{
"cells": [
{
"cell_type": "markdown",
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"source": [
"#### Imports"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"tags": [
"exclude"
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},
"outputs": [
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"data": {
"text/html": [
" \n",
" "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"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"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"* aFRR can help optimisation case\n",
"* SDE++ should be included\n",
"* Tsource sensitivity really gives interesting insights\n",
"* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n",
"* AP TNO: Update/verify COP curve\n",
"* AP TNO: Update CAPEX\n",
"* AP Mark: \n",
" * Create graphs on COP curve with different Tsource, Tsink\n",
" * Generate table and output in .csv (send it to Andrew)\n",
"* Investigate opportunity to lower the COP and negative electricity prices\n",
" * Technically feasible, but not really needed/possible to do it in this project\n",
"* Could be interesting to run this model on a usecase with higher delta T\n",
"* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
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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 = '2019-12-31'\n",
" \n",
" hp_vdg_e_power = 23.3 # MW\n",
" hp_ndg_e_power = 7.7 # MW\n",
" hp_min_load = 0\n",
" hp_lifetime = 25\n",
" hp_capex = 200_000 # EUR/MWth\n",
" hp_opex = 0.01 # in % of CAPEX\n",
" hp_devex = 0.005 # in % of CAPEX\n",
" \n",
" gb_power = 35 # MW\n",
" gb_efficiency = 0.9\n",
" \n",
" storage_power = 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"
]
},
"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 365.99930555555557 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_8620/332434720.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",
" s.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.demand = load_demand_data(c, s)\n",
" return s\n",
"\n",
"s = setup_model(c)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
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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": [],
"source": [
"# s.demand.iplot()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"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",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 63.658798 | \n",
" 138.637674 | \n",
" 17.636712 | \n",
" 62.176305 | \n",
" 145.351645 | \n",
" 5.823824 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 6.422773 | \n",
" 14.328580 | \n",
" 5.123252 | \n",
" 10.252555 | \n",
" 14.896056 | \n",
" 1.691697 | \n",
" 6.814125 | \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",
" 64.892000 | \n",
" 126.074000 | \n",
" 17.014000 | \n",
" 63.516000 | \n",
" 131.551500 | \n",
" 5.612000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 64.991000 | \n",
" 142.450000 | \n",
" 19.892000 | \n",
" 64.313000 | \n",
" 148.490000 | \n",
" 6.540000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 65.076000 | \n",
" 151.730000 | \n",
" 20.819000 | \n",
" 65.546000 | \n",
" 158.100000 | \n",
" 6.880000 | \n",
" 27.690000 | \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 525600.000000 525600.000000 525600.000000 525600.000000 \n",
"mean 63.658798 138.637674 17.636712 62.176305 \n",
"std 6.422773 14.328580 5.123252 10.252555 \n",
"min 25.310000 82.480000 0.000000 13.540000 \n",
"25% 64.892000 126.074000 17.014000 63.516000 \n",
"50% 64.991000 142.450000 19.892000 64.313000 \n",
"75% 65.076000 151.730000 20.819000 65.546000 \n",
"max 70.070000 166.020000 23.250000 73.470000 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand \n",
"count 525600.000000 525600.000000 525600.000000 \n",
"mean 145.351645 5.823824 23.460537 \n",
"std 14.896056 1.691697 6.814125 \n",
"min 106.330000 0.000000 0.000000 \n",
"25% 131.551500 5.612000 22.676000 \n",
"50% 148.490000 6.540000 26.441000 \n",
"75% 158.100000 6.880000 27.690000 \n",
"max 172.050000 7.650000 30.900000 "
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.demand.describe()"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Load in data"
]
},
{
"cell_type": "code",
"execution_count": 10,
"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": 11,
"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": 12,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def load_data(c, s):\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=s.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=s.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",
" 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', 2022, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.eb_ode_e = get_tax_rate('electricity', 2022, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2022, 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": 13,
"metadata": {},
"outputs": [
{
"data": {
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"\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",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \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",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \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",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \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",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \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",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \n",
" 64.970 | \n",
" 142.276 | \n",
" 0.0 | \n",
" 20.018 | \n",
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\n",
" \n",
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\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 20.83 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 20.83 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 20.83 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 20.83 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 20.83 \n",
"\n",
" CO2 prices (€/ton) CO2 prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 34.24 6.6 \n",
"2019-01-01 00:01:00+01:00 34.24 6.6 \n",
"2019-01-01 00:02:00+01:00 34.24 6.6 \n",
"2019-01-01 00:03:00+01:00 34.24 6.6 \n",
"2019-01-01 00:04:00+01:00 34.24 6.6 \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": 13,
"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": 14,
"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": 15,
"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": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 13)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"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": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 73)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"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": 18,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"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": 21,
"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": 22,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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",
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},
"metadata": {},
"output_type": "display_data"
}
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_load_curve"
]
},
{
"cell_type": "code",
"execution_count": 24,
"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": 25,
"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": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"cop_curve_new(sourceT, sinkT)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"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": 27,
"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=',')"
]
},
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"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"loads = np.arange(0, 1, 0.01)\n",
"\n",
"cop_series = pd.Series(index=loads, dtype='float')\n",
"load_series = pd.Series(index=loads, dtype='float')\n",
"for load in loads:\n",
" cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n",
" cop_series[load] = cop\n",
" load_series[load] = load / cop "
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""
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},
"metadata": {},
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}
],
"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": 30,
"metadata": {
"tags": [
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},
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_cop_curve = cop_series.iplot(title=f'Heatpump COP curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='COP', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_cop_curve"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "None",
"text": "",
"type": "scatter",
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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": 32,
"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": 33,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)"
]
},
"execution_count": 33,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.assets['HotWaterStorage']"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Optimization"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Strategies"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def baseline_sim(case):\n",
" gasboiler = list(case.assets.values())[0]\n",
" data = case.data\n",
" demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n",
"\n",
" minutes = iter(range(len(case.data)))\n",
" th_output = [0] * len(case.data)\n",
" gas_input = [0] * len(case.data)\n",
"\n",
" for m in minutes:\n",
" th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n",
"\n",
" data['output_MW_th'] = np.array(th_output)\n",
" data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n",
" data['gb_input_MW'] = np.array(gas_input)\n",
" data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n",
" case.data = data.round(5)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" demand_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = iter(range(len(case.data)))\n",
" for m in minutes:\n",
" demand = demand_vdg[m]\n",
" if demand != 0:\n",
" hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n",
" heat_output=demand,\n",
" Tsink=Tsink_vdg[m],\n",
" Tsource=Tsource_vdg[m]\n",
" )\n",
"\n",
" demand = demand_ndg[m]\n",
" if demand != 0:\n",
" hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg[m],\n",
" Tsink=Tsink_ndg[m],\n",
" Tsource=Tsource_ndg[m]\n",
" )\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" 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": 36,
"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": 37,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"52.84691442209342"
]
},
"execution_count": 37,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"31000000/(140*4190)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"# def hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\n",
" \n",
"# from_storage_vdg_MW = 0\n",
"# to_storage_vdg_MW = 0 \n",
"# from_storage_ndg_MW = 0\n",
"# to_storage_ndg_MW = 0 \n",
" \n",
"# if neg < dam - c.threshold:\n",
"# # overproduce\n",
"# desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n",
"# e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
"# to_storage_vdg_MW = th_load_vdg - demand_vdg\n",
"# to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n",
"\n",
"# extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n",
"\n",
"# desired_hp_load_ndg = min(\n",
"# demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n",
"# hp_ndg.max_th_power\n",
"# )\n",
"# 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",
"# elif pos > dam + c.threshold:\n",
"# # take from storage\n",
"# from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
"# try:\n",
"# from_storage_vdg_MW = ws.discharging_power_limit\n",
"# tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
"# e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
"# except: \n",
"# from_storage_vdg_MW = 0\n",
"# tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
"# e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
"# from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n",
"# #print({f'from_storage_vdg_MW='})\n",
"# from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
"\n",
"# try:\n",
"# from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n",
"# tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
"# e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
"# except: \n",
"# from_storage_vdg_MW = 0\n",
"# tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
"# e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
"# from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n",
"# else:\n",
"# e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n",
"# heat_output=demand_vdg,\n",
"# Tsink=tsink_vdg,\n",
"# Tsource=tsource_vdg\n",
"# )\n",
"\n",
"# e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n",
"# heat_output=demand_ndg,\n",
"# Tsink=tsink_ndg,\n",
"# Tsource=tsource_ndg\n",
"# )\n",
"# return e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg\n"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [],
"source": [
"def hp_storage_opt_enginge(c, ws, hp_ndg, hp_vdg, pos, neg, dam, demand_ndg, demand_vdg, tsource_ndg, tsink_ndg, tsource_vdg, tsink_vdg):\n",
" \n",
" from_storage_ndg_MW = 0\n",
" to_storage_ndg_MW = 0 \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_MW = 0 \n",
" \n",
" if neg < dam - 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 > dam + 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",
" return e_load_ndg, th_load_ndg, e_load_vdg, th_load_vdg, tsource_ndg, tsource_vdg, to_storage_ndg_MW, from_storage_ndg_MW, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_ndg, hp_vdg\n",
"# Neg-take price, Pos-feed price"
]
},
{
"cell_type": "code",
"execution_count": 40,
"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_ndg_input = [0] * len(case.data)\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
"\n",
" minutes = len(case.data)\n",
" storage_levels = [None] * minutes\n",
" to_storage_list = [0] * minutes\n",
" from_storage_vdg_list = [0] * minutes\n",
" to_storage_vdg_list = [0] * minutes\n",
" from_storage_ndg_list = [0] * minutes\n",
" to_storage_ndg_list = [0] * minutes\n",
" \n",
" new_tsources_ndg = case.data['Tsource (VDG)'].to_list()\n",
" new_tsources_vdg = case.data['Tsource (NDG)'].to_list()\n",
" \n",
" ws.set_chargelevel(ws.min_chargelevel)\n",
" \n",
" for m in range(minutes):\n",
" tsource_ndg = Tsource_ndg[m]\n",
" tsink_ndg = Tsink_ndg[m]\n",
" tsource_vdg = Tsource_vdg[m]\n",
" tsink_vdg = Tsink_vdg[m]\n",
" demand_ndg = demands_ndg[m]\n",
" demand_vdg = demands_vdg[m]\n",
" \n",
" e_load_ndg, th_load_ndg, e_load_vdg, th_load_vdg, tsource_ndg, tsource_vdg, to_storage_ndg_MW, from_storage_ndg_MW, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_ndg, hp_vdg = hp_storage_opt_enginge(\n",
" c, ws, hp_ndg, hp_vdg, pos_prices[m], neg_prices[m], dam_prices[m], demand_ndg, demand_vdg, \n",
" tsource_ndg, tsink_ndg, tsource_vdg, tsink_vdg\n",
" )\n",
" \n",
" hp_ndg_input[m] = e_load_ndg\n",
" hp_ndg_output[m] = th_load_ndg\n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_ndg[m] = tsource_ndg\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" to_storage_ndg_list[m] = to_storage_ndg_MW\n",
" from_storage_ndg_list[m] = from_storage_ndg_MW\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" \n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" case.data['tsource_vdg'] = new_tsources_vdg\n",
" case.data['tsource_ndg'] = new_tsources_ndg\n",
" case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n",
" case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n",
" case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n",
" case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n",
" case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n",
" case.data['storage_level_MWh'] = storage_levels\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case\n"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"26711\n"
]
}
],
"source": [
"print(sum(s.demand['Total demand']== 0))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case = hponly_with_storage(s.storage_case)"
]
},
{
"cell_type": "code",
"execution_count": 43,
"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",
" from_storage_MW | \n",
" storage_level_MWh | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
" to_storage_ndg_MWh | \n",
" from_storage_ndg_MWh | \n",
" to_storage_vdg_MWh | \n",
" from_storage_vdg_MWh | \n",
" to_storage_MWh | \n",
" from_storage_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-24 11:16:00+01:00 | \n",
" 103.69 | \n",
" 531.18 | \n",
" 531.18 | \n",
" 1.0 | \n",
" 244.87 | \n",
" 243.68 | \n",
" NaN | \n",
" NaN | \n",
" 21.09 | \n",
" 33.02 | \n",
" ... | \n",
" 0.0 | \n",
" 2.500 | \n",
" 0.46 | \n",
" -0.086 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-09 02:36:00+01:00 | \n",
" 35.00 | \n",
" 46.31 | \n",
" 46.31 | \n",
" 1.0 | \n",
" 48.43 | \n",
" 46.42 | \n",
" 50.98 | \n",
" 42.93 | \n",
" 16.88 | \n",
" 26.41 | \n",
" ... | \n",
" 0.0 | \n",
" 4.185 | \n",
" 0.46 | \n",
" -0.087 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
2 rows × 38 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-24 11:16:00+01:00 103.69 531.18 531.18 1.0 244.87 243.68 \n",
"2019-03-09 02:36:00+01:00 35.00 46.31 46.31 1.0 48.43 46.42 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-24 11:16:00+01:00 NaN NaN 21.09 \n",
"2019-03-09 02:36:00+01:00 50.98 42.93 16.88 \n",
"\n",
" CO2 prices (€/ton) ... from_storage_MW \\\n",
"2019-01-24 11:16:00+01:00 33.02 ... 0.0 \n",
"2019-03-09 02:36:00+01:00 26.41 ... 0.0 \n",
"\n",
" storage_level_MWh hp_output_MWh hp_input_MWh \\\n",
"2019-01-24 11:16:00+01:00 2.500 0.46 -0.086 \n",
"2019-03-09 02:36:00+01:00 4.185 0.46 -0.087 \n",
"\n",
" to_storage_ndg_MWh from_storage_ndg_MWh \\\n",
"2019-01-24 11:16:00+01:00 0.0 0.0 \n",
"2019-03-09 02:36:00+01:00 0.0 0.0 \n",
"\n",
" to_storage_vdg_MWh from_storage_vdg_MWh \\\n",
"2019-01-24 11:16:00+01:00 0.0 0.0 \n",
"2019-03-09 02:36:00+01:00 0.0 0.0 \n",
"\n",
" to_storage_MWh from_storage_MWh \n",
"2019-01-24 11:16:00+01:00 0.0 0.0 \n",
"2019-03-09 02:36:00+01:00 0.0 0.0 \n",
"\n",
"[2 rows x 38 columns]"
]
},
"execution_count": 43,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.sample(2)"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {},
"outputs": [],
"source": [
"# s.storage_case.data[['to_storage_MWh'], 'from_storage_MWh'].iplot()"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" hp_output_MW | \n",
" to_storage_MW | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | count | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 41.195801 | \n",
" 40.391060 | \n",
" 42.554082 | \n",
" 24.354573 | \n",
" 0.894037 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 11.278173 | \n",
" 51.226931 | \n",
" 52.003252 | \n",
" 7.151965 | \n",
" 2.633368 | \n",
" 6.814125 | \n",
"
\n",
" \n",
" | min | \n",
" -9.020000 | \n",
" -487.650000 | \n",
" -487.650000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
"
\n",
" \n",
" | 25% | \n",
" 34.100000 | \n",
" 24.470000 | \n",
" 25.530000 | \n",
" 22.760000 | \n",
" 0.000000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 39.700000 | \n",
" 31.110000 | \n",
" 32.160000 | \n",
" 26.980000 | \n",
" 0.000000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 47.392500 | \n",
" 40.900000 | \n",
" 42.540000 | \n",
" 28.010000 | \n",
" 0.000000 | \n",
" 27.690000 | \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 525600.000000 525600.000000 525600.000000 525600.000000 \n",
"mean 41.195801 40.391060 42.554082 24.354573 \n",
"std 11.278173 51.226931 52.003252 7.151965 \n",
"min -9.020000 -487.650000 -487.650000 0.000000 \n",
"25% 34.100000 24.470000 25.530000 22.760000 \n",
"50% 39.700000 31.110000 32.160000 26.980000 \n",
"75% 47.392500 40.900000 42.540000 28.010000 \n",
"max 121.460000 936.120000 936.120000 31.000000 \n",
"\n",
" to_storage_MW Total demand \n",
"count 525600.000000 525600.000000 \n",
"mean 0.894037 23.460537 \n",
"std 2.633368 6.814125 \n",
"min 0.000000 0.000000 \n",
"25% 0.000000 22.676000 \n",
"50% 0.000000 26.441000 \n",
"75% 0.000000 27.690000 \n",
"max 25.000000 30.900000 "
]
},
"execution_count": 45,
"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": 46,
"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",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 0.0 | \n",
" 0.0 | \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",
" 0.0 | \n",
" 0.0 | \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",
" 0.0 | \n",
" 0.0 | \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",
" 0.0 | \n",
" 0.0 | \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",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW to_storage_MW \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 0.0 0.0 \n",
"\n",
" from_storage_MW Total demand \n",
"2019-01-01 00:00:00+01:00 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 0.0 "
]
},
"execution_count": 46,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].head()"
]
},
{
"cell_type": "code",
"execution_count": 47,
"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": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 48,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 49,
"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": 50,
"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",
" | 2019-11-10 20:39:00+01:00 | \n",
" 51.01 | \n",
" 38.02 | \n",
" 38.02 | \n",
" 27.935 | \n",
" -5.153 | \n",
" 27.935 | \n",
" 5.421 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-05 06:59:00+02:00 | \n",
" 36.66 | \n",
" 32.08 | \n",
" 32.08 | \n",
" 26.636 | \n",
" -4.973 | \n",
" 26.636 | \n",
" 5.356 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-10 12:04:00+02:00 | \n",
" 28.69 | \n",
" 26.08 | \n",
" 26.08 | \n",
" 22.902 | \n",
" -4.015 | \n",
" 22.902 | \n",
" 5.704 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-10-07 08:38:00+02:00 | \n",
" 59.86 | \n",
" 32.35 | \n",
" 32.35 | \n",
" 27.034 | \n",
" -5.206 | \n",
" 31.000 | \n",
" 5.955 | \n",
" 3.966 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-01 06:20:00+02:00 | \n",
" 38.30 | \n",
" 190.02 | \n",
" 190.02 | \n",
" 27.620 | \n",
" -5.243 | \n",
" 27.620 | \n",
" 5.268 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-08 14:38:00+02:00 | \n",
" 35.78 | \n",
" 33.00 | \n",
" 33.00 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-20 16:28:00+02:00 | \n",
" 31.83 | \n",
" 57.95 | \n",
" 57.95 | \n",
" 0.640 | \n",
" -0.776 | \n",
" 0.640 | \n",
" 0.825 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-28 07:42:00+02:00 | \n",
" 28.10 | \n",
" 47.45 | \n",
" 47.45 | \n",
" 29.750 | \n",
" -5.361 | \n",
" 29.750 | \n",
" 5.549 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-02-05 02:07:00+01:00 | \n",
" 38.42 | \n",
" 37.07 | \n",
" 37.07 | \n",
" 22.815 | \n",
" -4.087 | \n",
" 22.815 | \n",
" 5.582 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-02-11 05:29:00+01:00 | \n",
" 45.03 | \n",
" 39.94 | \n",
" 39.94 | \n",
" 18.855 | \n",
" -3.468 | \n",
" 18.855 | \n",
" 5.437 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-15 18:55:00+02:00 | \n",
" 35.76 | \n",
" 26.43 | \n",
" 26.43 | \n",
" 23.050 | \n",
" -4.048 | \n",
" 23.050 | \n",
" 5.695 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 13:28:00+01:00 | \n",
" 50.76 | \n",
" 40.97 | \n",
" 47.38 | \n",
" 26.036 | \n",
" -5.032 | \n",
" 26.036 | \n",
" 5.174 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-09-18 08:12:00+02:00 | \n",
" 51.22 | \n",
" 31.04 | \n",
" 31.04 | \n",
" 22.876 | \n",
" -4.572 | \n",
" 31.000 | \n",
" 6.781 | \n",
" 8.124 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-24 19:55:00+02:00 | \n",
" 44.88 | \n",
" 142.31 | \n",
" 142.31 | \n",
" 28.165 | \n",
" -4.938 | \n",
" 28.165 | \n",
" 5.703 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-12-25 22:13:00+01:00 | \n",
" 34.94 | \n",
" 26.70 | \n",
" 37.03 | \n",
" 27.642 | \n",
" -5.176 | \n",
" 27.642 | \n",
" 5.340 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-12-14 21:21:00+01:00 | \n",
" 35.02 | \n",
" 60.97 | \n",
" 60.97 | \n",
" 20.647 | \n",
" -3.097 | \n",
" 20.647 | \n",
" 6.666 | \n",
" 0.000 | \n",
" 25.0 | \n",
"
\n",
" \n",
" | 2019-05-22 01:46:00+02:00 | \n",
" 32.50 | \n",
" 24.57 | \n",
" 24.57 | \n",
" 26.870 | \n",
" -4.768 | \n",
" 26.870 | \n",
" 5.635 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-04-18 23:17:00+02:00 | \n",
" 41.65 | \n",
" 34.37 | \n",
" 34.37 | \n",
" 17.930 | \n",
" -3.325 | \n",
" 17.930 | \n",
" 5.392 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-16 10:15:00+01:00 | \n",
" 41.51 | \n",
" 28.77 | \n",
" 28.77 | \n",
" 2.765 | \n",
" -1.150 | \n",
" 2.765 | \n",
" 2.404 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-06 03:03:00+02:00 | \n",
" 39.56 | \n",
" 33.16 | \n",
" 33.16 | \n",
" 22.835 | \n",
" -4.090 | \n",
" 22.835 | \n",
" 5.583 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2019-11-10 20:39:00+01:00 51.01 38.02 38.02 27.935 -5.153 \n",
"2019-06-05 06:59:00+02:00 36.66 32.08 32.08 26.636 -4.973 \n",
"2019-06-10 12:04:00+02:00 28.69 26.08 26.08 22.902 -4.015 \n",
"2019-10-07 08:38:00+02:00 59.86 32.35 32.35 27.034 -5.206 \n",
"2019-07-01 06:20:00+02:00 38.30 190.02 190.02 27.620 -5.243 \n",
"2019-05-08 14:38:00+02:00 35.78 33.00 33.00 0.000 -0.000 \n",
"2019-07-20 16:28:00+02:00 31.83 57.95 57.95 0.640 -0.776 \n",
"2019-07-28 07:42:00+02:00 28.10 47.45 47.45 29.750 -5.361 \n",
"2019-02-05 02:07:00+01:00 38.42 37.07 37.07 22.815 -4.087 \n",
"2019-02-11 05:29:00+01:00 45.03 39.94 39.94 18.855 -3.468 \n",
"2019-08-15 18:55:00+02:00 35.76 26.43 26.43 23.050 -4.048 \n",
"2019-01-01 13:28:00+01:00 50.76 40.97 47.38 26.036 -5.032 \n",
"2019-09-18 08:12:00+02:00 51.22 31.04 31.04 22.876 -4.572 \n",
"2019-05-24 19:55:00+02:00 44.88 142.31 142.31 28.165 -4.938 \n",
"2019-12-25 22:13:00+01:00 34.94 26.70 37.03 27.642 -5.176 \n",
"2019-12-14 21:21:00+01:00 35.02 60.97 60.97 20.647 -3.097 \n",
"2019-05-22 01:46:00+02:00 32.50 24.57 24.57 26.870 -4.768 \n",
"2019-04-18 23:17:00+02:00 41.65 34.37 34.37 17.930 -3.325 \n",
"2019-11-16 10:15:00+01:00 41.51 28.77 28.77 2.765 -1.150 \n",
"2019-05-06 03:03:00+02:00 39.56 33.16 33.16 22.835 -4.090 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2019-11-10 20:39:00+01:00 27.935 5.421 0.000 0.0 \n",
"2019-06-05 06:59:00+02:00 26.636 5.356 0.000 0.0 \n",
"2019-06-10 12:04:00+02:00 22.902 5.704 0.000 0.0 \n",
"2019-10-07 08:38:00+02:00 31.000 5.955 3.966 0.0 \n",
"2019-07-01 06:20:00+02:00 27.620 5.268 0.000 0.0 \n",
"2019-05-08 14:38:00+02:00 0.000 NaN 0.000 0.0 \n",
"2019-07-20 16:28:00+02:00 0.640 0.825 0.000 0.0 \n",
"2019-07-28 07:42:00+02:00 29.750 5.549 0.000 0.0 \n",
"2019-02-05 02:07:00+01:00 22.815 5.582 0.000 0.0 \n",
"2019-02-11 05:29:00+01:00 18.855 5.437 0.000 0.0 \n",
"2019-08-15 18:55:00+02:00 23.050 5.695 0.000 0.0 \n",
"2019-01-01 13:28:00+01:00 26.036 5.174 0.000 0.0 \n",
"2019-09-18 08:12:00+02:00 31.000 6.781 8.124 0.0 \n",
"2019-05-24 19:55:00+02:00 28.165 5.703 0.000 0.0 \n",
"2019-12-25 22:13:00+01:00 27.642 5.340 0.000 0.0 \n",
"2019-12-14 21:21:00+01:00 20.647 6.666 0.000 25.0 \n",
"2019-05-22 01:46:00+02:00 26.870 5.635 0.000 0.0 \n",
"2019-04-18 23:17:00+02:00 17.930 5.392 0.000 0.0 \n",
"2019-11-16 10:15:00+01:00 2.765 2.404 0.000 0.0 \n",
"2019-05-06 03:03:00+02:00 22.835 5.583 0.000 0.0 "
]
},
"execution_count": 50,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 41.195801\n",
"POS 40.391060\n",
"NEG 42.554082\n",
"Total demand 23.460537\n",
"hp_input_MW -4.359070\n",
"hp_output_MW 24.354573\n",
"cop 5.574136\n",
"to_storage_MW 0.894037\n",
"from_storage_MW 0.888900\n",
"dtype: float64"
]
},
"execution_count": 51,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 53,
"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": 54,
"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": 55,
"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": 56,
"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": 57,
"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": 58,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.451794715081109"
]
},
"execution_count": 58,
"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": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.58710384808406"
]
},
"execution_count": 59,
"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": 60,
"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",
" 20.83 | \n",
" 34.24 | \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",
" 20.83 | \n",
" 34.24 | \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",
" 20.83 | \n",
" 34.24 | \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",
" 20.83 | \n",
" 34.24 | \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",
" 20.83 | \n",
" 34.24 | \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",
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\n",
" \n",
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\n",
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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 20.83 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 20.83 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 20.83 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 20.83 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 20.83 \n",
"\n",
" CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n",
"2019-01-01 00:00:00+01:00 34.24 ... 0.0 20.510 \n",
"2019-01-01 00:01:00+01:00 34.24 ... 0.0 20.387 \n",
"2019-01-01 00:02:00+01:00 34.24 ... 0.0 20.264 \n",
"2019-01-01 00:03:00+01:00 34.24 ... 0.0 20.141 \n",
"2019-01-01 00:04:00+01:00 34.24 ... 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": 60,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 61,
"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": 62,
"metadata": {},
"outputs": [
{
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IZisn06Nj7n2zvUVBI3G2IFq8ZkzrWg9l/NhD5dEnn+paI8Uce9njT3eNAN/5y4XS2FAvO3futpiZNVV+fMudcv45Z1mLc5o6tLS1SVtru/UmiMbGxq6FO/3onYikHxRLUEamUUfnYVi11T/oiKSOJSKp44VI6nkhkjpmiKSOVxhE0shjZO+7Et22WmKv/ErSfQ6U+IzLJTn8aB0sEbFEsr1DDvz7VZIadJh0HPNv6jLYQU8gsmeTfief9kj3H92tJPcjVebnxQ88JGedcao8+OcnekxtdY5SmoLMuh72zLpMUzgffPgxGT/uUEt8bGG1R+ByvbWgT1Njt7LdEuVVJPOV4x68cf5s2vO3Z5d3E2h7McxCRNLI+QMPLZNzzj5Dlix9ROac/nn571vu7BJJZxvNWxtuvfNXYh51e+qZ5dZI5jsbN8uCexfLNfMu7nqrw+p1r3XJo98jyIikTyed38W4v/mxy3d+S8N7JP2hjkjqOCKSOl6IpJ4XIqljhkjqeFWVSJrXdrz1Z4nu3SyRfVsksm+rRJq3SKSjc52EdMMgiU+/rKjVVm2RHPrmvVKz+e/S9oV7dMCJLohAw5/OlejODQXtW8xObV9cKKlB47sVYb854BPHH9djtM8tJpkGQpyDH08+/WzOZyrzTc10lmXqZS9EaS806Za+bCw05ThHAZtbWrtG/DItfumMvWvBb63De3k1n/u5xnff2ypfPnW2TDhsXLe3NjilfvCggZZAnve1r8jNd/xSzjh1try6dn3X85Hm2G6ZdY9oFtNXzL6IZLEE2T/wBBBJXQoRSR0vRFLPC5HUMUMkdbyqQiQTbRJ7/QGpXfNbibTvEqltkFSf4dZ7HtN9R0i6zwhJ9R0uqQOPknTjEB0gV7QtkoP3rpX6J74nrWc9Lum68CwmUxS8InaupBFJ0wz3AIe9KEw2kXQvCGmPkmUSSfe0UnM8e4pqrke5jEg6p9vauL1Mb3WLZK5ynKOAO3bu6ppaao5nRlvNlFHnNn7sGGvqaaEi6RZX5+v/zHFs6TQjn2YzrwI0nMyU2BUvrur2ekBEsoiTkF0h4IUAIumF0kcxiKSOFyKp54VI6pghkjpegRbJRLvUvrFUYmsWSiTZLvGJZ0pi8tckHeung6CItkVyQGONNC06Sdo//d+SPOjjihIIrTYCuUYYtSOS7vVAtCOSzmmcGs5ukcxXji20ZjVU+xnGTG9RcNahkKmt7tFL93vkTfm2aJrpwmYqrBmNNb8zo5NmMyOTzhFa8zu7XEYkNb2EWAh4IIBIeoDkCEEkdbwQST0vRFLHDJHU8QqkSKbiUvv6HyW25jcSie+T+OFzJDH13F5ZQbVLJPs2SsMj50tyxHSJH3WxDjrRgSZgZObhZU/Ked/4qtUOp4S99sabsuj+pV3PCJrPnc8Nup8/zDcV1j2NNtOaIG++/Y51PHfZ5thm5HTDm+/IaV/4l5zMneV6KcdeQdW8N8h+/tDdVvPMovP50UJHJJ0VzySS9u9MnOFgjmuPGDc11nfLBSOSgT71qHwQCCCSuiwhkjpeiKSeFyKpY4ZI6ngFSiRTCand8KDEVv9GIu27JTH+VIkf8W3r2cfe2pwiWbfypxLdtlbaZt/dW4fnOBVAwD311Lnyp/MzzaqtZuqnecWFLabmWUezmbLNKqSfPOGj5zHtdymaz81aIeZ1GPb+ueqWC12+VVvdq5vmepOCe1VZ57RcUwftM5L5RNKui4lzc3C+LtB8jkhWwAlEFaqbACKpyy8iqeOFSOp5IZI6ZoikjlcgRDKVlNq3/iSxV++RSOuHkhj7RYkf+W1JNw3TNdaHaKdI1mz6m9T/db60nP2kSE2dD6VTBAR0BNzvUdTtTbTfBFhsx2+ilBc4AoikLmWIpI4XIqnnhUjqmCGSOl4VLZLplNS++YjEVv9aIs3vS2LsKRI/4jvWAjrl2pwiaV4r0rh4trSffHtBrxIpVxs4bnAJ2NM4t+/YZTXCXsjGHs3M1jLnKKY7xjly2htksr2JwT62l8WBeqOehRwDkSyEGvtUFQFEUpdORFLHC5HU80IkdcwQSR2vShXJ6PsvS/1z/yWRvZsleehnLYFMDThY17gSRDtF0hTf8NA5kjzkJIkf8a0SHI0iIQCBIBFAJIOULepaEgKIpA4rIqnjhUjqeSGSOmaIpI5XpYlkdNebEnvhJ1KzdaUkR8yQ+IzLJTVwnK5RJYx2i2Tdipsksuef0v7Zn5bwqBQNAQgEgQAiGYQsUceSEkAkdXgRSR0vRFLPC5HUMUMkdbwqRSQjbTsl9vLdUvvmnyTVf7TEp18qyYOO1zWmF6LdIlnzzhNS//f/7HxOMlrTCzXgEBCAQKUSQCQrNTPUq9cIIJI61IikjhciqeeFSOqYIZI6XmUXyWSHxP5xn9SuWSgSrZf4tG9L4rAvi0Siuob0UrRbJCOt26XxD6dK2+d+LqmhU3qpFhwGAhCoRAKIZCVmhTr1KgFEUocbkdTxQiT1vBBJHTNEUsernCJpRvPqXrpTIm07JP6xsyQx5ZuSjnW+AqFSN7dImno2Lv2KJb/xyV+v1GpTLwhAoBcIIJK9AJlDVDYBRFKXH0RSxwuR1PNCJHXMEEkdr3KIZHTHeql7/iaJfrhOEmNOlvhRF0u6zwG6ipcpOpNI1v39/4iZmtt+0o1lqhWHhQAEKoEAIlkJWaAOZSWASOrwI5I6XoiknhciqWOGSOp49aZIRlq2SeylO6T27cclNXSSdBz3fUkNOkxX4TJHZxLJ2g1/kroXfyItZz1WsVNyy4yNw0MgFAQQyQCk2bwLZ+TI4XL2nNO6apvpnTS9/V6cAKDzVEVE0hOmriBEUscLkdTzQiR1zBBJHa9eEclEm8TWLpTYukWSbhwmHdMvkeToE3UVrZDoTCIZ2fuuNC49U9q++JvAiXGFYKUaEKgKAohkBafxviUPytKHllk1dL+s1Ijk7XffI5deeJ5Mmnh4Bbei8quGSOpyhEjqeCGSel6IpI4ZIqnjVVqRTEvthocltupukWRc4kd+WxKHzwn06qaZRNIQNwvuxKd8UxITv6JLANGBJGAGNcx2xWUXlKz+2z7cLtded5PMPfN0OWHWzJIdpxQFP/PcCuu+3H2/bt/Lm9+f9rnPynU33iFTJk/oGhzKdD9v9tmyZWtJWfvFAJH0i2QJy8k2IolI+gMdkdRxRCR1vBBJPS9EUscMkdTxKpVIRt9/Wepe+IlEd78jiYlzJD71fEnX9dFVrgKjs4lk/d/+P5F0Uto/+X8qsNZUyW8CiGRuokYkf/f7pdLY1CjXzLtYhg0dIkaMf3zLndLa0iqfPOE4Sx7dkmiLphkYMvLc0tLSQzb9zqWf5SGSftIsUVleprYyrbVw+Iikjh0iqeOFSOp5IZI6ZoikjpffIhnZu0XqVt4mNZueluQhJ0nH0ZdIuu8IXaUqODqbSNa+vkRiL/9CWs/qnDnFVr0E7NE2u4Xjx46R+VddIs0trdYI4vYdu6yPbBnyQsLc265YucoKbWxslKsvv1CWPf5U1+/M7+3RPefjXHasmY1nj2DOOPpI+euzK6yyTDmvrl3fNaMvU72cxzaf2+1pamrqKlPbJsNo2eNPy7ixB1vtsaWxtbVV3nxrY9copB1n+Jnj3fnLhdLYUC87d+62RiBt+Tz/nLMCMeMQkfTS28sck0kk3VUyMTt27rZObNMx2zviZa51cA4fT6QkkUxKY30sOJUuY01TqbS0tselT2NdGWsRrEPvbWmXvk11EpFIsCpeptq2tHVIXV2t1EYr8716ZcKS9bBtHQmJRiNSV8vL4b3kpiOelFQ6LQ11tV7Cs8ZE4s3SsObX0vD6/ZIYMklaj7pUEkMmF1VmJe6cSKakI56Qpobu1/ya3W9L/2XnSWLoVBbccSWuY/bPik7lph2tRZdRaAGjBzf22NU9IukeObNl7/xzz8o7LdUtU+Zns004bFyPqa3u6a4mdsHCxZYwmlE/I7KDBg7quv819Vr8wENy1hmnWvfDZsTvb88ul2vnX2nFZ/p5zdrXuonxJ47vHD00bVpw7+KuEcZcPO02ffdbc+UXv14k5r9Llj4ic07/vPWzPZ3VKYqmPrfe+SuZffKJ8tQzy+WKS74j72zc7PmYhebXz/0QST9plqgsLyLp7ux7m9tLVJvqKzaVSomRo1puwjwlN51OSzyRlLpYcTdhng5WJUEdHYlOXnikp4yaEZDamqhEogDzAiyRSEo0EpFoDeLthZeZVSGSlpqawsW76c2l0ucfv5J0TYPsm3KRtI0+ycuhAxmTTqUlkUpJLMPfyD7rfyORdCCbVdJKR2YU/xzhd379iry1rbmk9cxU+C+/daSMHdZzSrZbJDM92+d1+qtb5ux6ZHpG0gjaovuXdomgU2A/c+LxeZ+pdNbz0INH9Zg2aupii+RLr6zJeCwjevme2XTK8YN/fkJeWLlKjpk+rcdzkXb9TZmDBw20BPK8r31Fbr7jl3LGqbOt0dSgPB9p8oZI9vopqj9gISKpP0p492Bqqy73TG3V8TLR23c1y+ABTRKJIEZe6DG11Qulj2KY2qrjVczU1potyyW28jaJNH8oiSO+KfGJZ4pEq3s2S7aprTrqRGsJVPqIZKbROs0iMc7ppe6pss7Fdtyjl4ajfV+cTSTdbzawp8PaIukUQ7dImvVH3JuXKbvOejpHFfs0NWaUVyOL5o0MZjOjn6ZNM2dMkxUvrurxpgZt3+nNeESyN2kXeKxMIvngw4/J+HGHds2f9votUIFVqOrdEEldehFJHS9EUs8LkdQxQyR1vAoRyejuf0rshZuk5v1Vkjj8dIkf+R1J1/XXHTig0YhkQBPnc7X9HJF0Vi3fCKN2RNI9xVY7Immec7QfE9MgzCS8Zv9Mi+fYsYMHDZDZJ3/Kupc3vzOjk2YzI5NBeSMDIqnpJb0c63z9hzm08wHjbA8+m/ngbDoCiKSOFyKp44VI6nkhkjpmiKSOl0YkI+27JLZqgdS+8T+SHHW8dEz/nqT7HaQ7YMCjEcmAJ9Cn6jtH7sy9pi1IRobMIjGaZySdgyFO0cr0egx7uqv93GKmZySdI5juKbfOeCNnznYYNOZ1HGZzLh5kH8v83n5+UzO11Xkvnkkk7TaZ8u1nN21+TY31Xb/zKXUlLQaRLCleCg8CAURSlyVEUscLkdTzQiR1zBBJHS9PIplKSGz976X21XusFVg7Zl4pqQOO0B2oSqIRySpJZJHNsOXHrGZa7Kqt7sGQmdOndb0z0fmZ11Vb3e+ddE6bNc8hms1+77otdhveetsaoBk39hBpamjoOr6znWY/r29F0IxI2nWwBTaTmBeZrl7bHZHsNdQcqFIJIJK6zCCSOl6IpJ4XIqljhkjqeOUTyZqNT0ndS3eIpOISn3aRJMaeYpaU0B2kiqIRySpKJk3pQcDLOiRgy04AkaR3hJ4AIqnrAoikjhciqeeFSOqYIZI6XtlEMrr7HYmtuFFqtq+X+ORzJD5prkgNrzlCJHX9i+jOxXDsd0S6eXgd4SsVR/dCPM7R0GzHdO/jjrNHTktV50ouF5Gs5OxQt14hgEjqMCOSOl6IpJ4XIqljhkjqePUQyXiLxF5dILF1iyR56GelY8a/SbpxsK7QKo5GJKs4uTQNAkUSQCSLBMjuwSeASOpyiEjqeCGSel6IpI4ZIqnj5RTJ2rcfldjK2yVd10c6jv2BpA48SldYCKIRyRAkmSZCoEACiGSB4NitegggkrpcIpI6XoiknhciqWOGSOp4GZGM7H5LBr58s0R3vSnxqd+S+MfOFonW6AoKSTQiGZJE00wIFEAAkSwAGrtUFwFEUpdPRFLHC5HU80IkdcwQSe+8Ih3NEnnpZ9KwYakkDzlJOmZ8T9KNQ70XEMJIRDKESafJEPBIAJH0CIqw6iWASOpyi0jqeCGSel6IpI4ZIumFV1pqNzwssZd/JqlYX9l79JVSd/BMLzuGPgaRDH0XAAAEshJAJOkcoSeASOoh4LztAAAgAElEQVS6ACKp44VI6nkhkjpmiGRuXtEdr0nd8zdIdNfbEj/i27JnzBxJRSLSp7FeBzqk0YhkSBNPsyHggQAi6QESIdVNAJHU5ReR1PFCJPW8EEkdM0QyM69IfK/EXrpLat/4oyQP/pR0HGNWYx0q+d4jqaNf/dGIZPXnmBZCoFACiGSh5NivagggkrpUIpI6XoiknhciqWOGSLp5pS15jL18t6QbBkh85tWSHD69KwiR1PUvRFLHq1qjW1pa5Lob75ANb70t48eOkflXXSJNTU3V2lza5ZEAIukRFGHVSwCR1OUWkdTxQiT1vBBJHTNE8iNe0Q/XdU5j3bNR4lPPk/ikr/VYjRWR1PUvRFLHq1qj71vyoKxZ+1rFC+TNt/3cSsEVl10QqFRs+3C7XHvdTTJo4KBujNetf11uuPVuOWjEcOv3D/75iW55sAV/yuQJcvac06w2m30W3LtYrpl3sQwbOqSkHBDJkuKl8CAQQCR1WUIkdbwQST0vRFLHDJEUibTvlthLd1gL6iQPMdNY52VdjRWR1PUvRFLHq1qjgyJoQamnu58YkfzxLXdKa0urfO2rp8sJszoXAzPtefe9rdLY0GiJ5DsbN3eTRFs0p06a0CXPvSn9iGS1nvG0yzMBRNIzKisQkdTxQiT1vBBJHbNQi2Q6JbWv/4/EXv65SEN/6Tjumm7TWDORRCR1/QuR1PGqxmgjMytWrupq2umnzrb+bUYoGxrrZc3a9TJz+jRLZIzELH1omfW5cwqsEZ7b775HRo4cbsWbzewzc8Y06/f2z15HEp3HMfteeuF5Vhl2Wc7jN7e0WqN923fssmJMrFPUWtrapK213Zq2a9p2xOSJ1ihga2trxnq5jz1k8EC5dv6V1uifcwqw2dmUZ48U5uobtkie+PFj5dV16+WKS75jSeMDDy2Tg0YcKG++tdESSdMWI5znn3OWTJp4uDzz3Ap5de162bLlfbn84m9bdTD5Mpy9HLfY/opIFkuwF/bP1iGynay9UKWqOgQiqUsnIqnjhUjqeSGSOmZhFcnottVSt/wGie7bvH8a61yRaCwvPEQyL6JuAYikjpdf0Rv3ve9XUepyDu57YI993CN99j2oU8qM1Cy6f2mXVJl9duzc3TWSZuTslM+eaAmOeyTNFk1TnhGkXJt76qb5ecOb78hpX/gXS6LMZgupe+qnfdzzzz3LkkkTv3rda3L15Rd2HffBhx+T8eMOtX52x5s2Lli4uCve2eY+TY3Wc6SDBw2wjm/LoS19XkTSxC57/ClLsDdv2SqjRg63/uucVuz0AvPvqZMnyvMrV8kZp86WQw8eZdVh9skndsmyugModkAkFbB6O9Qpiu5vNDKdrM4Tp7frGuTjIZK67CGSOl6IpJ4XIqljFjaRjLTukNhLt0vtW8s6V2Od8W+S7nOAZ2iIpGdUViAiqePlV/R5f/2RvLl3s1/FeS7nnk/+UMb1G+VJJN3PTLolzimHpkAzWmiLov1M4NwzO6dxun/OVWG3zDljc9XBFlRnTL6psG4Rdcc778dNG5xtNPXyOjrolE6z34KF98mgQQOtkUn3c5HGD7Zs2SoXnf8NuWvBb+WcuXPkyaeftTCY0dTeej7SHA+R9HxqlS8wUyd0/84tluWrbfCOjEjqcoZI6nghknpeiKSOWWhE0kxjXX+/xF79pUj9QE/TWDORRCR1/QuR1PHyKzoII5KZRNI5pdItR36JpGHsHGxxTi3NJJJusbJFzIwaZhJJ9/RUczx7QCfX/bdpr3NKrN0XvExvdbJyjyq6n3m0R2S//MVT5Klnlluy+dIra2TFi6uskcxljz/da4siIZJ+nfElLMfdabOt0OT+FqSEVaqqohFJXToRSR0vRFLPC5HUMQuDSEbff1nqVtwo0X3vSXzKNyU+2azGmn8aKyKp60uZohHJ4hlWQwmZpraWa0TSzTPXCGOmKbO54u17bHt6qnZEstDRwFzTYN0iacdO+djh0tjYaE0VNr+79c5fyciRB8rgQQN75flIRiQDcmZnE0nn/Gf3ibJrT+cDwmz5CaTTaUml01ITjeYPJkLSkpZUMi01NfDy2h0SyZTUwssrLkmmUhKNRCQSiXjeJ8yBqVRKJBKxmFXbVtO2Xfqv+Zk0vvv/pG3E8bJ76mWSbBxWVDPN9V7SaYlyzffEkb+RnjB1CxrYv1G/U4Xv4UUk3VNO3c9I+jUiaY5jNueCOeZne7Efp+C6xTDTM5L2vua/bnG0p9x+4vjjLDnL9GjZm2+/Yz0X6n5G0pTnfH4zV4o1ImnKsRdAsp9RdY6iOp9bLXW3YkSy1IR9KL+QEclEMunDkcNRREc8KYlEUpoa68LR4CJbaSRyX1u79O/TUGRJ4dndjLD179uAGHlM+b7mdmloiCHfHnm1tMWlNhqRurpaj3sEICyVlPr190ndmoWSbhgkbcdcIYkRncvhF7u1tyckJWlprC9sRLPY4wdt/0QiJW0dcenbVB+0qpetvrU1NWU7dqkO7EUkzbHzrdrqxzOStgzaq6o6V4e1xc+s0Gr/Pt+qrU6RNP82smiv/mpG/Bob6uWTJ3SKpFPizL/NyrP2gkJNTU09Vm01+zsX8smWH61IGs6PPvF0t7LN7/727PKuxY5K1Rec5SKSvUG5yGPwjGSRAPPsztRWHV+mtup4mejtu5pl8IAmRNIjOqa2egS1P6zaprbWbF0psRU3SLT5fYlP/qbEp3y94GmsmUjyjKSufzG1VceL6HARcD5vGa6Wd7YWkQxA1jOJJKu2+pc4RFLHEpHU8UIk9bwQSR2zahHJSPMHUvfiT6Rm41OSHP0J6TjmStVqrF6pIZJeSXXGIZI6XkQXT8D9nkZniV5H+IqvReYSnCOeJsI5GprtmO593HH2OzhLVedSlotIlpJukWW7TyT3ycN7JIsEvH93RFLHEZHU8UIk9bwQSR2zwItkskNia38nsbWd01g7jvu+JEccq4OgiEYkFbAQSR0soiEQMgKIZMgSTnN7EkAkdb0CkdTxQiT1vBBJHbMgi2TNe89L3fL/lkjbDolPPkfik78hUlPa59URSV3/YkRSx4toCISJACIZpmzT1owEEEldx0AkdbwQST0vRFLHLIgiGdn3ntS9cIvUbH5GkqNOkI5j5km67whdwwuMRiR14BBJHS+iIRAmAohkmLJNWxFJH/oAIqmHyGI7OmaIpI5XoETSTGNds1Bia38r6cYhJZ/GmokkIqnrX4ikjhfREAgTAUQyTNmmrYikD30AkdRDRCR1zBBJHa+giGTNpr9K3Qs/+Wga65RzSj6NFZHU9aVM0Yhk8QwpAQLVSgCRrNbM0i7PBJja6hmVFYhI6niZaERSxwyR1PGqdJGM7H1X6p6/UczzkGYRHbOYTm9NY0UkdX0JkSyeFyVAIEwEEMkwZZu2MiLpQx9AJPUQEUkdM0RSx6tiRTLRJrHVv5bYuvsk3TTUeg7SPA9Z7o2prboMMCKp40U0BMJEAJEMU7ZpKyLpQx9AJPUQEUkdM0RSx6sSRbLmn09K3Ys/lUj7bmsl1viUc8syjZURSV1fYkSyeF6UAIEwEUAkw5Rt2opI+tAHEEk9RERSxwyR1PGqJJGM7v6nxFbcIDVbX5LkQbOkY+ZVZZ3Gikjq+hIiWTwvSoBAmAggkmHKNm1FJH3oA4ikHiIiqWOGSOp4VYRImmmsry6Q2Nr/K+k+w6XjmH+T5OhP6hrSS9FMbdWBZmqrjhfREAgTAUQyTNmmrYikD30AkdRDRCR1zBBJHa9yi2TNO09I3crbOqexTjlH4pPLsxqrV2qIpFdSnXGIpI5XNUfft+RBWfrQMquJQwYPlGvnXynDhg4R5+/Hjx0j86+6RJqammTd+tfl9rvvkWOmHymPPvG0td/M6dPkissuqGZMoWobIhmqdNPYTARYtVXXLxBJHS8TjUjqmCGSOl7lEsno7o1S9/z1En3/ZWv00YxCmtHISt8QSV2GEEkdL7+iE5vf86sodTm1o0b02MfI4t+eXd4ljytXrZbGhnrZsXOXLLp/adfvb77t57Jj525LJt/ZuFluuPVumTppgiWP2z7cLtded5PMPfN0OWHWTHW92KHyCCCSlZcTatTLBBBJHXBEUscLkdTzQiR1zHpdJOMtndNY1/9e0n1HSvtx10jqwKN0lS5jNCKpg49I6nj5Fb3t4h9I/J2NfhXnuZxhd1wvsTEHd4tvaWmR6268Q6ZMniBnzzmt22dGHM1mjzLao5CXXnie9XszImn+PWni4dbP7njPFSOwIgkgkhWZFirVmwQQSR1tRFLHC5HU80Ikdcx6UyRr335MYitvE0m0SuKIb0t84lki0RpdhcscjUjqEoBI6nj5FV1JI5K2SM4++cQeI4lGDEeOHN4lmGbU8ce33Cnnn3NWRpE0I5tbtmxleqtfHaXM5SCSZU5AoYc33/iY6QKtra1dRTjnqxdabhj3QyR1WUckdbx6SyQjzVuldsPDIpGe9UuOnCWpoZP0FS/THoikDnxviGR019tSt+JGaxprYtznJH70pZJuGKSraIVEI5K6RCCSOl7VGM2IZDVm1Z82IZL+cOz1UpxTB+zpAr1eiSo5ICKpSyQiqeNVcpE0q2WuXSixV++R1AFHiES6jw5Fdr8jydEnSsdx39dXvEx7IJI68KUUyUhHs8Re+YXUrv+9pAYdJh3HXiWpYVN1FaywaERSlxBEUserWqPdz0g++PBjMn7codYzkgsWLparL7/Qmr7qfkbSObWVe9fq6x2IZEBzysnoX+IQSR1LRFLHq5Qiaa+WmW4caoliavCEHpWLrf6N1Ly3Qtr+5Q59xcu0ByKpA18qkax9a1nnNNZUUuLT/1US47+kq1iFRiOSusQgkjpe1RxtJHHFylVWE72u2uqePWeel2ShnerpJYhkQHPpntrKtNbCE4lI6tghkjpepRDJ6O63pW759RLZs0niR18siXGfl4xzWkUkum21NCy7UFq/+rCk64MxFRGR1PUxv0XSmsa6/McS/XCtJA47XeJHXyTpWF9dpSo4GpHUJQeR1PEi+iMCDHpUf29AJKskx86pBObdPebCz+aNQEciKYlEUpoa6rztEPKoZColLW0d0q+pIeQkujc/tukvkuo7SpKDOlemc26797VK/74NEsn0AKOCYiTeLA2v3CV1G5ZK+4SvSvuUb0s61idvCf2XzJa2oy6TjrFfyBtbCQH7Wtuloa5WamuCtYhLudi1tndITTQqdbHaoqpg9a/Vv5C615dIcthUaZ1+hSQHji+qzErc2Xx5mJKUNNZxzfeSn0QyKW0dCenbWO8lnBgRicW4dpmOgEhW/+mASFZJjs3JuuDexXLNvIutl8OaG1c2bwTSqbSk0mmpqYl62yHsUWmRRDIltbXwMl2hpvk9GfDqbVK/9XnZ+7Fvyr6J5/boIYlESmpN/8qwEI7X7tT0zsPSb+0vJDFgrOw+8nJJ9DvE664yaMX/NmOTsnPmDz3vU87AZCIl0ZqoRIrgVc769/axk8m0xSoaLRxY46bHpf/qu8UUtGfqxdI66tO93YxeO14qlRZJm8VmC+fVa5WtgAOlUyKpdIq/kYpcDOjbqIgmFALBJYBIBjd33WruFskqaVavNIOprTrMTG3dz8sscrP61xJbc6+1mI3U1kmkeZu0nXJnD6DbdzXL4AFNEinAjKIfrJK652+SSMce6ZhxuSQPOUmXMBGpfeMhia28XVrPflS9bzl2YGqrjnoxU1ujuzZI3fIbrCnQ8SnnSHzqeSK11X0TzNRWXf9iaquOF9EQCBMBRDKg2bZXy+IFr8UnEJHUMUQkRWr++aTUmUVIorXScew1khwxQ2re/bvUP/UDaTnrsR434oWIZKR1u9St/KnUbHxa4pO/JvEp54nUFDYVL9KyTRqXfEnaZt8diBU3EUndOVmISEbieyX28s+l9vX/keTwo6Vj5tWS7j9ad+CARiOSusQhkjpeREMgTAQQyYBm+5nnVohZUtnexo8dI/OvukTM85FsOgKIpI5XmEUyuvufUrf8vyS6c4PEp35L4h8zL2Pf/1xavEWa7jtZ2k+6UZIHzeoGVSWSyQ6JrVsksTULJTl8unTMvELSfYbrkpQhuuHBudZoZvzI7xZdVqkLQCR1hHUimbbeNxp76WcisQbpmPFvkhz9Cd0BAx6NSOoSiEjqeBENgTARQCTDlG3ampEAIqnrGGEUyUi8RWKr7pba1x+QxCGfkfiMyzO+jL3hzxdIathkawqqc/MqkjWbn5G6F28V8wCXPdKpy0726LoXbpHotjXS9vkFfhVZsnIQSR1aryIZ3fGa1D1/g0R3vSnxyedIfPI3Ch7l1tWwsqIRSV0+EEkdL6IhECYCiGSYsk1bEUkf+kC4RHL/6M3LP5N0/UDp+Ph8SQ2dnJVi7OW7pGbz36Xt1IUqkTSv8ahbcYPUfLjOmsIan3T2RyOdPuTMFFHz7nNS/5errOckK/1VDoikLun5RNKaxvrSXVL7xh8lOfqT0nHMPEk3DdMdpIqiEUldMhFJHS+iIRAmAohkmLJNWxFJH/pAJYhk7duPSWTvJu+tidZZC4lotuiO9VL3/I0S2fNPiU+7SBIT5uTdvea9F6X+ie9J61cfscTT3rKOSCZaJfbKAomt+50kxvyLxKdfJunGIXmPU1BAok2aFp0kHSdcax2rkjdEUpedXCJZ+8ZSSyKlvr90HPcDa7p02DdEUtcDEEkdL6IhECYCiGSYsk1bEUkf+kA5RbLmvecltvJOie58Q92S1jMfzjgd1V1QpH2XxF66U2o3/KnzZexHXSjp+gHejpfskKbffUraP/Efkjz0szlFsvbNP0vspdutOnUce5WkDpjm7RhFRBnJTTcdIB0f//ciSin9roikjnEmkez2RcgR35GEeZ6XzSKASOo6AiKp40U0BMJEAJEMU7ZpKyLpQx8oh0hGt//Dkq6arS9LcuRx1shdauAYT60xzzc23vdZaf/Uj61pfbk28wykGb1JDzhYOo79vqQGH+7pGM6ghscukVS/0dIx65qMImk/pxbZs1niR10gicPPUB+j0B1ia/+v1K77nRipruQNkdRlxymS5jUxndNYl0pi7OzOUe6GQboCqzwakdQlGJHU8SIaAmEigEiGKdu0FZH0oQ/0pkhazw6+/DOp2fiUpAaMkfjMK61XFWi3hj9/V9KxRmn/7E8z7moENfbCjRJp3WHdeCfGfV57iK742Ku/sp5Fa53zx24iOaQhLnUvFzjSWXBtuu9o3hnY8NC50vaFewqSZJ+qkbcYRDIvom4Btkj23WhWY72rc9R51g9yPs+rO0J1RSOSunwikjpeREMgTAQQySrNds3Wl6yVHyWd/qiFXf9Oi0RyfJZrvwI+i5h9CtjPqmPe/RwJtNpnt7dn+zrrYbbunyUSSUkmk1JfZ17jkIlLhv0iVdpxPDQrnUpLezwhDfUxD9FFhKQS1msw0g0DO59RHDu74MJqtiyX+ievkPaT77DKizRvkejOtyWyd7O1gmX0w7XW1L/4Ed+RdF2fgo9jdox+8Io0PPqv0va5X0ikY69Et78mifdelYYdqyU94NDOaawFjHQWVSnHzo1/OFUSE7/a85nRRPv+/p+SiDmXrGtEav81ZP95YZ9j3X6f2n9amdjOf0esz1Mi5jyx/22deuZzu6zM/zaH3dfaKg2xGqmNRj66VnXb15yT++tm1emjf0ey/F4i7nhTFY/7WnV2tScDi85229ct82/7euNgZOpns9jPy5Rt7euRkdVeB0fz5U5t83sSSbZJ/OiLJDH+S351l6osB5HUpRWR1PGq5uj7ljwoSx9aZjVxyOCBcu38K2XY0CHi/L3zdXTr1r9uvarumOlHyqNPPG3tN3P6NLnisguqGVOo2oZIVmm6m+79eJW2rMBmmRe5R8xdbef/0ubf5n/pTiM0P5v/c8ZYodZd8Uf7Wf92/5wpZn+Z1vEi0c4bSo/7dcWZ/bKWbX3Q+T9nnUx7rON4PF6WOqWdZbvKMvfJ8WRK6mJGJLMdLzu7XGW7624WnvFr6mf945dYU2OtraZOUv1GSbrvSGuKbHLsFyQ14OACO1fP3cyiNpJo6/ygtl7iDQdKesJpkpj0Nd+OUWhBdX//T6l985FCd6++/VzXBtMHLf+zrw8Zz8Nirw3m3LavQXnO1RzXAftakUymJd13uCSPu0LSdf2rL0c+twiR1AFFJHW8/IpObH7Pr6LU5dSOGtFjHyOLf3t2eZc8rly1Whob6mXHzl2y6P6lXb+/+bafy46du613m7+zcbPccOvdMnXSBEset324Xa697iaZe+bpcsKsmep6sUPlEUAkKy8nvtTI3DDvd6SCRaib+LgkyxKxomTF2jmLiEQ/upFzxpgbvhJsvEdSB7U3p7bqapY7OtL6oUT2vivpPiMk3ecAP4vuUZZ5ptOMTKX7jrCeT/P6HsmSVsp2n+YPJGo4ZPuiJNN57eVLEOvLkk5Byn99iOb8wmNPc5t1gxKrrcn4RUmX6PXC9aE3clLsMfK9/qPY8qttf0RSl1FEUsfLr+htF/9A4u9s9Ks4z+UMu+N6iY3p/sVqS0uLXHfjHTJl8gQ5e85p3coy4mg2e5TRHoW89MLzrN+bEUnz70kTO9cccMd7rhiBFUkAkazItFCp3iSASOpoB1Ukda30N7qSRNLflpWmNJ6R1HFFJHW8EEkdL0RSx8uv6EoakbRFcvbJJ/YYSTRiOHLk8C7BNKOOP77lTjn/nM6Vot0iaUY2t2zZyvRWvzpKmctBJMucAA5ffgKIpC4HiKSOl4lGJHXMEEkdL0RSxwuR1PFCJHW8qjGaEclqzKo/bUIk/eFIKQEmgEjqkodI6nghknpeiKSOGSKp44VI6nghkjpe1RrtfkbywYcfk/HjDrWekVywcLFcffmF1vRV9zOSzhFJ57RXe6prtfIKS7sQybBkmnZmJRBPJKzPYrVm1Va2fASMSKbSKXjlA+X43PSx2poaidjPFiv2DWNo5zkZ6XxGki0vAa5heRF1C4AXvHQEiLYJGElcsXKV9aPXVVvNYjutra1dEM3zkiy0Uz19CpGsnlzSEghAAAIQgAAEIAABCFQEAUYgKyINJa0EIllSvBQOAQhAAAIQgAAEIACB8BFAJKs/54hk9eeYFkIAAhCAAAQgAAEIQAACEPCVACLpK05/CrNXx9rw1ttWgaefOrvbe3vsF7pu37HL+tzLfPN8+5iHqJc+tMwqb/zYMdaLZJuamvxpUC+Ukqv+zjn9Xnnly8Ezz62wlrQ2m/M5gV5oqi+HyFd/8y2i/VxDY2Nj10P02Q6ej1e+/udLo0pYSD5ezj7m9fzJ1Wfz8SxhU30t2r0svCncyVJzvcmVg2rhlWlZfPe5Y5h5OSfz9dmgX/MNh2yvEXBevzL9Dc3UyfNdo/Lx9PXE8bkwr+ec5rUM+c65IPPyGT/FQaCqCSCSFZhe58ta7T9uc8883Xo42b0Es5dpA/n2MRf8RfcvlWvnXynDhg4J3Mtic9Xf8Lt30RK56PxvWGLshZfpErly4C7D/PFds/a1wMh3vvp7ZeQ8dfzus5V0Wubj5cy/qbd5afPgQQNyviMr3zmXi2clsclWF6ekuL8IM5+NGjm82/UsH698OQg6L+dN98zp07r1HfffAC/5z8crX//zcoxyxmh4eeGX729kPp7lZOHl2PnOuVw8s5VfzX8jvTAlBgIQ6CSASFZYT3C+yNVeGtl5wTZ/0Bbcu1iumXexJX2Z3u3jXHrZlqdc+7hHDdw3GRWGqEd1NPXPdFPhXtI6Xw7c39oWIl7lZJqr/ocePMoSoUwvHbbrbH/bf/65Z1kykI+Xlz5bTh75jp2LlzkHr73uJrG/6DFluc8fNy/7iwrnC5yd+5jP7Zc5Z7oG5KtvJX2eaUTSXT/3FzH2OfqJ44/rmomRLwfVwivXiKSzj7kZuq/5+a5RmmtmJfWnTH3H/WJz9/XYj7+R+XhWMqNMdcv25We2Ecmw/Y0MWj6pLwTKSQCRLCf9DMfOJCXOi/5Lr6zpNnpo35Sa/15x2QVWie6bikxiaMupGakz4jBl8oSum7YgiVGmm4Rc9TcsnO87MrzcfyTz5eCuBb+1ONu8vXzjXUndzPnFhKmXs/4TDhtniZE9bdp87p6q6RajfLy89NlK4pPpJj1bvm1ezpt8Nw83r3x91hzL+d4tu48GadTbZuhFJLP1R6dI5uqzgwcNrBpeXqa2ZprW6r7m5+J19JFTAn3Nd56f2cTHtH/1utesKflmc36Rqv0baa7zuXgG8TUG7vbYTL2KZL5rftD/Rlby3yPqBoFKI4BIVlhG3KM37ptIc1O+7PGnu02jzPZHwW6akads+9gi6RyBCqJI5qu/85mZfM+U5suB+SPpHE0Kokhmq7+5Kc80ep1r6mE+XoX02Uo6Ld0y5M63+/zLd/7YIpmtz2a68Q3a9GmvIul19kOuHLj7bJDF28szau4vvjKdK7l42SKZ75pZSedgtrpk42X61e9+v1Ra29qt99e5p1e7y8v1N9IWySBf853tzXXOeel/pqx81/yg/40MQt+njhCoFAKIZKVkYn898n3TV8joDiOSHyXZi/Tly0HQv23NN7rj/vY+381+Pl6F9NlKOi3zjUZkWgwl1wJMjEh2ZjfT7IBsec/XZ6tlBNfLjXymqeRubmEekXRLTqap0plE0rlOgPncyTDfNaCSrle56pLvnPPS/2yRzHXOBf1vZFDyST0hUAkEEMlKyIKjDqV43izfM2pBf15GW/980+3y5SDoz8tonzfL9G2987TJxytf/6uwU7BHdbT5NrxWvLgq52I7ufqsqUC1PPOX7VzLd0PrToK2z+abpVGpfc7LjbwXkczXZ7XXzCDxyje6mKkt+a5R+XhWKh9nvbycc176nykz3zW/GngFIafUEQKVQACRrIQsuOrgvOH6pFkAACAASURBVAkqZNVW9/My+Vakq4YV/LKtOmtuEJ56Zrlc/J1zLcqZFj7JNFUsVw6CvoJfvvo7+49hlukZWvNqEHuxHfe394X02Qo8DbuqlI+Xs+6ZRmcz9bl851yu/lfJrNx1yySS+Ua4M40g5ctBtfDKdCNveJnNfhYv0zRn9zU/H698/S8ofSwTL/f5lqk/af9G5uNZ6bzynXN2/b0+I5nvmh90XpWeT+oHgUoigEhWUjb21yXf+5nyve/K/UfS/gbRuYiK+zlB8wekGt8j6WZpWGRq+9+eXd71+hMTky8HzuXSq+09ku62u19HkEmM8vHK12cr8DTsVqVc+XY+f5upL2TiZQrPdc7l41npvJxtM3V1LhBjrk8rVq7q1gTn59mmIubKQdB5Odtmg7GvU87+ZT7L1McyXfPzXaOCfM3Pxcswcn/ufkaykL+R+XhW8jmZ75zLxzPTl635zrkg86rkXFI3CFQaAUSy0jJCfSAAAQhAAAIQgAAEIAABCFQ4AUSywhNE9SAAAQhAAAIQgAAEIAABCFQaAUSy0jJCfSAAAQhAAAIQgAAEIAABCFQ4AUSywhNE9SAAAQhAAAIQgAAEIAABCFQaAUSy0jJCfSAAAQhAAAIQgAAEIAABCFQ4AUSywhNE9SAAAQhAAAIQgAAEIAABCFQaAUSyzBnJ9N65MleJw0MAAhCAAAQgAAEIQAACEMhJAJH0qYNkel+hKdr9Dj734QoVSbPfgnsXyzXzLpZhQ4d4boWXd5J5eb9YpheNm0o49w3i+xU9gyQQAhCAAAQgAAEIQAACISaASPqUfFskp0yeIGfPOc1zqVqRdL7YvRBRMy8J3rxla1cd3S9mNp8vun+pXDv/SktQzedmu+KyC6z/OkXR/ZLnTPvu2Llb5l91iTQ1NXlmQiAEIAABCEAAAhCAAAQgUNkEEEmf8pNPJI1k3X73PdbRnAJoi+TIkcNlzdr11uf5RjFNTKEjku7mZpI/Uxdbht2f2/u7RyQztV8ryT6lgmIgAAEIQAACEIAABCAAgRITQCR9ApxLJI2MLVi4WK6+/EKZNPFwa1Rvy5at1iifPdX0lM+eaMmbPeI498zT5YRZM7PWzi+RNHVZs/Y1a9TQbNfdeIc4R1WzyaAXkfTaFp9SQDEQgAAEIAABCEAAAhCAQC8RQCR9Ap3pGUl75PHeRUuso9jTQ50SaGTLjFReeuF5lmSazT2dNFMV/RBJtyTabZh98oldEutVJE0dnVJqprIikj51LoqBAAQgAAEIQAACEIBAhRFAJH1KSK4RSSOGK1au6nYkWzIziaRzxDJb9YoVSXsk9Pxzz+qSRs301EyL7WSS6cbGxq6RWJ9QUwwEIAABCEAAAhCAAAQgUGYCiKRPCcgnks7nDp2HzDTiV+oRyUwSadfJLYhen5HMhNEc54GHlskVl3yHxXZ86mcUAwEIQAACEIAABCAAgUoggEj6lAXNM5LmkPf89vfyhdmfsaZ/Oqe2el2gJtuIZL79832eb9XWbMLpxsi0Vp86FsVAAAIQgAAEIAABCECgAgkgkj4lRbNqqzmkvTKr+72O5jPzvGS2hXacr/+wq+5c5dX9nKK7ec7Xdzg/cx4z13sk3fs7p64668aUVp86FsVAAAIQgAAEIAABCECgAgkgkhWYlGKqZKamzpwxLeeKr8WUz74QgAAEIAABCEAAAhCAAAQQySrqA2ZE8NY7fyWXX/xtGTZ0SBW1jKZAAAIQgAAEIAABCEAAApVEAJGspGxQFwhAAAIQgAAEIAABCEAAAgEggEgGIElUEQIQgAAEIAABCEAAAhCAQCURQCQrKRvUBQIQgAAEIAABCEAAAhCAQAAIIJIBSBJVhAAEIAABCEAAAhCAAAQgUEkEEMlKygZ1gQAEIAABCEAAAhCAAAQgEAACiGQAkkQVIQABCEAAAhCAAAQgAAEIVBIBRLKSskFdykKgvSMhyWRSmhrry3L8oB00mUxJe0ccXorEtbS2S2NDnUQiEcVe4Q01vGKxWonV1oQXgqLlhlc0GpWG+phir/CGtrbFJZ1OcQ3z2AXi8aTEEwl4eeRFGATCRACRDFO2aWtGAkYkO+IJ6denAUIeCBiR3NPcJoP6N3mIJsQQ2L6rWQYPaEIkPXaH3XtbpamxDpH0yGtfS7vU1iCSHnGJEclUOiV9+PLQEzIjki3tHTKgb6OneIIgAIHwEEAkw5NrWpqFACKp6xqIpI4XIqnnhUjqmCGSOl6IpI4XIqnjRTQEwkQAkQxTtmkrI5I+9AFEUg+REUkdM0RSxwuR1PFCJHW8EEkdL6IhECYCiGSYsk1bEUkf+kBvieRvnt1k1bZvQ62MP6D7NNojRw/woSW9VwQiqWONSOp4IZI6XoikjhciqeNFNATCRACRDFO2aSsi6UMf6C2RPOm//y4H9q+X9/e096j1LWdPkSMP7u9Da3qnCERSxxmR1PFCJHW8EEkdL0RSx4toCISJACIZpmzTVkTShz7QmyL5zeNHi/mfczOCiUj6kMgKLgKR1CUHkdTxQiR1vBBJHS+iIRAmAohkmLJNWxFJH/oAIqmHyIikjhkiqeMVZpF8dM0HsmzNBzJn+kg54bDBnsAhkp4wdQUhkjpeREMgTAQQyTBlm7Yikj70gWoTya2722X4gNK+QxSR1HU8RFLHK2wiac7ZB1ZukWWrt8m+9oSMG9bHmgJ/89zJMv6APnnhIZJ5EXULQCR1vIiGQJgIIJJhyjZtRSR96AO9KZL/8eWJPUYZ/Jza+ocX35M7//K2dYzvf3689K2v9YFQzyIQSR1WRFLHq5pE0kjim9ua5cjR/Xucj89u2CGPrv5Annljh/X89JwZI2X21GFW3LxFa6W5PWHJZL7zGJHU9S9EUseLaAiEiQAiGaZs01ZE0oc+0JsimelZSD9F0qwMu2z1BxaVSETkB587rCSL+CCSuo6HSOp4VYNImpHFJS++J/ZqzYaAEcJxBzbJ8AEN8srG3WIk8/jxg+UrM0b2OE/N/t/99Sty2IF9xHwBlWtDJHX9C5HU8SIaAmEigEiGKdu0FZH0oQ9Um0iu2rhHfnTGBPnNM5tkycr35CszRsi5x4/OO6rhFaW5wT3t1hVd4fbNsZf9+9XXWs9+BWmFWi/tyheDSOYj1P3zoIukGWE0MwP2tibl0s8cKqdMPUBe2bhHtu5ukw0fNMuGD1pk2sH95ZQpB+Schm5i5/1urXzlmBE9FulyEkMkdf0LkdTxIhoCYSKASIYp27QVkfShD1SjSN4yd7JFxtzQXv/wBunXWOPb6KS5IZ533xo5ZfIwGT6wwXMGjODua0tY0/zMc1/m5vqUKZ3T+IycvvlBs+xrT8qG95utf1tC/OWJVSGdiKTnbmIFBlUkzVTVP7y4xZLGOdNHyDdPKP4LHDP19fo/b7BGJbMtvoNI6voXIqnjRTQEwkQAkQxTtmkrIulDH6hmkbRuytsTlkyam1w/Ridtkbz57Mky7eAB6gyYURZzc2wWFmnuSPTY/8jRA7qEM2ivRckGA5HUdZPv/Xa1RKIi0WhEpo0eIH0bamX8AU3Sp978N//iM86j2V9SmC8mtu5pt0YFM22HHdDHKt/eVm3anbfSzW1Ja4TRuZlRRvOKHz8XvLrjybet2QVGJM0XMGY6rHNDJPOmqlsAIqnjRTQEwkQAkQxTtmkrIulDH6h2kbQR2aOTIwbWWwvx5LshN68hMFLnviEuViSdKTNC2aehVsyUV/PsmL2oiH0MRNKHDh7AIiyRjIiMHNRoPUdo5M+sYmpvpk8eOKDeetZweP/OFYrHH9hH+tbX7I9vFyOCb77fYn2RYjazmI3p8ybO3szotxkFz7WZY+WTQiO71jE8xBaaDntRHvOFkDlPzKI89pR1RFJHFZHU8SIaAmEigEiGKdu0FZH0oQ+ERSQNKufopPnZviE3ozEHDmiwRn3MZkZvzCIhZmTF/M+5+SmS2dKHSPrQsQNchBFJs8rp+Sce0q0VZvTPjAK+8UGzvG89b9hife4WTfMFiOnLpk+bvl1Nz+QasTZfCi15cYv0a6i1vhQ6qH+dpNIp6dNY2tf+BLhLdas6IlktmaQdEPCfACLpP1NKDBiB9o6EdMQT0q+P9+fXAtZEX6tbCSL5g8+Nt6asFbsZ+TMSaD8jmUvULGHcP33PmvbnGvUxnyOSxWakc3+mtuo4ZhNJXSnVHW2+FPrhA69ZzxP/22cPlWPHDqhYkTTy+/6eTvE3z0kff9jgvDMiSpk9RLKUdCkbAsEmgEgGNH/r1r8uN9x6t7S2tlotGD92jMy/6hJpauocIWHzTgCR9M7KRFaCSGYSNl0rOqO9imSusq2bvt3t8u8PrM+4WmRvjEiakacL7nlFmNpaSC8I/j6IpPcc2s9Pzj12hHz3xDGedjTnuJm6bl5PYqaUZ9usKef7n0m1pw6b2AP7N2Sc7vvKpt3dFsza256wFh6ytz51tdZ+ZsEtc82bM2OE59WkzdRe632cBw/I+E5OTw3fH4RIamgRC4FwEUAkA5rv+5Y8KKNGDpcTZs20WnDzbT+3/nvFZRcEtEXlqzYiqWOPSGbmZV6Ibl5RUI6praZGfr5fU9cj/I9mRFLHFJHU8XropffklifetmY1XHLSoVnlzHxBs/DZTdbUWPPMqFm8xyxklG0zMxXMZq+2nC3OyKGRU3szU4vN86pGPs0zrOZZVuf04kJWkzZfkjnfyWmedzXXJyOW7sWH8tFDJPMR4nMIhJcAIlkluTdiuWbta4xKFpBPRFIHDZFEJHU9Rh+NSOqYIZI6XmaxnQ0f7JP5D7whZjEt86oQe4EgMwX20TXbrJWSjUgayTMjgdleJZLvyNYquO93PptqNvO8qtk6n7POvzCRvZ/zeW0jwM1tCbFHMP/y/Y/3qIY928K8I9cI7isbd1v/NaOUZrPF0oyg2m23RdhdWDKVkk+MHyiHjdCvOp2PD59DAALBJoBIBjt/Vu1bWlrkuhvvkMGDBjAiWUA+EUkdNEQSkdT1GH00IqljhkjqeNmrtqajNTLvd2utFW4v+cyh8uwbO6zRRzOl1KzyaoQt32rNuiMXH925cNB71gimGR01U25ziaT7+W8jpJZQ7n/3rJlea29m1NWMhrq3De/vk1OPPEAu+LS3qcDFt5ISIACBoBBAJIOSqSz1NFNaV6xc1eMZybb2eMBb1nvVjydTkkwmpaEu1nsHDfCRUum0tLbHpU9DXUlb8flbX5Dr50yUqaP6dTuO+f3Xjz1Ivn7cyKKP/3+Xb5FXN++R678yseiyfvCH9XLEqP496rV68175wZL1sviio6VffU3Rx8lWQDZeJTtgCQs2N/p1dTVSE42W8CjVU/TV9/9Djjion5zz8VHV06gStqQjnpS0pKU+1jlN9ebH3pYn/vGhHDd2kHx83ED57KShJTy6f0Xb15ZHLj+mR6F+Xtu+f/96mTyyT49p+/61pPpKaqjnfqL6skqLMhFAJKukX7intu5r+ej5iyppYsmakTIimUpLLFa6m/ySVb4MBadTaYknklJXl/1ZIT+qddrtK+W6Lx8uUw7qLpLm93NnjpS5M0cUfZhFK94TczN23RmHF13W/Adet6TXXa817+6V+f/zujx4ydFiveyvRFs2XiU6XEmLNaso19bUSDRaOl4lbUAvF/6/lrwmUw/qJ1/z4cuVXq56WQ5nZlWk02mprf3omm/ej2lG+YK0dV1bLp3eo9p+Xtv+1wOvy+QRfeQbsw4KEp6y1rVvE6+WKWsCOHivEUAkew11aQ9kVnFdcO9iuWbexTJs6JDSHqzKSmdqqy6hTG3NzCvfYjtPXj1LIiUUSRbb0fXjaopmaqsum/bU1qC/R9JeEVoztVVHqjP68t+tsUSSqa2F0GMfCFQ3AUQyoPm985cL5VMnHCeTJnaOpJgprjt27maxnQLyiUjqoCGSiKSux+ijeUZSxwyR1PFCJHW8EEkdL6IhECYCiGRAs/3Mcyvk9rvv6ao975EsPJGIpI4dIolI6nqMPhqR1DFDJHW8EEkdL0RSx4toCISJACIZpmzT1owEEEldxyi3SM69a6XMnnqALws/2Evku1c21BHpjGZqayHUMu+DSOpYIpI6XoikjhciqeNFNATCRACRDFO2aSsi6UMfKLdIZhO2QpqGSBZCrfT7IJI6xoikjle1ieTvLpze9S5Im4Sf1zZEUte/iIZAmAggkmHKNm1FJH3oA4hkZoiMSPrQufYXgUjqWCKSOl7VJpK3nD1Fjjy4fzcIiKSuTxANAQgURgCRLIwbe1URAaa26pKJSCKSuh6jj0YkdcwQSR0vRFLHixFJHS+iIRAmAohkmLJNWxmR9KEPVJNI/vCB9WLeH8czkj50DB+LQCR1MBFJHS9EUscLkdTxIhoCYSKASIYp27QVkfShD1STSJrpqGZDJH3oGD4WgUjqYCKSOl6IpI4XIqnjRTQEwkQAkQxTtmkrIulDH0AkM0PkGUkfOtf+IhBJHUtEUscLkdTxQiR1vIiGQJgIIJJhyjZtRSR96AOIJCLpQzfKWQQiqSP8nV+tklnjBsn5Jx6i2zGk0YikLvGIpI4X0RAIEwFEMkzZpq2IpA99AJFEJH3oRoikjxBP+u+/y9ePPQiR9MgUkfQIan8YIqnjRTQEwkQAkQxTtmkrIulDH0AkEUkfuhEi6SNERFIHE5HU8UIkdbyIhkCYCCCSYco2bUUkfegDiCQi6UM3QiR9hIhI6mBWi0jua0/IabeuEN4jqcs/0RCAgH8EEEn/WFJSQAnwHkld4hBJRFLXY/TRPCOpY4ZI6nhVi0iaVpvcI5K6/BMNAQj4RwCR9I8lJQWUACKpSxwiiUjqeow+GpHUMUMkdbwQSR0vprbqeBENgTARQCTDlG3ampEAIqnrGIgkIqnrMfpoRFLHDJHU8UIkdbwQSR0voiEQJgKIZECz/cxzK+T2u+/pqv34sWNk/lWXSFNTU0BbVL5qI5I69tUmktMO7i/fPH60DkKGaN4jWTTCrgIQSR1LRFLHC5HU8UIkdbyIhkCYCCCSAc32fUselFEjh8sJs2ZKS0uLXHfjHTJ40AC54rILAtqi8lUbkdSxRyQZkdT1GH00IqljhkjqeCGSOl6IpI4X0RAIEwFEskqybcRyzdrXGJUsIJ+IpA4aIolI6nqMPhqR1DEzInnBJw+Ws48bpdsxpNGIpC7xiKSOF9EQCBMBRLJKsn3zbT+3WsKIpD6hiKSOGSKJSOp6jD4akdQxMyJ5/ZyJcsy4wbodQxqNSOoSj0jqeBENgTARQCSrINvmeclF9y+Va+dfKcOGDrFaZG7E2LwRSKXTkk6lpaYm6m2HkEel02lJplJSW1NTUhJf/tnL8qMvHSZTRvbtdpx//+MbMnVkPznrmOFFH783ylqzZZ/88I9vyAP/Ok0iEim6ztkKyMarZAcsYcGJZEpqohGJRErHq4TV7/WiTe7/49RxMnVU/14/dhAPmEqlJC0iNdHgX/OznfeLX9gqq7fslf/80mFFp+jfl74hk0f2lbkzRxRdVlgKGNCvMSxNpZ0hJ4BIBrwDGIlcsHCxXH35hTJp4uFdrYknkgFvWe9VPx5PSjyZlKaGut47aICPlEqlpbm1Q/r1qS9pK065+Xm54cyPyRGju98cX/X7f8i00f3lG7MOKvr4vVHWq5v2yNX3/0MenXeslNAjJRuvoiGVoYDmlnapr49JLV/ueKJvcn/dGRNk+qEDPcWHPai9IynpdEoa6mOBR5HtvP/tc+/Kqk175MavfqzoNl65eJ0cOrhBLjt5bNFlhaWAWG1pv2gNC0faWfkEEMnKz1HWGmaTyAA3qSxVZ2qrDjtTWzPzYtVWXT/KFc3UVh1LprbqeDG1VcfLTG01o7i3feMI3Y5EQwACVU8AkQxoijNNZw1oU8pebURSlwJEEpHU9Rh9NCKpY4ZI6niFQSSvf2SDbN3dLrfMnayDkyEakSwaIQVAoGoJIJIBTa1ZXGfFylXdat/Y2NhjimtAm9er1UYkdbgRSURS12P00YikjhkiqeMVBpE0MyTMhkjq+gbREICAjgAiqeNFdBUSQCR1Se0NkdzXnpDTbl0ht5w9RY48uPszktmmkOpa0RndG2W9snGPzLtvjTx59aySLh5jZCITr0K4lHsfRFKXAURSxwuR1PFiRFLHi2gIhIkAIhmmbNPWjAQQSV3H6A2RtOULkfSeG0TSO6tqi0QkdRlFJHW8EEkdL6IhECYCiGSYsk1bEUkf+gAimRkii+340Ln2F8GIpI4lIqnjhUjqeCGSOl5EQyBMBBDJMGWbtiKSPvQBRBKR9KEb5SwCkdQRRiR1vBBJHS9EUseLaAiEiQAiGaZs01ZE0oc+gEhmF0nziXtxi958RvI/vjxRTjhssA9ZLm8RiKSOPyKp44VI6nghkjpeREMgTAQQyTBlm7Yikj70AUSyckXym8ePFvO/oG+IpC6DiKSOFyKp4/Xrv26Ulzbu4j2SOmxEQyAUBBDJUKSZRuYiwGI7uv6BSCKSuh6jj0YkdcwQSR2vsIhk3/oa+dEZE3VwMkQjkkUjpAAIVC0BRLJqU0vDvBJAJL2S6oxDJBFJXY/RRyOSOmaIpI5XWERy2sH9fZmhgEjq+hfREAgTAUQyTNmmrRkJIJK6joFIIpK6HqOPRiR1zBBJHS9EUscLkdTxIhoCYSKASIYp27QVkfShDyCSOpH8w4vvyZ1/eVuevHqWRCIRHzKQuQgjEzwjWTK8FV0wIqlLDyKp44VI6ngRDYEwEUAkw5Rt2opI+tAHEEmdSP7m2U1i/odIeu98jEh6Z2UiEUkdL0RSxwuR1PEiGgJhIoBIhinbtBWR9KEP9KZI/uX7H+9R43mL1opfz/74XZaprPv1H4ikvtMhkjpmiKSOFyKp44VI6ngRDYEwEUAkw5Rt2opI+tAHEMnMEK9/ZINs3d2OSPrQxxBJHUREUscLkdTxQiR1vIiGQJgIIJJhyjZtRSR96AOIZGaIZuRx1cY9ZRPJU3+yQr5yzAhfVmn0oZsUVQQiqcOHSOp4IZI6XoikjhfREAgTAUQy4Nlet/51WXDvYrlm3sUybOiQgLemPNVn1VYdd0SyMkXSz2m6uh7hfzQiqWOKSOp4IZI6XoikjhfREAgTAUQyoNne9uF2ufa6m2T7jl0yZPBAuXb+lYhkgblEJHXgEElEUtdj9NGIpI4ZIqnjhUjqeCGSOl5EQyBMBBDJgGebEcniE4hI6hhWgkiOP6BJLvnMGF3FM0T7OYpX7qmtfralaLBFFoBI6gAikjpeiKSOFyKp40U0BMJEAJEMeLaziWQimQp4y3qv+vF4QjoSSenTWN97Bw3wkVKplOxraZf+fRtL1opXN+2Rq36/Th678rgex7hq8TrrdzeeNano45uyjhzdX875+Kiiy7r375vllU17etTL/P7e5zbLY1ccK1LC90j62ZaiYRRZwL7mNmloiEltTU2RJYVj93+5abn81xkTZPqYQeFocJGtNF8eptIpaayvK7Kk8u9ucn/jVyfJEaP7d6uMn9eD3zyzSVZt2i23zJ1S/gYHpAa1NdGA1JRqQqA4AohkcfzKvnc2kdy1p6XsdQtKBVJpEUmnJRot3cvig8LCSz3TaZFUOi01JeS1dss++eGDG+SBi6b1qNIP/7jB+t2PvjTeS3VzxpiyphzUV86aMbzosha/uFXWvLuvR73M7x96ZZvce/5UKWUP87MtRcMosoBkKi3RSKSU3l1kDStr9zPuWiX/+9RxMvWgfpVVsQqtTcq66EtVXPNN7n902niZPLJvN9p+Xg8Wv7BVVm/ZJ//pwzW3QruE79Ua2L/J9zIpEAKVSACRrMSsKOrE1FYFrCyhTG3VMayEqa2mxu73Nepa0Rnt53TQXFNbX3hrp9z2jakSKeGIpJ9tKYSln/swtVVHk6mtOl5MbdXxYmqrjhfREAgTAUQy4NlGJItPICKpY4hIZuaFSOr6Ua5oRFLHEpHU8ao2kfzB58bLKVMP6AbBzy+WEEld/yIaAmEigEgGPNuIZPEJRCR1DBFJRFLXY/TRiKSOGSKp41VtIvnN40f3eH8sIqnrE0RDAAKFEUAkC+NW9r2cr/+wKzNz+jS54rILyl63oFUAkdRlDJFEJHU9Rh+NSOqYIZI6XoikjhcjkjpeREMgTAQQyTBlm7ZmJIBI6joGIolI6nqMPhqR1DFDJHW8EEkdL0RSx4toCISJACIZpmzTVkTShz6ASCKSPnSjnEUgkjrCiKSOFyKp44VI6ngRDYEwEUAkw5Rt2opI+tAHEElE0oduhEj6CBGR1MFEJHW8EEkdL6IhECYCiGSYsk1bEUkf+kC5RfL6RzbI1t3tvP7DlUs/F9fwoZsUVQQjkjp8iKSOFyKp44VI6ngRDYEwEUAkw5Rt2opI+tAHyi2S2V6zUUjT/JQvXv9RSAYy74NI6lgikjpeiKSOFyKp40U0BMJEAJEMU7ZpKyLpQx9AJDNDRCR96Fz7i0AkdSwRSR2vahLJU3+yQr5yzAhe/6HrAkRDAAI+EUAkfQJJMcElwKqtutxVk0iedusKmTOj502YjkhnNCJZCDVGJP2ghkjqKFaTSGabVeHnbAtGJHX9i2gIhIkAIhmmbNNWRiR96APVJJLmBjzTy7wLwYRIFkINkSyW2isb98i8+9bI9XMmyjHjBhdbXCj2RyR1aUYkdbyIhkCYCCCSYco2bUUkfegDiGRmiIikD51rfxFMbfXOEpH0zsqORCR1zBBJHS+iIRAmAohkmLJNWxFJH/oAIolI+tCNchaBSHonjEh6Z4VI6lmZPRDJwrixFwTCQACRDEOWaWNOAjwjqesgiCQiqesx+mhE0jszRNI7K0RSzwqRLIwZe0EgLAQQybBkmnZmJYBI6joHIolI6nqMPhqR9M4MkfTOCpHUs0IkC2PGXhAICwFEMiyZpp2IpE997ErhVAAAIABJREFUAJFEJH3qSlmLQSS9E0YkvbNCJPWsEMnCmLEXBMJCAJEMcKbvW/KgLH1omdWC8WPHyPyrLpGmpqYAt6g8VWdEUscdkUQkdT1GH41IemeGSHpnhUjqWSGShTFjLwiEhQAiGdBMP/PcCll0/1K5dv6VMmzoELn5tp9bLbnisgsC2qLyVRuR1LFHJBFJXY/RRyOS3pkhkt5ZIZJ6VrZIPrr2A7nvX2cUVgB7QQACVUsAkQxoao04jhw5XM6ec5rVArdYBrRZZak2IqnDjkgikroeo49GJL0zQyS9s0Ik9axskbx3+Wb5y/c/XlgB7AUBCFQtAUQygKltaWmR6268Q6ZMntAlkuvWvy63332PXHrheTJp4uGSTqcD2LLyVLmjIyEdiYT0bWooTwUCdlQjkntb2mVgv8aS1fyVTXvkivvWypNXz+pxjIXPbpaXN+2WW86eXPTxP3PDc3Lz2ZPlyNH9iy4rW73M7194e6f89OtTJBKJFH2cbAXMu2+tHDV6gJx7/KiSHaO3Ct6zr1UaG+okVlvTW4cM7HHsc+WRy2dIfV0ssO3ozYq3tccllU5JU0N9bx62JMfKdt77eT349d82ym+Xv5vxelySRlVBoaW81lcBHppQRQQQyQAm0xbJ2SefKCfMmmm1wC2Sl977SgBbRpUh0EmgpSMl72xvld9/94geSO5f+b48suZDOWRI8eK/7r1mufaL42TSiD5Fo89Wr2374jKsb51c+8WxRR8jVwHX/ukt2bavQ4b1RSZKCrrCCs91rlRYValOCQhkO+//ub1NPj9lqJw5/cCij2qubfe/9L4v18miKxOQAm4/58iA1JRqQqA4AohkcfzKsreXEcm7nnyrLHUL4kGtsdu0SAkHi4KIJWedzYh3b3zjmukmaO2WfWIE0K/tU4cPkmH96oouLle9hvaNyacnDC76GLkKeOq1HWKktRo2M6GC89F7Jg0vc67AzBsze8JONfDKdd6bL8gmj+zrDUqOKHNtW7ulmf6lIHnRZ0r7xaGiKoRCoKQEEMmS4i1d4Twj6R9bnpHUseyNZyR1Nar86O27mmXwgKZeke/Kp5G/hjwjmZ+RM2JfS7vU1kSloZ7RaC/kWts6p7b2aQz+1FYv7S02Jh5PSkt7hwzoW7rHGYqtI/tDAALlIYBIlod70Udl1daiEXYVgEjqWCKSOl4mGpHUMUMkdbwQSR0vRFLHC5HU8SIaAmEigEgGONu8R9Kf5CGSOo6IpI4XIqnnhUjqmCGSOl6IpI4XIqnjRTQEwkQAkQxTtmlrRgKIpK5jGJFsaeuQfn2KX+xGd+TgRu9tbpO+TfVMbfWYQsPLTNNk1VZvwBBJb5zsKERSx8uIZFtHnGu+DhvREAgFAUQyFGmmkRCAAAQgAAEIQAACEIAABPwjgEj6x5KSIAABCEAAAhCAAAQgAAEIhIIAIhmKNNNICEAAAhCAAAQgAAEIQAAC/hFAJP1jSUkQgAAEIAABCEAAAhCAAARCQQCRrMA0t7S0yHU33iEb3nrbqt3pp86Ws+ec1lXTbR9ul2uvu0m279hl/e7SC8+TE2bNzNmSfPsEfQXYXPU379xcsXJVFx8vvPLlwLx+5fa777HKHDJ4oFw7/0oZNnRIBfamzFXKV/9161+XG269W1pbW6WxsVGuvvxCmTTx8Kzty8crX/+rdHD5eDn72PixY2T+VZdIU1NTzmbl6rP5eFY6L7t+7vfdmt87WZqfvfLKlYNq4WX6xJYtW+WKyy7Ier03H3g5J/P12aBf8w2HTLzM753Xr0x/QzOdP/muUfl4VvI56fWcy8YzU9vynXNB5lXJuaRuEKg0AohkpWVERMzNl9nMzYT9x23umadbsmhfvKdMnmDJpfmDaYTGyFG2G/18+wT9nZS56m/43btoiVx0/jesG3svvAz7XDlwl2H++K5Z+5oneaiE7pav/l4ZOdvid5+tBE52HfLxcubf7GO+BBo8aEA3GXC3J985l4tnJbHJVhenpLi/CDOfjRo5vNv1LB+vfDkIOi/nTffM6dMyiqT9N8BL/vPxytf/vByjnDEaXu6/obmkKNvf1Xw8y8nCy7HznXO5eGYrv5r/RnphSgwEINBJAJGssJ5g/uj9+JY75fxzzuoSQ+cF2/xBW3DvYrlm3sXWCJhbEm0J2rFzd5fY5NvHPWrgvsmoMEQ9qqOpf6abCvNH9m/PLu8aVcyXA/e3toWIVzmZ5qr/oQePskRo9sknZh3ltr/tP//cs6yYfLzy9b9ysvBy7Fy8zDloZgc4b/Ld54+bl32Ojhw5vGumgXMf83mua4CXOldKTKYRSXfd3F/E2OfoJ44/rotPvhxUC69cI5K5RNJwdl7z812jNNfMSulLmeqRiZf7euzH38h8PCuZUTZumb78zDYiGba/kUHLJ/WFQDkJIJLlpJ/h2JmkxHmj9dIra2TR/Uu7TaV0imYmkcwkhvY+ZqTOiIP9TazZP0hilOkmIVf9DYsFCxd3m6rp/iOZLwd3LfitlTl7+pmXb7wrqZu5+4uz/hMOG9dt2rSpt3vqoVuM8vHy0mcriY+7Ll54OW/y3TzcvPL1WXN89yyDoI162wy9iGQ2vk6RzJWDwYMGVg0vL1NbM01rdYtkLl5HHzkl0Nd85/mZTXxM+1eve826zpvN+eWr9m+kuc7n4pnvsZJKvLa522PX0atI5rvmB/1vZCXmjDpBoFIJIJIVlhn36I2pnlsklz3+dLdplNn+KNhNM/KUbZ//n70zj7Oiutb2YqYbkNFEifOARk2iiSEOCBhlUIPXxJvP4UavilcMqKiAA04oihOIyKCoKIKKaDCoUQEnwAHFAVBAxFkJojIKdDP08P12welUF9Wnap8+59SqU8/5J5HetWut561dq97au6pSRtI9AxVHIxkUv/uZmaBnJIM0MEXSPZsURyNZU/zmotxvxjvd0sMgXsZI2h6zmoal1wx59faOv6DxkzKSNR2zfhe+hWokw65+SKeB95j1njODnlXVdKyFeUbNe+PLL/50vFJGMuicqYlLTbHUxMscV48/OVVKN212nvP2Lq/29peuRqaMZJzP+e580425MMdf6maz15y7z1Fxr5FxOPaJEQJaCGAktSixPY6gO32ZzO4wI/kfkcOYviAN4n63NWh2x3uBEHSxH8Qrk2NW07AMmo3wvqTDxJ7uBUzMSG5T1291QE26Bx2zhTKDG+ZC3m8puZdbkmckvTe2/JZK+xnJdCt9gs4Bms5X6WIJGnNhjr+UkUw35uJeI+OiJ3FCQAMBjKQGFVwx5OJ5s6Bn1OL+vIxt/EHL7YI0iPvzMrbPm/ndrXcPmyBeQcefsiG4Qzi2ehtec9+bn/ZlO+mOWRNAoTzzV9NYC7qg9Ypge8wGrdLQesyFuZAPYySDjlnbc2aceAXNLvrlEnSOCuKplY87rjBjLszxZ/oMOucXAq84aEqMENBAACOpQQVPDO6LoEze2up9XibJb201Fwgz33hbep9/tkPZ78UnfkvF0mkQ9zf4BcXvPn4MM79naM2nQVIv2zFtanvMKhyGVSEF8XLH7jc763fMBb01Mx1Pzay8sfkZyaAZbr8ZpCANCoWX34W84WV+qWfx/JY5e8/5QbyCjr+4HGM1vWzHfX7yO55sa2QQT+28gsZcKv6wz0gGnfPjzku7nsQHAU0EMJKa1NgeS9D3mYK+d+Utkqk7iOm+PWkKyNTnpjkRhP2umyZ0NcXvZWli9j4j6WckgzSI+zey0sXvzd37OQI/YxTEK+iY1XQs+cWSjpf7+Vu/Ja1+vMw+0o25IJ7aeblzM7G6XxBjzk/u77p6/17TUkSbYzbomTht/Ny5pWJLnafcx5f5m98x5nfODzpHxfmcn46XYeT9u/d4yKRGBvHUdky54wkac0E8k1gjNetJbBDQRAAjqUkNYoEABCAAAQhAAAIQgAAEIBADAhjJGIhEiBCAAAQgAAEIQAACEIAABDQRwEhqUoNYIAABCEAAAhCAAAQgAAEIxIAARjIGIhEiBCAAAQhAAAIQgAAEIAABTQQwkprUIBYIQAACEIAABCAAAQhAAAIxIICRjFgkv88FRBwSu4cABCAAAQhAAAIQgAAEIJCWAEYySweI32cmTNfeTyd4d5epkfR+QDlsGmFeJR/mtfA1fWjcva3fa+rDxkk7CEAAAhCAAAQgAAEIQEAvAYxklrRJGclDDj5ATj/15NC92hpJ9/f4MjFq5ntRy5avqIrR+z2toA9Vu42i99tcftuuXrNOBvbvI8XFxaGZ0BACEIAABCAAAQhAAAIQ0E0AI5klfYKMZE0fM04ZybZtd5GFi5Y40QTNYpo2mc5IetP1M38mlpQZ9v49tb13RtIvf1uTnCUp6AYCEIAABCAAAQhAAAIQyDEBjGSWAKczksaMjZswWQb07SUHHdhOzKze8uUr5PKLL3AM4Z0jxkq34zs55i0143jGX0+RDke2rzG6bBlJE8vCRZ84s4bmN2ToaHHPqtZkBsMYybC5ZEkCuoEABCAAAQhAAAIQgAAE8kQAI5kl0H7PSKaWnk6cNMXZizGO5uc2gcZsjRo7Xi7qdY5jMs3PmDR3e78Qs2EkvSYxlUP3Lp2qTGxYI2lidJtSs5QVI5mlg4tuIAABCEAAAhCAAAQgoIwARjJLgqSbkTTGcO7786vtKWUy/Yyke8aypvBqayRTM6E9zz6tyjTaLE/1e9mOn5kuKiqqmonNEmq6gQAEIAABCEAAAhCAAAQiJoCRzJIAQUbS/dyhe5d+M365npH0M5GpmLwGMewzkn4YzX6efm6aXN7nfF62k6XjjG4gAAEIQAACEIAABCCggQBGMksq2DwjaXY5/tEn5aTuxznLP91LW8O+oKamGcmg7YP+HvTW1poMpxcjy1qzdGDRDQQgAAEIQAACEIAABBQSwEhmSRSbt7aaXabezOr9rqP5m3lesqYX7bg//5EK3f2WV+9zit703J/vcP/Nvc9035H0bu9euuqOjSWtWTqw6AYCEIAABCAAAQhAAAIKCWAkFYpSm5DM0tT2hx+a9o2vtemfbSEAAQhAAAIQgAAEIAABCGAkC+gYMDOCI8Y8JH17nyc7t2ldQJmRCgQgAAEIQAACEIAABCCgiQBGUpMaxAIBCEAAAhCAAAQgAAEIQCAGBDCSMRCJECEAAQhAAAIQgAAEIAABCGgigJHUpAaxQAACEIAABCAAAQhAAAIQiAEBjGQMRCJECEAAAhCAAAQgAAEIQAACmghgJDWpQSwQgAAEIAABCEAAAhCAAARiQAAjGQORCBECEIAABCAAAQhAAAIQgIAmAhhJTWoQSyQEyisqnf3Wq1snkv3HbafwslfMMDOHV506HGNh6HGMhaH0nzbwgpcdAbvWHF92vGgNgSQRwEgmSW1y9SWweUuZbNlaJs2aNIZQCALl5RXy08ZN0nKn4hCtaWIIrFq7UVo1L8ZIhjwc1q0vleKihtKgfr2QWyS72YaSzVK/Xl1p3KhBskGEzL5001apqKyQJkWNQm6R7GZbt5ZLyeYt0rxpUbJBkD0EILADAYwkB0XiCWAk7Q4BjKQdL4ykPS+MpB0zjKQdL4ykHS+MpB0vWkMgSQQwkklSm1x9CWAk7Q4MjKQdL4ykPS+MpB0zjKQdL4ykHS+MpB0vWkMgSQQwkklSm1wxklk4BjCS9hBZ2mrHDCNpxwsjaccLI2nHCyNpx4vWEEgSAYxkktQmV4xkFo6BOBrJS+YME6kjcs8R/bJAwL+Lhz59Th5e+q+qP84+6T6pY3Ya8TOS3rhMPO7YcgakFh1jJO3gYSTteGEk7Xg9uORZeeTz5303OqxVO7nnyNydV+0ipTUEIJBvAhjJfBNnf+oIsLTVTpI4GsmL5wyTSqmUUUf2t0vWovWDS5+VBas/lfP27yGXvD1MZp14n9Td/pbWKGckxy19Vh759AUZccTlMn/VUjHG0h2bRYp5a4qRtEONkbTjhZG04/XAx8/IxC9edM4h7p85n3yw6hMZiZG0A0prCBQQAYxkAYlJKpkRwEjacYujkewz506prBQZc9QAu2QtWj+49Bn5cPXncu7+f9pmJE+6T+oqmJEc9+lzMuHTF2TWiffKI58+L8bwmv9ft05di+zy2xQjaccbI2nHCyNpx+uBJc/Ko1+86Jw33L/xS/8l7676WEYfmbvzql2ktIYABPJNACOZb+LsTx0BjKSdJHE0kr0dI1kh9x51pV2yFq3v/2SqLFr7hWMkzQyo26xFPSM58bMXZeaJ9zqG8oGlz8jME8dIvTp6P62BkbQ48EQEI2nHCyNpx8vMSD725TTnHOL+mZUO76xcJGMwknZAaQ2BAiKAkSwgMUklMwIYSTtucTSSf3/rdqmorJSxR19ll6xF67GfTJXFa76Q89r1kIvmDK1m1qI0kmam9PHPZ8irJ4yWRz+bJmM/+ae8dsIYqV8XI2khr+qmGEk7eTCSdrzu/3iqTPrqJXnthNHVNjQ3pub8+FFOb9DZRUprCEAg3wQwkvkmzv7UEcBI2kkSRyN5oTGSFRVyf4er7ZK1aH3fkqdlybqvnRlJYyTdZi1KI/nAJ8/IE1/MkFdOGC2PfT5dTJzGVDaoW98iu/w2ZUbSjjdG0o4XRtKO19jFU2XyVy/JqydWN5LmxtQbPyyQ+3K40sMuUlpDAAL5JoCRzDdx9qeOAEbSTpI4GskL3rxNKior5MEOA+2StWh975KnZaljJHuIeSbztRPHSP3ty0cjNZJLn5HJX7wsL3cfKZM+nyFjlkxxTGVDjKSFurqbYiTt9MFI2vEa+/FUefKrl+WVE0ZV29AYydnfz5f7c7jSwy5SWkMAAvkmgJHMN3H2p44ARtJOkngayVulrKJCHjrmGrtkLVqP/vgf8vn6Zc6MZO+37qw26xelkTTPbj715SvyUveRMvmLl2TUx/+QV7qPkob1Glhkl9+mzEja8cZI2vHCSNrxum/xP+UfX78iL3uM5OOfT5eZKz6Q+4/O3UoPu0hpDQEI5JsARjLfxNmfOgIYSTtJ4mgkz39jiJRXlMvDHa+zS9aitTFon/+0zHlGsvdbd1Sb9YvSSJpnIp/+aqZM7zZCJn/5ioxa/KQzO9moXkOL7PLbFCNpxxsjaccLI2nH697FT8s/v5kpM7rfU21Ds8Lhle/ey+lKD7tIaQ0BCOSbAEYy38TZnzoCGEk7SeJoJHu+cYuUVZTLIx2vt0vWorUxaF9s+G77jOQd8nL3UdJo+6xflEbyviX/lKe/nikzuo2Qp758Ve5ZPNmZnWyMkbRQV3dTjKSdPhhJO15jFj0tU7/d0UiaFQ4zls+VcR1yt9LDLlJaQwAC+SaAkcw3cfanjgBG0k6SOBrJ816/2TGSEzrdYJesReuRi5+Ur9Z/J+e2+5P83ZmRHCUN625bPhqlkTQzkv/8arZM6zZc/vHVazJi0RMyo9s9UlS/kUV2+W3KjKQdb4ykHS+MpB0vMyP5zLfmHHJ3tQ2f+OJlmfHvt+WhY66165DWEIBAwRDASBaMlCSSKQGMpB25OBrJc18fLFsry+XRjoPskrVobQzatxt/cIzkhW/eXm35aJRG0ryl9ZmvX5cXuw13ZiaHL5zkLHMtrt/YIrv8NsVI2vHGSNrxwkja8RqzaIo8u+z1HYzkk1++Ii8ue0sePiZ3jwzYRUprCEAg3wQwkvkmzv7UEcBI2kkSRyP5v7Nvkq2VZfJ4p5vskrVo7RjJDT/IeQf0kF5v3lZt+WiURtK8TfZf37whz3e9S6Z+PUuGLXxcpncdIcUNMJIW8qpuipG0kwcjacdr9OIp8vyyN+SFrsOrbWiWyv/r2zdy+siAXaS0hgAE8k0AI5lv4iH3V1JSIkOGjpbPvviyaouLep0jHY5sX/XfT0x5VqY+N8357/322VsG9u8jxcXFIfdAsxQBjKTdsRBHI3n27BulrKJMHu882C5Zi9Zmpm95yY/Oy3bM50bcy0ejNJJjPp4iz3/7ljzfdZg8881sGfrRYzK9691S3KDIIrv8NmVG0o43RtKOF0bSjteoRf+QF5a9JS90u6vahmap/LPfzJYJHXP3yIBdpLSGAATyTQAjmW/iIff348pVMnHSFLmw598cc/jGnLkybsJkGdC3lxx0YDvnvyc9NVUGDewnO7dpLXeNvN/p+fKLLwi5B5phJDM7BuJoJM+aPUi2VpTJE51vzizpEFvdtXCSrChZ6SxtdYxk93ukqN625xAjNZJLpsiL386R57oMlee+fV3u+PBR53nJJvX13nTCSIY44FxNMJJ2vDCSdrxGLf6HTFs2R/7VdVi1Dad8NVOmfjNTJubwkQG7SGkNAQjkmwBGMt/EM9yfMZaDhgyTM/56ijMraYxj27a7yOmnnuz06DWWGe4mkZsxI2knexyN5N+MkSzfKpOPvcUuWYvWwz56XL7ftNp5a+sFb94q07vdI8XbX2gTpZE037ecvuxtebbLUGeJ6+0fTZQXuw6Xpg0wkhbyqm6KkbSTByNpx2vkoqdkxr/fkee6Dq224T+/nilTvp6Z02fP7SKlNQQgkG8CGMl8E89wf4uXLJVRY8eLWd661x67OcteDzn4gCoj6f67mbHkF54ARjI8K9MyjkbyzFnXO0byqT/eapesRWuzZPSH0jXOM5L/98YQ53MbRdtfaBOlkTTft3zp3+/IM8ffKS98+5bc+uEj8kLXu6RZgyYW2eW3KTOSdrwxkna8MJJ2vO5Z9JS8vHyuPNvlzmobTv16pjz51as5ffbcLlJaQwAC+SaAkcw38Qz2l3peMmUcU//dvUunqmcmvUbSXLjyC0ugcnvDOmE3SHy7SqmUOhIfXn0+uFU2V2yVBw/P3Xckx3z2pKze+pOcsXs36bdguEz6w5AqIxklr4e/fEZmr5wnD/9+kLz2w7sy4tNJMvEPN0szxUtbRRiTdicZeMHLjoBNa/c5xL3d9BVz5NnlM2X0b6+26S4RbVu30HujLhECkGTeCGAk84Y6sx2lTGOrls2rnn/0GkvTs9dIVlamLiwy22+Sttq8pVy2bC2TZk30fldPkx5mRnL9xs3SYie9L2vx8jpj1nWypXyrTPnjbTlDecdHE2XN5vVyzv4nyf+9eavzHGJxvW2MVq8tkZbNi6ROnfyb79FL/iGvLn/PyX36v9+RWxY8LM93GaZ8RnKTFBc1lAb16+ZMr0LqeEPJFqlfr640blS/kNLKWS6lm8qkorJCmhQ1zNk+Cqljs7T11RXvyT+Pu71aWs9+87pM+nKGTOqUu5eYxZVjFOf6uLIi7ngTwEgq1s/PRKbC5RnJ7AnH0lY7lnFc2nr6zGtlU9kWmXr8HXbJWrS+7cMJsm7LBucZyZ5v3OJ8c61J/W1GMtKlrYufkte+e0+mHHe7s8T1pvkPOW9w3alBU4vs8tuUpa12vFnaaseLpa12vEYsfFJmGiPpOX+aT388+vm0nL7EzC5SWkMAAvkmgJHMN/GQ+/ObdXRvyltbQ4IM0QwjGQKSq0kcjeT/e22gbC7fIs8cX/1lEXaZp29964cT5KfN651nJM97/RZ5sdtwabp9+WiURnLk4idl1op58o8/3iovLX9Xbpr3oPP2xeYYyWzKH2lfGEk7/BhJO153L5wss7+fJ08fV31Fh3l514TPX5Anjx1i1yGtIQCBgiGAkVQqpVmqeueIsVJaWlotwva/O7RqiSvfkcyOeBhJO45xNZKlZVucT2Dk6nfLgvGyYWuJ8x3J816/udoLbaI0kvcsmiyvfz/fedHQK8vfk0HzHnA4tGjYLFcoat0vM5J2CDGSdrwwkna8hn/0hLzx/XyZcnx1I2le3jX+s39hJO1w0hoCBUUAI1lQcpJMJgQwknbU4mgk//vVq8UYSbOkM1c/YyQ3bi11ZiTPnT1Ynu96l+y0/c2okRrJxZPlze8/dD598tp378v1H9zvfAqkJUYyV4dC3vvFSNohx0ja8Rq+8Al56/sP5anjqs88vvjtWzLu0+ec1Q78IACBZBLASCZTd7J2EcBI2h0OcTSSp756lWMkzWcvcvUbPP8h2VS+xXlG8tzXB6uZkRyxaLK89cM2IzlzxQdy3ftjMZK5Oggi6hcjaQceI2nHy8xImnOI10hOWzZHHlj6TE5fYmYXKa0hAIF8E8BI5ps4+1NHACNpJ0kcjeRfXrlSSso2Oy/AydXPvMRmc9lmZ0byHGdG8j8vtIlyRnLEoifk7R8XyaTOg2X2inlyzfv3Od+UbNVop1yhqHW/LG21Q4iRtOOFkbTjNfyjSTLnx0Xy5B9vrrbh9GVvy9hP/ilPe97matc7rSEAgTgTwEjGWT1izwoBjKQdxjgayT+/coWUlG+W6V1H2CVr0frGeQ/K1ooy5xnJ/519k/yry1Bpvn35aJRG8u6Fk2TuysXyeOfB8vr3C2Tge2Nk6vF3SmuMpIW6uptiJO30wUja8brrw8flnZWLZbLHSJq3QI9ZMkX+eVzu3oZtFymtIQCBfBPASOabOPtTRwAjaSdJHI3kf708QErLN8uMbvfYJWvR2hjJsopyZ0by7Fk3VnuhTaRGcpExkkvk8U43yps/fChXvTvaeY1/m0bNLbLLb1NmJO14YyTteGEk7Xjd9dHjzjnkiWNvqrbhy/+eKyM/fspZ4cAPAhBIJgGMZDJ1J2sXAYyk3eEQRyN58sv9naWtL3cfaZesResbPrhfKkXk3P1PkrNn36TGSA5fOEneW7VEHut0o8z54SO54t1RzlK0nRu3sMguv00xkna8MZJ2vDCSdryGffi4cw6Z5DWSy9+VexZPlmdz+Fklu0hpDQEI5JsARjLfxNmfOgIYSTtJ4mokN5Ztkle6j7JL1qK1eRtqZWVl1Yyk+82oUc5I3rVwksxb/YlM7DhI3v5xoQyYOxIjaaFrHJpiJO1Uwkja8Rr64WMyb/VSeazzjdU2NJ8TGrH4CYykHU5aQ6BDNwB4AAAgAElEQVSgCGAkC0pOksmEAEbSjlocjeSfXuonG8tK5bUTxtgla9HavA21Tp06ct7+PeSs2YPkmeOHSqtG277VGKWRHPbR47Jg9acyodMNzrOS/d4ZIVOOu01+1rilRXb5bcqMpB1vjKQdL4ykHa87FzzqnEMePba6kTSfExq28HH5V5fcfVbJLlJaQwAC+SaAkcw3cfanjgBG0k6SOBrJk4yR3FoiM0+81y5Zi9bXvn+f1KtTz3nZzt9m3VDtzaiRGsmFk2TBqqWOkXzvx4/lsrl3O999+3lRK4vs8tsUI2nHGyNpxwsjacfrzg8fc84hOxrJD2TowsfkeYykHVBaQ6CACGAkC0hMUsmMAEbSjlscjeSJMy6XDWUlMuuEe51Zw1z8Br53rzSsV9+ZkfwfTUbyo8flozWfy/iO18n7K5fIpe8Ml6f+eKvsgpHMxWEQSZ8YSTvsGEk7XmZG8sM1n8vEzjdU23DWinly+4cTc/p9XrtIaQ0BCOSbAEYy38TZnzoCGEk7SeJoJE+YcZls2D4jWa9OXbuEQ7Y2n9VoWLeBMyNpjOTU4++Q1tvfjBrljOTQjx6TRWu+kIc7XifzVn0il7x9lzz5xyGya1HrkJnlvxkzknbMMZJ2vDCSdrzuWDBRFq75QiZ4jKT5Lu2tH06QF7sOt+uQ1hCAQMEQwEgWjJQkkikBjKQduTgayW4zLpWSrduekaxft55dwiFbm89qFNVv5MxInjnreufbam0ab/vERpRG8s4PH5WP130tDx1zjcxbtVQueXuYTD72Fmlb3CZkZvlvhpG0Y46RtOOFkbTjdfv8CbJ43dfySKfrqm34xvcLZPCCh2V617vtOqQ1BCBQMAQwkgUjJYlkSgAjaUcunkayr5Rs3fbW1ob1GtglHLL1le+Okib1i+Scdn+S/5l5fbU3o0ZqJD96TJas/UrGHXON88KMi+YMxUiG1DQuzTCSdkphJO143b5gony89isZ72skH5LpXUfYdUhrCECgYAhgJAtGShLJlABG0o5cHI1k1+mXSOn270g2qtfQLuGQrc1nNZo2LN42IznzOjVG8o4PH5VPf/pGHugwUD5a85n0futOeaLzzfKLJjuHzCz/zZiRtGOOkbTjhZG043Xb/Amy9Kdv5KGO11bb8K0fPpJB8x6QGd3useuQ1hCAQMEQwEgWjJQkkikBjKQduTgayS7TL5ZNZVucCx6z/DQXP8dINih2npHUZCTNyzA+/2mZ3N/halm45nP5+1t3yKTON8tuGMlcHAaR9ImRtMOOkbTjdeuCR+SzdctkXMdrqm0454eP5Pp598tL3UbadUhrCECgYAhgJAtGShLJlABG0o5cHI3kcdMuki3lW50lWMUNGtslHLK1+T5j80bN5Lz9/yRnzLxOpvzxNvlZ0bZvNUa5tNUYyS/W/1vGHn2VLF77pfR68zZ5vPNg2b3Jz0Jmlv9mzEjaMcdI2vHCSNrxunX+BOdm1IMdB1bb8O0fF8k179/rPDLADwIQSCYBjGQydSdrFwGMpN3hEGcjOa3bcGlSv9gu4ZCtL587Qlo2NEayh5w+89pq32qM1Eh+NFG+/Gm53Hf0lfLxuq/kgjdulcc63SR7NP15yMzy3wwjacccI2nHCyNpx+vWBRPki3X/lgc6Xl1tw3d+XCQDMZJ2MGkNgQIjgJEsMEFJx54ARtKOWRyN5LEv9payinLne2fNGjSxSzhk68veGS6tG7dwjORpr12jxkje9uEE+WbDChlz1BXyybqv5fw3hsjjnW6S3TGSIZXV3wwjaacRRtKO15D5j8hX67+T+4+5qtqG7/64WK54b5TzNmx+EIBAMglgJJOpO1kzI5nxMRBHI9n5xd5SXlEuz3cZJjs1bJpx7uk2vPSd4dKmUQvp2e5k+X+vDZSn/nir7FLUytkkyhnJWz98RL7d8IOMOWqA89Kd816/RR7rdKPs0XSXnHDIRqfMSNpRxEja8cJI2vG6Zf54+Xr993L/MVd6jOTHMuC9kTITI2kHlNYQKCACGMkCEpNUMiPAjKQdtzgayU4vXCgVlZXyXJeh0qJhM7uEQ7Y232f8eVFrOXf/Pzkzkk8eO0R2LW4duZEcsuARWV7yo4w6sr98tn6ZnDt7sDzacZDs2WzXkJnlvxlG0o45RtKOF0bSjtfN88bLso3fy30dqhvJ91cukcvn3i2zTrzPrkNaQwACBUMAI1kwUpJIpgQwknbk4mYkK6VSOr3wd6msrJRnjh8qrRrlxkhe/PYw2aWotbO01cxITj72Fmlb3CZ6I/nhI/Ldxh9l5JH9nZfu/O/sm2Rix0GyF0bS7sBX3BojaScORtKO183zx8u/N3wv93qM5AcrP5FL5w6XWSfeK3Wkjl2ntIYABAqCAEayIGQkidoQwEja0YubkawwRvL5C50kpx53h7Ru3Nwu4ZCtL54zVHZtsrNjJP/66tVqZiRvWTBeVpSukpFH9JMvNyyXs2fdKBM63SB7N20bMrP8N2NG0o45RtKOF0bSjtfgeQ/LdyUrZczRA6ptOH/VUjE30GaddJ/UxUjaQaU1BAqEAEayQIQkjcwJYCTt2MXNSJZXlkvnF3o7ST593O2yc+MWdgmHbH3RnKHStnhn6dmuh/z3q1ermZE0RvL70lVyzxH95Ov138nfZg+SCR2vl72b/SJkZvlvhpG0Y46RtOOFkbTjZYzkipKVMtpjJOetWipmSf/ME8dIvTr17DqlNQQgUBAEMJIFISNJ1IYARtKOXtyMZFlluRy73Ui6v+1ol3Vw695v3Sm7N/2ZMyNpjOQTnW+WXzTZ2dkwypft3Dz/YVm5ea3c/YfL5NsN38uZs66XRzpeL/tgJINFjUkLjKSdUBhJO16DP3hIvi9dI6OO7ldtwwWrPxVzA+21E8dIfYykHVRaQ6BACGAkC0RI0sicAEbSjl3cjOSWijI57sU+TpLuN6naZR3cuvdbdzhvQjVG8tRXr5JJnQfLbk1+Fr2RXPCwrNq0VoYbI7nxBzlz5nUyvuN1sm+z3YKTiqgFM5J24DGSdrwwkna8Bs97SH4oWSMjPUbyw9WfSZ85d8orJ4yWhnXr23VKawhAoCAIYCRjIONdI++Xtm13kdNPPblatE9MeVamPjfN+bf99tlbBvbvI8XFufnYegwwZRwiRtIOXfyM5FY57sWLnCTdL8Cxyzq49YVv3i5779RWzjVG8pUr5fHOg2V3BUZy8PyHZM2W9XJX+77y740/yukzr5WHj7lO9tsJIxmsajxaYCTtdMJI2vG66YNxsnLTT3LPUZdV2/CjNZ+LuYH2ygmjpGHdBnad0hoCECgIAhhJxTK6jeIpPbpXM5JvzJkrk56aKoMG9pOd27QWYzbN7/KLL1Cckc7QMJJ2usTNSG4q3yJdpl3sJOlebmqXdXDrXm/e5iwXPa9dD/mLIiN50/yHZN3m9TLsD31leclK59MkDx1zrey/0+7BSUXUghlJO/AYSTteGEk7Xjd+ME5Wb/pJRniM5MI1n8vf37pDXuo+UhrXa2jXKa0hAIGCIICRjIGMfjOS3n/zGssYpKUmRIyknRRxM5Kl5Zul67RLnCTds4R2WQe3vuCNW2XfnXaTngecLH9++Qp5rPNNskeTnzsbRvmM5I3zxsmGrSVyZ/uLZUXpaueNsg8dc43sv9MewUlF1AIjaQceI2nHCyNpx2vQ+w/Kui0bZfiRfattuHjtl2JuoM3ofo8U1Wtk1ymtIQCBgiCAkYyBjF7TWFJSIkOGjpZDDj6gapZy8ZKlMmrseLmo1zly0IHtpLIyBokpCREjaSeEMZLrN26SFjvFYxl1afkm6TZ92wXQY51ukt23mzu7rINbX/DmEMecmaWtf3n1imr7Wr12o7RsXix16uT/W2s3zd9mJO/4/cXyQ+ka+e/XrpIHj75G2jXHSAarGo8WGEk7nTCSdrwGzXtQ1m3eKMOPqG4kPzZG8q3bZHq3EVJUr7FdpwXeOoJTfYETJT2tBDCSWpVxxVWTkezepZN0OLK909JrJFet3RCDzAgxrgTMfYr8W6LMaBkjecbb1zgbjzrsCtmteNssYbZ/l8+/S/ZrtoecsXtXOffdG2X0b6+UXxRte9lOlLzu+uQxKanYJNf+sqes2rJOer57kwz7zWWyb1O9z0hmWxv6gwAEMifgPoe4e/lswzLpv2C4TDriFoykB2/rFk0zB86WEIgRAYxkDMTKZEYyBmmpCZEZSTsp4ra0dUNZiZwwfdtLIiZ0ukH2btrWLuGQrc97/Rb5ZfM9naWt//XyAHms043OW1zNL9qlrQ9Kadlmue33fWTV5nVyystXyAMdrpYDm+8VMrP8N2Npqx1zZiTteDEjacfrhvcfkA1bS2XYEdseEUj9Pln3tZz/xhB5sdtwaVo/HitU7DKnNQQgEEQAIxlESMHfeUYytyJgJO34xs1Iri8rkRO3G8lcfj/x3NmD5eCW+zhG8uSX+sujnQbJnk13jdxIDvrgAdlSsVWGHN5b1mxeLye/3F/uP/pq+WULjKTdka+3NUbSThuMpB2v69+737kZdecR215alvp9+tO3ct7rN8sL3YZLM4ykHVRaQ6BACGAkYyCkn5Hkra3ZEw4jaccybkbyp60b5KQZ2z6kncvPXpwze7D8quW+cm67PzkzkhM7DpK9mikwkvMekC3lZTLk8L/L2i3rpcdL/WXs0VfJQS32thM+j62ZkbSDjZG044WRtON1/fv3S+nWLXLnEds+o+Q1ks93HSY7NWAppx1VWkOgMAhgJBXr6P78hwmzqKhIBvTt5bxMx/z4jmR2xMNI2nGMm5Fct3WD/Gm7kczl20rPnnWj/KZ1Ozmv3Z+cGUn3Mtool7be8MEDUl5ZLjf/7kJJmWqMpN0xr701RtJOIYykHa/r3rtftpRvldv/0Kfahp+vXybmBtq/ug6T5hhJO6i0hkCBEMBIFoiQpJE5AYykHbu4Gck1W9Y7xs78HuwwUA5ovqddwiFbO0ay1f7S84AezqzfxE43yF7bn8eM0khe/8H9UllZKYN/10vWb90oJ864nBnJkJrGpRlG0k4pjKQdr2vfGytl5eVy2x96V9vwi/X/lv+dfZM822WotGzYzK5TWkMAAgVBACNZEDKSRG0IYCTt6MXZSOby2cCzZg+Sw1od4BhJMwOqZUbyuvfHOp8duem3F8jGslLpPv1Sue/oK+XgFvvYCZ/H1ixttYONkbTjhZG043XNu/dJRWWl3Nr+79U2/GrDcjlr1o0YSTuctIZAQRHASBaUnCSTCQGMpB21uBnJ1JtKTZa5XNL5P7NukMNbH+gYSfNMpvvFPlHPSJpPtdz42wuktGyTdJ3eV+49+ko5BCNpd+Arbo2RtBMHI2nHy8xIVlRUyBCvkVz/nZgbaFOPv0NaN2pu1ymtIQCBgiCAkSwIGUmiNgQwknb04mYkV25eJ39++QonyXuPukIOabmvXcIhW5856wZp3+ZAOa/dNiM5vuN1sm+zbd9qjNJImhnJ+nXryQ2Hne+8ebHr9EtkzFFXOC8G0vpjRtJOGYykHS+MpB0vMyNpvhx8y+97Vdvwmw0rxNxA++fxd0gbjKQdVFpDoEAIYCQLREjSyJwARtKOXdyM5A+b1sipr1zlJDnmyAHyq1b72SUcsvWZM6+T9m0Ocj7/YZ5D1GIkr33/PmlQt75jJDeXb5Hjp10sY44aIL9qmRsOIXGlbYaRtKOIkbTjhZG04zXw3XuljtTdwUh+u+F7OXPW9TLluNvkZ41b2nVKawhAoCAIYCQLQkaSqA0BjKQdvTgbyVFH9ndeiJOL3xkzr5Mjdj7YmZE0RvLhjtfJfgpmJK95715pVL+RXH/oebKlokyOe7GPjD5ygPw6R4Y6G2wxknYUMZJ2vDCSdryufneM1K/TQAYf/n/VNvx24w9ibqBhJO140hoChUQAI1lIapJLRgQwknbY4mYkV5Sulr++erWT5D1H9JPDWm/7fE62f6e9do0c9bNfO89InjD9MnnomGtl/512d3YT5dLWa96/TxrXayjXHXqelFWUy7Ev9pZcGupscMVI2lHESNrxwkja8br6vXulQWV9uen31Y3kso0/yhkzr5Wn/nir7FLUyq5TWkMAAgVBACNZEDKSRG0IYCTt6MXNSH5Xukr+36sDnSSH/+FSObzNL+0SDtnaGMmjf/5rOW//HnLCDGMkr5H9d9ojciM58L17pUmDIrnmN+dIRWWFdHrh7zLyyH5yaKvcGOqQuNI2w0jaUcRI2vHCSNrxuurdMdK4TkMZdPj51TZcXrJSzHnvyT8OkV2LWtt1SmsIQKAgCGAkC0JGkqgNAYykHb24GcnUxY7J8pbfXSgddznMLuGQrc2s5zE/P9R5RtJ8YkPLjOTV742Rpg2KHSNZKZXS8fkLczozGxIXRjIboLb3gZG0g4mRtON15bujpahOoxqN5ORjb5G2xW3sOqU1BCBQEAQwkgUhI0nUhgBG0o5e3Izkv0t+lNNfu9ZJ0izv7PqLP9glHLL1f796tXTa5TDpuX8P6TbjUhl3zDXSTsGM5NXvjpadGjWTq399tpPJH1/sI7cf3kd+v/NBITPLfzNmJO2YYyTteGEk7XhdOXeUFNcrlht+d161DVOPDTxx7M3yi+Kd7TqlNQQgUBAEMJIFISNJ1IYARtKOXtyMZOqFEHWljlz2qzPklD062SUcsvWpr1wpx+56uPRs18P5VuODHQbKAc33dLaO8hlJMyPZvGFTuWq7kTxpxuUy4Fd/k867/jZkZvlvhpG0Y46RtOOFkbTjZWYkm9Qtkus9RvL70tVibqA93nmw7N7kZ3ad0hoCECgIAhjJgpCRJGpDACNpRy9+RvJ7OXPm9VJcv5Hz/OJp+3SxSzhk67+8cqUc1/ZwOXf/k6Xb9EvkgQ5Xy4HN94rcSF717mhp2WgnufLXZzmxmAu/89udLN13OzJkZvlvhpG0Y46RtOOFkbTjdcXcUdKsfhO57rfnVtvwx01rxZz3Hu98k+ze5Od2ndIaAhAoCAIYyYKQkSRqQwAjaUcvbkYy9dHslo2ayZ/36CzntvuTXcIhW5/y8hXSpe3v5dx2PaTb9L5y/9FXyy9bRG8kr3x3lLRu1EKu+PXfnEzOmj1ITtmjs5y6V+eQmeW/GUbSjjlG0o4XRtKO1xVzR8pO9ZvJtb89x9dIPtbpRtmj6S52ndIaAhAoCAIYyYKQkSRqQwAjaUcvbkby6w0r5G+zbnBeT39s28Ol94Gn2iUcsvV/vTxAuvziD84zkl2nXyL3d7hafqlgRtLMJvysqKX0/9X/OJlc8Mat0mnXw+R/9u0eMrP8N8NI2jHHSNrxwkja8Rrwzkhp2XAnGXjY/1bbcNXmn+SUlwfIo51ulD0xknZQaQ2BAiGAkSwQIUkjcwIYSTt2cTOSX25YLmfPulH2bLarHNaynfT71Zl2CYdsffJL/aXbbkdIz3YnS5dpF8v9R18lv2yxt7N1lM9IXvHuKPl541ZVeV/y9jA5pOW+csEBp4TMLP/NMJJ2zDGSdrwwkna8BswdKa3qN5erf7vthV2p3+rNP4m5gTah0w2yd9O2dp3SGgIQKAgCGMmCkJEkakMAI2lHL65G0rxBdZ+dfuF8BiMXvx4v9ZcTdj9Seu5/shw/7SIZe/RVcpAGIzl3pOxS3EYuP+QMJ23zzOSuxa2l78Gn5wJDVvrESNphxEja8cJI2vEa8M490rphS7nqsG3PWad+a7asF3MDDSNpx5PWECgkAhjJQlKTXDIigJG0wxY3I/n5+mVyzuzB8utW+0nLhs3k5t9daJdwyNYnzegnJ+1+lPPW1uOnXSz3HXWlHNxyH2frKGckB8y9R9oW7yyXbTeSN80bJw3qNaj6HEjI9PLaDCNphxsjaccLI2nHq/87I2Tnhq3lysO2PWed+q3dsl7MDbTxHa+TfZvtZtcprSEAgYIggJEsCBlJojYEMJJ29OJmJD9bv0zOnT3Y+W5inUqRYX/oa5dwyNbmsxp/2qOD84zkcdMukvuOvlIObhG9kez/zj2ye9OfVc1A3vHho7K+bKMM/m2vkJnlvxlG0o45RtKOF0bSjle/t0fIzxu3kSsO3facder309YNYm6gPdzxOtkPI2kHldYQKBACGMkCEZI0MieAkbRjFzcj+elP38h5r98iHX7+G1m3ZaOMOWqAXcIhW58w/TL5rz2PkfPanSzHvdhH7j3qCudZRPOLckay/9x7nG+8pZayjlr8lHy14TsZ2v6SkJnlvxlG0o45RtKOF0bSjle/d0bIzxvtaCTXb90oJ864XB465hrZf6c97DqlNQQgUBAEMJIFISNJ1IYARtKOXtyM5NKfvpGer98iXdq2dwzUQ8dca5dwyNbdp18mf96ro/Otyj++2EfGHHWF/EqBkTQXgXs121UuPuj/OZmMW/qsvL/yk5wZ6pC40jbDSNpRxEja8cJI2vG6/O27pW3Rz6T/b6q/qGxDWYmYG2jjjrlGzDPo/CAAgeQRwEgmT3My9hDASNodEnEzkkvWfSX/98atctLuR8uHqz+VxzsPtks4ZOuu0/vKX/bsLOcfcLIc+0JvGX3kAOe5TPOLckby8rkjZJ+mu8pF243kY59Pl5f+Pdd5rknrDyNppwxG0o4XRtKO12Vvj5DdinaWfh4jubGsVLpPv1Qe6HC1HLj9U0d2PdMaAhCIOwGMZNwVJP5aE8BI2iGMm5H8eN1XzrcTT92rs8z8bp5MPf4Ou4RDtu5mjORenZ23th77Ym9nxu9XLaM3kpe9c7fsu9NuctEv/9vJ5OmvZ8rkL16SycfeEjKz/DfDSNoxx0ja8cJI2vG6dM7dskeTXeTyX1d/03Np2SYxN9Dc38y165nWEIBA3AlgJOOuIPHXmgBG0g5h3Izk4rVfSq83b5Mz9+0mU7+ZLdO73m2XcMjW5tuRf937OOetrZ1VzUje7bxRsc92Izlt2RwZ/fEUea7L0JCZ5b8ZRtKOOUbSjhdG0o7XZW/fLXsU7SKX/aa6kSwp2yzdpl9S7VNHdj3TGgIQiDsBjGTcFST+WhPASNohjJuRXLT2C7nwzdvl3HZ/kkc+fV5e7j5KGtStb5d0iNbmkx+n7XO889bWTi/8XUYd2V9+02p/Z8sol7Ze9s5wadd8T/n7gX9xYpm54gO5ef7D8lL3e6SO1AmRWf6bYCTtmGMk7XhhJO14XTpnuOzV5Bdy6a+3PWed+m0q3yLmBpr7DdV2PdMaAhCIOwGMZNwVJP5aE8BI2iGMm5H8aM3n0vutOxwjde+Sp+WFrndJswZN7JIO0dq8qfX0fbpKzwNOlk7PXygjj+gnh7ZuF7mRvPSd4XJg8z3lwu1Gcu7KxWJewDOj2wgpqt84RGb5b4KRtGOOkbTjhZG049V3znDZp8kvpK/HSG4u3+J8M9f9YjG7nmkNAQjEnQBGMsYKPjHlWZn63DQng/322VsG9u8jxcXFMc4omtAxknbc42ckP5Peb93pfP5ixKInZMpxt8nPGre0SzpEa/Om1jP37Srn7X+ydHrhQhl5ZD85tFX0RrLv23fJQS33kV4HnOJk8dGabTz+edwd0qZx8xCZ5b8JRtKOOUbSjhdG0o7XJW/dJfs120Mu+dW256xTvy0VZc6njtzPg9v1TGsIQCDuBDCSMVXwjTlzZdJTU2XQwH6yc5vWctfI+51MLr/4gphmFF3YGEk79nEzkgtWfyoXzRkqV/7qLLn9o4nyaMdBsmezXe2SDtG68wt/l7P2O0HOa9dDOj5/odxzRD85TMGMZN937pKDW+wjF2w3kp+tXybnzh4sj3e6SXZv+vMQmeW/CUbSjjlG0o4XRtKO1yVz7pL9m+4hF3uM5NaKMudTR+5l/HY90xoCEIg7AYxkTBU0xrFt213k9FNPdjLwGsuYphVJ2BhJO+xxM5LzVy+Vi+cMkxsOO19unPegPNBhoLPUM9s/81zk2fuf6DwjeczzvWTgr/9XTtj9KGc3UT4jecnbd8mvW+0r57f7LyeWZRt/kDNmXicPdhgoB+SAQza4YiTtKGIk7XhhJO14XfzWXXLgTntKn0NOrbZheWWFmBto7tUXdj3TGgIQiDsBjGQMFSwpKZEhQ0fLIQcfUGUkFy9ZKqPGjpeLep0jBx3YTt5aviiGmUUTckVFpVRWVki9evWiCSBue62slK3l5dKgfvZfWJMrFFfOu0du+NX/yY0fPSC3H3ZJTnZz1byRcuZe3eSsvU+SR798QV76/h25/MC/OfvasrVMGjYwx1f+X27z2JcvyiEt9pWz9z7JiWXNlp/kjDevyRmHbMAtKyuXevXqSp06+eeVjfjz3Ye5uWNQ1a1bN9+7juX+yisqnLjrwSuUfuZ8dlCzfeTc/XpUa19RWSEnzuyr+lwSKsEcNDqq7cE56JUuIaCPAEZSnyaBEaWMZPcunaTDke2d9l4jaWZE+EEAAv8hcMNBF8iNi7ctAc/V77Tdu8rpu3dzuv/zW/1ytRvrft1xlZZvljPfGWjdBxtAAALJJeA+h6QoVIrIXxSd5zSp8/pJYzWFQywQyBkBjGTO0Oau4zAzkqWbt+QugALruaysQsrKK6Rxo/jMsEUpgZnB3bS5TIqLGkQZRqz2vbFkizQpahjFhGSsOKWCNUsPGzaoL/XqMSMZRkCzPN/MRjaoz4xkGF5bt1Y4q1AaNuScH4ZXeXmlbCkrk6JGnPPD8DJtiho1DNuUdhCINQGMZEzl4xnJ7AnHM5J2LOP2jKRddrlpHeUzkrnJKLe98oykHV+ekbTjxTOSdry2bi2Xks1bpHnTIrsNaQ0BCBQ8AYxkTCXmra3ZEw4jaccSI2nHy7TGSNoxw0ja8cJI2vHCSNrxwkja8aI1BJJEACMZY7X5jmR2xMNI2nHESNrxwkja88JI2jHDSNrxwkja8cJI2vGiNQSSRAAjmSS1ydWXQHmFeWWAeYMfz1OtpGYAACAASURBVGOFOUTgFYZS9TaGmTm8eAtpOHYcY+E4pVrBC152BOxac3zZ8aI1BJJEACOZJLXJFQIQgAAEIAABCEAAAhCAQBYIYCSzAJEuIAABCEAAAhCAAAQgAAEIJIkARjJJapMrBCAAAQhAAAIQgAAEIACBLBDASGYBYra7SH0n8rMvvnS6PqVHdzn91JOrdvPjylUyaMgwWbV6rfNvF/U6Rzoc2T5tGEHbxP3FPeniN59Kmfv+/Co+YXgFaWDemjtq7Hinz9atWsiggf1k5zats30o5Ky/oPgXL1kqd44YK6WlpVJUVCQD+vaSgw5sV2M8QbyCjr+cJZqljoN4uY+x/fbZWwb27yPFxcVp957umA3imaW0ct6N9zNFZodulua/w/JKp0Gh8DLHxPLlK+Tyiy+o8Xxv/hBmTAYds3E/5xsOfrzMv7vPX3411O/ADzpHBfHM+WCqxQ7CjrmaePrtOmjMxZlXLVCzKQQSRwAjqVByc/FlfuZiIlXczvjrKY5ZTJ28Dzn4AMdcmoJpDI0xRzVd6AdtE/dPiaSL3/CbOGmKXNjzb86FfRhehn06Dbx9mOK7cNEnocyDhsMtKP6wjNy5ZPuY1cApFUMQL7f+ZpshQ0dLq5bNq5kBbz5BYy4dT01saorFbVK8N8LM33Zru0u181kQryAN4s7LfdHd/neH+hrJVA0Io38Qr6DjL8w+omxjw8tbQ9OZoprqahDPKFmE2XfQmEvHs6b+C7lGhmFKGwhAYBsBjKSyI8EUvduGj5GeZ51WZQzdJ2xT0MZNnCxXXdbbmQHzmsSUCVq9Zl2VsQnaxjtr4L3IUIZoh3Bs4ve7qDBF9vU3366aVQzSwHvXNhPjFSXTdPHvtcdujhHq3qVTjbPcqbv9Pc8+zWkTxCvo+IuSRZh9p+NlxqBZHeC+yPeOHy+v1Bht23aXqpUG7m3M39OdA8LErKWN34ykNzbvjZjUGD3m6COq+ARpUCi80s1IpjOShrP7nB90jrI5Z2o5lvzi8OPlPR9no0YG8dTMqCZufjc/a5qRTFqNjJuexAuBKAlgJKOk77NvP1PivtD6YMFCmfTU1GpLKd1G089I+hnD1DZmps4Yh9SdWLN9nIyR30VCuvgNi3ETJldbquktkkEa3DfuUUe51PKzMHe8NR1m3uPFHf8B++9bbdm0idu79NBrjIJ4hTlmNfHxxhKGl/si38vDyyvomDX7964yiNusd4phGCNZE1+3kUynQauWLQqGV5ilrX7LWr1GMh2v3/7mkFif893jsybjY/L/aPEnznne/Nw3X21rpDnPp+MZ9FiJxnObN59UjGGNZNA5P+41UqNmxAQBrQQwksqU8c7emPC8RnLaS7OqLaOsqSikUjPmqaZtUkbSPQMVRyMZFL/7mZmgZySDNDBF0j2bFEcjWVP85qLcb8Y73dLDIF7GSNoes5qGpdcMefX2jr+g8ZMykjUds34XvoVqJMOufkingfeY9Z4zg55V1XSshXlGzXvjyy/+dLxSRjLonKmJS02x1MTLHFePPzlVSjdtdp7z9i6v9vaXrkamjGScz/nufNONuTDHX+pms9ecu89Rca+RcTj2iRECWghgJLUosT2OoDt9mczuMCP5H5HDmL4gDeJ+tzVodsd7gRB0sR/EK5NjVtOwDJqN8L6kw8Se7gVMzEhuU9dvdUBNugcds4UygxvmQt5vKbmXW5JnJL03tvyWSvsZyXQrfYLOAZrOV+liCRpzYY6/lJFMN+biXiPjoidxQkADAYykBhVcMeTiebOgZ9Ti/ryMbfxBy+2CNIj78zK2z5v53a13D5sgXkHHn7IhuEM4tnobXnPfm5/2ZTvpjlkTQKE881fTWAu6oPWKYHvMBq3S0HrMhbmQD2Mkg45Z23NmnHgFzS765RJ0jgriqZWPO64wYy7M8Wf6DDrnFwKvOGhKjBDQQAAjqUEFTwzui6BM3trqfV4myW9tNRcIM994W3qff7ZD2e/FJ35LxdJpEPc3+AXF7z5+DDO/Z2jNp0FSL9sxbWp7zCochlUhBfFyx+43O+t3zAW9NTMdT82svLH5GcmgGW6/GaQgDQqFl9+FvOFlfqln8fyWOXvP+UG8go6/uBxjNb1sx31+8juebGtkEE/tvILGXCr+sM9IBp3z485Lu57EBwFNBDCSmtTYHkvQ95mCvnflLZKpO4jpvj1pCsjU56Y5EYT9rpsmdDXF72VpYvY+I+lnJIM0iPs3stLF783d+zkCP2MUxCvomNV0LPnFko6X+/lbvyWtfrzMPtKNuSCe2nm5czOxul8QY85P7u+6ev9e01JEm2M26Jk4bfzcuaViS52n3MeX+ZvfMeZ3zg86R8X5nJ+Ol2Hk/bv3eMikRgbx1HZMueMJGnNBPJNYIzXrSWwQ0EQAI6lJDWKBAAQgAAEIQAACEIAABCAQAwIYyRiIRIgQgAAEIAABCEAAAhCAAAQ0EcBIalKDWCAAAQhAAAIQgAAEIAABCMSAAEYyBiIRIgQgAAEIQAACEIAABCAAAU0EMJKa1CAWCEAAAhCAAAQgAAEIQAACMSCAkYyBSIQIAQhAAAIQgAAEIAABCEBAEwGMZMRq+H13LuKQ2D0EIAABCEAAAhCAAAQgAIG0BDCSWTpA/L5XaLr2foPPu7tMjaTZbtzEyXLVZb1l5zatQ2cR5ptkYb4v5vehcROEe1u/752FDpSGEIAABCAAAQhAAAIQgIBaAhjJLEmTMpKHHHyAnH7qyaF7tTWS7g+7Z2LUzIeHly1fURWj98PM5u+Tnpoqgwb2cwyq+bv5XX7xBc7/uo2i9yPPftuuXrNOBvbvI8XFxaGZ0BACEIAABCAAAQhAAAIQ0E0AI5klfYKMpDFZo8aOd/bmNoApI9m27S6ycNES5+9Bs5imTaYzkt50/cyfiSVlhr1/T23vnZH0y9/WJGdJCrqBAAQgAAEIQAACEIAABHJMACOZJcDpjKQxY+MmTJYBfXvJQQe2c2b1li9f4czypZaadju+k2PeUjOOZ/z1FOlwZPsao8uWkTSxLFz0iTNraH5Dho4W96xqTWYwjJEMm0uWJKAbCEAAAhCAAAQgAAEIQCBPBDCSWQLt94xkauZx4qQpzl5Sy0PdJtCYLTNTeVGvcxyTaX7e5aR+IWbDSHpNYiqH7l06VZnYsEbSxOg2pWYpK0YySwcX3UAAAhCAAAQgAAEIQEAZAYxklgRJNyNpjOHc9+dX21PKZPoZSfeMZU3h1dZIpmZCe559WpVptFme6veyHT8zXVRUVDUTmyXUdAMBCEAAAhCAAAQgAAEIREwAI5klAYKMpPu5Q/cu/Wb8cj0j6WciUzF5DWLYZyT9MJr9PP3cNLm8z/m8bCdLxxndQAACEIAABCAAAQhAQAMBjGSWVLB5RtLscvyjT8pJ3Y9zln+6l7aGfUFNTTOSQdsH/T3ora01GU4vRpa1ZunAohsIQAACEIAABCAAAQgoJICRzJIoNm9tNbtMvZnV+11H8zfzvGRNL9pxf/4jFbr7La/e5xS96bk/3+H+m3uf6b4j6d3evXTVHRtLWrN0YNENBCAAAQhAAAIQgAAEFBLASCoUpTYhmaWp7Q8/NO0bX2vTP9tCAAIQgAAEIAABCEAAAhDASBbQMWBmBEeMeUj69j5Pdm7TuoAyIxUIQAACEIAABCAAAQhAQBMBjKQmNYgFAhCAAAQgAAEIQAACEIBADAhgJGMgEiFCAAIQgAAEIAABCEAAAhDQRAAjqUkNYoEABCAAAQhAAAIQgAAEIBADAhjJGIhEiBCAAAQgAAEIQAACEIAABDQRwEhqUoNYIAABCEAAAhCAAAQgAAEIxIAARjIGIhEiBCAAAQhAAAIQgAAEIAABTQQwkprUIJaCJrB+4yZp1qRxQecYt+Q2lm52Qm5S1ChuoRd0vIwVffIyVvRpYiJirOjUhaggkBQCGMmkKE2ekRNYuWaDtGnZNPI4COA/BLg41nk0MFb06cJY0aeJiYixolMXooJAUghgJJOiNHlGToCCH7kEOwTAxbE+Tbg41qkJY0WnLtQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTwDcixoo+oTCS+jThpotOTYgKAkkigJFMktrkGikBLo4jxe+7cy6O9WnCxbFOTRgrOnWhrujUhaggkBQCGMmkKE2ekROg4EcuATOS+iRgRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SYCRjIkmGEmdQlFXdOpCVBBICgGMZFKUJs/ICVDwI5cAI6lPAoxkTDTBSOoUirqiUxeigkBSCGAkk6I0eUZOgIIfuQQYSX0SYCRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIJAUAhjJpChNnpEToOBHLgFGUp8EGMmYaIKR1CkUdUWnLkQFgaQQwEgmRWnyjJwABT9yCTCS+iTASMZEE4ykTqGoKzp1ISoIJIUARjIpSpNn5AQo+JFLgJHUJwFGMiaaYCR1CkVd0akLUUEgKQQwkklRmjwjJ0DBj1wCjKQ+CTCSMdEEI6lTKOqKTl2ICgJJIaDOSC6YP19mzZ6ZFP45yfOSSy6VDSWbc9I3nWZOYPPmrdKoUYPMO2DLrBMoKyt3+qxfv17W+6bDzAkwVjJnl6stGSu5Ilu7fhkrteOXq62bFjfKVdf0CwFVBFQayZUrf1QFKW7BHHd8F9m0eWvcwi74eNeXbJZmFBdVOm/eWubE06hBfVVxJT0Yxoq+I4Cxok8TExFjRacujblprFMYoso6AXVGMusZ0iEElBBgCZISIVxhsFxPnyYmIsaKPl0YK/o0Yazo1ISoIJAkAhjJJKlNrpES4OI4Uvy+O+fiWJ8mXBzr1ISxolMX6opOXYgKAkkhgJFMitLkGTkBCn7kEuwQABfH+jTBSOrUhLGiUxfqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SeAbEWNFn1AYSX2acNNFpyZEBYEkEcBIJkltco2UABfHkeL33TkXx/o04eJYpyaMFZ26UFd06kJUEEgKAYxkUpQmz8gJUPAjl4AZSX0SMCMZE00wkjqFoq7o1IWoIJAUAhjJpChNnpEToOBHLgFGUp8EGMmYaIKR1CkUdUWnLkQFgaQQwEgmRWnyjJwABT9yCTCS+iTASMZEE4ykTqGoKzp1ISoIJIUARjIpSpNn5AQo+JFLgJHUJwFGMiaaYCR1CkVd0akLUUEgKQQwkklRmjwjJ0DBj1wCjKQ+CTCSMdEEI6lTKOqKTl2ICgJJIYCRTIrS5Bk5AQp+5BJgJPVJgJGMiSYYSZ1CUVd06kJUEEgKAYxkUpQmz8gJUPAjlwAjqU8CjGRMNMFI6hSKuqJTF6KCQFIIYCSTojR5Rk6Agh+5BBhJfRJgJGOiCUZSp1DUFZ26EBUEkkIAI5kUpckzcgIU/MglwEjqkwAjGRNNMJI6haKu6NSFqCCQFAIYyaQoTZ6RE6DgRy4BRlKfBBjJmGiCkdQpFHVFpy5EBYGkEMBIJkVp8oycAAU/cgkwkvokwEjGRBOMpE6hqCs6dSEqCCSFAEYyKUqTZ+QEKPiRS4CR1CcBRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGg1kguXrJU7hwxVkpLS6u0aN2qhQwa2E92btO6Rn3MduMmTparLuu9Q7s35syVUWPHO9v69fXjylVy2/Ax0vOs0+SgA9tZHwNPTHlWpj43rdp27X93qFx+8QVp+zLbLV++wrddTTG7/910vt8+e8vA/n2kuLjYOm42yA8BCn5+ONvshYtjG1r5a8tYyR/rsHtirIQlld92jJX88mZvEIBAdQKqjaQxfRf1OieUqTMmcNCQYbJq9Vpfk2iM16Snpvoa0ZKSEhkydLR89sWXUlRUJAP69gq1T+/BZAzhwkWfhDZ0bjPoZzjTxWz2tVvbXaTDke0lFX+rls0DTSsDIDoCFPzo2Ne0Zy6O9WliImKs6NOFsaJPE8aKTk2ICgJJIlAwRjIlmt+MZNiZxrDtajpAbI1kqh+/GUnbWDLdd5IO9qhz5eI4agV23D8Xx/o04eJYpyaMFZ26UFd06kJUEEgKAdVG0r20NcyyViOan5H0WybrNwNoa978ZiTdS1vDLGs1ffgZybAxp2K4a+T9zv9NLaPd8slnSTmGY5Pn2vWl0qJZUWziTUKgpZu3OmkWNWqQhHRjkyNjRZ9UjBV9mpiIGCs6dWl4wH46AyMqCGSZgFoj6c3TGKXVa9YFLhv1M5Jmiei0l2ZVbZtaBnvM0UfI6aeeXLWr2hpJd8w17cNPPz8jGTZm05/fEtjlJ56R5UOF7iAAAQhAAAIQgAAEggi0fWFSUBP+DoGCIBAbI5nuJTpuJcIYSdPebyloNo1kah81vUTHHXMYI1lTzMZEjpsweYfnOivWriuIA7SQkli9dqO0atGkkFKKfS4lmzY7ORQ3bhT7XAopAcaKPjUZK/o0MRExVnTqUrdFc52BERUEskwgEUbSz1xm47nEIC3SvY01yEiGibkmExkUF3+PhgDPskTDPd1eee5LnyYmIsaKPl0YK/o0Yazo1ISoIJAkAmqN5LPPz5D99t2r6u2p3mcAa1rq6mfAvG81TS07PeOvpzhvPU39ajMjafYx+enn5LS/9HA+weG3j5pi9jOcQTGne6Nrkg7gOOXKxbE+tbg41qcJF8c6NWGs6NSFuqJTF6KCQFIIqDWSQd9J9Joy9+c/UuK5X3bj/fspPbpXPR/p/vxHattMvstoYpr7/vyqY8e9D/OP3pi9OZo25nMnKXObLmbvvsy2tfl0SVIO+CjzpOBHSd9/31wc69MEI6lTE8aKTl2oKzp1ISoIJIWAWiOZFAHIMzkEKPj6tObiWJ8mGEmdmjBWdOpCXdGpC1FBICkEMJJJUZo8IydAwY9cgh0C4OJYnyYYSZ2aMFZ06kJd0akLUUEgKQQwkklRmjwjJ0DBj1wCjKQ+CXwjYqzoEwojqU8Tbrro1ISoIJAkAhjJJKlNrpES4OI4Uvy+O+fiWJ8mXBzr1ISxolMX6opOXYgKAkkhgJFMitLkGTkBCn7kEjAjqU8CZiRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIJAUAhjJpChNnpEToOBHLgFGUp8EGMmYaIKR1CkUdUWnLkQFgaQQwEgmRWnyjJwABT9yCTCS+iTASMZEE4ykTqGoKzp1ISoIJIUARjIpSpNn5AQo+JFLgJHUJwFGMiaaYCR1CkVd0akLUUEgKQQwkklRmjwjJ0DBj1wCjKQ+CTCSMdEEI6lTKOqKTl2ICgJJIaDOSC6YP18+/nixw79SKn11qCN1qv27XzvTxvx76n/9OrJtky4mTQfMGWf8j6SKfrq40rGxzcemr1y1tY3Z2z5XcaX6LSndIsVFDdOGWdsYart9TcHV1K/fv+c7hnRjO+iY2Lq1XMzppEH9etWaas2hEHQIk0OYsRKkLX/PLgFnrIhIgwbVx0p290JvtgQYK7bE8tO+SVGj/OyIvUAgYgIqjeTijxcFYrG50AvsLE0D937ytc/axGu2DWskU/vJZl7Z7Ku2HLRtT8HXpogIF8f+mmQ6jmt7YyEVDWOFsaKPgM6IGCs6dcFI6tSFqLJPQJ2RzH6K9AgBHQRYgqRDB3cULNfTp4mJiLGiTxfGij5NGCs6NSEqCCSJAEYySWqTa6QEuDiOFL/vzrk41qcJF8c6NWGs6NSFuqJTF6KCQFIIYCSTojR5Rk6Agh+5BDsEwMWxPk0wkjo1Yazo1IW6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EvhGxFjRJxRGUp8m3HTRqQlRQSBJBDCSSVKbXCMlwMVxpPh9d87FsT5NuDjWqQljRacu1BWduhAVBJJCACOZFKXJM3ICFPzIJWBGUp8EzEjGRBOMpE6hqCs6dSEqCCSFAEYyKUqTZ+QEKPiRS4CR1CcBRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SYCRjIkmGEmdQlFXdOpCVBBICgGMZFKUJs/ICVDwI5cAI6lPAoxkTDTBSOoUirqiUxeigkBSCGAkk6I0eUZOgIIfuQQYSX0SYCRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIJAUAhjJpChNnpEToOBHLgFGUp8EGMmYaIKR1CkUdUWnLkQFgaQQwEgmRWnyjJwABT9yCTCS+iTASMZEE4ykTqGoKzp1ISoIJIUARjIpSpNn5ARKSjdLcVGjyOMggP8Q4OJY59HAWNGnC2NFnyYmIsaKTl2ICgJJIYCRTIrS5AkBCEAAAhCAAAQgAAEIQCBLBDCSWQJJNxCAAAQgAAEIQAACEIAABJJCACOZFKXJEwIQgAAEIAABCEAAAhCAQJYIYCSzBJJuIAABCEAAAhCAAAQgAAEIJIUARjKPSv+4cpUMGjJMVq1e6+z1ol7nSIcj21dF8MSUZ2Xqc9Oc/95vn71lYP8+UlxcnDbCN+bMlVFjxzttWrdqIYMG9pOd27R2/rukpESGDB0tn33xpfPfp/ToLqefenLa/oK2Ccohjziztqt03DPJN4hhOs3SJWViuW34GOl51mly0IHtqjXN5NjJGsAcdBTEPZN8sz1W7hp5v8x9f35V9t7xFZRDDrDlvEvtY8XL3HtONIAyOXZyDrYWOwg6zjLJN9tjxZ2eGTeff/lVtVoVlEMt8ES2adzGigFVVFQkA/r2qqovmRw7kQEPseOg4yyTfMPUc9Pv8uUr5PKLLwiMMuj6ISiHwB3QAAJZJoCRzDLQmrpLnRwOOfgAx8wtXrLUMYDGTBpTYE5Gk56aWlVcTbE1v3QnHm8f5mS1cNEnVQbU3Ufq5HPGX0+pZl698abbJiiHPKHM6m7Scc8033QMgzTzS85dWLyF3rTP5NjJKsQsdxbEPZN8g7jbjhUT433jHpWzzjjVuXFj+r9zxFjpefZpzvgKyiHLyPLSXRzGiolx2fIVVTfMvOfETI6dvMDNcCdBx1km+WZ7rHhNpLn54jb4QTlkiCbSzeIwVoKuCTI5diKFHrDzoOMsk3yDxorbZLb/3aGhjGTSrsE0HzPEFo4ARjIcp1q3MieccRMny1WX9XYuPL0nNXPyaNt2l6oLIO9JLXXSP+boI6pdJLnvcrlPamYf3tkrrzn1Xvz6zXi5twnKodaQIuggHXfDI51mJlxzofr6m29X3QAIYui9M+ktRKZPE9PqNet2mJGuaUYy6NiJAGutdhl0nAXlm4+x4k3Q7yIl6NipFaQINo7TWEnh8bs4THeejQBrrXYZp7GSOve1P/zQajdNg3KoFaCINo7DWAkykkHn2YjQZrzboOMsKF/buuJeNVTTjCTXYBnLyYaKCGAk8ySG94ImZRjM/17Y82/OEtTUbKX5N6/B8DuJeY2huzC0atmi2oxnyvS4Zyy9JzE/U+O+o//BgoXVLgDcOYRZspEn1KF3473493JfvWZtYL5eIxnE0MximV+Kl18xtzGSQTl4l8CGhhNhwziMFS8er47pcmCsbFt+n8uxktLHPZbMvwWdZyM87DPadVzGSro6wljZdvPQXRfyUVe8SyTdq12oK7W/BvM+cH8PFAAAIABJREFUtuS3tDXp12AZnfTYSB0BjGSeJDHFctpLs6rNMqWKR8pIdu/SqWrZqd9FljdU7x00r5F0z4j4GUlvf947dt5tjJGsKYc4XxzXxN0YSdt8gxgaI+meEQm6K+zWyG9GMlXwbY+dPB32Ge0mDmPFbyy6LwTT5cBY2UYvl2Ml9ayT3xJKxsp/HqnwG6DZriveseA1joyVHY2kbW2uTV1J7cttXpsUFzk3XRgrmY+VMEbSVudCuwbL6AKBjdQRwEjmSZLa3jmuqeC7L15tZyT9TmLu5zb9jKT7OU7z9zDPcuYJsfVugu66hpmRtGUYZkaypkTSGcl0s9nWYCLeIA5jxY3IbwaZWZbgc0M2ZiSDDlW3DqmLY8ZK8MVxNuuK+wUmbr1SJv+TTz8PXPkRpLOmv8etrqTYuevLXnvsxuy95z0WttdgmRrJJF2DaRq3xJI5AYxk5uystqzt+ny/naV73i7MM5LePoOe7wvKwQqIksa1fZbFlmGYZyRtjGTKzPPc139eVJWPsZLaR03LkBkr294Y7TZt+RwrfhfHZpl30HNQSk5LocMIOs4yyTfbdcWbjPcmS1AOoWEoahinusJY2fYCxGyPlTDPSNqeEwtxrCgatoSSIQGMZIbgbDer7RvD/J6RDHpjWNCbKL3r81OmxPyvWX7nXXYZlIMtEw3ta/t2Pe+zLEEMgzRLbW/zsp1M3jangX1NMQQdZ0H5RjFWvLkE5aCZf02xxWGsmPG4W9tdqh4R8I7PoGMnbroEHWdB+eZrrLi5emMKyiFumph44zBWTIzml5o54w3H6d+cn8lYSR27YV+2E3T9UIhjJY7jm5irE8BI5vGICPr+T5jvTrnf2poqWJl+R9LPSCbxG0ZhuKf79qf7ra1GkyCG7leC+33nzjvL5e3P7MP7ndFMvn+Vx0Pfelfax4o3vlSCbl2CcrCGomAD7WMldU4rLS11aPEdyfTfzfS7OM5FXUlnJM3fGCs7flM613WFsWL3Le9Mxoq71qfGgPv74VyDKShqhFBrAhjJWiOkAwhAAAIQgAAEIAABCEAAAskigJFMlt5kCwEIQAACEIAABCAAAQhAoNYEMJK1RkgHEIAABCAAAQhAAAIQgAAEkkUAI5ksvckWAhCAAAQgAAEIQAACEIBArQlgJGuNkA4gAAEIQAACEIAABCAAAQgkiwBGMmK9/T7KHXFI7B4CEIAABCAAAQhAAAIQgEBaAhjJLB0gfp9oMF23/92hzjcZa/plaiS9H6YNm0a2Xvnt/Xhvav/uzwP4vXo/bJy0gwAEIAABCEAAAhCAAAT0EsBIZkkb74diw3ZrayTd39vKxKiZ7xotW75CTj/1ZCdE7zcLgz5g7TaKp/ToXtWP6ctv29Vr1snA/n2kuLg4LBLaQQACEIAABCAAAQhAAALKCWAksyRQkJGs6SP0KSPZtu0usnDREieaoFlM0ybTGUlvun7mz8SSMprev6e2985I+uVva5KzJAXdQAACEIAABCAAAQhAAAI5JoCRzBLgdEbSmLFxEybLgL695KAD24mZ1Vu+fIWz5DW11LTb8Z0c85aacTzjr6dIhyPb1xhdtoykiWXhok+cWUPzGzJ0tBxy8AFVRrImMxjGSIbNJUsS0A0EIAABCEAAAhCAAAQgkCcCGMksgfZ7RjK19HTipCnOXlLPSrpNoDFbo8aOl4t6neOYTPMzJs3d3i/EbBhJr0lM5dC9S6cqExvWSJoY3abULGXFSGbp4KIbCEAAAhCAAAQgAAEIKCOAkcySIOlmJI0xnPv+/Gp7SplMPyPpnrGsKbzaGsnUTGjPs0+rMo02y1P9XrbjZ6aLioqqZmKzhJpuIAABCEAAAhCAAAQgAIGICWAksyRAkJF0P3fo3qXfjF+uZyT9TGQqJq9BDPuMpB9Gs5+nn5sml/c5n5ftZOk4oxsIQAACEIAABCAAAQhoIICRzJIKNs9Iml2Of/RJOan7cc7yT/fS1rAvqKlpRjJo+6C/B721tSbD6cXIstYsHVh0AwEIQAACEIAABCAAAYUEMJJZEsXmra1ml6k3s3q/62j+Zp6XrOlFO+7Pf6RCd7/l1fucojc99+c73H9z79PdZr999q72+Q7v9u6lq+7YWNKapQOLbiAAAQhAAAIQgAAEIKCQAEZSoSi1CcksTW1/+KFp3/ham/7ZFgIQgAAEIAABCEAAAhCAAEaygI4BMyM4YsxD0rf3ebJzm9YFlBmpQAACEIAABCAAAQhAAAKaCGAkNalBLBCAAAQgAAEIQAACEIAABGJAACMZA5EIEQIQgAAEIAABCEAAAhCAgCYCGElNahALBCAAAQhAAAIQgAAEIACBGBDASMZAJEKEAAQgAAEIQAACEIAABCCgiQBGUpMaxAIBCEAAAhCAAAQgAAEIQCAGBDCSMRCJECEAAQhAAAIQgAAEIAABCGgigJHUpAaxFDSBrWVl0qB+/YLOMW7JGU3MD110KcdY0aWHiYaxok+TlC6cv3RqQ1QQSAIBjGQSVCZHFQRWrtkgbVo2VRELQWwjsLF0s/O/TYoagUQRAcaKIjG2h8JY0aeJiYixolMXooJAUghgJJOiNHlGToCCH7kEOwTAxbE+Tbg41qkJY0WnLtQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTwDcixoo+oTCS+jThpotOTYgKAkkigJFMktrkGikBLo4jxe+7cy6O9WnCxbFOTRgrOnWhrujUhaggkBQCGMmkKE2ekROg4EcuATOS+iRgRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SYCRjIkmGEmdQlFXdOpCVBBICgGMZFKUJs/ICVDwI5cAI6lPAoxkTDTBSOoUirqiUxeigkBSCGAkk6I0eUZOgIIfuQQYSX0SYCRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIJAUAhjJpChNnpEToOBHLgFGUp8EGMmYaIKR1CkUdUWnLkQFgaQQwEgmRWnyjJwABT9yCTCS+iTASMZEE4ykTqGoKzp1ISoIJIUARjIpSpNn5AQo+JFLgJHUJwFGMiaaYCR1CkVd0akLUUEgKQQwkklRmjwjJ0DBj1wCjKQ+CTCSMdEEI6lTKOqKTl2ICgJJIaDOSH711ZdJYZ+zPPfaa28pK6/IWf90nBmBNT+VSMudijPbmK1yQqB00xan36LGDXPSP51mRoCxkhm3XG7FWMkl3cz7Zqxkzi6XW9avVzeX3dM3BNQQUGckF8yfLw899KAaQHEMZMQ9o2TtTyVxDL2gYy4vr5B6FBdVGldUVjrx1K1TR1VcSQ+GsaLvCGCs6NPERMRY0alLC24a6xSGqLJOQJ2RzHqGdAgBJQRYgqRECFcYLNfTp4mJiLGiTxfGij5NGCs6NSEqCCSJAEYySWqTa6QEuDiOFL/vzrk41qcJF8c6NWGs6NSFuqJTF6KCQFIIYCSTojR5Rk6Agh+5BDsEwMWxPk0wkjo1Yazo1IW6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EvhGxFjRJxRGUp8m3HTRqQlRQSBJBDCSSVKbXCMlwMVxpPh9d87FsT5NuDjWqQljRacu1BWduhAVBJJCACOZFKXJM3ICFPzIJWBGUp8EzEjGRBOMpE6hqCs6dSEqCCSFAEYyKUqTZ+QEKPiRS4CR1CcBRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SYCRjIkmGEmdQlFXdOpCVBBICgGMZFKUJs/ICVDwI5cAI6lPAoxkTDTBSOoUirqiUxeigkBSCGAkk6I0eUZOgIIfuQQYSX0SYCRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUgioNZKLlyyVO0eMldLS0iotWrdqIYMG9pOd27SuUR+z3biJk+Wqy3rv0O6NOXNl1NjxzrZ+ff24cpXcNnyM9DzrNDnowHbWx8ATU56Vqc9Nq7Zd+98dKpdffEHavsx2y5ev8G1XU8zufzed77fP3jKwfx8pLi62jpsN8kOAgp8fzjZ74eLYhlb+2jJW8sc67J4YK2FJ5bcdYyW/vNkbBCBQnYBqI2lM30W9zgll6owJHDRkmKxavdbXJBrjNempqb5GtKSkRIYMHS2fffGlFBUVyYC+vULt03swGUO4cNEnoQ2d2wz6Gc50MZt97dZ2F+lwZHtJxd+qZfNA08oAiI4ABT869jXtmYtjfZqYiBgr+nRhrOjThLGiUxOigkCSCBSMkUyJ5jcjGXamMWy7mg4QWyOZ6sdvRtI2lkz3naSDPepcuTiOWoEd98/FsT5NuDjWqQljRacu1BWduhAVBJJCQLWRdC9tDbOs1YjmZyT9lsn6zQDamje/GUn30tYwy1pNH35GMmzMqRjuGnm/83+DltEm5cDWmCcFX58qXBzr0wQjqVMTxopOXagrOnUhKggkhYBaI+kVwBil1WvWBS4b9TOSZonotJdmVW2bWgZ7zNFHyOmnnly1q9oaSXfMNe3D78DyM5JhYzb9+S2BXdV/UFKO4djkubWsXBrUrxebeJMQaHlFhZNmvbp1k5BubHJkrOiTirGiTxMTEWNFpy6th3INplMZoso2gdgYyXQv0XFDCWMkTXu/paDZNJKpfdT0Eh13zGGMZE0xGxM5bsLkHZ7r/Gn8E9k+VuivlgRKN22VosYNatkLm2eTgLkIMz8Mfjap1r4vxkrtGWa7B8ZKtolmpz/GSnY4ZruXnc45Pdtd0h8EVBJIhJH0M5fZeC4xSNF0b2MNMpJhYq7JRAbFxd+jIcASpGi4p9sry/X0aWIiYqzo04Wxok8TxopOTYgKAkkioNZIPvv8DNlv372q3p7qfQawpqWufgbM+1bT1LLTM/56ivPW09SvNjOSZh+Tn35OTvtLD+cTHH77qClmP8MZFHO6N7om6QCOU65cHOtTi4tjfZpwcaxTE8aKTl2oKzp1ISoIJIWAWiMZ9J1Erylzf/4jJZ77ZTfev5/So3vV85Huz3+kts3ku4wmprnvz686dtz7MP/ojdmbo2ljPneSMrfpYvbuy2xbm0+XJOWAjzJPCn6U9P33zcWxPk0wkjo1Yazo1IW6olMXooJAUgioNZJJEYA8k0OAgq9Pay6O9WmCkdSpCWNFpy7UFZ26EBUEkkIAI5kUpckzcgIU/Mgl2CEALo71aYKR1KkJY0WnLtQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTwDcixoo+oTCS+jThpotOTYgKAkkigJFMktrkGikBLo4jxe+7cy6O9WnCxbFOTRgrOnWhrujUhaggkBQCGMmkKE2ekROg4EcuATOS+iRgRjImmmAkdQpFXdGpC1FBICkEMJJJUZo8IydAwY9cAoykPgkwkjHRBCOpUyjqik5diAoCSSGAkUyK0uQZOQEKfuQSYCT1SYCRjIkmGEmdQlFXdOpCVBBICgGMZFKUJs/ICVDwI5cAI6lPAoxkTDTBSOoUirqiUxeigkBSCGAkk6I0eUZOgIIfuQQYSX0SYCRjoglGUqdQ1BWduhAVBJJCACOZFKXJM3ICFPzIJcBI6pMAIxkTTTCSOoWirujUhaggkBQCGMmkKE2ekROg4EcuAUZSnwQYyZhogpHUKRR1RacuRAWBpBDASCZFafKMnAAFP3IJMJL6JMBIxkQTjKROoagrOnUhKggkhQBGMilKk2fkBCj4kUuAkdQnAUYyJppgJHUKRV3RqQtRQSApBDCSSVGaPCMnQMGPXAKMpD4JMJIx0QQjqVMo6opOXYgKAkkhgJFMitLkGTkBCn7kEmAk9UmAkYyJJhhJnUJRV3TqQlQQSAoBjGRSlCbPyAlQ8COXACOpTwKMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIJAUAuqMZEnJxqSwz1mexcVNpLKyMmf903FmBFat3SitWzTJbGO2ygmBjaVbnH6bFDXMSf90mhkBxkpm3HK5FWMll3Qz75uxkjm7XG5Zp06dXHZP3xBQQ0CdkVwwf77cdtsQNYDiGMikJ54UU1z46SJgzD3FRZcmIqkbLhR9TcowVjSpkYqFsaJSFeqKRlm4aaxSFYLKBQF1RjIXSdInBDQQYAmSBhWqx8ByPX2amIgYK/p0Yazo04SxolMTooJAkghgJJOkNrlGSoCL40jx++6ci2N9mnBxrFMTxopOXagrOnUhKggkhQBGMilKk2fkBCj4kUuwQwBcHOvTBCOpUxPGik5dqCs6dSEqCCSFAEYyKUqTZ+QEKPiRS4CR1CeBb0SMFX1CYST1acJNF52aEBUEkkQAI5kktck1UgJcHEeK33fnXBzr04SLY52aMFZ06kJd0akLUUEgKQQwkklRmjwjJ0DBj1wCZiT1ScCMZEw0wUjqFIq6olMXooJAUghgJJOiNHlGToCCH7kEGEl9EmAkY6IJRlKnUNQVnboQFQSSQgAjmRSlyTNyAhT8yCXASOqTACMZE00wkjqFoq7o1IWoIPD/27u/kEvKOg7gc/u+3ZirIItEiqioFwvKkmR4UdJCKAsiKqRIG274B/EfyF55JUFWSCoZbEgKZmJI3ghdRUUhGAZraGV2IcuCuas3ehvPWeY477NzznPOzLxnnmfn897Ies6ZeZ7Pb5555ntmzsxUBATJqVRaP0cXMOGPXgJBMr8SCJKF1ESQzLNQ5pU866JVBKYiIEhOpdL6ObqACX/0EgiS+ZVAkCykJoJknoUyr+RZF60iMBUBQXIqldbP0QVM+KOXQJDMrwSCZCE1ESTzLJR5Jc+6aBWBqQgIklOptH6OLmDCH70EgmR+JRAkC6mJIJlnocwredZFqwhMRUCQnEql9XN0ARP+6CUQJPMrgSBZSE0EyTwLZV7Jsy5aRWAqAoLkVCqtn6MLmPBHL4EgmV8JBMlCaiJI5lko80qeddEqAlMRECSnUmn9HF3AhD96CQTJ/EogSBZSE0Eyz0KZV/Ksi1YRmIqAIDmVSuvn6AIm/NFLIEjmVwJBspCaCJJ5Fsq8kmddtIrAVAQEyalUWj9HFzDhj14CQTK/EgiShdREkMyzUOaVPOuiVQSmIiBITqXS+jm6gAl/9BIIkvmVQJAspCaCZJ6FMq/kWRetIjAVAUFyKpXWz9EFTPijl0CQzK8EgmQhNREk8yyUeSXPumgVgakICJJTqbR+ji5gwh+9BIJkfiUQJAupiSCZZ6HMK3nWRasITEVAkJxKpfVzdAET/uglECTzK4EgWUhNBMk8C2VeybMuWkVgKgKC5FQqrZ+jC5jwRy+BIJlfCQTJQmoiSOZZKPNKnnXRKgJTERAkp1Jp/RxdwIQ/egkEyfxKIEgWUhNBMs9CmVfyrItWEZiKgCA5lUrrJwECBAgQIECAAAECBAYSECQHgrQYAgQIECBAgAABAgQITEVAkJxKpfWTAAECBAgQIECAAAECAwkIkgNBWgwBAgQIECBAgAABAgSmIiBIbrDSH/3v4+rxJ35cfXzyk9la7zt8V3XdtfvnLfj1q7+rXnv9jdm/L7n4ourII/dW29vbS1v4p7+8WT393POz9+w595zq8SMPV+eft2f2788++6x64slnqn//54PZvw/eeKC67eabli4v9ZlUHzbIOdiqlrl36W/KcFnNlnUqtOWHP322OnTHrdUVl1+6461dtp3BAHdhQSn3Lv0deqz85Ge/qN586+157+PxlerDLrDt+iJzHyuxebxPDEBdtp1dh+2xgtR21qW/Q4+VZvfCuHn/g//umKtSfejBM9pHSxsrAWpra6t69IHD8/mly7YzGvgKK05tZ136u8p8HpZ7/PiJ6qH77062MnX8kOpDcgXeQGBgAUFyYNBFi6t3DlddedkszP3j3X/OAmAIkyEUhJ3RS6+8Np9cw2Qb/pbteOJlhJ3VsXfemwfQ5jLqnc/ttxzcEV7j9i77TKoPG6IcdDXL3Lv2d5lhqmZtnWtOLPFEH97fZdsZFHHghaXcu/Q35b7uWAlt/PnRF6s7br959sVNWP6PnnquOnTnrbPxlerDwGQbWVwJYyW08cPjJ+ZfmMX7xC7bzkZwO64ktZ116e/QYyUOkeHLl2bAT/WhI82oHythrKSOCbpsO6OiJ1ae2s669Dc1Vpohc//V+1YKklM7Bst5m9G21QQEydWcer8r7HCOvvBy9diD98wOPOOdWth57N17wfwAKN6p1Tv9b3z9azsOkprfcjV3amEd8dmrOJzGB79tZ7yan0n1oTfSCAtY5h48ltUsNDccqP7xz3+dfwGQMoy/mYwnorDM0KaTpz4944z0ojOSqW1nBNZeq0xtZ6n+bmKsxB1sO0hJbTu9kEb4cEljpeZpOzhctp8dgbXXKksaK/W+b/81+3Z8aZrqQy+gkT5cwlhJBcnUfnYk2s6rTW1nqf6uO680rxpadEbSMVjncvpgRgKC5IaKER/Q1IEh/PcHh747uwS1PlsZ/l8cMNp2YnEwbE4M5375nB1nPOvQ0zxjGe/E2kJN8xv9v/392I4DgGYfVrlkY0PUK68mPviP3U+e+iTZ3zhIpgzDWazwV3u1TebrBMlUH+JLYFfGGfGNJYyVmCeu47I+GCunL7/fzbFS16c5lsL/S+1nR9zsO626lLGybB4xVk5/edicFzYxr8SXSDavdjGv9D8Gi3+21HZp69SPwTrt9HwoOwFBckMlCZPlG7//w46zTPXkUQfJAzdcP7/stO0gK25q/A1aHCSbZ0TagmS8vPgbu/gzIUgu6kPJB8eL3EOQXLe/KcMQJJtnRFLfCjdr1HZGsp7w1912NrTZd1pNCWOlbSw2DwSX9cFYOa23m2Ol/q1T2yWUxsoXP6loG6BDzyvxWIiDo7FyZpBcd27uM6/U62qG1y9tb82+dDFWuo+VVYLkunU+247BOh0g+FB2AoLkhkrS95vjRRN+8+B13TOSbTux5u8224Jk83ec4fVVfsu5IeK1V5P61nWVM5LrGq5yRnJRR5YFyWVns9eGGfkDJYyVJlHbGWRnWdL7hiHOSKY21WYd6oNjYyV9cDzkvNK8gUmzXnXIf+9f7yev/EjVOafXS5tXarvm/PLVr1zo7H10H4t1j8G6BskpHYPlNG61pbuAINndbq1P9r0+v21ly35vt8pvJONlpn7fl+rDWiCZvLnvb1nWNVzlN5LrBMk6zPvd1xc3qtrEWKnXsegyZGPl9B2jm6Ftk2Ol7eA4XOad+h1UJrullZuR2s669HfoeSXuTPwlS6oPK2Nk9MaS5hVj5fQNEIceK6v8RnLdfeLZOFYyGraa0lFAkOwIt+7H+t4xrO03kqk7hqXuRBlfn1+HkvDfcPldfNllqg/rmuTw/r5314t/y5IyTNWs/vw6N9vpcre5HOwXtSG1naX6O8ZYifuS6kPO/ovaVsJYCePxwr0XzH8iEI/P1LZTWl1S21mqv5saK03XuE2pPpRWk9DeEsZKaGP4q8+cucPx8jvndxkr9ba76s12UscPZ+NYKXF8a/NOAUFyg1tE6vk/qzx3qnnX1nrC6vocybYgOcVnGK3ivuzZn827toaapAybtwRve85dfJYrXl5YR/yc0S7Pv9rgpr/2qnIfK3H76g4265Lqw9ooGXwg97FS79M+//zzmZbnSC5/bmbbwfFuzCvLgmR4zVg585nSuz2vGCvrPcu7y1hpzvX1GGg+P9wxWAaTmib0FhAkexNaAAECBAgQIECAAAECBKYlIEhOq956S4AAAQIECBAgQIAAgd4CgmRvQgsgQIAAAQIECBAgQIDAtAQEyWnVW28JECBAgAABAgQIECDQW0CQ7E1oAQQIECBAgAABAgQIEJiWgCA5rXrrLQECBAgQIECAAAECBHoLCJK9CfstIH6uYL+l+TQBAgQIECBAgAABAgR2X0CQHMi47Vl/YdH7r95XPXT/3QvX0jVIhs8dfeHl6rEH76nOP2/Pyr0Y6tlR4VmHe/deUN1280071t18zlzbM9xWbqg3EiBAgAABAgQIECCQrYAgOVBp6iB51ZWXnRGulq1i3SDZfHBzl6AWHpD74fET8zaGQHjy1KfVkUfurba3t6uHpvmEAAAGhElEQVTw+kuvvFY9fuThWUANr4e/Ogw3g+LBGw/s6GvbZ5vLHojaYggQIECAAAECBAgQGFlAkByoAKkgGULW0889P1tbMwDWQTKc3Tv2zruz11NnMcN7up6RjLvbFv6aZxrj1+vPx2ck2/q/bkgeqBQWQ4AAAQIECBAgQIDALgsIkgMBLwuSIYwd/dXL1aMPHK6uuPzSKpzVO378xOwsX32p6be/df3s7F59xvH2Ww5W1127f2HrhgqSoS3H3nlvdkYy/D3x5DNV86zqojC4SpBctS8DlcBiCBAgQIAAAQIECBDYkIAgORB0228k6zOPL7z06mwt9eWhzRAYwlY4U3nf4btmITP8xZeTtjVxiCAZh8S6DwduuH4eYlcNkqGNzVAaLpMVJAfauCyGAAECBAgQIECAQGYCguRABVl2RjIEwzffenvHmuqQ2RYkm2csFzWvb5Csz4QeuvPWeWhc5/LUtpvttIXpra2t+ZnYgagthgABAgQIECBAgACBkQUEyYEKkAqSbXc4DatuO+O322ck20JkzRAHxFV/I9nGGNbz29ffqB669/uzG/n4I0CAAAECBAgQIEDg7BAQJAeq4zq/kQyrfP7F31TfOfDN2eWfzUtbV71BzaIzkqnPp15P3bV1UeCMGV3WOtCGZTEECBAgQIAAAQIEMhQQJAcqyjp3bQ2rrO/MGj/XMbwWfi+56EY7zcd/1E1v3uU1/p1i3L3m4zuarzXX2XzPJRdfNH80SHh//PnmpavNtrmkdaANy2IIECBAgAABAgQIZCggSGZYlD5NCpem7r9m39I7vvZZvs8SIECAAAECBAgQIEBAkDyLtoFwRvCpZ39ZPXDP96rzz9tzFvVMVwgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgQEyQKKpIkECBAgQIAAAQIECBDISUCQzKka2kKAAAECBAgQIECAAIECBATJAoqkiQQIECBAgAABAgQIEMhJQJDMqRraQoAAAQIECBAgQIAAgQIEBMkCiqSJBAgQIECAAAECBAgQyElAkMypGtpCgAABAgQIECBAgACBAgT+D719Sf52kL7ZAAAAAElFTkSuQmCC",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"vis_data.loc['2019-02-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 63,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(7832.038, 7792.8780000000015)"
]
},
"execution_count": 63,
"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": 64,
"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": 64,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 65,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 65,
"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": 66,
"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",
"x": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Financials"
]
},
{
"cell_type": "code",
"execution_count": 67,
"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": 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",
" dtype='object')"
]
},
"execution_count": 68,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 69,
"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": 70,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calculate_financials(c, s):\n",
" for case in s.cases:\n",
" case.calculate_ebitda(c.project_duration)\n",
"\n",
" for case in [s.hpcase, s.storage_case]: #, 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": 71,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
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"data": [
{
"line": {
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"dash": "solid",
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"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": 72,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"boxpoints": false,
"line": {
"width": 1.3
},
"marker": {
"color": "rgba(70, 165, 121, 1.0)"
},
"name": "Tsource (VDG)",
"orientation": "v",
"type": "box",
"y": [
63.375083333333336,
53.39275,
65.29883333333333,
65.013,
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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": 73,
"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": 73,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 74,
"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",
"x": [
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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('1H').mean().iplot()"
]
},
{
"cell_type": "code",
"execution_count": 75,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 75,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"after = s.storage_case.data['tsource_vdg'].round(2)\n",
"before = s.storage_case.data['Tsource (VDG)'].round(2)\n",
"after.equals(before)\n"
]
},
{
"cell_type": "code",
"execution_count": 76,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"mean Tsource_vdg before storage: 63.65879788812786\n",
"mean Tsource_vdg after storage: 64.40341691971082\n",
"max Tsource_vdg before storage: 70.07\n",
"max Tsource_vdg after storage: 94.938\n",
"mean Tsource_ndg before storage: 62.17630502283106\n",
"mean Tsource_ndg after storage: 62.17630502283106\n",
"max Tsource increase: 62.179\n",
"charging intensivity: 79011\n",
"discharging intensivity: 18986\n",
"charging intensivity: True\n",
"increase in T(vdg) source: DAM 33.08000\n",
"POS 73.40000\n",
"NEG 73.40000\n",
"RS 1.00000\n",
"ForePos 35.48000\n",
"ForeNeg 48.57000\n",
"ForePos_nextQ NaN\n",
"ForeNeg_nextQ NaN\n",
"Gas prices (€/MWh) 11.40000\n",
"CO2 prices (€/ton) 19.73000\n",
"CO2 prices (€/MWh) 3.81000\n",
"Tsource (VDG) 53.10000\n",
"Tsink (VDG) 127.36000\n",
"MW (VDG) 0.05000\n",
"Tsource (NDG) 63.79000\n",
"Tsink (NDG) 138.86000\n",
"MW (NDG) 0.02000\n",
"Total demand 0.07000\n",
"hp_output_MW 0.07000\n",
"hp_input_MW -0.03000\n",
"cop 2.32100\n",
"tsource_vdg 94.93800\n",
"tsource_ndg 63.79000\n",
"to_storage_ndg_MW 0.00000\n",
"from_storage_ndg_MW 0.00000\n",
"to_storage_vdg_MW 0.00000\n",
"from_storage_vdg_MW 25.00000\n",
"to_storage_MW 0.00000\n",
"from_storage_MW 25.00000\n",
"storage_level_MWh 13.43600\n",
"hp_output_MWh 0.00100\n",
"hp_input_MWh -0.00100\n",
"to_storage_ndg_MWh 0.00000\n",
"from_storage_ndg_MWh 0.00000\n",
"to_storage_vdg_MWh 0.00000\n",
"from_storage_vdg_MWh 0.41700\n",
"to_storage_MWh 0.00000\n",
"from_storage_MWh 0.41700\n",
"nomination_MWh -0.00100\n",
"Prod. vol. 0.00000\n",
"Cons. vol. -0.00100\n",
"Imb. vol. 0.00000\n",
"Day-Ahead Result -0.03308\n",
"POS Result 0.00000\n",
"NEG Result 0.00000\n",
"Imbalance Result 0.00000\n",
"Combined Result -0.03308\n",
"Name: 2019-09-15 00:00:00+02:00, dtype: float64\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_vdg']-s.storage_case.data['Tsource (VDG)']).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": 77,
"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": 77,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmin()"
]
},
{
"cell_type": "code",
"execution_count": 78,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"tsource_ndg 2019-01-16 02:30:00+01:00\n",
"tsource_vdg 2019-09-15 00:00:00+02:00\n",
"dtype: datetime64[ns, Europe/Amsterdam]"
]
},
"execution_count": 78,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmax()"
]
},
{
"cell_type": "code",
"execution_count": 79,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 33.08000\n",
"POS 73.40000\n",
"NEG 73.40000\n",
"RS 1.00000\n",
"ForePos 35.48000\n",
"ForeNeg 48.57000\n",
"ForePos_nextQ NaN\n",
"ForeNeg_nextQ NaN\n",
"Gas prices (€/MWh) 11.40000\n",
"CO2 prices (€/ton) 19.73000\n",
"CO2 prices (€/MWh) 3.81000\n",
"Tsource (VDG) 53.10000\n",
"Tsink (VDG) 127.36000\n",
"MW (VDG) 0.05000\n",
"Tsource (NDG) 63.79000\n",
"Tsink (NDG) 138.86000\n",
"MW (NDG) 0.02000\n",
"Total demand 0.07000\n",
"hp_output_MW 0.07000\n",
"hp_input_MW -0.03000\n",
"cop 2.32100\n",
"tsource_vdg 94.93800\n",
"tsource_ndg 63.79000\n",
"to_storage_ndg_MW 0.00000\n",
"from_storage_ndg_MW 0.00000\n",
"to_storage_vdg_MW 0.00000\n",
"from_storage_vdg_MW 25.00000\n",
"to_storage_MW 0.00000\n",
"from_storage_MW 25.00000\n",
"storage_level_MWh 13.43600\n",
"hp_output_MWh 0.00100\n",
"hp_input_MWh -0.00100\n",
"to_storage_ndg_MWh 0.00000\n",
"from_storage_ndg_MWh 0.00000\n",
"to_storage_vdg_MWh 0.00000\n",
"from_storage_vdg_MWh 0.41700\n",
"to_storage_MWh 0.00000\n",
"from_storage_MWh 0.41700\n",
"nomination_MWh -0.00100\n",
"Prod. vol. 0.00000\n",
"Cons. vol. -0.00100\n",
"Imb. vol. 0.00000\n",
"Day-Ahead Result -0.03308\n",
"POS Result 0.00000\n",
"NEG Result 0.00000\n",
"Imbalance Result 0.00000\n",
"Combined Result -0.03308\n",
"Name: 2019-09-15 00:00:00+02:00, dtype: float64"
]
},
"execution_count": 79,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-09-15 00:00:00']"
]
},
{
"cell_type": "code",
"execution_count": 80,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 89.700\n",
"POS -108.170\n",
"NEG -108.170\n",
"RS -1.000\n",
"ForePos 33.340\n",
"ForeNeg 46.130\n",
"ForePos_nextQ NaN\n",
"ForeNeg_nextQ NaN\n",
"Gas prices (€/MWh) 21.820\n",
"CO2 prices (€/ton) 32.720\n",
"CO2 prices (€/MWh) 6.310\n",
"Tsource (VDG) 25.310\n",
"Tsink (VDG) 152.480\n",
"MW (VDG) 0.000\n",
"Tsource (NDG) 14.300\n",
"Tsink (NDG) 156.670\n",
"MW (NDG) 0.000\n",
"Total demand 0.000\n",
"hp_output_MW 0.000\n",
"hp_input_MW 0.000\n",
"cop NaN\n",
"tsource_vdg 25.310\n",
"tsource_ndg 14.300\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 0.000\n",
"to_storage_MW 0.000\n",
"from_storage_MW 0.000\n",
"storage_level_MWh 7.563\n",
"hp_output_MWh 0.000\n",
"hp_input_MWh 0.000\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 0.000\n",
"to_storage_MWh 0.000\n",
"from_storage_MWh 0.000\n",
"nomination_MWh 0.000\n",
"Prod. vol. 0.000\n",
"Cons. vol. 0.000\n",
"Imb. vol. 0.000\n",
"Day-Ahead Result 0.000\n",
"POS Result -0.000\n",
"NEG Result -0.000\n",
"Imbalance Result -0.000\n",
"Combined Result 0.000\n",
"Name: 2019-01-22 17:00:00+01:00, dtype: float64"
]
},
"execution_count": 80,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-22 17:00:00']"
]
},
{
"cell_type": "code",
"execution_count": 81,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 72.46\n",
"POS 44.72\n",
"NEG 44.72\n",
"RS 0.00\n",
"ForePos 42.17\n",
"ForeNeg 42.91\n",
"ForePos_nextQ 43.74\n",
"ForeNeg_nextQ 51.74\n",
"Gas prices (€/MWh) 22.45\n",
"CO2 prices (€/ton) 32.96\n",
"CO2 prices (€/MWh) 6.36\n",
"Tsource (VDG) 26.10\n",
"Tsink (VDG) 117.21\n",
"MW (VDG) 0.00\n",
"Tsource (NDG) 13.54\n",
"Tsink (NDG) 116.88\n",
"MW (NDG) 0.00\n",
"Total demand 0.00\n",
"hp_output_MW 0.00\n",
"hp_input_MW 0.00\n",
"cop NaN\n",
"tsource_vdg 26.10\n",
"tsource_ndg 13.54\n",
"to_storage_ndg_MW 0.00\n",
"from_storage_ndg_MW 0.00\n",
"to_storage_vdg_MW 0.00\n",
"from_storage_vdg_MW 0.00\n",
"to_storage_MW 0.00\n",
"from_storage_MW 0.00\n",
"storage_level_MWh 47.50\n",
"hp_output_MWh 0.00\n",
"hp_input_MWh 0.00\n",
"to_storage_ndg_MWh 0.00\n",
"from_storage_ndg_MWh 0.00\n",
"to_storage_vdg_MWh 0.00\n",
"from_storage_vdg_MWh 0.00\n",
"to_storage_MWh 0.00\n",
"from_storage_MWh 0.00\n",
"nomination_MWh 0.00\n",
"Prod. vol. 0.00\n",
"Cons. vol. 0.00\n",
"Imb. vol. 0.00\n",
"Day-Ahead Result 0.00\n",
"POS Result 0.00\n",
"NEG Result 0.00\n",
"Imbalance Result 0.00\n",
"Combined Result 0.00\n",
"Name: 2019-01-18 19:20:00+01:00, dtype: float64"
]
},
"execution_count": 81,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-18 19:20:00']"
]
},
{
"cell_type": "code",
"execution_count": 82,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 68.400\n",
"POS 157.120\n",
"NEG 157.120\n",
"RS 1.000\n",
"ForePos 35.650\n",
"ForeNeg 43.850\n",
"ForePos_nextQ NaN\n",
"ForeNeg_nextQ NaN\n",
"Gas prices (€/MWh) 22.280\n",
"CO2 prices (€/ton) 33.090\n",
"CO2 prices (€/MWh) 6.380\n",
"Tsource (VDG) 29.635\n",
"Tsink (VDG) 134.840\n",
"MW (VDG) 0.000\n",
"Tsource (NDG) 21.420\n",
"Tsink (NDG) 118.755\n",
"MW (NDG) 0.000\n",
"Total demand 0.000\n",
"hp_output_MW 0.000\n",
"hp_input_MW 0.000\n",
"cop NaN\n",
"tsource_vdg 29.635\n",
"tsource_ndg 21.420\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 0.000\n",
"to_storage_MW 0.000\n",
"from_storage_MW 0.000\n",
"storage_level_MWh 47.500\n",
"hp_output_MWh 0.000\n",
"hp_input_MWh 0.000\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 0.000\n",
"to_storage_MWh 0.000\n",
"from_storage_MWh 0.000\n",
"nomination_MWh 0.000\n",
"Prod. vol. 0.000\n",
"Cons. vol. 0.000\n",
"Imb. vol. 0.000\n",
"Day-Ahead Result 0.000\n",
"POS Result 0.000\n",
"NEG Result 0.000\n",
"Imbalance Result 0.000\n",
"Combined Result 0.000\n",
"Name: 2019-01-04 07:45:00+01:00, dtype: float64"
]
},
"execution_count": 82,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-04 07:45:00']"
]
},
{
"cell_type": "code",
"execution_count": 83,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(0,\n",
" 0,\n",
" 0,\n",
" 0,\n",
" 29.635,\n",
" 21.42,\n",
" 0,\n",
" 0,\n",
" 0,\n",
" 0,\n",
" HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n",
" Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=, min_th_power=0.0),\n",
" Heatpump(name='Heatpump NDG', max_thermal_power=7.7, cop_curve=, min_th_power=0.0))"
]
},
"execution_count": 83,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"case = s.storage_case\n",
"hp_vdg = case.assets['Heatpump VDG']\n",
"hp_ndg = case.assets['Heatpump NDG']\n",
"ws = case.assets['HotWaterStorage']\n",
"ws.storage_level = 47.083+25\n",
"pos = 157.120\n",
"neg = 157.120\n",
"dam = 68.400\n",
"demand_vdg = 0\n",
"demand_ndg = 0\n",
"tsource_vdg = 29.635\n",
"tsink_vdg = 134.840\n",
"tsource_ndg = 21.420\n",
"tsink_ndg = 118.755\n",
"\n",
"hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg)"
]
},
{
"cell_type": "code",
"execution_count": 84,
"metadata": {},
"outputs": [],
"source": [
"#e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg"
]
},
{
"cell_type": "code",
"execution_count": 85,
"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": 86,
"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": 87,
"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": 88,
"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": 89,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"date = s.baseline.data.index[0].strftime('%Y-%m-%d')"
]
},
{
"cell_type": "code",
"execution_count": 90,
"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",
"x": [
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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": 91,
"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",
"x": [
"2019-01-01 00:00:00+01:00",
"2019-01-01 00:01:00+01:00",
"2019-01-01 00:02:00+01:00",
"2019-01-01 00:03:00+01:00",
"2019-01-01 00:04:00+01:00",
"2019-01-01 00:05:00+01:00",
"2019-01-01 00:06:00+01:00",
"2019-01-01 00:07:00+01:00",
"2019-01-01 00:08:00+01:00",
"2019-01-01 00:09:00+01:00",
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"2019-01-01 00:16:00+01:00",
"2019-01-01 00:17:00+01:00",
"2019-01-01 00:18:00+01:00",
"2019-01-01 00:19:00+01:00",
"2019-01-01 00:20:00+01:00",
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"2019-01-01 00:36:00+01:00",
"2019-01-01 00:37:00+01:00",
"2019-01-01 00:38:00+01:00",
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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": 92,
"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": 93,
"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": 94,
"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",
" -37,696 | \n",
" -38,187 | \n",
"
\n",
" \n",
" | Total exported to grid (MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total consumed from grid (MWh) | \n",
" 37,696 | \n",
" 38,187 | \n",
"
\n",
" \n",
" | Total nominated volume (MWh) | \n",
" -37,696 | \n",
" -37,696 | \n",
"
\n",
" \n",
" | Absolute imbalance volume (MWh) | \n",
" - | \n",
" 805 | \n",
"
\n",
" \n",
" | Mean selling price (€/MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Mean buying price (€/MWh) | \n",
" 41 | \n",
" 40 | \n",
"
\n",
" \n",
" | Total day-ahead result (€) | \n",
" -1,553,699 | \n",
" -1,553,699 | \n",
"
\n",
" \n",
" | Total POS result (€) | \n",
" - | \n",
" 23,481 | \n",
"
\n",
" \n",
" | Total NEG result (€) | \n",
" - | \n",
" -5,581 | \n",
"
\n",
" \n",
" | Total imbalance result (€) | \n",
" - | \n",
" 17,901 | \n",
"
\n",
" \n",
" | Total combined result (€) | \n",
" -1,553,699 | \n",
" -1,535,798 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Total net volume (MWh) -37,696 -38,187\n",
"Total exported to grid (MWh) - -\n",
"Total consumed from grid (MWh) 37,696 38,187\n",
"Total nominated volume (MWh) -37,696 -37,696\n",
"Absolute imbalance volume (MWh) - 805\n",
"Mean selling price (€/MWh) - -\n",
"Mean buying price (€/MWh) 41 40\n",
"Total day-ahead result (€) -1,553,699 -1,553,699\n",
"Total POS result (€) - 23,481\n",
"Total NEG result (€) - -5,581\n",
"Total imbalance result (€) - 17,901\n",
"Total combined result (€) -1,553,699 -1,535,798"
]
},
"execution_count": 94,
"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": 95,
"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",
" 3,090,164 | \n",
" 3,090,164 | \n",
"
\n",
" \n",
" | CO2 emission costs (€) | \n",
" 1,124,572 | \n",
" 1,124,572 | \n",
"
\n",
" \n",
" | Gas taxes (€) | \n",
" 790,305 | \n",
" 790,305 | \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",
" -1,553,699 | \n",
" -1,535,798 | \n",
"
\n",
" \n",
" | Electricity taxes (€) | \n",
" -35,811 | \n",
" -36,277 | \n",
"
\n",
" \n",
" | Grid transport costs (€) | \n",
" -273,944 | \n",
" -275,718 | \n",
"
\n",
" \n",
" | HotWaterStorage OPEX (€) | \n",
" - | \n",
" -8,500 | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" 3,079,586 | \n",
" 3,086,747 | \n",
"
\n",
" \n",
" | Depreciation (€) | \n",
" -248,000 | \n",
" -265,000 | \n",
"
\n",
" \n",
" | EBIT (€) | \n",
" 2,831,586 | \n",
" 2,821,747 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Gasboiler OPEX (€) - -\n",
"Gas consumption costs (€) 3,090,164 3,090,164\n",
"CO2 emission costs (€) 1,124,572 1,124,572\n",
"Gas taxes (€) 790,305 790,305\n",
"Heatpump VDG OPEX (€) -46,600 -46,600\n",
"Heatpump NDG OPEX (€) -15,400 -15,400\n",
"Result on electricity market (€) -1,553,699 -1,535,798\n",
"Electricity taxes (€) -35,811 -36,277\n",
"Grid transport costs (€) -273,944 -275,718\n",
"HotWaterStorage OPEX (€) - -8,500\n",
"EBITDA (€) 3,079,586 3,086,747\n",
"Depreciation (€) -248,000 -265,000\n",
"EBIT (€) 2,831,586 2,821,747"
]
},
"execution_count": 95,
"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": 96,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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"\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",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
"
\n",
" \n",
" | Irregular Cashflows (€) | \n",
" | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \n",
" 3,079,592 | \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",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
" 2,831,592 | \n",
"
\n",
" \n",
" | Income tax (Vpb.) (€) | \n",
" | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
" -694,648 | \n",
"
\n",
" \n",
" | NOPLAT (€) | \n",
" | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \n",
" 2,136,944 | \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",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \n",
" 2,384,944 | \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",
" 37% | \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",
" 9,108,429 | \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",
" 9,108,429 | \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 (€) 3,079,592 3,079,592 3,079,592 \n",
"Irregular Cashflows (€) - - - \n",
"EBITDA (€) 3,079,592 3,079,592 3,079,592 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,831,592 2,831,592 2,831,592 \n",
"Income tax (Vpb.) (€) -694,648 -694,648 -694,648 \n",
"NOPLAT (€) 2,136,944 2,136,944 2,136,944 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 \n",
"Free Cash Flow (€) -6,231,000 2,384,944 2,384,944 2,384,944 \n",
"Simple Payback Period 2.6 years \n",
"IRR (%) 37% \n",
"WACC (%) 10% \n",
"NPV of explicit period (€) 9,108,429 \n",
"Discounted residual value (€) 1,037,143 \n",
"NPV (€) 9,108,429 \n",
"\n",
" Year 4 Year 5 Year 6 Year 7 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n",
"Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n",
"NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) \n",
"\n",
" Year 8 Year 9 Year 10 Year 11 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n",
"Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n",
"NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) \n",
"\n",
" Year 12 \n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,079,592 \n",
"Irregular Cashflows (€) - \n",
"EBITDA (€) 3,079,592 \n",
"Depreciations (€) -/- -248,000 \n",
"EBIT (€) 2,831,592 \n",
"Income tax (Vpb.) (€) -694,648 \n",
"NOPLAT (€) 2,136,944 \n",
"Depreciations (€) +/+ 248,000 \n",
"Free Cash Flow (€) 2,384,944 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) "
]
},
"execution_count": 96,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BusinessCaseReport(s.hpcase).show()"
]
},
{
"cell_type": "code",
"execution_count": 97,
"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",
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"# #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"
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""
]
},
"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": 100,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
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"line": {
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},
"name": "Gasboiler OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
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"line": {
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},
"name": "Gas consumption costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
{
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"line": {
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},
"name": "CO2 emission costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
{
"marker": {
"color": "rgba(243, 210, 104, 0.6)",
"line": {
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},
"name": "Gas taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
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"line": {
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}
},
"name": "Heatpump VDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
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]
},
{
"marker": {
"color": "rgba(109, 82, 107, 0.6)",
"line": {
"color": "rgba(109, 82, 107, 1.0)",
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}
},
"name": "Heatpump NDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
{
"marker": {
"color": "rgba(242, 165, 65, 0.6)",
"line": {
"color": "rgba(242, 165, 65, 1.0)",
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}
},
"name": "Result on electricity market (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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],
"y": [
0,
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]
},
{
"marker": {
"color": "rgba(20, 85, 97, 0.6)",
"line": {
"color": "rgba(20, 85, 97, 1.0)",
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}
},
"name": "Electricity taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
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"line": {
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},
"name": "Grid transport costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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"y": [
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},
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"line": {
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}
},
"name": "HotWaterStorage OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
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],
"y": [
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},
{
"line": {
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"marker": {
"color": "#2a2a2a",
"line": {
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"width": 3
},
"size": 20,
"symbol": "line-ew"
},
"mode": "markers",
"name": "EBITDA (€)",
"type": "scatter",
"x": [
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"Heatpump + Storage"
],
"y": [
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}
],
"layout": {
"barmode": "relative",
"height": 600,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
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},
"pattern": {
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"size": 10,
"solidity": 0.2
}
},
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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": 101,
"metadata": {},
"outputs": [],
"source": [
"# ebitda_report.show(comparison='relative')"
]
},
{
"cell_type": "code",
"execution_count": 102,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
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"line": {
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},
"name": "EBITDA",
"orientation": "v",
"text": [
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"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
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"Heatpump + Storage"
],
"y": [
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}
],
"layout": {
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"legend": {
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"font": {
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},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
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},
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"solidity": 0.2
}
},
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}
],
"barpolar": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = SingleFigureComparison(s.cases, 'ebitda', label='EBITDA').report\n",
"ebitda_graph = _series.iplot(\n",
" kind='bar',\n",
" title='Yearly EBITDA by Casestudy in €',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400), \n",
" yTitle='EBITDA in €',\n",
" asFigure=True,\n",
" yrange=[_series.min() * 1.2, max(_series.max() * 2, 0)]\n",
")\n",
"\n",
"ebitda_graph.update_traces(\n",
" text=_series.values/1000_000, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}M €\", \n",
")\n",
"\n",
"ebitda_graph"
]
},
{
"cell_type": "code",
"execution_count": 103,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"marker": {
"color": "rgba(70, 165, 121, 0.6)",
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"width": 1
}
},
"name": "NPV",
"orientation": "v",
"text": [
9.108429395614326,
8.781661055865902
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
9108429.395614326,
8781661.055865902
]
}
],
"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"
],
[
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": "heatmap"
}
],
"heatmapgl": [
{
"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": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n",
"\n",
"npv_graph = _series.iplot(\n",
" kind='bar',\n",
" title='NPV by Casestudy in €',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400), \n",
" yTitle='NPV in €',\n",
" asFigure=True,\n",
" yrange=[0, _series.max() * 1.1]\n",
")\n",
"\n",
"npv_graph.update_traces(\n",
" text=_series.values/1000_000, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}M €\", \n",
")\n",
"\n",
"npv_graph"
]
},
{
"cell_type": "code",
"execution_count": 104,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
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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": 105,
"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"
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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": 106,
"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": [
5.451794715081109,
5.58710384808406
],
"textposition": "outside",
"texttemplate": "%{text:.1f}",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
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",
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""
]
},
"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": 107,
"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": 108,
"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 365.99930555555557 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: 10.3 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_8620/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": 109,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 33.4 s\n"
]
},
{
"data": {
"text/plain": [
"9108429.395614326"
]
},
"execution_count": 109,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%time result = routine(c, _s)\n",
"npv = result.hpcase.npv\n",
"npv"
]
},
{
"cell_type": "code",
"execution_count": 110,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "98ca673c587940cfaf029b0d4c8adab8",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/4 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"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": 111,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
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"line": {
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"dash": "solid",
"shape": "linear",
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"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
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9108429.395614326,
9108429.395614326,
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",
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},
"metadata": {},
"output_type": "display_data"
}
],
"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": 112,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[0.0, 0.0, 0.0]"
]
},
"execution_count": 112,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]"
]
},
{
"cell_type": "code",
"execution_count": 113,
"metadata": {},
"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 365.99930555555557 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: 10.4 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_8620/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": 114,
"metadata": {},
"outputs": [
{
"ename": "AttributeError",
"evalue": "'Store' object has no attribute 'cases'",
"output_type": "error",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32mC:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_8620/2135701075.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mkpis\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'npv'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'irr'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'spp'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 5\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mkpis\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m",
"\u001b[1;32mc:\\users\\shahla huseynova\\recoy\\recoy - documents\\03 - libraries\\29 - pyrecoy modelling framework\\v1.2\\pyrecoy\\pyrecoy\\sensitivity.py\u001b[0m in \u001b[0;36m__init__\u001b[1;34m(self, c, s, routine, param, values, output_kpis)\u001b[0m\n\u001b[0;32m 23\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0m__init__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0moutput_kpis\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 24\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mconfigs\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_generate_configs\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 25\u001b[1;33m \u001b[0moutput_dict\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_prepare_output_dict\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcases\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0moutput_kpis\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 26\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mkpis\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_run_sensitivities\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0moutput_kpis\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0moutput_dict\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 27\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n",
"\u001b[1;31mAttributeError\u001b[0m: 'Store' object has no attribute 'cases'"
]
}
],
"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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