Y50e/tq6mFrbqi3Fv/9trOCdu2nHsR5VgW1o6qKsp54QAebf5k914XtpgWtgnkNzaGlvGUkygXnyz4hRE/FtpFvLwxNCWK+8X8PclTzo9VMa9gjt+2b29ClMPzaO/GdrtYW3wQPOUkym3paqB+kaYo1ElNKUC3i0AjBCTK1cQ4WUU5O4mxCPopyoEVJz3WLRrv1/bVddlqYK8ia1sx5SZKlLP5mwyiHOOPlRHlcOrW/VsOCDYejheKvDGf8rr1K7j+/V7k9+ID2XpxxU46YwZoakIR205dJMrx4AA/+W5KlENaEduScek8636JcjYWXqzPLRPUONb+Ys9qU5TDu/xikhca+y3KWXHE18UiTzmUy5pNM7M2GAttkBe43sa2YTnkjaFlRTl/QEnbohyDjk9GUc6KJL7sKUp5cd1O7KvElOuHKOcFACvMVvU29+JESpRL9bnjQ3oMtqecLfu2POX8FCLVF/Y6hkqU2zkhnnJtiHL0jGbcYvTzvW5frSvKwQng5KMPyxZG/SKMjcMdsz3z5i3MT8yT2S5292oTpRbHJMrVFDd0+4QQkChXE/tkFeVixiQHIayI1j3owcZDOXPB6jC6NYRbnljUmfT0U5TjdhA/ofCDnS/6QYspF5tQfPzy5eG6dQvH1dq2RDl7uhkSEfNK8RPVXlf5bSZjohxPC7Wc+rV9taqnnPU8KNq+yt9hoG3YOaeT7diqsDf4fUXwopwXcXD/+84/Pnz3rnvChs3bwsL588La9ZvC6g3bwt2PD3U8WfslyuE0wtXb9hnXD9jtq6mtN02KcojfYuupD7SOPhCfqp5ya1c/nJ0AinweNTya9Xn8pIzHJj3l0NdecNLR4Ts/+nm4e83OcNfIgo6B3dTpqzFPIwaGnihPuTqinC2XQRDl0MeuWv1EZ6EKbBftPS1c/6t9s/4BAsp7Ltx9WFLTMeXsNnY/hnL8YRv1vJo8fbVXT7mmF7Y4vlibiHHjpoool+pzJ5soZ8fDfohyMWFhTxXl0E9deedjncVkiEKsL9YrKRbTD8wojHsPJtp12WLP8NpsDOOn355yGD9hB8FGwQf/v37toixESz+2r3IxgCFSIMox/z5MChmkDnqoK8rZcdCLcqmFSqZJolxNIUG3i8BvCUiUq1kV2hbleEJomc4Q16RW+Wmw+NM8q3rKXXDcAZ0j6MugjHlQ4L4mPeW8J483qmMTL8uKv/caU47bF6yB4gd0ssrbvhoT5VJBd/styvn6Rk+wmFdKW6KcP4wAaWxSlENcsI9e9f3MKGxKlGOwbfJkeaZOA6wbpBp5eOdXftJ1Yq+fWMQMqn6IcjaPvh9oU5TDhHrJwuGwcP/9O8HUmxLlKGIgryM7ZmenOVtR7rSXHJuJdvbTpCiH53pxl6vcdUQ52xelPPowodjTRLnzTn9pOPsz90bLs9ftq9lkdGjMc9r/jf/7+tKUKIdnI47Shh0zO4dJsD77MZQijj1YhNcyjYgf9qxDDw4vWHp8mD1rZtI8sCcRWnui36Kc33ZYZfuq90CzXlAon8u/83Cn/IrsIgraduu/90apu7Dl2y/ShEm83eING4xbr719stsm6t1TDnXlpu/e1deYcpZ1U6KcHUPzRDlvEzU1hvq6QI/6WD9gbaJYPE1b3rDT1jz+eHbgEj+bt2wL23fsDMPzdo9bKZvT1nOybkKUYx58+0Qa+y3Kxdqqj/PNdDSxfTXr338rPHKcjtUb8OWnH6Ic6u5rnj+nYxP1Q5RDvb3ryf26bKJ+esqRF9ultq8WjUT6fRAISJSrWQp1RTlrLNlTsdgxW4EJSU1tB8NveVs10OH//U/md3LrB1H+UFWUwwCRd/iE7xhtbDDGjcI1MVHOGiPMm2XkecCD4Iylhwd6uaQmFP0U5XzsFh+kmgO6N3pp7BWt8tNA4kDD57QtytFjLjZZa0qUw7PxwfZOBNNmeXNC0W9RjmxRr972mlPDVTfeUnpCkfKU84aBnxTZ7qgJTznvOWefb+uQ3W4bE1d63Xpj+ysIkmCIrXGIrZaKKdcvTznfVrxQHvOkreopxz6HRrTdJmf7MFsOTYlyVvS0/YmP/4d0oAx8HDOkKRVTLibK4X1nHbE13P+b7WHp0+aE81511oSIcmifbzrjRdmps7GTJf246Mersp5ysVM10VaqxGVFudi4grF6kk3UfivKxcrU9/VNinJ4L7Z2LxyeFt72hvOyamq9OHx/5fsz6ymH9r1hdEuYNXN6KVHOtgl/OrP1VEmVZ9kx1Hrp+4N1YjZWzFMuT5RLCQd4tu1zuWXU21xlt68y5qyNEefbMDjCE/rEFxwVFi95zrgx1Jent43oGVlXlKN3Z2prnhUaWD7exmG7iIkS+A15/fD3h8aZDxUzAAAgAElEQVTZuHUXtuwYmifK0Svde7Nbjycmzi8c27z5uKx+DIKnO0/YtvXVt5EiUQ59l/+UEeVQLsuWzAinv+zE8MEv/HvjnnJ27oP0+XGqnwc9WB7s71l3++EpB6HqqAP3ysZjnJ6KNjoRohzrqLepceL3FY+MLUrHdg/Y+sxy8v3z/23vbaDurKp735UEEvK+rxIiJgHLEUMoIn5gsY4DlVppIznQMCDUL46cYvVKBR1eEbVyHVfb4cVzK9LrQPDK1ZZTekBFQwapEcH60VjosFJABURDpKImRD7i8X1JQpI3d8xnM/eee75rPXOt52s/e+//OzqGJfv5WM9/fc31W3POJccYbXc0AeW4zwLKzenu+IcWKgAoV7JS6oZyOtl/USjnC2OT7uYsQ11QTg+MMeGrchJkI11DOZ40qPw+2OZbUNQJ5aSxVaennDYOQ1DOZ1BYC4o8yMrv5fbEOQL1DqwMXy66y++bROUCpCkop/uENLJD0HwYoJzPG0fXVdkFhRyvQvWpD3oAlOtNShIY8Rgn+5acvnz16Vv8VQXldNunsgzCUy60sRV70EMslON2yZpbkNW3eOSNI67DEJTzLXZCc2iVUM63sTcIKOcDj77xnqGhBJnWxtYgoZwumzwsI9VTTnqz0PczrNJgXZu4ocOSfAd3aIhW9PRVrs8UKBcC0yEoF7JxRwnK+frnh69d7zbvXNEXYhmaQ0NjIreRGCjns3H1Jn+Z8NW2QDmtYR1QzlefbYJy1kYloFxJgIDboYBSAFCuZJOoG8rpQXtcoVwIhEiDaxigHIe2crMrGr6qF4hW6I32OiQDnA0pCeHoOXlQjkMKONxw5apj3OTUkr4wmKo85doC5ThEq8iCIlRPXP+D9JRrAsrJHIjDAuVkOX2ectKDIwQxBuEpJ+uTQ5wA5Q6f40Fe1FOuCiinISugXMcTT/7JnLC+ja0YTzn2RvT1zzqhnD55U5uXgHK3JHub63kKUK7fw80HcwHlHsvaGc9/cp2gPSpDS8BBQzlOdcKOCFzOOsJXQ55yFpSTIdvsKadPMK/aU06mOiFN9JwaGnPhKVcSduD2RhQAlCsp8zhBORpsn7V4opuHyQd1QnKW9ZSLgXK+QbdpTzm5CPAtKCzPKmuXPwRxmoJyXL8agKZ6yslk5UV3+VM95Si5vy9kQ7ZZX76sMrv84w7lYrw2yJgj8Lnj0R3dk798oTdc32855jF34jHPy661DK28UJdQ+KoF5aw+Ko3oJsNXfQv+pqHc1i0PuLetf9J7oA/VaUhbSmsg7wvNIzq/Ehvl3K9TwlelNytvJPg2dkIQp4inXAqU08CurKec9DYPga02eMr5PHFSw1c5rUbTUM4HAWRbBpQDlGOvTp1WQLcdHit9aVxkmxpVKEc24raZ+ZWHr2qPyrZCOa7/NkM5Hs/kuJa3NqgifBVQriS0wO2tVgBQrmT1jBOU04MhoNzcXf5RhnK+RP0+j68YT7kqQm9SoJzMM5jX5ccVynF+I66XqpJUW1COw89j8uFIKHf+uXPz4fjqFVBuRzesreqDHvQGA+tP79F58hhOh6CcBVf52eMM5biP+kI7dTv3paGQG1uAcssyD4uqc8oByvkPF9MbW5xbWKcjoX6eFz2gxxw5HoxD+CofBjAOUI76py/3admccnlQzgfNtU1E2ss8gyHIytf5vM3kXKw3irlN+6DcEZOz2cnbej4MzcXaJtqzd5/7/IZ/dP/jp51DhPQmu7apLU85QLmSAAG3QwGlAKBcySYBKBd30EOep9zyJYv7EvRqV2qqInjKdRpqHZ5y8kTfvPBVabDoU/dSPeXGCcp98aFndU+c0vChLeGroVCNsjnlLCiXsss/bFBu1WEHsiTJ/Gd5VoVONZWQm+rjU9/+pfvJnufMmbna4ClHhRpGKMcHNrTZU06DTemJDSjXOxxDbhbCU+6UOeNE0znlZDiyHO95rEiJHhhlKMf5o7VGGjzqDcaUOXSYcsoVgXIMdSkqIhS+OsxQTkd7yPx7Mqw1tKwFlCu54MftUKBmBQDlSgoMKFceymnPKkC5zi6Wb0FRB5TTyfhDOeXkoj8PLsFTbln39ERtWALK9Q+4KQuKYYNyvDAoA+XIM2LV85Z3UwbQ2HjdvzzSF9LDzweU6wBB7a1k5SCTsBRQ7rE5If5NH/SA8NVTugem6LHDF8qYd/qqlZdV2xOh0DP+9yIHPcj6HDUoxzl2eeOYUirw96Z6m/M4BCh3VzeNRaqnXAjKUV3wvAko1y5POaozfXiV9rSXViPCV0tCC9zeagUA5UpWD6AcoJxsQsMYvgoo16vBOsJXpWEJKDdaUE4nNZbeH1VAOW2ApkA5anf0p3MX0RhFf77QPe3Z6AsRl+Flvt15eMotcuTN4guzKpNTDp5yvcW6DPniTSQZSoWccodnfXycoJz28g+FEmtoJmck/k3bRDqk1rcRwrAHUG5ZX7vT46DOlanbqJxzqoJyVF8yFDPmBPNBH/TgC18dRU85QLmSEAK3j5QCgHIlq3PcoNzk1ESWkJv+ZJgIhShM71/UDdPTsuaFr9bpKUcTMT1fLpJ83hC8w0aJ2Xu7wnvd7IFZN7l4UbCV+E7y4wXDsBz04INyvvqEp1x6kuqinnK0A3/L+14zZ2Gft6DgRVhoQSFzAnL/5YMIEL56SlfrlIMefGMJe2sByp3UzQ9F7WvTwwvdDZes6Y6l+qCNmKm4rpxygwxf5TBnX/8kTaiP0m9nHP10BlLrzCnHh0HIuvB5ypEH53cefroLfPl6ng+5X/xmZo9bePB8t2jhwdFzaFs95WJOMEdOubk55er0lJuZ3unWXnN/F0BKewxQbu7J01WHr3742vVu884V3bWAtHm5w7cZyhWxiXx2lmzjsg3SWF1lTrm6oJw+VER7bUo7x3civVwbpB70UCWU0/Up7dzYvLUxdgiugQJ1KQAoV1LZcYNyBLfkzrTckda7WnoHkhYXekGhPQfonirDV2UZfJOj/J0NCkC5O7LQWV2fbYBydDDAlifnZYvBYTnooYinXJEFhQXldGJzX7ij7nvIKdfxzpHGXZ4BStcByvkPeqB+ID3rAOU6G1sMbwl0XXXfku6UJD1K5HV1QrkQZM5bpGmAJ+fwKqDctj2HZDDXN95zf9P9sw5POdleCV5+7HuTfRuTXAZ69+3fuN196Qe75+R+lN58XO/6UA556A1r60s2X0Ve1mEPX5X1D0+5Xtiz3mTTgMyXGoWu2b1nr9u3f9ZNTfQ2on1Qjcdx/k17GEoA0mYo5xtzrY3KWCinN1bl2Fr0oAdAuc76UII8uYbUNi6gXEnAgdsbVwBQrqTkKVBO7uppY0su5kLAga7R4XV6Ya1P8pGgSbps+9z0pTHtC73RC3TpKeeDOPyNNDkdO/HrbMcfUK53GqKsT2msS6NA12dTOeXaCuXo+3lxDyjXgUXyT58KJv8bUK6jlN4V5n/TuXzo31N3heU4Dk+5fk+5YYdyFKr8oc0Lut3NOrgjNnxVwhk9R9PLaD4YZyhHGuTZRE2Fr/pO+pQ2EC8AGVj4vDoB5Tre5jo0T8L6lNNXebzlMXyUPeWOXfS4+8CZq9zKVcf3zfkpeVnvuHNzNobVCeWm9y1wn3n32m4Z2wzldH4530alD4jnnb564Sc3ZjBeb6wCys3d6NeAjRtN0ZxygHIlgQZuH7gCgHIlqyAFykkDoiooJxcGvom2DVBO7vjnQTmeEMfdU44MVKo3vStGbQZQbvigHIFVH/DJq094ys0NvWnLQQ/SkBzn8FU+LVBPoaGccsMO5fQCbpSgHJ/A3UZPOUC53qFP43rQA9tE3BbkmMMgbhg85fhgCF+4o3XQQyjtSgqUC3mbsp5VeMrpOgp52oVsoiZzytUB5XTO1XEIX82zieSaRUffAMqVBBC4feQUAJQrWaVloZzePdE5ozRo055ybYZyHN8PKNcLK5DGGDU9364woFw4SXUbPOU2XvQiNzm1pO+kRx5GdH2GDG2+PgRZAeUA5aiNtPmgh5C3xbBBOQphOufMM7L+7Fv4hja2RgnK6dQNGnqkhq/y5lsV4atNQDnyQmLvnpCNBU+5k9ygTl8dJiinPatkhIn0lPQdwOPbwNOnuOolC6Bc/4EmvKFNHpm+fIYSxOVBOQ5tTfWUC0G5z647rOvlOGrhq4ByJUECbocCzygAKFeyKVQJ5eTR9qEdraahnJ7AUnLKSQOEZLbCV+Ep1wlTqhPKyclThzBzDgxO7N3GnHJtgHIpoTd1Qzntrl9n+GregkJDRNZIn+ZZxYLiLcc85s4/96yokdsXQijz3Ugvi9jw1To95Sjp/7MOWdA9GRVQrr+a6zjoQS6a64Byso/S/3/Oa3+/m5z+1CXb3bGHH5TVt2+ByPNm3eGreVBOem1beVllf6KytxnKcV44KqdcvFtQTuZ8qzt8lcfccc8pVyeUk/3Tl9aF51QKy5w6aH9mx/KfDHfk/gso1zvxW0YDsGbsYV2Xpxy/h3O76vx3sVAuVJ/0/Lzw1RCU89kdvo0tnuOaPH217EEPdUI5rk/ud9omiskpp703o4xHXAQFBqAAoFxJ0dsE5VIWFLE55Wh350O3/Ifbvu/ZXS+C2IMeAOU2OM6vwRPtoD3l8qCcBoJFoBzlXXrW4olucnzqXlUuKADlOtA2FOIxKlBu8yPz3KlHHXAyp2LV4avUNtsG5ShkffmSxe6quw7KTrIGlLOhnDwxVC7EQicN6hxkdUM5Kt/f3bM/m0O1dx39N/0VhXI8v2j4zN8k/11+Z8gDP2RDcCqFUYJycnE+7lCO8yXq+tf1PYqectQXaL6RecB8J5hrOMAwV8ICygkJKJcP5ayNyrLhq4By4UXtnr373Oc3/KP7Hz/tgWWGjPS/2hnEN9778uwWhXI3nn+U2/Hojr71ApWDxyF2VKHNyq/+YonXJgKUKwkxcHurFACUK1kdow7lfEd6Vw3lTnnpse7qrz2Y1QQZODwg63AR9tLzuaTLiSVUpdaCoo7TV3mHZlygnC9HBKBcfTnl5CKfQ7B8CwrqV9qrzpfUWPe92NCbM5Ztd5desG5O7ryinnIEplYsXeqoz/PfuEA5ApFyLKLv5wMAqD6u+5dH+rw1WB+ZJoDqmqC63CGWITMMgvjekGejz2Oby5YSvkrl3v7EE271aavn1GfM2K3bgBzjJUhoI5STc2jVUI7rF1Cu4+1G4xyPRZRwXYN90ssXjjxOUO7D165303vnZ5s70ia6d+sv3OqTX+6WH3FUt3uNC5R72crnZWNsnqfcsEE5Ki99l28ODY3dTeSUA5TrbQbKDSU9x2lPuTXHTwZtIr3ZH1oDtQ3K+U6aprJzqK+MHgvZRIByJSEGbm+VAiMF5X712OPuv//NNe6t57/BveiFv90V+qmnnnKXX3G127L1p9m/nb12jXujCH+i+z5y+Sfc40/szH5/54UXuFed/Mru/Z//8i1uw8Zbs/9etfIF7rJLL3YTExPZfw8KynG+Nmnk1+Ep1wSUY28YDcUA5eb3eQpReyt70EPdnnJ1QzlqE7y4H9Tpq20KX9XQjMN8ePe+ytNXi+TDsaDco9secbffeXfWzq0k1KMO5aRlMMxQjuqcF/f8HTJ0xwfYfL/7LCVf+CqgXA+usGZVesrd/o3bu4tBa2OrDeGrbBOFDksadygn51CrPgHleqGKbYVyVJ8EVFPm0HGHch/7xq+60T/yxGu5cRkKX+U0L3Lz0wf1Qyk9eN1I/+tbs0mbiK8NQbfQZv+wQzl5ICBvPAHKtYodoTA1KTASUE5Ct8WLF7v3vfvCPih35VXXZvJd8q63OwZwb3rd2Rl443tffMJxGai7/0c/dp/6zHUZmCOw9507v+tuvGmD+8hl73XPPfw5Tj5rkFBO5xpJTVLNu8k6f4o25gHlZt3k4kXB7seLEL5AGju+HIF1h6/SLvjmnSu65fWFUtCPvl3hKsJX64ZysiKagHIyAbjOgaJzllDZmj7oYdihnFWfvt9Tcsr5IM6gcsrxrrgeM6zNFO6vbMTX6SlHAOZj35t0vPAo4inng4uAcrdkIarD6Ckn69OCOHyKa5mDHuSpvjF5dnU48rhAOQo5PeXkU7M5hxeucuOO/n8Ldlv1CSg3GCi36eGF7oZL1mT1ah30UGQOHXcox3OoDGEnHWOgnM+bskoopxcbPjuTrwGU69QZe7rqaBDSiSMIOLdgTSwFj4UClSgwElCOlfB5yvn+TYI1gnCfu/4L7i/ec1EG3TSko2uPPHJF17NOQ7pBecqVhXLScJWJa+uCcpQT4KafL+8aib4QqFhPOQaKVRugoxC+qsOYBgHlJqcmsnDknzx1aJYDosrwVZ8BKkMAHt857ZYeOuXmzet5FfqgR2j01JDaFyqd5yn36Rtuztq57p9UL5S3hk/44/eXPX21KijHSc9D4auky9TBsxnwlZroU8Q0uLQ85YosKIYVysm6kt89CChH4cFf+sHuLI+SXLxrI38YoZxOJK4XoHXllOM+nzeH1gXlCKbe+sBMN6y5Sk+5FCinPSOLHPRgbWzp+qQwVc4HxmH6HALOufB8oLjNOeW2bnmgL6WHbw7VeZd0QvthgXK6PvXGloQgEj5ynUrvTLnhoT2V+Hr+dzm2NRG+mjKHUuoBrk9AuV7+M+kkIPu0Dz7nHfRQBZQjW2/79IE5NlHKQQ8xtmkelKNx4m3rn+yzyfLIgBW+Sl56b7r+Ecc2ddU55X6ze39mH/OfDl/lObQqTznaXDx24tfZ6wDlKmFGeEjNCow8lNOeb6QnhaP+8L4HszDUf7/3h32ecPQ7Q7s/f+ubs7BX9qKj3/TzAOXOzkJ4OYeR72QqGmjJOCZPATnYSgOatI2FctKIS1n0W7vCbYBy1i6/Fb5aJ5QjGLppR8cLTxtBPm01eJVeS/I75YSZUp8+Y3XQUI7L74Ny0tBuG5TjBWoIykkADijX8Zwlb1OfUc1GNI95XNchKLfxohe5yaklfVN9XvgqhSrRWKr/UnLKyVCnUYNyOmdRU1COd+kHAeU0oKgbyvnarJzDy3jKpUK5kHdyTPgq9SXySjpi0e7uok1vzGgg1sTpq1yfeXMooFxHpWGBcilzKKBc58AMfdhYm6Ac1afPU61JKMftv6qccvw8PX9IO8c66IEOb/DlpaT6pD9pu2gox3OoBeWWLV/mrv/av2XrkTxPObaJAOVqJkl4fGUKjAWUk55wPih36+3f7ssTp6HcmtWv7uaY80G5W975iugKOetT3+u79q9fs8C98ISXZ//2f/7dV9yKiVl30RvWuh/dd7d7/zf3uz99wQ537plndO+ha+6ZWe5OnHw0+1/+nZ4rn8U38PX0Gz2P//g+/p3/nZ/x5a9syk7ooW/j/59/428498jt7k/X/bGj/6bn3bvjQFYm/uMy0v++bNm87vP4W2X55b/xe1gD+k2+W2rCZaNrrHrQ36ErTWpFdbJvPyVKP+AOWrAgWL+6PmXZ6Hn091dvObNbn6QF/beuH12fdC9pJuue7uFvoPfIE5T426UedD2Xh7UkHemP2sKa527L2ppsU1Q2freuT/lOrbVPW36uLgO9/9ITp93vv+oPsnexRvS/ss6t+pTfxH1o99N73SELD86eadW3r1J1f5D1JfsE3Ut1r+uTr9H1Sf9Oesq6z6tPfq6uT/53/e2yLPIbSENZD7LNcBm5f1Gb0H1Pjiny2/g7uP1zHWuNUvrnY4/+wv3ZTdvmjHlcT6ExMdg5VXvi62S74vLLcU7+Ltsj6/W3rzvCPfbYjqwP+cZcrgse8/TYqscMXzuXYxH3V66n+x7eNuf0NPqNykd/PK5Se5N9S9eVr6/xv+l2psc1PXaH6oC/w/eNKX1dtwH5PlkHPBfRuCnHSjmOsg5cn3JuKTKHSl2pf+XNoXK+5vGZ/pfvk3O0rM/QHCrrl8ckbic0Jsr+R+328OXP687XPrvC9/1Sa92/db3r+t67b7+bP3+eWzB/frCbps6hsTZRaA7V87yeg/QcoOcvasu6n8g2xWOjbN/88T6byNde+Pq8OZTv0+VPGXP/+TvfclfcM+Udx3xz6L79HRsyzyZKnUOt+uSxSH8nayTHcNmWYudQev8JRx+RjefyXWzL8hzK7/PZuHIO9dlcbJ9w3bzq0G3u/eevzR7pm0OlreCzc0KdyZojrd/3z8662dkD7uCDejZvyAaR7SOvjkI2aWgskWXUNijVxVe/fpv79I+W9kngm1+0fSbtwRu++8tsnvSti9hG4t90fUqbT48DVChtT/u+k+vcGm+5fWg7U368zw4NtQ+q35s3fdX9/cO9dRpdq20iPSbJcvpsIrmuCK0NSEee67h8cizl+ZDXnawlz3F63JbthPuvXhfxHErPuPLic4JzEH6AAm1RYCygnMwRR8JX7Sm36d3xUO6MT/ZDuSv+cIF70Ys7UO6yz37Fnbh8nnv92jPc/T+82136T/vdBSt3ZP/Nf3SNhHL8Oz1XPktfT7/R8/iP7+Pn8b/zM764cZO7busyR9/G/z//xt8g3/3+l0+72348E4Ry9F38PP5W+g75fVwWfg9rQNfLd8t7uGx0jVUP+jt0J9Tv37t3v5s9cMAtWnhQsL/q+tTfQzde/rYzu/VJkwT9t1Wfsi3Il/M30HtIT/7jb5d60G9cHtaSdKQ/2bZkm6Ky8bvvebQfsvI79TfQ83za8nN1GWR90jWsEf2vrHOrPuU3cR+aeWqPm1i8KAtfterbV6m6P8hvlX2C7qW611rwNbz44m+nfyc9Zd1L3XR98nN1ffK/62+XZZHfQBrKepBtRkI5Hh9035Njivw2/g49FmiNUvona6rHPK6n0JgY7JyqPem+wu/jsUOXXbdH1os09bU9fj7XBY95emzVY4avncuxiPsr95sf/nRbX9/n50uIQxpSe5N9S9eVr6/xv+l25hunQ/Uk64O/w/eNKX1dtwH5DtlG6Rtln6P2rsvJOnB9yrmlyBwqdaX35c2hcs7k8Xli0UHumgeWZvfJOVpDOd8cKutXtmddBm7joT6m575Qn/L1kbz63r1nnztowTx3kFjk62enzqGxNlFoDtXfqucgPQfo+Uv2/1ct2eYu+9O12VxAf3I+kO1b9lG237g+fe2Fry8yh6aMuXnjmJyfuIwdm8i5RQvDG5Wpc6hVn6ypric53nL7lm0pZQ7lMVa+i+Ebz6F0zaolB9yXftHL2ctjCB28dumrD+uzq3zaSvuN7XrfHCptBauOZH+y5kjrd5/NG7JBZPvIq6OQTRoaS2QZtQ0q+578bt/8ou0zaQ/+w792oJxvXcQ2Ev+m+7+vj8t/0/a07zu5zn3zjW989Nnc2t7QtqVvDCdHgy/941woJ/WTa0mfDS3HNTmHch/SdSHbPF2j1y3yeWwH8zNknw+tD2ntuWzpod2+p21c1gFQLjSr49/bpMDIQ7lhyynHOVBCJxGGQjVSD3qoIqeczI9D7s06ATnl9uH8WuMevsq5GqyDHpoMX9VtwDrogV3Lfa7yqeGrodAb6RpvJalG+GovfFLmHZHhV7Gnr7YhfJUmRg6F5xOZ5WRZ5PTVOg56kCEXVYSv+to5wlf9ZlLM6as8rvGhFW0PX+V8VjrpuAxHDqWAIJVkrhwO5fOFr8pcmKE8XlaOI50zUtfSIHLKlQlffcmJJ805KCElfFXnCJRzo6+tyhOs2SbyhTuzrnWHr1r5ypo46GHQOeXk4VS+JP48h1Kd6JQEsj4v+L2jspQGvjy+1M7oT6Yf4TnOl5cV4avh8FVrTue+U3dOOXoPwld3ZHlMqQ9xLmmdu022edKsivBV6k9y7KLnct+Tz0f4aptwE8oSo8DIQzkSYZhOXx0lKCchTlkoxzls9KI9JQfZIHPKMXCoCsrRyWsf2tzZrfadEMqd32cgygmME2LTxAoo18tryPqlHvTQVE45hrxVHfQAKHdKd8EkIZkvf8owQDneJJHQRi/+fAB8FA560GPeKEC5U5dsd8ceftCcvKxVQzmdD0gbkYBye7J8qnrTVB4eohP0Sw19UI7HG5+2gHL9dolu72xX0f+SjkUOegCU67XQ3Xv2ZmlbpiY6eVMlSMyzifIO4wjlOQ6NJbJv+XLKyXmLbF865GUQBz2MCpSTB6VxfyqSU47Bc2jOqDKnXAjKyXURlQNQLgYD4Zo2KTASUI5PTN2y9addbVetfEE3T5z+/ey1a7qnqdIN5E33kcs/4R5/Ymd2/zsvvKCbQ47+m8JdN2y8NftNPpcHMMujR1a4NBro3+XOtExMPAqecgzlQguKlIMeQrv84wrlQifHpRz0AE+5uUNx2dNXm4Jy2nhqq6dciucjf5OGKFxL8JTrzBcxBz0MA5RjsMwL6hjDKMVTLjSHVnX6qj64o+hBDzGecnJB40uCzdqV9ZSzbBlAOUA5Cl+dXLww2F1T51B4yt2RaSkPqIGnXJynnD6tU6+1fJuqMqpHeyfzGM5rM5/no88bVv7bsB30oMd8GXWVcvpqG6BcyNuc6hOnr8ZYWLhm0AqMBJQbpIhVn746KE85ntzyTo7zLULI04oHcR2+yhNcaEEBKNfzzNKndYZOjpOTJBkMvBvEEw6g3LRbeuhUllPO8oz0jRupCwrt+Qgod0ufNw+gXO+UVD1+5i0oYsJX+X5uxzLccRigHENYQLnndU/y5TGdx3X6X54n6f/XJ5jrxQag3LIu3Ig5fXWQ4asc7jjqnnISummo60tXoMOR87yw9BgCT7m7+kJotY0T2qjg61I95W7+yiZ31X1L+qIs9JhUp6ccoFwn5UeZ01cB5QZJEPBuKNCvAKBcyRYxaChH7rqnnHxqF4zp3Qq5uJMGv89LinMD0DOk8aThhg6DApTrNSJpgJL20kDxTZ6p+XAA5Xpaj3NOOV6MlAlfPWPZ9uxIeTLoeIHIz/NpK4EjQ2BfPhwJDoYBygNSks0AACAASURBVJEOl16wrlD4qi/cj/u5zj8EKDd3suX2Y3lo8Z1t8JTjkCnfJhWVc/XJL3fLjzjKO4fqHGT03/CU63gK8V9oDk2NHhh3KBezUG8ip1xVUO6K69a7bTPz53i8yDGkaSgn8yaPY045bj8cAqltXurTwwrlPrvuMPe29U/OyREY6ylHEUJ/+fZ1jnObyjlOb57kLUMt6Gb9Lp+9Z+8+9/kN/9h3ensVUC5v/m4ypxw85UoCDdw+cAUA5UpWwaChnFwY+JI0A8r1KtjynGKteKG9a/deN3tg1k0u7uXX0M1FhyNLA/TTN9zstjw5r2tEVgnlZP4Un4u+XuCEkqIip1x/jY6Tp5z0ZJVgQOfr0EmqZXsbBSiXl2jdyimXl8sGUK7nCRwy2quGchd+cqM79agDjsa1usJXtVe57gM8ovg2tgDlwmB2nKAcbQScfuLzM6+mujzlRg3KUX+SYZ3cXgYJ5WTe5HGGcnkh9cMK5djG1jlKY6Gcvm9coRx7UzaRUw5QriTQwO0DVwBQrmQVtAXKEUy4+PTj3MpVx/d9EaBcOpTjybMslNNGZAqUI6C3asWUW33a6r76lAs9mRtJh6/qcFheoNKBGVu3PNQX4kDv+uovlrhjJ36dAUT2MNBJdqUBGjphSedIlCHKEnDwdXpnNcWzapg85Wi3dMv2afeO887x1qcvQS1prA1aDcRiPeXopRoSAcp1Qj+KQLmtWx5wV3/tQW+eEnjK9Zq4Po0ztKlRladcTF5WOW5K7/DYObQMlJOe7aRFWzzlyAuJvGatehimnHKhOZTbJB8epeegJk5flYcLAMo9lkF0/guFr4bm0LZBuRhvc7l569vYGpaccmyDFYFyVJ+3PjAzZw7VBz1M71uQHeZAf/KQlcymmeyc/lnHQQ+Acr2IKWnXhzYqQ0tpWZ90TZ2nrwLKlQQauH3gCgDKlayCtkC50GeMApTTBowvHIIn7LzqjPWUawOUC31HWSjnOzmO3iUXJnVDOZ0Ul96vT6yTJ8pak700GB7f2c6cclZ9+oyJqqAcw+E6oVxoYZkCWUkjX44h1q6ugx6KQLm8cWYUoJxeWMoT2vSJkHlatAHKaQ/yEJSLnUPLQDlfyGtK+Oqmhxe6Gy5ZkxXVFyqmw6Jk6BCDD18fs2Aba2Ndp+v7NzN73MKD57tFCw8ONpM8b3P5janhq1Z9hkDCMEC5vDnUl2YgZQ6V12qbadfup13qQQ/aXvviQ89yt7zvNdlrfG0xBOVC39AElCPAS3/POmRBH1TwecoVhXJyDh0HKGe1SdKWdKA/Am9s48dCIb0JLtsy57/OO+ihLJTT7WBcPeXKQrkjJmez9CI6kskX/QMoVxJo4PaBKwAoV7IK6oZy7zphpzvnzDO6pdQGiy9kVX4SoFxPDUA5/8lxeoHXBihXNPRmmKHcp779y+6OMH+/9JSbmren683IC5oYTzlAuc6BKPynjeNhhXKcz4i/K/WgB/L2o5w5vNih/9Xepz5v1HGHcpxrSPc9Cl+TOV2p3zGAyMvLmgLl5GIdUK7T8rVNFDq9mfuJBochTzkab6cPLJqTU8q3seXzWvflP5RAl8qTGr46M73Trb3m/r7E7rr8bYdysg0PC5TjtuMLxSTPn9S8rD5POUC5jsraU64OKPed+3/mbvr58sxLXufaZk+uUYVy//SNr7sr7n221x7SdqVvzRQLRfkFFpSTdghDbrlhwocf6nEbUK4kvMDtrVQAUK5ktdQN5TR0A5S7o2skU9VJIyk29CYEMvWgP8jw1VCzHBdPubZAOU7WK9satzNfOLJcEOnThX116tu9pet8UI6hizxkoSooJ09RLpJTDp5yvdptylOODdhUKCfHP53TDVBubi+leWHbnkPcB097bheiyLBnmcdO3i3TFwDKxXvKyY3IQXrKhVJADBLK8aJ5mD3lAOUO77Nh9Ris055Yh3HIMSfkTeoDJDJkmH9PPX21TPhqyMZtAsrdu/UXmcdjCpRjeBSbU66tnnLfv/t77gPf6ngg0p9eN/lSetQZvspjGv0voFxJIIHbh14BQLmSVQgod1Y3LxO7hLOkMmcV/Zs8ldHnbSG9+iQYGKbwVc4ZxBBHG6AaNqXu8gPK9TpsEznlrJPjdH0Cyt3S188Rvnp4t8Hq0MW8fDhyLKQH8G4+PWP7E0+4j31vsmvAAsot6nqosZevPOihivBV0pgTubMHhcyLybv5gHIb+nI8FQlflfUFKNfRU9tAgHL9myAMF2QotG9ji67jf/d52vBvMoRZQgt4yvX0Iy3HCcr5gDh/v+6PMlep1khCKCvSyfdOvWT1bQ6HlrV0+iqgXMlFP26HAjUqAChXUtwqoRwlPl2xdGm2wAjtjg2zp5zOh6ONzVGAcnpHiRbQfFhDykEPoWY5SCjHhxH4vNh8bu4avIYMGPpWnVOuLZ5ycjFE5acdVpmbCVDujqypDqunHLXb1Se/3C0/4qiu161chKWGakgjuorTV+kk6B2P7uiDcgzpBuUpR/mVKPTHChOkcjadUy5mDi2SUw5QrjMjNZFTTs6hVJ/0R3NoXTnl9Fwb2iiTi2tdFl/4qlx8S3DOC3buxykHPfgW6cMUvkq6aZtIjyN15pRbcdD/ckcs2p3ZG9LGXrnqmL6wYEC5Rd1uoUGktHke3faIu/3Ou7s2kS+k3gcyfV56/MK2esqNC5Sr2iaywlflOAlPuZJAArcPvQKAciWrsEooJ4sy7FCOjJ8zjn4685rho7B1PhwLyrG7+DB5yuXtfMXkT7EWuoOAcnpneVyhnB4qhjl8lULETvmdl7g3Xf9IF67IsAXf+OPLVeQLvZEesW33lJN16gMOg4Zy+rQ5Gl98UI7yX7380Cfd9N75mWcNXUeey9KDSx8CII1hBgMx4at8nzVWNQXlQmkLQnPoMEA57bETmkNJY3kStq7jm7+yyV1135I5nla67izYxv3Euk5D2LKecj6byII4Vru0QHEdUI4OLnrnq490MpfVOEI53xxatj5TDnqQKSD0+CDn8xgoR+OOnBPZkzb1oAfdHocpfNUHtPWYxBrRmmD7vmebmzl1Qzk6dfnm2/55TvjqGcu2u/NP/93MJqI/nVNuXKBc1TbRoKAc52Dm75HzZMllP26HArUpAChXUtphgXI0EW3d8lDX44INoZDnnTS+8/LhyFxUHL6qwwaKQjnf4k+DrbbllGsSytFkR4cDTB20v7swC4VP5u3y8+KZjSkOASOISgt8QLmzvKNE1VBucmrCrf/OA27TjhW155QjDyzyDpP9CVCuP/SWKr0MlHv/upPcHf/+gwyK0F+R8NVYKKchDqDc3EMruBMXhXJ/9ad/kM2h5Mku+4oMmdULGt6IyptDyVOTFoIyv1FVUM7nXebbHLJgG6DcWX2heqmectomknC9Ck85PqGQ6sm3eRIyc0PgWtc3j11lT1+tG8rR93ztnv+ImkMB5ebaNak55VKgnM7RaLVJWjec8tJj3UM/+3mWroEgC53aq+dkDQHlOC83kENrGk4NwalnNOTNCx0fxfDVOqEczXXSJpL5mem9VXrK8YnxPu/Nkst+3A4FalMAUK6ktEWhHFP8i08/zq1cdfycUlTtKecb/Aio1QHleBLjSXBcoBztBH70rOd769MHGBmGMfhKORhAnk4kjRJAuWm39NApN29eb3ESk7eDO6DcIac++q6T9nXDj2MWFGVyytFiXy+o2NOF3l3lQQ9yPOD+Og5QLi8sumpPORkiBSh3ShBs0w/WIT18s1yQ0b/RmHvDJWu8z67aU057pFWVU05ubPECcVyhXN4cGmsTlfWU+/C1693mnZ2NETknlwlfrRvKSY/YNkE5qs+3nLggaQ5NzbMb8tb25ZSDp9xd2cZ8qI9YUI7q89QVu9w7zjvHO+bmha8WgXIyN6jeHKYCkHfbtpn5fd7CRaGcXiPBU86friB1o1JvYPiiJ7gPVwnl5PwcArcll/+4HQpUrgCgXElJi0I5K2dWrAFqAQftGn/elbdmLuS8KzSOUO6z6w7zgjOtVerpq9ZioOrwVYZ6wwLlKP8IeYTkJan27TyGuqivjzy+szooZ/XRPI+TWANUe9DoBVXerrCEaHmhNxwOI3OcjSuUy4M/dUA5bvPUhslbeXJqSeZlxZCVFv2+MsmxSLaBUPjqIDzleCc6bwql7/jJU4dmHg6+P56PikI5eVKnfj6gXC83bV4KCNKtLZ5yeXNorE1kzcNW+GqRjS0rp9y4QjmrLqqwifQYoudQGU1hQbnX/dajGXAqEr5KG+xvW/9k1yPa117lRjXnVRum8FWrPpuGclQemRZHzgE6kkF7ym1+ZF4WUs4bIcMM5QhOXnrBOnM1Kw964HDium0iQDmzWnABFOgqAChXsjEMA5TbtueQrjeBPkyB/5sGdQqbY8jnc/VmmCV3NXzhq017ytEBEpS/Li95bMzCoyiUo3wxP9nzHDNXRhUGqF485SV5jt3l13CvrvBVeo82lHT5AeU6IZS+XeFYTzlOxE96c94bMlwB5fI9suqActzmuS7kf/OY22Yox3k9fSeYWhtCvk0DPd1ecvXN7p6Z5YU95fLKACgXD+VIK3mITcgssuBd2ZxywwrlLvzkxswG0Bs5GtbJTRjSmIBAFeGrbfWUsyBOnk106pLtmcei9Qwf1JJzaAqU02ld5LgtbUg5t8p3xXqby28ClOsfbUIQx2cTlYFyZBNxHkDf/FzUU47tL51bUM7zOvdn3jLUlyZFw0erj/D1EsrxxjGgXEkIgNuhQIUKAMqVFHMYoBx9IofehKAcuw3nQblQCCwbIpxTTkM5CQZ0OXzGiVxoaaNN5+/RSXHzqjN1QRHrKRfrFTUqUI53k6XW2uOLF+Q6JDcWysV44cBT7o6+PGW+cJ22QLnYnVxfH+F2xvX9lmMec+ef68/zp/u/Dnes2wD1gWcdXhUK1ZBlL+Mpx+O9Hit9CwFdNl+fkgtNLiP1dz61Nm/MtfK5AMo9lm0mscah8NXQHCrndgl89YLQ8pSLNYNS59DUgx7aDOVmpnd2cwpqcCAjDnwHbzTpKXfHnZvdhzYvcEXn0Lx5PTWnnAUL8mwitkmtZ9QB5SSAk3OGBHzyoIfUFBCAcuH5u0ooJ21V7WiQB+VkfeqxU4J33yaytoVl2Dv3LbaDKe8s5fYdJygnowfqzCmH8NXYWR3XtUkBQLmStVEEyll5NqhIsaEalreCXhRpKHf7N253f3fP/u5JqXVBOS0zlwNQbkP3MIUqcspRu/nYN37ljli0OzofDgM0vZgPHfTgM5KrhnIx4WzjAOXIgPnr9Xd124hchIfCV30LhxhPOdlH80JvpFGqoY5etIfGsdCwOw5QToYwyZNqq4ZyWuMqoVzstDkOUI7m0BVLl2YHQGigEXPQQyyU882hgHJuTl7cVIjjA/m+OdQ3PmrPqhRPOV970eOBz07ybWxJTzkfBAj1V2t81vP6MEI5+kZ5CBn3Gf3teu7xAWgLysXOoYByxaEc2UTXf+3fssgey1NO6lwEyvnm0KqgnLV20wAvdHpons2ky98GTzkqk7Ybr7hufbc+5RgoNxY1fJf9l55JG1rysCRAuVgrDde1SQFAuZK1UQTKWbmqmoRyDGQ4tK0IlGMJtQGZt6sOKNdRTe6wVwHlJGCb3rfAnXrUgcwTQxrqeidS3iMnfr3777uP6x5QrqNEKB9RaJjRuul8OPqZchEeC+V0HdF/+3LKxS4oAOX8hxaEjGhtgLJRyp4gqeGrvJjXYVnUd/Mg2ChBOTqEZfrAoq6nqK9/NRW+mte3Y6GcbDv0/+scgaE2IscDudiBp1x40W/llJPzYWhOLuopRwCXTpL0Lch99hKg3OGlw1dDcyigXPrpqzHAW49JqTaR5Skn10dFoRyPt9KT3rKJ5LzNqXLKeMoByvXsUFnnRaAc20SyPgHlQpYJ/r3NCgDKlaydYYRycleVDVBAuR4g48l5GMNX5YIiW9wdMR9Q7rWL5nixhLo9L4Lkwjh0rW+HMtUA5VAjHwzXMC02p5zezQeU29OtwkGFr/pysgHKOVc0fJVTBgwqp1yM2SBTK2j4LkOYZS5U/ndAubkKx0YPWOCAcz7ljQUMt6uGcnmeaYBynTqXIJIW6FZ9hsJXfWGn1kEPIc+q0BwqvZ51TuM8b3N4yqV7ysn6lBAn76AHqz4B5fwHTen27tOebeTQYVUafOowYDl3A8rFWBS4ZhwUAJQrWcvjCOVCHlMpnnIfvnb9nCS+OrTWtzOFnHKdgwB4kiQdp/f2HwnPCwpAuY5WsTuSckHQFJTThnteyEwslJPhHXn5cHz9SxtSUjufFx/CV+dOIDq8zJeTjYFuTPgq5bK67dt3uKvuW9LXlsfZU27YoVxoDh13KFcEspb1NveZgKlQjg5E+b+/ssVNHbS/m7+Xx1c5lwDK9atdZ065YYVy5E25Zft0dgos/VkhxlLRvGgG+awQ6Ny9Z6/bt3/WTU0s6j5WzjMxgJRulBEXqRuVIU85QLmzvavVYQ1flWM9HyilNyppA2XViim3+rTVXVjP7cDXL+ApVxJo4PaBKwAoV7IKRgnKvWzl89zKVce4yakl3TA8mcxWnx6kJ+gUKOfbYQSUW2buCmtoI70xuCnzguLi049zk5NTWSJZhK/253sKdfumPeVSoNyN5x/lZmam3cpVx2fF1+GrdFrdX759XfZbTD6cqqCcPMQBOeXmnjAcgnIfPXW/e9biCa8XZ17+lHEOXyVAufaa+7PwTtqhLwJxJPiynsGgXi80Y8yGPE+5UN/TUI5z7YxL+GqR+tRQ7l0n7HTnnHlGsIry0mrkzaEW/PCFjuv6BJQbLJT77LrDsgLQHNrW8FXdcAHl7uo7pVjCRW0TSe1icgTCU64dnnI8H5a1iQDlYiwTXNNmBQDlStZO01COjfSYRYlvQaE9zfgaHdKqk6Jqjw5rh5Nc+fOMX/pt8yPz3F+9/sTu6UPDCOXO+vg33bETv+47VCHUpPI0iz3BNQXKyd1KQLnhh3J6Ya6hnBWq4QtrDe2y5oXe6Jxyee/lk7ZivRXzdn25TMN4+qovfDVPk7qgHAHUd/zJadnGCxvC9L95u88+qBg7bVZ90AOXOWb+Cy1mhwnKWXlZNSzUeQN9njMpnhW6ni2gpdtt6umrVUA5a6yxviEGxPp0rRPKyZNUtSeutunkXG/1Uwv46LDrYTrowecp5/O24vYSA3H0HJrnmVY0fBVQrgPh2K7wteeYNh5Tn4By7YJyZW0iQDlrxMfvbVcAUK5kDTUN5bQruGWAakOxTVBO54LwQbkLP7mxe1iBDyD6PMVCVWoZ43pBEZNTzgpzydu54+8hb41xgnLymHrdPmOMLdbUZ/Q+vnPaLT10ys2blxb2wc9ss6fcMEI5hijWOMX6A8p1lEiFcvIUSA1q8rTV4ce+PgUotyGTMHT6Xd58EzrogfuF9jbXnlWAcj11QwBJe8pZY41lB7QRyslvApTr73EpOeUA5fqBlx67hi18NS8vJKDc3JmpTaev1rFRCShXEmjg9oErAChXsgoA5XoJW1PDV2OgnIaI+r/JE0eG9OVVp2WMA8r1LzzlYocWpHm7wnpHXYIFneBVJzmWC14KT9u65aGogxnqhHJ0uiN5QOYtxH0AqWj+lJiDHoYFyul+TfXEYfHWcGt58dDv8JTreH36cv3keab5NmQA5fI9BWIADaBcTwF4yvXPoVWFr6ZAubJzqGzP8JTr5e/VYy7Nx014ynF9xsyheeWh8lu/A8p10k+Ecufp31hPGT2g+0zI0y+mPnnzRj5fzzeWzSSvB5SzLFD8DgUGqwCgXEn9AeUGC+VSqg9Qbk8WphYbelMEym286EXd0DgNaX3eIVZ4W1791gnl9KEKvnLUAeV87wm127aGr4ZOQ4vpq5aBCSjXO0kYUK6anHJ53haAcv29NnUOjQ1fPXbR4+4ne55TKEfgID3lZFhpneGrEspR9IA8UMIH22PGWglpQt6FowTlKF3KZ969tiuNth98nlV6LguFr/ryGFYVvhpblzHQbZigHGs6iuGrKXWqPWMB5U7JJPD1L3jKpbQsXNtGBQDlStYKGUhyorceZw2wfH8oVGPcwlctTzlLb/l76oJiEOGr0siPATS+8F3f4kAaNnVCObnABZTLhwYxiyK6ps1Q7rwrb3VnHP20oxySXFZAuTuycHT2svSFf1ohoXWEr8JTrjOi6pxygHLxs2jqHBoL5crkCBwklJMwqykoF5OSJLZGxymnnM+Dm3KX5eWUi4VyPqgJKNdphWWjBwDl+u0JQDlAudjxHdcNnwKAciXrjAyklFwztCCQpySGXg8o1wnRGjcol5oPB1CuZ1RTe6kqp1xVnnJWfVqLorZDOd0/U3I8+sY+eMp1VBkUlPMdzGEBxLwp1PKEveTqm909M8u7B03ETMe8sWWdnBrqW4By4fAsS39AuY5CvrYFKNc/dtF/hcIAuZ35xnu5mUcHjFnPiM0pByg3XOGrbDsByuWvGS2bSY7pCF+1Zjj8DgUGqwCgXEn9i0A5y8gIGX2+XSdr0R+zq+rzoJDGt88Qt4ypmNNXi+SU+/QNN7tVK6bc6tNWJ9dc6oJiEJ5yVn3qb/BBEN+/+TzlrF3+IuGrqZ5yVJ/0947zzkmuz2EIX7XqE1Cuv9otA7No+Cp74uR5RfnGBxkOEfMM+hoqozzMZJg85bj8st2m5ATUnRhQbjbbtPPl3PS1dZ2DbFwOeoCnnN8jmufgvLka4asbHAF6Htt9fSbPJiriKcee0HnzNzzlOrMBPOU6h2tYHtkhAzjGJopZU9LzAeWSlxm4AQo0qgCgXEm5AeXqzSlXBsLpqgWU688p1wYoV6b7AcrdkRt6Q14G0hDU+XAYwPgMurwFhQzNHBZPuRigViWU04eb1HHSWB055XxQrkwfBZQDlFt48Hy3aOHBwWZU1vMR4asb3MuPmN9NIZDSX61NoVHKKVelp1yVUI5s3Jt+nuYtHKpjK2ec9XubDnqAp1ynlgHlOjrERA8gp1zK6I9r26gAoFzJWhllKMeJcQfpKVeyevpuB5QDlLPak1zg0bVlT1+Fp5yleP/vMQZokdNXAeXmpgJgg5/+V8LbMuGqurYB5QDlAOVcN8dkHgTz2SfwlGtn+GqVUM6yS1NmUAu6Wb8DyjVz+mpKncbYRPCU66Q7ApRLaVm4to0KAMqVrJVRhnK8swgotyjYSnjRSeET1sSYF/IbE75DhRi18NUy3Q+ecvCUs9oPt5GqoJwFan0728MevmppnPc7oBygXAqUywvxCgEteMrBU06Hr+qTVtscvgoo1z+D6H7uyym3dcsD7uqvPZi0aWp5wvPYkwfB9G/SvuANXO1d6it/ypwKKNdRC55yKa0G1w6rAoByJWsOUK7e8NWS1dN3u2X86EEfOeU6uVr0rrAPPubt8utQPgtextY5oBygnNVWAOV6CvlyT3EOM3jKhVuSBRZDd0oQELuxNe455QDl+lMODLOnHNkNVlitlZu46EEPvlNT2xq+atml1hwnf7c84azfh8VTLkYT3bYA5erJKWdtVPraXF0blfCUi+kZuKbNCgDKlaydQUO5z647zK1cdbzpycW7OL6FWeigB3jK7XWzB2bd5GJ4ylH7yTPoRgXKXXHderdpx4oMRFrGhm9BoZMaI3w1bYCN2RUeZPiq1SbgKddf3xbQotNXp/cd5K5999rohlI2B9kgT1/V8FNvUNQF5eQ4ZPWxvIqwAILe2PrNzB4HT7nxDF8FlOsk+Jd9j/uP7PdWn4oeGEX4XmjjE1CuH3pLiFOVp9wdd252H9q8oFvvo+4pZ9lEgHIpPRjXjrsCgHIlW8CgoZx1ok+Z01cHAeWsAb5MdVnGDzzl+nOoNXH6apn6rMNTTkI1qy0Cys3NU+YLE0qpYwsYDPr0VatNDCOU84EhCybH1mkMlKNnXXlx/OnLgHId9X3aMtTTSdIB5Xot1rIDQtrKNu+be/LqIyYHWWhjS485MTZdbP+0Dnq4/Ru3u499b7ILGHbtftrNHnBucvHC3I1g9rCHpxygXB2nr8a07yY95fRp5QRjbzz/KLf8iKO6m9nWWi30TTE2UWz0SR2nr1o2UZVQbnrfAveZZzbwfGMX/9sZy7a7d/zJaW5yaol3noxpP7gGCgxCAUC5kqoPG5TznWbaJk85a4AvU12WMT6MUI6M5i3bp907zustavPyp5BhELugqAvKffAVM271aavLVGV2b91QbtVhB/p01QVuO5T74kPPcre87zXdYsvTOq1dYZ+20rgOed4Cys1NFE396OLTj+vzaLYOU4jJnyLrk43yPAgWCl8FlDsldyyywGLo5jLhq6/7rUezsSdvzgKU68FJhkD0vxZQtuwAQLlei9bzwDBAuVibiDdQuL34II4vDJZCamMgK2u38aIXZXCA/uApZ+de1m0uJn+cbwwO5X+TcKwqTzkflOP3wFOu4zEq7YyiNpFcH+ZBOf2uOteVpRcyeAAUEAoAypVsDoOCcqcu2e4271zRd2qe71NiFhS+xZo0bGLz4fBCkgfEPOPXt3iPKWuZ6rKM8WGEcj49fNpKw2bQUM5aNMXWcd1Qrsguf5Phq9KwSVlQkL51QblHtz3iZmamc0Pq8+o3Zld4UOGrNOZO752fm1yaF3rWznUVUO7mr2xyV93XWewBys1tVSEvoKbCV4vMoVy2mDm0KJQjXZYtX5Z5caT+pc6h4xa+qjdydDhynmdaUU85mtsnJ6cK1aflKTeMUC7WJmL4yhsmKXNoCpSTEAhQLh3KpY5RfH1boNzM9E63dctD7iUndk4ITf2LsYkse4Pf2RZPOZ8GNNasXHVMF2Dra/R85xu7yP580/WPzAGAgHKprQ7XD0qBsYByn//yLW7Dxlv7NH7lSSe6S9719uzffvXY4+4jl3/CPf7EJacPKAAAIABJREFUzuy/33nhBe5VJ7+ye728f9XKF7jLLr3YTUxMZL/XDeXYBZoLIyd12rGzXKKrAF2AcnE55SzYlJfUuOjpq0UGDkC5sGoSqrUFysXUccqCgp5XBsqxFw+Pf5ZOMeUPGdL63kGGr5Lhqz0nfN9mGdExesQYoHKXH1BurqqDhnKyRLFzaBNQLqb9ha6pC8rFLCpD9Sk9uqvylLM0Cs2heixsAspZZc37fVygXIxGKXNoW6GcD0rIb/eFEsrf8w56sNYabA/Q/7InPf3/ZcNXY+ouZh72eaw14SlXtPwpNlHM+EnPazOUs3SKsYnoGbofV7EGtsqG36FAVQqMDZT74X0P9sE0FvCpp55yl19xtXvxCce5N557lrv/Rz92n/rMdRmYe9ELf9t9587vuhtv2uA+ctl73XMPf4678qprs1sZ6NUN5fRECChXvOmnLihST18FlOuHxHxogj591dIptobHxVMuRo+UBQU9rwyU06EBgHL9NQQo19PDMojpoAf6G8WccrJVNAXlzrvyVrd937PnJBmXIXQx40nomtQ5NNZTLmZRCSjXqRWrT6XUbxuhnLQbipy+mvL98tqUObStUM4HJeQ3Asrt6XNkAJRbluvY4RvvpWYxB6JZbS62vwLKxSqF64ZZgbGHcgThPnf9F9xfvOeiDLppSEcQ7sgjV2TAjv40pAOU6+jCxiLtVMeE3oxi+KoFm8bNU84XqmGF7aUMpoByPbVSFhSAcv5WRu1108ML3Q2XrOleoL3R4CmX0kNtgAAo95h787reHFrWU469xvRBDzFeLjE1CyjXUamsp5wPkhYNX42pt9A1bYRyeuPZArY67UhRPVLmUEA5v8o+YAxPuaItsnOftcln/S7fDk+5cnWBu6FA3QqMDZST4asydFVDNhKcveH+/K1v7vOio9+0Jx0tKj5x0dnR9fSHH7/T/dkxj7n/um5t7j0/uPcu97/f9rT7p/ed3Hfd/1y/0f3tQ4dnz6D/1b/rh773mg3ZP6WUUT+D3ynf5fsOetc9M8u73+e7j59Nv/379v195aqirHmi5pWH7uPy83fu2rPPzR6YdZOH5Jw09oy+9N3/z2sXupe8LJw3Ik+zEycfzbSznmF9Q0xD5LYl3+XTnvWgslH74ft87ddXLtlWub3Tv/3RyScWyn+jv833HY//esYtPXTSzaOF0zN9yNJUPpfLTN/8OysW5PZTX33K+2Pqs0gZfXWsy+LrX1w2up/beGg88pXLV59f/+bX3fKlh+W2+5g2yddY4yP9/pZjftUHMvKez9/B/StvvPRpxvfTO6jd6zErpi5Svp+v1f3RVx+6bNTH8sZQ+k23aZ/e9G8pfSbv+6wx3fo9pC/X5y3vOD6YgybUt+j76C+mTfC80NQcymXjMTZvvM8bs7n+KJzt63feY9obsW3Umn/0HPqbp552Cw+e7xYdfFDwFVaf5xtD9SnnqZgx1/qGGC1Cc6ivf3Fbk3OobxzylStUx2Xbo6Vp6Pdde/Z2Tl895OCgTLI+ysyhbONa9rJuczH1FzNu582h2ibyjZc+Gz5kE8XY8rHfldef8mw4ev7up/e5fftn3ZQ4XTelv/jaq7aJrPqsyyby1YecQy2biPTR2ubNy9barIr69JUp77l79u13P7j7e+4D35qNmv98dS81o35gjUVWm4vVIcYm8unB96V448eWCddBgaoVGAsoJ0Xj/HGn/t5/zrzfCMrdevu3+0JbNZRbs/rV3RxzGsq951M3uw+9+bXR9fK6a+915x/9qDvrtfn3/OSBe91lm5276e0v63v2Lbfd5q5/eHn2DPpf/bsuyEf/4bbsn1LKqJ/B75Tv8n0Hvevepzplo+/z3cfPpt++v6O/XFWUNa8i8spD93H5u9954EDncfMI8fj/uMwvXebcq048wS1d9rzgtXmavWzi0Uy7y0917tjj++tcPtD6hpiGyG1LvsunPetBZaP2w/f52q+vXLKtWu09ptz6Gt93uKzO5mX/5/3deBGX+ZKX/NodvuTQ3Lrw1SffT5rFtIkiZfR9gi6Lr39x2eh+buOh8chXrrrrk8pljY/Z789/1J11etyYK9ssPT+vHfo04/vpXmr3esyKqYsibVv3R1996LLRt+WNofQbtUmpgU9v+jdrHIr9JmtMt34P6Xv64b90y6YW5NYn6/P3b36BWzzx7O6j6Pvoj8fcNs2hXLaYOTRvzK6q/mJsAXlN0TlUt0tfvYfGSjlPDXoO9fUvbmtyDvW1Od8cGqpjemYZm471teafOb9H2kRUD2XnULZxLXt5TpuLHZzUdSlzqLaJfP3NZ8P75tAqbDr5KXlzaJ4Nlz3DU78p5fO1V2kTyfVBqJqsNhlbvVoHX33IOdSyiXz2Sd68bM0rRb9D32fZTH3XHzjgfvKj72drS+pXMTaRXmdKzagfWGOR2eYihYixiXx1xPf9zTvPiXwTLoMCg1Ng7KAcSU0HN/zyl9uzvHBlPeUQvorwVWpTMrFtqDuTm/kHXzHjVp+2untJm5JU6++QZaPvy8sN4Qu98YWvVjnU1Rm+GhPu5QsbkKEaMW3CCh+K1Ssl9IaeWVVOudjyxV5nhWIUPejBCi2n8vlC6hG+Gltz/uus/FdFw1etkDYqjS+xN/17U6evSkWayimnw1fL1d7cu+sIX/Wd/u4r9yjllPPNL6MWvlp2DqU+jpxy6T04bw618nvhoIf8cFFtw/vGpNC8k16TnTtibKKY+ZCeJcNXY20ifaAgcsoVrUncBwVsBcYeyiGnnN1IYhcUvCAYx5xyMQDGl08NUM5uf6ErAOV6ygDK+VtJCvQElOstAmIM9pieCyjXUSl2Dq06p1xMHaVcAyjXUSs2pxwfvKFzkJWBcnQQwraZ+VEbgVbdWuOj/n3X7qc74asivFG/IyXHW97GFkO5d52w051z5hnBT+GDIWIgYJ4eKXMocsr5lRyHnHJybgSU25E1hLz1jwWCrTGKf8dBD7FK4bphVmDkoRwd3PCF9RvdG9atdRMTE47DV9/0urOzkFScvmo339gFBaBcvpaAcnZbS7kCUA5Qzmov1qJT3g8oByjna08WWLTaIKDcfLdoYU4Osqs3uJgTnIfRUy7kbV4GyvnGqZg26LvGGh/bAOWsDQILFMdqQ/aZBIA+nbUnfJ5+Po8pX/RAVeXn74SnXG8ekx5kvvoocvoqoNxd7t237clExumrsaMLroMCcQqMPJQjGShH3HfvuqeryNlr13RPU6V/ZFD3+BM7s2veeeEF3Rxy9N8U7soHRaxa+YK+/HMIX0X4KrWRUfSU4x1ovSvsc5VH+GpneEH4atzEE7oqJlTjLcc85s5/5jRs623WohNQ7o7uadlyUWcthC3d+XcLaCF8tf/0VfasivE292mL8NVlzmq7VUCQWE85QLn8kSLGU66J+qRS6k1TQLl+mybGE9HylPvJU4e61x/zm9yDmlLm7LzWpdsWoFyx8FV94jzCV2OtH1wHBdIVGAsoly5L/B11QbmtWx5wV3/twTmwRx8Xb02U1qIo5kvhKbcoKFOKvsPmKRfaFQaU6zQH5JSLGT3SrgGU6+gVE6ohjeOPnrrfnXLyqXPuk+r7cneF2vDqk19eyQnJ1vgIKNcP5VK8zQHlen3l7pllmdcG/W8TEGeQUI7evf2JJ/py06aNsr2rLQAybp5ysu00BeVI43u3/iL6RHGrrtvsKUdlt7xirTZpfT//fuEnN7pTjzrQ1bUpKEcnXt9+592N1GfIDg1pVCSnHKBcbIvDdVCgvAKAciU1rAvKhYo1CCjnMxp8E3/KgsJn8FgLuJJV5c3roxetZNQz6Ny1e6+bPTDrJhePB5SbOnjW/eXb13UlAZTLb3GAcmV75Nz7AeWKQTleTOaNobFQrspatcb0cYdyOl9WyhwKKDeeUK7K/mkBEEC52b6N8TrCV6usTwvSWPm96j7ooUkop+e7pqBck/Vp1bcuS9VQ7tQl2930Xju/pWXXxWgWs1Hp08OyQWLejWugQFMKAMqVVHocoJxPolGEcp++4WZ308+Xjy2U0zuYgHKActpzIOY0vDJDqmW84fTVRe4lJ56USSw95QDl5rY63yKMjfZscfiMZ9Ugvc21VxegXHj0QE65MiOr/15AuZ4ugwpfrbpWfREZ/A5AuT1d+17PodaJ9Dx3WDnl6qjPvNNVLZtJlqdqKEfl0p50sevFVJ0A5VIVw/XDqACgXMlaG1co5/O6SFlQtNFTTofpjpunXB1Q7osPPcu966R9lYTa6K6Kgx76FxTScMsLvaG7LAPUpy33jw++YqaW+mSj1zJAxzGnXN6CgH4DlAOUIwVoDt625xD30bOe71auOr6kdTP3disfG9sAPL78ZmaPW3gwDnqo8vTVKisVUG4wUK7uOTQUwt0ElMuLuMg2Q46Y30hOOXjKzR0pAOWqHD3xLChQvQKAciU1HVcoRznvJien+vIOAcrlN6Y255Tz1WdKqEbooIeYXbSiXXDQUM4Hptty0APlNZmZme5bmHPZUqDcjecf1e3j1oK8aD3K+6xd33H1lCONqL2vXHWMm5xakkkGT7neIUO+ttd2TzldnwzVKIVCmYMerEVvmX5qjQF1QjkfmJaasefjZ9cdlgskrW+I0cc39+TZRLFQbtPDC90Nl6zpFqHu0Ku6oNz0vgXuM+9ea0rZ5oMe8uZQXZ8+COYbf6poe5aog/aUy9vcHSSUm5ne6bZueajraa7nUGuj0jf+WP3HqquY32NsoryNTPmOUYJyXJ/SJuI6knrUPYbG1CGugQKxCgDKxSoVuG5coZxPDkC54YVyvpKPK5Qj775b3vcac2RoG5TjZP+hgheBcjK0r6kFBTzl5h70kAed6Ldh9ZT767/9ktu+a4G78uJzzP7GF1iLFL6u7VCu7Bwayik37lDOCkeuYhyLXYyzTRQL5fQmVt0LSus7iuaUo7YdeyK9Hu913uQmDu4IAV/dR1NsIkC5jnpSs0FCOWsOBZSbq5Av4kJuBg4yfDVkMGj7oO4xNNpwwYVQIEIBQLkIkfIuAZTrqQMoByinIc4wesrFlrltUC528UKt1DJAB7mgAJQbHyh33U0b3Pd3HACUe2bqSJlDAeU6oknwJQ9qsjYnLHiXN5uHgK++B1DOtokA5UouQtTt8JTrjQvWBoUETJZN5AO3FtSuomatTSjrd1mGUfKUy4Ny0hYGlKuiFeIZTSkAKFdSaUA5QDlSIHZXOJTYm0NvYsFKFQuK2HfFhGqMUvhqFVDujGXb3aUX9E6yDQ0zVRl1eYY4vxuecp0DEvIW67ru27wrPArhq4By/a0RUM6GOKE5lMbcTTtW9CVy9z2tSk85ax4GlLPrE1Cu5CIEUM4roG/TVF8IKDdaNpEPnALKVTu+4Gn1KgAoV1LfQUE5C6jwZzU5IKUsKHyy111Wyxgf5EEPsTkhrG+Iac6xICglVCO0+IkFXDHlDhlUsi88vnPaLT10ys2b18u5FdtX6Pk+d/1Q2fI85WLrM7YuLH2qhnJ1LWZjvqOtnnLWApy/LWXnOq9t0W95sD8VyvneVUVZ8+rUGtMHCeVixwXrG6w2zeMKnVxstaEq5lDLOySmvKFrrPlnkDnlYuvT+oYYferwlBuETWTNP4MOX33zuvy8kSl9y6rXlDk0ZqNykHPoIA96sA4Ms+rBapPW/XLtY42FqVAuxgaNLV/sddYcbf0u31O1p5w1nzVtE9H7dD+uYv6OrStcBwXKKgAoV1JBQLmegFUsKKyFaJnqsoxxQLl+dQHl8lvbsEG5m7+yyV11X+eQgJhQDf31Vv8p0zdjjbdBHvTQNgMUUK7cQQ+xEKcKoz6271Qxh1oL0TL91PoOQLl+dVM85QDlOgrInHKAcum9tc3hqzERJYBy/XVuQTfrd0C5DZkEMW0vvbfhDihQrQKAciX1BJQDlIsd8PNOX431rLIWRTHNOdboAZQbLShXdle4irZntU/LwASU6ykIKAcop/tTTMiW1QfzfrfGAEA5QLkUiG2dvgool95bAeU6msWMhWVtolhbOr0We3fE2ESx6wd4ypWpCdwLBepXAFCupMaAcoBygHL+TpQSClqkG/oMomENX/3susPcylXHF5Ehuycm9KasAWotyAsXXtwYY4C+5ZjH3Pnn2mFN9NgUo9k6aQyecuk1bC3QEb7qhzi8yErtczEL0fRa7N1hlWdYoFzsCdshrRC+ujDYjKw+L28ElCvTG/33AsqNF5Q778pb3RlHP+1iADagXPX9DU+EAlUqAChXUk1AOUC5YYVyN55/lFt+xFHBHgBPufzBocrw1VjgEyoRoJxfGUC5/DZsQdCS02PmrZA3Po4TlIsBQQhftdtr6KCH2HDkKjaLAOXCUC5FX0C5siPs3PsB5cpBubM+/k33+mN+EwW5UuyLojVtzdEpGzGAckVrAfdBgWYUAJQrqTOgXLVQ7ojJ2ahTK4tUm7XLX3dOOZrAV646xk1OdfJ60Z9ehFnfZX2DdT/9HrugAJTLV3Prlgfc5ORUH9hMzYcTWxdWvQLKlYdyj257xM3MTPd5LPq8C2PqIjacJPQsC2bJfkz/PwOJmPvkOy2D3/pW63erPEWhXAyAmZne6bZueci95MT+E+bom6VmZb/Bup9+jwUVgHL5aubNoTFtIqUu8koSO25TfU7vW+A+cOaqbFyJvU/aB/T/15UPyYIKRQ56iG3rPIYtW76s1BxahU1EZYmZQ6uwiWIOfIkZU0LXDBLK5dlEfDiG9W00bq+95v7unGZdnzeHWvk1ffN7CuSy+k/RsqfM0SnlTYVyw2YT+fqxZYNUUUd4BhSoSgFAuZJKAsr1BBz2BUXdUM7X1AYB5chwuvprD5qGfhUG6Cifvuqrz0FBOWpHF59+XG4ILMJX++FMzNA/KCj36Rtuzor3jvPOCRZznHPKxQIYn3iDgHK3f+N2t2X7dG59UlmHfQ6ldrvlyXndueU3M3vcwoPnu0ULDw6245RFZd4cGtsmUqBRqNCxc6heEALK2aNu6hxaFZSLmUOrsIlGGcrl2USxUC4WkFoticaiVSum3OrTVkfNoRytkDIejTqU8wnXZpsIUM7qFfi97QoAypWsIUA5QDlSoOhO9iCgXGyT18ZxqgFSxeInr6yDzinXJigXU6eAcsMD5VLrE55yMYp1rhkElIst3bBDOT3mjyqUS6lPaR8AytnKDQrK2SXrnQzLgKmITQQoZytNbWD1yS/PTa9iP8W+Ap5yo2UTAcrZbR5XtFsBQLmS9QMoBygHKOfvRIBy9mEEqYu0MsMVv2tq3h53y/te0wUUsaGWVXkk5H2DFU5Z5+mrvnINalc4pp7hKZe+oACUi2lZ4WusMQBQrl+7sqFTZe+3atuCSnWHr/rKByhn1Vr+7zHhqyGv0t179rp9+2fd1MSi7kusPm+VVnsXWtc3+TugXPoc2mabCFCuyd6Dd9WhAKBcSVUB5QDlAOUA5ViB1AXFIKCcDCOxIJis2bLGecxQa5UHUK6nYlVQ7l0n7HTnnHlGTPUkX2NBhTpzyoUKC0+55GqMXqADygHKld2MS51Dm5iX9Pyu59CU0Ok2eMoBynVqFFAOUK74bIg7oUD1CgDKldQUUA5QDlAOUA5QruRA+sztgHLxOlYF5WIXlPEl658T8sZHQLm5EOfumWXdJOepwCElH1KR+rTKAygHKAcoF+5ZVv8p0if1PfCUi1dxGKCcNaZbv0s1Ug968CkJT7n49oUroUCqAoByqYqp6wHlAOUA5QDlAOVKDqSAcskCAsql7/KTyMPgKcegNHURn7JAS25wz5wim+fpAygHKAcoBygnFUD4apGRtn9dlXeKbMqYDyhXri5wNxSoWwFAuZIKA8oBygHKAcoBypUcSAWU++ArZoInpiF8tV9nDZiscFFdS3leFVXUqFUeeMrNhTjwlEtreXw4RqzHZ1lolFI6q/1bzyp7v/V8Bvs3nn+UN6k+csr1K+gDTCljaCpkt+rP9zs85eJVg6dc+sYWPOXi2xeuhAKpCgDKpSqmrgeU64dy0/sWuL96/YmZgZdqgKTs+BSpNqs8+vddu/e62QOzbnJxL+mtfm9Zo7ntp69ufmRetz6tpNBam7oXPzh9Na0XsF6fXXeYW7nq+OxmK1xUvsHqP2ml8V9tLXAA5eZCOcoJ99pXn+Imp5a41PHI0rtsnVrlAZSbC+WOmJx17/iT07L6TO1zbZhD79422z2NHKevbsgquMzp7GXut/qvldMUUM4P5fQcmgKEkVPOapXN/c7tW+ZVTRlDU23iIl9mlcf6Xb4TnnJFagD3QIHmFACUK6l101Dujjs3uw9tXtDNOWMV31oUWfen/K7fNYwLCmkwtRXKESj7zLvXplRNoWs1VEs1QADl2nn66jfef0q3PaRAOR575P2FGlbOTRYkApSbC+XkgjB1vLf0Llu/VnkA5eZCORmqNIxzKKBcr06t9m/1r0/fcLPb8uS8wlDPej6gnKWQH8rpORRQLqzjMISv6jk0L1xUfmmqTZzW2jpXW9DN+h1QrtzGSJE6wz1QoKgCgHJFlXvmvqahXOokUNYoTJEHUC5Frd6ES+FKf7bqMffmdTbEqRt0yS8AlEuvz9ST46xFUXoJwnf43pUCZZooq1UeQDlAOauNWH2mSE458l679IJ11qNL/64XWIBytqSjHL5a93xvjenwlAOUSx2DdI8FlLPHsLwrLOhm/Q4oByhXrgXi7iYVAJQrqTagXE9AQLn0xlQkfFV6IqS/Mf4OQLl4rfhKQLl0zeQdFnABlAOUs9qI1QKLQLlYzwnr3dbvgHKWQnN/B5RL14zvAJRL084HqFLGo7KAK6a0yCkXo1LnGp+TQwrkSnWSiC9Z/7oKBz3EK6fbf5OOKfGlxJVQwK8AoFzJlgEoByhHCpTJGQNPuWKdEDnl0nSDpxySGusWk7KgTGttnastg3hYwlcB5Tr1aUEFnL7a30us9m/1KXjKxUUP1J2njesJUM5qsXN/h6dcumbyDgsSWr/LZw0yp5zM21dOkfy7AeXqVBfPrlsBQLmSCgPK9UM5GeZz+zdudx/73qSLzUGVMrkUqbaYBcUw5JSDp1yn9gHl0noBoFw6lHt02yPuTdc/kgkdO46l5OlLq8G5V5c1QAHl7DZR97yUtwCz5izdIuouq1UeQDlAubIgMdXbPNXOLDPmAsqlq8d2x8sndxTevE5/a9wd8JSz5z+tZNHTV2PzLsbVXPiqsjZR2ffjfihQRgFAuTLqPeMJkOIlVXbBluouXXanNkUevSCwQiPauKBoGspdcd16t2nHCuSUS2loz1wLKJcmGqBcugFKCnO4I6BcWnujq635ZxCecuddeavbvu/ZSYclwVOuU/eAcml9wGr/1tPKAi7r+ZaNNgw55axvsDRI+R1QLkWtzrWAcumayTusjRbrd/msKjzlitpEgHLl2gHuHg8FAOVK1jM85XoCAsqlN6bUXeG6jXT5Bcgpl16fvGsfe3BHkwsKQLnRh3Kp48M4esql5iBLWfSkjxj9dyCnXLqCvLEVu+hL7SPpJeq3iei/UjZu8+bgMmXx3WvNP4By/aoNO5TbuuUB97b1TwY3JHbv2ev27Z91UxOLuh9ugXirTQLKWQrl/27NP9bvgHI46KFcC8TdTSoAKFdSbUA5QLmyRjd558VCnCYXFIBy6YMDG6Cx9WktitJLEL4DUA5QTrcOQDm7TaQsesr2V0C5dAUZGgDKpWtnzT+DgHJ33LnZfWjzgmibyPqGdFXCdww7lKMvyxvzAeU63t2xntGpkUtF2qJVHut3QDlAuSLtDvcMRgFAuZK6A8qNFpTb9PBCd8Mla7KP2rV7r5s9MOsmF/d2DXVzqSI8BVCuWCdsY/gqoFyxuuS7LEjU9OmrVK6zPv5NN31g0VDklEuF9pbe5WqzneGr8JQrXquW18wgcsoByhWvTwtoDQLKtXkOBZRLb2sz0zvd2mvud8gpl64d3WFBN+t3QDlAuWItD3cNQgFAuZKqA8qNFpSThyjEQrmpg2fdX759XaGWdPNXNrmr7lsSvSucuuguVKhnboKnXLp6bV5QwFPO9ory1ThDnGHIKZc6PowjlPvwtevd5p0rkFMufXhrZU65NkO51P6oq6Ts/VYVA8pZCvX/DiiXppfcbAOUK6adBd2s3+uAckVsolhP5mIq9e7CQQ9lFcT9g1QAUK6k+m2Hcp++4ebsC99x3jklv9S+ve055axTurQBHAvlYl3dfQqmQhz6hi3bpxupT0A5u83rK/i0ztjwVcrxcvXXHiyccyilhIByzUA5GgfXHD/pVp+2OqV6Cl2rDdDURfw4QrlUiENz6KoVU43UJ8JX07sBz+uxi75BzqGpX5fan1OfPwpQrsk5FFAutYV1rqd5ZpShXOyGXRH1LOhm/d4GKEdlvPj049zKVccXkSDpHkC5JLlwccsUAJQrWSFth3IlPy/p9rZDOcsAHQYol1QhJS8edihnJTX2yVPFIqjsCcslqy14O6BcM1CurvrzPRdQLl3tVCiX/obidwDKpWvXRF6n9FJ17ig7n5S93yq3ZRMNInw1dWPL+sYqfweUK6YmoFwx3eguC7pZv7cByhX/+vQ7tU1EnvHTe+c3svGdXlrcAQX6FQCUi2gRn//yLW7DxluzK1etfIG77NKL3cTERPbfgHI9AQHlIhqTuiTVUy79DcXvGHYoR1+e6glUxSIIUK54m7PqaxA55VJDNYp/ffqdbYdyVn+67qYN7vs7DrgrL4735LbaiKUioJylUPj3NuaUA5QrXp9thHI8b8d6mxf/+vQ7AeXSNaM7LvzkRjd10P7WgRHf2JECuaz+U0yt/rus8li/jzuUs2yQKuoIz4ACVSkAKGco+Z07v+tuvGmD+8hl73XPPfw57sqrrs3uuORdbweUU9qlTA4+2cveb3UKawIdhKcce3O11QCVOfbOnAkgAAAamklEQVQsffXvdU+G1kEPgHL9NWK1f6t+y95vPT+mvgYB5SwQEfNddV1TFlCVvd/6LmsMGASU4zyeseGO1jdW+XvZObDs/da3WH1B1/dvZva4hQfPd4sWHhx8dNkyA8pZtRb+3RrTB+Epx/NAW20iOpiraLii1X+K12TvTmtMb/r0VSpZ2QPRqtDF94yyY4fVf6ootzU+Wr/LMuzZu899/+7vuQ98azY6p6rvG5pox0W1s9p/0efiPijQhAKAcobKBOGOPHKFe+O5Z2VXakgHT7megCmTg0/2svdbHcaaQAcB5dpugALKWa1q7u/nXXmrO+Pop92b13XGjLb8We3fKmfZ+63nc1/IgyWAcv0qljVAy95v1WkboVzZhZj1zWV+LzsHlr3fKru1GBsElONwxzZCVqv9x+hdZg62nm+N6YBy/Qpa7d/Su+z91vNj59BQX9m9Z6/bt3/WTU0s6r7KysUcUyZAuRiV/NdYY7r1u3wqoFzxesCdUKAJBQDlclR+6qmn3OVXXO1efMJxXSh3/49+7D71mevcOy+8wL3ohb+N8FWhX8rk4JO97P1Wh7EMUEC5uQZomQVB2QVJbH1KA/PxndNu6aFTbt68zt2p0KGKMtfdji1dQr9b7d96btn7refH1BegXL+Kqe1b10HZ+606tfrTIDzlAOWsWgv/bkGFQUC5mHGj+BeXu9Nq/9bTy95vPd8a0wcF5dq6sWW1f0vvsvdbz4/pC6meclYbiSkToFyMSv5rLHvS+l0+FVCueD3gTijQhAKAcjkqM5Rbs/rV7lUnvzK7UkO593zqZvd//Nf4U/Ze//99353//Efd2tfG3yOLuOVH33eXbXbu8lOdW/XClzbRRqLf8X/9z9vdS5/rCn9b2futgrJ2X/zf/LptvO129/1fuaT6rKLMZduE9d1Ffy+ih3xX2futcsf0BdI2pa9UUeYq2oT17UV+t9q/9cyy91vPp9+t+krtKzFtxCoXtYnr/2O5C40b1v11/m7pZb277P3W863+ZP3ue37ZMlfRJqzvLvp72bGj7P1Wua2+UKQ+qyhz2TZhfXfR34voMYg5NDS2FekrZb+Zvr+KNlG0zvLuKzsHWv2nijJbfcH6XZeh7DfT8z63/la3fdeCJNu6Ci2sZxRp3/KZVWhjldHqC9bvofpMsYv1M5pox5Yuod9D7fvww6aKPhL3QYHGFACUy5E6xlPuquu/5N70x2saq7Bf/Own7rrND7sLTj3aPe8/HdvYe/EiKAAFoAAUgAJQAApAASgABYZTAYI4WD8MZ92h1MUVAJQrrh3ubE4BQDlDayunXHNVhTc1rcCu3Xvd7IFZN7m4l1+j6TLgfWkK6PDVtLtxddsVeGLnjFty6ISbz/HJbS8wyperwP+a3uUOWbTQLTx4AZQaQQViDnoYwc8e2U/atftpN3vAucnFC0f2G8f5w3w55cZZj1H7dgpffXrPPvesqUNG7dPwPVBgJBQAlDOq0Tp9dSRaAT7CqwCg3PA1DEC54auzlBIDyqWo1f5rAeXaX0dlSggoV0a99t0LKNe+OqmyRIByVarZvmcByrWvTlAiKCAVAJSLaA+f//ItbsPGW7MrV618gbvs0ovdxMRExJ24ZJgVAJQbvtoDlBu+OkspMaBcilrtvxZQrv11VKaEgHJl1GvfvYBy7auTKksEKFelmu17FqBc++oEJYICgHJoA1AgQgFAuQiRWnYJoFzLKqTi4gDKVSzogB8HKDfgCqj59YByNQvc8OMB5RoWvOHXAco1LHjDrwOUa1hwvA4KJCoAT7lEwXD5+CgAKDd8dQ0oN3x1llJiQLkUtdp/LaBc++uoTAkB5cqo1757AeXaVydVlghQrko12/csQLn21QlKBAWkAoByaA9QIKAAoNzwNQ1AueGrs5QSA8qlqNX+awHl2l9HZUoIKFdGvfbdCyjXvjqpskSAclWq2b5nAcq1r05QIigAKIc2AAUiFACUixCpZZcAyrWsQiouDqBcxYIO+HGAcgOugJpfDyhXs8ANPx5QrmHBG34doFzDgjf8OkC5hgXH66BAogLwlEsUDJePjwKAcsNX14Byw1dnKSUGlEtRq/3XAsq1v47KlBBQrox67bsXUK59dVJliQDlqlSzfc8ClGtfnaBEUEAqACiH9gAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxusEocP+Pfuw+9Znr3DsvvMC96IW/PZhC4K1QAApAASgABaAAFGiJAldedW1Wkkve9faWlAjFgAJQAApAASgwfgqMJJQjAPPxT37G7dq1y61a+QJ32aUXu4mJiUprlwyZ7951T/eZZ69d49547lnd//7Ond/NIBD9PWfpEveRy97rnnv4c/rKQOX83PVfcH/xnov6fpPlpxsIJL3q5FdWWv5hfdhTTz3lLr/iardl60/7PuGVJ52Ya1SmQjldB746/PyXb3EbNt6alSPUzqidHHnkir62QdfLe0PtY1jrSJab6+vJnU/29YFfPfa4+8jln8gu9fWNIt+OOiuiWnX3cJ0etuSwysdcX7/X42LMmEv97pe/3D5nrMCY22kHPC5pbXm+q3ouQr1W1/9SniT7ijV3pjxXXmvZSDxePP7Ezuw2X9sK2Uj6Xm1/FS3zsN9XxPa1oBzqsR2tIjQ2V1k62FBVqhn/LLke4LuqnmvpuVb96vk4NK6G1jVyrKhr7R2vKq6EAsOnwEhCOa4GMjxvvf3btSwQ/9/P/YM7/03nZjCNB7q3/rc3ZPBMAyAacH9434PdckiDUgMZ/u1Nrzs7exZ9w+f+/gvufe++EB5ezjmeNF58wnFzQFde90uFcqT7z3+5vfsOmmyeePLX3Tqk32+8aUMXKGnDVk6yPmCr75XPHr5hJFxirq9du3e53z3pxK6epM+/3XWP2717d2VQDnU22JbD4+2uPbvdW89/Q6XjFY2L19/4Zffnb31ztsGix0VrzM2DEBhze+2G+uU/f+dfs42ESy5+W6Z1Bkb+/vPZ+MdzXFUtDfValZLFnhOC1MWe1ruLxv08G0nP47r/5tlIvntpE7bqtllWg0Hen2L75kE51OMga7G/P1159Wezf5g45JDavBphQzVf33otwfDsW9/5V3fR2/5bpQWy6leOBdouooLkrWvkOpeuJeeJpYcdWltbrVQYPAwKtESBsYJyejdC7kTQYPTU7t1u9649mRfW4sWLo0GYNhK1oRsCQr5dYA3wikKolrSvyoth6RHafec6oMXmD+/7UVauFA8BH4STHnC+iZXeoXeUfOVPBYaVi1rjA/l7X3nSy9x377rXvfuiP8ve9slr/tbRv33tn77VhXIp/TPGMwJ1VmPFeh5Nbf2VrzjRffd79/R5h3KffMXvvMz98798d44HM495hyxelPXNmH6pDcbYMdcHITDm9kM58iTMxsdXnJhtDFG9rlp5dNZXebNI77hznfkM+ZTxDfXabJ+V/UH3A22fVGkj6WeH5nWfjeSbay1vr2ZVHfzbJJSbeWpX5pXOfVfbJSna+YCojPZAPdZT99QP1m+81f2X1a9xN9y0oS+6RtefBrLaJqYSxthPdB1sqHrqUz41pv+FogB4bv1dsqW//u1S6xq6+b//zTV9G6qhsul1jW/eD62J6lcUb4ACw6vA2EA5qqIvrN/o3rBubbb7Twbo5n/51z5Ppx/c/2AXxGkDNa+K9YCkBzLfgEXPi4FybEDR/yLnR76nHOt86u/958wjS+pLv9Fu+ul/9Orst1CdhOrZtwskvfVCC88YKJdalmEabthIX7P61ZnnIf391pErsv+f/pc9BicnFif1zxgNUGcxKlVzDbVhAq0EXR/8yUN9Hso6rJXeSLuo3H+KhOXo/hY75sZAuXEec1mfNav/IFsEnv/Gde7LGza5c88+w/3131zTXdjf8pXb3Kpjjs68IbWnuNY4ZtHBrRD1Wk1/jH1KKpSrykaKBWuxUC7FXovVZpivqwvK+byKpdd/aOxEPZZrTdS+6e+s//JH2dxJ9hSntMmDcjzXsseStamtSwkbqly9xdxt2T86KkCO2Tz3vuRFx2Xrw9S1hKzfh3/28zl5t0PjagyUS9mMi9EJ10CBcVBgbKCczilnGf9l3P9jBqwQlPMNZCmLmlFvtL4cRBwCTDBAGogSCC09bMmcCSdWV10n8rlsGMVCOaofPdGlTqTDVMdSq+OOPSbbiVu86JAuvNEGfezi3NIAdWYpVO3vNF6Sh5zPMAyFQXBI/y1f/XpfeL9VMt/CInbM9UE5jLk9xaU+pOkvtm1356xd46jvam8bvkvXB9U377hTege9+x6qX9Sr1fKr/z0VylEJeHOwjI3ku9c3H/tgjjWeVJ0/uHrV639iXVDO8spKgXKox7h2QOMiha6uW7sm2wTR9mNenWjQkgLlYEPF1U8VV+koEZnWSNevdjbQB9gVXdfEOolwH9e5sn3lxOF6VbQOPGOcFBgrKKdDbmSIaoyx4WsYdJ/OBxbrteEbBBna8AEC/M5Yd/NRb7x5RoV08ZY6UJiyD8r5FuhaP+0FQr+nhKBqWCDvl4dVpIRLD1Mda4Ap9dDeEin9M08D1FmzLcQHqeUYGApt4HyfKVCO36VzlcSOuaE+r41iUnAcx1ypT97C3rc5IvXifk7esDF5XVGvzfZZflsTUM5nI5XxlKOy++b6mLD3wajc/FvrgHKox+brkdu6HENTHAoIysWEF8PuHUzd+t7KcyH9RocUUm5Oeagg/TtDO7KtNPgquq7xbU7GespRmXxh0qN8iF17WgxKMkoKjA2Uo8lJJgNOmdhCO68+I4WhmjzhL+RFFYJysoHpXbJRanxFvsWCcqEFYBFvGB/c4TJr2BabU873zfQeChXjxOpFdGnrPT5gw2WVmnF4ceiwlJTdv1DSb9RZPa1Ew1R+Cxtk9N/ay0oae7FQLgRuUsbcGIN1nMfckD4SrP7Oy17cl8Q5b5OC6ua813cOLQr9oV7r6ZcxT60byoVsJG37pOQi830XvYdzIMZ896hfUzWUQz0OrsWQ9hrKUGl4E6RqTznYvYOra59tTAdcaa80vq7KdY30cCePTPoL2d0+ZwOtmoyeGLyiKAEUGA4FRhrKyQFFD146Tj/VUy4PEuh3hXYbYqBcLIwYjuZWvpR5UE7nlKO3UT3Tn/aUs/IdWL/7EuDSe3TeP2vyGuXQVdIjBcrJHT+rf/paEuqsfP8q8gTf+KbDliWU8yXzl6dT+8pghd3EjrkxUG6cx9wUKMc5AX3jLtfXkzufzD1dGfVapMdVc4/W3jenPfTTh4MnjFvhq3n9SL+7zMYl8snNbQ9Se5/WMr+uNd6hHqvpb0WeErIPZd+Tm1r0Dso5R3/kZcX/zWM1AzfOrazLBBuqSC2Vu8e3oSD7nLaF6W3X/cMX3Zlr/jDzTpN2s1V/1u9WhAN/qbWusd5TTjHcDQVGV4GRg3KhU2qoCuWOE0Ea+qPQRtoVSIFyPjddetaqlS/IJkLyrMsrh+9+GXohyzmOIVR53c1axGltpZs3GaK7du3qPl6evqvf6Qtn4/bCXh/yGln3dJ2+X4anyjKOatgq6xkL5Sj3VEr/9LUR1FnzE1Vef2TAc/6bzs085R5/Yme3gHJci1lUh7zx5LiZN+b6wt306dvsjTDOY24MlKPxT+pJY9jiQxa5339V54CdWMOdrkO9Nt9n8+YtOQbTwv2HD/y4e9Jj1TaSnqtlf7RsJPkNCFvttKG88U/2M7JV6KRrOlGZ+msedIuxdVGP9fXhUASG9Go6+j/9VgbiKB0KjcW//3uvdA9t/Vl3LSLr/nnPOyIr7Dl/fLrXexk2VH11GXpyTCi+vobHPN/8WWZdo9NSaFsob10jy4Kw1ebbEd44GgqMHJQbjWrBV0ABKAAFRkOBUfcGHY1aqvYr5Gm8BNzxBwWgABSAAoNVwBeiONgS4e1lFIBHWhn1cC8UaJ8CgHLtqxOUCApAASgwMgoAyo1MVUZ/SEyYcPTDcCEUgAJQAAoUUkB7N+V5UhV6AW4amAKAcgOTHi+GArUoAChXi6x4KBSAAlAACkABKAAFoAAUgAJQAApAASgABaAAFAgrACiH1gEFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAohzYABaAAFIACUAAKQAEoAAWgABSAAlAACkABKAAFGlYAUK5hwfE6KAAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoACiHNgAFoAAUgAJQAApAASgABaAAFIACUAAKQAEoAAUaVgBQrmHB8TooAAWgABSAAlAACkABKAAFoAAUgAJQAApAASgAKIc2AAWgABSAAlAACkABKAAFoAAUgAJQAApAASgABRpWAFCuYcHxOigABaAAFIACUAAKQAEoAAWgABSAAlAACkABKPD/A/N+kgzwvPjOAAAAAElFTkSuQmCC",
"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": 62,
"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": 63,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 63,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def collect_cashflows(c, s):\n",
" s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n",
" s.storage_case.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n",
" s.storage_case.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]: #, 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": 65,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calculate_financials(c, s):\n",
" for case in s.cases:\n",
" case.calculate_ebitda()\n",
"\n",
" for case in [s.hpcase, s.storage_case]: #, 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": 66,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
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"mode": "lines",
"name": "Total demand",
"text": "",
"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": 67,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n",
" kind='box',\n",
" title='Smurfit Kappa: Source and Sink temperatures',\n",
" color=recoygreen,\n",
" yTitle='Temperature in degrees C',\n",
" legend=False,\n",
" asFigure=True,\n",
" dimensions=(800, 400)\n",
")\n",
"demands_fig"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n",
" 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n",
" 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n",
" 'Combined Result'],\n",
" dtype='object')"
]
},
"execution_count": 68,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 69,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "Tsource (NDG) -after",
"text": "",
"type": "scatter",
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"temp_comparison = pd.concat([s.storage_case.data[['tsource_ndg', 'tsource_vdg']], s.storage_case.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": 70,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"tsource_ndg 2019-01-18 19:20:00+01:00\n",
"tsource_vdg 2019-01-22 17:00:00+01:00\n",
"dtype: datetime64[ns, Europe/Amsterdam]"
]
},
"execution_count": 70,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmin()"
]
},
{
"cell_type": "code",
"execution_count": 71,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"mean Tsource_vdg before storage: 63.65065328506303\n",
"mean Tsource_vdg after storage: 63.65070689460981\n",
"max Tsource_vdg before storage: 70.07\n",
"max Tsource_vdg after storage: 85.046\n",
"mean Tsource_ndg before storage: 62.173798927326374\n",
"mean Tsource_ndg after storage: 62.846474406006955\n",
"max Tsource increase: 72.69300000000001\n",
"charging intensivity: 50232\n",
"discharging intensivity: 12098\n",
"charging intensivity: True\n",
"4.15989259766242\n"
]
}
],
"source": [
"print(f\"mean Tsource_vdg before storage: {s.storage_case.data['Tsource (VDG)'].mean()}\")\n",
"print(f\"mean Tsource_vdg after storage: {s.storage_case.data['tsource_vdg'].mean()}\")\n",
"print(f\"max Tsource_vdg before storage: {s.storage_case.data['Tsource (VDG)'].max()}\")\n",
"print(f\"max Tsource_vdg after storage: {s.storage_case.data['tsource_vdg'].max()}\")\n",
"print(f\"mean Tsource_ndg before storage: {s.storage_case.data['Tsource (NDG)'].mean()}\")\n",
"print(f\"mean Tsource_ndg after storage: {s.storage_case.data['tsource_ndg'].mean()}\")\n",
"print(f\"max Tsource increase: {(s.storage_case.data['tsource_ndg']-s.storage_case.data['Tsource (NDG)']).max()}\")\n",
"print(f\"charging intensivity: {sum(s.storage_case.data['to_storage_MW']!= 0)}\")\n",
"print(f\"discharging intensivity: {sum(s.storage_case.data['from_storage_MW']!= 0)}\")\n",
"# 98007 times out of 525600, the storage is used to charge/dischage\n",
"# from 39 000 to 110 000 discharge time increases\n",
"print(f\"charging intensivity: {sum(s.storage_case.data['tsource_vdg'])!= sum(s.storage_case.data['Tsource (VDG)'])}\")\n",
"# print(f\"increase in T(vdg) source: {s.storage_case.data.loc['2019-09-15 00:00:00']}\")\n",
"print(79013/18994)"
]
},
{
"cell_type": "code",
"execution_count": 72,
"metadata": {},
"outputs": [],
"source": [
"# s.storage_case.data.loc['2019-01-04 07:45:00']"
]
},
{
"cell_type": "code",
"execution_count": 73,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Tsource (NDG) -after | \n",
" Tsource (VDG) - after | \n",
" Tsource (NDG) - before | \n",
" Tsource (VDG) - before | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 18.748 | \n",
" 60.796 | \n",
" 18.748 | \n",
" 60.796 | \n",
"
\n",
" \n",
" | 2019-01-01 00:15:00+01:00 | \n",
" 17.950 | \n",
" 54.580 | \n",
" 17.950 | \n",
" 54.580 | \n",
"
\n",
" \n",
" | 2019-01-01 00:30:00+01:00 | \n",
" 23.050 | \n",
" 65.140 | \n",
" 23.050 | \n",
" 65.140 | \n",
"
\n",
" \n",
" | 2019-01-01 00:45:00+01:00 | \n",
" 20.735 | \n",
" 65.108 | \n",
" 20.735 | \n",
" 65.108 | \n",
"
\n",
" \n",
" | 2019-01-01 01:00:00+01:00 | \n",
" 18.350 | \n",
" 64.810 | \n",
" 18.350 | \n",
" 64.810 | \n",
"
\n",
" \n",
" | ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
"
\n",
" \n",
" | 2019-09-16 22:45:00+02:00 | \n",
" 66.685 | \n",
" 65.870 | \n",
" 66.685 | \n",
" 65.870 | \n",
"
\n",
" \n",
" | 2019-09-16 23:00:00+02:00 | \n",
" 85.691 | \n",
" 65.890 | \n",
" 66.620 | \n",
" 65.890 | \n",
"
\n",
" \n",
" | 2019-09-16 23:15:00+02:00 | \n",
" 66.511 | \n",
" 65.915 | \n",
" 66.511 | \n",
" 65.915 | \n",
"
\n",
" \n",
" | 2019-09-16 23:30:00+02:00 | \n",
" 66.470 | \n",
" 65.940 | \n",
" 66.470 | \n",
" 65.940 | \n",
"
\n",
" \n",
" | 2019-09-16 23:45:00+02:00 | \n",
" 66.775 | \n",
" 65.960 | \n",
" 66.775 | \n",
" 65.960 | \n",
"
\n",
" \n",
"
\n",
"
24860 rows × 4 columns
\n",
"
"
],
"text/plain": [
" Tsource (NDG) -after Tsource (VDG) - after \\\n",
"2019-01-01 00:00:00+01:00 18.748 60.796 \n",
"2019-01-01 00:15:00+01:00 17.950 54.580 \n",
"2019-01-01 00:30:00+01:00 23.050 65.140 \n",
"2019-01-01 00:45:00+01:00 20.735 65.108 \n",
"2019-01-01 01:00:00+01:00 18.350 64.810 \n",
"... ... ... \n",
"2019-09-16 22:45:00+02:00 66.685 65.870 \n",
"2019-09-16 23:00:00+02:00 85.691 65.890 \n",
"2019-09-16 23:15:00+02:00 66.511 65.915 \n",
"2019-09-16 23:30:00+02:00 66.470 65.940 \n",
"2019-09-16 23:45:00+02:00 66.775 65.960 \n",
"\n",
" Tsource (NDG) - before Tsource (VDG) - before \n",
"2019-01-01 00:00:00+01:00 18.748 60.796 \n",
"2019-01-01 00:15:00+01:00 17.950 54.580 \n",
"2019-01-01 00:30:00+01:00 23.050 65.140 \n",
"2019-01-01 00:45:00+01:00 20.735 65.108 \n",
"2019-01-01 01:00:00+01:00 18.350 64.810 \n",
"... ... ... \n",
"2019-09-16 22:45:00+02:00 66.685 65.870 \n",
"2019-09-16 23:00:00+02:00 66.620 65.890 \n",
"2019-09-16 23:15:00+02:00 66.511 65.915 \n",
"2019-09-16 23:30:00+02:00 66.470 65.940 \n",
"2019-09-16 23:45:00+02:00 66.775 65.960 \n",
"\n",
"[24860 rows x 4 columns]"
]
},
"execution_count": 73,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"temp_comparison.resample('15T').min()"
]
},
{
"cell_type": "code",
"execution_count": 74,
"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": 75,
"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": 76,
"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": 77,
"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": 78,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"date = s.baseline.data.index[0].strftime('%Y-%m-%d')"
]
},
{
"cell_type": "code",
"execution_count": 79,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"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": 80,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"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": 81,
"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": 82,
"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": 83,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Heatpump only | \n",
" Heatpump + Storage | \n",
"
\n",
" \n",
" \n",
" \n",
" | Total net volume (MWh) | \n",
" -26,724 | \n",
" -27,103 | \n",
"
\n",
" \n",
" | Total exported to grid (MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total consumed from grid (MWh) | \n",
" 26,724 | \n",
" 27,103 | \n",
"
\n",
" \n",
" | Total nominated volume (MWh) | \n",
" -26,724 | \n",
" -26,724 | \n",
"
\n",
" \n",
" | Absolute imbalance volume (MWh) | \n",
" - | \n",
" 442 | \n",
"
\n",
" \n",
" | Mean selling price (€/MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Mean buying price (€/MWh) | \n",
" 42 | \n",
" 42 | \n",
"
\n",
" \n",
" | Total day-ahead result (€) | \n",
" -1,126,079 | \n",
" -1,126,079 | \n",
"
\n",
" \n",
" | Total POS result (€) | \n",
" - | \n",
" 4,569 | \n",
"
\n",
" \n",
" | Total NEG result (€) | \n",
" - | \n",
" -4,075 | \n",
"
\n",
" \n",
" | Total imbalance result (€) | \n",
" - | \n",
" 494 | \n",
"
\n",
" \n",
" | Total combined result (€) | \n",
" -1,126,079 | \n",
" -1,125,585 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Total net volume (MWh) -26,724 -27,103\n",
"Total exported to grid (MWh) - -\n",
"Total consumed from grid (MWh) 26,724 27,103\n",
"Total nominated volume (MWh) -26,724 -26,724\n",
"Absolute imbalance volume (MWh) - 442\n",
"Mean selling price (€/MWh) - -\n",
"Mean buying price (€/MWh) 42 42\n",
"Total day-ahead result (€) -1,126,079 -1,126,079\n",
"Total POS result (€) - 4,569\n",
"Total NEG result (€) - -4,075\n",
"Total imbalance result (€) - 494\n",
"Total combined result (€) -1,126,079 -1,125,585"
]
},
"execution_count": 83,
"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": 84,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Heatpump only | \n",
" Heatpump + Storage | \n",
"
\n",
" \n",
" \n",
" \n",
" | Gasboiler OPEX (€) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Gas consumption costs (€) | \n",
" 2,276,598 | \n",
" 2,276,598 | \n",
"
\n",
" \n",
" | CO2 emission costs (€) | \n",
" 774,453 | \n",
" 774,453 | \n",
"
\n",
" \n",
" | Gas taxes (€) | \n",
" 560,213 | \n",
" 560,213 | \n",
"
\n",
" \n",
" | Heatpump VDG OPEX (€) | \n",
" -46,600 | \n",
" -46,600 | \n",
"
\n",
" \n",
" | Heatpump NDG OPEX (€) | \n",
" -15,400 | \n",
" -15,400 | \n",
"
\n",
" \n",
" | Result on electricity market (€) | \n",
" -1,126,079 | \n",
" -1,125,585 | \n",
"
\n",
" \n",
" | Electricity taxes (€) | \n",
" -25,388 | \n",
" -25,748 | \n",
"
\n",
" \n",
" | Grid transport costs (€) | \n",
" -194,357 | \n",
" -194,805 | \n",
"
\n",
" \n",
" | HotWaterStorage OPEX (€) | \n",
" - | \n",
" -8,500 | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" 2,203,441 | \n",
" 2,194,626 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Gasboiler OPEX (€) - -\n",
"Gas consumption costs (€) 2,276,598 2,276,598\n",
"CO2 emission costs (€) 774,453 774,453\n",
"Gas taxes (€) 560,213 560,213\n",
"Heatpump VDG OPEX (€) -46,600 -46,600\n",
"Heatpump NDG OPEX (€) -15,400 -15,400\n",
"Result on electricity market (€) -1,126,079 -1,125,585\n",
"Electricity taxes (€) -25,388 -25,748\n",
"Grid transport costs (€) -194,357 -194,805\n",
"HotWaterStorage OPEX (€) - -8,500\n",
"EBITDA (€) 2,203,441 2,194,626"
]
},
"execution_count": 84,
"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": 85,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Year 0 | \n",
" Year 1 | \n",
" Year 2 | \n",
" Year 3 | \n",
" Year 4 | \n",
" Year 5 | \n",
" Year 6 | \n",
" Year 7 | \n",
" Year 8 | \n",
" Year 9 | \n",
" Year 10 | \n",
" Year 11 | \n",
" Year 12 | \n",
"
\n",
" \n",
" \n",
" \n",
" | CAPEX (€) | \n",
" -6,231,000 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Regular Earnings (€) | \n",
" | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
"
\n",
" \n",
" | Irregular Cashflows (€) | \n",
" | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
" 3,105,743 | \n",
"
\n",
" \n",
" | Depreciations (€) -/- | \n",
" | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
"
\n",
" \n",
" | EBIT (€) | \n",
" | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
" 2,857,743 | \n",
"
\n",
" \n",
" | Income tax (Vpb.) (€) | \n",
" | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
" -701,186 | \n",
"
\n",
" \n",
" | NOPLAT (€) | \n",
" | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
" 2,156,557 | \n",
"
\n",
" \n",
" | Depreciations (€) +/+ | \n",
" | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
"
\n",
" \n",
" | Free Cash Flow (€) | \n",
" -6,231,000 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
" 2,404,557 | \n",
"
\n",
" \n",
" | Simple Payback Period | \n",
" 2.6 years | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | IRR (%) | \n",
" 38% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | WACC (%) | \n",
" 10% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV of explicit period (€) | \n",
" 9,229,920 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Discounted residual value (€) | \n",
" 1,037,143 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV (€) | \n",
" 10,267,063 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Year 0 Year 1 Year 2 Year 3 \\\n",
"CAPEX (€) -6,231,000 \n",
"Regular Earnings (€) 3,105,743 3,105,743 3,105,743 \n",
"Irregular Cashflows (€) - - - \n",
"EBITDA (€) 3,105,743 3,105,743 3,105,743 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,857,743 2,857,743 2,857,743 \n",
"Income tax (Vpb.) (€) -701,186 -701,186 -701,186 \n",
"NOPLAT (€) 2,156,557 2,156,557 2,156,557 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 \n",
"Free Cash Flow (€) -6,231,000 2,404,557 2,404,557 2,404,557 \n",
"Simple Payback Period 2.6 years \n",
"IRR (%) 38% \n",
"WACC (%) 10% \n",
"NPV of explicit period (€) 9,229,920 \n",
"Discounted residual value (€) 1,037,143 \n",
"NPV (€) 10,267,063 \n",
"\n",
" Year 4 Year 5 Year 6 Year 7 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,105,743 3,105,743 3,105,743 3,105,743 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,105,743 3,105,743 3,105,743 3,105,743 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,857,743 2,857,743 2,857,743 2,857,743 \n",
"Income tax (Vpb.) (€) -701,186 -701,186 -701,186 -701,186 \n",
"NOPLAT (€) 2,156,557 2,156,557 2,156,557 2,156,557 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,404,557 2,404,557 2,404,557 2,404,557 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) \n",
"\n",
" Year 8 Year 9 Year 10 Year 11 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,105,743 3,105,743 3,105,743 3,105,743 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,105,743 3,105,743 3,105,743 3,105,743 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,857,743 2,857,743 2,857,743 2,857,743 \n",
"Income tax (Vpb.) (€) -701,186 -701,186 -701,186 -701,186 \n",
"NOPLAT (€) 2,156,557 2,156,557 2,156,557 2,156,557 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,404,557 2,404,557 2,404,557 2,404,557 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) \n",
"\n",
" Year 12 \n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,105,743 \n",
"Irregular Cashflows (€) - \n",
"EBITDA (€) 3,105,743 \n",
"Depreciations (€) -/- -248,000 \n",
"EBIT (€) 2,857,743 \n",
"Income tax (Vpb.) (€) -701,186 \n",
"NOPLAT (€) 2,156,557 \n",
"Depreciations (€) +/+ 248,000 \n",
"Free Cash Flow (€) 2,404,557 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) "
]
},
"execution_count": 85,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BusinessCaseReport(s.hpcase).show()"
]
},
{
"cell_type": "code",
"execution_count": 86,
"metadata": {
"tags": [
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},
"outputs": [
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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": 87,
"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": 88,
"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"
],
"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"
],
"y": [
0,
4660000,
4660000
]
},
{
"marker": {
"color": "rgba(221, 67, 59, 0.6)",
"line": {
"color": "rgba(221, 67, 59, 1.0)",
"width": 1
}
},
"name": "Heatpump NDG CAPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
1540000,
1540000
]
},
{
"marker": {
"color": "rgba(243, 210, 104, 0.6)",
"line": {
"color": "rgba(243, 210, 104, 1.0)",
"width": 1
}
},
"name": "HotWaterStorage CAPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
0,
425000
]
}
],
"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": [
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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": 89,
"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"
],
"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"
],
"y": [
-2276598.08,
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"
],
"y": [
-774452.69,
0,
0
]
},
{
"marker": {
"color": "rgba(243, 210, 104, 0.6)",
"line": {
"color": "rgba(243, 210, 104, 1.0)",
"width": 1
}
},
"name": "Gas taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-560212.66,
0,
0
]
},
{
"marker": {
"color": "rgba(70, 165, 121, 0.6)",
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"width": 1
}
},
"name": "Heatpump VDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-46600,
-46600
]
},
{
"marker": {
"color": "rgba(109, 82, 107, 0.6)",
"line": {
"color": "rgba(109, 82, 107, 1.0)",
"width": 1
}
},
"name": "Heatpump NDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-15400,
-15400
]
},
{
"marker": {
"color": "rgba(242, 165, 65, 0.6)",
"line": {
"color": "rgba(242, 165, 65, 1.0)",
"width": 1
}
},
"name": "Result on electricity market (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-1126078.69,
-1125584.7
]
},
{
"marker": {
"color": "rgba(20, 85, 97, 0.6)",
"line": {
"color": "rgba(20, 85, 97, 1.0)",
"width": 1
}
},
"name": "Electricity taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-25387.54,
-25747.75
]
},
{
"marker": {
"color": "rgba(42, 42, 42, 0.6)",
"line": {
"color": "rgba(42, 42, 42, 1.0)",
"width": 1
}
},
"name": "Grid transport costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-194356.53,
-194804.56
]
},
{
"marker": {
"color": "rgba(42, 42, 42, 0.6)",
"line": {
"color": "rgba(42, 42, 42, 0.8999999999999999)",
"width": 1
}
},
"name": "HotWaterStorage OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
0,
-8500
]
},
{
"line": {
"color": "#2a2a2a"
},
"marker": {
"color": "#2a2a2a",
"line": {
"color": "#2a2a2a",
"width": 3
},
"size": 20,
"symbol": "line-ew"
},
"mode": "markers",
"name": "EBITDA (€)",
"type": "scatter",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-3611263.43,
-1407822.76,
-1416637.01
]
}
],
"layout": {
"barmode": "relative",
"height": 600,
"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": [
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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": 90,
"metadata": {},
"outputs": [],
"source": [
"# ebitda_report.show(comparison='relative')"
]
},
{
"cell_type": "code",
"execution_count": 91,
"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": [
-3.61126343,
-1.40782276,
-1.41663701
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-3611263.43,
-1407822.76,
-1416637.01
]
}
],
"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": [
[
0,
"#0d0887"
],
[
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],
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[
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],
[
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],
[
0.6666666666666666,
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],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
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[
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],
[
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[
0.6666666666666666,
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[
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],
[
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],
[
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],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
}
],
"histogram2d": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
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[
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],
[
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""
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}
],
"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": 92,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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"orientation": "v",
"text": [
10.267062851901558,
9.919725648116767
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
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"Heatpump + Storage"
],
"y": [
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}
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sdAYnQIAAAQIECBAgQIAAAQIECBCIKqCUi5qcuQkQIECAAAECBAgQIECAAAECBMIKKOXCRmdwAgQIECBAgAABAgQIECBAgACBqAJKuajJmZsAAQIECBAgQIAAAQIECBAgQCCsgFIubHQGJ0CAAAECBAgQIECAAAECBAgQiCqglIuanLkJECBAgAABAgQIECBAgAABAgTCCijlwkZncAIECBAgQIAAAQIECBAgQIAAgagCSrmoyZmbAAECBAgQIECAAAECBAgQIEAgrIBSLmx0BidAgAABAgQIECBAgAABAgQIEIgqoJSLmpy5CRAgQIAAAQIECBAgQIAAAQIEwgoo5cJGZ3ACBAgQIECAAAECBAgQIECAAIGoAkq5qMmZmwABAgQIECBAgAABAgQIECBAIKyAUi5sdAYnQIAAAQIECBAgQIAAAQIECBCIKqCUi5qcuQkQIECAAAECBAgQIECAAAECBMIKKOXCRmdwAgQIECBAgAABAgQIECBAgACBqAJKuajJmZsAAQIECBAgQIAAAQIECBAgQCCsgFIubHQGJ0CAAAECBAgQIECAAAECBAgQiCqglIuanLkJECBAgAABAgQIECBAgAABAgTCCijlwkZncAIECBAgQIAAAQIECBAgQIAAgagCSrmoyZmbAAECBAgQIECAAAECBAgQIEAgrIBSLmx0BidAILrAs88+n+ae+VHaf7+Z6FsxPwECBAgQIBBQ4Kmnt6fZvV+Q9tprj4DTG5kAAQLxBZRy8TO0AwIEggoo5YIGZ2wCBAgQINASAaVcS4K0DQIEwgoo5cJGZ3ACBKILKOWiJ2h+AgQIECAQW0ApFzs/0xMgEF9AKRc/QzsgQCCogFIuaHDGJkCAAAECLRFQyrUkSNsgQCCsgFIubHQGJ0AguoBSLnqC5idAgAABArEFlHKx8zM9AQLxBZRy8TO0AwIEKhB4/H8+mX7z3/9uuuS9v5ROOuHohRWfntueLvu/rk9bvnFf72fn/fIZ6df+9ZuXnOj//S//X7rhDzYt/P6v/NLPpwt/9a29f87WuGD9lenQQw5Ml/+f56f9Zn/8BRB33f1Auuy3fjcd9dLDF/18cJE//dJfpvX/4caFH680SwVsliBAgAABAgQaLKCUa3A4RiNAoBMCSrlOxGyTBAiMK9Bfuu3/v+yXLv/gry8q5f7dhz/au/S/f/97Fkq1977rzPTG1758tyWza/3H6/4wXfArb02H/cRB6ZHHvp8u/D9+J11wzlt7x+fF3z/8cC6dv+tn2UWyNb79ne+lffedWbKUy8q+Wz79+UXz/eFtn0vHH/3iRfOO6+A8AgQIECBAoH0CSrn2ZWpHBAjEElDKxcrLtAQI1CQw7E65YT/rL+lWGnXrUz9Mv/nb16efPemf9u6uy693+utfmbZ84970W+9/d3rw4UfSx//bn6SfWvtP0j0P/O3QUm6pu/hWWt/vEyBAgAABAt0WUMp1O3+7J0CgfgGlXP0ZmIAAgQACw4qv7LHS37ripvTBS89ZuBstu2PtL//6vmUfM823mz3y+pu//ZH0gYv+9aI75bJHZG/94y+l1/7sielvv/t4+qkXHdb767DrDj4+m1379H/2s7079/wiQIAAAQIECCwnoJTz+iBAgEC9Akq5ev2tToBAEIGlSrkrP/Jf0//973699zhq9qtIKZd/dtx3Hv2fafAz5fLPrcuudcVHPpF+4pADe3fM3fKpzy1Z9mWfJXfrH3+xUBEYhNuYBAgQIECAQAUCSrkKkC1BgACBZQSUcl4eBAgQKCAwjTvllnp8NbtT7qgj1va+QOKsf3Fa7y66pcq+wTvlXnz4T6TrNl6yUBIW2JpDCBAgQIAAgY4KKOU6GrxtEyDQGAGlXGOiMAgBAk0WmMZnyj377PO9b2L9ux88ufBFEcO+4TVzWe4OPJ8p1+RXjtkIECBAgEBzBZRyzc3GZAQIdENAKdeNnO2SAIEJBZYqvlb69tXs97//xLbeo6VPP709XfefP5X+9wv+t7Tf7MzCt6+++fWnLPqih+xOuZNOOHrRxCs9FuvbVycM2OkECBAgQCCIQPaZtpf91u+mp/7h6d7EG//tuUO/9T3fznLHf/pPvpp++6qb0nm/fEbvvUj+K3tfkf3B4eDPB4ny4/KfrzRLEGJjEiBAoDIBpVxl1BYiQCCiwLAvUjj5xGMXPr9t8PcH37z2l3JZEZf98+2f/4sFiqU+U27UUi67YPbZcuv/w40L117pjXTEPMxMgAABAgS6LJB/Lu1733Vmr4jL/tv/H6/9w3T5B399tz/Qy5xWOj4r5X7v5j9KL9xvduEzcvM/iPyHH86lX9j1B4fDzLP3NPfc9/Cij8245mO3pre9+XU+RqPLL1J7J0BgJAGl3EhcDiZAgEB5Atnjq3PP/Cjtv99MeRd1JQIECBAgQKC1AoN3zud/OPjylx276E63HGCl47NS7o//7M50wrE/lWb32ad3jeycuR070j0P/G1a6rrZ3XeDX3bVWnQbI0CAwBQFlHJTxHVpAgQILCeglPP6IECAAAECBEYRGPZxFv0fpTF4rZWOz0u5959/drr8I7eky957dvrPn7w9/crbTu/987BSrv9b5PP13J0/SoqOJUCAwD8KKOW8GggQIFCTgFKuJnjLEiBAgACBoALZHWq/dcVN6YOXnrPwuOpypdxKx+el3BUbzk+3fOpz6Ytfuyud9sqT0tlvfX3vW+CXuwPvbx/7u94XVflFgAABAuMLKOXGt3MmAQIEJhJQyk3E52QCBAgQINBJgcEvV8gQlrtTbbnj+0u5Bx9+ZOGR1P32m1mylBu8U67/s3Y7GYhNEyBAYAIBpdwEeE4lQIDAJAJKuUn0nEuAAAECBAhknyn3wQ9/LL3zX/3zoV/0MCg0eHx/KZd9IVX+a6XPqvOZcl57BAgQKEdAKVeOY+uucsvf/HlalVb19jWf5nt/Hfzn5X6WnzPpMf3r59da7trjzjh47fw6Zex/qWsXMVpu/9mM2TXyvw7zKfKz/vPzF/I4PytrnmEzTHrtaTrm115uxqUy2vn8fHr2+efT3i/Ys3X/DrEhAk0TOHy/Q9JrXvSypo1lHgIECEwkMPjoan4X28+/7pVDv/hh8PhxS7lsaN++OlF0TiZAgMCPe5Yfzj3z48alxb+uvObGtGbNYenss85YtMtbbt2UbvvM7b2fHfXSI9L6yy5Is7OzaW5uLm28/Lq0ddvWtGH9penQQw7uHfP9HzyRNmy8ovf3/T9vI925n70qvXCv2TZuzZ4INEZgfn4+7ZyfT3usXt2YmQxCoI0Cz84/n/7VMa9RyrUxXHsi0EGBrAy7/fN/0dv54GOrw0q55Y6fpJTL1h98NHbjvz03vfG1L+9gKrZMgACB8QRaXcr1l25nvuX0RaXcHXduTjd/8raFci0r7rJfl1x07kIpt33H9vSKk09aOC+73te33JV27NjRiVLumANflPbda5/xXlnOIkBgRYGdO3em53buTC/Y051yK2I5gMAEAvc++R2l3AR+TiVAoL0CTz29Pc3u/YK01157tHeTdkaAAIEGC7S6lMvdh90pN/iz/pJu39mZ3p1y604+MW3e8o108fnv7l3q6us/1vvZZz/3BaVcg1/URiMQRUApFyUpc0YXUMpFT9D8BAhMS0ApNy1Z1yVAgEAxgU6WcvnjqT99wrELd8Hdc+/96dobbkoXnndOesmL1/ZKudPfeFp65LHHe5Jr1xzW+/vsr/132BVjjndU9viqO+Xi5WbiWAJKuVh5mTaugFIubnYmJ0BgugJKuen6ujoBAgRWEuh0KZeVbqeesq5ntFQpd+zRR6YPXXV9mtl7n94dc/c98NCiUu5Hzz63knHI37/g89eko/dfm/bda++Q8xuaQASB7PPkdu6cT3vu4TPlIuRlxrgC9239bnrrUaemVx9+QtxNmJwAAQJTEJjb/qO09157pj329F5kCrwuSaATAi/Yy0fxTBJ0p0u5InfKZaVd/6Oug59F9/dP75jEv7HnXnLH9enIFx6eZpVyjc3IYC0QmE+9L3pYvfrH33TsFwEC0xF4cNuj6c0vOSWd8pPHT2cBVyVAgEBQgexb4LMvnFq9ynuRoBEam0DtAi/cz+fQTxJCJ0u5DKzIZ8r130mXIw+WcpPgN/lcj682OR2ztUXA46ttSdI+mi7g8dWmJ7T7fF/+7l+n//Htr8cb3MQEggk89/zOtMfqVWmVUi5YcsaNKLDxNT/+rHq/CPQLdLaUK/Ltq0o5377qXxcEpimglJumrmsT+EcBpVy8V0NWyv23+7+cDp05IN7wJiYQSOC57E65VavTKnftB0rNqBEFvvMPf5dufNP7Io5u5ikLtLqUu+XWTem2z9y+QDgzM5Pef/F56fjjjun9rP/3j3rpEWn9ZRek2dnZlH8RhFJOKTfl//25fMcFlHIdfwHYfmUCSrnKqEtbKC/ljjvoxaVd04UIENhd4EfPPZf2zB5fXe0z5bw+CExL4IfP7kj3b/2uUm5awMGv2+pSLng2tY7v8dVa+S3eEQGlXEeCts3aBZRytUcw8gBKuZHJnEBgLAGl3FhsTiIwkoBSbiSuzh2slOtc5MU2rJQr5uQoApMIKOUm0XMugeICSrniVk05UinXlCTM0XYBpVzbE7a/Jggo5ZqQQnNnUMo1N5taJ1PK1cpv8Y4IKOU6ErRt1i6glKs9gpEHUMqNTOYEAmMJKOXGYnMSgZEElHIjcXXuYKVc5yIvtmGlXDEnRxGYREApN4mecwkUF1DKFbdqypFKuaYkYY62Cyjl2p6w/TVBQCnXhBSaO4NSrrnZ1DqZUq5Wfot3REAp15GgbbN2AaVc7RGMPIBSbmQyJxAYS0ApNxabkwiMJKCUG4mrcwcr5ToXebENK+WKOTmKwCQCSrlJ9JxLoLiAUq64VVOOVMo1JQlztF1AKdf2hO2vCQJKuSak0NwZlHLNzabWyZRytfJbvCMCSrmOBG2btQso5WqPYOQBlHIjkzmBwFgCSrmx2JxEYCQBpdxIXJ07WCnXuciLbVgpV8zJUQQmEVDKTaLnXALFBZRyxa2acqRSrilJmKPtAkq5tidsf00QUMo1IYXmzqCUa242tU6mlKuV3+IdEVDKdSRo26xdQClXewQjD6CUG5nMCQTGElDKjcXmJAIjCSjlRuLq3MFKuc5FXmzDSrliTo4iMImAUm4SPecSKC6glCtu1ZQjlXJNScIcbRdQyrU9YftrgoBSrgkpNHcGpVxzs6l1MqVcrfwW74iAUq4jQdtm7QJKudojGHkApdzIZE4gMJaAUm4sNicRGElAKTcSV+cOVsp1LvJiG1bKFXNyFIFJBJRyk+g5l0BxAaVccaumHKmUa0oS5mi7gFKu7QnbXxMElHJNSKG5MyjlmptNrZMp5Wrlt3hHBJRyHQnaNmsXUMrVHsHIAyjlRiZzAoGxBJRyY7E5icBIAkq5kbg6d7BSrnORF9uwUq6Yk6MITCKglJtEz7kEigso5YpbNeVIpVxTkjBH2wWUcm1P2P6aIKCUa0IKzZ1BKdfcbGqdTClXK7/FOyKglOtI0LZZu4BSrvYIRh5AKTcymRMIjCWglBuLzUkERhJQyo3E1bmDlXKdi7zYhpVyxZwcRWASAaXcJHrOJVBcQClX3KopRyrlmpKEOdouoJRre8L21wQBpVwTUmjuDEq55mZT62RKuVr5Ld4RAaVcR4K2zdoFlHK1RzDyAEq5kcmcQGAsAaXcWGxOIjCSgFJuJK7OHayU61zkxTaslCvm5CgCkwgo5SbRcy6B4gJKueJWTTlSKdeUJMzRdgGlXNsTtr8mCCjlmpBCc2dQyjU3m1onU8rVym/xjggo5ToStG3WLqCUqz2CkQdQyo1M5gQCYwko5cZicxKBkQSUciNxde5gpVznIi+2YaVcMSdHEZhEQCk3iZ5zCRQXUMoVt2rKkUq5piRhjrYLKOXanrD9NUFAKdeEFJo7g1KuudnUOplSrlZ+i3c/TcooAAAgAElEQVREQCnXkaBts3YBpVztEYw8gFJuZDInEBhLQCk3FpuTCIwkoJQbiatzByvlOhd5sQ0r5Yo5OYrAJAJKuUn0nEuguIBSrrhVU45UyjUlCXO0XUAp1/aE7a8JAkq5JqTQ3BmUcs3NptbJlHK18lu8IwJKuY4EbZu1Cyjlao9g5AGUciOTOYHAWAJKubHYnERgJAGl3EhcnTtYKde5yIttWClXzMlRBCYRUMpNoudcAsUFlHLFrZpypFKuKUmYo+0CSrm2J2x/TRBQyjUhhebOoJRrbja1TqaUq5Xf4h0RUMp1JGjbrF1AKVd7BCMPoJQbmcwJBMYSUMqNxeYkAiMJKOVG4urcwUq5zkVebMNKuWJOjiIwiYBSbhI95xIoLqCUK27VlCOVck1JwhxtF1DKtT1h+2uCgFKuCSk0dwalXHOzqXUypVyt/BbviIBSriNB22btAkq52iMYeQCl3MhkTiAwloBSbiw2JxEYSUApNxJX5w5WynUu8mIbVsoVc3IUgUkElHKT6DmXQHEBpVxxq6YcqZRrShLmaLuAUq7tCdtfEwSUck1IobkzKOWam02tkynlauW3eEcElHIdCdo2axdQytUewcgDKOVGJnMCgbEElHJjsTmJwEgCSrmRuDp3sFKuc5EX27BSrpiTowhMIqCUm0TPuQSKCyjlils15UilXFOSMEfbBZRybU/Y/pogoJRrQgrNnaHTpdyV19yYNm+5q5fOwQcdkDasvzQdesjBaW5uLm28/Lq0ddvWhZ9lx3z/B0+kDRuv6B2fH9vcaCebTCk3mZ+zCRQRUMoVUXIMgckFlHKTG1Z9BaVc1eLW66qAUq6rydt3lQJKuSq1463V2VLulls3pW/efV9af9kFaXZ2NvX/cxZjVspt37E9veLkk9LZZ53RSzY75utb7ko7duxQysV7rZuYQOMElHKNi8RALRVQysULVikXLzMTxxRQysXMzdSxBJRysfKqetrOlnLZXXLZr0suOrf31zvu3Jxu/uRtvbJt39mZXim37uQT0+Yt30gXn//u3jFXX/+x3s8++7kvKOWqfqVaj0ALBZRyLQzVlhopoJRrZCzLDqWUi5eZiWMKKOVi5mbqWAJKuVh5VT1tZ0u5e+69P3346hvSy44/tlfMZSXdmjWH9e6Kyx9fPf2Np6VHHnu8l8naNYf1/j77a17eZY+6tvWXx1fbmqx9NUlAKdekNMzSZgGlXLx0lXLxMjNxTAGlXMzcTB1LQCkXK6+qp+1sKZcXb9kjqo8+9vjQz5TLSrljjz4yfeiq69PM3vv07pi774GHFpVyO370XNWZVbLeRZ+/Jh19wNo0u9felaxnEQJdFJifn0/P75xPe+6xuovbt2cClQncv/W76RePPDW9+vATKlvTQpMJfOXRu9OnH7ojHXPgiya7kLMJEFhW4Lnnd6Y9Vq9Kq1atIkWAwJQE5p59Jj2w7ZF0zT+7aEor1HvZfV6wZ70DBF+9s6Vc/51xWYbZ58V9+StfW/T4albKnXrKukV30fU/5prdKff0D3cEfwkMH/99X74+HfnCw5VyrUzXppoiMD+fUlbMrV7tjXBTMjFHOwUe2PZoOuOIU9IpP3l8OzfYwl3d+b170qaH70xHH3B4C3dnSwSaI7Bz53yvkNPJNScTk7RPICvlHvr7R9NVrzm/fZtLKe237z6t3FdVm+pkKdf/eGpWumW/ssdZr73hpnTheeekl7x4be8z5fJSrj+MwVKuqqCqXsfjq1WLW6+LAh5f7WLq9lyHgMdX61CfbE2Pr07m52wCRQU8vlpUynEExhfw+Or4dl04s5OlXBZsdqfck1ufWvTtq0vdKaeU68L/FOyRQPUCSrnqza3YTQGlXLzclXLxMjNxTAGlXMzcTB1LQCkXK6+qp+1sKZffLffgtx7umR980AEL36g67E66PBh3ylX9ErUegfYKKOXam62dNUtAKdesPIpMo5QrouQYApMLKOUmN3QFAisJKOVWEur273e2lOt27Cvv3uOrKxs5gsCkAkq5SQWdT6CYgFKumFOTjlLKNSkNs7RZQCnX5nTtrSkCSrmmJNHMOZRyzcyl9qmUcrVHYIAOCCjlOhCyLTZCQCnXiBhGGkIpNxKXgwmMLaCUG5vOiQQKCyjlClN18kClXCdjX3nTSrmVjRxBYFIBpdykgs4nUExAKVfMqUlHKeWalIZZ2iyglGtzuvbWFAGlXFOSaOYcSrlm5lL7VEq52iMwQAcElHIdCNkWGyGglGtEDCMNoZQbicvBBMYWUMqNTedEAoUFlHKFqTp5oFKuk7GvvGml3MpGjiAwqYBSblJB5xMoJqCUK+bUpKOUck1KwyxtFlDKtTlde2uKgFKuKUk0cw6lXDNzqX0qpVztERigAwJKuQ6EbIuNEFDKNSKGkYZQyo3E5WACYwso5camcyKBwgJKucJUnTxQKdfJ2FfetFJuZSNHEJhUQCk3qaDzCRQTUMoVc2rSUUq5JqVhljYLKOXanK69NUVAKdeUJJo5h1KumbnUPpVSrvYIDNABAaVcB0K2xUYIKOUaEcNIQyjlRuJyMIGxBZRyY9M5kUBhAaVcYapOHqiU62TsK29aKbeykSMITCqglJtU0PkEigko5Yo5NekopVyT0jBLmwWUcm1O196aIqCUa0oSzZxDKdfMXGqfSilXewQG6ICAUq4DIdtiIwSUco2IYaQhlHIjcTmYwNgCSrmx6ZxIoLCAUq4wVScPVMp1MvaVN62UW9nIEQQmFVDKTSrofALFBJRyxZyadJRSrklpmKXNAkq5Nqdrb00RUMo1JYlmzqGUa2YutU+llKs9AgN0QEAp14GQbbERAkq5RsQw0hBKuZG4HExgbAGl3Nh0TiRQWEApV5iqkwcq5ToZ+8qbVsqtbOQIApMKKOUmFXQ+gWICSrliTk06SinXpDTM0mYBpVyb07W3pggo5ZqSRDPnKLWUu/KaG9OTW59K6y+7IM3Ozi7a8dzcXNp4+XXpoAP3T5dcdG4zNUy1IKCU82IgMH0Bpdz0ja1AIBNQysV7HSjl4mVm4pgCSrmYuZk6loBSLlZeVU9bWin3/R88kTZsvCK9421nplNPWTd0H3fcuTnd/Mnb0ob1l6ZDDzm46r1abwQBpdwIWA4lMKaAUm5MOKcRGFFAKTciWAMOV8o1IAQjdEJAKdeJmG2yZgGlXM0BNHz5Uku5D111fXrPO9+ejj/umKHbvufe+9NHP/6J9IH3na+Ua/gLQynX8ICM1woBpVwrYrSJAAJKuQAhDYyolIuXmYljCijlYuZm6lgCSrlYeVU9bamlXP+dcrfcuimtXXPYorvm3ClXdbzjr6eUG9/OmQSKCijliko5jsBkAkq5yfzqOFspV4e6NbsooJTrYur2XLWAUq5q8VjrlVbKZdvOPlMu+5V9ZlxeyuUc2SOt/b8fi6l70yrlupe5HVcvoJSr3tyK3RRQysXLXSkXLzMTxxRQysXMzdSxBJRysfKqetpSS7n8yxyyTRz50heno488oref7dt3pC/e8Rdp67atPk+u6oTHXE8pNyac0wiMIKCUGwHLoQQmEFDKTYBX06lKuZrgLds5AaVc5yK34RoElHI1oAdastRSLt93dkfc5i13LWJYd/JJvnU10AtDKRcoLKOGFVDKhY3O4MEElHLBAkspKeXiZWbimAJKuZi5mTqWgFIuVl5VTzuVUi7bxLDHV6venPXGF1DKjW/nTAJFBZRyRaUcR2AyAaXcZH51nK2Uq0Pdml0UUMp1MXV7rlpAKVe1eKz1plbKxWIw7aCAUs5rgsD0BZRy0ze2AoFMQCkX73WglIuXmYljCijlYuZm6lgCSrlYeVU9rVKuavEg6ynlggRlzNACSrnQ8Rk+kIBSLlBYu0ZVysXLzMQxBZRyMXMzdSwBpVysvKqeVilXtXiQ9ZRyQYIyZmgBpVzo+AwfSEApFygspVy8sEwcWkApFzo+wwcRUMoFCaqmMZVyNcE3fVmlXNMTMl8bBJRybUjRHiIIKOUipLR4RnfKxcvMxDEFlHIxczN1LAGlXKy8qp5WKVe1eJD1lHJBgjJmaAGlXOj4DB9IQCkXKKxdoyrl4mVm4pgCSrmYuZk6loBSLlZeVU+rlKtaPMh6SrkgQRkztIBSLnR8hg8koJQLFJZSLl5YJg4toJQLHZ/hgwgo5YIEVdOYUynlvv+DJ9KGjVekJ57cttu2Dj7ogLRh/aXp0EMOrmnLli0ioJQrouQYApMJKOUm83M2gaICSrmiUs05zp1yzcnCJO0WUMq1O1+7a4aAUq4ZOTR1iqmUcldec2Nvv5dcdG5T922uFQSUcl4iBKYvoJSbvrEVCGQCSrl4rwOlXLzMTBxTQCkXMzdTxxJQysXKq+ppSy/lsrvkPnTV9ek973x7Ov64Y6rej/VKElDKlQTpMgSWEVDKeXkQqEZAKVeNc5mrKOXK1HQtAksLKOW8OghMX0ApN33jyCt0upSbm5tLGy+/Lj34rYd7GZ75ltPT2WedkfKfb922ddGjtvljudmxbX8EVykX+X/WZo8ioJSLkpQ5owso5eIlqJSLl5mJYwoo5WLmZupYAkq5WHlVPW3ppVy2gezx1TVrDusVXE39lRdvP33CsbvNmf/e9h3b0ytOPmnh92+5dVP6+pa70o4dO5RyTQ3WXAQCCSjlAoVl1NACSrl48Snl4mVm4pgCSrmYuZk6loBSLlZeVU87lVLunnvvT//9M7enSy74tTQ7O1v1ngqtlxVsjz32+NDPvctLuXUnn5g2b/lGuvj8d/euefX1H0vZzz77uS8o5QopO4gAgeUElHJeHwSqEVDKVeNc5ipKuTI1XYvA0gJKOa8OAtMXUMpN3zjyCqWXcst982oG1ZRvX83u5tu85a6F7GZmZtL7Lz6v9zl4eSl3+htPS4889njvmLVrDuv9ffbXmz95m1Iu8qve7AQaIqCUa0gQxmi9gFIuXsRKuXiZmTimgFIuZm6mjiWglIuVV9XTll7KVb2BcdbrL91OPWVd7xLZnXNf/srXemXbvrMzvc+ay0q5Y48+svfFFTN779O7Y+6+Bx5aVMrteObZcUZo/DkX/fk16egDXpRm99q78bMakEBUgfmd8+n5+fm05x6ro27B3ARCCNy/9bvpF498dXr1mhNCzGvIlL7y2N3p0w99JR1z4ItwECAwRYHnnt+Z9li1Kq1avWqKq7g0gW4LzD37THpg23fTNa+7qJUQ++y9Vyv3VdWmlHK7Srn8Dr93vO3M9DMn/vRCKZeVdv2fkXfHnZsXlXJPzz1TVVaVrvO+L12XjnzhWqVcpeoW65rAfJpPWTG3erVSrmvZ22+1Ag889Ug644hXpVN+8vhqF7ba2AJ3fu+etOnhr6aj91879jWcSIDAygLZXftZIZf9n18ECExHICvlHvr7R9JVr71gOgvUfNX9Zt3IM0kEnSzlMrDBL6PISrnsjrj3vPPt6SUvXruolOsHHizlJsFv8rm+fbXJ6ZitLQIeX21LkvbRdAGPrzY9od3n8/hqvMxMHFPA46sxczN1LAGPr8bKq+ppSyvl8jvN3vT6n+t9EcITT24bupemfKZcVq599Pc/sfA5ctnjq9+8+760/rIft9f546v54635ZpRyVb9ErUegvQJKufZma2fNElDKNSuPItMo5YooOYbA5AJKuckNXYHASgJKuZWEuv37pZVyERmzIu62z9zeG72/LBz2mXNKuYgJm5lAswWUcs3Ox3TtEVDKxctSKRcvMxPHFFDKxczN1LEElHKx8qp62k6XclVjR1rP46uR0jJrVAGlXNTkzB1NQCkXLbGUlHLxMjNxTAGlXMzcTB1LQCkXK6+qp1XKVS0eZD2lXJCgjBlaQCkXOj7DBxJQygUKa9eoSrl4mZk4poBSLmZupo4loJSLlVfV0yrlqhYPsp5SLkhQxgwtoJQLHZ/hAwko5QKFpZSLF5aJQwso5ULHZ/ggAkq5IEHVNKZSrib4pi+rlGt6QuZrg4BSrg0p2kMEAaVchJQWz+hOuXiZmTimgFIuZm6mjiWglIuVV9XTllbK5d++mm1gw/pL06GHHFz1XqxXooBSrkRMlyKwhIBSzkuDQDUCSrlqnMtcRSlXpqZrEVhaQCnn1UFg+gJKuekbR16htFIuQ8iLuSee3NYzufC8c9Kpp6yL7NPZ2ZVynY3exisUUMpViG2pTgso5eLFr5SLl5mJYwoo5WLmZupYAkq5WHlVPW2ppVz/8Fdec2PavOWu3o/WnXxSuuSic6vem/UmEFDKTYDnVAIFBZRyBaEcRmBCAaXchIA1nK6UqwHdkp0UUMp1MnabrlhAKVcxeLDlplbK5Q533Lk5XXvDTb1/PPigAzzaGuQFopQLEpQxQwso5ULHZ/hAAkq5QGHtGlUpFy8zE8cUUMrFzM3UsQSUcrHyqnraqZdy+Ybm5ubSxsuvS1u3bVXMVZ3yGOsp5cZAcwqBEQWUciOCOZzAmAJKuTHhajxNKVcjvqU7JaCU61TcNluTgFKuJvggy1ZWyvkiiCCviF1jKuVi5WXamAJKuZi5mTqegFIuXmZKuXiZmTimgFIuZm6mjiWglIuVV9XTTr2U8/hq1ZGWs55SrhxHVyGwnIBSzuuDQDUCSrlqnMtcRSlXpqZrEVhaQCnn1UFg+gJKuekbR15hKqVc/qjqg996uGfjix7ivUSUcvEyM3E8AaVcvMxMHFNAKRcvN6VcvMxMHFNAKRczN1PHElDKxcqr6mlLLeXuuff+9OGrb0jbt2/v7ePC885Jp56yruo9Wa8EAaVcCYguQWAFAaWclwiBagSUctU4l7mKUq5MTdcisLSAUs6rg8D0BZRy0zeOvEJppZzPjIv8Mth9dqVcu/K0m2YKKOWamYup2ieglIuXqVIuXmYmjimglIuZm6ljCSjlYuVV9bSllXJVD2696Qoo5abr6+oEMgGlnNcBgWoElHLVOJe5ilKuTE3XIrC0gFLOq4PA9AWUctM3jrxC6aXcldfcmDZvuatn4rPk4r40lHJxszN5HAGlXJysTBpbQCkXLz+lXLzMTBxTQCkXMzdTxxJQysXKq+ppSy3lbrl1U/rm3fel9ZddkGZnZ1NW0K1Zc1g6+6wzqt6X9SYUUMpNCOh0AgUElHIFkBxCoAQBpVwJiBVfQilXMbjlOiuglOts9DZeoYBSrkLsgEuVVsrl37h6+htPW/hyh+yLHz768U+kD7zv/HToIQcH5OnuyEq57mZv59UJKOWqs7ZStwWUcvHyV8rFy8zEMQWUcjFzM3UsAaVcrLyqnra0Ui77oocPXXV9es87356OP+6Y3j6G/azqDVpvPAGl3HhuziIwioBSbhQtxxIYX0ApN75dXWcq5eqSt27XBJRyXUvcfusQUMrVoR5nzamXchs2XpHe8bYzF+6ei0PT7UmVct3O3+6rEVDKVeNsFQJKuXivAaVcvMxMHFNAKRczN1PHElDKxcqr6mmVclWLB1lPKRckKGOGFlDKhY7P8IEElHKBwto1qlIuXmYmjimglIuZm6ljCSjlYuVV9bSllnLZXXFPPLlt2T0cfNABacP6S33GXNVJj7ieUm5EMIcTGENAKTcGmlMIjCGglBsDreZTlHI1B2D5zggo5ToTtY3WKKCUqxE/wNKllXIB9mrEEQSUciNgOZTAmAJKuTHhnEZgRAGl3IhgDThcKdeAEIzQCQGlXCditsmaBZRyNQfQ8OWVcg0PqK7xlHJ1yVu3SwJKuS6lba91Cijl6tQfb22l3HhuziIwqoBSblQxxxMYXUApN7pZl84orZTLvmnV46vteeko5dqTpZ00V0Ap19xsTNYuAaVcvDyVcvEyM3FMAaVczNxMHUtAKRcrr6qnLa2UW2nwK6+5MW3eclfymXIrSTXj95VyzcjBFO0WUMq1O1+7a46AUq45WRSdRClXVMpxBCYTUMpN5udsAkUElHJFlLp7zNRLuTvu3JyuveGmnvCF552TTj1lXXe1A+1cKRcoLKOGFVDKhY3O4MEElHLBAkspKeXiZWbimAJKuZi5mTqWgFIuVl5VTzu1Um5ubi5tvPy69OC3Hk7rTj4pXXLRuVXvzXoTCCjlJsBzKoGCAkq5glAOIzChgFJuQsAaTlfK1YBuyU4KKOU6GbtNVyyglKsYPNhyUynlbrl1U7rtM7enmZmZ9P6Lz0vHH3dMMBbjKuW8BghMX0ApN31jKxDIBJRy8V4HSrl4mZk4poBSLmZupo4loJSLlVfV05Zayt1z7/3pw1ffkLZv357OfMvp6eyzzqh6P9YrSUApVxKkyxBYRkAp5+VBoBoBpVw1zmWuopQrU9O1CCwtoJTz6iAwfQGl3PSNI69QWimXf/vqgQccmNZfdkGanZ0N45J/7l3+mXf5o7dbt21NG9Zfmg495ODeXvI9Zn/f//MwGx1hUKXcCFgOJTCmgFJuTDinERhRQCk3IlgDDlfKNSAEI3RCQCnXiZhtsmYBpVzNATR8+dJLuSee3Lbslpv27avDvogiL+W279ieXnHySQt3/GWP5X59y11px44dSrmGv7CNRyCCgFIuQkpmbIOAUi5eikq5eJmZOKaAUi5mbqaOJaCUi5VX1dOWVspVPXgZ62WP2370459Iv/aus9O1N/xeesfbzux9O2xeyq07+cS0ecs30sXnv7u33NXXfyxlP/vs576glCsjANcg0HEBpVzHXwC2X5mAUq4y6tIWUsqVRulCBJYVUMp5gRCYvoBSbvrGkVfobCmXFXLX3nBTyh5ZzR5P3bDxit1KudPfeFp65LHHe/muXXNY7++zv978yduUcpFf9WYn0BABpVxDgjBG6wWUcvEiVsrFy8zEMQWUcjFzM3UsAaVcrLyqnraTpVz22XAfuur69J53vr33zbD5Z8UN3imXlXLHHn1k79iZvffp3TF33wMPLSrltj/zbNWZVbLeb/z5NemoA16UZvfau5L1LEKgiwLzO+fTzvmdaY899uji9u2ZQGUCD2z9bvrFI1+dXrXmhMrWtNBkAl997O706Ye+ko4+8EWTXcjZBAgsK/D888+n1atWp1WrV5EiQGBKAnPPPpMe3Pbd9J9ed9GUVqj3sjN771XvAMFX72Qp1/8tsYP5ZXfO/cyJP502Xn5dykq57HHWK6+5Ma1Zc1jvs+Wyz6Drv1Puh3PPBH8JDB//33zpunTUC9cq5VqZrk01RWA+zaedO1PawxvhpkRijpYK3P/UI+mMI16VXvWTx7d0h+3b1le/d0/a9PBX0zH7r23f5uyIQIMEnt85n1avTmlVUso1KBajtEygV8r9/SPpd157Qct29uPt7DvrRp5Jgu1kKTcIttydclkp1/9rsJSbBL/J5/r21SanY7a2CHh8tS1J2kfTBTy+2vSEdp/P46vxMjNxTAGPr8bMzdSxBDy+GiuvqqdVyqW07OOrSrl9qn5NWo9AZwSUcp2J2kZrFlDK1RzAGMsr5cZAcwqBMQSUcmOgOYXAiAJKuRHBOna4Uk4pN/Ql7065jv2bwHZrEVDK1cJu0Q4KKOXiha6Ui5eZiWMKKOVi5mbqWAJKuVh5VT2tUq5q8SDrKeWCBGXM0AJKudDxGT6QgFIuUFi7RlXKxcvMxDEFlHIxczN1LAGlXKy8qp5WKVe1eJD1lHJBgjJmaAGlXOj4DB9IQCkXKCylXLywTBxaQCkXOj7DBxFQygUJqqYxlXI1wTd9WaVc0xMyXxsElHJtSNEeIggo5SKktHhGd8rFy8zEMQWUcjFzM3UsAaVcrLyqnlYpV7V4kPWUckGCMmZoAaVc6PgMH0hAKRcorF2jKuXiZWbimAJKuZi5mTqWgFIuVl5VT6uUq1o8yHpKuSBBGTO0gFIudHyGDySglAsUllIuXlgmDi2glAsdn+GDCCjlggRV05hKuZrgm76sUq7pCZmvDQJKuTakaA8RBJRyEVJaPKM75eJlZuKYAkq5mLmZOpaAUi5WXlVPq5SrWjzIekq5IEEZM7SAUi50fIYPJKCUCxTWrlGVcvEyM3FMAaVczNxMHUtAKRcrr6qnVcpVLR5kPaVckKCMGVpAKRc6PsMHElDKBQpLKRcvLBOHFlDKhY7P8EEElHJBgqppTKVcTfBNX1Yp1/SEzNcGAaVcG1K0hwgCSrkIKS2e0Z1y8TIzcUwBpVzM3EwdS0ApFyuvqqdVylUtHmQ9pVyQoIwZWkApFzo+wwcSUMoFCmvXqEq5eJmZOKaAUi5mbqaOJaCUi5VX1dMq5aoWD7KeUi5IUMYMLaCUCx2f4QMJKOUChaWUixeWiUMLKOVCx2f4IAJKuSBB1TSmUq4m+KYvq5RrekLma4OAUq4NKdpDBAGlXISUFs/oTrl4mZk4poBSLmZupo4loJSLlVfV0yrlqhYPsp5SLkhQxgwtoJQLHZ/hAwko5QKFtWtUpVy8zEwcU0ApFzM3U8cSUMrFyqvqaZVyVYsHWU8pFyQoY4YWUMqFjs/wgQSUcoHCUsrFC8vEoQWUcqHjM3wQAaVckKBqGlMpVxN805dVyjU9IfO1QUAp14YU7SGCgFIuQkqLZ3SnXLzMTBxTQCkXMzdTxxJQysXKq+pplXJViwdZTykXJChjhhZQyoWOz/CBBJRygcLaNapSLl5mJo4poJSLmZupYwko5WLlVfW0SrmqxYOsp5QLEpQxQwso5ULHZ/hAAkq5QGEp5eKFZeLQAkq50PEZPoiAUi5IUDWNqZSrCb7pyyrlmp6Q+dogoJRrQ4r2EEFAKRchpcUzulMuXmYmjimglIuZm6ljCSjlYuVV9bRKuarFg6ynlAsSlDFDCyjlQsdn+EACSrlAYe0aVSkXLzMTxxRQysXMzdSxBJRysfKqelqlXNXiQdZTygUJypihBZRyoeMzfCABpVygsJRy8cIycWgBpVzo+AwfREApFySomsZUytUE3/RllXJNT8h8bRBQyrUhRWnn5TAAABxMSURBVHuIIKCUi5DS4hndKRcvMxPHFFDKxczN1LEElHKx8qp6WqVc1eJB1lPKBQnKmKEFlHKh4zN8IAGlXKCwdo2qlIuXmYljCijlYuZm6lgCSrlYeVU9rVKuavEg6ynlggRlzNACSrnQ8Rk+kIBSLlBYSrl4YZk4tIBSLnR8hg8ioJQLElRNYyrlaoJv+rJKuaYnZL42CCjl2pCiPUQQUMpFSGnxjO6Ui5eZiWMKKOVi5mbqWAJKuVh5VT2tUq5q8SDrKeWCBGXM0AJKudDxGT6QgFIuUFi7RlXKxcvMxDEFlHIxczN1LAGlXKy8qp5WKVe1eJD1lHJBgjJmaAGlXOj4DB9IQCkXKCylXLywTBxaQCkXOj7DBxFQygUJqqYxlXI1wTd9WaVc0xMyXxsElHJtSNEeIggo5SKktHhGd8rFy8zEMQWUcjFzM3UsAaVcrLyqnlYpV7V4kPWUckGCMmZoAaVc6PgMH0hAKRcorF2jKuXiZWbimAJKuZi5mTqWgFIuVl5VT6uUq1o8yHpKuSBBGTO0gFIudHyGDySglAsUllIuXlgmDi2glAsdn+GDCCjlggRV05hKuZrgm76sUq7pCZmvDQJKuTakaA8RBJRyEVJaPKM75eJlZuKYAkq5mLmZOpaAUi5WXlVP29lS7o47N6drb7hpwfuolx6R1l92QZqdnU1zc3Np4+XXpa3btqYN6y9Nhx5ycO+47//gibRh4xW9v+//edWhVbGeUq4KZWt0XUAp1/VXgP1XJaCUq0q6vHWUcuVZuhKB5QSUcl4fBKYvoJSbvnHkFTpbyt1y66a0ds1h6dRT1i2UcAcduH+65KJzF/55+47t6RUnn5TOPuuMXsbZOV/fclfasWOHUi7yq97sBBoioJRrSBDGaL2AUi5exEq5eJmZOKaAUi5mbqaOJaCUi5VX1dN2tpQbhM4Kt2/efV/vbrnsV3an3LqTT0ybt3wjXXz+u3s/u/r6j/V+9tnPfUEpV/Ur1XoEWiiglGthqLbUSAGlXCNjWXYopVy8zEwcU0ApFzM3U8cSUMrFyqvqaZVyu8SvvObG3t/13yl3+htPS4889njv59ldddnfZ3+9+ZO3KeWqfqVaj0ALBZRyLQzVlhopoJRrZCxKuXixmLiFAkq5FoZqS40TUMo1LpJGDaSUSyllny/XX7TlnymXlXLHHn1k+tBV16eZvffp3TF33wMPLTp2+44fNSrQsob5jS9cm47af22a3Wvvsi7pOgQIDAjMz8+nnfPzaY/Vq9kQIDBFgQe2PZJ+8aWvSq9ac8IUV3HpMgW++tjd6dPf+mo6+oC1ZV7WtQgQGBB4fufOtHrVqrRq1So2BAhMSWDu2WfSg089kv7Tz104pRXqvezMPi+od4Dgq3e+lMsKuY/+/ifS+y8+Lx1/3DG9OPtLuewz57K76NasOaz32XKDBd4Pt7ezlPs3X1TKBf/ftvEDCMzPp7Rz53zaYw9vhAPEZcTAAvdveySdcYRSLlKEWSm36eGvpmOUcpFiM2tAgeefn0+rV2elXMDhjUwgiEBeyv3Oae0s5fadUcpN8lLsdCk3rJAbVsr1Aw+WcpPgN/lc377a5HTM1hYBj6+2JUn7aLqAx1ebntDu8/lMuXiZmTimgMdXY+Zm6lgCHl+NlVfV03a2lFuuXBu8U04pV/XL0noEuiGglOtGznZZv4BSrv4MRp1AKTeqmOMJjCeglBvPzVkERhFQyo2i1b1jO1vKZY+kbt5y16LEZ2Zmeo+xvuTFa3vfvpp9plz2+KpSrnv/w7BjAlUIKOWqULYGgZSUcvFeBUq5eJmZOKaAUi5mbqaOJaCUi5VX1dN2tpSrGjraeh5fjZaYeSMKKOUipmbmiAJKuXipKeXiZWbimAJKuZi5mTqWgFIuVl5VT6uUq1o8yHpKuSBBGTO0gFIudHyGDySglAsU1q5RlXLxMjNxTAGlXMzcTB1LQCkXK6+qp1XKVS0eZD2lXJCgjBlaQCkXOj7DBxJQygUKSykXLywThxZQyoWOz/BBBJRyQYKqaUylXE3wTV9WKdf0hMzXBgGlXBtStIcIAkq5CCktntGdcvEyM3FMAaVczNxMHUtAKRcrr6qnVcpVLR5kPaVckKCMGVpAKRc6PsMHElDKBQpr16hKuXiZmTimgFIuZm6mjiWglIuVV9XTKuWqFg+ynlIuSFDGDC2glAsdn+EDCSjlAoWllIsXlolDCyjlQsdn+CACSrkgQdU0plKuJvimL6uUa3pC5muDgFKuDSnaQwQBpVyElBbP6E65eJmZOKaAUi5mbqaOJaCUi5VX1dMq5aoWD7KeUi5IUMYMLaCUCx2f4QMJKOUChbVrVKVcvMxMHFNAKRczN1PHElDKxcqr6mmVclWLB1lPKRckKGOGFlDKhY7P8IEElHKBwlLKxQvLxKEFlHKh4zN8EAGlXJCgahpTKVcTfNOXVco1PSHztUFAKdeGFO0hgoBSLkJKi2d0p1y8zEwcU0ApFzM3U8cSUMrFyqvqaZVyVYsHWU8pFyQoY4YWUMqFjs/wgQSUcoHC2jWqUi5eZiaOKaCUi5mbqWMJKOVi5VX1tEq5qsWDrKeUCxKUMUMLKOVCx2f4QAJKuUBhKeXihWXi0AJKudDxGT6IgFIuSFA1jamUqwm+6csq5ZqekPnaIKCUa0OK9hBBQCkXIaXFM7pTLl5mJo4poJSLmZupYwko5WLlVfW0SrmqxYOsp5QLEpQxQwso5ULHZ/hAAkq5QGHtGlUpFy8zE8cUUMrFzM3UsQSUcrHyqnpapVzV4kHWU8oFCcqYoQWUcqHjM3wgAaVcoLCUcvHCMnFoAaVc6PgMH0RAKRckqJrGVMrVBN/0ZZVyTU/IfG0QUMq1IUV7iCCglIuQ0uIZ3SkXLzMTxxRQysXMzdSxBJRysfKqelqlXNXiQdZTygUJypihBZRyoeMzfCABpVygsHaNqpSLl5mJYwoo5WLmZupYAkq5WHlVPa1SrmrxIOsp5YIEZczQAkq50PEZPpCAUi5QWEq5eGGZOLSAUi50fIYPIqCUCxJUTWMq5WqCb/qySrmmJ2S+Nggo5dqQoj1EEFDKRUhp8YzulIuXmYljCijlYuZm6lgCSrlYeVU9rVKuavEg6ynlggRlzNACSrnQ8Rk+kIBSLlBYu0ZVysXLzMQxBZRyMXMzdSwBpVysvKqeVilXtXiQ9ZRyQYIyZmgBpVzo+AwfSEApFygspVy8sEwcWkApFzo+wwcRUMoFCaqmMZVyNcE3fVmlXNMTMl8bBJRybUjRHiIIKOUipLR4RnfKxcvMxDEFlHIxczN1LAGlXKy8qp5WKVe1eJD1lHJBgjJmaAGlXOj4DB9IQCkXKKxdoyrl4mVm4pgCSrmYuZk6loBSLlZeVU+rlKtaPMh6SrkgQRkztIBSLnR8hg8koJQLFJZSLl5YJg4toJQLHZ/hgwgo5YIEVdOYSrma4Ju+rFKu6QmZrw0CSrk2pGgPEQSUchFSWjyjO+XiZWbimAJKuZi5mTqWgFIuVl5VT6uUq1o8yHpKuSBBGTO0gFIudHyGDySglAsU1q5RlXLxMjNxTAGlXMzcTB1LQCkXK6+qp1XKVS0eZD2lXJCgjBlaQCkXOj7DBxJQygUKSykXLywThxZQyoWOz/BBBJRyQYKqaUylXE3wTV9WKdf0hMzXBgGlXBtStIcIAkq5CCktntGdcvEyM3FMAaVczNxMHUtAKRcrr6qnVcpVLR5kPaVckKCMGVpAKRc6PsMHElDKBQpr16hKuXiZmTimgFIuZm6mjiWglIuVV9XTKuWqFg+ynlIuSFDGDC2glAsdn+EDCSjlAoWllIsXlolDCyjlQsdn+CACSrkgQdU0plKuAPwtt25Kt33m9t6RR730iLT+sgvS7OxsgTPjHqKUi5udyeMIKOXiZGXS2AJKuXj5uVMuXmYmjimglIuZm6ljCSjlYuVV9bRKuRXE77hzc7r5k7elDesvTYcecnC68pobe2dcctG5VWdV6XpKuUq5LdZRAaVcR4O37coFlHKVk0+8oFJuYkIXIFBIQClXiMlBBCYSUMpNxNf6k5VyK0SclXBr1hyWzj7rjN6RgyVdW18hSrm2JmtfTRJQyjUpDbO0WUApFy9dpVy8zEwcU0ApFzM3U8cSUMrFyqvqaZVyy4jPzc2ljZdfl376hGMXSrl77r0/XXvDTenC885Jxx93TNV5VbaeUq4yagt1WEAp1+Hwbb1SAaVcpdylLKaUK4XRRQisKKCUW5HIAQQmFlDKTUzY6gso5QqUcqe/8bR06inrekcOlnI/2Pp0K18gH/jajWm/PWfG39uqlNL8+KcvOnOca41zzlLjjnOtpc4p81rj8NY9V8T1x5l5nHPGydM5BAgUEnhu/vn0L178s2ndP/mnhY53UP0Cm//ub9Iff+cv0p6r9th9mHH+W9p/lf7zx7nWpP+OL7L+cnNNuv5SFkV+nh0z6vpVGY8613Iv83GuVcU5Zb8uxsmm/n89mIBASIGnn9uePvTKdn4E1iEH7hcyk6YMrZQrUMotd6dcW0u5prxAzUGAAAECBAgQIECAAAECBAg0U0ApN1kuSrkV/Lr6mXKTvaycTYAAAQIECBAgQIAAAQIECBAgsJyAUm6F10dXv33V/2wIECBAgAABAgQIECBAgAABAgSmJ6CUK2B7y62b0m2fub135FEvPSKtv+yCNDs7W+BMhxAgQCCWQFe+YTpWKqYlQIAAAQIECBAgQKCNAkq5NqZqTwQ6KpAV6N+8+75FxXlZ35hc1nWaHo1SrukJmY8AAQIEyhaYm5tLGy+/LvV/jnS2xrD3FeOsnX0cTvbrkova+SHvuUn/jQz5zy4875zeF+Z15X3UOK8P5xAg0G0BpVy387d7Aq0SUMpNHqdSbnJDVyBAgACBWAJKucnzGvb+ISvivnDH19L5v/YupdzkxK5AgEBLBZRyLQ3Wtgh0UaBoKbfUI+nf/8ETacPGK9ITT27r8eWPq2d/n/0J+oPfeniBNfuT30cee7x3Z94+M3unb959b+/38j8Rzq/1jred2fsT4uxX/xfHZDN8/a++0fv5o49+b+HczX95V9q85a5F18rPnduxI+3Y/kxvjpmZmfT+i89Lxx93zNCoB/eSz7XStfrfVH/ui1/Z7c7Drvxpfxf/92PPBAgQ6KpA0VIuPy5/P3DmW05PZ591Ro8tK6A+fPUNafv27b1/XnfySb0747L/rl57w00LtNl7i/N+9R3pQ1ddn17+MyemL31lc++c/o/IGXw/k137ox//RPrA+85Phx5ycO/9xJNbn0pbt23tvWfJ3hNk/53/1Kbbd3uPkN+h9oqTT0yf/bMvLpptpbyz9xJXX/+xdPH57+6tu9yv5d4fDLr1v19a6j3Z4NwHH3RA2rD+0vTxm29deJ80+F5o8L1Ptk5/Rj6SaKXE/T4BAnUIKOXqULcmAQJTEShSymXHfPkrX+u9scvf2K5Zc1jvTXX2xjn7lZVo+Ru717z6lb3fG/bYRf7mLi+8+gut7DpZwbdcKZe9Oc6LtcFrDe4le7P71/fct+j4wUd1c9TB/+ci/38U3vOut/f2tty1/uob30w3f/K2nk/2K/t/Gt7zzrf3yj+PnkzlZeuiBAgQIFCzQJFSLhsx+wO6gw7cv1e2Ze8T+v8buemP/iQddeRLFv57mRV0/f/dzc7PH1/N32MceMCBvY/cyK+dPz5bpJR76OFvL3ov0/8eob8gy98DvOz4YxfmHnx/shT/KKXc4PuYwWsOew8x7Av1srIxM/n2dx7plZz53Nn1snn+6PbPpXN++Zd6l8/LyX7DPJ/BTJd7/1fzy8/yBAh0XEAp1/EXgO0TaJPAsM8yyfaX/0nqS168drfPjMneEN7+p18c+gUug29qsz/pzgq4/O60wTfN/XfHHXv0kSuWcv2l2uAb05W++Xm5gmzY7/XvZfBPs/sN+ku5rLTM9vjYY4/33sj3/32bXjf2QoAAAQLdFhh2J1cukt/BlpVEg+8D+u+A7xccLIQG/7s77G76/vcUm/7Hny26U33YnXL9Jd/g+5H+f15q7v7zyyjlsmsMvg/L727L3k+s9N4kO7//mOyfB70H5+x/r5SZ9h/fn8EZP/+Gkd7/dft/DXZPgEDVAkq5qsWtR4DA1ARWulMuL+X6H0PNhul/ZCR745w/Ppr9Xv74yVJ3yvUXa/kbwNPfeFqadik3+Cf0/aiDb97zN8p5uTZKKZdf6zfe+6vp//m9m1O2t/xx3KkF6cIECBAgQKBCgSJ3yuV3buWPp+bj5Y9HDiv28t8rUsr1/wHZtEu55f6QbfBx2/4YVvrojGHFZPaz/M63lUrN/vc2S5Vyg/PlxV92bv8jvsNKueXe/1X4crMUAQIEFgko5bwgCBBojUDRUm6pYqn/MYjZ2dneYxHZr+wusSKlXBvvlMv2nzk8+r3H08w+M0PvKGzNC8hGCBAgQKCTAkVLuf7SZ1gBtdSjk0VKuTbcKTf44lnuTrb8/UX+Piv760p3ymXX++jvf2LhozxGvVPOHyx28n/eNk2g8QJKucZHZEACBIoKrFTKZY+dDn6mSPZG/BP//TPp7f/yLekjH/2DhRIuf4Pe/9kxg5/BstzjItmFss+eyT8fJv9Mlze94bTeZ9QNnjvq46tFPlA5n33YZ8r1vwle7vHV7Lj8T6X7Pyy5aCaOI0CAAAECTRcoUsrl/13P/9ual0gPPvTt9IbXnbrov/mDn0u73Mdd9H+Obf45tMM+wmLwM+T6/zs+yuOro3w+7CifKZe9L1n38pMW3U3f/15l2CO7gyVb/x+ODnvsdtCl/z3dvrMzK77v6v9M4f73f9kfxPpFgACBugSUcnXJW5cAgdIFipRy2aKDn3mSl03935yWPaIxs8/e6aiXvmThg5n7z8u/ffW2z9y+sI/+z07J36zn38SWPSKbfUtrdr1xS7n+x2r7H7kdBrnSt6+OUsoNexy29PBckAABAgQI1CRQpJTLipvBR1T7H+fsf6wyfw/x2lN//GVR/f9N7v/21fzb3rNtD/7BV//HaWR/oPfNv7l/0bevjlLK9X8rbHZe/zeyL0c+Sik37LHX/CNA8jUG30dlheRS34g6rDwc9D98zWFpx44dC1940f8+7vDDf7K37Fvf/KaFonCp9381vewsS4AAgZ6AUs4LgQABAmMKDCsBx7zUiqctd2fciidPeEC2z+xX9v9Y+EWAAAECBAhMJjDsrrHJrrj02aPcGTetGeq47nKfvVvHPNYkQIDAUgJKOa8NAgQIjCnQhVLOm9oxXxxOI0CAAAECSwgo5abz0hi8E67oHYHTmcZVCRAgUExAKVfMyVEECBAgQIAAAQIECBAgQIAAAQIEShNQypVG6UIECBAgQIAAAQIECBAgQIAAAQIEigko5Yo5OYoAAQIECBAgQIAAAQIECBAgQIBAaQJKudIoXYgAAQIECBAgQIAAAQIECBAgQIBAMQGlXDEnRxEgQIAAAQIECBAgQIAAAQIECBAoTUApVxqlCxEgQIAAAQIECBAgQIAAAQIECBAoJqCUK+bkKAIECBAgQIAAAQIECBAgQIAAAQKlCSjlSqN0IQIECBAgQIAAAQIECBAgQIAAAQLFBJRyxZwcRYAAAQIECBAgQIAAAQIECBAgQKA0AaVcaZQuRIAAAQIECBAgQIAAAQIECBAgQKCYgFKumJOjCBAgQIAAAQIECBAgQIAAAQIECJQmoJQrjdKFCBAgQIAAAQIECBAgQIAAAQIECBQTUMoVc3IUAQIECBAgQIAAAQIECBAgQIAAgdIElHKlUboQAQIECBAgQIAAAQIECBAgQIAAgWICSrliTo4iQIAAAQIECBAgQIAAAQIECBAgUJqAUq40ShciQIAAAQIECBAgQIAAAQIECBAgUExAKVfMyVEECBAgQIAAAQIECBAgQIAAAQIEShNQypVG6UIECBAgQIAAAQIECBAgQIAAAQIEigko5Yo5OYoAAQIECBAgQIAAAQIECBAgQIBAaQJKudIoXYgAAQIECBAgQIAAAQIECBAgQIBAMQGlXDEnRxE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""
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],
"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": 93,
"metadata": {
"tags": [
"exclude"
]
},
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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": 94,
"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": "Simple Payback Time",
"orientation": "v",
"text": [
2.6,
2.8
],
"textposition": "outside",
"texttemplate": "%{text:.1f} years",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
2.6,
2.8
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"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"
],
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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": 95,
"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": "COP",
"orientation": "v",
"text": [
5.451284214521727,
5.558287029096045
],
"textposition": "outside",
"texttemplate": "%{text:.1f}",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
5.451284214521727,
5.558287029096045
]
}
],
"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": {
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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": 96,
"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": 97,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\recoy\\recoy - documents\\03 - libraries\\29 - pyrecoy modelling framework\\v1.2\\pyrecoy\\pyrecoy\\framework.py:40: UserWarning:\n",
"\n",
"The chosen timeperiod spans 259.9576388888889 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n",
"\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning: Entries missing from dataset 'imbalanceRT_nl.csv'.\n",
"Issue solved: Dataset was reindexed automatically.\n",
"Wall time: 5.63 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_14820/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"data\\ttf_prices_1T_20190101_20191231.csv\n",
"data\\ttf_prices_1T_20190101_20191231.csv\n"
]
}
],
"source": [
"%time result = routine(c, _s)\n",
"npv = result.hpcase.npv\n",
"npv"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"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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