{
"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_4300/332434720.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', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n",
" s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n",
" return s\n",
"\n",
"s = load_data(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.990 | \n",
" 143.360 | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.985 | \n",
" 143.089 | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.980 | \n",
" 142.818 | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.975 | \n",
" 142.547 | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.970 | \n",
" 142.276 | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) CO2 prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 24.98 4.82 \n",
"2019-01-01 00:01:00+01:00 24.98 4.82 \n",
"2019-01-01 00:02:00+01:00 24.98 4.82 \n",
"2019-01-01 00:03:00+01:00 24.98 4.82 \n",
"2019-01-01 00:04:00+01:00 24.98 4.82 \n",
"\n",
" Tsource (VDG) Tsink (VDG) MW (VDG) \\\n",
"2019-01-01 00:00:00+01:00 64.990 143.360 0.0 \n",
"2019-01-01 00:01:00+01:00 64.985 143.089 0.0 \n",
"2019-01-01 00:02:00+01:00 64.980 142.818 0.0 \n",
"2019-01-01 00:03:00+01:00 64.975 142.547 0.0 \n",
"2019-01-01 00:04:00+01:00 64.970 142.276 0.0 \n",
"\n",
" Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n",
"2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 "
]
},
"execution_count": 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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",
"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": 23,
"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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z/Jpz7VZuN/4eGP8XPElf1tlpX7T6dd+T293sH5f1UQMBCEAAAhCAAAQgAAEIQAACEOiWAHI7IbFOYrCV1Ih/7urlS2f+83AjbD73xf9dfukX3i/xi8TMMuL/zD4WOq+9/oY91Re/YK2TLGoWPvGaZ6Znzjy/WUy1e147WdTNz5/3osMff/rJlvOjO0m3VpHF4rV57vM3vvXimZcLtpI7sVRqPMl4nuwzuSQRUK1mHjezayWMW62n0/6LmcS15set5lK3exmguf/nv/TH8omP/oYszM+1/KpotYbGkQmNTJKM6zjvSy/pCyVbrcnUfu+lfzv9h5M4y+aZxq3WGPNpHtFynsztJufmk7lJuHf6LSru78at22f+sahV1u1+T4rHzTTvmVb3aPW11m6NSb/eOv2jW+Pvj532Ybt57O3W6LrX0hhL0vwPfFkL7jTk9mc+/4I0/5nWbv902rv8OgQgAAEIQAACEIAABCAAAQhAwJcAcjshwU5ysdMJbCNEGz9aSev4GiPW4peMNZ6kNvXN81fj+zRKzXbPiX++UWabn2v3vG4ktrlPq+tbvUjOXJtEDpvrmtfaHFejkG6ec95uhnQzK7MW8/G3f/+PZ+Zwt+JkTrF/9evfODPL+rwt1GpebnPvSdbTaf/Fa2gnLxvX2G6Gb5JMmmsN/48/8x/lCy/8yX1MmkcjdCMd242KaDVuodW6m5nGY0uq1eqZuJrvF4+IaJaOnU4qJ8nZh3un36bafZ20Yt78dWLufd4M76RfV+3W6LO/2/2DXqt9+Gu/8oticmv+L006sXPda1nIbbPW+PfMdnu2Uz/n/Xo7uX3e77PN6+h2//isl1oIQAACEIAABCAAAQhAAAIQgEAnAsjtToQC+fUkJ/KKaKWTFCxiTTwTAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQCJ8Acjv8DG0HyG0lQdIGBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkIgAcjsRpvJfhNwuf0asEAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEiPAHI7PZbcCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABHIigNzOCTSPgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgfQIILfTY8mdIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAICcCyO2cQPMYCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSI8Acjs9ltwJAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEciKA3M4JNI+BAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB9Aggt9NjyZ0gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgJwLI7ZxA8xgIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBIjwByOz2W3AkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARyIoDczgk0j4EABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIH0CCC302PJnSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAnAsjtnEDzGAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEiPAHI7PZbcCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABHIigNzOCTSPgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgfQIILfTY8mdIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAICcCyO2cQPMYCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSI8Acjs9ltwJAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEciKA3M4JNI+BAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB9Aggt9NjyZ0gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgJwLI7ZxA8xgIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBIjwByOz2W3AkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARyIoDczgk0j4EABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIH0CCC302PJnSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAnAsjtnEDzGAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEiPAHI7PZbcCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABHIigNzOCTSPgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgfQIILfTY8mdIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAICcCyO2cQPMYCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSI8Acjs9ltwJAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEciKA3M4JNI+BAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB9Aggt9NjyZ0gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgJwLI7ZxA8xgIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBIjwByOz2W3AkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARyIoDczgk0j4EABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIH0CCC302PJnSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAnAsjtnEDzGAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEiPAHI7PZbcCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABHIigNzOCTSPgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgfQIILfTY8mdIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAICcCyO2cQPMYCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSI8Acjs9ltwJAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEciKA3M4JNI+BAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB9Aggt9NjyZ0gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgJwLI7ZxA8xgIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBIjwByOz2W3AkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARyIoDczgk0j4EABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIH0CCC302PJnSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAnAshtD9BLq1u2en5m3OMulGohsLq+LZMTVRno79PSEn04Ejg4OJKdvX2ZGq843oEyTQQ2t/dkeKhfRoaHNLVFLw4ETk5OZGV9R+amxxyqKdFGoLZ3IMdHxzJWHdHWGv04EFjbqMn42LAMDgw4VFOiicDh0ZFsbe/L9CR/j9SUq2sv27U96e/rl8oof490ZaipbnltW2anqtLXh3PQlCu9+BNAbnswRG57wFNYitxWGKpjS8htR3BKy5DbSoN1aAu57QBNcQlyW3G4Dq0htx2gKS1BbisN1rEt5LYjOKVlyG2lwdKWNwHktgdC5LYHPIWlyG2FoTq2hNx2BKe0DLmtNFiHtpDbDtAUlyC3FYfr0Bpy2wGa0hLkttJgHdtCbjuCU1qG3FYaLG15E0BueyBEbnvAU1iK3FYYqmNLyG1HcErLkNtKg3VoC7ntAE1xCXJbcbgOrSG3HaApLUFuKw3WsS3ktiM4pWXIbaXB0pY3AeS2B0Lktgc8haXIbYWhOraE3HYEp7QMua00WIe2kNsO0BSXILcVh+vQGnLbAZrSEuS20mAd20JuO4JTWobcVhosbXkTQG57IERue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXEJcltxuA6tIbcdoCktQW4rDdaxLeS2IzilZchtpcHSljcB5LYHQuS2BzyFpchthaE6toTcdgSntAy5rTRYh7aQ2w7QFJcgtxWH69AactsBmtIS5LbSYB3bQm47glNahtxWGixteRNAbnsgRG57wFNYitxWGKpjS8htR3BKy5DbSoN1aAu57QBNcQlyW3G4Dq0htx2gKS1BbisN1rEt5LYjOKVlyG2lwdKWNwHktgdC5LYHPIWlyG2FoTq2hNx2BKe0DLmtNFiHtpDbDtAUlyC3FYfr0Bpy2wGa0hLkttJgHdtCbjuCU1qG3FYaLG15E0BueyBEbnvAU1iK3FYYqmNLyG1HcErLkNtKg3VoC7ntAE1xCXJbcbgOrSG3HaApLUFuKw3WsS3ktiM4pWXIbaXB0pY3AeS2B0Lktgc8haXIbYWhOraE3HYEp7QMua00WIe2kNsO0BSXILcVh+vQGnLbAZrSEuS20mAd20JuO4JTWobcDjfYvcMDWdndlNW9TVnd3ap/q39/b1P+1//mQ+E2V4KVI7c9QkBue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXEJcltxuA6tIbcdoCktQW4rDdaxLeS2IzilZcjtcgVbO9iTVSOsd7dk+VRa3xPWVmLXtmT7oNZy4WNDFZkeqcrkyJg8/9/+RrmaC2w1yG2PwJDbHvAUliK3FYbq2BJy2xGc0jLkttJgHdpCbjtAU1yC3FYcrkNryG0HaEpLkNtKg3VsC7ntCE5pGXI7+2C3DmrRqeqakdTmpPWWLNc2zp623tuW3cO9+xbT39cn0yPjMjFclanRqkwOj8nksPlclUn743GZir8/ZKR2Vfr7+rNvqgeegNz2CBm57QFPYSlyW2Goji0htx3BKS1DbisN1qEt5LYDNMUlyG3F4Tq0htx2gKa0BLmtNFjHtpDbjuCUliG33YJd29uun7DerEvrLTseZKU+HmR9b0vMNbuH+/c9YGRgSKZHjaQesyesrageqUaS2orqcZkcrtR/vSLmNDYf+RNAbnswR257wFNYitxWGKpjS8htR3BKy5DbSoN1aAu57QBNcQlyW3G4Dq0htx2gKS1BbisN1rEt5LYjOKVlyO0o2OOTk+gk9ekokA07/iP+ubXdbVnb25L1vW3ZOzq4bzfYcSCjYzJtZXVdWNdPWltpPTImEyMVmRoes6ewhwcGle4oPW0htz2yRG57wFNYitxWGKpjS8htR3BKy5DbSoN1aAu57QBNcQlyW3G4Dq0htx2gKS1BbisN1rEt5LYjOKVlmuX24fGRldPRSxeNqL43CmRtNxLVRlibE9YHR4dnEu7r67MnqadHJ+6dsh6uyJSR10ZUmzEhZrb1kBkXEv2YD10EkNseeSK3PeApLEVuKwzVsSXktiM4pWXIbaXBOrSF3HaAprgEua04XIfWkNsO0JSWILeVBuvYFnLbEZzSstDktjk1vRLPrjbiui6traiuRaJ6fX/bimsjtxs/zDgQM/7DzLA234yUtuNAhqLPE/XRIEZUG4FdGRxWmjptJSGA3E5Cqc01yG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLkFuKw7XoTXktgM0pSXIbaXBOraF3HYEp7SsDHJ753D33ggQc8q6ftLaiOozJ6x3t+VETs4kMTY0KlOj4zI9PGZPWE+ZFyxaUT12erI6evFiJLAHeNmi0p2cflvIbQ+myG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLkFuKw7XoTXktgM0pSXIbaXBOraF3HYEp7QsK7m9ub8TjQKxc6s37YlqM896vT672sywjl+62Ig2HgcyVT9ZHZ2yNqetJ2TCvGTRnLYeqsik+fnRqlQHR5UmQ1tFE0BueySA3PaAp7AUua0wVMeWkNuO4JSWIbeVBuvQFnLbAZriEuS24nAdWkNuO0BTWoLcVhqsY1vIbUdwSsu6kdtGUK/UNqyovnei2syzrotqI653t2Vjf/sMLfPyRPMixenRcZk0c6wrE/V51uP2c3yq2owCMb/OyxaVbrbA2kJuewSG3PaAp7AUua0wVMeWkNuO4JSHL7azAAAgAElEQVSWIbeVBuvQFnLbAZriEuS24nAdWkNuO0BTWoLcVhqsY1vIbUdwCsuOT47l9bt35WT4SDb2d6ywtjOr7ecte/LazrLe3RZzErvxw5yYNienzYnqeI61mWE9bcaB1EeAmNPXkyMVK6/5gEBoBJDbHokhtz3gKSxFbisM1bEl5LYjOKVlyG2lwTq0hdx2gKa4BLmtOFyH1pDbDtCUliC3lQbr2BZy2xFcIGUHx4eyauR0LKr3zPe3rayOx4BEv74tZtZ148dUXUxPV6LZ1dEMayOsx2W6Ep26Nqerp4YqMjo0EggRlgkBNwLIbTdutgq57QFPYSlyW2Goji0htx3BKS1DbisN1qEt5LYDNMUlyG3F4Tq0htx2gKa0BLmtNFjHtpDbjuAKLNs93I9OVBtRbU5SG1FdM5+j78fi2owHqR3sna50sH8gOklt51aPiTlZHX0/nmM9LicH/fKO2Tl7+tpczwcEIBARQG577ATktgc8haXIbYWhOraE3HYEp7QMua00WIe2kNsO0BSXILcVh+vQGnLbAZrSEuS20mAd20JuO4JLuezw+Kg+uzqaWb22uxmduD7z/WgsSO1w//Tpo4MjMhOfqB6NRLUdC2J/LjptPT0cieyxoUrHVXczc7vjzbgAAooIILc9wkRue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXEJcltxuA6tIbcdoCktQW4rDdaxLeS2I7iEZebk9IqZV13blJW9zejz7maTtD47w9oI61k7r3rCimt7snp04vS0tfmxGRliTl8PDwwlXEmyy5DbyThxVe8RQG57ZI7c9oCnsBS5rTBUx5aQ247glJYht5UG69AWctsBmuIS5LbicB1aQ247QFNagtxWGqxjW8htN3Dm9PRKzZyy3qx/3pKV2oZ96aKR1+bUtfm82zAWZGZ0XGZHJ8V8nhmZEDPLulFgz9QF9ujgsNuiUqhCbqcAkVuoJIDc9ogVue0BT2EpclthqI4tIbcdwSktQ24rDdahLeS2AzTFJchtxeE6tIbcdoCmtAS5rTRYx7aQ22fBGWkdiemNU0G9uhudto4+G4m9KbuH92ZZN0prK68rRmKbU9fx5wn74xA+kNshpMQaiyCA3Pagjtz2gKewFLmtMFTHlpDbjuCUliG3lQbr0BZy2wGa4hLktuJwHVpDbjtAU1qC3FYarGNbvSK3zUsYG09UnxXYG6enrxtfwGhPWI9GYtp+rkzIzMi4zFYm65+jH/f19TnSL18Zcrt8mbCichBAbnvkgNz2gKewFLmtMFTHlpDbjuCUliG3lQbr0BZy2wGa4hLktuJwHVpDbjtAU1qC3FYarGNbocttI63tKJB4JEit8dT1vdPXjdLazKw+I6rNCWsrrmOBbT6PS5/okdZJtwdyOykprus1Ashtj8SR2x7wFJYitxWG6tgSctsRnNIy5LbSYB3aQm47QFNcgtxWHK5Da8htB2hKS5DbSoN1bKuscnvv6ODMTOuzp67rY0JqW7JzuHvauTlpbWZYn4rratNJ69FJ+2u9p6yTbw7kdnJWXNlbBJDbHnkjtz3gKSxFbisM1bEl5LYjOKVlyG2lwTq0hdx2gKa4BLmtOFyH1pDbDtCUliC3lQbr2Fbecnvv8OD0pLUV1mdOXdd/vLN5RlpPj4ydvogxmmltflwfFWLHhURjQjSNB3GM07sMue2NkBsoJYDc9ggWue0BT2EpclthqI4tIbcdwSktQ24rDdahLeS2AzTFJchtxeE6tIbcdoCmtAS5rTRYx7bSktv75qS1fdniRl1YG1G9eeb09erutmwf1E5XaqT16UzrSjTb+t64kPqYkNEJpLVjti5lyG0XatT0AgHktkfKyG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLkFuKw7XoTXktgM0pSXIbaXBOrbVSW7H40HW7AnrppPWu/WZ1rVN2T64Nx5kaqQanbQ2s62rk/VT1uMNp6/Nqetx6e/rd1w1ZVkRQG5nRZb7hk4Aue2RIHLbA57CUuS2wlAdW0JuO4JTWobcVhqsQ1vIbQdoikuQ24rDdWgNue0ATWkJcltpsF22ZaT16u6W3FxflvX9Hdk6qsnqbn2Wdfy5tnXmpPWUOWldfxmjHQViXsTYMB4kPoXd38dU6y7jKM3lyO3SRMFCSkYAue0RCHLbA57CUuS2wlAdW0JuO4JTWobcVhqsQ1vIbQdoikuQ24rDdWgNue0ATWkJcltpsPW29o8OJXr5Yiyqt2TFnrDejj7XzI/NSet740EmhqsyV6mfsK7UhbWV2PXT1/XPA/2ctNa9e0SQ29oTpj9XAshtV3Iigtz2gKewFLmtMFTHlpDbjuCUliG3lQbr0BZy2wGa4hLktuJwHVpDbjtAU1qC3A4zWCOt73/5YjTT2srsFtJ6cnjs3gzraiyqx2VmJJ5tPSEjMixD/YNSGR0KEwyrTpUAcjtVnNxMEQHktkeYyG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLkFuKw7XoTXktgM0pSXI7XIFe3B8KCu1rYaXL0YvZTw9fW3mXO9uy9bBzunCJxvGg9hRIJX6yxft57HT2daD/QMdm+00c7vjDbhAFQHktqo4aSZFAshtD5jIbQ94CkuR2wpDdWwJue0ITmkZcltpsA5tIbcdoCkuQW4rDtehNeS2AzSlJcjtfII9OHPS2owEMaesN+6dvt6NXtC41TQeJJphXR8JYmda35ttHUnscUkirZN2idxOSqo3rkNu90bOdNk9AeR298xOK5DbHvAUliK3FYbq2BJy2xGc0jLkttJgHdpCbjtAU1yC3FYcrkNryG0HaEpLkNt+wR4eH52ZaX321PWmrOxsWoG9ud9w0np4rP7yxXGZqUyceQmjEdbTZkzI6IQMFjDTGrnttx+0VSO3tSVKP2kRQG57kERue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXEJcltxuA6tIbcdoCktQW63DtbIaHO6eq22bUeErO1uydrelqzsbdnvG2G9Vts656R1dKravITx9PR1/dR1miet096WyO20iYZ9P+R22Pmx+uwIILc92CK3PeApLEVuKwzVsSXktiM4pWXIbaXBOrSF3HaAprgEua04XIfWkNsO0JSW9JrcPjw+lqXauiztrMvK7oYs7WzI8q758Yas7Jl51pHEPjo+ton3iYiZYz09Ep2yNiNCzLfodHX0fTvn2p607jzTuuzbCLld9oTyXR9yO1/ePC0cAshtj6yQ2x7wFJYitxWG6tgSctsRnNIy5LbSYB3aQm47QFNcgtxWHK5Da8htB2hKSzTJ7eOT47qs3pBFK683ZWlnTZZqG7Jc27BSe21v+zTJieGqLFSmZL46KXOjUzJXnbQvYDQS28psK7XHlCbfui3kdk/F3bFZ5HZHRFzQowSQ2x7BI7c94CksRW4rDNWxJeS2IzilZchtpcE6tIXcdoCmuAS5rThch9aQ2w7QlJaEJLeNpDayenl3U5Z3NmSpfuLaSGsjr43Mjj+MuJ6rTMp8ZVLmKlOyYD9PyHxlWsxc6/nKlAwPDCpN1b0t5LY7O42VyG2NqdJTGgSQ2x4Ukdse8BSWIrcVhurYEnLbEZzSMuS20mAd2kJuO0BTXILcVhyuQ2vIbQdoSkvKIreXa5un40GWdzdkeWfdnriOvkXyOv4YG6pYaR2Ja/N56lRcz1cmrMweGRxSmli2bSG3s+Ub2t2R26ElxnrzIoDc9iCN3PaAp7AUua0wVMeWkNuO4JSWIbeVBuvQFnLbAZriEuS24nAdWkNuO0BTWpKH3DajQOx4EDsmxEjrdVmpi2sjrRdr62L+zDIf1aFRmRudrI8KmZSF6pTMjU7IfHXafp6rTkllcFhpGsW3hdwuPoMyrQC5XaY0WEuZCKiU24tLy/Lc85+V5ZU1y/rjz3xY3vfe93Tk/rk//CO5cuWS/Oovf+D02pdefkU+8/kXpFarnf7c3Oy0PPfsp6RvYMT+3PzMeMd7c4F+Asht/Rkn7RC5nZRUb1yH3O6NnJN0idxOQql3rkFu907WSTpFbieh1BvX+Mrt9b1tMSetI2l976T1Sm1Tlmprdgb20Un0csbK0EhdVBthbQT2PXG9MBqdwjbX8FEcAeR2cezL+GTkdhlTYU1lIKBObu/s7Mjzv/9F+bF3PWkltZHTX3jhK1ZwP/3UEy2Z//lffFO+8a0X7a/94i+8/z653a6ek9tl2MLlWQNyuzxZFL0S5HbRCZTr+cjtcuVR5GqQ20XSL9+zkdvly6TIFSG3i6RfrmefJ7c3D3asnI7HgkSfN+1JazM2xMy+Pjg6tA2NDg6fzrKORobce1Fj9MLGSRkbGi1X86zmPgLIbTZFIwHkNvsBAq0JqJPbRmZ/+c++Jr/7yY/KwvycNMvu8zZCu5PbyG2+fJIQQG4nodQb1yC3eyPnpF0it5OS0n8dclt/xt10iNzuhpb+a5Hb+jPu1OH2Qc2K6zvba3JzfUV2pBadvN5Zsy9mXNzZkP2jA3ubkYEhO9PazLKOZ1wbYT0/WhfYlQkZH6p2eiS/HgAB5HYAIeW4ROR2jrB5VFAE1Mntv/uH78pXv/4NOzbEyG3zYaS1+fjt3/rNc8NJMpYkHkli7h2f3J6e5C8OQe36jBa7sVWT8bFR6e/ry+gJ3DYUAoeHR7K7fyDjVU7DhJJZluvcru3L8GC/DA0NZvkY7h0CgZMTWdvalemJSgirZY0ZE9jbP5Tj42OpjDKrNmPUQdx+c2tXqtUhGegfCGK9LLI7AjsHu3ZUyPLOhizvRXOuzWxr+3Pmc21Ddo/27U2HBgZlenhcFsamZaEyKbNmXIj5XJmQ+dFp+3lymP//2V0C4V5d29uX/r5+GRnm75Hhppjeytc2azI9PiqCc0gPaknuNDjQX5KVhLkMlXL7xW9/R5799MekWo3+0PeR282xmnutrK7b++/sRbPK2IRhbv60V310dCz9/f38OZM22ADvZ96/c3xyIgP9/ENHgPGlvuTj4xORPuEfvlInG94Nzau5jo+OZYC/vIYXXgYrNn9OyIlIP39WZEA3vFseHZ/YPyfwFeFlt3t0ICu7G7K6t2k/m1PWq3tbsry3Iau7m7KytyG1w0hcm3+8mBuZkJmRCZkdjT9PyuzIuJXYMyPjMjE0xt8jw9sGma3Y/j1S+LMiM8CB3dg6h4F+838t+FBGgEOzfoGqlNtpntxuxts49oQXSvptPm3VjCXRlqh7P4wlcWensZKxJBpTdeuJsSRu3LRWMZZEa7JufTGWxI1b1lV7hwf1lzOaOddrdr71vXnXG7K4sy47h7uRfOzrl3iW9UJ1ysrr+er0mRc2zoyOd1yy7wslOz6AC4IiwFiSoOLKfLGMJckcMQ8IlIA6uZ32zG3kdqA7u4BlI7cLgF7SRyK3SxpMQctCbhcEvoSPRW6XMJQCl4TcLhB+CR+N3M4/lIPjQzvj2py0NnOtF+vjQRrl9eb+jl2YOSU5X52yL2E0n424XmgU13Z8yEQqTSC3U8Go5ibIbTVRptIIcjsVjNxEIQF1crv5BZJGdje+ENL8+DOff0E+8usflPe99z1nIm01c/ubf/XX8tijD8nTTz1hr20ccRLP3J6f6fwv8Ar3Di01EUBusyViAsht9kIjAeQ2+yEmgNxmLzQSQG6zHxoJILfT3Q+Hx0eyXJfW0Uxrc+J6TZbqJ6+N1N7Y3z59aPRSRvPNvKDRvKhx2n42P45PYae7wvZ3Q27nRTqM5yC3w8gpr1Uit/MizXNCI6BObpsAFpeW5bnnPyvLK2s2j48/8+FTkd1Kbv/5X3xTvvGtF0+zq1Qq8jufeMYKbfOCSiPH44/HHnn4dJ43cju07Z7tepHb2fIN6e7I7ZDSyn6tyO3sGYfyBOR2KEnls07kdj6cQ3kKcjt5UidyYk9cL9bHhCzXopczLplvO+uytLsha7tbpzc0J6ojeR2J6wUjrquT9XEhkcTuK9EEW+R28r3QC1cit3sh5eQ9IreTs+LK3iKgUm7nFSFyOy/SYTwHuR1GTnmsErmdB+VwnoHcDierrFeK3M6acFj3R26HlVfWq0Vu3yNsJLUR1lZWx9/fWa+fxF63Y0Tij+nRcZmvjwqZi2dcVybvSezKhJ2FHdIHcjuktLJfK3I7e8YhPQG5HVJarDVPAshtD9rIbQ94CkuR2wpDdWwJue0ITmkZcltpsA5tIbcdoCkuQW4rDtehtV6R22t7W/Z0tZlvHZ20XotmXte/bz7HH1MjY6czrqORIdHp61kzLqQ+73qwf8CBdrlLkNvlzifv1SG38yZe7ucht8udD6srjgBy24M9ctsDnsJS5LbCUB1bQm47glNahtxWGqxDW8htB2iKS5DbisN1aE2D3DZzru9ur8qd2rrc3VmVu9tmxrV5YWN9XEhtQ8w18cfk8JhcHJuWS2MzcnF8Vi5VZuTi2Ez9xY0TMjQw6EAy/BLkdvgZptkBcjtNmuHfC7kdfoZ0kA0B5LYHV+S2BzyFpchthaE6toTcdgSntAy5rTRYh7aQ2w7QFJcgtxWH69BaCHL7+ORE7myvyuLOmtyprcrdnfXox9trcrd+Aru59Uhcz8ilyqwV15fGzedIaFcHRx1I6S9BbuvPuJsOkdvd0NJ/LXJbf8Z06EYAue3GzVYhtz3gKSxFbisM1bEl5LYjOKVlyG2lwTq0hdx2gKa4BLmtOFyH1soit42kNieuzcnrOzXz/XV7Gtv8uHFkiGmxT0QujE3LQnVaLphvlemzP65OO5CgBLnNHmgkgNxmPzQSQG6zHyDQmgBy22NnILc94CksRW4rDNWxJeS2IzilZchtpcE6tIXcdoCmuAS5rThch9bykttGUEcjQ8y39Uhg10eIGLHd+NHX1ycXq9OyYAR2ZVouNsjrSGhPOXRKSScCyO1OhHrr15HbvZV3p26R250I8eu9SgC57ZE8ctsDnsJS5LbCUB1bQm47glNahtxWGqxDW8htB2iKS5DbisN1aC0tuW1ezmgktRkVYkaG2NEhtfooke1VMaNF4o/+vr7oxHVdXpvvN8rsBeS1Q5L+Jchtf4aa7oDc1pSmfy/IbX+G3EEnAeS2R67IbQ94CkuR2wpDdWwJue0ITmkZcltpsA5tIbcdoCkuQW4rDtehtaRye21v+/Sk9WJ95nU0QiQaH9L4wsaBvv7TMSEXqzOyUJmyPzYS25zEnq9OOqyUkqwJILezJhzW/ZHbYeWV9WqR21kT5v6hEkBueySH3PaAp7AUua0wVMeWkNuO4JSWIbeVBuvQFnLbAZriEuS24nAdWovldu14T+5sRS9oNC9utOLanMKuRT/eOzw4vftgf38kqu2IkBm5UJfX5sfm5Y2zoxMOK6GkaALI7aITKNfzkdvlyqPo1SC3i06A55eVAHLbIxnktgc8haXIbYWhOraE3HYEp7QMua00WIe2kNsO0BSXILcVh3tOa9sHu1ZcxyNDFq28XpVbW6uytLshu4d7DfJ64HRMyIXKjJgxIfHYECOzZ0fHexOi8q6R28oD7rI95HaXwJRfjtxWHjDtORNAbjujE0Fue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXEJcltnuLsHe/WXNK5baW3ktZ17bedfr4mR2/HH8MCgzBthXZmWqeEJuTIxIxfHZuWiHR0yIzPIa52bpENXyO2ejL1t08ht9kMjAeQ2+wECrQkgtz12BnLbA57CUuS2wlAdW0JuO4JTWobcVhqsQ1vIbQdoikuQ22GGa8aCmPEgZkyIGRdixoZE40PW7DiRzYOd08ZGBoasvL5QMS9tnLGnru2P7diQaZkeuXfyOunM7TCpsepuCCC3u6Gl/1rktv6Mu+kQud0NLa7tJQLIbY+0kdse8BSWIrcVhurYEnLbEZzSMuS20mAd2kJuO0BTXILcLme45oWM5sWM9gWN9ZEh5sWNd+si27zQMf4YGRyKXtIYz7weMy9qjF/aOCPTI2OJm0RuJ0al/kLktvqIu2oQud0VLvUXI7fVR0yDjgSQ247gTBly2wOewlLktsJQHVtCbjuCU1qG3FYarENbyG0HaIpLkNvFhHt8clIfF2JOX98bGbJo5fWarOxuni5sdHBYFsypa3vaekYujE3LfGWqPjZkWqa6kNedukVudyLUO7+O3O6drJN0itxOQql3rkFu907WdNodAeR2d7zOXI3c9oCnsBS5rTBUx5aQ247glJYht5UG69AWctsBmuIS5HZ24RpJHZ+0NuND7m6bk9dGZK/KUm3j9MEVI6+r0WnreM71Qv30tfnx5HDyk9e+3SC3fQnqqUdu68kyjU6Q22lQ1HMP5LaeLOkkXQLIbQ+eyG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLkFuu4drBLUR1VZYb6/XX+Bovh+dvo4/RodG7MsaF+I519UZieX1hbGpXOV1p26R250I9c6vI7d7J+sknSK3k1DqnWuQ272TNZ12RwC53R2vM1cjtz3gKSxFbisM1bEl5LYjOKVlyG2lwTq0hdx2gKa4BLndPlwzGsRIajMq5I49cW0EdvTiRvNjM1rEfFSGRqKXNdbl9UL9pY2xzJ4Yrgazg5DbwUSV+UKR25kjDuoByO2g4sp8scjtzBHzgEAJILc9gkNue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXFJL8vt7YNdubOzKre2VqKXN9Zf1mhf4ri9KualjuajOjhq51xHL2yckoX63OuL5vuVKRkPSF532srI7U6EeufXkdu9k3WSTpHbSSj1zjXI7d7Jmk67I4Dc7o7XmauR2x7wFJYitxWG6tgSctsRnNIy5LbSYB3aQm47QFNcol1um9PWRlTf3l6x3+7UT10bob11ULPJjg6OyKUzp62jlzbGMntsqKJ4B5xtDbndM1F3bBS53RFRT12A3O6puDs2i9zuiIgLepQActsjeOS2BzyFpchthaE6toTcdgSntAy5rTRYh7aQ2w7QFJeELrfN6WozIuSWldfmFPay/XzH/HhnVY6Oj216RlRfHJuRS9VZuTg+Y39shLb5FtLYkKy3InI7a8Lh3B+5HU5WeawUuZ0H5XCegdwOJytWmi8B5LYHb+S2BzyFpchthaE6toTcdgSntAy5rTRYh7aQ2w7QFJeEILd3D/frJ6+jESJWYm8vW4FtTmabj8rgsFwam42+jZvPM3KxMmNFtpHafYozTLM15HaaNMO+F3I77PzSXj1yO22iYd8PuR12fqw+OwLIbQ+2yG0PeApLkdsKQ3VsCbntCE5pGXJbabAObSG3HaApLimL3N7a37HS+ubWyulJbHMi++bWsqztbdkEzAlre9p6fFYuj0XfjLi+PD4n0yNjilPKrzXkdn6sy/4k5HbZE8p3fcjtfHmX/WnI7bInxPqKIoDc9iCP3PaAp7AUua0wVMeWkNuO4JSWIbeVBuvQFnLbAZrikjzltpHURlbHY0QieR2dxDZy23zMjI5bWW0k9uWxubq8NiJ7Rnpp9nVRWw65XRT58j0XuV2+TIpcEXK7SPrlezZyu3yZsKJyEEBue+SA3PaAp7AUua0wVMeWkNuO4JSWIbeVBuvQFnLbAZrikrTlthkTYsaFmLEh0QzsSF6blzma8SLmY6E6JZfN6JDqrBXZ5vT1FTtKZFZGBoYU0y5/a8jt8meU1wqR23mRDuM5yO0wcsprlcjtvEjznNAIILc9EkNue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXFJt3L7+OSkLqtjeV3/vB2NEzEveOyTPiurL1Zn5PKEGR0yK1fMaexqNFJkoK9fMdGwW0Nuh51fmqtHbqdJM/x7IbfDzzDNDpDbadLkXpoIILc90kRue8BTWIrcVhiqY0vIbUdwSsuQ20qDdWgLue0ATXFJK7m9f3TY8ALHWF5H40TMKWzzYU5YW3ltJHZ88ro6Z+X1xbFpxcR0t4bc1p1vN90ht7uhpf9a5Lb+jLvpELndDS2u7SUCyG2PtJHbHvAUliK3FYbq2BJy2xGc0jLkttJgHdpCbjtAU1iyc7BrRfWbq4tyZ3tZlvc3rLw2M7FXdjdtx9XB0Wh8iH1poxkjEp28vjQ2J3OVCYVUaAm5zR6ICSC32QuNBJDb7IdGAsht9gMEWhNAbnvsDOS2BzyFpchthaE6toTcdgSntAy5rTRYh7aQ2w7QAi3Z2N++N/d6y8zBXjmdgW1+zXxMjozJhcq0XJuct/L63knsOZkYrgbaOct2JYDcdiWnrw65rS9Tn46Q2z709NUit/VlSkfpEEBue3BEbnvAU1iK3FYYqmNLyG1HcErLkNtKg3VoC7ntAK3EJeaUtTltbU5dG3ltXuZ4s/4SR3M623zMVSbtievLY9G3e2NEZkWO++X46FjGqiMl7pKl5UUAuZ0X6fI/B7ld/ozyXCFyO0/a5X8Wcrv8GbHCYgggtz24I7c94CksRW4rDNWxJeS2IzilZchtpcE6tIXcdoBWcIkZHxLJ67Mvcby9vSJmPrb5iMaFzMjlsTkrr80J7MtjM3JpbFaG+gfbdtDtCyULRsHjMyaA3M4YcEC3R24HFFYOS0Vu5wA5oEcgtwMKi6XmSgC57YEbue0BT2EpclthqI4tIbcdwSktQ24rDdahLeS2A7SMSw6Pj05PXhuRfWsrkti36zL7+OREBvsHTuW1kdiXxudO5fWl8Rnpkz6nVSK3nbCpLUJuq42268aQ210jU12A3FYdb9fNIbe7RkZBjxBAbnsEjdz2gKewFLmtMFTHlpDbjuCUliG3lQbr0BZy2wFaCiW7h/tiTlpH8rr+eduME1mRuzvr9gmVwWF70tp+q5+8jk9iL1SnUljF/bdAbmeCNdibIreDjS71hSO3U0ca9A2R20HHl/rikdupI+WGSrJRWW8AACAASURBVAggtz2CRG57wFNYitxWGKpjS8htR3BKy5DbSoN1aAu57QAtYcnW/o6V12bm9b0Z2ObHy7K2t2XvYl7SGJ28PjsD+/L4nEyPjCV8UnqXIbfTY6nhTshtDSmm0wNyOx2OWu6C3NaSZDp9ILfT4chd9BFAbntkitz2gKewFLmtMFTHlpDbjuCUliG3lQbr0BZy2wFaQ4mR1Gdf4BjJbCO1jdw2HzOj42JkdasZ2GNDFb8FpFyN3E4ZaOC3Q24HHmCKy0dupwhTwa2Q2wpCTLEF5HaKMLmVKgLIbY84kdse8BSWIrcVhurYEnLbEZzSMuS20mAd2kJud4ZmxoSYcSH3XuAYyWszVsSMFzEfZkyIeWnjpeqsFdnmJY5X7EsdZ2VkYKjzQ0pyBXK7JEGUZBnI7ZIEUYJlILdLEEKJloDcLlEYJVgKcrsEIbCEUhLwktuLS8vy3POfleWVtY7Nzc1Oy3PPfkoW5uc6XhvKBcjtUJLKZ53I7Xw4h/AU5HYIKeW3RuR2fqzL/iTkdpRQND5kqT4DO3qB463taJyIecGjeUGjkdUXqzNyeWJWLo7NyhVzGrsajRQZ6Osve9SJ1ofcToSpZy5CbvdM1B0bRW53RNRTFyC3eyrujs0itzsi4oIeJeAlt5uZfe4P/0iuXLkkv/rLHzj9pZ2dHXn+978o7/+5n5X3vfc9qjAjt1XF6d0MctsboZobILfVRJlKI8jtVDCquEkvye3N/R15e3NJbm0ty9tb5vNK/fOyHB0f2xPWVl4biR2fvK7OWXl9cWxaRd6dmkBudyLUW7+O3O6tvM/rFrnNXmgkgNxmPzQSQG6zHyDQmkBqctuc4v69P/iSfORDH5Snn3rizNP+7h++Ky9++zvy7Kc/JtVqVU0WyG01UabSCHI7FYwqboLcVhFjak0gt1NDGfyNtMltI6lvbC3Zb2b2tf28uSw3Npdk66Bm85qvTMrVyXm5OjYvVyfqnyfn7c/3+gdyu9d3wNn+kdvsh5gAcpu9gNxmD7QjgNxmb0CgQLn90suvyJf/7Gvyu5/8KGNJ2IlqCSC31UbbdWPI7a6RqS5AbquOt6vmQpXb8SlsI63NKWzz2YhscxrbfIwMDtXl9ZwdH3J1YkGuTszZnzO/xkdrAshtdkYjAeQ2+wG5zR5oRYCT2+yLRgLIbfYDBDKW2/H4kR9715NnxpKYx5qT21/9+jeYuc0uVE0Aua063q6aQ253hUv9xcht9REnbrDsctvMvjbS2owTiQX22xtLsrG/bXucGR23p6+vjRt5bT5Hp7HNCx756J4Acrt7ZporkNua0+2uN05ud8dL+9XIbe0Jd9cfcrs7XlzdOwRSG0sSS+wv/+nX5Hc+8czpaJL4pZM/89M/dZ/0Dh0zY0lCTzDd9SO30+UZ8t2Q2yGnl/7akdvpMw31jmWQ2/tHB1Zg/6h++vrGRl1mby3Zlzmaj0ZxHQvsa5PzUh0cDRV9KdeN3C5lLIUtCrldGPrSPRi5XbpICl0QcrtQ/KV7OHK7dJGwoJIQSFVum55imb28snba4sef+bC6l0ma5pDbJdnFJVkGcrskQZRgGcjtEoRQoiUgt0sURsFLyVNur+1t29PXb28tyo2Nxeg09taS3N1ZtxSMqL5mZmDHJ7An753ELhhTzzweud0zUSdqFLmdCFNPXITc7omYEzeJ3E6MqicuRG73RMw06UAgdbntsIZgS5DbwUaXycKR25lgDfKmyO0gY8ts0cjtzNAGd+Ms5HY0PiR6iWM8D9uI7O36Cx0vVKfk6vhCJLIbXuxoRozwUSwB5Hax/Mv2dOR22RIpbj3I7eLYl/HJyO0yplLcmpDbxbHnyeUmgNz2yAe57QFPYSlyW2Goji0htx3BKS1DbisN1qEtV7m9c7grZvb1GYFdf7GjWcZg/4BcHZ8XMzokPoltZfb4vAwP8EJHh6hyKUFu54I5mIcgt4OJKvOFIrczRxzUA5DbQcWV+WKR25kj5gGBEkhVbr/08ivymc+/ILVa7T4cc7PTpXmhpHnB5Rde+IpdY9J1md6+/Gdfk9/95EdlYX7O1iK3A931GS0buZ0R2ABvi9wOMLQMl4zczhBuYLfuJLcXd9abBPai/fHq7pbtdHJ4LBLY9Rc5xgL70thMYCRYriGA3GYfNBJAbrMfYgLIbfZCIwHkNvuhkQBym/0AgdYEUpPbOzs78vzvf1F+7F1Pyr9711Pyl996UX77Y/+zVKtV+dwf/pG859+/uxRzt42kNmLbzAF/+qkn5M//4pvyr9//N3n20x+za23+aJwh3izCkdt8WTUSQG6zH2ICyG32QiMB5Db7ISZg5Pbi6qbUBmvRDOyGUSLm+3tHB/bSy+Oz9wR2g8ieGL7/7ynQDZcAcjvc7LJYOXI7C6ph3hO5HWZuWa0auZ0V2TDvi9wOMzdWnT2B1OS2kcC/9wdfko986IN21Y2nnM1J6Re//Z22Ajn7Nu89wcjsmzdvy2//1m/an2yW3e3WwsntPFMK81nI7TBzy2LVyO0sqIZ7T+R2uNn5rHxzf8cKbPNCRyuyN6KZ2He2V+1tRweHWwpsM1ZkoK/f59HUBkIAuR1IUDktE7mdE+gAHoPcDiCkHJeI3M4RdgCPQm4HEBJLLIRAJnLbjO34/Jf+WD7x0d+wIzxaieFCuhWxp8jNRyy345PZv/Yrv3juyXLkdlGJhfNc5HY4WWW9UuR21oTDuj9yO6y8ul3t7e1VuVGff23nYm8tWZm9sb9tbzU7Oi5XJxbk2viCXB2fk8n+CXnn5WsyX5ns9lFcr4wAcltZoJ7tILc9ASoqR24rCjOFVpDbKUBUdAvktqIwaSVVAqnJ7caxJL/6yx+wEvnKlUtivt9p9EeqHXW4WeO6zKVpyO2+vr48W+BZJSVg/nNz9kJJw8l9WSdyIiJ9wu8NuaMv4QPNboh2AvuhhPEkWtL+8aHc3lmWW9srcntnRW7tLNc/r8jR8ZH09/XJxcqMXK7OyaXqrFwem5VL1Tm5XJ2V0cGRM8/gz4pEyHvkIvMnBb839EjYHduMfm9gP3QE1RMXnMjJifD/K3oi6yRN8mdFEkq9cg1/j9Sb9Nz0mN7mcugsNbndvNbGWdWVSkV+5xPP2BnXRX9kcXKbTVh0quV4/trGjkyMV2SgH4FVjkSKW8XBwbHU9vZlcny0uEXw5NIQ2Nrel6GhfhkZHizNmlhIawIru5t2DnY8C/vm1rI9iW1e9Gg+xoYqcm1izo4TiV/seG18Xi6PRy+a7vRh/g/J6kZNZqeYnd2JVS/8em3vUI6PjmWsOtwL7dJjBwLrm7t2LwwOMJao1zfL4dGxbO/sy9QEf4/s9b1g+t+u7Ut/X79URvl7JPtBZGV9R2YmK/zjl8LNwEFJv1Azk9t+y8qumpnb2bHt9TszlqTXd8C9/hlLwl5oJMBYknLtByOYG1/kaOZgxz+uHezZxV6oTouZfX1tYt5+tjJ7YkGmR/xOVJhnm/9Twj+Kl2tPFLUaxpIURb6cz2UsSTlzKWJVjCUpgnp5n8lYkvJmU8TKGEtSBHWeGQKB1OW2eXnkF174ypneP/7Mh8+dZ50nqOYXSDaPTDE//tu//0d57tlP2Xnh8Qczt/NMKcxnIbfDzC2LVSO3s6Aa7j2R28Vkt32wG73IcXPRvsjx9DT25rJd0FD/YAuBHYns4YFsTkcht4vZC2V9KnK7rMkUsy7kdjHcy/hU5HYZUyluTcjt4tiX8cnI7TKmwprKQCBVuW3E9le//o0zYthI4c98/gX5+f/ws3b+dhk+GgX83Oz0mfU2y+3G8Srx2t/zk++2L6RcWt2yPzU/M16GtlhDwQSQ2wUHUKLHI7dLFEYJloLczjYEMzLEyOtIZC/J21uLcmNjSdb2oj+jp0bG7KlrI61PT2OPz8vFselsF9bi7sjt3JGX+oHI7VLHk/vikNu5Iy/tA5HbpY2mkIUhtwvBXtqHIrdLGw0LK5hAanI7fqHk+3/uZ+87pW1k8ovf/o48++mPSbWqZ84kcrvg3VuyxyO3SxZIgctBbhcIv4SPRm77h3J4fGRnX8cC20psI7O3lmTv6MA+4Mr47D2BHYvsyXkZHyrP3zuQ2/57QdMdkNua0vTvBbntz1DLHZDbWpJMpw/kdjoctdwFua0lSfpIm0BqctuccP69P/iSfORDH7zvxZGtRnqk3UgR90NuF0G9vM9Ebpc3m7xXhtzOm3i5n4fcTp7Pcm1D4pc42s+bS/bHt7dX7U0qg8MtBbY5lW1etlT2D+R22RPKd33I7Xx5l/1pyO2yJ5Tf+pDb+bEO4UnI7RBSym+NyO38WPOksAikJrc5uR1W8Kw2fQLI7fSZhnpH5HaoyWWzbuT2Wa67h3vy9uay3NpatuNE7Gfz4+1l2T3ctxcvVKfsCJErY3PRKJH6Sey5ymQ2IeV0V+R2TqADeQxyO5Cgclomcjsn0AE8BrkdQEg5LhG5nSPsAB6F3A4gJJZYCIHU5LZZfauXMZZx5nZapDm5nRZJHfdBbuvIMY0ukNtpUNRzj16V27WDPXlr8668tX5Hrm/ctd+/ubkkq7vRLOyxoYpcHZ+TKxNzcnXMfDYzsefkyvicfdmjxg/ktsZU3XtCbruz01iJ3NaYqltPyG03blqrkNtak3XrC7ntxo0q/QRSldsGV+PLGmN8H3/mw/fN4daAFrmtIcX0ekBup8cy9Dsht0NPMN31a5fbxyfHVl6bb29uRCL7+vpdWaytW5DmtPUDExfkgakLpyewjcA2L3rstQ/kdq8lfn6/yG32QyMB5Db7ISaA3GYvNBJAbrMfGgkgt9kPEGhNIHW53Uugkdu9lHbnXpHbnRn1yhXI7V5JOlmfmuT2ra0Vud5wGtt8/0cbixaEOYn94NQFK7IbP5uf5yMigNxmJzQSQG6zH5Db7IFWBJDb7AvkNnugHQHkNnsDAsjt1PcAcjt1pEHfELkddHypLh65nSrO4G8Wotw2o0MaT2L/yIwV2bgj+0eHMtg/IA9MXrDfHpq8aE9kG6Ed+jzsPDYacjsPyuE8A7kdTlZ5rJST23lQDuMZyO0wcsprlZzczot0GM9BboeRE6vMnwAntz2YI7c94CksRW4rDNWxJeS2IzilZWWW263mYl9fuyubBzs2DTMH+0FzEtvI7KkL9vvm5/hwI4DcduOmtQq5rTVZt76Q227cNFYhtzWm6t4TctudncZK5LbGVOkpDQJecntxaVmee/6zsryy1nEtc7PT8tyzn5KF+bmO14ZyAXI7lKTyWSdyOx/OITwFuR1CSvmtsQxyu5u52PY0dv1ktjmlzUd6BJDb6bHUcCfktoYU0+sBuZ0ey9DvhNwOPcF014/cTpdn6HdDboeeIOvPioCX3M5qUaHcF7kdSlL5rBO5nQ/nEJ6C3A4hpfzWmLfcZi52ftl2+yTkdrfEdF+P3Nadb7fdIbe7Jab3euS23mxdOkNuu1DTW4Pc1pstnfkRQG578ENue8BTWIrcVhiqY0vIbUdwSsuyktvMxQ5vwyC3w8ssyxUjt7OkG969kdvhZZbVipHbWZEN877I7TBzy2rVyO2syHLf0AlkIrfNuJLf+4MvyUc+9EF5+qknQmfUdv3IbbXROjWG3HbCprIIua0yVuemfOU2c7Gd0ZeuELldukgKXRByu1D8pXs4crt0kRS2IOR2YehL+WDkdiljKWxRyO3C0PPgkhNAbnsEhNz2gKewFLmtMFTHlpDbjuCUliWV28zFVroBGtpCbuvPuJsOkdvd0NJ/LXJbf8ZJO0RuJyXVG9cht3sj56RdIreTkuK6XiOA3PZIHLntAU9hKXJbYaiOLSG3HcEpLWslt5mLrTTsDm0ht3sz93ZdI7fZD40EkNvsh5gAcpu90EgAuc1+aCSA3GY/QKA1AeS2x85AbnvAU1iK3FYYqmNLyG1HcArLzFzsl+/ekFu1RbmxvSw/2rgrb23ckf2jQxnsH5AHJi/Ybw9NXpQHpi7IAxMXZK4yqZAELRkCyG32QSMB5Db7AbnNHmhFALnNvkBuswfaEUBuszcggNxOfQ8gt1NHGvQNkdtBx5fq4pHbqeIM4mad5mJfHp+LBPbkgjw4dVEenLggVybmg+iNRaZHALmdHksNd0Jua0gxvR44uZ0ey9DvhNwOPcF018/J7XR5hn435HboCbL+rAhkcnI7q8WW7b7I7bIlUux6kNvF8i/T05HbZUoj3bW4zMWeHZiSysiQjAwPpbsY7hYcAeR2cJFlumDkdqZ4g7s5cju4yDJbMHI7M7RB3hi5HWRsmS0auZ0ZWm4cOAFvub24tCy/9wdfko986IPy9FNPSPOPDZ+XXn5FvvxnX5Pf/eRHZWF+LnBk95aP3FYTZSqNILdTwajiJshtFTFKWnOxk75QUgc1ujiPAHKb/dFIALnNfmgkgNxmP8QEkNvshUYCyG32QyMB5Db7AQKtCSC3PXYGctsDnsJS5LbCUB1bQm47giuozMzFvr5xV97cuGM/pz0XG7ldULAlfCxyu4ShFLgk5HaB8Ev4aOR2CUMpaEnI7YLAl/SxyO2SBlPQspDbBYHnsaUngNz2iAi57QFPYSlyW2Goji0htx3B5VD25vpteWPttryxcVteX78t19fuyubBjn2ymYFtZmGnPRcbuZ1DsIE8ArkdSFA5LRO5nRPoQB6D3A4kqByWidzOAXJAj0BuBxRWDktFbucAmUcESQC57REbctsDnsJS5LbCUB1bQm47gkuxbPdwz8rrN9bvyOtrt6zQfnP9lpyIyMRwVR6euigPTV2Sh6cuyQOTRmhfkMH+gRRXcO9WyO1MsAZ5U+R2kLFltmjkdmZog7wxcjvI2DJZNHI7E6zB3hS5HWx0mSwcuZ0JVm6qgABy2yNE5LYHPIWlyG2FoTq2hNx2BOdYtlzblDfWI4H9hhXat+T29qq926WxGSuwrcievmy/P1+ZdHySWxly242bxirktsZU3XtCbruz01iJ3NaYqltPyG03blqrkNtak3XrC7ntxo0q/QSQ2x4ZI7c94CksRW4rDNWxJeS2I7gEZTe3lq3Efn39VnQie/22rO9t20ojrh+eNiL7sjw8eVEenb4slaGRBHfN9hLkdrZ8Q7o7cjuktLJfK3I7e8YhPQG5HVJa2a4VuZ0t39DujtwOLbFs14vczpYvdw+XQCpy+7nnPyvLK2vnUpibnZbnnv2ULMzPhUuraeXIbTVRptIIcjsVjCpugtxOJ8a3Nu6NFDEjRl5fuym1w30ZGRySR4zAnroUfZ6JPpf1A7ld1mTyXxdyO3/mZX4icrvM6eS/NuR2/szL+kTkdlmTKWZdyO1iuJf1qcjtsibDuoom4C23i26gyOcjt4ukX75nI7fLl0lRK0Jud0f+4OiwPh/bnMY2L3y8ZX98fHIsE0PVury+JI9MX5FHpy7LlYmw/pEUud3dftB8NXJbc7rd94bc7p6Z5grktuZ0u+sNud0dL+1XI7e1J9xdf8jt7nhxde8QQG57ZI3c9oCnsBS5rTBUx5aQ2+3BbR/U5PXV+lgRcxp7/Za8vbFoC8ws7Ogk9mV5xL7s8bIsVKccUyhPGXK7PFkUvRLkdtEJlOv5yO1y5VH0apDbRSdQnucjt8uTRRlWgtwuQwrlWQNyuzxZsJJyEUBue+SB3PaAp7AUua0wVMeWkNsRuJVd86LH2/L6qpmNfUt+uHZL7u5EI6yuTMzLo3WB/cj0ZXlk+pJMDFcdiZe7DLld7nzyXB1yO0/a5X8Wcrv8GeW5QuR2nrTL/SzkdrnzyXt1yO28iZf7ecjtcufD6oojgNz2YI/c9oCnsBS5rTBUx5Z6UW7f2lqxp7AbZfbamRc9XrYveLRzsqcvy8jAkCPd8MqQ2+FlltWKkdtZkQ3zvsjtMHPLatXI7azIhndf5HZ4mWW5YuR2lnTDuzdyO7zMWHE+BJDbHpyR2x7wFJYitxWG6tiSdrltX/S4auZiRzL7h+u3ZfdgzwrrSF5HI0WMxDY/7uvrcySpowy5rSPHNLpAbqdBUc89kNt6skyjE+R2GhR13AO5rSPHtLpAbqdFUsd9kNs6cqSL9Akgtz2YIrc94CksRW4rDNWxJS1y+/D4qOE09u36aJGbcnxyYkeIPDx9KZqRPX3Jvujx6sS8IzHdZcht3fl20x1yuxta+q9FbuvPuJsOkdvd0NJ9LXJbd77ddofc7paY7uuR27rzpTt3Ashtd3aC3PaAp7AUua0wVMeWQpTb2we78saaOYUdzcc2L3380eZdS2DOvujxkjw8bUaLXLEye6ES/oseHePtugy53TUytQXIbbXROjWG3HbCprYIua022q4bQ253jUx1AXJbdbxdN4fc7hoZBT1CALntETRy2wOewlLktsJQHVsqu9w2L3p8fe2WldnRaJFbcmc7etHj1fE5K7GtzLajRS7J5MiYIwnKDAHkNvsgJoDcZi80EkBusx8aCSC32Q8xAeQ2e6GRAHKb/dBIALnNfoBAawLIbY+dgdz2gKewFLmtMFTHlsokt29vr0YCe+2WvL4WjRZZ3d2ynZl52FZkn8rsSzI6OOzYNWXtCCC32RvIbfZAKwLIbfYFcps90IoAcpt9gdxmD7QjgNxmb0AAuZ36HkBup4406Bsit4OOL9XFFyW3zYseT09j10eM1A72ZHhgMDqFbedjX5RHZ67YH/f2ax5TjfzcmyG382Nd9idxcrvsCeW7PuR2vrzL/jRObpc9ofzWh9zOj3UIT+Lkdggp5bdG5HZ+rHlSWAQ4ue2RF3LbA57CUuS2wlAdW8pabtsXPZqT2PZEthktctuezD46OZbxoYo8MhONFDEveTSns69NLjh2QlkaBJDbaVDUcQ/kto4c0+oCuZ0WSR33QW7ryDGNLpDbaVDUcw/ktp4s0+gEuZ0GRe6hkQBy2yNV5LYHPIWlyG2FoTq2lKbc3jmsv+ixPlLESO3rG40verwsD89csqeyzbeFKi96dIwtszLkdmZog7sxcju4yDJdMHI7U7zB3Ry5HVxkmS0YuZ0Z2iBvjNwOMrbMFo3czgwtNw6cAHLbI0Dktgc8haXIbYWhOrbkKrfNLOzm+dhmZrb5uDI+ezpa5JGZ+oseh3nRo2NEuZYht3PFXeqHIbdLHU/ui0Nu54681A9Ebpc6nlwXh9zOFXfpH4bcLn1EuS4QuZ0rbh4WEAHktkdYyG0PeApLkdsKQ3VsKYncvrW1Im+sm5Ei9172uLYXvejxoalL8sh0NFrkkfpLHyu86NExjeLLkNvFZ1CWFSC3y5JEOdaB3C5HDmVZBXK7LEkUvw7kdvEZlGkFyO0ypVH8WpDbxWfACspJALntkQty2wOewlLktsJQHVtqltvXN+/KG6tmRnYks19fuy07B7v3XvQ4HZ3ENvOxzWiRvj5e9eiIvpRlyO1SxlLIopDbhWAv7UOR26WNppCFIbcLwV7KhyK3SxlLYYtCbheGvpQPRm6XMhYWVQICyG2PEJDbHvAUliK3FYbq0NKb67fl5aW35ZWVt+Xt7UV7Otu8AHLMvOixLrAftTL7ilybmHd4AiWhEUBuh5ZYdutFbmfHNsQ7I7dDTC27NSO3s2Mb2p2R26Ellu16kdvZ8g3t7sjt0BJjvXkRQG57kEZue8BTWIrcVhhqh5bu7qzJq6s3rMh+bfWm/f7B8aFMj4zJQ5OX5Ym5q9Fp7OnLcqE63XuA6NgSQG6zEWICyG32QiMB5Db7oZEAcpv9EBNAbrMXGgkgt9kPjQSQ2+wHCLQmgNz22BnIbQ94CkuR2wpDbWhp+6Amr67etCLbSGzzbX1vW0YGhuTx2avy6PQVeXzmqjw+c01mhsZlZ29fpsYruqHQXSICyO1EmHriIuR2T8ScuEnkdmJUPXEhcrsnYk7UJHI7EaaeuQi53TNRJ2oUuZ0IExf1IAHktkfoyG0PeApLkdu6Qo1OZN+QV1bNqewbcnNr2TZoTmIbgf34zBV5fPaaPDh54b7Gk7xQUhctujmPAHKb/RETQG6zFxoJILfZD40EkNvsh5gAcpu90EgAuc1+aCSA3GY/QKA1AeS2x85AbnvAU1iK3A431NtbK6ensV+pjxk5kRNZqE7JE0ZkzxqZfVWemLkqg/0DHRtFbndE1FMXILd7Ku5zm0VusxeQ2+yBdgSQ2+wN5DZ7oBUB5Db7ArnNHoBAZwIq5fbi0rI89/xnZXllzRL4+DMflve99z1taZx3/UsvvyKf+fwLUqvVTuvnZqfluWc/JX0DI/bn5mfGO5PmCvUEkNthRLxzuCuvLEcnss2IESOzN/d3pDI4bMeLxDLbfDazs10+kNsu1PTWILf1ZtttZ8jtbonpvp6T27rz7bY75Ha3xPRez8ltvdm6dIbcdqGmt4aT23qzpTM/Aurk9s7Ojjz/+1+UH3vXk/Krv/wBMXL6Cy98xQrup5964j5ana4/r56T236bT1s1crucif5wLZqTbSS2GTVyY3PJLjQaLxKdxn5i7pq8Y+L+8SKuHSG3XcnprENu68zVpSvktgs1vTXIbb3ZunSG3HahprMGua0zV9eukNuu5HTWIbd15kpX/gTUyW0jo7/8Z1+T3/3kR2Vhfk6a5XUzsk7XI7f9N1mv3AG5XXzSizvr9kT2q3WZbaT20cmxzFUm7YnsJ+x4kSv281D/YGYLRm5nhjbIGyO3g4wtk0UjtzPBGuxNkdvBRpfJwpHbmWAN8qbI7SBjy2zRyO3M0AZ5Y+R2kLGx6BwIqJPbf/cP35Wvfv0bdmyIkdvm43N/+Ef282//1m/eh7TT9c1jSeKRJObenNzOYYcG9Ajkdr5h1Q735dX6Cx8jmf22rO1ty8jAkDwWjxexJ7OvyVxlItfFIbdzxV36hyG3Sx9RbgtEbueGOogHIbeDiCm3RSK3c0Nd+gcht0sfUa4LRG7nirv0D0Nulz4iFlgQAZVy+8Vvf0ee/fTHpFqtZ58nDwAAIABJREFUJpLb3VxvRPnK6rq9/87esb3/8FDnF8wVlC+PzZHAweGRDA4OSF+Oz+ylR13fvCuvr9+SH27cFDNq5MZ2NF7k2ti8PDp9RR6dvCKPTF+Rd4wvFI7FCKyj4xMZHOgvfC0soHgCR0fH0tffJ/19/O5QfBrFr8D8WTE0yN8bik+i+BUcH5tXF5/IQD9/VhSfRvErODw6loGBPjH/46O3CZjfF46O+Htkb++Ce90fHR/b3xf6+/m9gT0hwt8j9e6CyfGK3uZy6Eyl3E7z5HZzBo1jTOIXSrIJc9ipATxia3tXqpUR/uKRQlYruxvy6toNec3MyV67aT8fHB/K9Oi4PD591c7Kfqz+ebh/KIUnpnuLw8Nj2Ts4kLFK9NJZPnqbwM7ugQwN9MnQUHajcHqbcDjdm3/4Mif5J8dHw1k0K82MwN7BoZwcncjoaPn+HMusaW7clsDW9p5URodkgH8Y7/ldYv5RvLZ7IONj/D2y5zeDiOzuHUhfX5+MDPP3SPaDyMbWrkyMjdg9wYcuAhya9ctTndzuNEP7PFnd7YzuWG7Pz4z7pUC1CgKMJXGLce/owI4XedXMyl69YceLLNc2ZbB/wM7Gfmw6mpFtxossVKfcHpJzFWNJcgZe8scxlqTkAeW4PMaS5Ag7gEcxliSAkHJcImNJcoRd8kcxlqTkAeW8PMaS5Ay85I9jLEnJA2J5hRFQJ7ebXyDZ/ELIeIb2R379g/K+977nvhdONl//zb/6a3ns0Yfk6aeesCE1zu9m5nZh+7aUD0ZuJ4vFjBd5ZdnMyL4h5oWPb23csYXXJubrEvuq/fzw1OVkNyzhVcjtEoZS4JKQ2wXCL9mjkdslC6Tg5SC3Cw6gZI9HbpcskAKXg9wuEH4JH43cLmEoBS4JuV0gfB5dagLq5Lahvbi0LM89/1lZXlmz8D/+zIetyDYfzXK70/XmhZNfeOErpyE+9sjDp/O8kdul3tu5Lw65fT/y1d0texLbSGzz2ZzQNie1p0bG7ElsI7HNmJEnZq9KZUjPf3qJ3M79y6/UD0RulzqeXBeH3M4Vd+kfhtwufUS5LhC5nSvuUj8MuV3qeHJfHHI7d+SlfiByu9TxsLgCCaiU23nxRG7nRTqM5/S63D48PrIS+7W1m6cye3Fn3b4AJRorclUer48XuTg2HUaojqtEbjuCU1qG3FYarENbyG0HaIpLkNuKw3VoDbntAE1pCXJbabCObSG3HcEpLUNuKw2WtrwJILc9ECK3PeApLO01uf325lJdYkfjRd5Yv2VTvTo+ZyX24/Zktnnx4xWFaZ/fEnK75yI/t2HkNvshJoDcZi80EkBusx8aCSC32Q8xAeQ2e6GRAHKb/dBIALnNfoBAawLIbY+dgdz2gKewVLPcXt/bPh0v8uqakdk3pHawJxPDVXk8fuGjOZU9e1XGhioK0+2uJeR2d7y0X43c1p5w8v6Q28lZ9cKVyO1eSDl5j8jt5Ky0X4nc1p5wd/0ht7vjpf1q5Lb2hOnPlQBy25WciCC3PeApLNUit0/k5PRE9qv1Wdl3tqP59Y/PRPOxzbxsczL78viswiT9W0Ju+zPUdAfktqY0/XpBbvvx01aN3NaWqF8/yG0/fpqqkdua0vTvBbntz1DTHZDbmtKklzQJILc9aCK3PeApLA1Vbt/YWhYjsV+1L368YWdmm49L47NWZluhbaX2NTs/m4/OBJDbnRn10hXI7V5K+/xekdvshUYCyG32QyMB5Db7ISaA3GYvNBJAbrMfGgkgt9kPEGhNALntsTOQ2x7wFJaGILc393fk1fiFj+ZU9soN2T6oSXVwVJ6Yi05kxy9/NCNH+HAjgNx246a1CrmtNdnu+0Jud89McwVyW3O63feG3O6emdYK5LbWZN36Qm67cdNahdzWmix9+RJAbnsQRG57wFNYWja5fXh8JK+u3pDXVm+KmZP92soNubW9Ysk/Gs/Jrp/MvjoxrzCR4lpCbhfHvoxPRm6XMZVi1oTcLoZ7WZ+K3C5rMsWsC7ldDPcyPhW5XcZUilsTcrs49mV8MnK7jKmwpjIQQG57pIDc9oCnsLRouf3G+i15dfWmvLYSyew3129bypfGZuxokUcbxosM9PUrTKA8LSG3y5NFGVaC3C5DCuVYA3K7HDmUZRXI7bIkUY51ILfLkUMZVoHcLkMK5VkDcrs8WZRhJcjtMqTAGspIALntkQpy2wOewtI85faNzaX6qWwzI/uWvLZ2Q46Oj2VmdFwen74qj81clcdmzbzsKzI+VFFIu9wtIbfLnU/eq0Nu5028vM9Dbpc3myJWhtwugnp5n4ncLm82ea8MuZ038XI/D7ld7nzyXh1yO2/iPC8UAshtj6SQ2x7wFJZmKbdfXvmR/GDpLXlp+bq8tHRddg53ZWyoIo/NXpbHpq5YmW1OZ89VJhWSDa8l5HZ4mWW5YuR2lnTDujdyO6y8sl4tcjtrwmHdH7kdVl5Zrha5nSXd8O6N3A4vsyxXjNzOki73DpkActsjPeS2BzyFpWnJ7d3DfTEy+/tLb8nLy9fl+8tviREiV8bn5Om5B+Vd8w/KE7PvkCvjswop6mgJua0jx7S6QG6nRTL8+yC3w88wzQ6Q22nSDP9eyO3wM0yrA+R2WiR13Ae5rSPHtLpAbqdFkvtoI4Dc9kgUue0BT2Gpq9xe3d2SHyxflx8sRyezX1+7ZemY09jvnH2HvHPeCO0HZHJ4TCE1nS0ht3Xm6toVctuVnL465La+TH06Qm770NNXi9zWl6lrR8htV3I665DbOnN17Qq57UqOOu0EkNseCSO3PeApLE0qt29uLddPZF+Xl5ffkptbK9Lf1y/vnH9Anp59wJ7ONt8fGRhSSKk3WkJu90bOSbtEbiclpf865Lb+jLvpELndDS391yK39WectEPkdlJSvXEdcrs3ck7aJXI7KSmu6zUCyG2PxJHbHvAUlraT22+s35LvLxmRfd2OGlnb25Lq4Kg8bWT2/IP2dPZTcw8oJNK7LSG3ezf7Vp0jt9kPMQHkNnuhkQBym/3QSAC5zX6ICSC32QuNBJDb7IdGAsht9gMEWhNAbnvsDOS2BzyFpUZuj49X5JXV+ssfV8yoketiZmjPjk7YWdnmRPY7Zx+Uh6YuKiRASzEB5DZ7oZEAcpv9gNxmD7QigNxmXyC32QOtCCC32RfIbfZAOwLIbfYGBJDbqe8B5HbqSIO74c7hrvxg2bz88U351ztvyqvrN2wPjS9/NDOzL1ang+uNBbsTQG67s9NYidzWmKpbT5zcduOmtQq5rTVZt744ue3GTWMVcltjqu49cXLbnZ3GSuS2xlTpKQ0CnNz2oIjc9oAXaOlybcO+9PEHS9flpeW35K2NO7YT8/LHh8cuy09ceUR+fOFBXv4YaL5pLRu5nRZJHfdBbuvIMY0ukNtpUNRzD+S2nizT6AS5nQZFHfdAbuvIMa0ukNtpkdRxH+S2jhzpIn0CyG0PpshtD3iBlL69sSg/WLku31+OXv54Z3ut7csfk75QMpDWWaYHAeS2BzyFpchthaE6toTcdgSntAy5rTRYx7aQ247gFJYhtxWG6tESctsDnsJS5LbCUGkpFQLIbQ+MyG0PeCUtfW3thn354w+W3rLjRjb2txO//BG5XdJQC1gWcrsA6CV+JHK7xOHkvDTkds7AS/445HbJA8p5ecjtnIGX+HHI7RKHU8DSkNsFQC/xI5HbJQ6HpRVKALntgR+57QGvBKWHx0f2hY8vLb0lL5mXPy5dl4PjQ+eXPyK3SxBqSZaA3C5JECVZBnK7JEGUYBnI7RKEUKIlILdLFEYJloLcLkEIJVkCcrskQZRkGcjtkgRRkmUgt0sSBMsoHQHktkckyG0PeAWUbu7vnL788eWVH8krK2/bVaT18kfkdgGhlvSRyO2SBlPQspDbBYEv4WOR2yUMpcAlIbcLhF/CRyO3SxhKQUtCbhcEvqSPRW6XNJiCloXcLgg8jy09AeS2R0TIbQ94OZTe3V6z87LNyWzz+Ucbi/ap5uWP75x9h7xz/kF51/wDqb38EbmdQ6iBPAK5HUhQOS0TuZ0T6AAeg9wOIKQcl4jczhF2AI9CbgcQUk5LRG7nBDqQxyC3Awkqp2Uit3MCzWOCI4Dc9ogMue0BL4PStzbu1MeMXJcfLL8lS7WNti9/zODxgtzOgmqY90Ruh5lbVqtGbmdFNrz7IrfDyyzLFSO3s6Qb3r2R2+FlltWKkdtZkQ3zvsjtMHPLatXI7azIct/QCSC3PRJEbnvAS6H031Z+JC8tXZeXls3LH6/L9sFu4pc/pvD4+26B3M6Capj3RG6HmVtWq0ZuZ0U2vPsit8PLLMsVI7ezpBvevZHb4WWW1YqR21mRDfO+yO0wc8tq1cjtrMhy39AJILc9EkRue8DrsnTv8CAaMVIX2UZqH58cO7/8scvHJ7ocuZ0IU09chNzuiZgTN4ncToxK/YXIbfURd9UgcrsrXOovRm6rjzhxg8jtxKh64kLkdk/EnLhJ5HZiVFzYYwSQ2x6BI7c94HUoXdvbro8YedO+BPKHazdtRVovf8xi5cjtLKiGeU/kdpi5ZbVq5HZWZMO7L3I7vMyyXDFyO0u64d0buR1eZlmtGLmdFdkw74vcDjO3rFaN3M6KLPcNnQBy2yNB5LYHvKbSW1srkcxefkteXrkuNzaX7RVZvfwxvZXfuxNyOwuqYd4TuR1mblmtGrmdFdnw7ovcDi+zLFeM3M6Sbnj3Rm6Hl1lWK0ZuZ0U2zPsit8PMLatVI7ezIst9QyeA3PZIELntDu+N9dvy0vJ1+cHSW1Zor+5u5fryR/eVt69EbmdBNcx7IrfDzC2rVSO3syIb3n2R2+FlluWKkdtZ0g3v3sjt8DLLasXI7azIhnlf5HaYuWW1auR2VmS5b+gEkNseCSK3k8MzMvtfF9+U7y+9Kf+69GbhL39MvvLkVyK3k7PSfiVyW3vC3fWH3O6Ol+arkdua0+2+N+R298w0VyC3NafbXW/I7e54ab8aua094e76Q253x4ure4cActsja+R2e3itZPZg/4C8c+4BefeFR+UnLjwij05f8aBfvlLkdvkyKWpFyO2iyJfzucjtcuZSxKqQ20VQL+8zkdvlzaaIlSG3i6Bezmcit8uZS1GrQm4XRb6cz0VulzMXVlU8AeS2RwbI7XvwWsls86tPzlyTJ+feIf/Vxces0O6TPg/i5S5Fbpc7nzxXh9zOk3b5n4XcLn9Gea0QuZ0X6TCeg9wOI6e8Vonczot0+Z+D3C5/RnmuELmdJ+3yPwu5Xf6MWGExBJDbHtx7WW6bFz5+b+l1+d7iG/LPd9+Q7YOaJfnw1CV559w75KnZB+TfXXhEpkbGPAiHVYrcDiuvLFeL3M6Sbnj3Rm6Hl1lWK0ZuZ0U2zPsit8PMLatVI7ezIhvefZHb4WWW5YqR21nSDe/eyO3wMmPF+RBAbntw7iW5bV74+C+Lr0ff7r4uS7UNS+7KxJwdNfLO2Qfkqdl3yNWJeQ+iYZcit8POL83VI7fTpBn+vZDb4WeYVgfI7bRI6rgPcltHjml1gdxOi2T490Fuh59hmh0gt9OkGf69kNvhZ0gH2RBAbntw1Sy3dw/25J+X3rAi+3tLb8iPNhYtqYXqlJXZT809IE/OXpNHpi57ENRVitzWladPN8htH3r6apHb+jJ17Qi57UpOZx1yW2eurl0ht13J6atDbuvL1Kcj5LYPPX21yG19mdJROgSQ2x4ctcntf1l84/Rk9qurNyyZsaFRedf8g6dC25zO5qM1AeQ2OyMmgNxmLzQSQG6zH2ICyG32QiMB5Db7oZEAcpv9EBNAbrMXGgkgt9kPjQSQ2+wHCLQmgNz22Bmhy+1XVt+Wf7kbCW0zOzv+ePfFR+2YEXNC+4nZazIyMORBqXdKkdu9k3WnTpHbnQj11q8jt3sr7/O6RW6zF5Db7IF2BJDb7A3kNnugFQHkNvsCuc0egEBnAsjtzozaXhGa3H57Y/F01Mg/3X5Fjk6ObW9Pzz0oT85di2Znzz0g40MVDyq9W4rc7t3smztHbrMXGgkgt9kPMQHkNnsBuc0eQG6zBzoR4OR2J0K99evI7d7Ku1O3nNzuRIhf71UCyG2P5Msutxd31uV7i6/LPy++If/51iuyc7hru33HxAX5iQsP27nZRmbPjk54UKA0JoDcZi/EBJDb7AXkNnugFQHkNvsCuc0eQG6zBzoRQG53ItRbv47c7q28O3WL3O5EiF/vVQLIbY/kyya3t/Z3rMj+3t035J/uviJLOxu2OyOvf/LSE/LU7DUrtK+Mz3l0TWk7Asht9gZymz3QigAnt9kXMQHk9v/f3r2H2lXdeQBf9dXe64yal8Z02mqSekXT1hnHTEWLAx1p/lGkQdShFkHGlKpIfUDJX/krFHwU0ZRRKogOoyKBoAxkRgYqtVgcldSqaBIfU5z0+kp0pt5Mp51h2Lucw8nuufecvfY55+617uf+05rstfdan9/K2ft8z7rrmAvCbXNAuG0ODBIQbg8SWlp/L9xeWvUeNFrh9iAhf79UBYTbDSq/2OH27//vf8MvP3gr7Hn3jfDie/tDse1I8XPc0ceGjafOdL8I8gsnnNJglJoOKyDcHlYq/+Os3M6/xnVGKNyuo5X3scLtvOtbd3S+ULKuWN7H23M77/rWGZ1wu45W/scKt/OvcZ0RCrfraDl2KQkItxtUezHC7Vc//Pfw0vtvhRdn94V9h/6j2/viSyDPOXl9uTp7ZvnnGoxK01gB4XasXH7thNv51bTJiITbTfTyaivczqueTUcj3G4qmFd74XZe9WwyGuF2E7382gq386tpkxEJt5voaZuzgHC7QXUnEW6//Z+z4Rfvvhmef3dvePn9t7u9Xb/ss2Hj6plyz+wzV3wuHHPU0Q1GoukoBITbo1DM4xzC7TzqOKpRCLdHJZn+eYTb6ddwlCMQbo9SM/1zCbfTr+GoRiDcHpVkHucRbudRx1GNQrg9KknnyU1AuN2gouMIt2c/ORT2vLc/vDi7vwy0izfCxc+pxy8vtxr50slry9XZxx871aDnmo5DQLg9DtU0zyncTrNu4+q1cHtcsumdV7idXs3G2WPh9jh10zu3cDu9mo2rx8LtccmmeV7hdpp1G1evhdvjknXe1AWE2w0qOIpw++P/mQt7ZveVe2b/2+zecPh3vy179KfHTofz1syEc0/5Yrk6e9ln/qRBTzWdhIBwexLKaVxDuJ1GnSbVS+H2pKTbfx3hdvtrNMkeCrcnqd3+awm321+jSfVQuD0p6TSuI9xOo06T6qVwe1LSrpOagHB7iIo9uvOJsOvJ3eWR69eeHrbeen2Ynp4OMeH2b3//u7DnvTfCC+/uCy/M7g0H//u/yvMe9amjwnmrzyhXZ5+18rSw+vhlQ/TMIW0SEG63qRqL2xfh9uL6t+3qwu22VWTx+iPcXjz7Nl5ZuN3Gqixen4Tbi2fftisLt9tWkcXtj3B7cf3bdnXhdtsqoj9tERBuD6jEM88+Fx55fFfYtvWWsGrlinDXPfeXLW6+8bqhw+1fvv9WeH729fD87L5w4Dcfdq+4YeVp4S9PnQl/fvK68PkTTm7LnNCPSAHhdiRchs2E2xkWtcGQhNsN8DJrKtzOrKANhyPcbgiYWXPhdmYFbTAc4XYDvAybCrczLGqDIQm3G+BpmrWAcHtAeYswe82a1eHKzZeWR/aG3Z86+tPln61cduSWIXsPvRNemN0Xnv/13vDmx7/uXuELJ5wSNq6ZKb8IsvhCSD95CQi386pnk9EIt5vo5ddWuJ1fTWNHJNyOlcuznXA7z7rGjkq4HSuXXzvhdn41bTIi4XYTvfzaCrfzq6kRjUZAuL2A49zcXNh+x46w4eyZbrj96mt7w733PRhu2HJNOPmUNWXrw8ccLoPsF9/bF15+/+3uGVdNn1huNXLe6jPDl1adHo4+6qjRVM1ZWikg3G5lWRalU8LtRWFv7UWF260tzcQ7JtyeOHmrLyjcbnV5Jt454fbEyVt7QeF2a0uzKB0Tbi8Ke2svKtxubWl0bJEFhNtDhNubLr4oXHj+xvLIarj9dz+5o3uGzxxzXPjyinXhnBXrwpeXrw2fPua4RS6vyxMgQIAAAQIECBAgQIAAAQIECBAg0FaB6o4Qbe1nW/sl3B4i3F5o5fbdL+0M56xcF76ycn046bgjtydpa9H1iwABAgQIECBAgAABAgQIECBAgACBxRcQbjergXB7gF/MntvNSqJ1qgK2JUm1cqPvt21JRm+a8hltS5Jy9Ubbd9uSjNYz9bPZliT1Co62/7YlGa1nymezLUnK1Rt9321LMnrTlM9oW5KUq6fv4xQQbg/Q7f0CyVUrV4Qi7C5+br7xuvDBod+U/98nLOOcoumcW7idTq3G3VPh9riF0zq/cDuteo2zt8Ltceqmd27hdno1G2ePhdvj1E3r3MLttOo17t4Kt8ctnNb5hdtp1UtvJycg3B7C+tGdT4RdT+4uj1y/9vSw9dbrw/T0tHB7CLuldIhweylVe+GxCrfNhV4B4bb50BEQbpsLvQLCbfOhV0C4bT50BITb5kKvgHDbfOgVEG6bDwT6Cwi3G8wMK7cb4GXYVLidYVEjhyTcjoTLtJlwO9PCRgxLuB2BlnET4XbGxY0YmnA7Ai3TJsLtTAsbOSzhdiRcps2E25kW1rAaCwi3GxAKtxvgZdhUuJ1hUSOHJNyOhMu0mXA708JGDEu4HYGWcRPhdsbFjRiacDsCLdMmwu1MCxs5LOF2JFymzYTbmRbWsBoLCLcbEAq3G+Bl2FS4nWFRI4ck3I6Ey7SZcDvTwkYMS7gdgZZxE+F2xsWNGJpwOwIt0ybC7UwLGzks4XYkXKbNhNuZFtawGgsItxsQCrcb4GXYVLidYVEjhyTcjoTLtJlwO9PCRgxLuB2BlnET4XbGxY0YmnA7Ai3TJsLtTAsbOSzhdiRcps2E25kW1rAaCwi3GxAKtxvgZdhUuJ1hUSOHJNyOhMu0mXA708JGDEu4HYGWcRPhdsbFjRiacDsCLdMmwu1MCxs5LOF2JFymzYTbmRbWsBoLCLcbEAq3G+Bl2FS4nWFRI4ck3I6Ey7SZcDvTwkYMS7gdgZZxE+F2xsWNGJpwOwIt0ybC7UwLGzks4XYkXKbNhNuZFtawGgsItxsQCrcb4GXYVLidYVEjhyTcjoTLtJlwO9PCRgxLuB2BlnET4XbGxY0YmnA7Ai3TJsLtTAsbOSzhdiRcps2E25kW1rAaCwi3GxM6AQECBAgQIECAAAECBAgQIECAAAECBAhMWkC4PWlx1yNAgAABAgQIECBAgAABAgQIECBAgACBxgLC7caETkCAAAECBAgQIECAAAECBAgQIECAAAECkxYQbk9a3PUIECBAgAABAgQIECBAgAABAgQIECBAoLGAcDuS8NGdT4RdT+4uW69fe3rYeuv1YXp6OvJsmqUg8P4HH4Zt2+8MHx78qOzuDVuuCReev3Fg1++65/6wZs3qcOXmSwce64B0BJ559rlw730Plh1esfyksG3rLWHVyhV9B/Dqa3vD7XffFw4fPjzU8eko6GkhMDc3F7bfsSPsf/OtEuSySzYt+O+99/4xzPGU0xKIvVd05lExWs8UadV8od7WeV6s3iuGub/kI5X/SOreKwqR3jkxNTUVbrtpSzjrzDPyx1oCI6zzHFl9bujwDHreWAKMWQyx7mtD9Tlj47nnhJtvvC4LC4MIoe5zZPXZYdiMgjWB3ASE2xEVLR5GHnl8VzfMKsLL4sdNJQIzkSadh44NZ8+UoVVxEymCzeLmMd+bjN4HUQ+fiRR6yG5W61/U+uVXXp83kCpeM945MNsNPIvXjIOHPhZgDend9sN67wGdB9KrLr+s74dfxWvJ3z/wD+HqqzaXH4YMOr7tY9e/IwVi7hXFGXrf2PrAPJ9ZVfd5cZhni3x0lt5I6twrOsH2oGfNpaeYx4jrPkdWR108O/zghz8K1159hQ87MpgSdV4bqs8Z1f/OgGNJD6Huc2T1fUTx3PHAQ4/5IHRJz6KlO3jhdkTtqytxq29eIk6pScsFiofQBx5+LHz/e98tA6k6DxJWbre8uBHdK8LsAwdmux9o1Q0kvGZEoLe0Sb83mHU+8KzzWtJSAt3qEYi9V3TuE8WpFvqgDHZaAnWfF+veS9LSWNq9rXuv6NwbNl180VC/Jbi0ddMbfdPnyGr79AT0uCNQ97Wh36KIOs+d5NstUPc5srrAyvuKdtdX78YrINyu6dvvBcObkZqICR7eL4wc9kFCuJ1gwQd0uVr7uqtvB630zk8s3xH1e/2vU9/OrxJe++0rBBgZTJOYe0Xv60mduZMBV9ZDiHletIVVvlOi7r2i+mvphYzf6shnfjR5jrRqO595UIyk7mtD0abz28HFbxDPfHGdVfwZTYm6z5H9nhuHzSgyYjMUAqWAcLvmROi3kkK4XRMxwcOLG83up54+YhuJYW8cwu0ECz5EuN27j3qdcNvrRV7zobrCovOmY9Dq297gwrZF+cyJuveK6uo74XY+c2EUz4u2sMpnPtS9V8y3em/5shNtg5jBtKi+N6jzHGnVdgYToGcIdV8begPx4v8fPPRRsOd2PnOi7nNkv/eVw2YU+agZCYE/CAi3a86EmJU4NS/h8BYK1P0UtXcIwu0WFrRhl2JX3Fil2xC+hc1jVtz0DsOvD7awqA26VPdeUbyWPPfCnj+6ohWaDYrQkqajeF7sF3q0ZHi6UVOg7r2iX+1taVYTvcWHN3mOtA97iwsb0bW6rw3Vlfude40PviLwW9ik7nNkMYR+Xzhr4UwLi6tLYxcQbkcQ191DMeISmrRMoO7+V8LtlhVwxN2J2StRsD3iIrTkdHX3SuzXbauwWlLMEXSjyb2i8wZl0Kr/EXTTKSYk0PR5Ubg9oUJN4DJ17xX9ju+3om8CXXeJMQjEPEcW3bCP4r73AAANO0lEQVQicwzFWORT1n1tiFnpvchDdPkaAk2fI4sPO+7a8ePwzUs2+bLZGu4OzUNAuB1Rx+onah40IhATazLom4s7v074tQu+Gq7cfOkRo7NyO7FiD9HdQd9yX7xp+enPfh62bb2l/AJSW5EMgZrwIYO+5b53a4FP5g6Hhx/ZGb5z7bfC9PR0WOi1I2GSJdv1QfeKQR9y2ZYkr6kz6Hmxeq944p/+Jaxfd1r3Danny7zmw0L3in73gt57RyGx/Y4dYcPZM3/0nJmX0tIYzaDnyH73Cs+S+c6Nus+R27bfGTrvOa3czmteNH2O9NyQ13wwmnoCwu16Xt2je3/9w68PRyIm1qz65T7Fl3hceP7GchT93pRUf0Voamoq3HbTFp+iJlb3+bpbhBbFr4YWPyuWn9QNsov/rgYW/X5drDiudw5lwrIkh9F5EN3/5lvl+Ku/CljdN7e6FYVfHcxr2ix0rxBu51XrYUaz0PNi9V7Re18pzu35chjhdI5Z6F7R7zmyerx9ddOp9TA9Xeg5snqvsIXZMKLpHlP3ObL65cNeG9Ktfb+e132O7H1f4T1FXnPBaOoJCLfreTmaAAECBAgQIECAAAECBAgQIECAAAECBFogINxuQRF0gQABAgQIECBAgAABAgQIECBAgAABAgTqCQi363k5mgABAgQIECBAgAABAgQIECBAgAABAgRaICDcbkERdIEAAQIECBAgQIAAAQIECBAgQIAAAQIE6gkIt+t5OZoAAQIECBAgQIAAAQIECBAgQIAAAQIEWiAg3G5BEXSBAAECBAgQIECAAAECBAgQIECAAAECBOoJCLfreTmaAAECBAgQIECAAAECBAgQIECAAAECBFogINxuQRF0gQABAgQIECBAgAABAgQIECBAgAABAgTqCQi363k5mgABAgQIECBAgAABAgQIECBAgAABAgRaICDcbkERdIEAAQIECBAgQIAAAQIECBAgQIAAAQIE6gkIt+t5OZoAAQIECBAgQIAAAQIECBAgQIAAAQIEWiAg3G5BEXSBAAECBAgQIECAAAECBAgQIECAAAECBOoJCLfreTmaAAECBAgQIECAAAECBAgQIECAAAECBFogINxuQRF0gQABAgQIECBAgAABAgQIECBAgAABAgTqCQi363k5mgABAgQIECBAgAABAgQIECB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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_load_curve"
]
},
{
"cell_type": "code",
"execution_count": 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=',')"
]
},
{
"cell_type": "code",
"execution_count": 28,
"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": 29,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sourceTs = np.arange(50, 100)\n",
"sinkT = 140 + 273\n",
"load = 1 \n",
"cop_series = pd.Series(index=sourceTs, dtype='float')\n",
"\n",
"for sourceT in sourceTs:\n",
" cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT + 273)\n",
" cop_series[sourceT] = cop\n",
" \n",
"cop_series.iplot(yrange=[0, 8], xTitle='Source Temperature', yTitle='COP', dimensions=(800, 400))"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "None",
"text": "",
"type": "scatter",
"x": [
50,
51,
52,
53,
54,
55,
56,
57,
58,
59,
60,
61,
62,
63,
64,
65,
66,
67,
68,
69,
70,
71,
72,
73,
74,
75,
76,
77,
78,
79,
80,
81,
82,
83,
84,
85,
86,
87,
88,
89,
90,
91,
92,
93,
94,
95,
96,
97,
98,
99
],
"y": [
5.670859999999999,
5.6915346,
5.713294399999999,
5.7361394,
5.760069599999999,
5.785085,
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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": [
{
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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_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\n",
" \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_MW = 0 \n",
" from_storage_ndg_MW = 0\n",
" to_storage_ndg_MW = 0 \n",
" \n",
" if neg < dam - c.threshold:\n",
" # overproduce\n",
" if demand_vdg != 0:\n",
" desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
" to_storage_vdg_MW = th_load_vdg - demand_vdg\n",
" to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n",
"\n",
" extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" \n",
" if demand_ndg != 0:\n",
" desired_hp_load_ndg = min(\n",
" demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n",
" hp_ndg.max_th_power\n",
" )\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" to_storage_ndg_MW = th_load_ndg - demand_ndg\n",
" to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" \n",
"\n",
" elif pos > dam + c.threshold:\n",
" # take from storage\n",
" if demand_vdg != 0:\n",
" from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
" try:\n",
" from_storage_vdg_MW = ws.discharging_power_limit\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
" from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" \n",
" #print({f'from_storage_vdg_MW='})\n",
" if demand_ndg != 0:\n",
" from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
" \n",
" try:\n",
" from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" else:\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n",
" heat_output=demand_vdg,\n",
" Tsink=tsink_vdg,\n",
" Tsource=tsource_vdg\n",
" )\n",
"\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg,\n",
" Tsink=tsink_ndg,\n",
" Tsource=tsource_ndg\n",
" )\n",
" return e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg\n",
"# Neg-take price, Pos-feed price"
]
},
{
"cell_type": "code",
"execution_count": 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_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = len(case.data)\n",
" storage_levels = [None] * minutes\n",
" to_storage_list = [0] * minutes\n",
" from_storage_vdg_list = [0] * minutes\n",
" to_storage_vdg_list = [0] * minutes\n",
" from_storage_ndg_list = [0] * minutes\n",
" to_storage_ndg_list = [0] * minutes\n",
" \n",
" new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n",
" new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n",
" \n",
" ws.set_chargelevel(ws.min_chargelevel)\n",
" \n",
" for m in range(minutes):\n",
" tsource_vdg = Tsource_vdg[m]\n",
" tsink_vdg = Tsink_vdg[m]\n",
" tsource_ndg = Tsource_ndg[m]\n",
" tsink_ndg = Tsink_ndg[m]\n",
" demand_vdg = demands_vdg[m]\n",
" demand_ndg = demands_ndg[m]\n",
" \n",
" e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg = hp_storage_opt_enginge(\n",
" c, ws, hp_vdg, hp_ndg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, demand_ndg, \n",
" tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg\n",
" )\n",
" \n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" hp_ndg_input[m] = e_load_ndg\n",
" hp_ndg_output[m] = th_load_ndg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" new_tsources_ndg[m] = tsource_ndg\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" to_storage_ndg_list[m] = to_storage_ndg_MW\n",
" from_storage_ndg_list[m] = from_storage_ndg_MW\n",
" \n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" case.data['tsource_vdg'] = new_tsources_vdg\n",
" case.data['tsource_ndg'] = new_tsources_ndg\n",
" case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n",
" case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n",
" case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n",
" case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n",
" case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n",
" case.data['storage_level_MWh'] = storage_levels\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case\n"
]
},
{
"cell_type": "code",
"execution_count": 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",
" | 2019-12-15 12:55:00+01:00 | \n",
" 35.45 | \n",
" 50.52 | \n",
" 50.52 | \n",
" 1.0 | \n",
" 56.50 | \n",
" 57.06 | \n",
" 50.76 | \n",
" 68.91 | \n",
" 12.85 | \n",
" 24.02 | \n",
" ... | \n",
" 0.0 | \n",
" 2.5 | \n",
" 0.348 | \n",
" -0.059 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-10 08:18:00+01:00 | \n",
" 41.80 | \n",
" 45.74 | \n",
" 45.74 | \n",
" 1.0 | \n",
" 51.21 | \n",
" 44.16 | \n",
" 46.65 | \n",
" 41.56 | \n",
" 16.88 | \n",
" 22.91 | \n",
" ... | \n",
" 0.0 | \n",
" 2.5 | \n",
" 0.457 | \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",
"2019-12-15 12:55:00+01:00 35.45 50.52 50.52 1.0 56.50 57.06 \n",
"2019-03-10 08:18:00+01:00 41.80 45.74 45.74 1.0 51.21 44.16 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-12-15 12:55:00+01:00 50.76 68.91 12.85 \n",
"2019-03-10 08:18:00+01:00 46.65 41.56 16.88 \n",
"\n",
" CO2 prices (€/ton) ... from_storage_MW \\\n",
"2019-12-15 12:55:00+01:00 24.02 ... 0.0 \n",
"2019-03-10 08:18:00+01:00 22.91 ... 0.0 \n",
"\n",
" storage_level_MWh hp_output_MWh hp_input_MWh \\\n",
"2019-12-15 12:55:00+01:00 2.5 0.348 -0.059 \n",
"2019-03-10 08:18:00+01:00 2.5 0.457 -0.087 \n",
"\n",
" to_storage_ndg_MWh from_storage_ndg_MWh \\\n",
"2019-12-15 12:55:00+01:00 0.0 0.0 \n",
"2019-03-10 08:18:00+01:00 0.0 0.0 \n",
"\n",
" to_storage_vdg_MWh from_storage_vdg_MWh \\\n",
"2019-12-15 12:55:00+01:00 0.0 0.0 \n",
"2019-03-10 08:18:00+01:00 0.0 0.0 \n",
"\n",
" to_storage_MWh from_storage_MWh \n",
"2019-12-15 12:55:00+01:00 0.0 0.0 \n",
"2019-03-10 08:18:00+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": [
{
"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",
" 24.354581 | \n",
" 0.894045 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 11.278173 | \n",
" 51.226931 | \n",
" 52.003252 | \n",
" 7.151966 | \n",
" 2.633376 | \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 24.354581 \n",
"std 11.278173 51.226931 52.003252 7.151966 \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 0.894045 23.460537 \n",
"std 2.633376 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": 44,
"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": 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",
" 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": 45,
"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": 46,
"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": 46,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"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",
" '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": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 48,
"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": 49,
"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",
" | 2019-06-08 20:25:00+02:00 | \n",
" 34.90 | \n",
" 25.85 | \n",
" 25.85 | \n",
" 27.550 | \n",
" -5.211 | \n",
" 27.550 | \n",
" 5.287 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-17 10:45:00+01:00 | \n",
" 37.80 | \n",
" -66.52 | \n",
" -66.52 | \n",
" 27.700 | \n",
" -5.423 | \n",
" 31.000 | \n",
" 5.717 | \n",
" 3.300 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-19 05:00:00+02:00 | \n",
" 33.91 | \n",
" 45.42 | \n",
" 45.42 | \n",
" 20.770 | \n",
" -3.558 | \n",
" 20.770 | \n",
" 5.837 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-27 08:27:00+01:00 | \n",
" 50.54 | \n",
" -83.03 | \n",
" -83.03 | \n",
" 27.581 | \n",
" -5.538 | \n",
" 31.000 | \n",
" 5.598 | \n",
" 3.419 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-30 03:43:00+01:00 | \n",
" 35.39 | \n",
" 44.78 | \n",
" 44.78 | \n",
" 22.868 | \n",
" -4.164 | \n",
" 22.868 | \n",
" 5.492 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-26 15:27:00+02:00 | \n",
" 38.39 | \n",
" 73.12 | \n",
" 73.12 | \n",
" 29.626 | \n",
" -5.397 | \n",
" 29.626 | \n",
" 5.489 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-17 18:07:00+02:00 | \n",
" 52.00 | \n",
" 35.23 | \n",
" 35.23 | \n",
" 20.807 | \n",
" -3.612 | \n",
" 20.807 | \n",
" 5.760 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-09-27 08:05:00+02:00 | \n",
" 50.31 | \n",
" 27.02 | \n",
" 27.02 | \n",
" 27.850 | \n",
" -5.378 | \n",
" 31.000 | \n",
" 5.765 | \n",
" 3.150 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-28 01:03:00+02:00 | \n",
" 30.02 | \n",
" 189.12 | \n",
" 189.12 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-07 10:52:00+01:00 | \n",
" 47.54 | \n",
" 29.74 | \n",
" 29.74 | \n",
" 22.934 | \n",
" -4.018 | \n",
" 22.934 | \n",
" 5.708 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-29 01:54:00+02:00 | \n",
" 33.07 | \n",
" 28.72 | \n",
" 28.72 | \n",
" 29.432 | \n",
" -5.351 | \n",
" 29.432 | \n",
" 5.500 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-12 16:22:00+02:00 | \n",
" 34.90 | \n",
" 27.79 | \n",
" 27.79 | \n",
" 20.102 | \n",
" -3.764 | \n",
" 20.102 | \n",
" 5.340 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-10-11 14:02:00+02:00 | \n",
" 31.55 | \n",
" 21.06 | \n",
" 26.98 | \n",
" 28.280 | \n",
" -5.198 | \n",
" 28.280 | \n",
" 5.441 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-25 02:05:00+01:00 | \n",
" 36.02 | \n",
" 54.21 | \n",
" 54.21 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-12-12 01:10:00+01:00 | \n",
" 35.83 | \n",
" 27.37 | \n",
" 32.72 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-02 18:06:00+02:00 | \n",
" 45.95 | \n",
" 29.53 | \n",
" 29.53 | \n",
" 20.678 | \n",
" -3.653 | \n",
" 20.678 | \n",
" 5.661 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-08 17:51:00+02:00 | \n",
" 26.30 | \n",
" 26.85 | \n",
" 26.85 | \n",
" 27.539 | \n",
" -5.239 | \n",
" 27.539 | \n",
" 5.257 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-14 15:09:00+02:00 | \n",
" 32.04 | \n",
" 33.48 | \n",
" 33.48 | \n",
" 27.945 | \n",
" -5.054 | \n",
" 27.945 | \n",
" 5.529 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-10 02:55:00+01:00 | \n",
" 48.63 | \n",
" 45.72 | \n",
" 45.72 | \n",
" 26.850 | \n",
" -4.905 | \n",
" 26.850 | \n",
" 5.474 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-13 20:12:00+02:00 | \n",
" 72.87 | \n",
" 24.18 | \n",
" 24.18 | \n",
" 28.364 | \n",
" -5.452 | \n",
" 31.000 | \n",
" 5.686 | \n",
" 2.636 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2019-06-08 20:25:00+02:00 34.90 25.85 25.85 27.550 -5.211 \n",
"2019-03-17 10:45:00+01:00 37.80 -66.52 -66.52 27.700 -5.423 \n",
"2019-05-19 05:00:00+02:00 33.91 45.42 45.42 20.770 -3.558 \n",
"2019-11-27 08:27:00+01:00 50.54 -83.03 -83.03 27.581 -5.538 \n",
"2019-11-30 03:43:00+01:00 35.39 44.78 44.78 22.868 -4.164 \n",
"2019-08-26 15:27:00+02:00 38.39 73.12 73.12 29.626 -5.397 \n",
"2019-07-17 18:07:00+02:00 52.00 35.23 35.23 20.807 -3.612 \n",
"2019-09-27 08:05:00+02:00 50.31 27.02 27.02 27.850 -5.378 \n",
"2019-07-28 01:03:00+02:00 30.02 189.12 189.12 0.000 0.000 \n",
"2019-11-07 10:52:00+01:00 47.54 29.74 29.74 22.934 -4.018 \n",
"2019-05-29 01:54:00+02:00 33.07 28.72 28.72 29.432 -5.351 \n",
"2019-06-12 16:22:00+02:00 34.90 27.79 27.79 20.102 -3.764 \n",
"2019-10-11 14:02:00+02:00 31.55 21.06 26.98 28.280 -5.198 \n",
"2019-11-25 02:05:00+01:00 36.02 54.21 54.21 0.000 -0.000 \n",
"2019-12-12 01:10:00+01:00 35.83 27.37 32.72 0.000 -0.000 \n",
"2019-08-02 18:06:00+02:00 45.95 29.53 29.53 20.678 -3.653 \n",
"2019-06-08 17:51:00+02:00 26.30 26.85 26.85 27.539 -5.239 \n",
"2019-07-14 15:09:00+02:00 32.04 33.48 33.48 27.945 -5.054 \n",
"2019-01-10 02:55:00+01:00 48.63 45.72 45.72 26.850 -4.905 \n",
"2019-06-13 20:12:00+02:00 72.87 24.18 24.18 28.364 -5.452 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2019-06-08 20:25:00+02:00 27.550 5.287 0.000 0.0 \n",
"2019-03-17 10:45:00+01:00 31.000 5.717 3.300 0.0 \n",
"2019-05-19 05:00:00+02:00 20.770 5.837 0.000 0.0 \n",
"2019-11-27 08:27:00+01:00 31.000 5.598 3.419 0.0 \n",
"2019-11-30 03:43:00+01:00 22.868 5.492 0.000 0.0 \n",
"2019-08-26 15:27:00+02:00 29.626 5.489 0.000 0.0 \n",
"2019-07-17 18:07:00+02:00 20.807 5.760 0.000 0.0 \n",
"2019-09-27 08:05:00+02:00 31.000 5.765 3.150 0.0 \n",
"2019-07-28 01:03:00+02:00 0.000 NaN 0.000 0.0 \n",
"2019-11-07 10:52:00+01:00 22.934 5.708 0.000 0.0 \n",
"2019-05-29 01:54:00+02:00 29.432 5.500 0.000 0.0 \n",
"2019-06-12 16:22:00+02:00 20.102 5.340 0.000 0.0 \n",
"2019-10-11 14:02:00+02:00 28.280 5.441 0.000 0.0 \n",
"2019-11-25 02:05:00+01:00 0.000 NaN 0.000 0.0 \n",
"2019-12-12 01:10:00+01:00 0.000 NaN 0.000 0.0 \n",
"2019-08-02 18:06:00+02:00 20.678 5.661 0.000 0.0 \n",
"2019-06-08 17:51:00+02:00 27.539 5.257 0.000 0.0 \n",
"2019-07-14 15:09:00+02:00 27.945 5.529 0.000 0.0 \n",
"2019-01-10 02:55:00+01:00 26.850 5.474 0.000 0.0 \n",
"2019-06-13 20:12:00+02:00 31.000 5.686 2.636 0.0 "
]
},
"execution_count": 49,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 50,
"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 -4.359432\n",
"hp_output_MW 24.354581\n",
"cop 5.573655\n",
"to_storage_MW 0.894045\n",
"from_storage_MW 0.888908\n",
"dtype: float64"
]
},
"execution_count": 50,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 52,
"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": 53,
"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": 54,
"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": 55,
"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": 56,
"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": 57,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.451794715081109"
]
},
"execution_count": 57,
"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": 58,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.586642522442619"
]
},
"execution_count": 58,
"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": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" ... | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
" hp_output_MW | \n",
" hp_input_MW | \n",
" cop | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
5 rows × 23 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n",
"2019-01-01 00:00:00+01:00 24.98 ... 0.0 20.510 \n",
"2019-01-01 00:01:00+01:00 24.98 ... 0.0 20.387 \n",
"2019-01-01 00:02:00+01:00 24.98 ... 0.0 20.264 \n",
"2019-01-01 00:03:00+01:00 24.98 ... 0.0 20.141 \n",
"2019-01-01 00:04:00+01:00 24.98 ... 0.0 20.018 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand hp_output_MW \\\n",
"2019-01-01 00:00:00+01:00 147.620 0.0 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 147.642 0.0 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 147.664 0.0 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 147.686 0.0 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 147.708 0.0 0.0 0.0 \n",
"\n",
" hp_input_MW cop hp_output_MWh hp_input_MWh \n",
"2019-01-01 00:00:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 NaN 0.0 0.0 \n",
"\n",
"[5 rows x 23 columns]"
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 60,
"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": 61,
"metadata": {},
"outputs": [
{
"data": {
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",
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},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(7832.109, 7792.947)"
]
},
"execution_count": 62,
"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": 63,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 63,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 64,
"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": 65,
"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
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"mode": "lines",
"name": "hp_output_MW",
"text": "",
"type": "scatter",
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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": 66,
"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": 67,
"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": 67,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 68,
"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": 69,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calculate_financials(c, s):\n",
" for case in s.cases:\n",
" case.calculate_ebitda()\n",
"\n",
" for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.calculate_business_case(\n",
" project_duration=c.project_duration, \n",
" discount_rate=c.discount_rate, \n",
" baseline=s.baseline\n",
" )\n",
" \n",
" return s\n",
"\n",
"s = calculate_financials(c, s)"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Visualisations"
]
},
{
"cell_type": "code",
"execution_count": 70,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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"xaxis": {
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"gridcolor": "white",
"linecolor": "white",
"ticks": "",
"title": {
"standoff": 15
},
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},
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},
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}
}
},
"title": {
"font": {
"color": "#4D5663"
},
"text": "Smurfit Kappa: Heat demand by Hour in MW"
},
"width": 800,
"xaxis": {
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"gridcolor": "#E1E5ED",
"range": [
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"title": {
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"text": ""
},
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"title": {
"font": {
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"text": "MW"
},
"type": "linear",
"zerolinecolor": "#E1E5ED"
}
}
},
"image/png": 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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_demands_over_time = s.demand['Total demand'].resample('H').mean().iplot(\n",
" title='Smurfit Kappa: Heat demand by Hour in MW', \n",
" yTitle='MW', \n",
" colors=recoygreen,\n",
" asFigure=True,\n",
" dimensions=(800, 400)\n",
")\n",
"fig_demands_over_time"
]
},
{
"cell_type": "code",
"execution_count": 71,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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KH1yW/XcW0uQPqhv2jt1Rwu3uMDGvY5hzlgc9xDD3ys/eze+gzsLs7Ff2+9n8X7tvVzj6qHfMCaJ7H1KZvX6Qc+8DIrPX9jvrOA+z89ryoyP6nd08SiCZzzfK/sjG9J5z3ftQ0nze3vN9i+yD7n3Z7TUojM97lI/rZ9/7pdMdZs/X31HC7X57MlvLihXHhGHP3O5dV77uft5VHEvSu65BIf+gt57ufdq7xn57rPs1VYXbw3799Xuf6v76yo9jme+u5mH390LvT8N8fQ8TQveup189/fow6vnqI/zV46UECBAgQIAAAQIECBAgQIDAAAHhtq3ROIH5HpDZu1hHATSufRbUcoFRvv5aXqrlEyBAgAABAgQIECBAgAABAi0XEG63vIExLn+UcE24HeMOUNMkBUb5+pvkOl2bAAECBAgQIECAAAECBAgQICDctgcaJzBKuCbcblz7LKjlAqN8/bW8VMsnQIAAAQIECBAgQIAAAQIEWi4g3G55Ay2fAAECBAgQIECAAAECBAgQIECAAAECKQoIt1PsupoJECBAgAABAgQIECBAgAABAgQIECDQcgHhdssbaPkECBAgQIAAAQIECBAgQIAAAQIECBBIUUC4nWLX1UyAAAECBAgQIECAAAECBAgQIECAAIGWCwi3W95AyydAgAABAgQIECBAgAABAgQIECBAgECKAsLtFLuuZgIECBAgQIAAAQIECBAgQIAAAQIECLRcQLjd8gZaPgECBAgQIECAAAECBAgQIECAAAECBFIUEG6n2HU1EyBAgAABAgQIECBAgAABAgQIECBAoOUCwu2WN9DyCRAgQIAAAQIECBAgQIAAAQIECBAgkKKAcDvFrquZAAECBAgQIECAAAECBAgQIECAAAECLRcQbre8gZZPgAABAgQIECBAgAABAgQIECBAgACBFAWE2yl2Xc0ECBAgQIAAAQIECBAgQIAAAQIECBBouYBwu+UNtHwCBAgQIECAAAECBAgQIECAAAECBAikKCDcTrHraiZAgAABAgQIECBAgAABAgQIECBAgEDLBYTbLW+g5RMgQIAAAQIECBAgQIAAAQIECBAgQCBFAeF2il1XMwECBAgQIECAAAECBAgQIECAAAECBFouINxueQMtnwABAgQIECBAgAABAgQIECBAgAABAikKCLdT7LqaCRAgQIAAAQIECBAgQIAAAQIECBAg0HIB4XbLG2j5BAgQIECAAAECBAgQIECAAAECBAgQSFFAuJ1i19VMgAABAgQIECBAgAABAgQIECBAgACBlgsIt1veQMsnQIAAAQIECBAgQIAAAQIECBAgQIBAigLC7RS7rmYCBAgQIECAAAECBAgQIECAAAECBAi0XEC43fIGWj4BAgQIECBAgAABAgQIECBAgAABAgRSFBBup9h1NRMgQIAAAQIECBAgQIAAAQIECBAgQKDlAsLtljfQ8gkQIECAAAECBAgQIECAAAECBAgQIJCigHA7xa6rmQABAgQIECBAgAABAgQIECBAgAABAi0XEG63vIGWT4AAAQIECBAgQIAAAQIECBAgQIAAgRQFhNspdl3NBAgQIECAAAECBAgQIECAAAECBAgQaLmAcLvlDbR8AgQIECBAgAABAgQIECBAgAABAgQIpCgg3E6x62omQIAAAQIECBAgQIAAAQIECBAgQIBAywWE2y1voOUTIECAAAECBAgQIECAAAECBAgQIEAgRQHhdopdVzMBAgQIECBAgAABAgQIECBAgAABAgRaLiDcbnkDLZ8AAQIECBAgQIAAAQIECBAgQIAAAQIpCgi3U+y6mgkQIECAAAECBAgQIECAAAECBAgQINByAeF2yxto+QQIECBAgAABAgQIECBAgAABAgQIEEhRQLidYtfVTIAAAQIECBAgQIAAAQIECBAgQIAAgZYLCLdb3kDLJ0CAAAECBAgQIECAAAECBAgQIECAQIoCwu0Uu65mAgQIECBAgAABAgQIECBAgAABAgQItFxAuN3yBlo+AQIECBAgQIAAAQIECBAgQIAAAQIEUhQQbqfYdTUTIECAAAECBAgQIECAAAECBAgQIECg5QLC7ZY30PIJECBAgAABAgQIECBAgAABAgQIECCQooBwO8Wuq5kAAQIECBAgQIAAAQIECBAgQIAAAQItFxBut7yBlk+AAAECBAgQIECAAAECBAgQIECAAIEUBYTbKXZdzQQIECBAgAABAgQIECBAgAABAgQIEGi5gHC75Q20fAIECBAgQIAAAQIECBAgQIAAAQIECKQoINxOsetqJkCAAAECBAgQIECAAAECBAgQIECAQMsFhNstb6DlEyBAgAABAgQIECBAgAABAgQIECBAIEUB4XaKXVdzdAL/OPNqOHzxovDWI5ZEV5uCCBAgUETgpZ/+Ivzy26fD4kWHFRluDAECBKISeOPAbPjZz2fCUe94W1R1KYYAAQJFBV559fXw+hsHwtunjyg6hXEECDREQLjdkEZYBoEyAsLtMnrGEiAQo4BwO8auqokAgaICwu2icsYRIBCrgHA71s6qK0UB4XaKXVdzdALC7ehaqiACBEoKCLdLAhpOgEBUAsLtqNqpGAIEKhAQbleAaAoCDREQbjekEZZBoIyAcLuMnrEECMQoINyOsatqIkCgqIBwu6iccQQIxCog3I61s+pKUUC4nWLX1RydgHA7upYqiACBkgLC7ZKAhhMgEJWAcDuqdiqGAIEKBITbFSCagkBDBITbDWmEZRAoIyDcLqNnLAECMQoIt2PsqpoIECgqINwuKmccAQKxCgi3Y+2sulIUEG6n2HU1Rycg3I6upQoiQKCkgHC7JKDhBAhEJSDcjqqdiiFAoAIB4XYFiKYg0BAB4XZDGmEZBMoICLfL6BlLgECMAsLtGLuqJgIEigoIt4vKGUeAQKwCwu1YO6uuFAWE2yl2Xc3RCQi3o2upgggQKCkg3C4JaDgBAlEJCLejaqdiCBCoQEC4XQGiKQg0REC43ZBGWAaBMgLC7TJ6xhIgEKOAcDvGrqqJAIGiAsLtonLGESAQq4BwO9bOqitFAeF2il1Xc3QCwu3oWqogAgRKCgi3SwIaToBAVALC7ajaqRgCrRH4g93fbuxa9+8/EA7Mzoa3LFnc2DV+evWHGrs2CyPQJAHhdpO6YS0ECgoItwvCGUaAQLQCwu1oW6swAgQKCAi3C6AZQoBAaQHhdjlC4XY5P6PTERBup9NrlUYsINyOuLlKI0CgkIBwuxCbQQQIRCog3I60scoiQKCwwH997tHw3E9/Ei5970cKz2EgAQLNEBBuN6MPVkGglIBwuxSfwQQIRCgg3I6wqUoiQKCwgHC7MJ2BBAhEKiDcjrSxykpSQLidZNsVHZuAcDu2jqqHAIGyAsLtsoLGEyAQk4BwO6ZuqoUAgSoEhNtVKJqDQDMEhNvN6INVECglINwuxWcwAQIRCgi3I2yqkggQKCwg3C5MZyABApEKCLcjbayykhQQbifZdkXHJiDcjq2j6iFAoKyAcLusoPEECMQkINyOqZtqIUCgCgHhdhWK5iDQDAHhdjP6YBUESgkIt0vxGUyAQIQCwu0Im6okAgQKCwi3C9MZSIBApALC7Ugbq6wkBYTbSbZd0bEJCLdj66h6CBAoKyDcLitoPAECMQkIt2PqploIEKhCQLhdhaI5CDRDQLjdjD5YBYFSAsLtUnwGEyAQoYBwO8KmKokAgcICwu3CdAYSIBCpgHA70sYqK0mBWsLthx5+JNy2485wxfpLwpmnr5kDO9+fJdkBRROoQEC4XQGiKQgQiEpAuB1VOxVDgEBJAeF2SUDDCRCITkC4HV1LFZSwQC3h9tZbb++QXn3lZ/vSLvTnCfdD6QQKCQi3C7EZRIBACYEn9/59+E9PP1xihnqHvvb6/rDk8MPDYYfVe52is6866p1h3btPLzrcOAIECIwkINweicuLCRBIQEC4nUCTlZiMQOXh9gsv7gmbt9wUPvWJ8w65aztXze7e/vJX7g2bN10Tli9bmgy2QgnUJSDcrkvWvAQIDBLIwu0n9/xDY4G++oOHwnknnREWNTXdDkG43djdY2EE4hMQbsfXUxURIFBOQLhdzs9oAk0SqCXcvuHm7eGyiy8Mq1ed3LfW3U88Fe64a2e4/qoNwu0m7QZraa2AcLu1rbNwAgRqErjkP38u/O6ai8KvLXtnTVcwLQECBNojINxuT6+slACB8QgIt8fj7CoExiFQebg9MzMTtty4Laz98Nnz3rm964EHw6ZrLw/T09PjqNM1CEQtINyOur2KI0CggIBwuwCaIQQIRCsg3I62tQojQKCggHC7IJxhBBooUHm4ndV49z33heef//G8Z26vWHFMuOiCdQ0ksSQC7RMQbrevZ1ZMgEC9AsLten3NToBAuwSE2+3ql9USIFC/gHC7fmNXIDAugVrC7fzu7ayI7ruz899/6eWXnLc9rg67ThICwu0k2qxIAgRGEBBuj4DlpQQIRC8g3I6+xQokQGBEAeH2iGBeTqDBArWE23m92R3c996/a07555271h3bDd4QltZOAeF2O/tm1QQI1Ccg3K7P1swECLRPQLjdvp5ZMYGFBP72Z/893PFXc/OWhcb48zcFDszOhtnZEBYvOgxLQYEPH/++cNax7yk42jAC1QnUGm5Xt0wzESAwn4Bw2/4gQIDAXAHhth1BgACBNwWE23YDgfgEsnD7P3z3a2Hl0mPjK24MFb2xfzYcCLNhyeGLxnC1+C7xdz97IXz0hA8It+NrbSsrEm63sm0WTWCugHDbjiBAgIBw2x4gQIDAIAHhtr1BID6BPNz+n1asiq+4MVS0f/+BkN29/ZYli8dwtfgu8VcvPCvcjq+tra1IuN3a1lk4gTcFhNt2AwECBITb9gABAgSE2/YAgXQEhNvlei3cLucn3C7nZ3S1AsLtaj3NRmAiAsLtibC7KAECDRZwLEmDm2NpBAiMXcCd22Mnd0ECtQsIt8sRC7fL+Qm3y/kZXa2AcLtaT7MRmIiAcHsi7C5KgECDBYTbDW6OpREgMHYB4fbYyV2QQO0Cwu1yxMLtcn7C7XJ+RlcrkFS4ffc994Xnn/9xuPrKz85R3Hrr7eGR7z065/fOO3dtuOiCdZ3fy8bde/8/PYX4pHedEDZde3mYnp6uthNmI1BCQLhdAs9QAgSiFBBuR9lWRREgUFBAuF0QzjACDRYQbpdrjnC7nJ9wu5yf0dUKJBFuP/TwI+G2HXd25Na8/7S+4Xb2Z72hd/Z72dgvf+XesHnTNWH5sqUhC8IHvbba1piNwPACwu3hrbySAIE0BITbafRZlQQIDCcg3B7OyasItElAuF2uW8Ltcn7C7XJ+RlcrUGu4nQXBe1/6aedO5+zXlhu3haefeTZMTU2F6zauD6tXnVxtNQvMNt+d24MC66yGFSuOOXgXd2/YPdYCXIzAAAHhtq1BID6Bf/fwl8IPX3o+vsLGVNGB2dmw6LDDxnS1OC9z5/9yXZyFqYpAggLC7QSbruToBYTb5Vos3C7nJ9wu52d0tQK1hdsvvLgnbN5yU/jUJ84LZ56+pnMH9K4HHuwE3d//y8cO/u9xHu8x7LEk+ZEkMzMznUD+1FNWHgy3dz/xVOcu8CvWXzL2cL7a1pstJgHhdkzdVAuBfxLIwu0DB2bDsulfRlJA4LXX9oclSw4P8u0CeCGEP3/+b8IXP/a7xQYbRYBA4wSE241riQURKC0g3C5HKNwu5yfcLudndLUCtYbbN9y8PVx28YWdELj7OI8sIL7jrp3h+qs2dI76GNevQeF29/WztX3ulh3hst++MLzvvad2wu21Hz67E9Bnv3rD7Z//4tVxLd91CAwU2L//jc4diosWL6JEgEAkAjf+xR+G2QOz4aQjfzWSisZbxhsHDoRFixYF926P7r73lZ+F7/3kqbD9N/730QcbQYBAIwVmZ0N4ff/+8JYlhzdyfRZFgMDoAn//jz8JO/76j8L7/4fx/kT86Ctt5ojZ2dmQ/V/2edGv0QX+50QVAAAgAElEQVR2730ufOid7wsfPGb16IONOETg7W87gkoJgdrC7fyu5ywYXvnuEw+5i7v7HOsS6x9p6DDhdjZhfhTJuo+es+Cd26++9vpIa/BiAnUIvPLa/rBo0WHhLYcvrmN6cxIgMAGBG/7fuzvh9ruPPnYCV2//JV97fX9YcvjicJhbt0duZhZuP/LjJ8PnP3z1yGMNIECgmQLZUU379r0W3jbtH8/N7JBVERhd4O9+/pOw7dH7wr84ZuXog40I2Y0QB2ZDWOIGsUK74bEXnwsf+R/fF/7nFacUGm/QXIEj3rIESQmB2sLtbE35XdD79u07+CDH/LiSE084vu8DHEvUsuDQUcPtiy5YdzDozv539suZ2wsye8EEBBxLMgF0lyRQs0B+LMnKpcLtItSvvPJ6OOKIJY4lKYC3Z9/PHEtSwM0QAk0WcCxJk7tjbQSKCeTHkrz2hhvuighmP9EyGzyjpYhdPuaiX/v1cNax7ykzhbEEKhGoNdyuZIUVTtIv3M7C9q/v+na45NOf7Fyp99iR3jC7+3iVCpdmKgKlBITbpfgMJtBIAeF2ubYIt4v7CbeL2xlJoKkCwu2mdsa6CBQXyMNtN0IUM3xj/2w4EGbDksMdS1JE8O9+9kL46AkfEG4XwTOmcoEkwu0soM4eAtn9K3sgZHaOdn58ytPPPHvwj/M/y38jC8XvvX9X5z9PetcJnYdijvNBmJV33YTRCQi3o2upgggcfKCkf7AU2wzC7WJu2SjhdnE7Iwk0VUC43dTOWBeB4gIeKFncLhvpgZLl/DxQspyf0dUK1BpudwfHU1NT4bqN68Pxxx17yDnW1ZZkNgLpCQi30+u5iuMXcOd2uR4Lt4v7CbeL2xlJoKkCwu2mdsa6CBQXEG4XtxNul7PLRgu3yxuaoTqBWsPt7gczbt32+XD+uWvD6lUnd86t3vXAg+6Arq6PZkpcQLid+AZQfpQCwu1ybRVuF/cTbhe3M5JAUwWE203tjHURKC4g3C5uJ9wuZyfcLu9nhmoFagu3s7Osb7h5e7js4gs7d2t3h9vZudZ33LUzXH/VhrB82dJqKzIbgQQFhNsJNl3J0QsIt8u1WLhd3E+4XdzOSAJNFRBuN7Uz1kWguIBwu7idcLucnXC7vJ8ZqhWYSLjtzu1qm2g2AsJte4BAfALC7XI9FW4X9xNuF7czkkBTBYTbTe2MdREoLiDcLm4n3C5nJ9wu72eGagVqC7ezZWYPYnzs8SfDxg2Xhh1f+FLnWJLsTu3NW24KZ53xwXDRBeuqrcZsBBIVEG4n2nhlRy2Qh9vLpn856jrrKu611/aHJUsOD4cdVtcV4p73z5//m/DFj/1u3EWqjkBCAsLthJqt1GQEhNvlWu2BkuX8nLldzs/oagVqDbezpWZ3ad+24845q75i/SXhzNPXVFuJ2QgkLCDcTrj5So9WIAu3d7/4t9HWV3thsyEEwXZh5iWLFgu3C+sZSKB5AsLt5vXEigiUFRBulxMUbpfzE26X8zO6WoHaw+1ql2s2AgT6CQi37QsC8Qm4c7tcT925Xc7Pndvl/Iwm0DQB4XbTOmI9BMoLCLfLGQq3y/kJt8v5GV2tgHC7Wk+zEZiIgHB7IuwuSqBWAWdul+N15nZxP2duF7czkkBTBYTbTe2MdREoLiDcLm6XjRRul/MTbpfzM7paAeF2tZ5mIzARAeH2RNhdlECtAsLtcrzC7eJ+wu3idkYSaKqAcLupnbEuAsUFhNvF7YTb5eyy0cLt8oZmqE6g1nB7ZmYmbLlxW3j6mWfD1NRUuG7j+nD8ccd2fu/UU1Z6oGR1fTRT4gLC7cQ3gPKjFBBul2urcLu4n3C7uJ2RBJoqINxuamesi0BxAeF2cTvhdjk74XZ5PzNUK1BruL311tvDihXHhHUfPSds3fb5cP65a8PqVSd3HjK564EHw6ZrLw/T09PVVmQ2AgkKCLcTbLqSoxcQbpdrsXC7uJ9wu7idkQSaKiDcbmpnrItAcQHhdnE74XY5O+F2eT8zVCtQW7j9wot7wg03bw+XXXxh527t7nB79xNPhTvu2hmuv2pDWL5sabUVmY1AggLC7QSbruToBYTb5Vos3C7uJ9wubmckgaYKCLeb2hnrIlBcQLhd3E64Xc5OuF3ezwzVCkwk3HbndrVNNBsB4bY9QCA+AeF2uZ4Kt4v7CbeL2xlJoKkCwu2mdsa6CBQXEG4XtxNul7MTbpf3M0O1ArWF29ky777nvvDY40+GjRsuDTu+8KXOsSTZndqbt9wUzjrjg87crraXZktYQLidcPOVHq2AcLtca4Xbxf2E28XtjCTQVAHhdlM7Y10EigsIt4vbCbfL2Qm3y/uZoVqBWsPtbKnZXdq37bhzzqqvWH9JOPP0NdVWYjYCCQsItxNuvtKjFRBul2utcLu4n3C7uJ2RBJoqINxuamesi0BxAeF2cTvhdjk74XZ5PzNUK1B7uF3tcs1GgEA/AeG2fUEgPgHhdrmeCreL+wm3i9sZSaCpAsLtpnbGuggUFxBuF7cTbpezE26X9zNDtQK1hdvdD5RcverkaldtNgIE5ggIt20IAvEJCLfL9VS4XdxPuF3czkgCTRUQbje1M9ZFoLiAcLu4nXC7nJ1wu7yfGaoVEG5X62k2AhMREG5PhN1FCdQqINwuxyvcLu4n3C5uZySBpgoIt5vaGesiUFxAuF3cTrhdzk64Xd7PDNUK1BZuZ8vceuvtYc0HTnO+drU9MxuBQwSE2zYFgfgEhNvleircLu4n3C5uZySBpgoIt5vaGesiUFwgD7d/5ZeOKj5JwiMPvDEbDoTZcPjiRQkrFC/95VdnwkdP+EA469j3FJ/ESAIVCdQabu9+4qnw1ft3hasv/0yYnp6uaMmmIUCgV0C4bU8QiE9AuF2up8Lt4n7C7eJ2RhJoqoBwu6mdsS4CxQWycPsbz36v+ASJj9z/xhthdjaEJYcvTlyiePm/tvSdwu3ifEZWKFBbuJ2dub15y01hz96X+y536dFHhs2brgnLly2tsBxTEUhTQLidZt9VHbeAcLtcf4Xbxf2E28XtjCTQVAHhdlM7Y10ECExK4L8+92h47qc/CZe+9yOTWoLrEiBQkUBt4XZF6zMNAQJDCAi3h0DyEgItExBul2uYcLu4n3C7uJ2RBJoqINxuamesiwCBSQkItycl77oEqhcQbldvakYCYxcQbo+d3AUJ1C4g3C5HLNwu7ifcLm5nJIGmCgi3m9oZ6yJAYFICwu1JybsugeoFagu3FzqWJC/lvHPXhosuWFd9ZWYkkJCAcDuhZis1GQHhdrlWC7eL+wm3i9sZSaCpAsLtpnbGuggQmJSAcHtS8q5LoHqB2sLtbKlbb709rFhxzJzwemZmJmy5cVtY++Gzw/vee2rnf596ykoBd/W9NWNCAsLthJqt1GQEhNvlWi3cLu4n3C5uZySBpgoIt5vaGesiQGBSAsLtScm7LoHqBWoLt7M7t2+4eXu47OILw+pVJ89Z+d333Beef/7H4eorPxseeviRsOuBB8Omay8P09PT1VdoRgIJCAi3E2iyEpMTyMPt5AqvqOD9+98Ihx++uKLZ0pvmhy//KHzxY7+bXuEqJhCpgHA70sYqiwCBwgLC7cJ0BhJonMBEwu3uQPu5v/uHcMddO8P1V20Iy5ctbRyQBRFog4Bwuw1dskYCowlk4bZfxQV+sPdH4aSjfjUcdljxOVIf+Xun/5vUCdRPIBoB4XY0rVQIAQIVCQi3K4I0DYEGCNQWbncfP3Lm6WvmlNodbn//Lx8LX/7KvWHzpmuE2w3YEJbQTgHhdjv7ZtUECNQncMl//lz43TUXhV9b9s76LmJmAgQItERAuN2SRlkmAQJjExBuj43ahQjULlBbuJ2tPAux7/jiznDdxvUHjybJHzT5qU+cF7LQOzui5LHHn3QsSe2tdoGYBYTbMXdXbQQIFBEQbhdRM4YAgVgFhNuxdlZdBAgUFRBuF5UzjkDzBGoNt7Nydz/xVPjcLTvCvn37DlZ/xfpLOsG2XwQIVCMg3K7G0SwECMQjINyOp5cqIUCgvIBwu7yhGQgQiEtAuB1XP1WTtkDt4XbavKonMB4B4fZ4nF2FAIH2CAi329MrKyVAoH4B4Xb9xq5AgEC7BITb7eqX1RKYT0C4bX8QiEBAuB1BE5VAgEClAsLtSjlNRoBAywWE2y1voOUTIFC5gHC7clITEpiYQK3hdv5QyaefeTZMTU11zt4+/rhjw5Ybt4VTT1kZLrpg3cQKd2ECMQkIt2PqploIEKhCQLhdhaI5CBCIRUC4HUsn1UGAQFUCwu2qJM1DYPICtYbbW2+9PaxYcUxY99FzwtZtnw/nn7u282DJ7EGTux540EMkJ99/K4hEQLgdSSOVQYBAZQLC7cooTUSAQAQCwu0ImqgEAgQqFRBuV8ppMgITFagt3H7hxT3hhpu3h8suvrBzt3Z3uJ09ZPKOu3aG66/aEJYvWzpRABcnEIOAcDuGLqqBAIEqBYTbVWqaiwCBtgsIt9veQesnQKBqAeF21aLmIzA5gYmE2+7cnlzDXTlOAeF2nH1VFQECxQWE28XtjCRAID4B4XZ8PVURAQLlBITb5fyMJtAkgdrC7azIu++5Lzz2+JNh44ZLw44vfKlzLEl2p/bmLTeFs874oDO3m7QTrKXVAsLtVrfP4gkQqEFAuF0DqikJEGitgHC7ta2zcAIEahIQbtcEa1oCExCoNdzO6snu0r5tx51zSrti/SXhzNPXTKBclyQQp4BwO86+qooAgeICwu3idkYSIBCfgHA7vp6qiACBcgLC7XJ+RhNokkDt4XaTirUWArEKCLdj7ay6CBAoKiDcLipnHAECMQoIt2PsqpoIECgjINwuo2csgWYJCLeb1Q+rIVBIQLhdiM0gAgQiFhBuR9xcpREgMLKAcHtkMgMIEIhcQLgdeYOVl5RApeH2Cy/u6ZynvWfvywsiLj36yLB50zWdM7j9IkCgnIBwu5yf0QQIxCcg3I6vpyoiQKC4gHC7uJ2RBAjEKSDcjrOvqkpToNJwu5dw6623hxUrjpnz4MiZmZmw5cZtYe2Hz3budpp7TtU1CAi3a0A1JQECrRYQbre6fRZPgEDFAsLtikFNR4BA6wWE261voQIIHBSoLdzO7uK+4ebt4bKLLwyrV508hzx7yOSuBx4Mm669PExPT2sHAQIlBYTbJQENJ0AgOgHhdnQtVRABAiUEhNsl8AwlQCBKAeF2lG1VVKICEwm3dz/xVLjjrp3h+qs2OJYk0Y2n7GoFhNvVepqNAIH2Cwi3299DFRAgUJ2AcLs6SzMRIDC8wJ/8w18P/+Ixv/L1/W+E5376k/Dupb8y5isPf7mzjn3P8C/2SgIJC9QWbufHj5x6yso5x5Jk1tmd21/+yr3O3E544ym9WgHhdrWeZiNAoP0Cwu3291AFBAhUJyDcrs7STAQIDC/wB7u/PfyLx/zK/fsPhAOzs+EtSxaP+crDX+7Tqz80/Iu9kkDCArWF23mIfccXd4brNq4/eDRJ/tDJs8744CGhd8J9UDqBUgLC7VJ8BhMgEKGAcDvCpiqJAIHCAsLtwnQGEiAQqcArr74eXn/jQHj79BGRVqgsAukI1BpuZ4x5mL1n78sHVa9Yf4mHSaazx1Q6BgHh9hiQXYIAgVYJCLdb1S6LJUCgZgHhds3ApidAoHUCwu3WtcyCCQwUqD3cZk+AQP0Cwu36jV2BAIF2CQi329UvqyVAoF4B4Xa9vmYnQKB9AsLt9vXMigkMEhBu2xsEIhAQbkfQRCUQIFCpgHC7Uk6TESDQcgHhdssbaPkECFQuINyunNSEBCYmINyeGL0LE6hOQLhdnaWZCBCIQ0C4HUcfVUGAQDUCwu1qHM1CgEA8AsLteHqpEgLCbXuAQAQCwu0ImqgEAgQqFRBuV8ppMgIEWi4g3G55Ay2fAIHKBYTblZOakMDEBITbE6N3YQLVCQi3q7M0EwECcQgIt+PooyoIEKhGQLhdjaNZCBCIR0C4HU8vVUJAuG0PEIhAQLgdQROVQIBApQLC7Uo5TUaAQMsFhNstb6DlEyBQuYBwu3JSExKYmECt4fYLL+4Jm7fcFPbsffmQApcefWTYvOmasHzZ0okV78IEYhEQbsfSSXUQIFCVgHC7KknzECAQg4BwO4YuqoEAgSoFhNtVapqLwGQFag23t956e6e6q6/87GSr/P+vfvc994Xnn//xIevpDeGvWH9JOPP0NQfXnI279/5dnf8+6V0nhE3XXh6mp6cbUZNFEMgEhNv2AQECBOYKCLftCAIECLwpINy2GwgQIDBXQLhtRxCIR6C2cDsLjG+4eXu47OILw+pVJ09U7KGHHwm37bizs4Y17z9tTrg9MzMTtty4LZx6yspw0QXrwu4nnuq8Ngu4s3VnY7/8lXsP3mXetMB+orAu3hgB4XZjWmEhBAg0REC43ZBGWAYBAo0QEG43og0WQYBAgwSE2w1qhqUQKCmQRLidG/W7czsLs++4a2e4/qoNnSNSesPuLMxeseKYTvCd/eoNu0v6G06gEgHhdiWMJiFAICIB4XZEzVQKAQKlBYTbpQlNQIBAZALC7cgaqpykBWoLtzPV3mB40tL9wu1+YXV+d/bvXPbpOXd1Z+vvvbN70jW5PoFMQLhtHxAgQGCugHDbjiBAgMCbAsJtu4EAAQJzBYTbdgSBeARqDbezIPir9+8KV1/+mUacUT0o3N71wINzztHuDbfXfvjsg2dw94bbr762P57doJLWCmR/MS9etCgsWbK4tTVYOAECBKoUWP+tm8PV7/9XYeVR76xyWnMRIECglQIHZmfDvn2vhrdNv7WV67doAgQIVC3w+utvhP0HDoSpI5ZUPbX5CIwscMRbDh95jAFvCtQWbvc+pLEXfenRRx48x3pcDanjzu2f/+KVcS3fdQgMFNj/xoFw2GGhE3D7RYAAAQIhXPngreF/e+/54d1H/ioOAgQIJC8wOxvC6/vfCG9xI0TyewEAAQL/JPDGgQMhe288fLF/Q9sTkxd4+9t887lMF2oLt8ssqq6xztyuS9a8kxZwLMmkO+D6BAg0TcCxJE3riPUQIDBJAceSTFLftQkQaKKAY0ma2BVrIlBMIPlwu/cBkr3HjvSeyZ0fWXL1lZ8tJm4UgRoEhNs1oJqSAIFWCwi3W90+iydAoGIB4XbFoKYjQKD1AsLt1rdQAQQOCiQRbmcB9W077pzT9ivWX3LwHO3eI1S6/ywblN3xfe/9uzrjT3rXCXPO57aXCDRBQLjdhC5YAwECTRIQbjepG9ZCgMCkBYTbk+6A6xMg0DQB4XbTOmI9BIoLVB5u50Hxb37o18M3vv3HYc/el/uubhJnbhdnMpJAswWE283uj9URIDB+AeH2+M1dkQCB5goIt5vbGysjQGAyAsLtybi7KoE6BCoPt+tYpDkJEJhfQLhthxAgQGCugHDbjiBAgMCbAsJtu4EAAQJzBYTbdgSBeASE2/H0UiUJCwi3E26+0gkQ6Csg3LYxCBAgINy2BwgQIDBIQLhtbxCIR0C4HU8vVZKwgHA74eYrnQAB4bY9QIAAgQUE3LltixAgQGCugHDbjiAQj4BwO55eqiRhAeF2ws1XOgECwm17gAABAsJte4AAAQIjCQi3R+LyYgKNFhBuN7o9FkdgOAHh9nBOXkWAQDoCjiVJp9cqJUBgYQF3bi9s5BUECKQlINxOq9+qjVtAuB13f1WXiIBwO5FGK5MAgaEFhNtDU3khAQIJCAi3E2iyEgkQGElAuD0SlxcTaLSAcLvR7bE4AsMJCLeHc/IqAgTSERBup9NrlRIgsLCAcHthI68gQCAtAeF2Wv1WbdwCtYbbMzMzYcuN28LTzzwbpqamwnUb14fjjzu283unnrIyXHTBurh1VUdgTALC7TFBuwwBAq0REG63plUWSoDAGASE22NAdgkCBFolINxuVbsslsC8ArWG21tvvT2sWHFMWPfRc8LWbZ8P55+7NqxedXJ46OFHwq4HHgybrr08TE9PaxEBAiUFhNslAQ0nQCA6AeF2dC1VEAECJQSE2yXwDCVAIEoB4XaUbVVUogK1hdsvvLgn3HDz9nDZxRd27tbuDrd3P/FUuOOuneH6qzaE5cuWJkqvbALVCQi3q7M0EwECcQgIt+PooyoIEKhGQLhdjaNZCBCIR0C4HU8vVUJgIuG2O7dtPALVCgi3q/U0GwEC7RcQbre/hyogQKA6AeF2dZZmIkAgDgHhdhx9VAWBTKC2cDub/O577guPPf5k2Ljh0rDjC1/qHEuS3am9ectN4awzPujMbXuQQEUCwu2KIE1DgEA0AsLtaFqpEAIEKhAQbleAaAoCBKISEG5H1U7FJC5Qa7id2WZ3ad+24845zFesvyScefqaxOmVT6A6AeF2dZZmIkAgDgHhdhx9VAUBAtUICLercTQLAQLxCAi34+mlSgjUHm4jJkCgfgHhdv3GrkCAQLsEhNvt6pfVEiBQr4Bwu15fsxMg0D4B4Xb7embFBAYJ1BZudz9QcvWqk3WAAIEaBYTbNeKamgCBvgJP7v378OSef2iszld/8FA476QzwqLDDmvsGte9+/TGrs3CCBCIS0C4HVc/VUOAQHkB4XZ5QzMQaIqAcLspnbAOAiUEhNsl8AwlQKCQQBZu/6enHy40dhyDXnt9f1hy+OGhqdn2qqPeGYTb49gJrkGAQCYg3LYPCBAgMFdAuG1HEIhHoLZwOyPaeuvtYc0HTnO+djz7RSUNFRBuN7QxlkWAwMQEXvrpL8Ivv306LF7U3Du3J4bjwgQIJCcg3E6u5QomQGABAeG2LUIgHoFaw+3dTzwVvnr/rnD15Z8J09PT8aiphEDDBITbDWuI5RAgMHEB4fbEW2ABBAg0SEC43aBmWAoBAo0QEG43og0WQaASgdrC7ezM7c1bbgp79r7cd6FLjz4ybN50TVi+bGklhZiEQMoCwu2Uu692AgT6CQi37QsCBAi8KSDcthsIECAwV0C4bUcQiEegtnA7HiKVEGi+gHC7+T2yQgIExisg3B6vt6sRINBsAeF2s/tjdQQIjF9AuD1+c1ckUJeAcLsuWfMSGKOAcHuM2C5FgEArBITbrWiTRRIgMCYB4faYoF2GAIHWCAi3W9MqCyWwoEBt4bZjSRa09wIClQkItyujNBEBApEICLcjaaQyCBCoREC4XQmjSQgQiEhAuB1RM5WSvEBt4fYg2ZmZmbB12+fD+eeuDatXnZx8AwAQqEJAuF2FojkIEIhJQLgdUzfVQoBAWQHhdllB4wkQiE1AuB1bR9WTssDYw+0M++577gvPP//jcPWVn03ZXu0EKhMQbldGaSICBCIREG5H0khlECBQiYBwuxJGkxAgEJGAcDuiZioleYGJhNu7n3gq3HHXznD9VRvC8mVLk28CAAJlBYTbZQWNJ0AgNgHhdmwdVQ8BAmUEhNtl9IwlQCBGAeF2jF1VU6oCwu1UO6/uqASE21G1UzEECFQgINyuANEUBAhEIyDcjqaVCiFAoCIB4XZFkKYh0ACBiYTbW2+9vVO6Y0kasAMsIQoB4XYUbVQEAQIVCgi3K8Q0FQECrRcQbre+hQogQKBiAeF2xaCmIzBBgdrC7Rde3BM2b7kp7Nn78iHlnfSuE8Kmay8P09PTEyzdpQnEIyDcjqeXKiFAoBoB4XY1jmYhQCAOAeF2HH1UBQEC1QkIt6uzNBOBSQvUFm5PujDXJ5CSgHA7pW6rlQCBYQSE28MoeQ0BAqkICLdT6bQ6CRAYVkC4PayU1xFovkBt4XZ25/YNN28Pl118YVi96uQ5Eg89/EjY9cCD7t5u/v6wwpYICLdb0ijLJEBgbALC7bFRuxABAi0QEG63oEmWSIDAWAWE22PldjECtQpMJNze/cRT4Y67dobrr9oQli9bWmuBJieQgoBwO4Uuq5EAgVEEhNujaHktAQJVCPzw5eermKaWOQ4cmA3/OPNK+OVfmqpl/qomPfHIFVVNZR4CBAjMKyDctkEIxCMwkXD77nvuC489/qQ7t+PZRyqZsIBwe8INcHkCBBonINxuXEssiED0At987rvhm89+v5F1zoYQDrxxICxevKiR68sW9W//+ceDcLux7bEwAtEJCLeja6mCEhaoPNzO7sr+3C07wr59+wayTk1Nhes2rj/kuJKE+6B0AqUEhNul+AwmQCBCAeF2hE1VEgEChQV+sPdHYfv37w83n/M7hecwkAABAjEJCLdj6qZaUheoPNzOQec7czt1dPUTqFpAuF21qPkIEGi7gHC77R20fgIEqhQQblepaS4CBGIQEG7H0EU1EPgngdrCbcAECIxPQLg9PmtXIkCgHQLC7Xb0ySoJEBiPgHB7PM6uQoBAewSE2+3plZUSWEhAuL2QkD8n0AIB4XYLmmSJBAiMVUC4PVZuFyNAoOECwu2GN8jyCBAYu4Bwe+zkLkigNoFaw+35zt9eevSRYfOma8LyZUtrK87EBFIREG6n0ml1EiAwrIBwe1gpryNAIAUB4XYKXVYjAQKjCAi3R9HyWgLNFqgt3J6ZmQlbbtwWTj1lZfhnp6wKX71/V7j68s+E6enpsPXW28OaD5wWzjx9TbN1rI5Al8D/9dCdjfV4443ZcNhhISxadFhj1/jvz7yksWuzMAIE4hMQbsfXUxURIFBcQLhd3M5IAgTiFBBux9lXVaUpUFu43f1AyYz2jrt2huuv2tC5U/uhhx8Jux54MGy69vJO2O0XgcdeeK7xCL/X4HC76XinLD8+XLTy15u+zHDq8uMbv0YLJEBgOAHh9nBOXkWgTQLffO67bVpuo9Z64EAI33jmu+GjJ32gUetq22I+cjy/tvXMegkMEhBu2xsE4hEYS7idBdq3bP/9sHHDpZ1wOzuupDvsjodTJUUF7v6b74SdTzxYdLhxBEoL/LszLxFul1Y0AYHmCAi3m9MLKyFQlcDlD9wapr/bsNUAACAASURBVA4/oqrpkppnNoRw4I0DYfHiRUnVXWWxK35pabj6X1xQ5ZTmIkBgggLC7QniuzSBigVqC7e7jyW56IJ1naNIVqw4JmT/++577guPPf6kO7crbmabp9v5N38c7n7ij9tcgrW3XEC43fIGWj6BHgHhti1BID6BLNzet/+1+AobU0Wzs9kxds09wm5MDIUvc+qy44XbhfUMJNA8AeF283piRQSKCtQWbvcuKDumZPOWm8KevS+HqampcN3G9WH1qpOLrtu4yATacCxJk8m/tPs74ZSjjwunHXNik5fZ+LU5lqTxLbJAAkMLCLeHpvJCAq0RyMLtFW/3MPpCDZsN4fX9b4QlSxYXGm5QCFOLjxBu2wgEIhIQbkfUTKUkLzC2cDt5aQAEahT4Px/8Qifc/vR7PlTjVUxNgACB9ggIt9vTKyslMKzAf/yLPxr2pV7XIzAbZsMP9vwonLz0WDYlBP7tP/94idGGEiDQJAHhdpO6YS0EygnUFm53P1DSHdrlmmQ0gYUEhNsLCflzAgRSExBup9Zx9RIgMJ/AD/b+KGz//v3h5nN+BxQBAgQIhBCE27YBgXgEhNvx9FIlCQsItxNuvtIJEOgrINy2MQgQIPCmgHDbbiBAgMBcAeG2HUEgHoHawu2MKHuI5JoPnBbOPH1NPGIqIdBAAeF2A5tiSQQITFRAuD1RfhcnQKBhAsLthjXEcggQmLiAcHviLbAAApUJ1Bpu737iqfDV+3eFqy//TJienq5s0SYiQGCugHDbjiBAgMBcAeG2HUGAAIE3BYTbdgMBAgTmCgi37QgC8QjUFm5nZ25v3nJT2LP35b5aS48+MmzedE1YvswTz+PZTiqZlIBwe1LyrkuAQFMFhNtN7Yx1ESAwCQHh9iTUXZMAgSYLCLeb3B1rIzCaQG3h9mjL8GoCBMoICLfL6BlLgECMAsLtGLuqJgIEigoIt4vKGUeAQKwCwu1YO6uuFAWE2yl2Xc3RCQi3o2upgggQKCkg3C4JaDgBAlEJCLejaqdiCBCoQEC4XQGiKQg0RKDWcHtmZiZsuXFbePqZZ8PU1FS4buP6cPxxx3Z+79RTVoaLLljXEAbLINBuAeF2u/tn9QQIVC8g3K7e1IwECLRXQLjd3t5ZOQEC9QgIt+txNSuBSQjUGm5vvfX2sGLFMWHdR88JW7d9Ppx/7tqwetXJ4aGHHwm7HngwbLr2cg+anETXXTM6AeF2dC1VEAECJQWE2yUBDSdAICoB4XZU7VQMAQIVCAi3K0A0BYGGCNQWbmcPlLzh5u3hsosv7Nyt3R1u737iqXDHXTvD9Vdt8EDJhmwEy2i3gHC73f2zegIEqhcQbldvakYCBNorINxub++snACBegSE2/W4mpXAJAQmEm67c3sSrXbNmAWE2zF3V20ECBQREG4XUTOGAIFYBYTbsXZWXQQIFBUQbheVM45A8wRqC7ezUu++577w2ONPho0bLg07vvClzrEky5ctDZu33BTOOuODjTlzOzs+5ZHvPTqnO+edu/bg+rI67r1/V+fPT3rXCY5Tad4+Tn5Fwu3ktwAAAgR6BITbtgQBAgTeFBBu2w0ECBCYKyDctiMIxCNQa7idMWV3ad+24845YlesvyScefqaxihm4Xb26+orP3vImrL1f/kr94bNm67pBPPzvbYxBVlIcgLC7eRarmACBBYQEG7bIgQIEBBu2wMECBAYJCDctjcIxCNQe7jdBqr5Auv8oZgXXbCuU0pv2N2G+qwxfgHhdvw9ViEBAqMJCLdH8/JqAgTiFnDndtz9VR0BAqMLCLdHNzOCQFMFhNshdO7G7j6WJD+SZGZmJmy5cVs49ZSVB48oyR6Gmd2Jnt19vnrVyU3tq3UlJiDcTqzhyiVAYEEB4faCRF5AgEBCAsLthJqtVAIEhhIQbg/F5EUEWiFQe7jdfV51JjI1NRWu27i+scFwFl5/7pYd4bLfvjC8772ndsLttR8+++AxKr3h9p6X/7EVjbbIuAU+9+jOsPIdx4Z1J5wRd6GqI0CAwJACsyGEw4Z8rZcRIEAgdoG//fl/D1988pvh9z5wceylqo8AAQIECLROYOmRv9S6NTdpwbWG21mw/Sd/+mcHz6vOCu8Oj5t07nZ3U/KjSNZ99JwF79yezf717BeBCQts+n++EE45+rjwb0790IRX4vIECBBohsDLP/1FePvbp8PiRSLuZnTEKggQmKRAduf2f/yL+8PWD/3OJJfh2gQIEGiMgDu3G9MKC8luyvFPllL7oLZw+4UX94TNW24Kn/rEeYc8PDI7t3rXAw+GTddeHqanp0sVUMfg7nO2nbldh7A5qxZwLEnVouYjQKDtAo4laXsHrZ8AgSoFHEtSpaa5CBCIQUC4HUMX1UDgnwRqDbdvuHl7uOziCw85giS7e/uOu3aG66/aEJYvWzrRXmQh/Nd3fTtc8ulPdtbRe+xI7wMk53v45EQLcfGkBYTbSbdf8QQI9BEQbtsWBAgQeFNAuG03ECBAYK6AcNuOIBCPQG3hdv4wxu7zqnO2JoXb+TqffubZg13NHhbZfWRK97nhJ73rhMbecR7PtlTJqALC7VHFvJ4AgdgFhNuxd1h9BAiMIiDcHkXLawkQSEFAuJ1Cl9WYikBt4XYGOOj4kSwsfv75H4err/xsKs7qJFCrgHC7Vl6TEyDQQgHhdgubZskECNQmINyujdbEBAi0VEC43dLGWTaBPgK1hdv5mdt79r68IPzSo4+c89DJBQd4AQECcwSE2zYEAQIE5goIt+0IAgQIvCkg3LYbCBAgMFdAuG1HEIhHoLZwOx4ilRBovoBwu/k9skICBMYrINwer7erESDQbAHhdrP7Y3UECIxfQLg9fnNXJFCXgHC7LlnzEhijgHB7jNguRYBAKwSE261ok0USIDAmAeH2mKBdhgCB1ggIt1vTKgslsKCAcHtBIi8g0HwB4Xbze2SFBAiMV0C4PV5vVyNAoNkCwu1m98fqCBAYv4Bwe/zmrkigLoFaw+3dTzwVPnfLjrBv375D1u+c7bpaat4UBYTbKXZdzQQIzCcg3LY/CBAg8KaAcNtuIECAwFwB4bYdQSAegdrC7ZmZmbDlxm3h1FNWhosuWBePmEoINFBAuN3AplgSAQITFRBuT5TfxQkQaJiAcLthDbEcAgQmLiDcnngLLIBAZQK1hdsvvLgn3HDz9nDZxReG1atOrmzBJiJA4FAB4bZdQYAAgbkCwm07ggABAm8KCLftBgIECMwVEG7bEQTiEagt3M7v3F774bPDmaeviUdMJQQaKCDcbmBTLIkAgYkKCLcnyu/iBAg0TEC43bCGWA4BAhMXEG5PvAUWQKAygdrC7WyFd99zX3js8SfDpmsvD9PT05Ut2kQECMwVEG7bEQQIEJgrINy2IwgQIPCmgHDbbiBAgMBcAeG2HUEgHoFaw20PlIxno6ik2QLC7Wb3x+oIEBi/gHB7/OauSIBAcwWE283tjZURIDAZAeH2ZNxdlUAdArWF2x4oWUe7zEmgv4Bw284gQIDAXAHhth1BgACBNwWE23YDAQIE5goIt+0IAvEI1BZue6BkPJtEJc0XEG43v0dWSIDAeAWE2+P1djUCBJotINxudn+sjgCB8QsIt8dv7ooE6hKoLdz2QMm6WmZeAocKCLftCgIECMwVEG7bEQQIEHhTQLhtNxAgQGCugHDbjiAQj0Bt4XZG5IGS8WwUlTRbQLjd7P5YHQEC4xcQbo/f3BUJEGiugHC7ub2xMgIEJiMg3J6Mu6sSqEOgtnA7O5Zk85abwp69L/dd99KjjwybN10Tli9bWkdd5iSQlIBwO6l2K5YAgSEEhNtDIHkJAQLJCAi3k2m1QgkQGFJAuD0klJcRaIFAbeF2C2q3RALRCAi3o2mlQggQqEhAuF0RpGkIEIhCQLgdRRsVQYBAhQLC7QoxTUVgwgLC7Qk3wOUJVCEg3K5C0RwECMQkINyOqZtqIUCgrIBwu6yg8QQIxCYg3I6to+pJWaDWcDt/qOTTzzwbpqamwnUb14fjjzs2bLlxWzj1lJXhogvWpWyvdgKVCQi3K6M0EQECkQgItyNppDIIEKhEQLhdCaNJCBCISEC4HVEzlZK8QK3h9tZbbw8rVhwT1n30nLB12+fD+eeuDatXnRweeviRsOuBB8Omay8P09PTyTcBAIGyAsLtsoLGEyAQm4BwO7aOqocAgTICwu0yesYSIBCjgHA7xq6qKVWB2sLt7IGSN9y8PVx28YWdu7W7w+3dTzwV7rhrZ7j+qg0eKJnqzlN3pQLC7Uo5TUaAQAQCwu0ImqgEAgQqExBuV0ZpIgIEIhEQbkfSSGUQCCFMJNx257a9R6BaAeF2tZ5mI0Cg/QLC7fb3UAUECFQnINyuztJMBAjEISDcjqOPqiCQCdQWbmeT333PfeGxx58MGzdcGnZ84UudY0mWL1saNm+5KZx1xgeduW0PEqhIQLhdEaRpCBCIRkC4HU0rFUKAQAUCwu0KEE1BgEBUAsLtqNqpmMQFKg+3u48jyc/Xvm3HnXOYr1h/STjz9DWJ0yufQHUCwu3qLM1EgEAcAsLtOPqoCgIEqhEQblfjaBYCBOIREG7H00uVEKg93EZMgED9AsLt+o1dgQCBdgkIt9vVL6slQKBeAeF2vb5mJ0CgfQLC7fb1zIoJDBIQbtsbBIYUeOyF54Z85fhf9qXd3wmnHH1cOO2YE8d/8SGveOry44d8pZcRIECgvIBwu7yhGQgQiEdAuB1PL1VCgEA1AsLtahzNQqAJAsLtJnTBGloh8Ftf29yKdTZxkacsPz78+zMvaeLSrIkAgUgFhNuRNlZZBAgUEhBuF2IziACBiAWE2xE3V2nJCdQSbmcPjNyz9+V5MZcefWTYvOmazgMm/SJAoJzAP868Gg5fvCi89Ygl5SYymgABApEICLcjaaQyCBCoREC4XQmjSQgQiEhAuB1RM5WSvEAt4fYNN28Pl118YcgeKOkXAQL1Cwi36zd2BQIE2iUg3G5Xv6yWAIF6BYTb9fqanQCB9gkIt9vXMysmMEhAuG1vEIhAQLgdQROVQIBApQLC7Uo5TUaAQMsFhNstb6DlEyBQuYBwu3JSExKYmIBwe2L0LkygOgHhdnWWZiJAIA4B4XYcfVQFAQLVCAi3q3E0CwEC8QgIt+PppUoICLftAQIRCAi3I2iiEggQqFRAuF0pp8kIEGi5gHC75Q20fAIEKhcQbldOakICExOoPNyeWCUuTCBhAeF2ws1XOgECfQWE2zYGAQIE3hQQbtsNBAgQmCsg3LYjCMQjINyOp5cqSVhAuJ1w85VOgIBw2x4gQIDAAgLCbVuEAAECwm17gECsAsLtWDurrqQEhNtJtVuxBAgMIeDO7SGQvIQAgWQEhNvJtFqhBAgMKeDO7SGhvIxACwSE2y1okiUSWEhAuL2QkD8nQCA1AeF2ah1XLwEC8wkIt+0PAgQIzBUQbtsRBOIREG7H00uVJCwg3E64+UonQKCvgHDbxiBAgMCbAsJtu4EAAQLCbXuAQKwCwu1YO6uupASE20m1W7EECAwhINweAslLCBBIRkC4nUyrFUqAwJAC7tweEsrLCLRAQLjdgiZZIoGFBITbCwn5cwIEUhMQbqfWcfUSIDCfgHDb/iBAgMBcAeG2HUEgHgHhdjy9VEnCAsLthJuvdAIE+goIt20MAgTGLfDN574bfvjSj8d92aGuNxtmww/2/CicvPTYoV4/iRd95IT3hROPXDGJS7smAQIJCgi3E2y6kqMVEG5H21qFpSQg3E6p22olQGAYAeH2MEpeQ4BAlQJND7dfe21/OOItS6osudK5hNuVcpqMAIEFBITbtgiBeASE2/H0UiUJCwi3E26+0gkQ6Csg3LYxCBAg8KbAGwdmw89+PhOOesfbsBAgQIBACEG4bRsQiEdAuB1PL1WSsIBwO+HmK50AAeG2PUCAAIEFBITbtggBAgTmCgi37QgC8QgIt+PppUoSFhBuJ9x8pRMgINy2BwgQICDctgcIECAwkoBweyQuLybQaAHhdqPbY3EEhhMQbg/n5FUECKQj4FiSdHqtUgIEFhZw5/bCRl5BgEBaAsLttPqt2rgFhNtx91d1iQgItxNptDIJEBhaQLg9NJUXEiCQgIBwO4EmK5EAgZEEhNsjcXkxgUYLCLcb3R6LIzCcgHB7OCevIkAgHQHhdjq9VikBAgsLCLcXNvIKAgTSEhBup9Vv1cYtINyOu7+qS0RAuJ1Io5VJgMDQAsLtoam8kACBBASE2wk0WYkECIwkINweicuLCTRaQLjd6PZYHIHhBITbwzl5FQEC6QgIt9PptUoJEFhYQLi9sJFXECCQloBwO61+qzZuAeF23P1VXSICwu1EGq1MAgSGFhBuD03lhQQIJCAg3E6gyUokQGAkAeH2SFxeTKDRAsLtRrfH4ggMJyDcHs7JqwgQSEdAuJ1Or1VKgMDCAsLthY28ggCBtASE22n1W7VxCwi34+6v6ggQIECAAAECBAgQIECAAAECBAgQIBClgHA7yrYqigABAgQIECBAgAABAgQIECBAgAABAnELCLfj7q/qCBAgQIAAAQIECBAgQIAAAQIECBAgEKWAcDvKtiqKwKECMzMzYcuN2zp/sOnay8P09PTYmLbeenv44bPPhc2brgnLly0d23VdiACBZgvsfuKpcNuOO8MV6y8Jq1edPO9iX3hxT9i85abwqU+cF848fc1QhU3yfe/ue+4L3/jWg+G6jesXrG2oYryIAAECNQtM8j0zK83nxZobbHoCLRSI+bOi970WbkhLbqyAcLuxrbGwSQrkIcqevS/3XcZ5564NF12wbpJLHPnaWdDy/PM/Dldf+dkw6ENC/o+atR8+O6x894mdIKnbYGpqqm9Q08/rpHedMCdEz/7BsmLFMa1zGxnaAAKJCmTvMffev6tv9UuPPrLvN7fq/gdL9/te/v526ikrD3kfyl938acuqPR9r/v6iW4LZROIViD2z4pZ4/IaZ/a9OufzX/d7Wz8Hnxej3fYKI1BKoOmfFb3vlWqvwQQmKiDcnii/i7dBoMjdgk2rK6vhhpu3h8suvrBzB+GgkCcLmu64a2e4/qoNnRJ675J86OFHDt5lmd852e/3srHZh5fsV/5NgGwNt2z//bBxw6Xu3m7aBrEeAhULZF//jz3+ZKU/JTLqe3Hv+17+vtS7rn7f1Ou+O7zM+14299Ztnw/nn7vW3dsV7zHTEWiSwKjvT01ae76Wfu+Z+e8ddeQ7wvRb39q5QSJ/L81vmOhXe5n3TZ8Xm7g7rIlA9QJN/azofa/6XpuRwDgEhNvjUHaNVgv0+9CehcCfu2VH2LdvX6e2Ne8/bc4H/vzuxe67l3vvUOwOVLKgOP8L/q1TR4THHn/i4Jz5PxCy63TfCdN7p0z2Y/2DflQ/m2PXAw/OCZr6faDodydO7xEA2Vxf/sq9nbsw3zY91TnqpN+dkP2ant29veYDpw19pECrN47FE0hYoN/7S/b1/8j3Hu2o5O9l2f/uPpYke83MK6+EV/a9Gp5+5tm+73n5e1L+HnjiCccffP/tJu/3vtfvTvGFvqmXzVnmfa/3G30JbwulE4hWoN9nxd7Pab2fCfPPkf0+23V/9ur+ybdBnxV7r5X/hGH+WTN7P81+zfeTh/3eM/OQ57c+/pvha3/0jYM3Sfi8GO1WVhiBsQkU/azY+z6YLTj/d3Dve3GRz4re98a2BVyIQKUCwu1KOU0Wo0DvX5K9oXT23zu/en+48Pxzw/f/8rGDwW92tnT2D5K9L/20Eyo/93f/MCfE6RduZ6F4d0id/UPjji/uPPijoFkIs++VV8Nxx67o3FV91hkf7NwZ3R3O9DvTul+4slDYPugupO7fP/qoI4c+LzfbG35EP8avEDUROFSg9x8svaFJ9t/Zr973kOw98693P3nwPa97nl/M7Dv40yTve++pnW+sZUcoDfqmXr/3vX4/tTJMSFPmfa9fYGTPECAQl0C/z0y9x7Hd+Qd/GD629kOdwrt/Mq77s172Ga73p+Z6w+3ez4r5tfPPhNn73Le+81A45zfO7LxPHn3UOzrfAOx3Z3Z3F/q9Z3aP+avHnzh4vF3d75s+L8b19aEaAv0Ein5WzI82yf/N3H0DQvf7a9HPit737FcC7RQQbrezb1Y9RoFB3wHO/xHRvZTsHyDZr/zHNrsD5Oz3u+9QHHTndvfDHnvny6/V/Zd49g+h3rl6eQbdMd39D6begHxQuN19rSyYyo8xydYx6M6h7nU/8t1H+95lOcaWuhQBAjUL9P6DJfvvP/nTPzvk3O3eb7L1vud1B8N5uH3ex9eGBx/68wV/YmTQ+173nBlDd0hex/teVuNX798Vrr78M2N9kG/NLTY9AQJdAoNuhMiD5W6sQZ/hsp+C+9DZZywYbvcerdQ7X36tfj+pMt/zT/q9Z3aHPNnnvPyIu+6gu473zawmnxd9iRGIW6DoZ8Xecf1+Aq/MZ0Xve3HvO9XFKyDcjre3KqtIYJhjSfLvHPf+o6H7L8ei4Xa/hzB2H1XSXeago0mGCXnu+y/f6kzVfUZ2791D2Z8PcwfjoDO9/WOlok1pGgINF1joR03zH8/v/YmWYcLt7CG3gx5Q2c0y6H2v9325O3gu8xMr8z3LQLjd8A1reQRKCgxzLEl+JEi/n+bIPz8WDbd7j57Lyuk9Qi8vcdDRJAuF29kzW/I7qrPPpvOdue3zYskNZTiBBASKflYcJtwu81mx96dcvO8lsBmVGIWAcDuKNiqiToFBYUd+ze47Zu768j2d3x7Hndv9/iEzyGHQma/5X97/+hPnhf/ywHfmPPRsUN3DnD0r3K5zR5qbQPMF5ntIUPf7wz87ZdUhZ253v4f2u3M7+6mZY1ccc8hzBHpV5jvrOg+S8jELfVOvzPueO7ebv1+tkEBZgYU+K3bfRb33pZfnHGHX/Z5YNNzOn4XSfTTdQkfWDfOe2Rvy5P/d/YBJnxfL7h7jCaQpUPSz4jDhdpnPit730tyPqm6/gHC7/T1UQc0C/Y4l+fqub4dLPv3JzpW7Q48nf/DDOWdkd5+53X1ebHZGbO+T5Pv9Bd975nZ+Tu3Kd58458ztfB3Z/+93/ux8Z77mD3DrBEpdPzbf7x8rvWvOr5sft5Jfe1C47YGSNW9W0xNoiEDv+9l9X/9mOOnE40N251/ZcDt/0Np8/yjK35sGfRMwey/LHo42dcRbw7/+5L/srCv7Vcf73nwhe0PaZRkECJQU6HcsSf48lunp6c5d1Plnpfxc7fx4u+7Pescfd+ycB3Xnd1//5jlnd36yrt/7Xu+Z29l/Z59TP3n+x+ecuZ2VmM339A+fC+s+9pFDKp7vgZKXXXzhwffJ/Lzb/GHqdbxv+rxYckMaTqAFAkU/Kw4Tbpf5rNgbbmeU3vdasKEsMXkB4XbyWwDAQgKDzlHMnzzf/ZT77r/8sv+d/+h99g+b7iA4+9+nnrIqvLLv1YMPRBsU1OR/mWZjuq/Ve771fD+m3+8v6bzuPLDu/THV3vl7r9/t1u+1/ea7Zfvvh40bLg39Hnq5UB/8OQEC7RHo95CgLNjJf+WhSJEzt/N/sGRzdX8DMX+fza8x3/te/p511JFHdR74m4+t+n0vC/K3bvv8nJ+KaU8XrZQAgWEF+gW82fvTI9979OAU3UfHdR8Z0vs5svvPss+Rb506Ipz0ruMHhtvZBXqPIMk/g+XfTBz0mbX3s1x+pnb3N/z6/V52bN2JJxx/8EGV2X9nxwDkv3pr6n5f7n2tz4vD7jKvIxCXQNHPiqOE20U+K/b7/Ji/x3vfi2sPqiYuAeF2XP1UDYGBApN+8vx8DzHSNgIECNQhMOn3vUlfvw5TcxIgEK9AE96zfF6Md3+pjEATBbzvNbEr1kRgdAHh9uhmRhBopUB+9062+O47FcdRTPYPlR8++1zYvOkad22PA9w1CBDoCEzyfS/7x9I3vvVguG7j+oM/zq8tBAgQaLLAJN8zMxefF5u8O6yNQJwC3vfi7Kuq0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIEECtpGgAABNBJREFUCBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QLC7da3UAEECBAgQIAAAQIECBAgQIAAAQIECBBIT0C4nV7PVUyAAAECBAgQIECAAAECBAgQIECAAIHWCwi3W99CBRAgQIAAAQIECBAgQIAAAQIECBAgQCA9AeF2ej1XMQECBAgQIECAAAECBAgQIECAAAECBFovINxufQsVQIAAAQIECBAgQIAAAQIECBAgQIAAgfQEhNvp9VzFBAgQIECAAAECBAgQIECAAAECBAgQaL2AcLv1LVQAAQIECBAgQIAAAQIECBAgQIAAAQIE0hMQbqfXcxUTIECAAAECBAgQIECAAAECBAgQIECg9QL/H8H6VJgxx1r6AAAAAElFTkSuQmCC",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n",
" kind='box',\n",
" title='Smurfit Kappa: Source and Sink temperatures',\n",
" color=recoygreen,\n",
" yTitle='Temperature in degrees C',\n",
" legend=False,\n",
" asFigure=True,\n",
" dimensions=(800, 400)\n",
")\n",
"demands_fig"
]
},
{
"cell_type": "code",
"execution_count": 72,
"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": 72,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 73,
"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": 74,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 74,
"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": 75,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"mean Tsource_vdg before storage: 63.65879788812786\n",
"mean Tsource_vdg after storage: 64.38491028538812\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: 79013\n",
"discharging intensivity: 18994\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) 26.38000\n",
"CO2 prices (€/MWh) 5.09000\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": 76,
"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": 76,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmin()"
]
},
{
"cell_type": "code",
"execution_count": 77,
"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": 77,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmax()"
]
},
{
"cell_type": "code",
"execution_count": 78,
"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) 26.38000\n",
"CO2 prices (€/MWh) 5.09000\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": 78,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-09-15 00:00:00']"
]
},
{
"cell_type": "code",
"execution_count": 79,
"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) 25.010\n",
"CO2 prices (€/MWh) 4.820\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": 79,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-22 17:00:00']"
]
},
{
"cell_type": "code",
"execution_count": 80,
"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) 24.68\n",
"CO2 prices (€/MWh) 4.76\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": 80,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-18 19:20:00']"
]
},
{
"cell_type": "code",
"execution_count": 81,
"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) 23.490\n",
"CO2 prices (€/MWh) 4.530\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": 81,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.loc['2019-01-04 07:45:00']"
]
},
{
"cell_type": "code",
"execution_count": 82,
"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": 82,
"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": 83,
"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": 84,
"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": 85,
"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": 86,
"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": 87,
"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": 88,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"date = s.baseline.data.index[0].strftime('%Y-%m-%d')"
]
},
{
"cell_type": "code",
"execution_count": 89,
"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": 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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"zerolinecolor": "#E1E5ED"
},
"yaxis2": {
"anchor": "x2",
"autorange": true,
"domain": [
0,
0.375
],
"gridcolor": "#E1E5ED",
"range": [
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29.418333333333333
],
"showgrid": true,
"tickfont": {
"color": "#4D5663"
},
"title": {
"font": {
"color": "#4D5663"
},
"text": ""
},
"type": "linear",
"zerolinecolor": "#E1E5ED"
}
}
},
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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": 91,
"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": 92,
"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": 93,
"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",
" -38,190 | \n",
"
\n",
" \n",
" | Total exported to grid (MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total consumed from grid (MWh) | \n",
" 37,696 | \n",
" 38,190 | \n",
"
\n",
" \n",
" | Total nominated volume (MWh) | \n",
" -37,696 | \n",
" -37,696 | \n",
"
\n",
" \n",
" | Absolute imbalance volume (MWh) | \n",
" - | \n",
" 801 | \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",
" 22,954 | \n",
"
\n",
" \n",
" | Total NEG result (€) | \n",
" - | \n",
" -5,580 | \n",
"
\n",
" \n",
" | Total imbalance result (€) | \n",
" - | \n",
" 17,374 | \n",
"
\n",
" \n",
" | Total combined result (€) | \n",
" -1,553,699 | \n",
" -1,536,325 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Total net volume (MWh) -37,696 -38,190\n",
"Total exported to grid (MWh) - -\n",
"Total consumed from grid (MWh) 37,696 38,190\n",
"Total nominated volume (MWh) -37,696 -37,696\n",
"Absolute imbalance volume (MWh) - 801\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 (€) - 22,954\n",
"Total NEG result (€) - -5,580\n",
"Total imbalance result (€) - 17,374\n",
"Total combined result (€) -1,553,699 -1,536,325"
]
},
"execution_count": 93,
"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": 94,
"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",
" 3,089,622 | \n",
" 3,089,622 | \n",
"
\n",
" \n",
" | CO2 emission costs (€) | \n",
" 1,095,004 | \n",
" 1,095,004 | \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",
" -1,536,325 | \n",
"
\n",
" \n",
" | Electricity taxes (€) | \n",
" -35,811 | \n",
" -36,280 | \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",
" 3,049,476 | \n",
" 3,056,107 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Gasboiler OPEX (€) - -\n",
"Gas consumption costs (€) 3,089,622 3,089,622\n",
"CO2 emission costs (€) 1,095,004 1,095,004\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 -1,536,325\n",
"Electricity taxes (€) -35,811 -36,280\n",
"Grid transport costs (€) -273,944 -275,718\n",
"HotWaterStorage OPEX (€) - -8,500\n",
"EBITDA (€) 3,049,476 3,056,107"
]
},
"execution_count": 94,
"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": 95,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Year 0 | \n",
" Year 1 | \n",
" Year 2 | \n",
" Year 3 | \n",
" Year 4 | \n",
" Year 5 | \n",
" Year 6 | \n",
" Year 7 | \n",
" Year 8 | \n",
" Year 9 | \n",
" Year 10 | \n",
" Year 11 | \n",
" Year 12 | \n",
"
\n",
" \n",
" \n",
" \n",
" | CAPEX (€) | \n",
" -6,231,000 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Regular Earnings (€) | \n",
" | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
"
\n",
" \n",
" | Irregular Cashflows (€) | \n",
" | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \n",
" 3,049,481 | \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",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
" 2,801,481 | \n",
"
\n",
" \n",
" | Income tax (Vpb.) (€) | \n",
" | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
" -687,120 | \n",
"
\n",
" \n",
" | NOPLAT (€) | \n",
" | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \n",
" 2,114,361 | \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",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \n",
" 2,362,361 | \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",
" 8,968,545 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Discounted residual value (€) | \n",
" 1,037,143 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV (€) | \n",
" 10,005,689 | \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 (€) 3,049,481 3,049,481 3,049,481 \n",
"Irregular Cashflows (€) - - - \n",
"EBITDA (€) 3,049,481 3,049,481 3,049,481 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,481 2,801,481 2,801,481 \n",
"Income tax (Vpb.) (€) -687,120 -687,120 -687,120 \n",
"NOPLAT (€) 2,114,361 2,114,361 2,114,361 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 \n",
"Free Cash Flow (€) -6,231,000 2,362,361 2,362,361 2,362,361 \n",
"Simple Payback Period 2.6 years \n",
"IRR (%) 37% \n",
"WACC (%) 10% \n",
"NPV of explicit period (€) 8,968,545 \n",
"Discounted residual value (€) 1,037,143 \n",
"NPV (€) 10,005,689 \n",
"\n",
" Year 4 Year 5 Year 6 Year 7 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,049,481 3,049,481 3,049,481 3,049,481 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,049,481 3,049,481 3,049,481 3,049,481 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,481 2,801,481 2,801,481 2,801,481 \n",
"Income tax (Vpb.) (€) -687,120 -687,120 -687,120 -687,120 \n",
"NOPLAT (€) 2,114,361 2,114,361 2,114,361 2,114,361 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,362,361 2,362,361 2,362,361 2,362,361 \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 (€) 3,049,481 3,049,481 3,049,481 3,049,481 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,049,481 3,049,481 3,049,481 3,049,481 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,481 2,801,481 2,801,481 2,801,481 \n",
"Income tax (Vpb.) (€) -687,120 -687,120 -687,120 -687,120 \n",
"NOPLAT (€) 2,114,361 2,114,361 2,114,361 2,114,361 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,362,361 2,362,361 2,362,361 2,362,361 \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 (€) 3,049,481 \n",
"Irregular Cashflows (€) - \n",
"EBITDA (€) 3,049,481 \n",
"Depreciations (€) -/- -248,000 \n",
"EBIT (€) 2,801,481 \n",
"Income tax (Vpb.) (€) -687,120 \n",
"NOPLAT (€) 2,114,361 \n",
"Depreciations (€) +/+ 248,000 \n",
"Free Cash Flow (€) 2,362,361 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) "
]
},
"execution_count": 95,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BusinessCaseReport(s.hpcase).show()"
]
},
{
"cell_type": "code",
"execution_count": 96,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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22.38,
21.9,
22.28,
22.28,
22.28,
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21.52,
21.2,
21.6,
21.6,
21.6,
21.25,
21.5,
21.55,
22.67,
22.45,
22.45,
22.45,
21.7,
21.82,
22.15,
21.09,
20.78,
20.78,
20.78,
20.6,
20.55,
20.35,
19.8,
19.35,
19.35,
19.35,
19.4,
19.1,
18.73,
18.8,
18.13,
18.13,
18.13,
18.05,
17.89,
17.93,
17.83,
17.88,
17.88,
17.88,
17.35,
17.68,
18.13,
17.68,
17.23,
17.23,
17.23,
16.95,
17.05,
17.8,
17.75,
17.18,
17.18,
17.18,
17.49,
17.22,
16.93,
16.83,
16.88,
16.88,
16.88,
16.95,
16.57,
15.825,
15.65,
15.1,
15.1,
15.1,
15.1,
15.13,
15.2,
14.63,
14.27,
14.27,
14.27,
14.15,
14.5,
15.1,
14.425,
14.575,
14.575,
14.575,
14.18,
13.75,
14.25,
14.92,
16.6,
16.6,
16.6,
16.65,
16.725,
16.125,
16.25,
16.1,
16.1,
16.1,
15.2,
15.05,
15.175,
14.55,
14.55,
14.55,
14.55,
14.55,
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14.625,
14.625,
14.625,
14.55,
14.375,
14.18,
14.43,
14.6,
14.6,
14.6,
14.725,
14.225,
14.425,
14.6,
14.075,
14.075,
14.075,
13.9,
13.8,
14,
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10.3,
10.75,
10.75,
10.75,
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11.05,
11.4,
11.05,
11.05,
11.05,
11.45,
11.05,
10.2,
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10.3,
10.3,
10.3,
10,
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9.3,
9.15,
9.38,
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10.05,
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10.3,
10.3,
11.1,
11.1,
11.1,
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11.85,
12.1,
13,
12.8,
12.8,
12.8,
12.9,
11.4,
11.05,
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10.7,
10.7,
10.2,
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10.125,
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10,
10,
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11.3,
11.2,
11.2,
11.2,
10.3,
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10.925,
10.925,
10.925,
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9.5,
9.5,
9.5,
9.55,
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10.02,
10.15,
9.6,
9.6,
9.6,
9.45,
10.05,
10.075,
10.2,
9.4,
9.4,
9.4,
7.72,
7.65,
7.53,
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8.95,
8.95,
8.95,
9.175,
10.05,
10.5,
10.9,
11.4,
11.4,
11.4,
11.32,
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9.2,
9.05,
9.5,
9.5,
9.5,
9.7,
10.65,
10.5,
10.2,
10.1,
10.1,
10.1,
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10.3,
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11.9,
11.82,
11.82,
11.82,
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10.9,
11.2,
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10.575,
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13.25,
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15.05,
15.05,
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14.775,
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15.25,
14.84,
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15.6,
15.6,
16.27,
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15.6,
15.6,
15.6,
15.4,
15.15,
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12.85,
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11.162,
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"#price chart\n",
"from copy import deepcopy\n",
"\n",
"data = deepcopy(s.baseline.data)\n",
"data = data[data.columns[:2]]\n",
"data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n",
"data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n",
"\n",
"data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)"
]
},
{
"cell_type": "code",
"execution_count": 97,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"# #price chart\n",
"# from copy import deepcopy\n",
"\n",
"# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n",
"\n",
"# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n",
"# _total_output = _source_output.sum(axis=1)\n",
"# _data = _source_output.divide(_total_output, axis=0).rename(\n",
"# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n",
"# ) * 100\n",
"\n",
"# production_fig = _data.iplot(\n",
"# kind='bar',\n",
"# barmode='stack',\n",
"# colors=[recoydarkblue, recoygreen],\n",
"# title='Hybrid case: Heat production per Month by Source in % share',\n",
"# yTitle='Share of production in %',\n",
"# dimensions=(600, 400),\n",
"# asFigure=True\n",
"# )\n",
"\n",
"# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n",
"# production_fig"
]
},
{
"cell_type": "code",
"execution_count": 98,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"report = ComparisonReport(s.cases, kind='capex').report\n",
"report = report[report.index.str.contains('CAPEX')].T\n",
"capex_fig = report.iplot(\n",
" kind='bar', \n",
" barmode='relative',\n",
" colors=recoycolors,\n",
" title='CAPEX by Casestudy',\n",
" yTitle='CAPEX in €',\n",
" dimensions=(600, 400),\n",
" asFigure=True,\n",
")\n",
"\n",
"capex_fig = capex_fig.update_layout(legend_traceorder=\"reversed\")\n",
"capex_fig"
]
},
{
"cell_type": "code",
"execution_count": 99,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"marker": {
"color": "rgba(14, 41, 59, 0.6)",
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"width": 1
}
},
"name": "Gasboiler OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
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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": 100,
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},
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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": 102,
"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": [
10.005688622020363,
9.746876705141617
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
10005688.622020364,
9746876.705141617
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
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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": 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": "IRR",
"orientation": "v",
"text": [
37.0495413195854,
34.625474164352596
],
"textposition": "outside",
"texttemplate": "%{text:.0f} %",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
37.0495413195854,
34.625474164352596
]
}
],
"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": [
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],
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],
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],
[
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],
[
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]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
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],
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[
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],
[
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],
[
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]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
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[
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],
[
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],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
}
],
"histogram2d": [
{
"colorbar": {
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"ticks": ""
},
"colorscale": [
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],
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],
"type": "histogram2d"
}
],
"histogram2dcontour": [
{
"colorbar": {
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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": 104,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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},
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"orientation": "v",
"text": [
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2.8
],
"textposition": "outside",
"texttemplate": "%{text:.1f} years",
"type": "bar",
"x": [
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"Heatpump + Storage"
],
"y": [
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}
],
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""
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],
"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": 105,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n",
"cop_fig = mean_cops.iplot(\n",
" kind='bar',\n",
" title='Mean COP by Casestudy',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='COP',\n",
" asFigure=True,\n",
" yrange=[0, mean_cops.max() * 1.2]\n",
")\n",
"\n",
"cop_fig.update_traces(\n",
" text=mean_cops.values, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}\", \n",
")\n",
"\n",
"cop_fig "
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Sensitivity analysis"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n",
"1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n",
"2. aFRR prices +/- 30%\n",
"3. CAPEX\n",
"4. CO2 price\n",
"5. Tsource +/- 10 degrees Celsius\n",
"6. Tsink\n",
" * Roam off the peak / lower pressure\n",
" * Stabalize / running average per hour/ 2 hours\n",
"7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n",
"8. Energy Tax and ODE +/- 30%"
]
},
{
"cell_type": "code",
"execution_count": 106,
"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": 107,
"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: 4.81 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_4300/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": 108,
"metadata": {
"tags": [
"exclude"
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",
"text/html": [
""
]
},
"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": 111,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[0.0, 0.0, 0.0]"
]
},
"execution_count": 111,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]"
]
},
{
"cell_type": "code",
"execution_count": 112,
"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: 3.11 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_4300/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": 113,
"metadata": {},
"outputs": [],
"source": [
"# values = range(100, 500, 100)\n",
"# param = 'storage_volume'\n",
"# kpis = ['npv','irr','spp']\n",
"\n",
"# sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)"
]
},
{
"cell_type": "code",
"execution_count": 114,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['Heatpump only', 'Heatpump + Storage']"
]
},
"execution_count": 114,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"[case.name for case in s.cases][1:]"
]
},
{
"cell_type": "code",
"execution_count": 115,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
10005688.622020364,
10005688.622020364,
10005688.622020364,
10005688.622020364
]
},
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",
"text/html": [
""
]
},
"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": "code",
"execution_count": 116,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
0.370495413195854,
0.370495413195854,
0.370495413195854,
0.370495413195854
]
},
{
"line": {
"color": "rgba(31, 131, 118, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump + Storage",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
0.3449244128051427,
0.345817811512416,
0.34666025162473973,
0.34743008715257484
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"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": 117,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
2.6,
2.6,
2.6,
2.6
]
},
{
"line": {
"color": "rgba(31, 131, 118, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump + Storage",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
2.8,
2.8,
2.8,
2.8
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
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,
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[
0.2222222222222222,
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[
0.3333333333333333,
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[
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],
[
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],
[
0.8888888888888888,
"#fdca26"
],
[
1,
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]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
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0.3333333333333333,
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],
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],
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0.6666666666666666,
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],
[
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],
[
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],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
}
],
"histogram2d": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"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": 118,
"metadata": {},
"outputs": [
{
"data": {
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"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
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"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
5.451794715081109,
5.451794715081109,
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5.451794715081109
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},
{
"line": {
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"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump + Storage",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
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],
"y": [
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5.583190730913671,
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]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
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"error_y": {
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"marker": {
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"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
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],
"barpolar": [
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"pattern": {
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},
"type": "barpolar"
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"carpet": [
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"linecolor": "white",
"minorgridcolor": "white",
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"gridcolor": "white",
"linecolor": "white",
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"choropleth": [
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"contour": [
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"colorscale": [
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"heatmapgl": [
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"histogram": [
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},
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""
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],
"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": 119,
"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": 120,
"metadata": {},
"outputs": [
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",
"text/html": [
""
]
},
"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='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": 121,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump only",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
2.6,
2.6,
2.6,
2.6
]
},
{
"line": {
"color": "rgba(31, 131, 118, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"marker": {
"size": 10,
"symbol": "circle-dot"
},
"mode": "lines+markers",
"name": "Heatpump + Storage",
"text": "",
"type": "scatter",
"x": [
80,
90,
100,
110
],
"y": [
2.8,
2.8,
2.8,
2.8
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"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": 122,
"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_4300/2001201618.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'spp'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'mean_cop'\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(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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