{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "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" ] }, "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" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2022-01-01'\n", " end = '2022-09-01'\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" ] }, "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" ] }, "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 244.95763888888888 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_4120/332434720.py:3: FutureWarning:\n", "\n", "Argument `closed` is deprecated in favor of `inclusive`.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " mipf = Mipf(start=s.time_fw.start, end=s.time_fw.end, tidy=True, include_nextQ=True,\n", " folder_path = r\"C:\\Users\\Shahla Huseynova\\Recoy\\Recoy - Documents\\03 - Libraries\\12 - Data Management\\Forecast Data\"\n", " ).data\n", " \n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n", " s.storage_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage', data=mipf)\n", " \n", " s.cases = list(CaseStudy.instances.values())\n", " #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true 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Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
count351300.000000351300.000000351300.000000351300.000000351300.000000351300.000000351300.000000
mean63.658008138.70688417.64265462.160954145.4039135.82595923.468613
std6.42427714.3356165.12817210.25796614.8766661.6934856.820829
min25.31000082.4800000.00000013.540000106.3300000.0000000.000000
25%64.893000126.10000017.01900063.496750131.6380005.61500022.683000
50%64.991000142.55000019.92300064.291500148.5600006.55400026.510000
75%65.076000151.74200020.81900065.530000158.1150006.88000027.690000
max70.070000166.02000023.25000073.470000172.0500007.65000030.900000
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 351300.000000 351300.000000 351300.000000 351300.000000 \n", "mean 63.658008 138.706884 17.642654 62.160954 \n", "std 6.424277 14.335616 5.128172 10.257966 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.893000 126.100000 17.019000 63.496750 \n", "50% 64.991000 142.550000 19.923000 64.291500 \n", "75% 65.076000 151.742000 20.819000 65.530000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 351300.000000 351300.000000 351300.000000 \n", "mean 145.403913 5.825959 23.468613 \n", "std 14.876666 1.693485 6.820829 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.638000 5.615000 22.683000 \n", "50% 148.560000 6.554000 26.510000 \n", "75% 158.115000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def increase_volatility_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " new_diff = diff_to_mean * factor\n", " return mean + new_diff\n", "\n", "def multiply_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " \n", " cond = diff_to_mean > 0\n", " diff_to_mean[cond] *= factor\n", " diff_to_mean[~cond] /= factor\n", " return mean + diff_to_mean" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "data\\ttf_prices_1T_20220101_20221231.csv\n", "data\\ttf_prices_1T_20220101_20221231.csv\n", "data\\ttf_prices_1T_20220101_20221231.csv\n" ] } ], "source": [ "def load_data(c, s):\n", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n", " s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2022, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2022, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2022, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
2022-01-01 00:00:00+01:00124.7-51.9-51.9-1.051.0368.70NaNNaN71.02380.1415.4664.990143.3600.020.510147.6200.00.0
2022-01-01 00:01:00+01:00124.7-51.9-51.9-1.024.8745.85NaNNaN71.02380.1415.4664.985143.0890.020.387147.6420.00.0
2022-01-01 00:02:00+01:00124.7-51.9-51.9-1.0-14.7322.99NaNNaN71.02380.1415.4664.980142.8180.020.264147.6640.00.0
2022-01-01 00:03:00+01:00124.7-51.9-51.9-1.0-21.9841.6957.4472.5571.02380.1415.4664.975142.5470.020.141147.6860.00.0
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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2022-01-01 00:00:00+01:00 124.7 -51.9 -51.9 -1.0 51.03 68.70 \n", "2022-01-01 00:01:00+01:00 124.7 -51.9 -51.9 -1.0 24.87 45.85 \n", "2022-01-01 00:02:00+01:00 124.7 -51.9 -51.9 -1.0 -14.73 22.99 \n", "2022-01-01 00:03:00+01:00 124.7 -51.9 -51.9 -1.0 -21.98 41.69 \n", "2022-01-01 00:04:00+01:00 124.7 -51.9 -51.9 -1.0 -91.33 -49.13 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2022-01-01 00:00:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:01:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:02:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:03:00+01:00 57.44 72.55 71.023 \n", "2022-01-01 00:04:00+01:00 60.01 60.01 71.023 \n", "\n", " CO2 prices (€/ton) CO2 prices (€/MWh) \\\n", "2022-01-01 00:00:00+01:00 80.14 15.46 \n", "2022-01-01 00:01:00+01:00 80.14 15.46 \n", "2022-01-01 00:02:00+01:00 80.14 15.46 \n", "2022-01-01 00:03:00+01:00 80.14 15.46 \n", "2022-01-01 00:04:00+01:00 80.14 15.46 \n", "\n", " Tsource (VDG) Tsink (VDG) MW (VDG) \\\n", "2022-01-01 00:00:00+01:00 64.990 143.360 0.0 \n", "2022-01-01 00:01:00+01:00 64.985 143.089 0.0 \n", "2022-01-01 00:02:00+01:00 64.980 142.818 0.0 \n", "2022-01-01 00:03:00+01:00 64.975 142.547 0.0 \n", "2022-01-01 00:04:00+01:00 64.970 142.276 0.0 \n", "\n", " Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n", "2022-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n", "2022-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n", "2022-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n", "2022-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n", "2022-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.0829055118110236} + \\text{0.8682755905511811}\\,x$" ], "text/plain": [ "Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.052671641791045} + \\text{1.6458358208955224}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "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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wu9osIM723V55khy+f3VO3bYrX9dd1MyhI5gHYd+ts+rVM/pcufd7zrp17ez3c3D590+H2XNvWH6iQUY3UZRk+3iS32NxpVw3aXR5ZVjSc9lcnjUfK+Uu/yVE2mIuzu+0flKu2/9/9Xp++j23/DkEIAABCEAAAhCAAAQg4EYAKTeAlDPIO19WL+PvJds61xhpZA4Ev7p91fz55TOHOnGWbi3arXxXz0TrdXbR1Tn1yhe3y2o/KXdwcPDE09etA2S/x7PXNq1e5751vjxezt2LR5wvsP3md7U25t+v3udlEdT584988Nfliy/97hPbMONIOTO+l/S9PNduZ1TF5X91rJEg5nW1qcXV2sQ9i8/E6iVKutW7X+fQzn13O4PNJ/urZ8F1u18X7v2etW6/U3ox73ZuXS+Z1Y15EvGV5PdKt2343Z77q3MyP8Omi+7v/f63u25dvo6dy7PmW8pdfvbN76g45wb2ey4u/3m/c0bNX3J0e12dR5LnJ8n8uBYCEIAABCAAAQhAAAIQSEZg6KVcMlzZXu1LKvmeNWcP+SZKPAhAAAIQgAAEIAABCEAAAhCAAASGjQBSLuCKI+UCLg5TgwAEIAABCEAAAhCAAAQgAAEIQAACDgSQcg7w0h6KlEubMPEhAAEIQAACEIAABCAAAQhAAAIQgIAOAaScDneyQgACEIAABCAAAQhAAAIQgAAEIAABCAwxAaTcEBefW4cABCAAAQhAAAIQgAAEIAABCEAAAhDQIYCU0+FOVghAAAIQgAAEIAABCEAAAhCAAAQgAIEhJoCUG+Lic+sQgAAEIAABCEAAAhCAAAQgAAEIQAACOgSQcjrcyQoBCEAAAhCAAAQgAAEIQAACEIAABCAwxASQckNcfG4dAhCAAAQgAAEIQAACEIAABCAAAQhAQIcAUk6HO1khAAEIQAACEIAABCAAAQhAAAIQgAAEhpgAUm6Ii8+tQwACEIAABCAAAQhAAAIQgAAEIAABCOgQQMrpcCcrBCAAAQhAAAIQgAAEIAABCEAAAhCAwBATQMoNcfG5dQhAAAIQgAAEIAABCEAAAhCAAAQgAAEdAkg5He5khQAEIAABCEAAAhCAAAQgAAEIQAACEBhiAki5IS4+tw4BCEAAAhCAAAQgAAEIQAACEIAABCCgQwApp8OdrBCAAAQgAAEIQAACEIAABCAAAQhAAAJDTAApN8TF59YhAAEIQAACEIAABCAAAQhAAAIQgAAEdAgg5XS4kxUCEIAABCAAAQhAAAIQgAAEIAABCEBgiAkg5Ya4+Nw6BCAAAQhAAAIQgAAEIAABCEAAAhCAgA4BpJwOd7JCAAIQgAAEIAABCEAAAhCAAAQgAAEIDDEBpNwQF59bhwAEIAABCEAAAhCAAAQgAAEIQAACENAhgJTT4U5WCEAAAhCAAAQgAAEIQAACEIAABCAAgSEmgJQb4uJz6xCAAAQgAAEIQAACEIAABCAAAQhAAAI6BJByOtzJCgEIQAACEIAABCAAAQhAAAIQgAAEIDDEBJByQ1x8bh0CEIAABCAAAQhAAAIQgAAEIAABCEBAhwBSToc7WSEAAQhAAAIQgAAEIAABCEAAAhCAAASGmABSboiLz61DAAIQgAAEIAABCEAAAhCAAAQgAAEI6BBAyulwJysEIAABCEAAAhCAAAQgAAEIQAACEIDAEBNAyg1x8bl1CEAAAhCAAAQgAAEIQAACEIAABCAAAR0CSDkd7mSFAAQgAAEIQAACEIAABCAAAQhAAAIQGGICSLkhLj63DgEIQAACEIAABCAAAQhAAAIQgAAEIKBDACmnw52sEIAABCAAAQhAAAIQgAAEIAABCEAAAkNMACk3xMXn1iEAAQhAAAIQgAAEIAABCEAAAhCAAAR0CCDldLiTFQIQgAAEIAABCEAAAhCAAAQgAAEIQGCICSDlhrj43DoEIAABCEAAAhCAAAQgAAEIQAACEICADgGknA53skIAAhCAAAQgAAEIQAACEIAABCAAAQgMMQGk3BAXn1uHAAQgAAEIQAACEIAABCAAAQhAAAIQ0CGAlNPhTlYIQAACEIAABCAAAQhAAAIQgAAEIACBISaAlBvi4nPrEIAABCAAAQhAAAIQgAAEIAABCEAAAjoEkHI63MkKAQhAAAIQgAAEIAABCEAAAhCAAAQgMMQEkHJDXHxuHQIQgAAEIAABCEAAAhCAAAQgAAEIQECHAFJOhztZIQABCEAAAhCAAAQgAAEIQAACEIAABIaYAFJuiIvPrUMAAhCAAAQgAAEIQAACEIAABCAAAQjoEEDK6XAnKwQgAAEIQAACEIAABCAAAQhAAAIQgMAQE0DKDXHxuXUIQAACEIAABCAAAQhAAAIQgAAEIAABHQJIOR3uZIUABCAAAQhAAAIQgAAEIAABCEAAAhAYYgJIuSEuPrcOAQhAAAIQgAAEIAABCEAAAhCAAAQgoEMAKafDnawQgAAEIAABCEAAAhCAAAQgAAEIQAACQ0wAKTfExefWIQABCEAAAhCAAAQgAAEIQAACEIAABHQIIOV0uJMVAhCAAAQgAAEIQAACEIAABCAAAQhAYIgJIOUciv/g8a4dfevGvEMUhmZN4OzsXHaa+3KzNJd1avI5EmjuHsrk1LhMTYw7RmJ4lgSOT07l8OhYivMzWaYllwcCj+t7UizMytjoiIdohMiKwP7BsciIyOz0ZFYpyeOBwPn5uTyq78viAp9PPODMNERz71AmJ8ZlapLPJ5mCd0x2cnIq+0fHUuLziSPJ7Ic/buxLcW5axsZGs09ORgh4JoCUcwCKlHOApzgUKacI3zE1Us4RoNJwpJwSeA9pkXIeICqEQMopQPeQEinnAaJSCKScEnjHtEg5R4CKw5FyivBJ7Z0AUs4BKVLOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiGQckrgHdMi5RwBKg5HyinCJ7V3Akg5B6RIOQd4ikORcorwHVMj5RwBKg1HyimB95AWKecBokIIpJwCdA8pkXIeICqFQMopgXdMi5RzBKg4HCmnCJ/U3gkg5RyQIuUc4CkORcopwndMjZRzBKg0HCmnBN5DWqScB4gKIZByCtA9pETKeYCoFAIppwTeMS1SzhGg4nCknCJ8UnsngJRzQIqUc4CnOBQppwjfMTVSzhGg0nCknBJ4D2mRch4gKoRAyilA95ASKecBolIIpJwSeMe0SDlHgIrDkXKK8EntnQBSzgEpUs4BnuJQpJwifMfUSDlHgErDkXJK4D2kRcp5gKgQAimnAN1DSqScB4hKIZBySuAd0yLlHAEqDkfKKcIntXcCSDkHpEg5B3iKQ5FyivAdUyPlHAEqDUfKKYH3kBYp5wGiQgiknAJ0DymRch4gKoVAyimBd0yLlHMEqDgcKacIn9TeCSDlHJAi5RzgKQ5FyinCd0yNlHMEqDQcKacE3kNapJwHiAohkHIK0D2kRMp5gKgUAimnBN4xLVLOEaDicKScInxSeyeAlHNAipRzgKc4FCmnCN8xNVLOEaDScKScEngPaZFyHiAqhEDKKUD3kBIp5wGiUgiknBJ4x7RIOUeAisORcorwSe2dAFLOASlSzgGe4lCknCJ8x9RIOUeASsORckrgPaRFynmAqBACKacA3UNKpJwHiEohkHJK4B3TIuUcASoOR8opwheR49OWbDSqslGv2vf3//v/VHdCOc+OlHMoIFLOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiGQckrgHdMi5RwBKg5HymUHv7a/I+v1qmw2qvZ9o1mTVxrbdgKFyVlZKZblf/jH78tuQs9gJqScQ1GRcg7wFIci5RThO6ZGyjkCVBqOlFMC7yEtUs4DRIUQSDkF6B5SIuU8QFQKgZRTAu+YFinnCFBxOFLOP/yj0xNZr2/JZrMm6ztGwtXkXr0qeycHNtnzxSW5W6zISrEia6XovTxb8j+RIYyIlHMoOlLOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiGQckrgHdMi5RwBKg5HyrnB39p7bKWblXBGvjW25LXmQxvUrH4z0s38s1ooy+rCsn2fGBt3S8rongSQcg4PB1LOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiGQckrgHdMi5RwBKg5HysWDf9A6lo36lt1yurFTk41m1a6C228d2gArVrpVZK1YkVUj4YoVuTVTjBecq7wRQMo5oETKOcBTHIqUU4TvmBop5whQaThSTgm8h7RIOQ8QFUIg5RSge0iJlPMAUSkEUk4JvGNapJwjQMXhSLmn4b+++6gt37Zko1GTDbP6bfeRvbA0NSurpWVZK5ZltbgsqyXzXpHx0THFKpK6QwAp5/AsIOUc4CkORcopwndMjZRzBKg0HCmnBN5DWqScB4gKIZByCtA9pETKeYCoFAIppwTeMS1SzhGg4vBhlnIHJ0eybjqf2u6nRr5V7dlvh60jWxEj29baW07XFiqyUqjI4kxBsVqk7kcAKdeP0DV/jpRzgKc4FCmnCN8xNVLOEaDScKScEngPaZFyHiAqhEDKKUD3kBIp5wGiUgiknBJ4x7RIOUeAisOHRcq92nwom2bLqe1+Gp0BZ86DM6+FqXmJpFtZ7paWZaVUlrXisoyOjChWhtSDEEDKDUKtPQYp5wBPcShSThG+Y2qknCNApeFIOSXwHtIi5TxAVAiBlFOA7iElUs4DRKUQSDkl8I5pkXKOABWHP2tSznQ4NVtO1+s12Wx0JFxVzJlwIzISdTstVaLup235dmN6XrECpPZJACnnQBMp5wBPcShSThG+Y2qknCNApeFIOSXwHtIi5TxAVAiBlFOA7iElUs4DRKUQSDkl8I5pkXKOABWH51nKmS6npttptPLNbEHdkur+jqV5c7rQbrhQlrXSsqyaM+BKy8LaN8WHLYPUSDkHyEg5B3iKQ5FyivAdUyPlHAEqDUfKKYH3kBYp5wGiQgiknAJ0DymRch4gKoVAyimBd0yLlHMEqDg8D1Ju93hf1k3Dhfa5bxtGwDWrctQ6kbGR0Ytup6br6VqhYrugLkzNKVIltRYBpJwDeaScAzzFoUg5RfiOqZFyjgCVhiPllMB7SIuU8wBRIQRSTgG6h5RIOQ8QlUIg5ZTAO6ZFyjkCVBwempR7pfnAnve20azJxk70XtuLVr8tzhQvVrzZ7qelim3GwAsCHQJIOYdnASnnAE9xKFJOEb5jaqScI0Cl4Ug5JfAe0iLlPEBUCIGUU4DuISVSzgNEpRBIOSXwjmmRco4AFYdrSbnmyb5s7NQuup+u71RtI4bj05aMj47ZLacrRbP1tCKrBdMFtSzFSVa/KT4quUiNlHMoE1LOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiGQckrgHdMi5RwBKg7PQsrdb9bknpVuNVnf2bLv2/t1e9dLsyXb9XRtYTnqfrqwLHcKS4pESJ1nAkg5h+oh5RzgKQ5FyinCd0yNlHMEqDQcKacE3kNapJwHiAohkHIK0D2kRMp5gKgUAimnBN4xLVLOEaDicJ9SrnG8J+s7NXvem2m8EDVg2JLW2alMjo3Lil3xVrEr4O4Wl2WltMTqN8XaP4upkXIOVUXKOcBTHIqUU4TvmBop5whQaThSTgm8h7RIOQ8QFUIg5RSge0iJlPMAUSkEUk4JvGNapJwjQMXhg0q5jUYk3e6Zpgvts98eHjTsnZTnFmS1UJbVhWX7braiPl+4pXiXpB4WAkg5h0oj5RzgKQ5FyinCd0yNlHMEqDQcKacE3kNapJwHiAohkHIK0D2kRMp5gKgUAimnBN4xLVLOEaDi8H5SbudoTzZ2qrLerIrtetqI3k/Pz2RqfMKe99ZpuLBaKotpwDA/Oat4R6QeZgJIOYfqI+Uc4CkORcopwndMjZRzBKg0HCmnBN55hkfrAAAgAElEQVRDWqScB4gKIZByCtA9pETKeYCoFAIppwTeMS1SzhGg4vCOlBsdG5UN0/W0veXUvBv59uiwaWdXmV2Q1dJyu/tpRdaKFXmO1W+KlSN1NwJIOYfnAinnAE9xKFJOEb5jaqScI0Cl4Ug5JfAe0iLlPEBUCIGUU4DuISVSzgNEpRBIOSXwjmmRco4AMx7++HD3YsXb3zx8Vbb2H8h6vSbnci4zE1NR44WSOfutImulsqwWKzI3MZ3xLEkHgeQEkHLJmV2MQMo5wFMcipRThO+YGinnCFBpOFJOCbyHtEg5DxAVQiDlFKB7SImU8wBRKQRSTgm8Y1qknCPAlIafnZ9dNFy4V4+6nprup2ZLqnktz92Q23NL8saFZbl7w3Q/NavfFlOaDWEhkD4BpJwDY6ScAzzFoUg5RfiOqZFyjgCVhiPllMB7SIuU8wBRIQRSTgG6h5RIOQ8QlUIg5ZTAO6ZFyjkC9DD84UFTNk3X052qbLTlm5Fw5vfh9PiU3DUr38wKuEvdT82quH5nynmYGiEgkBkBpJwDaqScAzzFoUg5RfiOqZFyjgCVhiPllMB7SIuU8wBRIQRSTgG6h5RIOQ8QlUIg5ZTAO6ZFyjkCTDC8dXbaXvFmmi5sybo5+21nS+rH+zbK7fmb0dlvl7qfvmH+Zs8MSLkE8Lk0eAJIOYcSIeUc4CkORcopwndMjZRzBKg0HCmnBN5DWqScB4gKIZByCtA9pETKeYCoFAIppwTeMS1SzhFgj+EP9huyYbqedrqf7lStkDOv2fFpu+rNdj9dKEcSrrQsM+OTiSaDlEuEi4sDJ4CU61OgH/7ox/Jbn39JDg4OLq5cvLkgn37xEzIyNmX/260b84GXmeldJoCUy+/zgJTLZ+2Qcvmsm5k1Ui6ftUPK5bNuSLl81s3MGimXz9oh5dzqdnLasltOzYo3u/W0blbB1aTRPvvtduGWrFnpVrFNF8y7OQ/Oxwsp54MiMUIhgJSLIeW++NLX5CMffJ+89S1vfuJqVsqF8hgnmwdSLhmvkK5GyoVUjfhzQcrFZxXalUi50CoSbz5IuXicQrsKKRdaReLPBykXn1VIVyLl4ldj+6AuG/VquwFDVe41qvJKY9sGmJuYic5+K7bPfiuY7qcVmRqbiJ8g4ZVIuYTAuDxoAkg5pFzQD2gak0PKpUE1m5hIuWw4+86ClPNNNLt4SLnsWPvMhJTzSTO7WEi57Fj7zoSU8000m3hIuac5H52eyGbDrHrbsu/36lX73myf/fZ8ccluOTXSbaUYybfy7EI2BbuUBSmXOXISpkgAKRdDyl3evtrZurp0a1FYKZfik5liaKRcinBTDo2USxlwSuGRcimBzSAsUi4DyCmkQMqlADWDkEi5DCCnlAIplxLYlMMOu5Sr7e+0V75FEs5sQe2sfitMzspKcUnulpajFXCmCUOxIpNj4ylXJV54pFw8TlyVDwJIuYR1+uwXviKPHtflxU9+WPaPzuzouZlkB1MmTMnlngmcnZ/L4dGJzE5TN89oUw9n6jY+PibjY6Op5yKBPwKt0zNptU5leiq9bQz+ZkukywT2D49t3UZHRgCTIwLHJy2REZHJ8TC+POUInepUz+Vc9g9O+FypWoXBkh8en8j4GJ9PBqOnN+r09EyOW6cy84x/Pjk+O5GNxrbcb5qGC9uy2azK/ea27J0cWvjPzy/JncKSXfm2Yv53cUluTZf0ChMjs/18Mjkho6N8PomBK/VLZvhe7cQYKZcQn2n88NWvf1M+9bEPXTR64CFMCFH78nMR8+EJQaBdiOT5zd9ojo6NyNgoUi45Pb0RZnVq6/RUJicQBHpVGCzz0dGJTE5OCE5uMH5ao1qt6C8Nx8f5XalVg4Hy8vlkIGwhDLKfT0ZHZIy/NAyhHLHn8Cx+PjGr3+7v1my30/uNmtzf3ZbX9x5aJoWpWVmZK8udYlnuWPlWlpW5JRkPZPVb7MKJyNFxSyYnxmSEDyhJsKV2LYuU3NAi5RLy6ybl6L6aEKLy5WxfVS6AQ3q2rzrAUxzK9lVF+I6p2b7qCFBpONtXlcA7pmX7qiNAxeFsX1WE75A6z9tXD1rHstHecrqxU5ONZlXWd6qy34pWv62YrqcLFVkrVKL34rIszhQcaIU1lO2rYdWD2bgRQMr14ffyd/5Q3vTGtYvOq2b7qnl9/KMf4Ew5t2dPbTRSTg29c2KknDNClQBIORXsXpIi5bxgzDwIUi5z5F4SIuW8YFQJgpRTwe6cNC9S7vXdR7LeqMqm6X5q3htVeW33kb3/hak5WSlV5K7Zemq7ny5bITc+OubMJ+QASLmQq8PckhJAyvUh9r3v/0C++NLXLq5600/dtefJzc7OIuWSPm2BXI+UC6QQA0wDKTcAtACGIOUCKMKAU0DKDQhOeRhSTrkAA6ZHyg0ILoBhSLkAijDAFEKTcgcnR3KvEXU9Xa/XrHwz3U8PW0d2m6aRbWsLFVktVOz7SqHyTK1+S1JCpFwSWlwbOgGknEOF6L7qAE9xKFJOEb5jaqScI0Cl4Ug5JfAe0iLlPEBUCIGUU4DuISVSzgNEpRBIOSXwjmk1pdyrzYf23DfT9TSScFuytffY3pFZ/dZZ8Wa6n66WKrJaLMvoCOeEdkqOlHN8+BkeFAGknEM5kHIO8BSHIuUU4TumRso5AlQajpRTAu8hLVLOA0SFEEg5BegeUiLlPEBUCoGUUwLvmDYLKWc6nG40qnblmz0DrlGz/37YOraSzci21dKyrJn3YsUKuBvT84539uwPR8o9+zUepjtEyjlUGynnAE9xKFJOEb5jaqScI0Cl4Ug5JfAe0iLlPEBUCIGUU4DuISVSzgNEpRBIOSXwjml9S7lXmw/smW9Gum0YCdfYkurejp3lzenCxYq3NbP6rS3jRhzvYViHI+WGtfLP5n0j5RzqipRzgKc4FCmnCN8xNVLOEaDScKScEngPaZFyHiAqhEDKKUD3kBIp5wGiUgiknBJ4x7SDSrndk/32yrdo1dtGvWq7nx61TmTMrH6z202jVW+2AUOpYrek8vJHACnnjyWR9Akg5RxqgJRzgKc4FCmnCN8xNVLOEaDScKScEngPaZFyHiAqhEDKKUD3kBIp5wGiUgiknBJ4x7RxpNwrZvVbfavd/bQm640t2d6v28yLM0VZs9KtLHeLy/bdyDhe6RNAyqXPmAzZEUDKObBGyjnAUxyKlFOE75gaKecIUGk4Uk4JvIe0SDkPEBVCIOUUoHtIiZTzAFEpBFJOCbxj2stSrnG8J5v1bbnXqNqup+v16P34tCXjo2Nt+VaRNbMKznY/LUtxktVvjiUYeDhSbmB0DAyQAFLOoShIOQd4ikORcorwHVMj5RwBKg1HyimB95AWKecBokIIpJwCdA8pkXIeICqFQMopgR8w7f3mttwzq98eV+Xvd16X1/YfXKx+W5otyUqhbLufmlVva6Wy3CmUB8zEsLQIIOXSIktcDQJIOQfqSDkHeIpDkXKK8B1TI+UcASoNR8opgfeQFinnAaJCCKScAnQPKZFyHiAqhUDKKYHvk7Z+tGcbLpgtp7brqTn7rVGV1tmpTI6Ny0qhIrfnFuWnF5+zK+FWS2UpTM6GeTPM6gkCSDkeiGeJAFLOoZpIOQd4ikORcorwHVMj5RwBKg1HyimB95AWKecBokIIpJwCdA8pkXIeICqFQMopgb+UttNwYd3Kt0jCPTxo2CvKswtRt1Oz+s2sgisty/OFWxLnTDn9O2MG3Qgg5XguniUCSDmHaiLlHOApDkXKKcJ3TI2UcwSoNBwppwTeQ1qknAeICiGQcgrQPaREynmAqBQCKZcd+B27+q1qGy9EK98iCXd6fiZT4xOyZhouFI14q9j3u6WKzE3MdJ0gUi67uvnOhJTzTZR4mgSQcg70kXIO8BSHIuUU4TumRso5AlQajpRTAu8hLVLOA0SFEEg5BegeUiLlPEBUCoGU8w/+7Pz8ouGCEW+mA+pmoyaPDps22fLcjbZ8iySc6X56u7CYaCJIuUS4groYKRdUOZiMIwGknANApJwDPMWhSDlF+I6pkXKOAJWGI+WUwHtIi5TzAFEhBFJOAbqHlEg5DxCVQiDl3MA/Pty1K98269Wo+2l7JZz5mZgZn5QV03ChWJGVUtR4wWxF7bX6LclMkHJJaIV1LVIurHowGzcCSDkHfkg5B3iKQ5FyivAdUyPlHAEqDUfKKYH3kBYp5wGiQgiknAJ0DymRch4gKoVAysUDb1a/maYLm/Wa3DPvZgXcTlV2jnZtgDfM37QdT1dLlegMOLP6bf5mvOADXIWUGwBaIEOQcoEUgml4IYCUc8CIlHOApzgUKacI3zE1Us4RoNJwpJwSeA9pkXIeICqEQMopQPeQEinnAaJSCKTc0+AfHjRlw3Q9td1PO+e/Ve2FMxPTsmalW9Tx1LyblXAzE1OZVhAplylur8mQcl5xEkyZAFLOoQBIOQd4ikORcorwHVMj5RwBKg1HyimB95AWKecBokIIpJwCdA8pkXIeICqFGGYp1zo7lajzac1KuE730/rRvq2GWelmVrzZlW92BVzFrogL4YWUC6EKg80BKTcYN0aFSQAp51AXpJwDPMWhSDlF+I6pkXKOAJWGI+WUwHtIi5TzAFEhBFJOAbqHlEg5DxCVQgyLlHtw0GgLONP9NOp6aragmpc5482sejMr4OzZb+YMOLP6bXxSqSr90yLl+jMK9QqkXKiVYV6DEEDKDUKtPQYp5wBPcShSThG+Y2qknCNApeFIOSXwHtIi5TxAVAiBlFOA7iElUs4DRKUQz5qUOzlryXrdNFwwW0+3JOp+WpXmcXv1W2HRdjs1XU/XStG76YaatxdSLm8V+8l8kXL5rR0zf5oAUs7hqUDKOcBTHIqUU4TvmBop5whQaThSTgm8h7RIOQ8QFUIg5RSge0iJlPMAUSlEnqVcbb8um41qJOEaUffTVxrblqRZ/Xa3ZFa8GfnWfi8uy9T4hBJpv2mRcn55ZhkNKZclbXKlTQAp50AYKecAT3EoUk4RvmNqpJwjQKXhSDkl8B7SIuU8QFQIgZRTgO4hJVLOA0SlEHmQckenJ1G304vup1XZ2KnK7smBpfZ8YcmKt+jst+gMuPLsghLRbNIi5bLhnEYWpFwaVImpRQAp50AeKecAT3EoUk4RvmNqpJwjQKXhSDkl8B7SIuU8QFQIgZRTgO4hJVLOA0SlEKFJuereY9lo1qx0M00YTPfTV5sPLJ3C5Gz77Leo6ULU/XRZJsfGlejppUXK6bF3zYyUcyXI+JAIIOUcqoGUc4CnOBQppwjfMTVSzhGg0nCknBJ4D2mRch4gKoRAyilA95ASKecBolIILSl32Dq2572ZrqdR99Po7Le99uq3OwWz7dRINyPfIgm3NFtSohReWqRceDWJOyOkXFxSXJcHAkg5hyoh5RzgKQ5FyinCd0yNlHMEqDQcKacE3kNapJwHiAohkHIK0D2kRMp5gKgUIgspt2VWvzWqbfm2ZeXba7sP7R0XJ+dkbaEsq4VKdPZbu/vp+OiYEpF8pEXK5aNO3WaJlMtv7Zj50wSQcg5PBVLOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ0qknAeISiF8SrmDkyO79XS9viWbjW37blbB7bcO7d2Z1W4rpXLU/bRUlrViRRZnikp3nu+0SLn81g8pl9/aMXOknNdnACnnFWdmwZBymaH2nggp5x1pJgGRcplgTiUJUi4VrKkHRcqljjiVBEi5VLBmEnRQKff67iN73ttmPTr3zTRi6Kx+W5iasyve7hoJZ7ufLtt3Vr/5KylSzh/LrCMh5bImTr40CbBSzoEuUs4BnuJQpJwifMfUSDlHgErDkXJK4D2kRcp5gKgQAimnAN1DSqScB4hKIfpJObP67Z7pemrPfKvJRn1L1ps1OTw5khEZaZ/3Fom3TuOFm9PzSnczPGmRcvmtNVIuv7Vj5k8TQMo5PBVIOQd4ikORcorwHVMj5RwBKg1HyimB95AWKecBokIIpJwCdA8pkXIeICqFuCzlXt19KBv1qmw0q1H302ZNtnYf2ZndmJ6/aLiwVizLqpFwxbKMjowqzXy40yLl8lt/pFx+a8fMkXJenwGknFecmQVDymWG2nsipJx3pJkERMplgjmVJEi5VLCmHhQplzriVBIg5VLBmlrQvdahrO9syUZjW/724avyyt4DuW9Wv7WOrWQzss10PDVnvnW6nxopxyscAki5cGqRdCZIuaTEuD5kAqyUc6gOUs4BnuJQpJwifMfUSDlHgErDkXJK4D2kRcp5gKgQAimnAN1DSqScB4gphXi1+UDWGzXZaGzJ+k5VNptVqe7t2GyLMwV5bnZJ1hYq8lMLb7Dv5uw3sy2VV9gEkHJh1+e62SHl8ls7Zv40AaScw1OBlHOApzgUKacI3zE1Us4RoNJwpJwSeA9pkXIeICqEQMopQPeQEinnAaJjiN2TAyvdbPfTnS3ZtF1Qq3J8emIbLKwUyrK2EDVcsA0YShUxDRn6nSnnOC2Gp0QAKZcS2AzCIuUygEyKzAgg5RxQI+Uc4CkORcopwndMjZRzBKg0HCmnBN5DWqScB4gKIZByCtA9pETKeYCYIMT9xrZsNNpdT+s1WW9syfZ+3UZYnCnabacrJSPflu272YLa64WUSwA+oEuRcgEVI+FUkHIJgXF50ASQcg7lQco5wFMcipRThO+YGinnCFBpOFJOCbyHtEg5DxAVQiDlFKB7SImU8wCxS4jG8Z5s1rflXqNqu55umG2o9S05OTuVibFxWS2UZXVh2b6vlcz5b2UpTs0lmgxSLhGuYC5GygVTisQTQcolRsaAgAkg5RyKg5RzgKc4FCmnCN8xNVLOEaDScKScEngPaZFyHiAqhEDKKUD3kBIp5w5xs2FWvBn5Vr2Qbw8OGjbw0kwp6nxqV70ty1qpLHcKZfekImxf9UIx+yBIueyZ+8qIlPNFkjghEEDKOVQBKecAT3EoUk4RvmNqpJwjQKXhSDkl8B7SIuU8QFQIgZRTgO4hJVIuPsT60Z6Vbua8N7MFNZJwVWmdncqkWf1mOp7aVW/t7qelshQmZ+MnSHglK+USAgvkcqRcIIUYYBpIuQGgMSRYAkMt5X74ox/Lb33+JfknP/8Oee973tW1SJ1rDg4OLv588eaCfPrFT8jI2JT9b7du0N482Ce8y8SQcnmq1pNzRcrls3ZIuXzWzcwaKZfP2iHl8lk3pFz3unW2m96rV2XTnAFXr8qjw6a9uDy7YLecrhj5ZiRcoSzPF5cyfwCQcpkj95IQKecFo0oQpJwKdpKmRGBopdxl2fbuX3zntVLuiy99TT7ywffJW9/y5ifKwEq5lJ7KlMMi5VIGnGJ4pFyKcFMMjZRLEW7KoZFyKQNOKTxSLiWwKYcddin3+HBX7PZTc+6b7X5alc1mVU7PzmRqbELWSsvt7qdGwpXlbqkicxMzKVclXnikXDxOoV2FlAutIvHng5SLz4orwycwlFJu+8FD+c3PfVn++S+9W/71y9+Vf/Dv/QxSLvxn1dsMkXLeUGYeCCmXOXIvCZFyXjCqBEHKqWB3ToqUc0aoEmBYpNzZ+bmVbUa6RfJty8q4zuq35bkbVrpZCWfkW7Eitwu3VGoSNylSLi6psK5DyoVVjySzQcolocW1oRMYOilnhNynP/M78iu/9G75D/+DfyCf+e0v9ZVyZotrZ/tqZ+vq0q1FYaVc6I939/kh5fJZNzNrpFw+a4eUy2fdzKyRcvmsHVIun3V7FqWcWf1mGy/sbMl6syYbVsRVxdzrzPikrJairqerC2VZLVRkbaEis+PTuSsgUi53JbMTRsrls27280ljX4pz0zI2Nprfm2DmEGgTGCopt7+/byXcO3/hHfL2t70gnX+/bqXc1Sfls1/4ijx6XJcXP/lh2T86s388NxudLccrHwTMB8GDw2OZnaFu+ajYT2Z5dHQiY+OjMj42lrepD/V8T0/P5KTVkumpyaHmkMeb3z84kpnpSRkZGcnj9Id2zscnLXvvkxPjQ8sglzd+fi57h8cyl8PPJ2aL6f3dml3xtrm7LfcbZuvpttSPdm0pKmb123zZnv12Z37JvpsVcc/Ky34+GRuV8XE+n+Sppnw+yVO1npzr/uGxzEyOy8goUi6EKs5MTYQwjdzOYaikXGeV3MNHO08V7Lpz5S5fbM6i++rXvymf+tiHLho98BDm6/k/Pxc5OmnJ9CRfVvJVORGz4sp86B0bRRDkqXanZ+diPvhOTvBlJU91M3M9Om7JxMS48COXr8q1WmciIyLjrCDIVeHOzc/ckfkLjLA/nzw6asr9xrbc36vJfSPh9oyEq1nWZvXbnUJZ7hgBV1iK3otlmR57tv9S5rh1KmOjfD7J1Q+ciJjdMyenZzLF55O8lY7PJ4FVjEVKbgUZKil3FdUgK+W6STm6r7o9hFmPZvtq1sT95WP7qj+WWUZi+2qWtP3mYvuqX55ZRWP7alak/eYJbfvq6fmZbbrQabgQdT+tSf1oz974c4VFWTFbTm330+gMuGdp9VuS6rJ9NQmtcK5l+2o4tUg6E7avJiXG9SETQMpdOVPuG996Wf70z/5cPv3iJ8ScG/fyd/5Q3vTGtYvOq2b7qnl9/KMf4Ey5kJ/sa+aGlMtp4ThTLreFQ8rltnScKZfT0iHl8lk4TSn34KAhG6brqe1+WpUNs/20vfrNdDhdtdIt2n4aSbiKXRXHKyKAlMvnk4CUy2fdzKyRcvmtHTN/mgBSro+U+973fyBffOlrF+Te9FN37Xlys7OzSLmc/kQh5XJaOKRcbguHlMtt6ZByOS0dUi6fhctCyp2ctWTDSrealXBR84WaNI6j1W+35xflbrvrqZFvphFDZXYhn0AznDVSLkPYHlMh5TzCzDgUUi5j4KRLlcBQSzlXsnRfdSWoMx4pp8PdR1a2r/qgmH0MpFz2zH1lZPuqL5LZxkHKZcvbVzbfUm57vy7rjS3ZrLdXvzWr9iw485qfnJW1YllWS2VZLRr5VrHdT6fGOax7kHoi5Qahpj8GKadfg0FngJQblBzjQiSAlHOoClLOAZ7iUKScInzH1Eg5R4BKw5FySuA9pEXKeYCoEAIppwDdQ8pBpdzx6YndcrrZrMn6zpZs2Peq7J4c2Fk9X7hlz3tbLZRldSF6L8+x+s1DyS5CIOV80swuFlIuO9a+MyHlfBMlniYBpJwDfaScAzzFoUg5RfiOqZFyjgCVhiPllMB7SIuU8wBRIQRSTgG6h5RxpFx1b0c2m9Unmi+82nxgsxcmZmV1oSx3i8tR44WFim3EMDkWdjdXD+jUQyDl1Esw0ASQcgNhC2IQUi6IMjAJTwSQcg4gkXIO8BSHIuUU4TumRso5AlQajpRTAu8hLVLOA0SFEEg5BegeUl6WcoetY9tswf6zU5WN5rZdBbfXOrSZ7hTKctdKNyPflu370mzJwywIMQgBpNwg1PTHIOX0azDoDJByg5JjXIgEkHIOVUHKOcBTHIqUU4TvmBop5whQaThSTgm8h7RIOQ8QFUIg5RSgO6Tc2n3U3nK6Jf/u0Wuytf9QXt19aCMWJ+dkbaFsz3uLup6aLqjLMj465pCRob4JIOV8E80mHlIuG85pZEHKpUGVmFoEkHIO5JFyDvAUhyLlFOE7pkbKOQJUGo6UUwLvIS1SzgNEhRBIOQXoMVIenhxF3U7rW7LR2LZdUO81tuTg5MiONg0X3jCzKG++dfvi7LfFmWKMyFyiTQApp12BwfIj5QbjFsIopFwIVWAOvggg5RxIIuUc4CkORcopwndMjZRzBKg0HCmnBN5DWqScB4gKIZByCtCvpHxt96FsNmqy3qjKZr1qGzG8vvfIXrUwNSerCxVZK7S7nra7n47KiDyq78viwpz+DTCDRASQcolwBXMxUi6YUiSeCFIuMTIGBEwAKedQHKScAzzFoUg5RfiOqZFyjgCVhiPllMB7SIuU8wBRIQRSLjvo+61D2ajXZL2+JZuNbftuup+a1W8jZvWb6Xra3nJq3ldLFbk5Xeg6wTiNHrK7MzIlIYCUS0IrnGuRcuHUIulMkHJJiXF9yASQcg7VQco5wFMcipRThO+YGinnCFBpOFJOCbyHtEg5DxAVQiDl0oFuVr+ZFW+d7qemCcPW3mOb7Mb0vKyZrqcl0/20Iiul6Ay4Eavm4r2QcvE4hXgVUi7EqvSfE1KuP6NQr0DKhVoZ5jUIAaTcINTaY5ByDvAUhyLlFOE7pkbKOQJUGo6UUwLvIS1SzgNEhRBIOTfoeycHVr5tNMz5bzXZaJgz4GpiOqKOjozKmpVuZblbirqeri1UZGFq3i2piCDlnBGqBUDKqaF3SoyUc8KnOhgpp4qf5J4JIOUcgCLlHOApDkXKKcJ3TI2UcwSoNBwppwTeQ1qknAeICiGQcvGhv9p8EAm4ZlU2dsx7Tart1W+LMwVZMV1PFyqyauVbJOFGRuKvfos/E6RcElahXYuUC60i8eaDlIvHKcSrkHIhVoU5DUoAKTcoORFByjnAUxyKlFOE75gaKecIUGk4Uk4JvIe0SDkPEBVCIOWehr57cmClm+1+auVb1XY/PTo9kfHRMdv5dLVUltXisqzZs9+WpTQ1m2n1WCmXKW6vyZByXnFmFgwplxlq74mQct6RElCRQGZS7rNf+Ir84C/+0t7qCz/3s/Lxj35A8bb9pEbK+eGYdRSkXNbE/eVDyvljmWUkpFyWtP3mQsr55ZlVtGGXcq80tuWe6XraiLqemvfaft3ivzVTjARcp/vpQsWufgvhhZQLoQqDzQEpNxg37VFIOe0KDJ4fKTc4O0aGRyATKfeNb70sf/XXfyMvfvLDMjs7K0bQ3b69LO99z7vCI5JgRki5BLACuhQpF1AxEk4FKZcQWCCXI+UCKcQA00DKDQAtgCHDIuWax/sXZ79F3U9NF5O3MwgAACAASURBVNSqnJy1ZGJs3G45XV1Yjraeliq2C2pxai6ACnWfAlIu2NL0nRhSri+iIC9AygVZlliTQsrFwsRFOSGQupTb39+Xz/z2l+Sdv/AOefvbXrBYfvijH8tXv/5N+dTHPiRLtxZzgurpaSLl8lk6pFw+62ZmjZTLZ+2Qcvmsm5k1Ui6ftXsWpZwRbqbbabTyzci3LXlw0LAFKs8uyEoxEm8rxYrtfvp8cSl3xUPK5a5kFxNGyuWzdki5fNbNfj5p7EtxblrGxkbzexPMHAJtAqlLue0HD+U3P/dlef+v/rK89S1vtmm7/bc8VgQpl8eqiSDl8lk3pFx+64aUy2/tkHL5rF2epVz9aM+e9bZuJdzWRffT1tmZTI1NRPKtuNzufmokXFkKk9me/ZbWU4GUS4ts+nGRcukzTiMDUi4NqtnERMplw5ks2RBQk3Kf/szvyK/80rsvVs9lc7t+syDl/PLMKhpSLivS/vOwUs4/0ywiIuWyoJxODqRcOlzTjpoXKWdWvkUCzrzXZKO+JQ8PmxaPWf0WrXwzK+CiLah5XP2WpNZIuSS0wroWKRdWPeLOBikXl1R41yHlwqsJMxqcAFJucHZ0X3VgpzkUKadJ3y03Us6Nn9ZopJwWefe8SDl3hhoRQpNyO4e7smFWvhkBZ7qemi6ojS05Oz+X6fFJe9ab6XoadT+tyFqpLHMTMxroVHMi5VTxOyVHyjnhUxuMlFND75wYKeeMkAABEchEyplVcQ8f7Vx724s3F+TTL34iV2fMsVIuoCc5wVSQcglgBXYpUi6wgsScDlIuJqgAL0PKBViUGFPSknJGKplVb5v1atT9tL0K7vHhrp318tyNqPOpbbpQkbViWW4XbsW4o+G4BCmX3zoj5fJZO6RcPutmZo2Uy2/tmPnTBFKXcs8ydKRcPquLlMtn3cyskXL5rB1SLp91sx9663tSLMzK2OhIfm9iCGeehZR7dNi8aLhgVsFFDRiqdvXbjFn91t5yurpQltVCRdYWKjI7Pj2E1Yh/y0i5+KxCuxIpF1pF4s0HKRePU4hXIeVCrApzGpQAUm5QciJsX3VgpzkUKadJ3y03Us6Nn9ZopJwWefe8SDl3hhoRfEq50/MzK9vWd6qy0Yy6npptqDtHe/bW3jB/U9aKFVkpmZVv0Rlwt+cXNW479zmRcvktIVIun7VDyuWzbvYvDem+mt/iMfOnCGQq5T77ha/ID/7iL5+YxAs/97Py8Y9+IJelYaVcLstG99V8ls3OGimXz+Ih5fJZN/uhl5VyuSzeoFLu4UGjffbbVtT9tF4V04zBvGYmpuSu6XpqGy+UZaVYkbulikyPT+WSUYiTRsqFWJV4c0LKxeMU2lVIudAqEn8+SLn4rLgyfAKZSLntBw/FnCt3Y+GGvPjJD8vsbNS6fn9/Xz7z21+SxzuPc3eenJk/Ui78B7zbDFkpl8+6IeXyWzekXH5rh5TLZ+36SbnW2amVbZF0q9mmC6b7ab29+u25+cWLrqed7qfmPDhe6RJAyqXLN83oSLk06aYXGymXHtu0IyPl0iZM/CwJZCLlzAo58+q1Iq7fn2cJJEkupFwSWuFci5QLpxZJZ8JKuaTEwrgeKRdGHQaZBVJuEGr6Yy5LuQd29VtbwJkGDPUtud/ctpOcm5iWNXP2W3EpOgPOdkE1q98m9W9iCGeAlMtv0ZFy+awdUi6fdTOzRsrlt3bM/GkCqUu5zmq4d/7CO+Ttb3uhaw2+9/0fyHf/6E+eWEWXh2Ih5fJQpafniJTLZ93MrJFy+awdUi6fdbMfetm+mpviHZ+2orPf6lX5u0evy+ZuTV5pPpDGcXT223OFW/bMt6j7qZFvy1KZW8jN/Q3DRJFy+a0yUi6ftUPK5bNuSLn81o2ZdyeQupQzW1d/83Nflvf/6i/LW9/y5q6z+OGPfixf/fo35VMf+5As3crP4cBIuXz+WCHl8lk3pFx+64aUy2/tkHJh1m57v263nG7WzdbT6Ny3+41o9dv8xKzcKdySO8WyvOnGG2S13YBhcmwizJthVhcEkHL5fRiQcvmsHVIun3VDyuW3bsxcScqxUo5HLzQCSLnQKhJ/PqyUi88qpCuRciFVI9lckHLJePm++vj0xEq3TXPu285WdP5bvSa7J/s21R2z7bTY7npaKstacVmWZkvS70w53/Mknh8CSDk/HDWiIOU0qLvnRMq5M9SKwPZVLfLkTYNA6ivlzKT7nRnX78/TuHEfMVkp54Ni9jGQctkz95URKeeLZLZxkHLZ8vaZDSnnk+b1sap7O7LRbrhgVr4ZGfdq84EdVJyck5XSktwtVmzX07VS9D45Nt41KFIuu7r5zISU80kz21hIuWx5+8qGlPNFMvs4SLnsmZMxPQKZSDm6r6ZXQCInJ4CUS84slBFIuVAqkWweSLlkvEK6GinnvxqHreOo8UKjJht1s/ptW9brW7J3cmiT3Sksyd3SctT9dME0X6jIrZliookg5RLhCuZipFwwpUg8EaRcYmRBDEDKBVGGgSaBlBsIG4MCJZCJlOvc+ze+9bJ8+w+++wSKF37uZ3t2ZQ2U2cW0WCkXeoW6zw8pl8+6mVkj5fJZO6RcPutmZo2Uc6vd1t5jK9zs9tP2+6u7D23Q0tScbbhgtpzarqelqAnD+OiYW1IRtq86E9QJgJTT4e4jK1LOB8XsYyDlsmfuKyNSzhdJ4oRAIFMpF8IN+5wDUs4nzexiIeWyY+07E1LON9Fs4iHlsuGcRhakXDyqh60juVc3Z7+Z7qc1K+HuNbbk4OTIBog6npqz34x8iyTcYsLVb/FmEl3FSrkktMK5FikXTi2SzgQpl5RYGNcj5cKowyCzQMoNQo0xoRJAyjlUBinnAE9xKFJOEb5jaqScI0Cl4Ug5JfAe0iLlnob42u7DaOWbacBQj85+e333kb1wwa5+ixov2AYMC9HZb2Mjox6qET8EUi4+q5CuRMqFVI1kc0HKJeMVytVIuVAqkXweSLnkzBgRLoFMpNz3vv8D+eJLX5OPfPB98va3vfAEjev+LFxs0cyQcqFXqPv8kHL5rJuZNVIun7VDyuWzbmbWwyzl9luHsr5TlY1mVTZ2arLRjM6AO2gdy+jIyEXDBbPqba19BtzN6UIQxUbKBVGGxJNAyiVGFswApFwwpUg0EaRcIlxBXYyUC6ocTMaRQCZSrl931X5/7niP3oZfFYhIOW9oMw2ElMsUt9dkSDmvODMLhpTLDLX3RMMi5V5rPpB103jBNGComyYMVTHnwZnXjel5u/JtpVSJup+2V8KNjIx45+0rIFLOF8ls4yDlsuXtMxtSzifN7GIh5bJj7TsTUs43UeJpEkhdynU6r/7KL737qVVynRs3suv3fv/b8ukXPyFLtxY1efTM3RFy5oLOij+kXJCl6jsppFxfRMFegJQLtjTXTgwpl8+6mVk/a1Ju7+TAnvkWyTfzbrqf1sR0RDWr30zThZVSWe6a5gu28UJZFqbnc1dApFzuSmYnjJTLZ93MrJFy+awdUi6fdbOfTxr7UpyblrGxbI+HyC8xZh4ygUyk3G9+7svy/l/9ZXnrW97clcUPf/Rj+erXvymf+tiHgpRynfn9y197r3zxpd+VjmBEyoX8aPeeG1Iun3WzH3p3D2VyalymJsbzexNDOHOkXH6Lnmcp90pj2245/Un306rU9ndsMRanC1HDBdv9NGrCYM6Ae1ZeSLl8VhIpl8+6IeXyWzekXH5rh5TLb+2Y+dMEUpdy+/v78pnf/pK88xfece1Kue/+0Z/Ii5/8sMzOzgZVJyPkOufhmVV8n/7M7yDlgqpQ8skg5ZIzC2UEUi6USiSbB1IuGa+Qrs6DlGse70fdTk3307ppwLBl//3o9ETGR0dl1a56K9v3qPtpRUpTcyFh9j4XpJx3pJkERMplgjmVJKyUSwVr6kGRcqkjTi0BUi41tARWIJC6lDP39I1vvSyvvbYlH//oB7reojlT7vbtZXnve96lgKB3SrP19vIqv6tbcTsr5eZnp4KaN5O5nsD5ucj+4ZHMzVC3vD0rh0cnMjY+JhMsVc9V6VqnZ3LSOpWZqYlczZvJiuwdHMnM9JSMBnJ82qu7D+zqt/uNmmya9+a2bB90Vr8VZaVQjv4pleXOfFnuFJaGsoxGhJvX5MTYUN5/Xm/6XKKfuXk+n+SuhIfHJzI2xueTvBXu9PRMjvl8krey2fnuHR7bz5Xm6Ale+gSm+YzvVIRMpFxntZyZ6eXVcJ3//njncZDnyZlVcr/1+Zfk4ODgKcjmXLm3vOWt9r/zEDo9g5kPNn8Tbb6wTE2yBTJz+I4Jzd9ojo2NyOgo50c4osx0uFmdenp6KhNsO86Uu49kx8ctmZgYk6ybGpjVb/d3jXzblvt723K/UZXN3QfSOmvJ+Mi4rBSX5M78kqwUKvJ84ZaszFdkfnLGxy0/EzFarVOREZHxMaRcrgp6fi5Hx6cyNcXnk1zVTUTs55PRERnlLw1zVTrz+aR1eiqTfD7JVd3MZO3nk/ExGQnlbw1zR9DvhFmk5MYzEynXmaJZMfftP/juEzN+9y++M7gVcr2Q9lopd+tG/g6Bdnts8j2a7av5rR/bV/NZO7av5rNuZtZZbF81K942dqqy3qzad9OE4cFBw0Irz5ZkpViRtVLFvpvup88Xh3P1W5KniO2rSWiFcy3bV8OpRdKZsH01KbEwrmf7ahh1GGQWbF8dhBpjQiWQqZQLFULceSHl4pIK+zqkXNj1uW52SLl81g4pl8+6+ZZy9aN92ahvyXqj3fW03QW1dXYqU2MTslI0TReWZXWhImuFsn2fn2D12yBPD1JuEGr6Y5By+jUYdAZIuUHJ6Y5Dyunyd8mOlHOhx9jQCCDlElQEKZcAVsCXIuUCLk6fqSHl8lk7pFw+6zaolDNiwax+W9/Zirqf7lRls1mVhwdNC6Iyd0NW29LNdDw13U+fK9zKL6QAZ46UC7AoMaaElIsBKdBLkHKBFqbPtJBy+ayb/XzS2Jfi3LSMsWU8v0Vk5hcEkHIOD0On0QPbVx0gKgxFyilA95QSKecJZMZhkHIZA/eYrt/21Z2j3bZ0M91Pt9rdT6tydn4m0+OTsmq6nV50Py3bbahzrH7zWKHuoZByqSNOJQFSLhWsmQRFymWC2XsSpJx3pJkFRMplhppEGRBAyjlARso5wFMcipRThO+YGinnCFBpOFJOCbyHtB0pZ3qrrNerslmvyj3TdKFek/XGljw+3LVZls3qN7PqbaFimy8Y+XZ7ftHDDAgxCAGk3CDU9Mcg5fRrMOgMkHKDktMdh5TT5e+SHSnnQo+xoRFAyjlUBCnnAE9xKFJOEb5jaqScI0Cl4Ug5JfADpn102JSNumm4UJMfb78irx8+smfBnYvIzMSU3Xq6Vlq2HVDN+2qpLLPj0wNmY1gaBJByaVBNPyZSLn3GaWVAyqVFNt24SLl0+aYZHSmXJl1iZ00AKedAHCnnAE9xKFJOEb5jaqScI0Cl4Ug5JfB90p6en7XlW9W+d7qf7hzt2ZFvmLspt2dvyRsXb8td2/20zOq3MEv51KyQcjkp1JVpIuXyWTcza6RcPmuHlMtn3cyskXL5rR0zf5oAUs7hqUDKOcBTHIqUU4TvmBop5whQaThSTgn8pbQPDxq26cLGTrv7qV0JV7VXmNVvd+25bxVZLS7JamnZdj+dnpiSfmfK6d8ZM+hGACmXz+cCKZfPuiHl8ls3pFx+a4eUy2/tmDlSzuszgJTzijOzYEi5zFB7T4SU8440k4BIuUww2ySts1NZNw0XGjV7BtxGsyrrOzVpHEer356bX4zkW6EiqwvmvSzL8zd7ThApl13tfGZCyvmkmV0spFx2rH1nYqWcb6LZxEPKZcM5jSxIuTSoElOLACvlHMgj5RzgKQ5FyinCd0yNlHMEqDQcKZcO+O39umw2a7K+s2Xf7+1U5X6zZpPNjU/L2sJye+WbWQEX/WM6oiZ5IeWS0ArnWqRcOLVIMhOkXBJaYV2LlAurHnFng5SLSyq865By4dWEGQ1OACk3ODtByjnAUxyKlFOE75gaKecIUGk4Us4N/PFpSzbtireqXQF3r7ElGzs1aZ7s28DPFW5FZ76Zrqft7qeVuQW3pO3RSDkvGDMPgpTLHLmXhEg5LxhVgiDlVLA7J0XKOSNUC4CUU0NP4hQIIOUcoCLlHOApDkXKKcJ3TI2UcwSoNBwpFx98bW/n4uw3cwac2Yr6SvOBDTA/MWOlm+1+urAsK7YLakUmxybiJ0h4JVIuIbBALkfKBVKIhNNAyiUEFtDlSLmAipFgKki5BLACuxQpF1hBmI4TAaScAz6knAM8xaFIOUX4jqmRco4AlYYj5Z4Gf9Q6see9ma6npuHCRr0m642a7B5Hq9/umIYLZuWbWQFXKstacVmWZkuZVxAplzlyLwmRcl4wZh4EKZc5cm8JkXLeUGYaCCmXKW6vyZByXnESTJkAUs6hAEg5B3iKQ5FyivAdUyPlHAEqDR92KVfd35GN+pZsNGpWwt2rb8lruw9tNYqTc7K6ULbdTk3X09Wiea/IxOi4UrWeTIuUC6IMiSeBlEuMLIgBSLkgyjDQJJByA2FTH4SUUy/BwBNAyg2MjoEBEkDKORQFKecAT3EoUk4RvmNqpJwjQKXhwyLlDk6OosYLdXP2W1XW6zUr4vZODiz5laJZ8VaJup9a+bYst2aKSlWJlxYpF49TaFch5UKrSLz5IOXicQrxKqRciFXpPyekXH9GoV6BlAu1MsxrEAJIuUGotccg5RzgKQ5FyinCd0yNlHMEqDT8WZRyW3uP7XlvpvGClXDNqrzajFa/labmrHQzW0/NFtTVBbMNdVnGRkaVKjB4WqTc4Ow0RyLlNOkPnhspNzg77ZFIOe0KDJYfKTcYtxBGIeVCqAJz8EUAKedAEinnAE9xKFJOEb5jaqScI0Cl4XmWcoetI7lnpVvNdj8157+tN6piVsWZV7TqrRJ1Py1GZ8DdnC4okfafFinnn2kWEZFyWVD2nwMp559pVhGRclmR9psHKeeXZ5bRkHJZ0iZX2gSQcg6EkXIO8BSHIuUU4TumRso5AlQanhcp99ruo+jst2ZNNnai99d3H1lqC9Pz7dVvy7b7qVn9ZlbBjY3mb/VbkscAKZeEVjjXIuXCqUWSmSDlktAK61qkXFj1iDsbpFxcUuFdh5QLrybMaHACSLnB2QlSzgGe4lCknCJ8x9RIOUeASsNDk3L7rcNo1ZvpfrpTiyRcfUsOWscyMjLyky2nVr4t23PgbkzPK9HTTYuU0+U/aHak3KDkdMch5XT5u2RHyrnQ0xuLlNNj75oZKedKkPEhEUDKOVQDKecAT3EoUk4RvmNqpJwjQKXhmlLuteYDWbfSzTReiM6AM+fBmZfZZmqbLyxEq9/WFiqyUqjI6MiIEqnw0iLlwqtJnBkh5eJQCu8apFx4NYk7I6RcXFJhXYeUC6seSWaDlEtCi2tDJ4CUc6gQUs4BnuJQpJwifMfUSDlHgErDs5BypsOpPfvNNF7YaZ8BV9+So9MTu8XUyDYj3ax8Ky1bGTesq9+SPAZIuSS0wrkWKRdOLZLMBCmXhFZY1yLlwqpH3Nkg5eKSCu86pFx4NWFGgxNAyg3Oju2rDuw0hyLlNOm75UbKufHTGu1byr3S2LZbTm3XU9N4oV6V2v6OvT2z+s00WzBNF0zzhdXSsj0LjtdgBJByg3HTHoWU067AYPmRcoNxC2EUUi6EKiSfA1IuObNQRiDlQqkE8/BBACnnQJGVcg7wFIci5RThO6ZGyjkCVBo+qJRrHu/LZmNb7pnmC42q3YJq3o9PWzI+Oma7nnYaLhgRZ+RbaWpO6S6fzbRIuXzWFSmXz7oh5fJZNzNrpFw+a4eUy2fdzKyRcvmtHTN/mgBSzuGpQMo5wFMcipRThO+YGinnCFBpeBwpd9+ufIsaLmw0ojPgtg/qdsa3ZooXK95WSxXbeMFsP+WVPgGkXPqM08iAlEuDavoxkXLpM04rA1IuLbLpxkXKpcs3zehIuTTpEjtrAkg5B+JIOQd4ikORcorwHVMj5RwBKg2/LOUaR3tWupktp7br6c6WfT85bcmEWf3W3m5q3u8a+VZakuIkq9+USidIOS3ybnmRcm78tEYj5bTIu+dFyrkz1IiAlNOg7icnUs4PR6KEQQAp51AHpJwDPMWhSDlF+I6pkXKOADMevmmlW1X+7vHrVsK9srctDw8adhZLsyVZKy7LSsk0XjANGCpyp7iU8QxJ148AUq4foTD/HCkXZl36zQop149QuH+OlAu3NtfNDCmXz7qZWSPl8ls7Zv40AaScw1OBlHOApzgUKacI3zE1Us4RYErDd472ZLNelXuNTvfTLTFCrnV2KpNjE/ast9uzi/LTt56Pup8uVGR+Yial2RDWJwGknE+a2cVCymXH2mcmpJxPmtnGQsply9tXNqScL5LZx0HKZc+cjOkRQMo5sEXKOcBTHIqUU4TvmBop5wjQcfi5nMum2Xq6Y7aeVu37ZrMqDw+aNnJlbkFWChUr3VaLy7JWLMtzhVsS50w5x6kxPCUCSLmUwKYcFimXMuCUwiPlUgKbQVikXAaQU0iBlEsBakYhkXIZgSZNJgSQcg6YkXIO8BSHIuUU4TumRso5Akww3Kx+WzfnvTWqsn7R+bQmZ+dnMj0+GXU+Nf/YrqdLsrawLHPj010zIOUSgA/sUqRcYAWJOR2kXExQgV2GlAusIAmmg5RLACugS5FyARUj4VSQcgmBcXnQBJByDuVByjnAUxyKlFOE75gaKecIsMtwI9mibqdbsm7e2wLu8eGuvXp5/qbdcrpqVr8VIgn33Pxiookg5RLhCupipFxQ5Yg9GaRcbFRBXYiUC6ociSaDlEuEK5iLkXLBlCLxRJByiZExIGACSDmH4iDlHOApDkXKKcJ3TI2UcwP46LApG6brqe1+albBGRlXFbMtdXpiStaMfCsty1qpLCvFstwtLsvMxJRbUhG2rzoT1AuAlNNj75IZKedCT28sUk6PvWtmpJwrQZ3xSDkd7j6yIuV8UCRGKASQcg6VQMo5wFMcipRThO+YGikXD6BpsGDPfqtv2XfbgKFeFbMl1bxuzy9a6bZWrMhKqWLf3zB/M17wAa5ipdwA0AIZgpQLpBAJp4GUSwgskMuRcoEUYoBpIOUGgBbAEKRcAEUYcApIuQHBMSxIAkg5h7Ig5RzgKQ5FyinCd0yNlHsa4MODhj3zbbNu5NuWfTdbUM1rdnxaVktlWSsty4o59620bLei+lj9lqSUSLkktMK6FikXVj3izgYpF5dUWNch5cKqR5LZIOWS0ArnWqRcOLVIOhOkXFJiXB8yAaScQ3WQcg7wFIci5RThO6YeZilnVr9F8q0q62YLqu1+WpPG8U9Wv62VKpe6n1Zkee6GI3E/w5FyfjhqREHKaVB3z4mUc2eoEQEpp0HdT06knB+OWUdBymVN3F8+pJw/lkTSJ4CUc6gBUs4BnuJQpJwifMfUwyLltvfrFw0XbPfTek3uN2uW3tzEjBj5tlo057+VZbW4bP+36Yga6gspF2pl+s8LKdefUYhXIOVCrEr/OSHl+jMK9QqkXKiVuX5eSLl81s3MGimX39ox86cJIOUcngqknAM8xaFIOUX4jqmfNSl3fNqSjcaWbLS3nJqVcOZ/N4/3LannCrfseW+r5h/b/bQslUBWvyUpJVIuCa2wrkXKhVWPuLNBysUlFdZ1SLmw6pFkNki5JLTCuRYpF04tks4EKZeUGNeHTGDopNz2g4fy6c/8jjx8tGPrsnhzQT794idk6dZi1zr98Ec/lt/6/EtycHBw8eedMSNjUVfCWzfmQ64xc7tCACmX30ciz1Kutr/T7nYadT01W1BfaW7bYsxPzFjpdtc2XjANGMwZcGWZGpvIb7EuzRwpl98yIuXyWTukXD7rhpTLZ93MrJFy+awdUi6fdTOzRsrlt3bM/GkCQyflvvf9H8grr23Je9/zLkvjG996Wf7qr/9GXvzkh2V2dvYpQkbKffGlr8lHPvg+eetb3vzEn7NSLp8/Uki5fNbNfujdPZTJqXGZmhgP9iaOWieybhoutMWb7X5ar8reSST2ny8uRfKtWLHbUM17ebYU7P34mBhSzgdFnRhIOR3urlmRcq4EdcYj5XS4+8iKlPNBMfsYSLnsmfvKiJTzRZI4IRAYOil3FbqRdL/3+9/uuVoOKRfCY+p3Dkg5vzyzjBaalNvae9yWb5GEM91PX2s+tEgKk7MXZ7/ZlW+2C2pFJkbDFYpp1RIplxbZ9OMi5dJnnEYGpFwaVNOPiZRLn3FaGZByaZFNNy5SLl2+aUZHyqVJl9hZExh6KffZL3xFHj2uX7tS7vL21cvbXVkpl/Xj6icfUs4PR40oWlLuoHUsm6bhwkX305rdgtpZ/Wa2mq6WlmXNvkdnwN2aKWogCjInUi7IssSaFFIuFqbgLkLKBVeSWBNCysXCFORFSLkgy9J3Uki5voiCvQApF2xpmNgABIZWypltq9/+g+/2PVPuKtPLEm//6Mz+8fzc9ADoGaJFwHzoNV9Y5majMwF55YfA4eGJjE+MyvjYWGqTru49ks1mza5822xuy2azKlt7j2y+4tScrBTK0T9mC2phSe4UyjI+mt58UrvRDAO3Ts/k5KQlM9PhdojNEEeuUu3tH8nMzKSMjozkat7DPtnj45bIiMhkwFv9h71GXe///Fx2D45lns8nuXs8Do9OZHxsVMbH+TyQp+Kdnp7JMZ9P8lSyi7nuHRzJzNSkjI7y+SSEAk5PDt9OIJ/ch1bKdSD22756FbbZzvrVr39TPvWxD0mn0QMPoc9HMv1Y5+cix61W0OeSpU8hnxlOWqcyOjoqYx7+D9isfru/W5P7ze1L79ty0DqycO7MR8Itel+SO/NluTldyCc45Vmb1amnZ2cywZcV5UokT2++P24zQQAAIABJREFUrEyMjwtOLjk7zRFGhJuXkQS88kPgXESMUJ3iy01+itaeqc/PJ7m7+RxP2Hw+aZ2dySSfT3JXRbMLY2J8VEb4gBJE7Vik5FaGoZdyphvrb37uy/L+X/3lpxo5dEPbTcrRfdXtIcx6NNtXsybuL9+g21df230kG42o6+lGvSobjaq8vhutfluYmpfVUrTt9G7n7LfiMiuD/JVN2L7qEWbGodi+mjFwT+nYvuoJZMZh2L6aMXCP6di+6hFmhqHYvpohbM+p2L7qGSjhVAkMnZQz21afv70sb3/bCxa8+fc//bM/v2j0cPXfX/7OH8qb3rh2IezM9lXz+vhHPyCcKaf67A6cHCk3MDr1gf2knDnjzYi39XpNNuvtM+AaVTGr4szfpK2ZLadWvkXv5t9vTM+r39ezPgGkXH4rjJTLZ+2QcvmsG1Iun3Uzs0bK5bN2SLl81s3MGimX39ox86cJDJ2UMyvdejVu6CbpzPbWL770tQtyb/qpuxdNIZBy+fyRQsrls272Q+/uoUxOjdutx6bLqel2as5+W69H76YbqnmZbaam+cJaaVlW7XvFngHHuVg6tUfK6XD3kRUp54Ni9jGQctkz95ERKeeDok4MpJwOd9esSDlXgnrjkXJ67Mnsn8DQSTmfCJFyPmlmFwsplx1rH5nM6rd79aqVbv/u4avy6t5D23zhqHUiYyOjVratLUQdT83KN7MNdWFqzkdqYngigJTzBFIhDFJOAbqHlEg5DxAVQiDlFKB7SomU8wQy4zBIuYyBe0yHlPMIk1DqBJByDiVAyjnAUxyKlFOE3yf1K81tWbdnvpmz36Iz4Gr7O3bU4kxRnpu7ZVe/vfHGspVvRsTxCp8AUi78GvWaIVIun7VDyuWzbki5fNbNzBopl8/aIeXyWTcza6RcfmvHzJ8mgJRzeCqQcg7wFIci5RTht1M3j/dlo16T9UbUdMH8b9OI4fi0JeOjY1a2RdKtLGtFI+DKUpqae2L7qv5dMIO4BJBycUmFdx1SLryaxJkRUi4OpfCuQcqFV5O4M0LKxSUV1nVIubDqkWQ2SLkktLg2dAJIOYcKIeUc4CkORcplC/9+M2q8EMm3SMJt79ftJJZmS7JSKMvawrI9A+5uaVnuFJZ6TrBfo4ds74xscQkg5eKSCu86pFx4NYkzI6RcHErhXYOUC68mcWeElItLKqzrkHJh1SPJbJBySWhxbegEkHIOFULKOcBTHIqUSwd+43hP1ndqstGs2i2one6nrbNTmRwbj85+azdciLqfLklxMtnZb0i5dGqXdlSkXNqE04uPlEuPbZqRkXJp0k0vNlIuPbZpR0bKpU04nfhIuXS4ZhEVKZcFZXJkRQAp50AaKecAT3EoUs4dvlnttlmvRd1P29tQHx40bGCz+s1sOV0pma2n0blvd4q9V78lmQ1SLgmtcK5FyoVTi6QzQcolJRbG9Ui5MOqQdBZIuaTEwrkeKRdOLZLMBCmXhFZY1yLlwqoHs3EjgJRz4IeUc4CnOBQpFx/+ztGeXfF2z0i4htmGumW3oJ6en8nU+ISsFjpnv5n3sqyVyjI/MRs/QcIrkXIJgQVyOVIukEIMMA2k3ADQAhiClAugCANMASk3ALRAhiDlAilEwmkg5RICC+hypFxAxWAqzgSQcg4IkXIO8BSHIuWehn8uctHt1Io32/20Ko8Om/biytyCrLYbLpiVb2YF3HOFW5lXESmXOXIvCZFyXjCqBEHKqWB3ToqUc0aoEgApp4LdS1KknBeMmQdBymWO3FtCpJw3lAQKgABSzqEISDkHeIpDh13KPT7cvWi4sG7lWyThzs7PZHp8Mup8WizLamlZVotLslZalrmJacWK/SQ1Ui6IMiSeBFIuMbJgBiDlgilFookg5RLhCuZipFwwpUg8EaRcYmRBDEDKBVGGgSaBlBsIG4MCJYCUcygMUs4BnuLQYZFyRrJ1Vrytm86njaqs72yJ2ZJqXstzN6xwM11P7XuhLM8VFhUr0z81Uq4/oxCvQMqFWJV4c0LKxeMU2lVIudAqEm8+SLl4nEK8CikXYlX6zwkp159RqFcg5UKtDPMahABSbhBq7TFIOQd4ikOfRSn38KApm6br6U416n66U5XNZk3MB/zp8Sm52+56as58MxLubnFZZiamFKswWGqk3GDctEch5bQrMHh+pNzg7DRHIuU06Q+eGyk3ODvtkUg57QoMlh8pNxi3EEYh5UKoAnPwRQAp50ASKecAT3FonqVc6+zUyjaz4s00XrANGOrVi9Vvt+cXo5VvxYqslKKz394wf1ORtt/USDm/PLOKhpTLirT/PEg5/0yziIiUy4Ky/xxIOf9Ms4qIlMuKtN88SDm/PLOMhpTLkja50iaAlHMgjJRzgKc4NC9Szqx+W29sycZOVdabVftuhJx5zY5Py9pCJep+ulCW1UJ0BtzM+KQi2fRTI+XSZ5xGBqRcGlSziYmUy4az7yxIOd9Es4mHlMuGcxpZkHJpUE0/JlIufcZpZUDKpUWWuBoEkHIO1JFyDvAUh4Ym5U5OW7LRrMnGzpZ9X6+b899q0mif/Xa7cEvWrHSrRP8UK/Y8uGF8IeXyWXWkXD7rZmaNlMtn7ZBy+awbUi6fdTOzRsrls3ZIuXzWzX4+aexLcW5axsZG83sTzBwCbQJIOYdHASnnAE9xqKaU2z6otzufRl1P1+s1ud9e/TY3MSPmzDfb/dS+L8taqSJTYxOKtMJKjZQLqx5xZ4OUi0sqvOuQcuHVJM6MkHJxKIV3DVIuvJrEnRFSLi6psK5DyoVVjySzQcolocW1oRNAyjlUCCnnAE9xaBZS7tisfjPdTuvts9/s+7Y0j/ftnT9fXLJbTn/S/bQi5dkFRSr5SI2Uy0edrs4SKZfPuplZI+XyWTukXD7rhpTLZ93MrJFy+awdUi6fdbOfT1gpl9/iMfOnCCDlHB4KpJwDPMWhvqVcbX/HbjndtBLOdD+tySuNbXuHhcnZqNup7X76EwnH6rfBHgCk3GDctEch5bQrMHh+pNzg7DRHIuU06Q+eGyk3ODvtkUg57QoMlh8pNxi3EEYh5UKoAnPwRQAp50ASKecAT3HooFLu6PQkWvlmu58aCVeTe/Wq7J0c2Lsxq9/umq6nxYrddmrOf1uaKSne6bOXGimXz5oi5fJZNzNrpFw+a4eUy2fdkHL5rJuZNVIun7VDyuWzbvbzCSvl8ls8Zv4UAaScw0OBlHOApzg0jpTb2nvcPvutat/XmzV5rfnAzro4NSerdtWb6X5altWFZfs+MTaueFfDkRopl886I+XyWTekXH7rhpTLZ+2QcvmsG1Iuv3VDyuW3dki5/NaOmT9NACnn8FQg5RzgKQ69LOUOWse24ULU/bQmG82qXQW33zq0M1yx0q0ia4WKfTdNGG7NFBVnP9ypkXL5rD9SLp91Q8rlt25IuXzWDimXz7oh5fJbN6RcfmuHlMtv7Zg5Us7rM4CU84oz9WCv7z6y8m398evyt49fl9f3H8hru49s3tLUrKyWlmWt2O56ulCxQm58dCz1eZEgPgGkXHxWIV2JlAupGsnmwvbVZLxCuRopF0olks0DKZeMV0hXs301pGrEnwtSLj6r0K5EyoVWEebjQoCVcg70kHIO8FIcenByJPcaUddTe/ZbMzr77bB1JCMjI1a23Z69JT+9eFvWrHyryOJMIcUZEdoXAaScL5LZxkHKZcvbZzaknE+a2cVCymXH2mcmpJxPmtnGQsply9tXNqScL5LZx0HKZc+cjOkRQMo5sEXKOcDzNPTV5kPZNFtObffTmm3EYM6DM6+FqTlZW1i2Eu5uabnd/bQicj4iO819uVma8zQLwmRFACmXFWm/eZByfnlmGQ0plyVtf7mQcv5YZhkJKZclbb+5kHJ+eWYVDSmXFWn/eZBy/pkSUY8AUs6BPVLOAV7CoXsnh7LRMPKtJpv2PVoBZ1bFjciIbbqwUqrY7qem66k5++3G9HzXLHEaPSScHpdnRAAplxFoz2mQcp6BZhgOKZchbI+pkHIeYWYYCimXIWzPqZBynoFmFA4plxHoFNIg5VKASkg1Akg5B/RIOQd41wx9tflA1htR19ONRs02Yqju79gRN6cLbelmup8u2y6o5iy4kQRTQcolgBXYpUi5wAoSczpIuZigArwMKRdgUWJMCSkXA1KAlyDlAixKzCkh5WKCCuwypFxgBUkwHaRcAlhcGjwBpJxDiZByDvBEZPd4X9atdKvZVXBWwjWrctQ6kbGR0YsVb2blW6f7qdmS6vpCyrkS1BuPlNNj75IZKedCT3csUk6X/6DZkXKDktMdh5TT5e+SHSnnQk9vLFJOj71rZqScK0HGh0QAKedQDaRcfHivmNVv9S3b/XRjJ3qv7UWr3xZnirJaKMvqwrLcNdtQbQfUSvzgCa9EyiUEFtDlSLmAipFgKki5BLACuxQpF1hBYk4HKRcTVGCXIeUCK0iC6SDlEsAK6FKkXEDFSDgVpFxCYFweNAGknEN5kHJPw2sc78lmfftK99OqHJ+2ZHx0zG45NdLNnAG3WqjI2kJZipPuq9+SlBEpl4RWWNci5cKqR9zZIOXikgrvOqRceDWJMyOkXBxK4V2DlAuvJnFnhJSLSyqs65ByYdUjyWyQcklocW3oBJByDhUadil3v7kt93a2bMOF9fb79n7dEl2aLdmupxfdTxcqcqdQdqDtbyhSzh/LrCMh5bIm7icfUs4PR40oSDkN6u45kXLuDDUiIOU0qPvJiZTzwzHrKEi5rIn7y4eU88eSSPoEkHIONRgWKWdWv63v1Ox5b7braaNmt6K2zk5lcmxcVuyKt6jj6ZrpfrpQlsLErAPZdIci5dLlm2Z0pFyadNOLjZRLj23akZFyaRNOJz5SLh2uaUdFyqVNOL34SLn02KYZGSmXJt10YyPl0uVL9GwJIOUceD+LUq7TcCFqwLBlu58+PGhYSuW5hYuz38wZcGYr6vOFWw4EdYYi5XS4+8iKlPNBMfsYSLnsmfvKiJTzRTLbOEi5bHn7yoaU80Uy+zhIueyZ+8iIlPNBUScGUk6HO1nTIYCUc+CaZym3c7QnGztVWW+2u562u5+enp/J1PiEPe/NdD01q99WS2VZK5ZlfjLc1W9JyoiUS0IrrGuRcmHVI+5skHJxSYV3HVIuvJrEmRFSLg6l8K5ByoVXk7gzQsrFJRXWdUi5sOqRZDZIuSS0uDZ0Akg5hwrlQcr9/+3de6xdVZ0H8AW3Be5tKW2hWCsDAxIlSjJmTBiNGEwcI/9giMSgk9GYkMjER4yvxPAXfxETFEMEMzU2ITAZIISEYCbDjM5kjBpNE2aYCRhwELQgtkhLX9xLsbSTtes+c7o59579OnftvfvpP4XevR778zv7nHW+dz+OhzA64y17+ml2BtyesO/VQ9mev2lhY7jonK3ZgxfiAxgu3rA1bDv73AYq3W8qlOt+jZaboVCun7UTyvWzbnHWQrl+1k4o18+6CeX6Wbc4a6FcP2snlOtn3bL1ycHFsGHdWWFu7vT+7oSZE/iTgFBuykvhl0/+Ktx6+/awtLSUbXnpJReHm776ubCwsBC6Fsq9/Orh8JuDu8OuAy+GZw/uCbsOnLgH3PFwPMyvOSNcGO/5loVv8e/zw0Ubzg/r1s6fcgeDUK6/JRfK9bN2Qrl+1k0o19+6CeX6WTuhXD/rJpTrb92Ecv2tnVCuv7Uz8zcKCOWmvCrue/DhcMG2reHK916RbXnbd76X/f3lL3wmWSh37Pjx/w/fDuRPP90T9h85nM1t67pN2f3e4plvWQh39pvCWwZ+9luVg1soV0WrW9sK5bpVj7KzEcqVlereds6U615NysxIKFdGqXvbCOW6V5OyM3KmXFmpbm0nlOtWParMRihXRcu2XRcQylWsUAzpHn/iqexsucUjx7LW521aX7GX8pvvXToUdsWnnu7fE3576MXwm/3xEtQ9WQdnrTkzXDx237f86afza88sP8ApuKVQrr9FF8r1s3ZCuX7WLc5aKNfP2gnl+lk3oVw/6xZnLZTrZ+2Ecv2sW7Y+cflqf4tn5m8QEMpVeFEsLi6GW755Z9i86ZzWz5Q7euz1LGz77YEXw28P7g75008PHFnMZrht/eZw0Yat2SWnF23cmj0F9c3rN1eYvU1zAaFcf18LQrl+1k4o18+6CeX6WzehXD9rJ5TrZ92Ecv2tm1Cuv7UTyvW3dmb+RgGhXMlXRbxsdeejj028p9yG9WeV7OXEZntfPRh2HXwx7DoUA7g92X8/d+gP2c8W1pwZLoyXnK4/P1wY7/u2fkv2/2fNnVFpDBsvL3D82PFweOlIOHtdtboxTS+wtPRaWLN2LqxdM5d+MmZQWuDo0WPhtT8eDQvz3sdKo3Vkw8OvvBoW5s8Mp59+WkdmZBplBI4cORrCaSGcecaaMpvbpiMCMZQ7vGh90pFyVJrG0quvhTVrrE8qoXVg49ePHgtHrE86UInqU4jvlQtnrQ2nn+5BD9X12m9xxlrrjSaqQrmKepMuX13uRXj02NHw3OGXwnOH9oTnXnkpPH/oRBB3+I8nHhqxdd3mLHy7YP2W8Gdnn/j7/PmNFWdk86oC8Ym0R4++LtipCteB7Y++fiwLB04/TUDQgXKUnkK8D+axY8fCmjlhamm0jmz4x6OvZ180HXEdKUjJabx+7MTtNeZ8WSkp1p3N4pnFZ6z1XtmdipSbSbY+Oe00v8Aox9WZreL6JL5frrU+6UxNyk4kW5/MzQVfCcqKzXa7qicpzXY2/etdKFexZvFprDvuuT98/UufDafNnbh3W7yn3IuLB8Kugyeedhr/jk8/ff7gibPf4hNO473fsgcvbIwPXogPYNgazpxbW3F0m7ch4PLVNhTT9OHy1TTuTUd1+WpTwXTt3VMunX2TkV2+2kQvXVuXr6azbzqye8o1FUzT3uWradzbGNXlq20o6qMrAkK5KZX47vfvDh+48j3hHZe9LdsyXsa67+UDowc93Ppf94ffL+0Nh147ce+3CzZsye73lj31dMObsr/PX3D2W1de8HEeQrkuVaPaXIRy1by6srVQriuVqD4PoVx1sy60EMp1oQrV5yCUq27WlRZCua5Uoto8hHLVvLq0tVCuS9Uwl6YCQrkpgj/9+c5wx/a7RltdesnFWSC3sLAQXnr5cLjv6X8Pl225IFz0p6egnjHneuqmL8pZtxfKzVp4dv0L5WZnO8uehXKz1J1t30K52frOqneh3KxkZ9uvUG62vrPsXSg3S93Z9S2Um53trHsWys1aWP+rKSCUa6AdQ7n4J16+6k9/BIRy/alVcaZCuX7WTijXz7rFWQvl+lk7oVw/6yaU62fd4qyFcv2snVCun3XL1icHF8OGdWeFuTkPeuhvFc08FxDKNXgtCOUa4CVsKpRLiN9waKFcQ8BEzYVyieBbGFYo1wJigi6EcgnQWxhSKNcCYqIuhHKJ4BsOK5RrCJiwuVAuIb6hWxcQyjUgFco1wEvYVCiXEL/h0EK5hoCJmgvlEsG3MKxQrgXEBF0I5RKgtzCkUK4FxERdCOUSwTccVijXEDBhc6FcQnxDty4glGtAKpRrgJewqVAuIX7DoYVyDQETNRfKJYJvYVihXAuICboQyiVAb2FIoVwLiIm6EMolgm84rFCuIWDC5kK5hPiGbl1AKNeAVCjXAC9hU6FcQvyGQwvlGgImai6USwTfwrBCuRYQE3QhlEuA3sKQQrkWEBN1IZRLBN9wWKFcQ8CEzYVyCfEN3bqAUK4BqVCuAV7CpkK5hPgNhxbKNQRM1Fwolwi+hWGFci0gJuhCKJcAvYUhhXItICbqQiiXCL7hsEK5hoAJmwvlEuIbunUBoVwDUqFcA7yETYVyCfEbDi2UawiYqLlQLhF8C8MK5VpATNCFUC4BegtDCuVaQEzUhVAuEXzDYYVyDQETNhfKJcQ3dOsCQrkGpEK5BngJmwrlEuI3HFoo1xAwUXOhXCL4FoYVyrWAmKALoVwC9BaGFMq1gJioC6FcIviGwwrlGgImbC6US4hv6NYFhHINSIVyDfASNhXKJcRvOLRQriFgouZCuUTwLQwrlGsBMUEXQrkE6C0MKZRrATFRF0K5RPANhxXKNQRM2FwolxDf0K0LCOUakArlGuAlbCqUS4jfcGihXEPARM2FcongWxhWKNcCYoIuhHIJ0FsYUijXAmKiLoRyieAbDiuUawiYsLlQLiG+oVsXEMq1TqpDAgQIECBAgAABAgQIECBAgAABAisLCOW8QggQIECAAAECBAgQIECAAAECBAissoBQbpXBDUeAAAECBAgQIECAAAECBAgQIEBAKOc1QIAAAQIECBAgQIAAAQIECBAgQGCVBYRyNcHve/Dh8NAPHslaX3rJxeGmr34uLCws1OxNs7YFfvrzneGO7Xdl3Z67eWO4+aavhC3nnbviMH94aW/4xre/G2745PXhHZe9re0p6a+EwOLiYrjlm3eGp595Ntv62muuDh+/7iPLtrztO98LOx99bPTzaduXmIJNagpUOebisXbzLd8Ke/ftr3SM1pyaZisIFGvx+Rs/Ha587xVTzfJjNW7o828q10w2qLIO+eWTvwq33r49LC0tjeZS9rNxJpM/hTut8l6ZM41/1l3x7neFL3/hM6ewYJpdr7I+Kb6v5jN2zKWpXdVjbvy9dX5+Pnztizf6XpCgdFXXJ8XPubLrmQS7ZkgCbxAQytV4UcQ393sfeGgU9MTFUvxjkVQDcwZN4ptyDOTim3EM1+KH6+NPPLXsF8fxhZYP3xkUpEKX48dS/mH8iY9dOzEkiHX7+x3/ED75ieuywDX/ML7hU9eXChUqTMumUwSqHnPxPfT5F3aPAtdpx6gCzEYgf++7/J1vz2pRrONyo46/Z/ql1GxqM63XquuQsrWdNq6fNxOo+l4ZR7PGbGbeVusq65NJY8bPuRde2O27QlsFKdlP1WOu+N5a/P+Sw9qsoUDV9UnxO0Os24677xeoNqyD5qsnIJSrYR0/mLdt2zr6QukNuwbiDJsUFz5lv4w4U26GRSnR9ST/Kl9Gih/gJYa0SUsCdY+5fHjvoS0VomI38b1xxz33h69/6bNZsF32GMo/A+NwK/3Co+J0bF5BoOo6pOznYIUp2LSGQNX3yvje+MgPf+xs1BrWbTZpuj6xvmyzGtX6qnrMFX9J6L2zmndbW1ddnxTrVnY909Z89UOgqYBQrqLgpIPcG3ZFxBlvXgxypp1xlU/HomnGhZnS/aTjqMoZVGXrnHYvhzl63WMu14jt9718wBfPVX55TApDpwXh4z+vcnyu8q4Nerg665DiZT0uo0vzEqn6Xjl+GV0+Y5dkrX7tmq5PnCW3+jUbX1/E/86vZpq2Vsx/vmnjpmxN8vA//8gZjgnKV3V9Mmk9Mm09k2C3DElgWQGhXMUXR74YvvpDV40ukRPKVUSc8ebFMwimfQAL5WZckJLdF38rFptV+dLvw7ck9Aw2q3vM5V84BQQzKEqJLiedhbPScVT8Ylnl+CwxHZuUFGhjHSIIL4nd8mZV3ysnnRHpkqyWi1KiuybrE7/wLQE8w02qHnNxKrHN736/O/zuhd3BbW1mWJwVuq66Ppn0Xdz3gjS1M2o9AaFcRbc6v6GuOITNGwpU/U20UK4heEvNm/wm2hfMlopQs5u6x1w+nMtXa8I3bFb1N9HFB6vkw7uvXMNCVGzexjpkUshQcRo2ryFQ9b2yGCi4JKsGegtNmq5P4hTcd7qFQtToouoxV/zlk3uT1UBvoUnV9UkcctKZxR4A10IxdLEqAkK5GsxV7+VSYwhNGghUvX+EUK4BdotN696zRSDXYhFqdlX3mHPs1QRvqVnVe7YUh3WmXEuFqNFN03WIUK4GegtNqr5XFrefdJZkC9PSxRSBuusTV9Kkf2lVPebqnFmXfi+HN4Om65P4Xnnbnd8PH73mak/OHd7LY5B7JJSrUdaqTz2rMYQmDQSmPWlpuad0usSgAXpLTcd/oznpsuNiAOfU9JbgG3Yz7ZiLi+Kf/OwXoydWx/+/YNvW0S0Aij9vOB3NSwpMe7pZfgy+/33vGT3YaLxroVxJ6BlsNm0dUnyvfPif/jVc+tY/H3058d45g6KU6HLae2VxfVL8f2cVl0Ce0SZV1ydxGo6zGRWjQrfTjrlJ65Px9Yoz5Spgt7hp0/WJY6/FYuhqVQSEcjWZx0+RdelOTcQZNosfondsvysboXi/quIiN3/jf/qZZ0czUtMZFmeFrou1KJ52Pv5F85XFpXDzLd8Ke/ftP6lHtUtTu5WOueKi103n09Ro0qh58JYfR+M3kRfKdadOk2ay0jqkGMqNH5+xL++T6WpbZX0SZzm+vftbpatblfXJwsJCVrd7H3ho9MuodDM3cpX1SR6m7nz0sQzOMZfu9VN1fTJ+iw2Xraarm5HrCQjl6rlpRYAAAQIECBAgQIAAAQIECBAgQKC2gFCuNp2GBAgQIECAAAECBAgQIECAAAECBOoJCOXquWlFgAABAgQIECBAgAABAgQIECBAoLaAUK42nYYECBAgQIAAAQIECBAgQIAAAQIE6gkI5eq5aUWAAAECBAgQIECAAAECBAgQIECgtoBQrjadhgQIECBAgAABAgQIECBAgAABAgTqCQjl6rlpRYAAAQIECBAgQIAAAQIECBAgQKC2gFCuNp2GBAgQIECAAAECBAgQIECAAAECBOoJCOXquWlFgAABAgQIECBAgAABAgQIECBAoLaAUK42nYYECBAgQIAAAQIECBAgQIAAAQIE6gkI5eq5aUWAAAECBAgQIECAAAECBAgQIECgtoBQrjadhgQIECBAgAABAgQIECBAgAABAgTqCQjl6rlpRYAAAQIECBAgQIAAAQIECBAgQKC2gFCuNp2GBAgQIECAAAECBAgQIECAAAECBOoJCOXquWlFgAABAgQIECBAgAABAgQIECCeM7BJAAAJP0lEQVRAoLaAUK42nYYECBAgQIAAAQIECBAgQIAAAQIE6gkI5eq5aUWAAAECBAj0ROC+Bx8Ojz/xVLjpq58LCwsLvZj1T3++M9z7wEPh5pu+Eracd+7EOa/Gfi0uLoZbvnlnuPydbw8fv+4jvbAzSQIECBAgQIBAXwSEcn2plHkSIECAAAECJwn88slfhVtv3x6WlpaWlbn2mquznwnl6r14yoRyf3hpb7j5lm+F97/vPY2Cu3ysp595NptsrN14EFgmqKy3l1oRIECAAAECBNIICOXSuBuVAAECBAgQaFlguTPHVuOMspZ3JZQJoFZjv8qEcm3t+/j+/GbX8+GO7XeFz9/46fCOy94W8nlc/aGrwpXvvaKtIfVDgAABAgQIEEgqIJRLym9wAgQIECBAoC2BaaHcVVf+Vdhx933ZcPPz8+FrX7wxC3zyP8Uz765497vCl7/wmezHeUj2iY9dG3bcfX92dl48k+uCbVuzy0w//MEPhH984KGT+v6fJ54MD/3gkezfzt288aRLUeNc859Nmk/dUO6273wv7Hz0sYn7mJ/Rtnff/tE+j+9j/o/FucV/L561Nl6zvN9oEwOzSVZx+xiwrRSoxbnHP9G8GMLFPh/54Y97dQlyW69r/RAgQIAAAQLDFRDKDbe29owAAQIECJxSAiuFcjEAGw+gYgC07+UDo5AnBnKTzszavOmcLCSKoVD8+aWXXHxSMJT/e7HvGIwV/y0PnOLfca4x0MtDqvj/P/nZL0bBXZ1QrrhPsY8YIObhYwzP7rn3wfB3N/xtdm+9SZedFudR5ky5SaFc0arY76QX5nKh3F/+xeXhtju/Hz56zdUnhain1IvbzhIgQIAAAQKDFBDKDbKsdooAAQIECJx6AtPOlBt/0EMx9IqB0LZtW5e9h9lT//vriQ9emBSelf238QrFYOsb3/5uuOGT12fBU9VQ7pXFpey+bvnZarHvMoFaNHvhhd1Z8FgM18r2sdyZcuMPqSiGnpNenctdvhrPOMznOH4m4Epn7516r357TIAAAQIECPRRQCjXx6qZMwECBAgQIPAGgbqh3LqF+ewJo/kDBsY7zi87nUUoNx4w5WPml3hWDeXiPdh23HN/+PqXPnvS01rHQ7c4xqSHY+Rn/xXv47baodykBz188Kr3jcLKfS/vH13COmmuDgk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51kyoJNyP+hFd69TOer2u9TOpzOz0qZMHlqrWylHre63e+Br5fku6p1w9gZdkD7ha43R51nxKOTO2tMWcDynXyPNz1HPL30MAAhCAAAQgAAEIQAACyQkg5ZqQcpVSqRJ1PdlWvsYIAbP5d/Xy1fIvpOV9jsp5JsbH7LI9I3IOq1P+u/Iv8UfV8yXl1tfXD4wrqdSqx68yWeUSrOp9/GrtkVYprkweM5ZPPvV78pXn/v19yx5rcZqaOilHLUutHF/1HmHV9550PEmknKlbTwQfNqYyhyQzdKrvx/A3r2om1Xtm1TucodaPoHqipNb+bLWepWqmpkatk0hr7etVXkpYOYszycywo/pc/b1bvu9GvhcO+3Fd/ayaa+sxr7Xf5WGHDCT5vqo3Ntfnu56Ur/Uc3rp1R2rN7D2Mm8uz5lvKmXFWHopx2Om5yf/X/faVh0m5Ws9PObJ6HI0+P82MlRgIQAACEIAABCAAAQhA4CCBlpdyWX4gksyA0Bh/EpmhMS5qQgACEIAABCAAAQhAAAIQgAAEIACBWAgg5TLcKaRchpvD0CAAAQhAAAIQgAAEIAABCEAAAhCAgAMBpJwDvLRDkXJpEyY/BCAAAQhAAAIQgAAEIAABCEAAAhDQIYCU0+FOVQhAAAIQgAAEIAABCEAAAhCAAAQgAIEWJoCUa+Hmc+sQgAAEIAABCEAAAhCAAAQgAAEIQAACOgSQcjrcqQoBCEAAAhCAAAQgAAEIQAACEIAABCDQwgSQci3cfG4dAhCAAAQgAAEIQAACEIAABCAAAQhAQIcAUk6HO1UhAAEIQAACEIAABCAAAQhAAAIQgAAEWpgAUq6Fm8+tQwACEIAABCAAAQhAAAIQgAAEIAABCOgQQMrpcKcqBCAAAQhAAAIQgAAEIAABCEAAAhCAQAsTQMq1cPO5dQhAAAIQgAAEIAABCEAAAhCAAAQgAAEdAkg5He5UhQAEIAABCEAAAhCAAAQgAAEIQAACEGhhAki5Fm4+tw4BCEAAAhCAAAQgAAEIQAACEIAABCCgQwApp8OdqhCAAAQgAAEIQAACEIAABCAAAQhAAAItTAAp18LN59YhAAEIQAACEIAABCAAAQhAAAIQgAAEdAgg5XS4UxUCEIAABCAAAQhAAAIQgAAEIAABCECghQkg5Vq4+dw6BCAAAQhAAAIQgAAEIAABCEAAAhCAgA4BpJwOd6pCAAIQgAAEIAABCEAAAhCAAAQgAAEItDABpFwLN59bhwAEIAABCEAAAhCAAAQgAAEIQAACENAhgJTT4U5VCEAAAhCAAAQgAAEIQAACEIAABCAAgRYmgJRr4eZz6xCAAAQgAAEIQAACEIAABCAAAQhAAAI6BJByOtypCgEIQAACEIAABCAAAQhAAAIQgAAEINDCBJByLdx8bh0CEIAABCAAAQhAAAIQgAAEIAABCEBAhwBSToc7VSEAAQhAAAIQgAAEIAABCEAAAhCAAARamABSroWbz61DAAIQgAAEIAABCEAAAhCAAAQgAAEI6BBAyulwpyoEIAABCEAAAhCAAAQgAAEIQAACEIBACxNAyrVw87l1CEAAAhCAAAQgAAEIQAACEIAABCAAAR0CSDkd7lSFAAQgAAEIQAACEIAABCAAAQhAAAIQaGECSLkWbj63DgEIQAACEIAABCAAAQhAAAIQgAAEIKBDACmnw52qEIAABCAAAQhAAAIQgAAEIAABCEAAAi1MACnXws3n1iEAAQhAAAIQgAAEIAABCEAAAhCAAAR0CCDldLhTFQIQgAAEIAABCEAAAhCAAAQgAAEIQKCFCSDlWrj53DoEIAABCEAAAhCAAAQgAAEIQAACEICADgGknA53qkIAAhCAAAQgAAEIQAACEIAABCAAAQi0MAGkXAs3n1uHAAQgAAEIQAACEIAABCAAAQhAAAIQ0CGAlNPhTlUIQAACEIAABCAAAQhAAAIQgAAEIACBFiaAlGvh5nPrEIAABCAAAQhAAAIQgAAEIAABCEAAAjoEkHI63KkKAQhAAAIQgAAEIAABCEAAAhCAAAQg0MIEkHIt3HxuHQIQgAAEIAABCEAAAhCAAAQgAAEIQECHAFJOhztVIQABCEAAAhCAAAQgAAEIQAACEIAABFqYAFKuhZvPrUMAAhCAAAQgAAEIQAACEIAABCAAAQjoEEDK6XCnKgQgAAEIQAACEIAABCAAAQhAAAIQgEALE0DKtXDzuXUIQAACEIAABCAAAQhAAAIQgAAEIAABHQJIOR3uVIUABCAAAQhAAAIQgAAEIAABCEAAAhBoYQJIuRZuPrcOAQhAAAIQgAAEIAABCEAAAhCAAAQgoEMAKafDnaoQgAAEIAABCEAAAhCAAAQgAAEIQAACLUwAKdfCzefWIQABCEAAAhCAAAQgAAEIQAACEIAABHQIIOV0uFMVAhCAAAQgAAEIQAACEIAABCAAAQhAoIUJIOVauPncOgQgAAEIQAACEIAABCAAAQhAAAIQgIAOAaScDneqQgACEIAABCAAAQhAAAIQgAAEIAABCLQwAaScQ/NnF1Zt9PjIgEMWQkMT2Nu7J4srBRkd7g9dmnqOBFZWN6S7p1N6ujodMxEeksDW9q5sbG7J0EBfyLLU8kBgYWlNhgZz0tHe5iEbKUIRKKxvibSJ5Hq7Q5WkjgcC9+7dk/mlgozleX/iAWfQFCtrG9Ld1Sk93bw/CQresdj29q4UNrdkmPcnjiTDhy8sF2Sov1c6OtrDF6ciBDwTQMo5AEXKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoSxSzgNEhRRIOQXoHkoi5TxAVEqBlFMC71gWKecIUDEcKacIn9LeCSDlHJAi5RzgKYYi5RThO5ZGyjkCVApHyimB91AWKecBokIKpJwCdA8lkXIeICqlQMopgXcsi5RzBKgYjpRThE9p7wSQcg5IkXIO8BRDkXKK8B1LI+UcASqFI+WUwHsoi5TzAFEhBVJOAbqHkkg5DxCVUiDllMA7lkXKOQJUDEfKKcKntHcCSDkHpEg5B3iKoUg5RfiOpZFyjgCVwpFySuA9lEXKeYCokAIppwDdQ0mknAeISimQckrgHcsi5RwBKoYj5RThU9o7AaScA1KknAM8xVCknCJ8x9JIOUeASuFIOSXwHsoi5TxAVEiBlFOA7qEkUs4DRKUUSDkl8I5lkXKOABXDkXKK8CntnQBSzgEpUs4BnmIoUk4RvmNppJwjQKVwpJwSeA9lkXIeICqkQMopQPdQEinnAaJSCqScEnjHskg5R4CK4Ug5RfiU9k4AKeeAFCnnAE8xFCmnCN+xNFLOEaBSOFJOCbyHskg5DxAVUiDlFKB7KImU8wBRKQVSTgm8Y1mknCNAxXCknCJ8SnsngJRzQIqUc4CnGIqUU4TvWBop5whQKRwppwTeQ1mknAeICimQcgrQPZREynmAqJQCKacE3rEsUs4RoGI4Uk4RPqW9E0DKOSBFyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUSDkF6B5KIuU8QFRKgZRTAu9YFinnCFAxHCmnCJ/S3gkg5RyQIuUc4CmGIuUU4TuWRso5AlQKR8opgfdQFinnAaJCCqScAnQPJZFyHiAqpUDKKYF3LIuUcwSoGI6UCw//nojMrC3KzPqizK4vlz5flunCgvz3v/Lh8AM6RhWRcg7NRMo5wFMMRcopwncsjZRzBKgUjpRTAu+hLFLOA0SFFEg5BegeSiLlPEBUSoGUUwLvWBYp5whQMRwp5xf+xvamzGwYwbYos4VFmS4sycz6kswVitJtbmNFzP+jKl/dHV0y2jsg+d5B+R/+5e/7HVCLZUPKOTQcKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVSIOUUoHsoiZTzAFEpBVJOCbxjWaScI0DFcKRccvgLG6t2dttMYdkKN/P59NqSzBrptr4iy1tr9yXL9/Rb2TZS+pjv7ZeRnkEZ6RuQfM+AjPYMSL5vQHKdvckHwpV1CSDlHB4OpJwDPMVQpJwifMfSSDlHgErhSDkl8B7KIuU8QFRIgZRTgO6hJFLOA0SlFEg5JfCOZZFyjgAVw5FyIjt7uzJjZrQVjGAzs9uMcFu2n88WlmV+Y0U2drYOdKm7o1NGewftHyPX8r0Dxc/tjLcBGSl9zfxde1ubYodbqzRSzqHfSDkHeIqhSDlF+I6lkXKOAJXCkXJK4D2URcp5gKiQAimnAN1DSaScB4hKKZBySuAdyyLlHAEqhh93Kbe6VSgJtiU7q83u42aWlq6vyPzGsp3htndv70AHhrr7ZaxvUEaMXOsbenuWW4+Z5VaSbr2D0tfZrdg5StcigJRzeC6Qcg7wFEORcorwHUsj5RwBKoUj5ZTAeyiLlPMAUSEFUk4BuoeSSDkPEJVSIOWUwDuWRco5AlQMj1nKmUMS7D5thWW7b5vZv21ufUnm11dkbmNZljYPLift6uiUMTO7rW/IzmrbX1JqZFtplpv92NOv2BFKuxBAyjnQQ8o5wFMMRcopwncsjZRzBKgUjpRTAu+hLFLOA0SFFEg5BegeSiLlPEBUSoGUUwLvWBYp5whQMTyLUs4sFZ01S0ntgQkLdqabEW9GtJmlpGZJ6cbO5gFqg105Ge0btDPcxnqHJd/XL3mzd5sRbn3FJaZm5ltPR5cibUqnTQAp50AYKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVSIOUUoHsoiZTzAFEpBVJOCbxjWaScI0DF8NBSbmmzYEWbORzBHJgwbw5J2Fixs9vM14x0M3u8lV+d7R12VttYaXabkW5GtpVPK7UHJ/QOiFlyygsCSDmHZwAp5wBPMRQppwjfsTRSzhGgUjhSTgm8h7JIOQ8QFVIg5RSgeyiJlPMAUSkFUk4JvGNZpJwjQMVwX1Jud2/PLiGdW1+WGbtnmxFuxWWk5mvm4+LG6oE7HejK2ZltxRluQ6V93EoHJ5RmtpkZbuZQBV4QSEIAKZeEUp1rkHIO8BRDkXKK8B1LI+UcASqFI+WUwHsoi5TzAFEhBVJOAbqHkkg5DxCVUiDllMA7lkXKOQJUDE8i5Qo7G6WTSZftslK7hNRINyPcCitWuplryq+O9nYZNbPZjGize7i9PdPNLim1S0sHZLA7p3jnlD6OBJByDl1FyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUSDkF6B5KIuU8QFRKgZRTAu9YFinnCFAx/K3padls35SFTXMaaXEJ6YKd4WZkW3Fp6fbuzv4I+zt7i7ItZ5aQFme3GfE20jskI72lfdx6B6WzvV3xrijdqgSQcg6dR8o5wFMMRcopwncsjZRzBKgUjpRTAu+hLFLOA0SFFEg5BegeSiLlPEBUSoGUUwLvWBYp5wgwhfCt3Z3SEtLi0tEDByXYpaXFQxPKr7a2NivXxvqGS3u4Vcx0s8JtQPJ9A2KkHC8IZJUAUs6hM0g5B3iKoUg5RfiOpZFyjgCVwpFySuA9lEXKeYCokAIppwDdQ0mknAeISimQckrgHcsi5RwBNhi+ur1e3KfNzGirPCihYmnp2vb6ftZcV+/+3m2jPUPF5aSlwxO69rrldH5MxnOD0t7G7LYGW8HlGSOAlHNoCFLOAZ5iKFJOEb5jaaScI0ClcKScEngPZZFyHiAqpEDKKUD3UBIp5wGiUgqknBJ4x7JIOUeAFeFGppn92uyf0oEJ5nNziMK8Oa10Y0U2d7f3I8onkxb3bjPLScv7uJmPxRlufV09dQeYZE85f3dHJgikSwAp58AXKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVSIOUUoHsoiZTzAFEpBVJOCbxjWaRcMoA7e7v2wATzZ3Z9UaYLi3bPNrOPmxFvc4UlWd/Zssm62juL+7XlhmXc7t1m/gwXv9Y3KCNmxlvvgJhlpy4vpJwLPWKzRgAp59ARpJwDPMVQpJwifMfSSDlHgErhSDkl8B7KIuU8QFRIgZRTgO6hJFIuk4cYAAAgAElEQVTOA0SlFEg5JfCOZZFyRYBmltu0kW7rSzKzZj4u2uWl06XPFzZW7XVmmehE35CM9+f3hdt4zsxsG5Zx8/XckAx19zt2JVk4Ui4ZJ66KgwBSzqFPSDkHeIqhSDlF+I6lkXKOAJXCkXJK4D2URcp5gKiQAimnAN1DSaScB4hKKZBySuAdy7aKlLPLSM2S0pJ4m15btLPcjISbXl+Sje1NS9IsF53oHZaJ/rxM9A3LZC5vZ7pNlv7bfJ6VF1IuK51gHD4IIOUcKCLlHOAphiLlFOE7lkbKOQJUCkfKKYH3UBYp5wGiQgqknAJ0DyWRch4gKqVAyimBdyx7HKTc5s62FWxGrtmlpVa4FSVccbnpkuzdu2dJmX3aJvryMmGWluaK0m3cyLf+YSvh+rv6HImGC0fKhWNNpfQJIOUcGCPlHOAphiLlFOE7lkbKOQJUCkfKKYH3UBYp5wGiQgqknAJ0DyWRch4gKqVAyimBdywbg5Rb2lyzM9rMLDezxNSIt5m1RZlZX7Z7u61sFSyFzvZ2mShJNvPRiLfJPrOstPi5+dPZ3uFILDvhSLns9IKRuBNAyjkwRMo5wFMMRcopwncsjZRzBKgUjpRTAu+hLFLOA0SFFEg5BegeSiLlPEBUSoGUUwLvWFZbyu3d25OZgjmhtLS01Iq3RZndKH6cKyzvn1ia6+wtLSMdsvLNzGwzy0zNXm6TuRE7C66VXki5Vur28b9XpJxDj5FyDvAUQ5FyivAdSyPlHAEqhSPllMB7KIuU8wBRIQVSTgG6h5JIOQ8QlVIg5ZTAO5ZNW8qtb2/KtBFupeWkVrSZGW52ptuS/bz8Gu0dtMtJi0tLjXQze7mNFKVbX97u98brbQJIOZ6G40QAKefQTaScAzzFUKScInzH0kg5R4BK4Ug5JfAeyiLlPEBUSIGUU4DuoSRSzgNEpRRIOSXwjmVdpdz8xordt80eorC/j1txaalZYrq2s2FH2N3R+bZoyxVF2/5BCnZvt2F7simv5ASQcslZcWX2CSDlHHqElHOApxiKlFOE71gaKecIUCkcKacE3kNZpJwHiAopkHIK0D2URMp5gKiUAimnBN6x7GFSbnt3x8q12dKBCcUZb8UTS41wMxJuZ2/XjmCwO1fct618YmnpEAUz222if0SGu3OOIyW8mgBSjmfiOBFAyjl0EynnAE8xFCmnCN+xNFLOEaBSOFJOCbyHskg5DxAVUiDlFKB7KImU8wBRKQVSTgm8Q9nV7XW5tTxv/6zuFYr7uq0VpZuRbwsbq/vZiwcllE4qrTi5dKK3eIppb2e3w0gIbYYAUq4ZasRklQBSzqEzSDkHeIqhSDlF+I6lkXKOAJXCkXJK4D2URcp5gKiQAimnAN1DSaScB4hKKZBySuAPKWuWldqZbXam23Lxozm5tLBsTzBd39my0T0dXaXTSc0+bnm7lHTcHqJQPLnU/Dev7BFAymWvJ4yoeQJIuebZCVLOAZ5iKFJOEb5jaaScI0ClcKScEngPZZFyHiAqpEDKKUD3UBIp5wGiUgqkXFjwGztbxT3crGQrnVhql5UaEVfc0818P5nXcE///kmldjlpaU+3yf68DHcOSOe9Thke6At7A1RzJoCUc0ZIggwRQMo5NAMp5wBPMRQppwjfsTRSzhGgUjhSTgm8h7JIOQ8QFVIg5RSgeyiJlPMAUSkFUs4v+MXNteJebuakUnNiaWFRps2BCiXxtrJdsAXb2trsTDYzw82eWJobsieYjveawxPyMpYbsjPh6r1cD3rwe9dka4QAUq4RWlybdQJIOYcOIeUc4CmGIuUU4TuWRso5AlQKR8opgfdQFinnAaJCCqScAnQPJZFyHiAqpUDKJQe/u7dX3LetdGqpPanUzm5bLM10W5Kt3R2bsLezpyTdinu6mYMUxvsrDlToG0peuMaVSDknfKrBSDlV/BT3TAAp5wAUKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVSIOUUoHsoiZTzAFEpBVLubfCFnQ27pLS4rLS4nNQIuPLnc+sr+xfne/plsn+kKNtKM97MXm7FU0yHpb8r3WWlSDmlbxgPZZFyHiCSIjMEkHIOrUDKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoSxSzgNEhRRIOQXoHkoi5TxAVErRKlJuc3dbZgvLMrdePCzB7Otm/tscqGD/bCzL+vam7UJne4eM2z3czLLS0ky33tKebqVlpuYazRdSTpO+W22knBs/orNFACnn0A+knAM8xVCknCJ8x9JIOUeASuFIOSXwHsoi5TxAVEiBlFOA7qEkUs4DRKUUx0XK7d7bkztrCzJdWJA7a/NyZ21RptcW5O6aEXBLsrJV3MvNvMb6huwppUa8jfUNylhf3n60J5fmhmW0d1CpG8nLIuWSs8ralUi5rHWE8bgQQMo50EPKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoSxSzgNEhRRIOQXoHkoi5TxAVEoRk5Rb3lyz4m1fvlkBt2Dlm1lyal7dHZ12WenJ3IicNMtLcyMl4VYUcUbIHYcXUi7eLiLl4u0dI7+fAFLO4alAyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUSDkF6B5KIuU8QFRKkSUpt3fvnpVsd+1MN/OnKNzMrLc7hQXZ2CkuLzX7uZ3sH5WTA6NyoiTgzEfzJ4ZZbj5ajZTzQVEnB1JOhztV0yGAlHPgipRzgKcYipRThO9YGinnCFApHCmnBN5DWaScB4gKKZByCtA9lETKeYColCK0lDPLSPdnuxnhVlpuauSbOVDBvMx+bUawneo30i0vJ+zH4uy3E7kR6ensUqKVnbJIuez0otGRIOUaJcb1WSaAlHPoDlLOAZ5iKFJOEb5jaaScI0ClcKScEngPZZFyHiAqpEDKKUD3UBIp5wGiUgrfUm7P7u22KHcL5Rlv5dluRQFXPkzBzHbbl21mlpsRbv15OwPuuCwxTbOlSLk06aabGymXLl+yhyVwLKXczOycPPPsF2RuftHS/ORTH5H3vffJI8l+8ctfk6mpk/LbH/zA/rUvv/q6fP5Lz8n6+vr+18ZG8/LM05+Vto4e+7XxkYEjc3NBdggg5bLTi0ZHgpRrlFg2rkfKZaMPzYwCKdcMNf0YpJx+D5oZAVKuGWrZiGlGyi1vrcnd0rJS89EIOLPc1Hxe3tvNzHYr7u1mRNuITJrlpua/zed9eenrKv4uwqs5Aki55rhlIQopl4UuMAZfBI6dlCsUCvLsn/yZPP7Yw1auGan2lee+YcXco488VJPbt7/7ffneXzxv/+63fvP990m5evHMlPP1GIbNg5QLy9tnNaScT5rhciHlwrH2XQkp55tomHxIuTCcfVdByvkmGi5fLSln+mlmtb0t3Iqf31mdPzDbbcjs7VY6UKEs4MzsN7PXmznZlFd6BJBy6bFNOzNSLm3C5A9J4NhJOSPhvv7N78gf/cHHZWJ8TKol3WFw682UQ8qFfCTTr4WUS59xWhWQcmmRTTcvUi5dvmlmR8qlSTe93Ei59NimmRkplybddHKbvd2MaLsyPy1zm8syt7EsdwrF2W7TheKKnfa2djnZn5dJK96KM92MfDs1UNzfrbeT2W7pdOforEi5oxll9QqkXFY7w7iaIXDspNzf/ujH8q0//55dXmqknHkZ2WZen/nUxw5llGT5annpqsldnimXH8o1w54YJQLmTe/y2oYMD/QpjYCyzRJYK2xKd3eHdHV2NpuCOAUC2zu7srW1Lf25XoXqlHQhsLy6LgP9vdLe1uaShtjABDY2t0XaRHq72cg9MHq3cvfuyeLqhuQHeX/iBtJftDnJdLo026388U5hsfS1RSnsbNhiA119Rek2MCIn+vJyYmB0/0CF8dywvwGRySuBnZ1d2djalgHen3jlGiKZfX+S65H29vYQ5ahxBIHODvrg8pAcSyn3/A9+KE9/7hOSyxVlmYuUq4Zrcs0vLNn8hc09+9c8hC6PYPjYe/dE9vb2pIMfHuHhO1Y0sxylrU3a8QOOJMOG2++5e/ekg8aFBe+h2u7unn3Di5PzADNgCvuz0szQ4XsuIHX3UqZre7u8P3En2ViGtZ0NmV5flJnCgkyvL8mM+bz0cXajeJKpedsx3pe3+7hN5vIy0ZeXiV7zcdh+rae9m/cnjWHPxNW8P8lEG5oaxO7ePfsPhrw/aQqf9yAmKbkhPZZSzudMuWq8lctjOejB7eHTimb5qhZ597osX3VnqJGB5asa1P3UZPmqH46hs7B8NTRxP/VYvuqHY3UWIzvtvm5mP7fS0tLiAQvma4uytl08zK2/q88uLTXLSot7u5nTTEflhDnVtD9/6OCaOeghnbslayMEWL7aCK1sXcvy1Wz1g9G4ETh2Us73nnJIObcHLIvRSLksdiXZmJByyThl7SqkXNY6knw8SLnkrLJ0JVIuS91IPhakXHJW1Veubhfkztri2/LNnmZa3NvNiLfyq7yf28lceW+34qmm5o+Rcs2+kHLNktONQ8rp8nepjpRzoUds1ggcOyl31OmrRtp9/kvPyUd/90Pyvvc+eaAftfaU+/5f/pVcevDC/smtlUthOX01a49zsvEg5ZJxyuJVSLksduXoMSHljmaU1SuQclntzOHjQsrF2TekXP2+GTZlwXZgtltpv7e17eLebkasmVltRrIVZ7iZGW+jciKXt5+3pbTWDSkX5/ccUi7OvplRI+Xi7R0jv5/AsZNy5hZnZufkmWe/IHPzxX8Z++RTH9kXcLWk3Le/+3353l88v0+nr69P/vDTT1kRZw6OMKevll+XHri4v18dUi7ObymkXJx9M6NGysXZO6RcnH2zb3qX1mRoMMd+gJG1ECkXWcNKw211KWeWkZolpWbG23RpeakVcKvzcrd0kqlBZfZ025dt/cXP7X/3j8hgt87ha0i5OL/nkHJx9g0pF2/fGHltAsdSyoVqNlIuFGm/dZByfnmGzIaUC0nbXy2knD+WoTMh5UIT91MPKeeHY+gsrSDljHSzwq0wf1C+rS3s7+3W19VT3M+tQrYVpVvxRNO0Zru59Bsp50JPLxYpp8fetTIz5VwJEp8lAkg5h24g5RzgKYYi5RThO5ZGyjkCVApHyimB91AWKecBokIKpJwCdA8lj4OUW9/etCeZ3jaz29YWih/XF+TOqpFwC/uUJnLDMpkrzm6zAm6guMeb5mw3lxYi5Vzo6cUi5fTYu1ZGyrkSJD5LBJByDt1AyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUSDkF6B5KxiLl1ne25NbqrNxcnZNbK7N2aemdtXkr3hY31/ZJmKWkZwbH5czAhJweGref29lu/SPS0dbugVh2UiDlstOLRkaClGuEVrauRcplqx+Mxo0AUs6BH1LOAZ5iKFJOEb5jaaScI0ClcKScEngPZZFyHiAqpEDKKUD3UDJrUu7W6pzcXpuXmytF+XZzbVZurczJ/MbKgbud6BsuyrehCTldknDmv4d7+j1QiSMFUi6OPlWPEikXZ9/MqJFy8faOkd9PACnn8FQg5RzgKYYi5RThO5ZGyjkCVApHyimB91AWKecBokIKpJwCdA8lNaTc0lZBbi7PiBFwN1dn5dbqfOnjnJjxlF9m1tvUwJicGhiV0/1jcmpwTE4PjslU/5h0d3R5uPu4UyDl4uwfUi7OviHl4u0bI69NACnn8GQg5RzgKYYi5RThO5ZGyjkCVApHyimB91AWKecBokIKpJwCdA8l05JyW7s7FctN5+TmWnHmmxFxa9sb+yM3cs2It9NGvhnhlhuVKfNxYEztVFMPWIOkQMoFwey9CFLOO9JgCZkpFww1hQIQQMo5QEbKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoSxSzgNEhRRIOQXoHkq6Srm7a4tye21ObqzMym2z55uVb3MyU1g6MLqpgVE51V+a6TZgpNuEnQE33jfk4S5aMwVSLs6+I+Xi7JsZNVIu3t4x8vsJIOUcngqknAM8xVCknCJ8x9JIOUeASuFIOSXwHsoi5TxAVEiBlFOA7qFkEim3slWwM9yKy01LH5dn5dbanOzs7e6PYqxvqDjLLVdaamrlW/EPL/8EkHL+mYbIiJQLQTmdGki5dLiSVYcAUs6BO1LOAZ5iKFJOEb5jaaScI0ClcKScEngPZZFyHiAqpEDKKUD3ULIs5fLDfaXlpvPFAxZKp5ya/d6Wt94+3XSgq8/u63ZqYLy45LT/7eWmPezz5qEjyVMg5ZKzytKVSLksdaOxsSDlGuPF1dkmgJRz6A9SzgGeYihSThG+Y2mknCNApXCknBJ4D2WRch4gKqRAyilAb6Lk7PpyccbbyozcXjXLTotLT2fWF/ezdbd3yimzz1tpbzd72EJJvg11t87ppk3gDRqClAuK21sxpJw3lMETIeWCI6dgigSQcg5wkXIO8BRDkXKK8B1LI+UcASqFI+WUwHsoi5TzAFEhBVJOAXqdkoWdDbuv201zsMLafPGjmfm2NiebO9v7UWXZNtI1LA+On5Cp/nG7/JR93rLTy8NGgpSLo0/Vo0TKxdk3M2qkXLy9Y+T3E0DKOTwVSDkHeIqhSDlF+I6lkXKOAJXCkXJK4D2URcp5gKiQAikXFrpZdnp7dV5urJoDFir2eludlcWN1f3BjPUO2lNNTw+M7892O91v9nwblzYRSbKnXNg7o1pSAki5pKSydR1SLlv9aGQ0SLlGaHFt1gkg5Rw6hJRzgKcYipRThO9YGinnCFApHCmnBN5DWaScB4gKKZBy6UBf2FiVm6tmppv5U5z1Zk47vbkyt1+w3+zzZpaYGvnWP2Znu9nlpgNj0tvZfejAkHLp9C1EVqRcCMr+ayDl/DMNlREpF4o0dUIQQMo5UEbKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoSxSzgNEhRRIueahb+xsWdFm9nez+7yZ2W9mr7fVOdnY2bSJuzs65ZQRbgOlgxVKS02NjBvszjVdHCnXNDr1QKSceguaGgBSrilsmQhCymWiDQzCEwGknANIpJwDPMVQpJwifMfSSDlHgErhSDkl8B7KIuU8QFRIgZQ7GvqdtYXSrLc5ubls9nubs3u9za0v7wefMtKtYrabXXY6MCYTueGjCzRxBVKuCWgZCUHKZaQRDQ4DKdcgsAxdjpTLUDMYijMBpJwDQqScAzzFUKScInzH0kg5R4BK4Ug5JfAeyiLlPEBUSIGUK0Jf3lqzp5neXpmXm0a62cMWiocu7N27Z68Z7R2QUwPjdp83c8KpkW5T/aP2Y3ub2ekt3AspF46170pIOd9Ew+RDyoXhnEYVpFwaVMmpRQAp50AeKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVStJKU297beXt/t/JyU3PowsqsrG2vW/p2n7eKvd3M/m5mrzczC+6ofd5Ctg8pF5K231pIOb88Q2VDyoUi7b8OUs4/UzLqEUDKObBHyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUx1HKzW+syI3lWbvH282Vmf0ZbzOFJUu4q73THqawL9xyo8XDFgbHZKi7X6ELjZdEyjXOLCsRSLmsdKKxcSDlGuOVpauRclnqBmNxJYCUcyCIlHOApxiKlFOE71gaKecIUCkcKacE3kNZpJwHiAopYpZy5iTTm2uzcnN5xh6ucGN5Rq6vzsj6dvGQhRO5vJweNMtNyyecjsvJgTGZTGmft5DtQ8qFpO23FlLOL89Q2ZByoUj7r4OU88+UjHoEkHIO7JFyDvAUQ5FyivAdSyPlHAEqhSPllMB7KIuU8wBRIUUMUu76yrRcM8JtZcaKt2vL03JzdU727u1JR1u7nBmckDN2ppv5aP6M2z9mRtxxfSHl4u0sUi7O3iHl4uybGTVSLt7eMfL7CSDlHJ4KpJwDPMVQpJwifMfSSDlHgErhSDkl8B7KIuU8QFRIkRUpZ45SuL48bcWb/bM0LddWixLOvMx+bka4nRualLODE3ap6ZmBCTGnnrbiCykXb9eRcnH2DikXZ9+QcvH2jZHXJoCUc3gykHIO8BRDkXKK8B1LI+UcASqFI+WUwHsoi5TzAFEhRWgpZ04yvbE6I9eWigLuxkpx5ps5bMG8+rp65MzAuJwdmpBzg5NypvRx4hgsOfXZXqScT5phcyHlwvL2VQ0p54tk+DzMlAvPnIrpEUDKObBFyjnAUwxFyinCdyyNlHMEqBSOlFMC76EsUs4DRIUUaUm5e3LPyrbrdtmp+Thr93srz3zr6+yWs0OTxdlvgxP7nx+H/d5CtBEpF4JyOjWQculwTTsrUi5twunlR8qlx5bM4Qkg5RyYI+Uc4CmGIuUU4TuWRso5AlQKR8opgfdQFinnAaJCClcpZ/Z1u74yW5rtVpz1ZmbA3SzNfOvt6pFzAxNydnjSfjwzZGbBTcpE37DC3R6fkki5eHuJlIuzd0i5OPtmRo2Ui7d3jPx+Akg5h6cCKecATzEUKacI37E0Us4RoFI4Uk4JvIeySDkPEBVSJJVyu3t7xWWnpZlvZsbb1ZVpubUyZ0fd29kj54eKBy0Y6XbOfD4wISw7TaepSLl0uIbIipQLQdl/DaScf6ahMiLlQpGmTggCSDkHykg5B3iKoUg5RfiOpZFyjgCVwpFySuA9lEXKeYCokKJayu2amW/L03LNHLZQ2uvNfH6rYs83s9eb2fPNCLjzpSWo431DCqNv3ZJIuXh7j5SLs3dIuTj7ZkaNlIu3d4z8fgJIOYenAinnAE8xFCmnCN+xNFLOEaBSOFJOCbyHskg5DxADptjZ27Uz396YuS03CrNyZ23OHrpwc7U48y3X2Vs8bKEk3YoHL0zIGPItYJfql0LKZaINTQ0CKdcUNvUgpJx6C5oeAFKuaXQEZpAAUs6hKUg5B3iKoUg5RfiOpZFyjgCVwpFySuA9lEXKeYCYQgoj3+wpp6XlpuajOXjh1up8Sb71yOnSjLdzw5Ny1uz/NoR8S6EVXlMi5bziDJoMKRcUt7diSDlvKIMnQsoFR07BFAkg5RzgIuUc4CmGIuUU4TuWRso5AlQKR8opgfdQFinnAaJDCiPfzCELZrabkXDFz2flVmnmW39Xr5wt7fdmPpZnwPVJj0ibSK6326E6oaEJIOVCE/dXDynnj2XITEi5kLT91kLK+eVJNl0CSDkH/kg5B3iKoUg5RfiOpZFyjgCVwpFySuA9lEXKeYCYIMX27k7xwIWlGbm+avZ9K858u12a+dbf1bd/yML+zLfhCRntHayZPelBDwmGxiUBCSDlAsL2XAop5xlooHRIuUCgUyiDlEsBKinVCCDlHNAj5RzgKYYi5RThO5ZGyjkCVApHyimB91AWKecBYkWKLSPfDsx6K85+u7O2YK8y8q18yEJ5v7czQ/XlW73RIeX89i1UNqRcKNL+6yDl/DMNkREpF4JyOjWQculwJasOAaScA3eknAM8xVCknCJ8x9JIOUeASuFIOSXwHsoi5ZqDaOSbmelm9nq7Zma+LU3b5adl+TbQ1XfgwIWyiBvpHWiuYFUUUs4LxuBJkHLBkXsriJTzhjJoIqRcUNxeiyHlvOIkmTIBpJxDA5ByDvAUQ5FyivAdSyPlHAEqhSPllMB7KIuUOxzi5u52cebb8rRcW5m1Es7IuLJ8G+zOWflmD1ooHbhglp/me/o9dKd+CqRcqnhTS46USw1t6omRcqkjTqUAUi4VrEGSIuWCYKZIIAJIOQfQSDkHeIqhSDlF+I6lkXKOAJXCkXJK4D2URcoVIW7tbsu10mmnZrmpPfm0YuabkW/lQxaKBy5M2AMY8p5mvjXaSqRco8SycT1SLht9aGYUSLlmqOnHIOX0e9DsCJByzZIjLosEkHIOXUHKOcBTDEXKKcJ3LI2UcwSoFI6UUwLvoWyrSTkz882ecGpmvNmDF6btAQx31xYtzaHufjk7NC5nBycPzIBLe+Zbo61EyjVKLBvXI+Wy0YdmRoGUa4aafgxSTr8HzY4AKdcsOeKySMBJys3Mzskzz35B5uaLb1YPe42N5uWZpz8rE+NjR10azd8j5aJp1YGBIuXi7JsZNVIuzt4h5eLsmxn1cZVyO3u7cmX5rlxbulua9TZrZdx0oSTfevrl3OCEnBmckLNDk/Zzs/x0uDsXRTORclG06b5BIuXi7Jt9f7K2Id1dndLT3RnvTbTgyJFy8TYdKRdv7xj5/QScpFx1ui9++WsyNXVSfvuDH9j/q0KhIM/+yZ/J+3/jV+V9733yWPUAKRdnO5FycfYNKRdv35By8fbuOEi52fVlubp8Vy4v3rEfjYwzM+HMy8x8Ozds9nybFHPK6fmhoogbTnnPt7SfCKRc2oTTyY+US4driKxIuRCU/ddAyvlnGiojUi4UaeqEIOBNyplZc3/8p1+Vj374Q/LoIw8dGPvf/ujH8vwPfihPf+4TksvF8a/MSeAj5ZJQyt41SLns9STpiJgpl5RUtq5DymWrH42MJiYpt3tvTy4v3ZErJfl22Qi4xbuytr1ub/n80Am5mD8pF4ZO2M8v5E+mfuBCI6x9XouU80kzXC6kXDjWvish5XwTDZMPKReGcxpVkHJpUCWnFoEgUu7lV1+Xr3/zO/JHf/Bxlq9qdZq6+wSQcvE+DEi5OHuHlIuzb2bUWZVyS5trcmXprlxeui2XzcfF23YZqnmZ/d2McLPirSTizOet9ELKxdltpFycfTOjRsrF2TukXJx9s+9Plgsy1N8rHR3t8d4EI4dAiYA3KVdepvr4Yw8fWL5q6piZct/68++xpxyPXSYIIOUy0YamBoGUawqbehBSTr0FTQ8gC1Lu1sqsmFlvZhbc5YXbdvnp/MaKvSez1PSB0uy3i/lTVsJpnXjaNOQUApFyKUANkBIpFwBySiWQcimBTTktUi5lwCmmR8qlCJfUwQl4k3Jl+fb1//Ad+cNPPz/fXkkAACAASURBVLW/hLV8GMS/+JVfvk/WBb9bzwVZvuoZaKB0SLlAoFMog5RLAWqAlEi5AJBTKhFSypmTT8uz364uTdtZcOa/zdd7O7uLs96GT8mF/KT9eHH4pHS2d6R053GnRcrF2T+kXJx9M6NGysXZO6RcnH0zo0bKxds7Rn4/Aa9SzqSvdSLrJ5/6yLE75MHcK1Iuzm8ppFycfbNvelc3pLunU3q6ON0spi4i5WLq1sGxpiXlzEw3M+PNzHyzM+CW74qZEWdeY31DVrhdGD65vwfc1MDxObk9xNOAlAtB2X8NpJx/pqEyIuVCkfZbBynnl2fIbEi5kLSplTYB71Iu7QFnKT9SLkvdSD4WpFxyVlm7EimXtY4kGw9SLhmnLF7lQ8qZvd7Mnm9277fS7DezJ5x5nR+alAv5U3KxNAvu4sgJGew6PgdCafUUKadF3q0uUs6Nn2Y0Uk6TfvO1kXLNs9OORMppd4D6Pgkg5RxoIuUc4CmGIuUU4TuWRso5AlQKR8opgfdQthEpt7G9KW+Z009L+7+ZU1DNLDhzKmqus7e499uwWYJamgU3fFLa2to8jJIU1QSQcnE+E0i5OPtmRo2Ui7N3SLk4+2ZGjZSLt3eM/H4CXqWcOWX18196TtbX1++rNDaaz8xBD+bgia889w07xqTjqnWCLFIuzm8ppFycfbNvelm+GmXzkHJRts0Oup6Um1lfksuLd+SKWXq6dEeuLt+V26vzNmYyly+JtxNiDl8wEs58jVc4Aki5cKx9VkLK+aQZNhdSLixvX9WQcr5Ihs+DlAvPnIrpEfAm5SpPX33XY4/I//oXz8tnPvHfSC6Xky9++Wvy5C+9JxP7yhm5ZoSc2efu0Ucekm9/9/vy4kuvydOf+4Qda/Wrco+8aoGHlEvvwUwzM1IuTbrp5kbKpcs3rexIubTIpp/XSLm5vWW5vnLXSrjLy3fk8uJdWdtet7PcKme9mVlwZjacmRXHS5cAUk6Xf7PVkXLNktOPQ8rp96CZESDlmqGWjRikXDb6wCj8EPAm5Yy8+uM//ap89MMfsiP7+je/I3/0Bx+XifExMTPTnv/BD+uKLz+3kiyLkXC3bt2Rz3zqYzagWtLVy8JMuWR8Y7gKKRdDl2qPESkXZ++QcnH0zYg2I9yK4u3tWXBm9GafN7Pfmz31dOiE3QfO7AfHK5sEkHLZ7MtRo0LKHUUou3+PlMtubw4bGVIuzr6ZUSPl4u0dI7+fQCpSzoi4L33138mnP/77VsrVElpazTCz9syrLOXKM+F+57/4rUNn8iHltDrmvy5Szj/TUBmRcqFI+62DlPPL00c2s9TULDk1S0/tEtTFO2KWpJqXOen0gjl4IX9Sxjvz8ujJ8zLZP+yjLDkCEUDKBQLtuQxSzjPQgOmQcgFheyyFlPMIM3AqpFxg4JRLlYA3KVe5fPW3P/gBu2R1auqkmM+PWiKa6h1WJa8cl/krH1KOjapDdtBPLfPGl775YRkyyz25J8Vt4dkcPiR391qmc6Zr9M2dZWMZzCEL11en5frqjFxfmZbra+bzadnY2ZKOtg45NzghZwdOyNmBCTk3eELO9E9IT0fXfhF+VjbGOztXm+84flZmpx/JR8L3XHJWWbqS9ydZ6kYjY+H9SSO0snRt8Wcl/5/LSk/G8v1ZGUqU4/Am5arvvnIvtr6+PvnDTz9l93DTfqUxU46HULurjdU3M+WWVtdlZOj+PQQby8TVoQmsrm5KV0+n9HR1hC5NPQcCW9t7srm5JYMD7DXmgPHI0KXNtdLJp7flyuK0XF66LddXZmxcvnegOPtt+JRcGJqUiyMn5czAxJE5F5cLMjjQJx3tCNUjYWXogsL6tv23i1zv24I1Q8NjKHUImF8yF5bXZXSY9yexPSSra5vS1dUpPd28P4mpd9vbe7K+uSVDvD+JqW12rIsr6zKY65WODt6fZKF5THZx60JqUs5tWOlFs6dcemxjyczy1Vg6df84Wb4aZ+9Yvuq/b7dWZuVyafnp5YXbVsbNb6zYQmcGJ+yBC8UlqEbCnbBSrplXvdNXm8lFTDgCLF8Nx9pnJZav+qQZNhfLV8Py9lWN5au+SIbPw/LV8MypmB4B71LOHOpgTjetfJmTTt/33ifTu4sGMh91+qqRdn/zd38vzzz9WbsfXvnFnnINQM74pUi5jDfokOEh5eLsHVKu+b5t7m7LlSWz99ttubpUnP1m/tt8vbez++3Zb/nJ4iEMwyels93fTA2kXPO904xEymnSb742Uq55dtqRSDntDjRXHynXHLcsRCHlstAFxuCLgFcpZ4Tct/78eweElpFZn//Sc/Jvfv1X7f5yWXhVisOx0fyB8VZLucpluOWxP/mL77EHRcwurNovjY80NwMhCyxacQxIuXi7jpSLs3dIuWR9MzPdzIw3M/PNHMBgZsKZGXHmNdY3ZIXbheGT9gAGM/vNHMiQ9gsplzbhdPIj5dLhmnZWpFzahNPLj5RLj22amZFyadJNNzdSLl2+ZA9LwJuUKx/08P7f+NX7ZsUZCfb8D34oT3/uE5LLHZ99MpByYR9WX9WQcr5Ihs+DlAvP3EdFpNz9FM1eb5cXjXwrzoIzs9/MnnDmdX5oUi7kT8nF0h5wF0dOyGCXzv87kXI+vgPC50DKhWfuoyJSzgdFnRxIOR3urlWRcq4E9eKRcnrsqeyfgDcpZ2aU/fGfflU++uEP3XegQ62ln/5vJXxGpFx45j4qIuV8UNTJgZTT4e5atZWl3Nr2ulxevGtnwF1dvitXFu/YWXDmVNRcZ29x77dhcwBDaRbc8MlMnQyNlHN9+nXikXI63F2rIuVcCerFI+X02LtURsq50NONRcrp8qe6XwLepBwz5fw2hmzpEUDKpcc27cxIubQJp5O/VaTcjeWZffl2efGOlXCz68sW6sn+Ebvk9LwRcGYW3PBJmczl0wHuMStSziPMgKmQcgFheyyFlPMIM3AqpFxg4J7KIeU8gVRIg5RTgE7J1Ah4k3JmhLUOScjinnK+aDJTzhfJsHmQcmF5+6yGlPNJM1yu4yjljHD7+fxNeWPhlry5eMvKuJ29Xenr7Lbi7fygkW8n5LwRcUMnpK+rJxxwj5WQch5hBkyFlAsI22MppJxHmIFTIeUCA/dUDinnCaRCGqScAnRKpkbAq5Qzo8z66as+SSLlfNIMlwspF46170pIOd9Ew+SLXcrdWp2XNxduys8Xbsqbi7fl54s3ZXt3R4Z7+uXSyGm5lD9lD2AwM+FODoyGgRqoClIuEGjPZZBynoEGSoeUCwQ6hTJIuRSgBkiJlAsAOaUSSLmUwJJWhYB3KadyF0pFkXJK4B3LIuUcASqGI+UU4TuUjknKza0vl+TbLSvf3pi/JWvbG9Lb1SPvGJmSB4en5B1GxI2clsncsAOVOEKRcnH0qXqUSLk4+4aUi7NvZtRIuTh7h5SLs29m1Ei5eHvHyO8ngJRzeCqQcg7wFEORcorwHUsj5RwBKoVnVcqtbBXs8lP7Z7E4E25hY1U62tvlUr44A87INyPhTg+OK9HTLYuU0+XfbHWkXLPkdOOQcrr8Xaoj5Vzo6cUi5fTYu1ZGyrkSJD5LBJByDt1AyjnAUwxFyinCdyyNlHMEqBSeBSm3ubNtpdtbS7ftxzcWbsqdtQVLxCw7tfJtdMp+fGD4lBKp7JVFymWvJ0lGhJRLQil71yDlsteTpCNCyiUlla3rkHLZ6kcjo0HKNUKLa7NOwEnKzczOyTPPfkHm5hePvM+x0bw88/RnZWJ87MhrY7kAKRdLpw6OEykXZ9/MqJFycfYutJQzv9i+uXSrJN9uyc/nb8n1lWkLb2pgrLgPnJ0BN2VnxHW2t8cJNsCokXIBIKdQAimXAtQAKZFyASCnVAIplxLYlNMi5VIGnGJ6pFyKcEkdnICTlAs+2owVRMplrCEJh4OUSwgqg5ch5TLYlARDSlvKXVuZljfmzfJTsxT1pryxeMuOarxvaH/5qZVw+aloT0FNgDmVS5ByqWBNPSlSLnXEqRRAyqWCNUhSpFwQzN6LIOW8Iw2WECkXDDWFAhBAyjlARso5wFMMRcopwncsjZRzBKgU7lPKmSWn9hRUexpqcS+4rd0dGezOFWe+jRr5dloezE/JSO+A0h0fn7JIuTh7iZSLs29IuTj7ZkaNlIuzd0i5OPtmRo2Ui7d3jPx+AqlIObOs9Y//9Kvy0Q9/SB595KFjyx0pF2drkXJx9s2+6V3dkO6eTunp6oz3Jlpw5M1KufmNFTvz7e0ZcLdldasgvZ3d8uDIlJVvdilq/pSc6B9pQbLp3zJSLn3GaVRAyqVBNf2cSLn0GadVASmXFtl08yLl0uWbZnakXJp0yR2aAFLOgThSzgGeYihSThG+Y2mknCNApfAkUm5te93u/WYl3OJNeXPxlsytr0hbW1tJvk3ZU1DNDLizQxNKd9J6ZZFycfYcKRdn35BycfbN/qPh2oZ0d3VKTzf/aBhTF5FyMXXr4FiRcvH2jpHfTwAp5/BUIOUc4CmGIuUU4TuWRso5AlQKr5ZyZrlpUb7dkrcWiwcy3F6dt6M7P3RC3jFq5NupfQmnNGzKmuUhS2syNJiTjvY2eEREACkXUbMqhoqUi7NvSLl4+4aUi7d3SLl4e8fIkXJenwGknFecwZIh5YKh9l4IKecdaZCEr8zekNdmr8mN9Vl7IMPV5bu2rjkJ9cHS8tNLZjnqyGnpameWQZCmJCyClEsIKmOXIeUy1pCEw0HKJQSVwcuYKZfBpiQYElIuAaSMXoKUy2hjGFZTBJgp1xS2YhBSzgGeYihSThG+Y2mknCPAAOHXV6bl5/PF5afFveBuyT25JyO9g/KQEXDmFFT7cUr6u3oDjIgSLgSQci709GKRcnrsXSoj5Vzo6cYi5XT5N1sdKdcsOf04pJx+DxiBPwKpSDl/w8t2JqRctvtTb3RIuTj7ZkaNlMtW78xJqEX5Zk5DLX7c3N22J6Ha5aej5hCG03Jh4KT0tnXL0EBftm6A0RxJACl3JKJMXoCUy2RbjhwUUu5IRJm9ACmX2dYcOjCkXJx9M6NGysXbO0Z+PwFnKVd90mqtk1dffvV1+fo3vyN/9Acfl4nxsWPTB6RcnK1EysXZN6Scbt8WNlbljcXSQQzzN+3nK1sF6e7oLO79VnEa6smqk1CTHPSge3dUr0cAKRfns4GUi7NvSLk4+2bfn3DQQ5TNQ8pF2TY7aKRcvL1j5Eg5r88AUs4rzmDJkHLBUHsvxEw570hrJizsbMgb88WZb0a+mY9z68v2Wrv8NF9cfmpmwp0dPPokVKRcmL6lUQUplwbV9HMi5dJnnEYFpFwaVMPkRMqF4ey7ClLON9Fw+ZBy4VhTKX0CzJRzYIyUc4CnGIqUU4TvWBop5wiwTrg5eOHVuWvy6vwNeX3+utwqnYR6bnBSLo2aPeCmrIy7lJ9qagBIuaawZSIIKZeJNjQ8CKRcw8gyEYCUy0QbmhoEUq4pbOpBSDn1FjQ9AKRc0+gIzCABpJxDU5ByDvAUQ5FyivAdSyPlHAGKyPr2prw2f0Nenb8mry3ckNfmrsv6zpaM9g7KI2Nn5aHRs1bCPZifkp6OLveCIoKU84JRJQlSTgW7c1GknDNClQRIORXsXooi5bxgDJ4EKRccubeCSDlvKEmUAQJIOYcmIOUc4CmGIuUU4TuWRso1DtAcxmBnwc1dl1fnr4uZFWdeF4dPyTvHzsgjo+fk4bGzMpnLN548YQRSLiGoDF6GlMtgUxIMCSmXAFIGL0HKZbApCYeElEsIKmOXIeUy1pAGhoOUawAWl2aeAFLOoUVIOQd4iqFIOUX4jqWRckcDfH3hhrwyd93OgHtl7posbq5KX1ePPDJy1s6EK0q4M95mwR09ImbKJWGU1WuQclntzOHjQsrF2TekXJx9M6NGysXZO6RcnH0zo0bKxds7Rn4/AS9S7plnvyBz84uH8h0bzcszT3+W01d5CtUJIOXUW9D0AJByB9Gtba9bAWdmwBVnwl2T3b09MaefPjJ2Th4ZPSvvHDsn54Ymm2buI5CZcj4o6uRAyulwd62KlHMlqBOPlNPh7qMqUs4HxfA5kHLhmfuqiJTzRZI8WSDgLOWycBNaY2CmnBZ5t7pIOTd+mtGtLuVurszJayUB98r8VbmxMmvb8fDoGSvhHi5JuHxPv2ab7quNlMtUOxoaDFKuIVyZuRgpl5lWNDQQpFxDuDJ1MVIuU+1IPBikXGJUmbsQKZe5ljAgBwJIOQd4SDkHeIqhSDlF+I6lW03KlWfAvTJ31Z6Mury5JgNdfXb2m12KapejnpX2tnZHsumGI+XS5ZtmdqRcmnTTy42US49tmpmRcmnSTTc3Ui5dvmllR8qlRTb9vEi59BlTIRwBpJwDa6ScAzzFUKScInzH0sdZyq1sFewecOaPOR3VfDSvqcHx4jLU0aKAOzM04UgxfDhSLjxzXxWRcr5Ihs2DlAvL21c1pJwvkuHzIOXCM/dRESnng6JODqScDneqpkMAKefAFSnnAE8xFCmnCN+x9HGScjdWZqx4MzPgXpu7JjdX56Strc2Kt/IMOPNxqDtbS1GbaSFSrhlq2YhBymWjD42OAinXKLFsXI+Uy0YfmhkFUq4ZavoxSDn9HjQ7AqRcs+SIyyIBpJxDV5ByDvAUQ5FyivAdS8cq5fbu7R2YAWdE3OpWwQq3d5aWoD4yXjyY4Ti+kHLxdhUpF2fvkHJx9g0pF2ffzKiRcnH2DikXZ9/MqJFy8faOkd9PACnn8FQg5RzgKYYi5RThO5aORcotbqyWTkQtzYSbv27v/OzQhDw8UjwR1RzMMDUw6kgkjnCkXBx9qjVKpFycvUPKxdk3pFycfUPKxds3pFy8vUPKxds7Ro6U8/oMIOW84gyWDCkXDLX3QlmVctdWpkv7wV23S1HvrC1IR1u7vHP87RNRHxk9I/1dfd6ZxJAQKRdDl2qPESkXZ++QcnH2DSkXZ9+QcvH2DSkXb++QcvH2jpEj5bw+A0g5rziDJUPKBUPtvVAWpNzO3q68One9tB/cNXll/rqsb2/KSO+APDJanAFnBNxDo2e833+sCZFysXZOBCkXZ++QcnH2DSkXZ9+QcvH2DSkXb++QcvH2jpEj5bw+A0g5rziDJUPKBUPtvZCGlJtbX5FX7Ymo5mTU6/LG4i17X+eHTthlqA+PnrEi7mT/iPf7PS4JkXLxdhIpF2fvkHJx9g0pF2ffkHLx9g0pF2/vkHLx9o6RI+W8PgNIOa84gyVDygVD7b1QCCl3eemOvFoScK/NX5fptUXpau8snog6VtwP7p2jZ6W3s8f7/R3XhEi5eDuLlIuzd0i5OPuGlIuzb0i5ePuGlIu3d0i5eHvHyJFyXp8BpJxXnMGSIeWCofZeyLeU29zZFiPeXpm7Jq8uXLfLUjd2tmSsb8iehGpmwJnTUR/MT3m/l1ZKiJSLt9tIuTh7h5SLs29IuTj7hpSLt29IuXh7h5SLt3eMHCnn9RlAynnFGSwZUi4Yau+FXKXczPpSUcDNmuWoN+Stpdt2jBeHT1r5ZiTcw6PnZDI37H3srZwQKRdv95FycfYOKRdn35BycfYNKRdv35By8fYOKRdv7xg5Us7rM4CU84ozWDKkXDDU3gs1KuXeXLxl94Erz4abW1+W3s5uuw/cO82hDObP+Fnp6ejyPlYSvk0AKRfv04CUi7N3SLk4+4aUi7NvSLl4+4aUi7d3SLl4e8fIkXJenwGknFecwZIh5YKh9l7oMCm3sb1pT0J9tbQc1Yi4rd0dmcgNl05ELS5FNbPieIUlgJQLy9tnNaScT5rhciHlwrH2WQkp55Nm2FwraxvS3dUpPd2dYQtTzYkAUs4Jn2owUk4VP8U9E2hbK2ze85yzZdIh5eJsNVIuzr6ZUVdKuTtrC6UZcGYvuGtydfmuvbFL+anSoQxGwp2T0d7BeG/4mIwcKRdvI5FycfYOKRdn35BycfbNvj9BykXZPKRclG2zg0bKxds7Rn4/AaScw1OBlHOApxiKlFOE71D6rcXb8o8335A3Vm7J6wvXZWFjVfq6euSRkdKJqHY/uDPS1cG/UjtgTiUUKZcK1iBJkXJBMHsvgpTzjjRIQqRcEMypFEHKpYI19aRIudQRp1YAKZcaWhIrEEDKOUBHyjnAUwxFyinCb6D06ws35KWZq/LS7BV5af6amOWp473D8s7xc/LYxHl7Our5oRMNZORSLQJIOS3y7nWRcu4MNTIg5TSou9dEyrkz1MqAlNMi71YXKefGTzMaKadJn9q+CSDlHIgi5RzgKYYi5RThH1L65dmr8vLcVXlx9oq8PHtNtvd2ZDKXl8cnLspjY+fsx769Xunu6ZSeLmbDZbOLtUeFlIupWwfHipSLs3dIuTj7hpSLs29m1Ei5OHuHlIuzb2bUSLl4e8fI7yeAlHN4KpByDvAUQ5FyivArSr8yd01emL4sP5u7LC/PXBGzuWW1hDP/Xflq9PTVbNwpo0DKxfsMIOXi7B1SLs6+IeXi7BtSLt6+IeXi7R1SLt7eMXKknNdnACnnFWewZEi5YKgPFPr5wg15ceaq/GzmLTsbbmdvV8b7huSJyQfk8bHzdiZctYSrHilSTqd3rlWRcq4E9eKRcnrsXSoj5Vzo6cUi5fTYu1ZmppwrQZ14pJwOdx9VkXI+KJIjKwSO5Uy5mdk5eebZL8jc/KLl/MmnPiLve++TdZkfdv3Lr74un//Sc7K+vr4fPzaal2ee/qy0dfTYr42PDGSln4wjAQGkXAJIHi65snRHXpi9Ii9MFyXc+s6W5Hv65YmJi/L4xAV5YvwBOTUw2lAlpFxDuDJzMVIuM61oeCBIuYaRZSIAKZeJNjQ8CKRcw8gyE4CUy0wrGhoIUq4hXJm6GCmXqXYwGEcCx07KFQoFefZP/kwef+xh+e0PfkCMVPvKc9+wYu7RRx66D9dR1x8Wz0w5x6dPKRwplw74myuz+7PgXpi5IitbBenv6pUnxi/Y2XBPTFyQs4OTTsWRck741IKRcmronQsj5ZwRqiRAyqlgdy6KlHNGqJYAKaeG3qkwUs4Jn2owUk4VP8U9Ezh2Us5ItK9/8zvyR3/wcZkYH5Nq6VbN76jrkXKen7gMpEPK+WnC3cKinQVnZ8PNvCULG6vS3dEl75q4KE+MF2fDPZA/5adYKQtSzivOYMmQcsFQey+ElPOONEhCpFwQzN6LIOW8Iw2WECkXDLXXQkg5rziDJkPKBcVNsZQJHDsp97c/+rF868+/Z5eXGilnXl/88tfsx8986mP34Tzq+urlq+WlqyY3M+VSfjpTSo+Uaw7s3PqKvDh7WX42c1lenLks04VFaZM2eWKyKOHMstSHR880lzxhFFIuIaiMXYaUy1hDGhgOUq4BWBm6FCmXoWY0MBSkXAOwMnYpUi5jDUk4HKRcQlAZvAwpl8GmMKSmCRxLKff8D34oT3/uE5LL5RJJuUauN4JvfmHJ5i9s7tn83V0dTTeAQB0C2zu70tVJ3w6jv7JdkFfmr8vL81fllYVrcmdtzl7+UP6MPDp2Qd45ck4eGTkbtIG7u3vS1t4m7W1tQetSzI3A3r17YmR4Z0e7WyKigxMwPys7OzuE77jg6J0K7u6Z86xFOtrpnBNIhWDenyhA91CS9yceICqkMCLc/Lzk/YkCfMeS27u70tnB+xNHjN7Chwb6vOVqxUTHUsr5nClX/VBULnctH/TAQxjXt46RA2vrmzLY3xvXwFMe7cbuprw4c0VemrsiL85dlmvLM7bipfyUPDZ2UR4bPy+Pj1+UjjY9sWJmf3R1dSBUU34WfKff2dmTre1tyfUVD8fhFQ+B1bUN27d25E48TRORzc1tMSa1p7srqnG3+mCNIFhZ25ShAd6fxPYsFDa2pKujw75H4RUPAfP+ZHN7W/p5fxJP00ojXV3blFxvl7TzD76Z6B2TlNzacOyk3FF7xB0m2Rrdg47TV90ePq1olq8Wye/s7coLs5flhZnL8sL0ZXlj8Zb9+sXhk/ZQhicmHpDHxy9Ib2e3Vqvuq8vy1cy0oqGBsHy1IVyZupjlq5lqR+LBsHw1MapMXcjy1Uy1o6HBsHy1IVyZuZjlq5lpRcMDYflqw8gIyDCBYyflkpym+vkvPScf/d0Pyfve++R9B0FUH+zw/b/8K7n04IX9k1sr96djT7kMP9mHDK2VpZyZCfez2bfsjLhX5q5ZSmeGJuSJsYvyxKQRcRdkoKu47DuLL6RcFrty9JiQckczyuoVSLmsdubwcSHl4uwbUi7OvplRI+Xi7B1SLs6+mVEj5eLtHSO/n8Cxk3LmFmdm5+SZZ78gc/OL9o4/+dRHrIAzr/LBDWUpd9T15iCIrzz3jX1ylx64uL9fHVIuzm+pVpJyr85ft7PgXpgrzoYzr5P9I3YW3BPjF+TxiYsy0jsQTSORctG06sBAkXJx9s2+6V1ak6HBHHuTRdZCpFxkDSsNFykXZ9+QcvH2DSkXb++QcvH2jpG3iJQL1WikXCjSfuscZyn3xsIteXH2ivxs+i37cXtvR0Z7B+Vdk0UJZ2TcRG7YL9CA2ZByAWF7LIWU8wgzcCqkXGDgnsoh5TyBDJwGKRcYuMdyzJTzCDNgKqRcQNieSyHlPAMlnSqBYzlTLhRRpFwo0n7rHCcpd3X5rrwwc0VemHlLXpi9IuvbmzLU018UcJMX7cEMpwfG/AJUzIaUU4TvUBop5wBPORQpp9yAJssj5ZoEpxyGlFNugEN5pJwDPMVQpJwifMfSSDlHgIRnigBSzqEdSDkHeIqhMUu5m6tzVsDZveFmLsvKVkH6unr2Z8GZPeHOD51QpJtuaaRcunzTyo6US4ts+nmRcukzTqMCUi4NqunnRMqlzzitCki5tMimmxcply7fNLMj5dKkS+7QBJByDsSRcg7wFENjknLTa4vyojkhdfaKvDD9lsxtrEhXe6c8MXGxdELqBH5P4wAAIABJREFURXkwP6VIM2xppFxY3r6qIeV8kQyfBykXnrmPikg5HxTD50DKhWfuqyJSzhfJsHmQcmF5+6yGlPNJk1zaBJByDh1AyjnAUwzNspRb2FiVF2cuy89mL9uPd9YWLCkr4cbNCakX5ZHRs4r0dEsj5XT5N1sdKdcsOf04pJx+D5oZAVKuGWr6MUg5/R40OwKkXLPkdOOQcrr8Xaoj5VzoEZs1Akg5h44g5RzgKYZmScqtbq8X94QrnZB6Y3nGknnn2Ll9Eff4xAVFWtkqjZTLVj+SjgYpl5RU9q5DymWvJ0lGhJRLQil71yDlsteTpCNCyiUlla3rkHLZ6kcjo0HKNUKLa7NOACnn0CGknAM8xVBNKbe8tSYvz16Tl2evWhl3ZfmOJXEpP2VnwdnZcBMXpbO9Q5FQdksj5bLbm8NGhpSLs29m1Ei5OHuHlIuzb0i5OPtmRo2Ui7N3SLk4+2bfnywXZKi/Vzo62uO9CUYOgRIBpJzDo4CUc4CnGBpSytnlqLNXrIR7de76voQzhzGYQxneNfmAPDF2QXq7ehSJxFMaKRdPrypHipSLs29IuXj7hpSLs3dIuTj7hpSLt29IuXh7h5SLt3eM/H4CSDmHpwIp5wBPMTRNKTe7viyvzl2T1+avy2vzN+TnCzftnV4cPiUPj54RsxT1XRMXZbA7p0gg3tJIuTh7h5SLs29IuXj7hpSLs3dIuTj7hpSLt29IuXh7h5SLt3eMHCnn9RlAynnFGSyZTyln3kC/ZJaizl62s+HMrDjzesfIaSvhHhoxIu6ijPQOBLu/41wIKRdnd5FycfYNKRdv35BycfYOKRdn35By8fYNKRdv75By8faOkSPlvD4DSDmvOIMlc5Vyt1fn5aXZK/LS3FX7caawJGcGx+WxsQvy+OQFeWT0nIz3DQW7n1YqhJSLs9tIuTj7hpSLt29IuTh7h5SLs29IuXj7hpSLt3dIuXh7x8iRcl6fAaScV5zBkjUq5Xb2duXFmSvy4lxxb7hX5q5JX2e3PDp+Xh4fvyCPjZ+Xd4ycCTb+Vi6ElIuz+0i5OPuGlIu3b0i5OHuHlIuzb0i5ePuGlIu3d0i5eHvHyJFyXp8BpJxXnMGSJZFyN1dm9yXcCzOXxRzYcH5o0u4J91hJxA119wcbM4WKBJBycT4JSLk4+4aUi7dvSLk4e4eUi7NvSLl4+4aUi7d3SLl4e8fIkXJenwGknFecwZLVknIbO1v7y1HNHnGvz9+Q/q5eOwvOSLjHx8/LA/mpYGOkUG0CSLk4nwykXJx9Q8rF2zekXJy9Q8rF2TekXLx9Q8rF2zukXLy9Y+RIOa/PAFLOK85gycpSbrV9zR7S8OL0ZXlx9qosb63JA/lTVsCVZ8P1d/UFGxeFjiaAlDuaURavQMplsSvJxrSwtCZDgznpaG9LFsBVmSCAlMtEGxoeBFKuYWSZCVhZ25Durk7p6e7MzJgYyNEEkHJHM8rqFUi5rHaGcTVDoG2tsHmvmUBiRJBycT0FhZ0NeXHmqrw0c0V+On1Zrq7ckaHu3Nuz4SYuyPmhE3HdVIuNFikXZ8ORcnH2zYwaKRdn75BycfYNKRdn38yokXJx9g4pF2ff7PuT5YIM9fdKR0d7vDfByCFQIoCUc3gUkHIO8AKFXl66Yw9pMKekmtlwa9vrcmnktFwanJJfOv0OeXTsvPR19QQaDWVcCSDlXAnqxCPldLj7qIqU80ExfA6kXHjmPioi5XxQ1MmBlNPh7loVKedKUC8eKafHnsr+CSDlHJgi5RzgpRS6slWwS1KNhHth5opcXb4r+Z5+e0pq+ZCGqf5xWVwpyOgwBzWk1IbU0iLlUkObamKkXKp4U02OlEsVb2rJkXKpoU01MVIuVbypJkfKpYo3teRIudTQpp4YKZc6YgoEJICUc4CNlHOA5zH05ws35WWzN9zsFXtYw/r2pjwyelYemygf0nBButrf3uMjyemrHodHKo8EkHIeYQZMhZQLCNtzKaScZ6CB0iHlAoH2XAYp5xlowHRIuYCwPZZCynmEGTgVUi4wcMqlSgAp54AXKecAzyF0cdMc0HDFLkt9ce6K3FiekbG+QXl84mJxf7ixCzI1MFa3AlLOAb5yKFJOuQFNlkfKNQkuA2FIuQw0oYkhIOWagJaBEKRcBprQ5BCQck2CUw5Dyik3wKE8Us4BHqGZI4CUc2gJUs4BXoOhr81fL56UambDzV6Rrd2d0gEN5+Xx8aKMa29LttEnUq5B+Bm6HCmXoWY0MBSkXAOwMnYpUi5jDUk4HKRcQlAZuwwpl7GGNDAcpFwDsDJ0KVIuQ81ocChIuQaBcXmmCSDlHNqDlHOAd0To/MaKvDhz2R7O8PLsFbm5Oicn+vPy2PgFeWysuCz1RP9IUwNAyjWFLRNBSLlMtKHhQSDlGkaWmQCkXGZa0dBAkHIN4crMxUi5zLSi4YEg5RpGlokApFwm2tDUIJByTWEjKKMEkHIOjUHKOcCrEfry3FV5aeaqvDB72e4Rd0/u2Rlw5ZlwRsT5eCHlfFDUyYGU0+HuWhUp50pQLx4pp8fepTJSzoWeXixSTo+9a2WknCtBnXiknA53H1WRcj4okiMrBJByDp1AyjnAE5HptcXi3nBzxdlwd9YWZGpg1O4JZ2XcxEUZ6xtyK1IjGinnHWmwhEi5YKi9FkLKecUZNBlSLihub8WQct5QBk2ElAuK22sxpJxXnMGSIeWCofZeCCnnHSkJFQkg5RzgI+Uag2febJp94coz4cz+cF3tHfK4WZJq/5yXR8bONZa0iauRck1Ay0gIUi4jjWhwGEi5BoFl6HKkXIaa0cBQkHINwMrQpUi5DDWjwaEg5RoElpHLkXIZaUQTw0DKNQGNkMwSQMo5tAYpdzS826vzdjbcS2Zp6uwVmSksyZnBcTsb7vHJC1bI5XsGjk7k8QqknEeYgVMh5QID91QOKecJpEIapJwCdA8lkXIeICqkQMopQPdUEinnCWTgNEi5wMA9lkPKeYRJKnUCSDmHFiDl7oe3s7crL86YJalX7L5wr8xdk77ObnnU7g1XnA33jpEzDtTdQ5Fy7gy1MiDltMi71UXKufHTjEbKadJvvjZSrnl2mpFIOU36brWRcm78tKKRclrk3esi5dwZkiE7BJByDr1AyhXh3Vqdlxdm37IS7oWZy7KwsSrnhybl8Ym3l6UOdfc7kPYbipTzyzNkNqRcSNr+aiHl/LEMnQkpF5q4n3pIOT8cQ2dByoUm7q8eUs4fy5CZkHIhafuthZTzy5NsugSQcg78W1nKXVm+Kz+5+6b80/Qb8rPpt6S/q9fOgjN7wz0+fl4eyE85kE03FCmXLt80syPl0qSbXm6kXHps086MlEubcDr5kXLpcE07K1IubcLp5UfKpcc2zcxIuTTpppsbKZcuX7KHJYCUc+DdalLutfnr8k9335CfzlyWV+euydmhCXli/II8MfGAvGvyouQ6ex1ohgtFyoVj7bsSUs430TD5kHJhOKdRBSmXBtX0cyLl0mecRgWkXBpUw+REyoXh7LsKUs430XD5kHLhWFMpfQJIOQfGrSDlzHJUMxvOzIq7snRHnpi8KO8af8AuTX149KwDPb1QpJwee9fKSDlXgjrxSDkd7j6qIuV8UAyfAykXnrmPikg5HxR1ciDldLi7VkXKuRLUi0fK6bGnsn8CSDkHpsdRym3ubMtPZ96Un06/KT+deUs2drbk8fGL8q6Ji/bjZH/egVg2QpFy2ehDM6NAyjVDTT8GKaffg2ZHgJRrlpxuHFJOl3+z1ZFyzZLTj0PK6fegmREg5Zqhlo0YpFw2+sAo/BBAyjlwPC5SbmmrID+583P5ycxbVsaZQxneM/mAvPvEg/LE+EXpbO9woJS9UKRc9nqSdERIuaSksnUdUi5b/WhkNEi5Rmhl51qkXHZ60chIkHKN0MrWtUi5bPUj6WiQcklJZe86pFz2esKImieAlGuencQs5e6sLchPpt+Qn959U/5x+k15x8hpOxvOiLiHR844UMl+KFIu+z2qN0KkXJy9Q8rF2TczaqRcnL1DysXZN6RcnH0zo0bKxdk7pFycfbPvT5YLMtTfKx0d7fHeBCOHQIkAUs7hUYhNyl1euiM/nX5r/8TUJ089LO+aeFDePXFRzgxNOJCIKxQpF1e/KkeLlIuzd0i5OPuGlIu3b0i5OHuHlIuzb0i5ePuGlIu3d0i5eHvHyO8ngJRzeCpikHIvz161e8OZgxpurM7Kk6cekfdMXJR3TT4oI70DDncfbyhSLt7eIeXi7B1SLs6+IeXi7RtSLs7eIeXi7BtSLt6+IeXi7R1SLt7eMXKknNdnIItSbmdv10o4szfcP9x5Xbb3duXJkw/Lu09csstTezq6vDKIMRlSLsauFceMlIuzd0i5OPuGlIu3b0i5OHuHlIuzb0i5ePuGlIu3d0i5eHvHyJFyXp+BrEi5VXNQw/RbVsb9v7delfG+Ifnnpx6Wd08+II+Onfd6z8chGVIu3i4i5eLsHVIuzr4h5eLtG1Iuzt4h5eLsG1Iu3r4h5eLtHVIu3t4xcqSc12dAU8rNrC/JT+6+If909035+1uvyKPj562Ie8/EA3J++ITX+zxuyZBy8XYUKRdn75BycfYNKRdv35BycfYOKRdn35By8fYNKRdv75By8faOkSPlvD4DoaXc9ZUZ+cn0m/Lj26/KizNX5Jen3im/dOIhedfkAzKRG/Z6b8c5GVIu3u4i5eLsHVIuzr4h5eLtG1Iuzt4h5eLsG1Iu3r4h5eLtHVIu3t4xcqSc12cghJR7bf6G3R/uR7dekavLd+XXzr1H/vnJh+TdEw9IX1eP1/tplWRIuXg7jZSLs3dIuTj7hpSLt29IuTh7h5SLs29IuXj7hpSLt3dIuXh7x8iRcl6fgbSk3E+n37KHNPzo1suyubsj/+rcu+UXTz4kT0xc9Dr+Vk2GlIu380i5OHuHlIuzb0i5ePuGlIuzd0i5OPuGlIu3b0i5eHuHlIu3d4wcKef1GfAl5da3N+UnM2/ZZalmf7h8T7/8q3P/TH7h5CV5MD/ldcwkE0HKxfsUIOXi7B1SLs6+IeXi7RtSLs7eIeXi7BtSLt6+IeXi7R1SLt7eMXKknNdnwEXKLWys2tlwRsL9w92fy6X8lPza+ffIL0xekpMDo17HSbKDBJBy8T4RSLk4e4eUi7NvSLl4+4aUi7N3SLk4+4aUi7dvSLl4e4eUi7d3jBwp19Qz8O3vfl++9xfP29hLD1yUpz/3CcnlctKolLu1Oic/vvWq/P3tV8TsFWcOaPjX594j/+zEJRnszjU1NoIaJ4CUa5xZViKQclnpRGPjQMo1xitLVy8srcnQYE462tuyNCzGcgQBpFycjwhSLs6+IeXi7RtSLt7eIeXi7R0jR8o1/Az87Y9+LN/68+/JM09/VibGx+SLX/6azfGZT30skZT7+cJNOxvO/DFS7ldOPyb/0bl3yy+cuCTtbe0Nj4cAdwJIOXeGWhn+//buP+Su+r4D+LeztX0eNzUmrs8y90MrVWpGywpZXSzZ6KT5RwkNoo5ZhEAzqqW0tVDyV/4KBX8UqSlLaUB0TJ0IITKarRu0tKU24JYNtdH5Y0jNwmpius0nKww2vrecy83xPs8953vOeb7nnuflP22ee74/zutzz7nnvu/5IZTLJd9sXKFcM7+crYVyOfXTxxbKpdvlbCmUy6nfbOz/evt/woXveXd474XvbtaR1msqIJRbU+5WBxPKtcqps8wC73p7+Rf/l3kOvR4+hnCbNy+F23bdPJrnZEj3rgt++fTTTRt+9bx1+Kf/eCU888ZPRg9qOPe/vxjdH+6Pf+fD4drLfqvX67peJieUm99KC+Xms3ZCufmsW5y1UG4+ayeUm8+6CeXms25x1kK5+aydUG4+6zY6PvnP5XDxRe8LF1zgJJf5raKZFwJCuVXeC8vLy2H/fQfCluuuGYdyL5x4KTx08OFw9547w6+//5cPYbj44veNLkn98ckYxP0kXHLh4uj+cDGMu+LXNnm39UxAKNezgtSYjlCuBlaPFhXK9agYNacilKsJ1pPFhXI9KUTNaQjlaoL1aHGhXI+KUWMqQrkaWD1bVCjXs4KYTiMBoVyFUG7HjdvDDddvHS1ZDuXuP/7X4cTZ18P7FzeEbUtbwh8ubQmXXHhRo6JoTIAAAQIECBAgQIAAAQIECBDou0D5ysG+z7dv8xPKVQjlVjtT7rsnj4dtS78X3vMrF/SttuZDgAABAgQIECBAgAABAgQIEOhMQCjXjFYoN8Mv5Z5yzUqiddcCLl/tWri7/l2+2p1tlz27fLVL3W77dvlqt75d9e7y1a5ku+3X5avd+nbZu8tXu9Ttrm+Xr3Zn23XPLl/tWlj/aykglJuh3fTpq2tZTGNVExDKVXPq41JCuT5WZfachHKzjfq6hFCur5VZfV5Cufmsm1BuPusWZy2Um8/aCeXms25x1kK5+a2dmb9TQChX4V3x+FNHwuGnj46WvPqqK8Pee+4Ki4uL4c23/nv0N6drVkDs0SJCuR4Vo+ZUhHI1wXqyuFCuJ4VImIZQLgGtB02Ecj0oQsIUhHIJaD1pIpTrSSFqTkMoVxOsR4sL5XpUDFNpLCCUa0AolGuAl7GpUC4jfsOhhXINATM1F8plgm9hWKFcC4gZuhDKZUBvYUihXAuImboQymWCbzisUK4hYMbmQrmM+IZuXUAo14BUKNcAL2NToVxG/IZDC+UaAmZqLpTLBN/CsEK5FhAzdCGUy4DewpBCuRYQM3UhlMsE33BYoVxDwIzNhXIZ8Q3duoBQrgGpUK4BXsamQrmM+A2HFso1BMzUXCiXCb6FYYVyLSBm6EIolwG9hSGFci0gZupCKJcJvuGwQrmGgBmbC+Uy4hu6dQGhXANSoVwDvIxNhXIZ8RsOLZRrCJipuVAuE3wLwwrlWkDM0IVQLgN6C0MK5VpAzNSFUC4TfMNhhXINATM2F8plxDd06wJCuQakQrkGeBmbCuUy4jccWijXEDBTc6FcJvgWhhXKtYCYoQuhXAb0FoYUyrWAmKkLoVwm+IbDCuUaAmZsLpTLiG/o1gWEcg1IhXIN8DI2FcplxG84tFCuIWCm5kK5TPAtDCuUawExQxdCuQzoLQwplGsBMVMXQrlM8A2HFco1BMzYXCiXEd/QrQsI5RqQCuUa4GVsKpTLiN9waKFcQ8BMzYVymeBbGFYo1wJihi6EchnQWxhSKNcCYqYuhHKZ4BsOK5RrCJixuVAuI76hWxcQyrVOqkMCBAgQIECAAAECBAgQIECAAAECqwsI5bxDCBAgQIAAAQIECBAgQIAAAQIECKyxgFBujcENR4AAAQIECBAgQIAAAQIECBAgQEAo5z1AgAABAgQIECBAgAABAgQIECBAYI0FhHKJ4I8/dSQcfvroqPXVV10Z9t5zV1hcXEzsTbO2BX7wo2PhoYMPj7rdeNmlYd/eL4XLN21cdZifvXk6fPVr3wi777g1fOjaD7Y9Jf1VEFheXg777zsQXn71tdHSO2/aEW7bdfOKLR/4+jfDsWePj1+ftXyFKVgkUaDONhe3tX377w+nz5yttY0mTk2zVQTKtbh7z53hhuu3zjQrttW4oM+/mVydLFDnOOSFEy+Fex88GM6dOzeeS9XPxk4mv447rbOvLJgmP+u2fvQj4Yuf+8w6Fsyz6nWOT8r71WLGtrk8tau7zU3uWxcWFsKXP7/H94IMpat7fFL+nKt6PJNh1QxJ4B0CQrmEN0XcuT/25OFx0BMPluJ/DpISMDtoEnfKMZCLO+MYrsUP1+eef3HFL46TB1o+fDsoSI0uJ7el4sP49lt2Tg0JYt3+4tBfhjtu3zUKXIsP492fvrVSqFBjWhadIVB3m4v70J+ePDUOXGdtowrQjUCx79ty3TWjWpTruNKok/tMP0p1U5tZvdY9Dqla21njer2ZQN19ZRzNMWYz87Za1zk+mTZm/Jw7efKU7wptFaRiP3W3ufK+tfzvisNarKFA3eOT8neGWLdDjzwhUG1YB83XTkAol2AdP5g3b14af6G0w05A7LBJ+cCn6pcRZ8p1WJQKXU/zr/NlpPwBXmFIi7QkkLrNFcPbh7ZUiJrdxH3joUefCF/5wmdHwXbVbaj4DIzDrfaDR83pWLyGQN3jkKqfgzWmYNEEgbr7yrhvPPqd7zkbNcG6zSZNj08cX7ZZjXp91d3myj8S2nfW825r6brHJ+W6VT2eaWu++iHQVEAoV1Nw2kZuh10TsePFy0HOrDOuiuk4aOq4MDO6n7Yd1TmDqmqd867lMEdP3eYKjdj+zFs/98Vzjd8e08LQWUH45Ot1ts81XrVBD5dyHFK+rMdldHneInX3lZOX0RUzdknW2teu6fGJs+TWvmaTxxfx/xdXM806Vixe33DphtExyZFv/70zHDOUr+7xybTjkVnHMxlWy5AEVhQQytV8cxQHwztu3D6+RE4oVxOx48XLZxDM+gAWynVckIrdl38Vi83qfOn34VsRuoPFUre54gungKCDolToctpZOKttR+UvlnW2zwrTsUhFgTaOQwThFbFbXqzuvnLaGZEuyWq5KBW6a3J84gffCsAdLlJ3m4tTiW3e+PdT4Y2Tp4Lb2nRYnFW6rnt8Mu27uO8FeWpn1DQBoVxNt5RfqGsOYfGGAnV/iRbKNQRvqXmTX6J9wWypCIndpG5zxXAuX02Eb9is7i/R5QerFMO7r1zDQtRs3sZxyLSQoeY0LJ4gUHdfWQ4UXJKVgN5Ck6bHJ3EK7jvdQiESuqi7zZV/fHJvsgT0FprUPT6JQ047s9gD4Foohi7WREAol8Bc914uCUNo0kCg7v0jhHINsFtsmnrPFoFci0VI7Cp1m7PtJYK31KzuPVvKwzpTrqVCJHTT9DhEKJeA3kKTuvvK8vLTzpJsYVq6mCGQenziSpr8b62621zKmXX513J4M2h6fBL3lQ8c+Fb41E07PDl3eG+PQa6RUC6hrHWfepYwhCYNBGY9aWmlp3S6xKABektNJ3/RnHbZcTmAc2p6S/ANu5m1zcWD4u//8JnxE6vjv6/YvDS+BUD59YbT0byiwKynmxXb4Me3fWz8YKPJroVyFaE7WGzWcUh5X3nkb/4uXP2B3x1/ObHv7KAoFbqcta8sH5+U/+2s4grIHS1S9/gkTsN21lExanQ7a5ubdnwyebziTLka2C0u2vT4xLbXYjF0tSYCQrlE5slTZF26k4jYYbP4IfrQwYdHI5TvV1U+yC12/C+/+tp4RmraYXFW6bpci/Jp55NfNN9ePhf27b8/nD5z9rwe1S5P7Vbb5soHvW46n6dG00YtgrdiO5q8ibxQrj91mjaT1Y5DyqHc5PYZ+7KfzFfbOscncZaTy7u/Vb661Tk+WVxcHNXtsScPj3+MyjdzI9c5PinC1GPPHh/B2ebyvX/qHp9M3mLDZav56mbkNAGhXJqbVgQIECBAgAABAgQIECBAgAABAgSSBYRyyXQaEiBAgAABAgQIECBAgAABAgQIEEgTEMqluWlFgAABAgQIECBAgAABAgQIECBAIFlAKJdMpyEBAgQIECBAgAABAgQIECBAgACBNAGhXJqbVgQIECBAgAABAgQIECBAgAABAgSSBYRyyXQaEiBAgAABAgQIECBAgAABAgQIEEgTEMqluWlFgAABAgQIECBAgAABAgQIECBAIFlAKJdMpyEBAgQIECBAgAABAgQIECBAgACBNAGhXJqbVgQIECBAgAABAgQIECBAgAABAgSSBYRyyXQaEiBAgAABAgQIECBAgAABAgQIEEgTEMqluWlFgAABAgQIECBAgAABAgQIECBAIFlAKJdMpyEBAgQIECBAgAABAgQIECBAgACBNAGhXJqbVgQIECBAgAABAgQIECBAgAABAgSSBYRyyXQaEiBAgAABAgQIECBAgAABAgQIEEgTEMqluWlFgAABAgQIECBAgAABAgQIECBAIFlAKJdMpyEBAgQIECBAgAABAgQIECBAgACBNAGhXJqbVgQIECBAgMCcCDz+1JHw3PMvhr333BUWFxfnYtY/+NGx8NiTh8O+vV8Kl2/aOHXOa7Fey8vLYf99B8KW664Jt+26eS7sTJIAAQIECBAgMC8CQrl5qZR5EiBAgAABAucJvHDipXDvgwfDuXPnVpTZedOO0WtCubQ3T5VQ7mdvng779t8fPr7tY42Cu2Ksl199bTTZWLvJILBKUJm2lloRIECAAAECBPIICOXyuBuVAAECBAgQaFlgpTPH1uKMspZXJVQJoNZivaqEcm2t++T6/NvrPw0PHXw43L3nzvChaz8YinnsuHF7uOH6rW0NqR8CBAgQIECAQFYBoVxWfoMTIECAAAECbQnMCuW23/AH4dAjj4+GW1hYCF/+/J5R4FP8Vz7zbutHPxK++LnPjF4uQrLbb9kZDj3yxOjsvHgm1xWbl0aXmX7yE38U/urJw+f1/S/PnwiHnz46+tvGyy4971LUONfitWnzSQ3lHvj6N8OxZ49PXcfijLbTZ86O13lyHYs/lucW/14+a22yZkW/0SYGZtOs4vIxYFstUItzj/9F83IIF/s8+p3vzdUlyG29r/VDgAABAgQIDFdAKDfc2lozAgQIECCwrgRWC+ViADYZQMUA6MxbPx+HPDGQm3Zm1mUbLhmFRDEUiq9ffdWV5wVDxd/LfcdgrPy3InCK/xvnGgO9IqSK//7+D58ZB3cpoVx5nWIfMUAswscYnj362FPhz3f/2ejeetMuOy3Po8qZctNCubJVud9pb8yVQrnf//CW8MCBb4VP3bTjvBB1Xb25rSwBAgQIECAwSAGh3CDLaqUIECBAgMD6E5h1ptzkgx7KoVcMhDZvXlrxHmYv/usrUx+8MC08q/q3yQrFYOurX/tG2H3HraPgqW4o9/byudF93Yqz1WLfVQK1aHby5KlR8FgO16r2sdK1Y6r2AAAGW0lEQVSZcpMPqSiHntPenStdvhrPOCzmOHkm4Gpn762/d781JkCAAAECBOZRQCg3j1UzZwIECBAgQOAdAqmh3EWLC6MnjBYPGJjsuLjstItQbjJgKsYsLvGsG8rFe7AdevSJ8JUvfPa8p7VOhm5xjGkPxyjO/ivfx22tQ7lpD3r4xPZt47DyzFtnx5ewTpurTYIAAQIECBAgMG8CQrl5q5j5EiBAgAABAlMFmoZyW667ZsWnh64UklU9K25yuTj5eFbbhks3jC+FrXK2WXmly2eWzQrlinvFTd7bbVYfVc62qzL3KmfKTSvqZKi42j3nbBIECBAgQIAAgXkUEMrNY9XMmQABAgQIEHiHQGood/mmjWEy8JlG22YoF0OscoBWJdhaLZSrcvnqtEt0V3viaRwvZyhXvqRXKGejJ0CAAAECBIYmIJQbWkWtDwECBAgQWKcCTUK54oENk/cpm3wwwj/+83Ot3VMu9nvvgwfD7k/fOn7QQ3Epa+rlq/HBDbMe9DDt4RZxHr/5G0vjM/bK4WRxdl3K01fr3lNuWugY/3bbrptHL00+gdXlq+t0I7faBAgQIEBgYAJCuYEV1OoQIECAAIH1KtAklItm0+63VoRRbZ4pF8/MK0LAolZ/esvO8Lf/8N3xgxrq3lMuhnLxv8n71C0sLIyfvBpfK9+zLd5L7gNX/XZ45dXXx6FceZlP/sn20eurXdpb5Sy/upevxuWnXY7rQQ/rdeu23gQIECBAYJgCQrlh1tVaESBAgAABAgQIECBAgAABAgQI9FhAKNfj4pgaAQIECBAgQIAAAQIECBAgQIDAMAWEcsOsq7UiQIAAAQIECBAgQIAAAQIECBDosYBQrsfFMTUCBAgQIECAAAECBAgQIECAAIFhCgjlhllXa0WAAAECBAgQIECAAAECBAgQINBjAaFcj4tjagQIECBAgAABAgQIECBAgAABAsMUEMoNs67WigABAgQIECBAgAABAgQIECBAoMcCQrkeF8fUCBAgQIAAAQIECBAgQIAAAQIEhikglBtmXa0VAQIECBAgQIAAAQIECBAgQIBAjwWEcj0ujqkRIECAAAECBAgQIECAAAECBAgMU0AoN8y6WisCBAgQIECAAAECBAgQIECAAIEeCwjlelwcUyNAgAABAgQIECBAgAABAgQIEBimgFB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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": 23, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.0005426*Tlift**2 - 0.1178*Tlift + 6.962\n", " c1 = 6.7058 \n", " c2 = -1.79\n", " \n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$" ], "text/plain": [ "Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "tags": [ "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": 27, "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": 28, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 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, 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kXNz8SLm42eXKSbm4+ZFycbPLlbcq5c6UbEPp1ki4lCXcyLbRXGuWaJVM27w3pWZFWyPatuoVbvnrvJpt3YFbsWfm8epJuT6laSwzESDlZsLVqYtJuU7FMXMxpNzMyDpzAynXmSjmKoSUmwtbJ24i5ToRw9xFkHJzo1v5jaTcyiO4UAEXknIXkWyDwXBraP6VJVsl3OpntFXbRutnttUSrvraR7EESLliozdwUi7uHCDl4maXKyfl4uZHysXNLldOysXNj5SLm12unJSLmx8pFze7XPkxKXcRyZYG9ZbQLNnyttBasDUHIWzWK9hGDkaITU71bRIg5dqkra9OESDlOhXHTMWQcjPh6tzFpFznIpm6IFJualSdvJCU62QsUxVFyk2FqbMXkXKdjebcwki5cxGt7oIpJNvBjefT2u7Lw8MQjm0XrSVblmtXm5Vs9Smj9fPYhq8PJZwDEFYXcwk9k3IlpGyMEwmQcnEnBikXN7tcOSkXNz9SLm52uXJSLm5+pFzc7HLlpFzc/Ei5FrObQrKd+ky2waV0eOXacItolmnVs9eupZuX7k5rdz2YLm3lQxDy680hCE4ZbTFZXZ1DgJQzRYolQMrFjZ6Ui5sdKRc7O1Iudn6kXNz8SLm42ZFysbMj5S6Q30IkWz5NtF7JlqVbfjbbVl65ln9dGz6rLX99+drEQi/0TLkLDN2tCMxCgJSbhZZre0WAlIsbJykXNztSLnZ2pFzs/Ei5uPmRcnGzI+ViZ0fKjeR3Uck2ui30aMVavXKtekbbteEKt+q6yZJt1tlEys1KzPWrIEDKrYK6PjtBgJTrRAxzFUHKzYWtMzfZvtqZKGYuhJSbGVmnbiDlOhXHTMWQcjPh6tzFtq92LpKpC+q1lLuoZKsONbhvePBBc8BBdcronWezDU8dXZxkmzq4+kJSblZirl8FAVJuFdT12QkCpFwnYpirCFJuLmyduYmU60wUMxdCys2MrFM3kHKdimOmYki5mXB17mJSrnORTF1QKCl3UclWrV5rDj7IIi0fctCsXBt+nZqvL98zNcNVXkjKrZK+vqclQMpNS8p1vSNAysWNlJSLm12unJSLmx8pFze7XDkpFzc/Ui5udrlyUi5ufiuVcheRbJfWhlItr1TLz2Srtofe+bqSb1my1d8/DCLZZp1JpNysxFy/CgKk3Cqo67MTBEi5TsQwVxGk3FzYOnMTKdeZKGYuhJSbGVmnbiDlOhXHTMWQcjPh6tzFpFznIpm6oIVKuYtItsFavS00r1zLz14rU7JNHVx9ISk3KzHXr4IAKbcK6vrsBAFSrhMxzFUEKTcXts7cRMp1JoqZCyHlZkbWqRtIuU7FMVMxpNxMuDp3MSnXuUimLuhMKXcRyXZpvX7WWt4uWp8iulmfKnq1PmW0/jrlr3u6km3qIOa8kJSbE5zbWiVAyrWKW2ddIkDKdSmN2Woh5Wbj1bWrSbmuJTJ9PaTc9Ky6eCUp18VUpquJlJuOU1evIuW6msxIXXs7aXDrlTTYfTml/PvtV9Lg1svpYOeltLdzPV3dfzUNbr2YBjdfTINb11PauZ4Gu6/caSBLtqODD4bbRIeHHwy3j1bbSOuvSbb25gMp1x5rPc1PgJSbn507gxMg5eIGSMrFzS5XTsrFzY+Ui5tdrpyUi5sfKRc3u1w5KddSfnu3hjIty7JbLx+JtZRfq369nNLtV9Pg5ktpsPtqSrdfrsRb9fn+7vEi16+kwyvX0sHla2lv4560dtcDp0u2LN02XtPSIHUzCwFSbhZarl0VAVJuVeT1u3ICpNzKI5i7AFJubnSduJGU60QMcxVBys2FrTM3kXKdiWLmQki5mZF16gZSbsY4Dg8qgZaFWbr1UhpUv7JQy6+9NJRqt15KafflNLiZX7s+/P7+rckdDS5Vgq062OBqXrU2/DxvGx0ednCt3kravH5vSuubVVsLfabcjBhcfnECpNzFGWph+QRIueUz1kNHCZByHQ1mirJIuSkgdfgSUq7D4ZxTGikXN7tcOSkXNz9SLm52ufKSpdxgd3tEpmWx9lIa5F+VTHtp+L2b1+tVbS/VK9xePj3wtctDqZafsXblnqPPD6+8ZriSbUywXXSrKCkX+71HysXOr5TqSblSkjbOEwRIubiTgpSLm12unJSLmx8pFzc7Ui52dqRc7Px6IeXyoQZ5q2cl0oYr16oVa9WW0DuSrfp6dHXbwdi20CbKSxvp8PJrKolWrVSrBNs9tWzLX78mHV5uvjf8PH8/rV9tdTKQcq3iXnhnpNzCkWpwCQRIuSVA1WQMAqRcjJwmVUnKxc2OlIudHSkXOz8r5eLmR8rFzS5X3jUpVz1zLa9Ua7aDZtFWC7dqe2gj1qpr6tVst29MDuHSWiXSqhNE8+/5VxZttXA7Ltqa79+T0sZWiFBJuRAxnVokKRc7v1KqJ+VKSdo4TxAg5eJOClIubnakXOzsSLnY+ZFycfMj5eJmt1Qpt3+7ft5aFmn5cIO8gu16tTV0uE30lXpraLN6rV7pdnhwEmh+7lol1+5JKa9Ky1KtEW3VSraTK9eq7aMbd8UO55zqSbnY8ZJysfMrpXpSrpSkjZOU69EcIOVih2n7atz8SLm42eXKSbm4+ZFycbObVspVK9KaQwuyTDtavTaUbIPdWqzVhxxUq912dyaCqZ63lg8xqFauZbl278jKtXoV29H387VZrjk9dBJMUi72e4+Ui51fKdWTcqUkbZykXI/mACkXO0xSLm5+pFzc7Ei52NmRcoHy29s5evba8MTQl9LNl36erhzcSOt7zWq24cmiQxFXbxedMMRKlGVh1mwLrVauDZ/DdrRFNJ8mml8bEXGBaHW+VFKu8xGdWSApFzu/Uqon5UpJ2jhJuR7NAVIudpikXNz8SLm42ZFysbMj5VaQ38H+0TPXhttCh1s/Tz5vbeyQg/3bJ4o9XN8aOdAgnxKaV7HVW0Kr568Nn8mW5Vq1dbQWcWlwaQUD1+UoAVIu9nwg5WLnV0r1pFwpSRsnKdejOUDKxQ6TlIubHykXNztSLnZ2pNzF8hvsvprSrbwl9PpQtN0cOdggr1YbOUn0aBtpvmf8YyPLtZHDCiq5Vp8aOnq4QV61diTa7kkv3bidtjYvp431tYsNxN2tEyDlWke+0A5JuYXi1NiSCJBySwKr2e4TcNBD9zM6rUJSLm52uXJSLm5+pFzc7Ei52NmRcnV+1cEG9fPVmmer1avY0shJosNto1m+DSVcOtg/PgHWr9ZybbhabXTl2vDzRrTdM/xe9dprUrq0MddE6trpq3MNotCbSLnYwZNysfMrpXpSrpSkjfMEAVIu7qQg5eJmR8rFzo6Ui52fgx7i5tdHKVfJsvp5andWr+VtovWpodVBB3cOOahE2+728RDXLtfCLMuzLNIaoZZF2731iaHD16vvV7LtWkprl1udDKRcq7gX2hkpt1CcrTdGyrWOXIdzECDl5oDmln4QIOXi5kjKxc2OlIudHSkXOz9SLm5+nZVyhwf1M9ZeSfk00Eqc5W2iu/n5a69W20VTPkm0kW/56/z9vGX08PBOIJc2hocVVPIsr0yrV6rlbaDV1/kgg+Z7w8/zNWn9aohQSbkQMU0skpSLm12unJSLnV8p1ZNypSRtnCcIkHJxJwUpFzc7Ui52dqRc7PxIubj5LVvKVavWbmeJlleqvZpSlmpZpt16ZbgNtBJp+Zr8+/BX9Ry23RvHoeaVa5VcuyeljeHvR6eENrLtSLSNPJttYytuOFNUTspNAamjl5ByHQ1myrJIuSlBuWylBEi5leLX+SoJkHKrpH+xvkm5i/Fb9d2eKbfqBObvn5Sbn10X7iTlupDCfDWcKeXyc9ayHMtSbTeLtVdT2nu1lmc3Usor2G6/Ovx+dU19bRZruzeGgm3049L6UKzlZ6hV20HvrrZ9pvx7vQU01eItf6860KARcWtX5htgz+8i5eIGTMrFzS5XTsrFzq+U6km5UpI2zhMESLm4k4KUi5tdrpyUi5sfKRc3u1w5KdfN/Aa3b6S0V8uxRqyNSLS0+2o6uPlKOrz5cto43BkKtizf8oq1LNj2bp2UahtZlt2dDjeySLs7pfx7JdDq17Jw27hreMjB+vCa6nls+b6er1pbxSwg5VZBfTF9knKL4biqVki5VZHX7ywESLlZaLm2VwRIubhxknJxsyPlYmdHysXOj5RbQn4He8OVZvWKs0qwVcKsXpmWV6zlLaDNirR6JVte0ZZu36hWtqXDg+OFrW/Wq9PuyLT99bvS/tpWWt+6lqpValmoZbFWSba7htItP3dtPX++uYSBavIiBEi5i9Bb7b2k3Gr5X7R3Uu6iBN3fBgFSrg3K+ugkAVKuk7FMVRQpNxWmzl5kpVxnozm3MFLuXESdvoCUmxDP7na12qySY/m5aXnFWiXRRraB5gMLKonWbP3MK9Rq8bZ383ijg0vD1WZ55VmzOq0WZml9uDJtuBotS7W8cm1UsN2VDjdek9KltROFLvuZcp2euD0ojpSLGyIpFze7XDkpFzu/Uqon5UpJ2jhPECDl4k4KUi5udrlyUi5ufqRc3Oxy5b2Tcgf7abCXZdrYs9SalWmjK9YqqZafrVZvE21Wrp1YpXbljkzLwiyvPKtF2uHlZkXa3fWWz6FQG4q1Zmvocg4sIOViv/dIubj5kXJxsyPlYmdXUvWkXElpG+sxAqRc3AlBysXNjpSLnR0pFzu/zkm53Z3jK9NGDiAYbgMdlWgjW0KzbMvX7m6fCKTa0jm2tXP0WWqVQLtcb/1snqV2JNTuSmntcidDJuU6GcvURZFyU6Pq3IWkXOcimakgK+VmwuXiFREg5VYEXrerJ0DKrT6DeSsg5eYl1437rJTrRg7zVEHKzUOtO/csVModHtRbOocrz+5ItGab5/AgguGz1OqDCY5tA301pYO943DWLtcrz0YOKMjirBZpx1akNc9Sq04GHRFx3cG90EpIuYXibL0xUq515AvrkJRbGMqVNETKrQS7TmckQMrNCMzl/SFAysXNkpSLm12unJSLmx8pFze7XPkxKbd3a2yVWi3TjgRb/Uy10VM+q2euNdJtwiq1fGpnfbrn0bPSRk73HJ4Amp+blp+5Vm8NrYTbUMKl9SuxAS+xelJuiXBbaJqUawHykrog5ZYEtqVmSbmWQOvmQgRIuQvhc3NkAqRc3PRIubjZkXKxsyPlupPfYPeV4emdeTVafQDB0Ymfo89Py9fVhxYc3HolreWDDPLWz/3bxwdzaW14yEC9tfPoWWn5MIK8HXTssIKhYKtlWn2oQRpc6g6gnlVCysUOlJSLmx8pFze7XDkpFzu/Uqon5UpJ2jhPECDl4k4KUi5udqRc7OxIuQXkl7d97t1I6daN4e/V9s7692pV2o2Ujk4AHW79rCRas0qt2QI6XsrGZnUoQT7dsxJm1QEE9dbP+jCC7f3L6fLd96VLV4er047EWv58fXMBg9PEsgiQcssi2067pFw7nJfRCym3DKrttUnKtcdaT/MTIOXmZ+fO4ARIubgBknJxsyPlYmdXtJQ72EuDve3qcIFBPmAgy7T8dV6tVq1M2x5uB62en1avRquEWn1t89qEwwny4QLVKZ+Xt+qTP7eOTvdsDi04Ot2zkWnN6rRmtdql9XMn10KfKXduby5YJAFSbpE022+LlGuf+aJ6JOUWRXI17ZByq+Gu19kIkHKz8XJ1jwiQcnHDJOXiZkfKxc4unJTLAm1vZyjSKmG2M1yFlsXYXi3X8u/VSrVR2VbfU53wOTwh9MR2zxzlRJmWT/bMK8/y71v1arQs2Y6/PpRsW0MZ19KJn6Rc3PcfKRc3u1w5KRc3P1Iubna5clIudn6lVE/KlZK0cZ4gQMrFnRSkXNzsSLnY2S1dyu3v3lmN1qxKq1ajZWGWt3Xu1EIti7Uszuqtn6OCrVqZVgu2dHgC+GE+jGA9r0jLwiw/K21z+HUl0vLrm/Xro9dleZavz9+/K6Vqq+hWazJtUbOGlFsUyfbbIeULgeKyAAAgAElEQVTaZ77IHkm5RdJsty1Srl3ei+6NlFs0Ue0tgwAptwyq2gxBgJQLEdPEIkm5uNmRcrGzmyTlhtszm1VntSyrJNnI6rNxaVZt+azvq56rllejbZ+xGi0Lsc1aiI0KsjkEW+wILlQ9KXchfCu9mZRbKf4Ld07KXRjhyhog5VaGfiEdk3ILwaiRJRMg5ZYMWPPdJUDKdTeb8yoj5c4j1O3vv3D9Rrr32la6NBh0u9C+Vrd/u16Nlled1eJs9Flp1XbOvL1zTLDtbafDfDjB7Rvp0n7eBtqsRjsJquTVaF2eNqRcl9M5uzZSLm52uXJSLm5+pFzc7HLlpFzs/EqpnpQrJWnjPEGAlIs7KUi5uNnlykm5GfM7PJzwDLTmmWh5S2eWY/Wz0iqZ1jwbLT9HrVnFdqM+iGA7pYPdkwVUz0Y7fzXa7uBq2l+7mq5s3XP2ds8Zh+jydgiQcu1wXkYvpNwyqLbXJinXHutF90TKLZpou+2Rcu3y1tt8BEi5+bi5qwcESLm4IZJycbMrRsrl1WijhwQ0Bw402zYnPgNtTLAdezbaycxXsRpt6c+Uiz21O189Kdf5iE4tkJSLm12unJSLmx8pFze7XDkpFzu/Uqon5UpJ2jhPECDl4k4KUi5udt2VcvVqtNETOEdP6MwHCjSr0arX662f+QCC0QMJKvmWn402/2q0qQ8fWME0IOVWAH2BXZJyC4TZclOkXMvAF9wdKbdgoC02R8q1CHsJXZFyS4CqyYUTIOWmQLq9vZ2e+OwX01//zd9WV7/rNx9N7333O6e40yVdJkDKdTmds2sj5eJmtzApd7CfBvm5ZpUou1l/Xm/jzAKtEmU71fPPjrZzHq1Oy89FywcLNM9Ty+1sT4S6itVoXU6XlOtyOufXRsqdz6irV5ByXU1murpIuek4dfEqUq6LqUxfEyk3PStXro4AKXcO+0bI/fqvvZGIW908XUrPpNxSsLbSKCnXCuaLd3J4kAZ7N1Pav1WLs5uVKHvl+vX0mquHaZBXm+XvV79nuZZXn9WSLUu16nt55dnINVmmZRm3f3tyfVM+G63Lq9EuDn55LZByy2PbRsukXBuUl9MHKbccrm21Ssq1RXrx/ZByi2faZoukXJu09TUvAVLuHHJf+8Yz6ac//Vn6xMc+NC9j93WUACnX0WCmKIuUmwLSeZccHtSibESYVfLrZi3B6t8P8mu3hrJsv/nereHn+bWD/FrdRiXW6uv3s4w7RZyllA7XN1Nav5rSxmY6XNtMaWMrHa5fSWltMx1e3qp+T+tXUrVSLb+2Mbx+eN9mOqzvHX5va3htvmdt47yR+/4FCJByF4DXgVtJuQ6EMGcJpNyc4DpyGynXkSDmKIOUmwNah24h5ToUhlJOJUDKnTM5Pvf5L6Xnvvu9o6s2NzfT7/3uh9PDb3qDaRWcACkXN8DeS7lxYVatNquFWbPqrJZklTCrBFgtybIgO5JneQXa8Ouj13bzVs+zhVklv9auDkVXll9ZhK3l164MxVgWZKPfz9+rrstSrfn8zu/De7OAG/7+wqv76d5rW+nSYBB3EhZaOSkXO3hSLm5+pFzc7HLlpFzc/Ei5uNnlykm52PmVUj0pd0bSzdbVR9/x9vS2tz5SXZlXzv3FX/5VevyxT6bXPvhAurFzq5S50vlxDtIgHabDqs7Rz0cLH3195+Zu2ryykS+e6vrT2unT650PuS5wd+8gpcPDtLGxdlTyNJkvJqvDNNi/VW+9zELsjgSrXs9CrPp+Xj2Wt1oOV5IN8oqy6vVGrt35Or82OGjaqds8JYzDS3n12NUjSZZFWRZi1a9LWYwN5Vn1dSXI8gqykevrr6trarlWfV79qkXalO+heXlW772rk1e0zZpjlDk7qc5Zx9qF6/f2DtLB4WG6vLHWuT83Z5kLXWA57/vnrJ9x5zHIUvXyxnq6dIkQP49V176/v3+Q8q/Ll9e7Vpp6piBw69Ze9XcW770pYHXskoP9w7S7v5+ueO91LJnpysn/obG+tpbW1vzcm47YfFfdtXllvhvdNXQXN7ZvDS2GjxMEJkm5v//58+nxJ/4gve+33lWJOlIu7sQZlXJxR1Fm5ZOkXEXi8LCSW5XkqlaUZSl25+tGmA0PBqgFWr1yrPq62ao5fl+9Um14z+kivpFbzWqxO3IsS7J6O+alWpplAVavHDtagdaIsSOpllem5e2dtWS7dCWlHqwuy++9q1c2+jCU4t6Ao1KuuMH3YMCkXNwQSbm42eXKSbm4+ZFycbOr3nukXCsBknIXw0zKncMvb1996KHXHR3ykKXcZ/7wj9MH3/8eW1gvNvdWfrftqyuIIJ+GeSS+6i2Z+bVmS+bRNs16RVmzDXN3ZPvl/s10cHv48P9Lh7frlWfDlWvVgQKnfTQrxkZWjlXPMzu25bIWZ83Ksuq5ZfUqs2p75p0tnBO3aeZllz7OJfDC9Ru2r55LqZsX2L7azVymrcr21WlJde8621e7l8ksFdm+Ogutbl1r+2q38pi1GttXZyXm+lUQIOXOof7t7zyXnvqTrx89Ry5vX/3+D36cHvvUR9LW1tYqMtPnggiQcmMgq9Vj+XTM5pljEx76Xz3XbEyYNc8wa07NrLdzDk/UHHnof/78tI98YmbzzLEsv46kWL1SrHmtevD/Zto93Eh5G+fG5l3DbZzNIQD1M8+OCbPmtcGlBc0czVyUACl3UYKru5+UWx37RfRMyi2C4mraIOVWw31RvZJyiyLZfjukXPvMF9kjKbdImtpaFgFSbgqyWcQ9/c1nqysfuP/eo+fJTXGrSzpMoJNSbn83DQ52U8rPF9vbrVZ+DQ53KxGWT7Ic7Dffy9sob9cP8N+98zD/g3zN7ZT2bldtDB/yP7yuujd/nV+vxNnwuupZZvn184RZXlF2dPrl8FllKW/FnPTQ/0qS1d9vVpjVv985RGBk1dmMwqz3Bz10+H2ziNJIuUVQXE0bpNxquC+qV1JuUSTbb4eUa5/5Insk5RZJs922SLl2eS+6N1Ju0US1twwCpNwyqGozBIETUu5grxZdWVhl+VULriywDrL4yqIrC67m9aH4yvJsUL9eSbRKgo3cX4mwoUwb1KItHTYibXjt0f351M2zPrK8yqvFBpdTWs+/8sP98+/51MsrI59fHp6GWX0vr0LLgixLtfww/8vVtSmvTqvvy9+rPs/bOatTNfNqtfrkzRmFWRvhk3JtUF5eH6Tc8tguu2VSbtmEl9s+KbdcvstsnZRbJt3lt03KLZ/xsnog5ZZFtp12Sbl2OOvlYgRIuYvxc/eiCDRCrJJb9QqxLLfy13k1V/P5qBCrZFkWafWqr2OrxEbEWX1vtVLs6PPb6WD3VrqU7zncG64UO9w/fzRZZGW5tbZxR3Bl8VUJrHySa/58KMkq+VV9b2P4eZZeg/x5lmN3rh2KseG1h7nd5v5B/vzOtUOZNvnEyvML79cVpFzsPEm5uPmRcnGzy5WTcnHzI+XiZpcrJ+Xi5kfKxc0uV07Kxc6vlOpJuVKSPmucWUbl54QdCbG8pTHLsbwKLH9ey6yjVWDNirHdCbJsuELsaDVZJbuaVWa1bKvaq7dnVg/qz+3tnp9EJcRqMXUkvWqhVT2TrBZi1QmW5wuxV24dprtf85p6myUhdn4A3bmClOtOFvNUQsrNQ60b95By3chh3ipIuXnJrf4+Um71GVykAlLuIvRWey8pt1r+F+2dlLsoQfe3QYCUa4PyWX0c7A+fG3ZCiDVi647kOhJdzeqxLLKOpFezRbLeDlkLtVRJr7qNLL8aCVatLtsbPk8st3N4eDaJS+u16KpXbjVbJeutkNUqsWoFWS3H6tVkx1eBdWuFWCefKbfq+Rikf1IuSFCnlEnKxc2PlIubXa6clIubHykXN7tcOSkXNz9SLm52uXJSLnZ+pVRPyl0w6Y3/+0v1arK8zbJ+bli9/bJ6Dlm1XXJMntXPHJvpOWJHzwsbrgYbrhhrngvWrAobeY5Y3jJ5tC1yRJbVq8mqLZSFb5kk5S44+Vd4Oym3QvgL6JqUWwDEFTVByq0I/IK6JeUWBHIFzZByK4C+wC5JuQXCbLkpUq5l4AvujpRbMFDNLYUAKXdBrFf+/GP1c8OaB+hnQTZcETZ8uH4t0Zpng+UH6jfbLKuH69fPDRsVbfXzxjxD7ILhnHM7KbdcvstsnZRbJt3lt03KLZ/xsnog5ZZFtp12Sbl2OC+jF1JuGVTba5OUa4/1onsi5RZNtN32SLl2eettPgKk3Hzc3NUDAqRc3BBJubjZ5cpJubj5kXJxs8uVk3Jx8yPl4maXKyfl4uZHysXNLldOysXOr5TqSblSkjbOEwRIubiTgpSLmx0pFzs7Ui52fqRc3PxIubjZkXKxsyPlYudHysXOr5TqSblSkjZOUq5Hc4CUix2mlXJx8yPl4mZnpVzs7Ei52PlZKRc3P1IubnZWysXOrqTqSbmS0jbWYwSslIs7IUi5uNlZKRc7O1Iudn5WysXNj5SLm52VcrGzI+Vi52elXOz8SqmelCslaeO0Uq5Hc4CUix2mlXJx8yPl4mZnpVzs7Ei52PlZKRc3P1IubnZWysXOrqTqSbmS0jZWK+V6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqqelCspbWMl5XoyB0i52EGScnHzI+XiZkfKxc6OlIudHykXNz9SLm52pFzs7EqqnpQrKW1jJeV6MgdIudhBknJx8yPl4mZHysXOjpSLnR8pFzc/Ui5udqRc7OxKqp6UKyltYyXlejIHSLnYQZJycfMj5eJmR8rFzo6Ui50fKRc3P1IubnakXOzsSqq+s1Luc5//Unruu9+rsnjkLW9On/jYh0rKxVhbIPD89Rvp/mtbaTAYtNCbLhZJgJRbJM322yLl2me+qB5JuUWRXE0711/eTnffdTWtr11aTQF6nZsAKTc3uk7cSMp1Ioa5iiDl5sLWmZtefnUnXb1yOV3eWOtMTQpBYJxAJ6Xc177xTPr+D36cHvvUR9LW1lbKgu6hh16X3vvud0oQgYURIOUWhrL1hki51pEvtENSbqE4W22MlGsV98I7I+UWjrS1Bkm51lAvpSNSbilYW2mUlGsF89I6IeWWhlbDCyTQOSm3vb2dnvjsF9Oj73h7ettbH6mG+sMf/SQ99ZWvp09//HfSax98YIHD11TJBEi5uOmTcnGzy5WTcnHzI+XiZpcrJ+Xi5kfKxc0uV07Kxc2PlIubXa6clIudXynVd07K/f3Pn0+f+cM/Th98/3vSw296Q5XDpNdKCcg4l0eAlFse22W3TMotm/By2yfllst3ma2Tcsuku/y2SbnlM15WD6Tcssi20y4p1w7nZfRCyi2DanttknLtsdbT/ATCSLnHn/iD9L7fetfR6rn5h+xOBIYESLm4M4GUi5tdrpyUi5sfKRc3u1w5KRc3P1Iubna5clIubn6kXNzscuWkXOz8SqmelCslaeM8QYCUizspSLm42ZFysbMj5WLnR8rFzY+Ui5sdKRc7O1Iudn6kXOz8Sqm+k1Iur4p7/oXrZ2bwwP33pscf+6RnzJUyU5cwTlJuCVBbapKUawn0krqxUm5JYFtolpRrAfISuyDllgh3yU2TcksGvOTmrZRbMuAlNk/KLRFuC02Tci1A1sWFCXROyl14RBpAYEoCpNyUoDp4GSnXwVBmKImUmwFWxy4l5ToWyIzlkHIzAuvQ5aRch8KYoxRSbg5oHbmFlOtIEHOWQcrNCc5trRIg5VrFrbMuESDlupTGbLWQcrPx6trVpFzXEpm+HlJuelZdvJKU62Iq09VEyk3HqatXkXJdTeb8uki58xl1+QpSrsvpqK0h0Gkp97nPfyk9993vHUvrkbe8OX3iYx9aSYLf/s5z6QtPfjl99MMfcODEShJYbKek3GJ5ttkaKdcm7cX3RcotnmlbLZJybZFeTj+k3HK4ttEqKdcG5eX1Qcotj+2yWybllk14ue2Tcsvlq/XFEOiklPv7nz+f8nPl7rv3vvTYpz6Stra2qtFub2+nJz77xfTi9Rdbf55cI+RyHaTcYibfqlsh5VadwPz9k3Lzs+vCnaRcF1KYrwZSbj5uXbmLlOtKErPXQcrNzqxLd5ByXUpjtlpIudl4de1qUq5riahnEoFOSrm8Qi5/nLYi7rzvLzrqH/7oJ+mpr3w9/bPffm/6wpP/e3rfb73LSrlFQ15Be6TcCqAvqEtSbkEgV9QMKbci8AvolpRbAMQVNkHKrRD+Bbsm5S4IcMW3k3IrDuAC3ZNyF4DXgVtJuQ6EoIRzCXROyjWr4R59x9tPFV951dqzf/atY6vozh3pnBdkIddsWX3tgw9UK/hIuTlhduw2Uq5jgcxQDik3A6wOXkrKdTCUKUsi5aYE1dHLSLmOBjNFWaTcFJA6fAkp1+FwzimNlIubXa6clIudXynVd07K5a2rn/nDP04ffP970sNvesPEHJqVa5/++O+kLMqW9TFeS7OtdlTK3di5tazutTsjgUEapMN0WN01+vloM6Ov79zcTZtXNvLFU11/Wjt9en1G5Cu7fHfvIKXDw7SxsXZUwzSZ9ymryOOt3ntXNybOn1nHtbJJuICOZx1rF67f2ztIB4eH6fLGWuf+3Jwlki6wXMafR+cxyFL18sZ6unRpcN6lvt8xAvv7Byn/unx5vWOVKWcaArdu7VV/Z/Hem4ZWt6452D9Mu/v76Yr3XreCmbKa/B8a62traW3Nz70pkc112V2bV+a6z01DAp2Tcl1aKZfl3+//0ZNpZ2fnxHxpnitHysV9K41KubijKLPySVKuTBIxR53fe1evbKSBvx+FC3BUyoUrXsGJlIs7CUi5uNnlykm5uPmRcnGzq957pFwrAZJyF8PcOSmXh3PeM+PO+/7FkJx+96SVcsvqS7vLJ2D76vIZL6sH21eXRbaddm1fbYfzMnqxfXUZVNtr0/bV9lgvuifbVxdNtN32bF9tl/cie7N9dZE022/L9tX2metxdgKdlHJdPH01oyXlZp9gXb6DlOtyOmfXRsrFzS5XTsrFzY+Ui5tdrpyUi5sfKRc3u1w5KRc3P1Iubna5clIudn6lVN9JKdfA/9o3nklPf/PZY1k88pY3n3oq67JDI+WWTbjd9km5dnkvsjdSbpE022+LlGuf+aJ6JOUWRXI17ZByq+G+iF5JuUVQXF0bpNzq2F+0Z1LuogRXez8pt1r+ep+OQKel3HRDcBUC8xEg5ebj1oW7SLkupDB/DaTc/OxWfScpt+oELtY/KXcxfqu8m5RbJf2L903KXZzhqlog5VZFfjH9knKL4aiV5RIg5ZbLV+sdJkDKdTicc0oj5eJmlysn5eLmR8rFzS5XTsrFzY+Ui5tdrpyUi5sfKRc3u1w5KRc7v1Kq76SU+/Z3nktfePLLqTnhdDSMs75XSmjGuRgCpNxiOK6iFVJuFdQX1ycptziWbbdEyrVNfLH9kXKL5dlma6Rcm7QX3xcpt3imbbVIyrVFejn9kHLL4arVxRLopJQ773TV876/WERa6ysBUi5usqRc3Oxy5aRc3PxIubjZ5cpJubj5kXJxs8uVk3Jx8yPl4maXKyflYudXSvWdk3LTHKaQV8t99U+fTo8/9sn02gcfKCUr41wwAVJuwUBbbI6UaxH2Eroi5ZYAtaUmSbmWQC+pG1JuSWBbaJaUawHyErsg5ZYId8lNk3JLBrzk5km5JQPW/EIIdFLKfeYP/zh98P3vSQ+/6Q0TB/nDH/0kPfWVr6dPf/x3SLmFTIMyGyHl4uZOysXNLldOysXNj5SLm12unJSLmx8pFze7XDkpFzc/Ui5udrlyUi52fqVU3zkpt729nZ747BfTo+94e3rbWx+ZmENeKffsn30rPfapj6Stra1SsjLOBRMg5RYMtMXmSLkWYS+hK1JuCVBbapKUawn0kroh5ZYEtoVmSbkWIC+xC1JuiXCX3DQpt2TAS26elFsyYM0vhEDnpFwe1de+8Uz66U9/lj7xsQ9NHGR+ptxDD70uvffd71wIBI2USYCUi5s7KRc3u1w5KRc3P1Iubna5clIubn6kXNzscuWkXNz8SLm42eXKSbnY+ZVSfSelXLNaLocwuhquef3F6y96nlwpM3SJ4yTllgh3yU2TcksGvOTmSbklA15i86TcEuG20DQp1wLkJXVByi0JbEvNknItgV5CN6TcEqC22CQp1yJsXc1NoJNSrhlNXjH39DefPTa4d/3mo1bIzR23G0cJkHJx5wMpFze7XDkpFzc/Ui5udrlyUi5ufqRc3Oxy5aRc3PxIubjZ5cpJudj5lVJ9p6VcKSEY52oIkHKr4b6IXkm5RVBcXRuk3OrYX7RnUu6iBFd7Pym3Wv4X6Z2Uuwi91d9Lyq0+g3krIOXmJdeN+0i5buSgirMJkHJmSLEESLm40ZNycbPLlZNycfMj5eJmlysn5eLmR8rFzS5XTsrFzY+Ui5tdrpyUi51fKdWTcqUkbZwnCJBycScFKRc3O1IudnakXOz8SLm4+ZFycbMj5WJnR8rFzo+Ui51fKdWTcqUkbZykXI/mACkXO0wr5eLmR8rFzc5KudjZkXKx87NSLm5+pFzc7KyUi51dSdWTciWlbazHCFgpF3dCkHJxs7NSLnZ2pFzs/KyUi5sfKRc3OyvlYmdHysXOz0q52PmVUj0pV0rSxmmlXI/mACkXO0wr5eLmR8rFzc5KudjZkXKx87NSLm5+pFzc7KyUi51dSdWTciWlbaxWyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVKmL+aUAACAASURBVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KXdO2t/+znPpC09++eiqX339L6fHPvWRtLW1VdI86eVYn79+I91/bSsNBoNejq/PgyLlYqdLysXNj5SLmx0pFzs7Ui52fqRc3PxIubjZkXKxsyupelLunLS/9o1n0i889Lr0trc+kra3t9MTn/1iuv++a+kTH/tQSfOkl2Ml5eLGSsrFzS5XTsrFzY+Ui5sdKRc7O1Iudn6kXNz8SLm42ZFysbMrqXpSbsa0s6T7/g9+bLXcjNy6eDkp18VUpquJlJuOU1evIuW6msz5dZFy5zPq8hXXX95Od991Na2vXepymWqbQICUiz0tSLm4+ZFycbMj5WJnV1L1pNyMaX/u81+q7rBSbkZwHbyclOtgKFOWRMpNCaqjl5FyHQ1mirJIuSkgdfgSUq7D4ZxTGikXN7tcOSkXNz9SLm52pFzs7EqqnpSbIe38fLmv/unT6fHHPple++AD1Z03dm7N0IJLl0lgkAbpMB1WXYx+Ptrn6Os7N3fT5pWNfPFU15/WTp9eX2Y+i2x7d+8gpcPDtLGxdtTsNJn3KavI463ee1c3Jk6JWce1yHnVdluzjrUL1+/tHaSDw8N0eWOtc39uzpJfF1gu48+j8xhkqXp5Yz1duuRZquex6tr39/cPUv51+fJ610pTzxQEbt3aq/7O4r03BayOXXKwf5h29/fTFe+9jiUzXTn5PzTW19bS2pqfe9MRm++quzavzHeju4bu4sb2raHF8HEmgSzknvqTr6ff+90Pp4ff9Iaja0m5uBNnVMrFHUWZlU+ScmWSiDnq/N67emUjOWMlXn6jUi5e9Som5eLOAVIubna5clIubn6kXNzsqvceKddKgKTcxTCTclPwO03ITXGrSzpMwPbVDodzTmm2r8bNLldu+2rc/GxfjZtdrtz21bj52b4aN7tcue2rcfOzfTVudrnyl1/dSVevXK5W+PtAoKsESLlzkpm0ZbWrYaprNgKk3Gy8unQ1KdelNGavhZSbnVlX7iDlupLEfHWQcvNx68JdpFwXUpi/BlJufnarvpOUW3UCF+uflLsYP3e3Q4CUO4dzPtjhue9+79hVm5ubJ7axthOXXhZJgJRbJM122yLl2uW96N5IuUUTba89Uq491svoiZRbBtV22iTl2uG8rF5IuWWRXX67pNzyGS+zB1JumXS1vSgCpNyiSGonHAFSLlxkRwWTcnGzy5WTcnHzI+XiZpcrJ+Xi5kfKxc0uV07Kxc2PlIubXa6clIudXynVk3KlJG2cJwiQcnEnBSkXNztSLnZ2pFzs/Ei5uPmRcnGzI+ViZ0fKxc6PlIudXynVk3KlJG2cpFyP5gApFztMK+Xi5kfKxc3OSrnY2ZFysfOzUi5ufqRc3OyslIudXUnVk3IlpW2sxwhYKRd3QpBycbOzUi52dqRc7PyslIubHykXNzsr5WJnR8rFzs9Kudj5lVI9KVdK0sZppVyP5gApFztMK+Xi5kfKxc3OSrnY2ZFysfOzUi5ufqRc3OyslIudXUnVk3IlpW2sVsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr1ZA6QcrGDJOXi5kfKxc2OlIudHSkXOz9SLm5+pFzc7Ei52NmVVD0pV1LaxkrK9WQOkHKxgyTl4uZHysXNjpSLnR0pFzs/Ui5ufqRc3OxIudjZlVQ9KVdS2sZKyvVkDpBysYMk5eLmR8rFzY6Ui50dKRc7P1Iubn6kXNzsSLnY2ZVUPSlXUtrGSsr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{ "font": { "color": "#4D5663" }, "text": "Heatpump COP curve at Tsource=99 and Tsink=413" }, "width": 600, "xaxis": { "autorange": true, "gridcolor": "#E1E5ED", "range": [ 50, 99 ], "showgrid": true, "tickfont": { "color": "#4D5663" }, "title": { "font": { "color": "#4D5663" }, "text": "Thermal load in %" }, "type": "linear", "zerolinecolor": "#E1E5ED" }, "yaxis": { "autorange": true, "gridcolor": "#E1E5ED", "range": [ 5.5436794111111105, 8.087291188888889 ], "showgrid": true, "tickfont": { "color": "#4D5663" }, "title": { "font": { "color": "#4D5663" }, "text": "COP" }, "type": "linear", "zerolinecolor": "#E1E5ED" } } }, "image/png": 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", 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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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " heatpump_ndg = Heatpump(\n", " name='Heatpump NDG',\n", " max_th_power=c.hp_ndg_e_power,\n", " min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", " heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " # initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(heatpump_vdg)\n", " s.storage_case.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.hpcase_sde.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(heatpump_ndg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " demand = demand_ndg[m]\n", " if demand != 0:\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg[m],\n", " Tsink=Tsink_ndg[m],\n", " Tsource=Tsource_ndg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return 0\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " demands_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", " from_storage_ndg_list = [0] * minutes\n", " to_storage_ndg_list = [0] * minutes\n", " \n", " new_tsources_vdg = deepcopy(case.data['Tsource (VDG)'].to_list())\n", " new_tsources_ndg = deepcopy(case.data['Tsource (NDG)'].to_list())\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " tsource_ndg = Tsource_ndg[m]\n", " tsink_ndg = Tsink_ndg[m]\n", " demand_vdg = demands_vdg[m]\n", " demand_ndg = demands_ndg[m]\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " from_storage_ndg_MW = 0\n", " to_storage_ndg_MW = 0 \n", " \n", " if neg_prices[m] < dam_prices[m] - c.threshold:\n", " # overproduce\n", " if demand_ndg != 0:\n", " desired_hp_load_ndg = min(demand_ndg + ws.charging_power_limit, hp_ndg.max_th_power)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", "\n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", "\n", " extra_charging_power_constraint = ws.max_power - to_storage_ndg_MW\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " \n", " if demand_vdg != 0:\n", " desired_hp_load_vdg = min(\n", " demand_vdg + min(ws.charging_power_limit, extra_charging_power_constraint), \n", " hp_vdg.max_th_power\n", " )\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", "\n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", "\n", " elif pos_prices[m] > dam_prices[m] + c.threshold:\n", " # take from storage\n", " if demand_ndg != 0:\n", " from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n", " try:\n", " from_storage_ndg_MW = ws.discharging_power_limit\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_vdg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " except: \n", " from_storage_ndg_MW = 0\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", "\n", " from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW, 3))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " if demand_vdg != 0:\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " \n", " try:\n", " from_storage_vdg_MW = min(ws.max_power - from_storage_ndg_MW, ws.discharging_power_limit)\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_ndg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", "\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW))\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " else:\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", "\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", " \n", "\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " hp_ndg_input[m] = e_load_ndg\n", " hp_ndg_output[m] = th_load_ndg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " new_tsources_ndg[m] = tsource_ndg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " to_storage_ndg_list[m] = to_storage_ndg_MW\n", " from_storage_ndg_list[m] = from_storage_ndg_MW\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['tsource_ndg'] = new_tsources_ndg\n", " case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n", " case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case\n", "# Negative values = Buy, positive values = Sell" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case.data['from_storage_MW']!= 0))\n", "# # 154476 times out of 525600, the storage is used to charge/dischage\n", "# # from 39 000 to 110 000 discharge time increases\n" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "s.storage_case = hponly_with_storage(s.storage_case)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 70.050\n", "POS -41.110\n", "NEG -41.110\n", "RS -1.000\n", "ForePos -65.340\n", "ForeNeg -8.940\n", "ForePos_nextQ NaN\n", "ForeNeg_nextQ NaN\n", "Gas prices (€/MWh) 71.023\n", "CO2 prices (€/ton) 80.140\n", "CO2 prices (€/MWh) 15.460\n", "Tsource (VDG) 65.055\n", "Tsink (VDG) 158.025\n", "MW (VDG) 20.705\n", "Tsource (NDG) 63.755\n", "Tsink (NDG) 161.590\n", "MW (NDG) 6.860\n", "Total demand 27.565\n", "hp_output_MW 31.000\n", "hp_input_MW -5.537\n", "cop 5.598\n", "tsource_vdg 65.055\n", "tsource_ndg 63.755\n", "to_storage_ndg_MW 0.840\n", "from_storage_ndg_MW 0.000\n", "to_storage_vdg_MW 2.595\n", "from_storage_vdg_MW 0.000\n", "to_storage_MW 3.435\n", "from_storage_MW 0.000\n", "storage_level_MWh 3.403\n", "hp_output_MWh 0.517\n", "hp_input_MWh -0.092\n", "to_storage_ndg_MWh 0.014\n", "from_storage_ndg_MWh 0.000\n", "to_storage_vdg_MWh 0.043\n", "from_storage_vdg_MWh 0.000\n", "to_storage_MWh 0.057\n", "from_storage_MWh 0.000\n", "Name: 2022-01-01 09:45:00+01:00, dtype: float64" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.iloc[585]" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count291645.000000291645.000000291645.000000351300.000000351300.000000351300.000000
mean234.466325227.401585247.57835625.3336971.86508423.468613
std129.914478227.567861223.3821947.3970103.5308096.820829
min-222.360000-605.300000-605.3000000.0000000.0000000.000000
25%169.770000136.190000153.18000022.8160000.00000022.683000
50%206.460000190.060000200.00000027.6280000.00000026.510000
75%263.320000295.310000326.84000031.0000003.17200027.690000
max871.0000001634.2700001634.27000031.00000025.00000030.900000
\n", "
" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 291645.000000 291645.000000 291645.000000 351300.000000 \n", "mean 234.466325 227.401585 247.578356 25.333697 \n", "std 129.914478 227.567861 223.382194 7.397010 \n", "min -222.360000 -605.300000 -605.300000 0.000000 \n", "25% 169.770000 136.190000 153.180000 22.816000 \n", "50% 206.460000 190.060000 200.000000 27.628000 \n", "75% 263.320000 295.310000 326.840000 31.000000 \n", "max 871.000000 1634.270000 1634.270000 31.000000 \n", "\n", " to_storage_MW Total demand \n", "count 351300.000000 351300.000000 \n", "mean 1.865084 23.468613 \n", "std 3.530809 6.820829 \n", "min 0.000000 0.000000 \n", "25% 0.000000 22.683000 \n", "50% 0.000000 26.510000 \n", "75% 3.172000 27.690000 \n", "max 25.000000 30.900000 " ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2022-07-24 19:32:00+02:00NaNNaNNaN23.0440.0000.023.044
2022-04-15 02:36:00+02:00208.35215.56215.5627.9540.0000.027.954
2022-08-24 02:23:00+02:00550.19614.04614.0422.9950.0000.022.995
2022-02-18 06:45:00+01:00140.99127.04127.0420.8300.0000.020.830
2022-07-10 03:11:00+02:00NaNNaNNaN22.9020.0000.022.902
2022-07-04 12:34:00+02:00NaNNaNNaN20.7200.0000.020.720
2022-07-09 11:30:00+02:00NaNNaNNaN26.7900.0000.026.790
2022-05-04 15:59:00+02:00200.15242.22242.2222.5020.00025.022.502
2022-03-14 20:31:00+01:00365.26218.24218.2431.0007.2490.023.751
2022-07-27 22:40:00+02:00NaNNaNNaN29.8300.0000.029.830
2022-01-21 16:37:00+01:00198.01164.73168.0122.8580.0000.022.858
2022-08-13 03:32:00+02:00374.09361.67361.6727.6460.0000.027.646
2022-04-13 02:44:00+02:00231.00170.01170.0131.0008.1080.022.892
2022-06-28 02:00:00+02:00254.91253.00253.0029.7500.0000.029.750
2022-05-17 14:51:00+02:00160.0083.6583.6531.0008.1630.022.837
2022-08-17 10:08:00+02:00549.97986.32986.3220.6200.00025.020.620
2022-08-05 04:00:00+02:00NaNNaNNaN0.0000.0000.00.000
2022-04-28 00:35:00+02:00214.63194.09194.0931.0008.1900.022.810
2022-06-11 22:42:00+02:00207.92250.00250.0022.9020.0000.022.902
2022-01-31 06:19:00+01:00180.10-5.00-5.0031.0003.5400.027.460
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2022-07-24 19:32:00+02:00 NaN NaN NaN 23.044 \n", "2022-04-15 02:36:00+02:00 208.35 215.56 215.56 27.954 \n", "2022-08-24 02:23:00+02:00 550.19 614.04 614.04 22.995 \n", "2022-02-18 06:45:00+01:00 140.99 127.04 127.04 20.830 \n", "2022-07-10 03:11:00+02:00 NaN NaN NaN 22.902 \n", "2022-07-04 12:34:00+02:00 NaN NaN NaN 20.720 \n", "2022-07-09 11:30:00+02:00 NaN NaN NaN 26.790 \n", "2022-05-04 15:59:00+02:00 200.15 242.22 242.22 22.502 \n", "2022-03-14 20:31:00+01:00 365.26 218.24 218.24 31.000 \n", "2022-07-27 22:40:00+02:00 NaN NaN NaN 29.830 \n", "2022-01-21 16:37:00+01:00 198.01 164.73 168.01 22.858 \n", "2022-08-13 03:32:00+02:00 374.09 361.67 361.67 27.646 \n", "2022-04-13 02:44:00+02:00 231.00 170.01 170.01 31.000 \n", "2022-06-28 02:00:00+02:00 254.91 253.00 253.00 29.750 \n", "2022-05-17 14:51:00+02:00 160.00 83.65 83.65 31.000 \n", "2022-08-17 10:08:00+02:00 549.97 986.32 986.32 20.620 \n", "2022-08-05 04:00:00+02:00 NaN NaN NaN 0.000 \n", "2022-04-28 00:35:00+02:00 214.63 194.09 194.09 31.000 \n", "2022-06-11 22:42:00+02:00 207.92 250.00 250.00 22.902 \n", "2022-01-31 06:19:00+01:00 180.10 -5.00 -5.00 31.000 \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2022-07-24 19:32:00+02:00 0.000 0.0 23.044 \n", "2022-04-15 02:36:00+02:00 0.000 0.0 27.954 \n", "2022-08-24 02:23:00+02:00 0.000 0.0 22.995 \n", "2022-02-18 06:45:00+01:00 0.000 0.0 20.830 \n", "2022-07-10 03:11:00+02:00 0.000 0.0 22.902 \n", "2022-07-04 12:34:00+02:00 0.000 0.0 20.720 \n", "2022-07-09 11:30:00+02:00 0.000 0.0 26.790 \n", "2022-05-04 15:59:00+02:00 0.000 25.0 22.502 \n", "2022-03-14 20:31:00+01:00 7.249 0.0 23.751 \n", "2022-07-27 22:40:00+02:00 0.000 0.0 29.830 \n", "2022-01-21 16:37:00+01:00 0.000 0.0 22.858 \n", "2022-08-13 03:32:00+02:00 0.000 0.0 27.646 \n", "2022-04-13 02:44:00+02:00 8.108 0.0 22.892 \n", "2022-06-28 02:00:00+02:00 0.000 0.0 29.750 \n", "2022-05-17 14:51:00+02:00 8.163 0.0 22.837 \n", "2022-08-17 10:08:00+02:00 0.000 25.0 20.620 \n", "2022-08-05 04:00:00+02:00 0.000 0.0 0.000 \n", "2022-04-28 00:35:00+02:00 8.190 0.0 22.810 \n", "2022-06-11 22:42:00+02:00 0.000 0.0 22.902 \n", "2022-01-31 06:19:00+01:00 3.540 0.0 27.460 " ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n", "hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n", "storage_selection = s.storage_case.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2022-07-04 04:54:00+02:00NaNNaNNaN20.746-3.66420.7465.6620.0000.0
2022-08-04 16:30:00+02:00NaNNaNNaN29.760-5.40229.7605.5090.0000.0
2022-02-07 15:34:00+01:00204.00149.36149.360.0000.0000.000NaN0.0000.0
2022-02-27 04:01:00+01:00174.50190.18190.1826.679-4.93126.6795.4100.0000.0
2022-08-14 17:31:00+02:00343.52951.09951.0927.875-5.13427.8755.4290.0000.0
2022-08-27 19:55:00+02:00707.36483.12583.5327.690-5.44231.0005.6973.3100.0
2022-08-24 19:04:00+02:00850.00467.39518.7020.664-4.61031.0006.72410.3360.0
2022-04-02 09:03:00+02:00204.85179.85241.4127.472-5.24627.4725.2370.0000.0
2022-05-10 09:53:00+02:00203.81169.94169.9427.271-5.21231.0005.9483.7290.0
2022-03-12 07:51:00+01:00209.90137.15137.1522.838-4.69831.0006.5988.1620.0
2022-07-09 23:00:00+02:00NaNNaNNaN22.890-4.03322.8905.6760.0000.0
2022-02-15 03:57:00+01:00178.00260.00260.0027.497-5.18027.4975.3090.0000.0
2022-02-13 18:43:00+01:00203.60-5.00-5.0028.389-5.45231.0005.6862.6110.0
2022-01-02 16:00:00+01:0085.00-85.00145.5927.650-5.23327.6505.2840.0000.0
2022-06-18 16:09:00+02:00149.40-17.14-17.1420.880-3.49020.8805.9830.0000.0
2022-06-04 20:47:00+02:00209.24156.69156.6922.760-4.74031.0006.5408.2400.0
2022-03-13 23:40:00+01:00279.90288.81288.8122.900-4.02722.9005.6860.0000.0
2022-06-06 23:14:00+02:00189.70147.84147.8427.648-5.50731.0005.6293.3520.0
2022-05-07 04:15:00+02:00199.50279.62279.6227.730-5.16927.7305.3650.0000.0
2022-06-07 02:39:00+02:00150.61128.58128.5827.560-5.51731.0005.6193.4400.0
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" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2022-07-04 04:54:00+02:00 NaN NaN NaN 20.746 -3.664 \n", "2022-08-04 16:30:00+02:00 NaN NaN NaN 29.760 -5.402 \n", "2022-02-07 15:34:00+01:00 204.00 149.36 149.36 0.000 0.000 \n", "2022-02-27 04:01:00+01:00 174.50 190.18 190.18 26.679 -4.931 \n", "2022-08-14 17:31:00+02:00 343.52 951.09 951.09 27.875 -5.134 \n", "2022-08-27 19:55:00+02:00 707.36 483.12 583.53 27.690 -5.442 \n", "2022-08-24 19:04:00+02:00 850.00 467.39 518.70 20.664 -4.610 \n", "2022-04-02 09:03:00+02:00 204.85 179.85 241.41 27.472 -5.246 \n", "2022-05-10 09:53:00+02:00 203.81 169.94 169.94 27.271 -5.212 \n", "2022-03-12 07:51:00+01:00 209.90 137.15 137.15 22.838 -4.698 \n", "2022-07-09 23:00:00+02:00 NaN NaN NaN 22.890 -4.033 \n", "2022-02-15 03:57:00+01:00 178.00 260.00 260.00 27.497 -5.180 \n", "2022-02-13 18:43:00+01:00 203.60 -5.00 -5.00 28.389 -5.452 \n", "2022-01-02 16:00:00+01:00 85.00 -85.00 145.59 27.650 -5.233 \n", "2022-06-18 16:09:00+02:00 149.40 -17.14 -17.14 20.880 -3.490 \n", "2022-06-04 20:47:00+02:00 209.24 156.69 156.69 22.760 -4.740 \n", "2022-03-13 23:40:00+01:00 279.90 288.81 288.81 22.900 -4.027 \n", "2022-06-06 23:14:00+02:00 189.70 147.84 147.84 27.648 -5.507 \n", "2022-05-07 04:15:00+02:00 199.50 279.62 279.62 27.730 -5.169 \n", "2022-06-07 02:39:00+02:00 150.61 128.58 128.58 27.560 -5.517 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2022-07-04 04:54:00+02:00 20.746 5.662 0.000 0.0 \n", "2022-08-04 16:30:00+02:00 29.760 5.509 0.000 0.0 \n", "2022-02-07 15:34:00+01:00 0.000 NaN 0.000 0.0 \n", "2022-02-27 04:01:00+01:00 26.679 5.410 0.000 0.0 \n", "2022-08-14 17:31:00+02:00 27.875 5.429 0.000 0.0 \n", "2022-08-27 19:55:00+02:00 31.000 5.697 3.310 0.0 \n", "2022-08-24 19:04:00+02:00 31.000 6.724 10.336 0.0 \n", "2022-04-02 09:03:00+02:00 27.472 5.237 0.000 0.0 \n", "2022-05-10 09:53:00+02:00 31.000 5.948 3.729 0.0 \n", "2022-03-12 07:51:00+01:00 31.000 6.598 8.162 0.0 \n", "2022-07-09 23:00:00+02:00 22.890 5.676 0.000 0.0 \n", "2022-02-15 03:57:00+01:00 27.497 5.309 0.000 0.0 \n", "2022-02-13 18:43:00+01:00 31.000 5.686 2.611 0.0 \n", "2022-01-02 16:00:00+01:00 27.650 5.284 0.000 0.0 \n", "2022-06-18 16:09:00+02:00 20.880 5.983 0.000 0.0 \n", "2022-06-04 20:47:00+02:00 31.000 6.540 8.240 0.0 \n", "2022-03-13 23:40:00+01:00 22.900 5.686 0.000 0.0 \n", "2022-06-06 23:14:00+02:00 31.000 5.629 3.352 0.0 \n", "2022-05-07 04:15:00+02:00 27.730 5.365 0.000 0.0 \n", "2022-06-07 02:39:00+02:00 31.000 5.619 3.440 0.0 " ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 234.466325\n", "POS 227.401585\n", "NEG 247.578356\n", "Total demand 23.468613\n", "hp_input_MW -4.447493\n", "hp_output_MW 25.333697\n", "cop 5.682067\n", "to_storage_MW 1.865084\n", "from_storage_MW 1.865084\n", "dtype: float64" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cost_function(th_load, cop, electricity_cost, alt_heat_price, demand):\n", " return (\n", " th_load / cop * electricity_cost\n", " + (demand - th_load) * alt_heat_price\n", " )" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hybrid_imb_optimisation(case, decimals, s):\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].round(decimals).to_list()\n", " fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "aFRR\n", "* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n", "* Remaining demand is filed in by gasboiler\n", "* Bid price at switch price?\n", "* Assume direct response to 0% for now?\n" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " \n", " capacity = 0\n", " for hp in [hp_vdg, hp_ndg]:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def aFRR_optimisation(case, s):\n", " s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case = hponly_with_storage(s.storage_case)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.450729787663793" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_output_MW'].sum() /s.hpcase.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.696174972480043" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data['hp_output_MW'].sum() /s.storage_case.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)...MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2022-01-01 00:00:00+01:00124.7-51.9-51.9-1.051.0368.70NaNNaN71.02380.14...0.020.510147.6200.00.00.00.0NaN0.00.0
2022-01-01 00:01:00+01:00124.7-51.9-51.9-1.024.8745.85NaNNaN71.02380.14...0.020.387147.6420.00.00.00.0NaN0.00.0
2022-01-01 00:02:00+01:00124.7-51.9-51.9-1.0-14.7322.99NaNNaN71.02380.14...0.020.264147.6640.00.00.00.0NaN0.00.0
2022-01-01 00:03:00+01:00124.7-51.9-51.9-1.0-21.9841.6957.4472.5571.02380.14...0.020.141147.6860.00.00.00.0NaN0.00.0
2022-01-01 00:04:00+01:00124.7-51.9-51.9-1.0-91.33-49.1360.0160.0171.02380.14...0.020.018147.7080.00.00.00.0NaN0.00.0
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5 rows × 23 columns

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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2022-01-01 00:00:00+01:00 124.7 -51.9 -51.9 -1.0 51.03 68.70 \n", "2022-01-01 00:01:00+01:00 124.7 -51.9 -51.9 -1.0 24.87 45.85 \n", "2022-01-01 00:02:00+01:00 124.7 -51.9 -51.9 -1.0 -14.73 22.99 \n", "2022-01-01 00:03:00+01:00 124.7 -51.9 -51.9 -1.0 -21.98 41.69 \n", "2022-01-01 00:04:00+01:00 124.7 -51.9 -51.9 -1.0 -91.33 -49.13 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2022-01-01 00:00:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:01:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:02:00+01:00 NaN NaN 71.023 \n", "2022-01-01 00:03:00+01:00 57.44 72.55 71.023 \n", "2022-01-01 00:04:00+01:00 60.01 60.01 71.023 \n", "\n", " CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n", "2022-01-01 00:00:00+01:00 80.14 ... 0.0 20.510 \n", "2022-01-01 00:01:00+01:00 80.14 ... 0.0 20.387 \n", "2022-01-01 00:02:00+01:00 80.14 ... 0.0 20.264 \n", "2022-01-01 00:03:00+01:00 80.14 ... 0.0 20.141 \n", "2022-01-01 00:04:00+01:00 80.14 ... 0.0 20.018 \n", "\n", " Tsink (NDG) MW (NDG) Total demand hp_output_MW \\\n", "2022-01-01 00:00:00+01:00 147.620 0.0 0.0 0.0 \n", "2022-01-01 00:01:00+01:00 147.642 0.0 0.0 0.0 \n", "2022-01-01 00:02:00+01:00 147.664 0.0 0.0 0.0 \n", "2022-01-01 00:03:00+01:00 147.686 0.0 0.0 0.0 \n", "2022-01-01 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", "2022-01-01 00:00:00+01:00 0.0 NaN 0.0 0.0 \n", "2022-01-01 00:01:00+01:00 0.0 NaN 0.0 0.0 \n", "2022-01-01 00:02:00+01:00 0.0 NaN 0.0 0.0 \n", "2022-01-01 00:03:00+01:00 0.0 NaN 0.0 0.0 \n", "2022-01-01 00:04:00+01:00 0.0 NaN 0.0 0.0 \n", "\n", "[5 rows x 23 columns]" ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW'\n", "]]\n", "\n", "cops = pd.concat([s.hpcase.data['cop'], s.storage_case.data['cop']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [], "source": [ "# vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(10919.954000000003, 10928.645999999997)" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total_to_storage = s.storage_case.data['to_storage_MWh'].sum()\n", "total_from_storage = s.storage_case.data['from_storage_MWh'].sum()\n", "total_to_storage, total_from_storage" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case.data['Total demand'] + s.storage_case.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "hp_output_MW", "text": "", "type": "scatter", "x": [ "2022-01-01 00:00:00+01:00", 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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": 62, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_sde_subsidy(c, s, case):\n", " hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n", " case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n", "\n", " subsidized_hours = min(case.full_load_hours, 8000)\n", " subsidized_MWh = subsidized_hours * hp_capacity\n", "\n", " base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n", " base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n", " long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n", " base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n", " mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n", " correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n", " avoided_gas_consumption = subsidized_MWh/0.9\n", " correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n", "\n", " base_amount_co2 = (2/3)*c.longterm_co2_price\n", " avoided_co2_emission = avoided_gas_consumption * 0.226\n", " mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n", " correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n", " correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n", "\n", " sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n", " sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n", " sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n", "\n", " case.sde_results = {\n", " 'base_amount': base_subsidy_amount,\n", " 'correction_gas': correction_gas,\n", " 'correction_co2': correction_co2,\n", " 'corrected_amount': sde_subsidy_corrected,\n", " 'sde_per_MWh_th': sde_per_MWh_th,\n", " 'sde_per_MWh_e': sde_per_MWh_e\n", " }\n", " return case" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", "# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", "# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", "# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", "# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", "# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", "# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", "# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2020, \n", " connection_type=c.connection_type\n", " )\n", " \n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 65, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda()\n", "\n", " for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2022-01-01 00:00:00+01:00", "2022-01-01 01:00:00+01:00", "2022-01-01 02:00:00+01:00", "2022-01-01 03:00:00+01:00", "2022-01-01 04:00:00+01:00", "2022-01-01 05:00:00+01:00", "2022-01-01 06:00:00+01:00", "2022-01-01 07:00:00+01:00", "2022-01-01 08:00:00+01:00", "2022-01-01 09:00:00+01:00", "2022-01-01 10:00:00+01:00", "2022-01-01 11:00:00+01:00", "2022-01-01 12:00:00+01:00", "2022-01-01 13:00:00+01:00", "2022-01-01 14:00:00+01:00", "2022-01-01 15:00:00+01:00", "2022-01-01 16:00:00+01:00", "2022-01-01 17:00:00+01:00", "2022-01-01 18:00:00+01:00", "2022-01-01 19:00:00+01:00", "2022-01-01 20:00:00+01:00", "2022-01-01 21:00:00+01:00", "2022-01-01 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+myY8yuxdio6U9yABEiABEiABEiABEiABEiCBKgRmvChXBRqviSdQJjLqOxZt9BD/ZF5BAmkJlIlraZ/Gu5EACZAACZAACZAACZAACZAACYwqAYpyo1qyHfsuinIdKxC+TiUCMfW40gN4EQmQAAmQAAmQAAmQAAmQAAmQwIwhQFFuxhT1YD80RsxgpNxgy4pPzyfAKDnWDhIgARIgARIgARIgARIgARIggVQEKMqlIsn7kAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEAgAYpygaB4GgmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmkIkBRLhVJ3ocESIAESIAESIAESIAESIAESIAESIAESIAEAglQlAsExdNIgARIgARIgARIgARIgARIgARIgARIgARIIBUBinKpSPI+JEACJEACJEACJEACJEACJEACJEACJEACJBBIgKJcICieRgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAKpCFCUS0WS9yEBEiABEiABEiABEiABEiABEiABEiABEiCBQAIU5QJB8TQSIAESIAESIAESIAESIAESIAESIAESIAESSEWAolwqkrwPCZAACZAACZAACZAACZAACZAACZAACZAACQQSoCgXCIqnkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEAqAhTlUpHkfUiABEiABEiABEiABEiABEiABEiABEiABEggkABFuUBQPI0ESIAESIAESIAESIAESIAESIAESIAESIAEUhGgKJeKJO9DAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAoEEKMoFguJpJEACJEACJEACJEACJEACJEACJEACJEACJJCKAEW5VCR5HxIgARIgARIgARIgARIgARIgARIgARIgARIIJEBRLhAUTyMBEiABEiABEiABEiABEiABEiABEiABEiCBVAQoyqUiyfuQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQCABinKBoHgaCZAACZAACZAACZAACZAACZAACZAACZAACaQiQFEuFUnehwRIgARIgARIgARIgARIgARIgARIgARIgAQCCVCUCwTF00iABEiABEiABEiABEiABEiABEiABEiABEggFQGKcqlI8j4kQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEEiAolwgKJ5GAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAqkIUJRLRZL3IQESIAESIAESIAESIAESIAESIAESIAESIIFAAhTlAkHxNBIgARIgARIgARIgARIgARIgARIgARIgARJIRYCiXCqSvA8JkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJBBKgKBcIiqeRAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQCoCFOVSkeR9SIAESIAESIAESIAESIAESIAESIAESIAESCCQAEW5QFA8jQRIgARIgARIgARIgARIgARIgARIgARIgARSEaAol4ok70MCJEACJEACJEACJEACJEACJEACJEACJEACgQQoygWC4mkkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkIoARblUJHkfEiABEiABEiABEiABEiABEiABEiABEiABEggkQFEuEBRPIwESIAESIAESIAESIAESIAESIAESIAESIIFUBCjKpSLJ+5AACZAACZAACZAACZAACZAACZAACZAACZBAIAGKcoGgeBoJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJpCJAUS4VSd6HBEiABEiABEiABEiABEiABEiABEiABEiABAIJUJQLBMXTSIAESIAESIAESIAESIAESIAESIAESIAESCAVAYpyqUjyPiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiQQSICiXCAonkYCJEACJEACJEACJEACJEACJEACJEACJEACqQhQlEtFkvchARIgARIgARIgARIgARIgARIgARIgARIggUACFOUCQfE0EiABEiABEiABEiABEiABEiABEiABEiABEkhFgKJcKpK8DwmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkEEqAoFwiKp5EACZAACZAACZAACZAACZAACZAACZAACZBAKgIU5VKR5H1IgARIgARIgARIgARIgARIgARIgARIgARIIJAARblAUDyNBEiABEiABEiABEiABEiABEiABEiABEiABFIRoCiXiiTvQwIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAKBBCjKBYLiaSRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiSQigBFuVQkeR8SIAESIAESIAESIAESIAESIAESIAESIAESCCRAUS4QFE8jgToEnhx/ys05bLabf/jcOrfhtUNE4Kc//Zl7Yt+kO/qosSF6a77qIAjsP/BTN/nUfnfUkQsG8Xg+s8MEHt+7zx31rDF32OxZHX5LvloXCDy250l3zMIj3SxWlS4UR2feYd/EU272rNluwXz6n50plI6+yE/2Tbp5c+e4w+fN6egb8rW6QmDvTybc2IJ5bu6cw7rySkP/HhTlhr4I+QHDQICi3DCUUtp3pCiXluco342i3CiXbr1voyhXj99Mupqi3Ewq7fBvpSgXzmqmn0lRbqbXgPDvpygXzir0TIpyoaR4HgnUIEBRrga8Ib2UotyQFtwAXpui3ACgD8kjKcoNSUF14DUpynWgEDr4ChTlOlgoHX0linIdLZgOvhZFufSFQlEuPVPekQSmEaAoN/MqBUW5mVfmVb+YolxVcqN/HUW50S/jVF9IUS4VydG6D0W50SrPJr+GolyTdEfr3hTl0pcnRbn0THlHEqAoxzrgKMqxEoQSoCgXSmrmnUdRbuaVedUvpihXldxoX0dRbrTLN+XXUZRLSXO070VRLn35UpRLz5R3JAGKcqwDFOVYB4IJUJQLRjXjTqQoN+OKvPIHU5SrjG6kL6QoN9LFm/TjKMolxTnSN6Mol754KcqlZ8o7kgBFOdYBinKsA8EEKMoFo5pxJ1KUm3FFXvmDKcpVRjfSF1KUG+niTfpxFOWS4hzpm1GUS1+8FOXSM+UdSYCiHOsARTnWgWACFOWCUc24EynKzbgir/zBFOUqoxvpCynKjXTxJv04inJJcY70zSjKpS9einLpmfKOJEBRjnWAohzrQDABinLBqGbciRTlZlyRV/5ginKV0Y30hRTlRrp4k34cRbmkOEf6ZhTl0hcvRTnn3Keuudbd/u2tPbrvevul7qXnntP7ef1Xv+42bNyU/XzqySvchz/wTjc2Npa+NHjHkSXA3VdHtmhzP4wbPcy8Mq/6xRTlqpIb/esoyo1+Gaf6QopyqUiO1n0oyo1WeTb5NRTlmqQ7WvemKJe+PGe8KLf70cfcF2/4qnvHW9+cCW33bPuB+8znrncQ5l6w8nnu1m/e7m74ygZ35Yd/yx1/3LGZgIfj/e9+W/rS4B1HlgBFuZEtWopyM69ok38xRbnkSEfmhhTlRqYoG/8QinKNIx7KB1CUG8piG8hLU5QbCPahfChFufTFNuNFOYsUIt2VH/8D94bXXZxFy0GEO+mkJe6SX3lNdqoV6dIXif+Or/3ale5jL73UvfD45W09ks9JSKApUW79tlvcP+/e4f7byy5N+La8VQoCg4yUQ5346K3X02akKMgW7tGmKEeb0UKBJnxEW6IcbUbCQhvQrZoS5X77H6/PfM9LVp43oC/jY+sQaEqUE5vxtddeWef1eG2HCKQS5TBmff1p59FmdKhsU78KRbnURJ2jKGeYQnT7/BdudB9879vd8qU/5z7++3/kTn/h83uinI2kS18k+aIcDVxbtNM/h6JceqZdvyNFua6XUHfej6Jcd8qia29CUa5rJdLd92lSlDv+iEXuPWdd3N2P55vlEmhKlNu8c6u75o4NjqLc6FQ+inKjU5ZNfwlFufSEKco9wxRi2yc//Tk3MTGRLV1FlNz4+Hgmyl34qlf0csxZUe7AgZ+mLxXPHX/tpv/mXve8V7jXPe/lrTyPD0lLYOKpA+6w2bPcvLlzkt749771F278wKS78ty3JL0vb1afwM9+9jO3b3K/e9bY/Po3i7zDPY/tcFd+84vuynN/3b3gWEbXRuJr/fQDP/2p23/goDti/uGNP5s2o3HESR+AQdIRY4e72bNmJb2vvRltRqN4W7n5E/sm3LOOWOBS15Qrv/mF7P3pZ7RSjMkfMrn/gJs1a5Y7PLH/+ZUf/IP7yg/+3v3FRb+d/J15w8EQGJ/c7+bOOSz7r87BMWsdesNxLcT+ww+f4+bMPlRX5s6tV2+G48ube0uKcoatXr561otOL42U2/vkRHOlo+586d/9rrv4lJe6i0/+xVaex4ekJYCoKThFs2endZev+tafu0cnnnC//7J3pH1h3q02gaefdtkOrHPmzK59r9gbbPvxA+6qb9/grjj7DW7lMUtjL+f5LRN4+mfOQcQ9rIW6ApvxwJOPuP9x3vta/ko+rgqBgwd/6g477DDXsCbnaDOqlE6z14wfeMqNzQ0X6jFJnA2m07oZDjYDxxUveWOzH8y7N0Ig8z/dLDf7sLQVY8P9/+Q23Heru/5V/6WR9+ZN2yeQaqzCMWv7Zdf2Ew8e/Jk7bPZsN0sNcRYeuaDt1xip51GU8xSnziM36Jxy+w5Muu17dznk9ODy1cG2PSmHI+bOdyiXz13wPod/hxxNLF/F+1zz7Q1Z/eDygZBSaOacR8b3uBu33eLu3r3D4d/vPutit3bZqkyQe2LfpDv6qHZ3asY73PbQ9911d/4Nc8o1U+TBdw21GW0tX6XNCC66Rk/Msxm+h7axfJU2o9Hijrr57Q9tc5/Yst6dMLbIYckocgmHHk0sX7370R3uqi3r3YqFS5i7NrQgGjgPbfQP79jgdu/bk/kZn1r7jqxMQo4mlq+KDcMSVua7DimF5s7ZeN9t7sbv3Zw9YO3SF7nLznx15YfVXb7KMWtl9MkvFP8TfQnaa8yYNeRluHw1hFLcOTNelMNy1Ftu3eJ+8z9OLf+TZaxvfcvrsyWrg9x9FUIcHCI5KMrFVe6UZ9uywL1jHJGUopwk19XfR1EuZWmH38tXFqcftzwbvAxClENyXX3E1NHwr+aZIQRibEbTohxtRkiJtXNOkc3wvUHTohxtRjvlHvIUn82I6dtTinLYEObG793Se23p10K+g+ekJWDLAnePGQ+kFOUw0H//5s/Sz0hbxJXvZu133XZaR5TjmLVyMSa/EAL+zTu3NtpOKcolLzZu9CB54+69f3uPruSUk1+s/+rX3YaNm7IfTz15hfvwB97pxsaaj34RA3f+slXZ7Bh3v0rfAELviLJYsXCx27734Z5QGiN4NCHKHT+20K1d9uLMcY5x3EO/meeVE5AB9hVrLsmiCXB0QZSDw456EVNHy7+WZ8QQiLEZbYlytBkxJdjMuUU2Y5CiHG1GM+Udc1cMsBFpjeT5csT07U2IcujPELEHH5S7vMeUZrpzIcrd9uA2t/qklT2hdFCinJ5UwNgEA3/6GenKOuZOiEp7801XZQKtCOiInkQUZdUjhSiHerF9z66svnLH5qolUe+6GP+z6pMoylUll3/djI+US4803R1FlEOHh06Zolw6trF3QlmAPxwSiV6McURSinIb793irrtrk0PH98rnrHIfvfV6inKxBZrofLTLjT/c4j685pKsHLoiymEghwFeTB1NhIS3eYZAjM1oS5SjzRh89SyyGYMU5WgzBl83xGZLX4I3GrQohwE/Dvg+FOUGU0eQigITwvBBRXwZtCiHCZ73nvXazO+hnzGYeuGb4Im1GfbNU4hyHLMOpj7op8b4n1XflqJcVXIU5dKTa+GOIsp96aIrsigcinItQM95BJzly8640CHfy6BFOVnKAKfsjGOXU5QbXLXIxHI4RpgN7IooB2f52gsupyg3wHqBR2cz2CvPC7IZTYtytBkDrgzq8UU2Y1CiHG1GN+pHF0U5DLDvemwHRbkBVhGMBRCtiNxQXRGldblcAAAgAElEQVTlEEEpfg9FucFUDhHlZEJF3iJGyG9ClEPuMuS75ph1MPUCT3373/73LHCjaiBJyJtTlAuhFHcOI+XieLV6NjpiHJidFNV7kKHAmK1bvvDELIn9TDvEWcaAqiuiHELUx/dPDlyUQ46Rz9+1KSoh9ajUny6KcjKD3oVIOQiVa5+zijbjmdygeYOXtkQ52ozBW54uinK0GYOvFzLAxoAWA6oqA+zUy1c37/yO+9jLfsNtfmDrQEU5LNPD8s0dex+qlcR+8KVc7Q3E/8fVXRHlsMx68diiTkTKwc946xkXBm98Ua0UunfVbQ9tywI2uiTKdW3Miveps/FF90o97I3g/yOtzk33bqk0Zg15CkW5EEpx51CUi+PV6tlaiBu0KAcnEbu31E0i2irAhA/roiiHjljPlCX83OBbyVJaXFBndi74gR07Ee1ybO5895pT1nQmUk6En0GKcpLrBMUVs8ymY8Vb63VibEZbohxtRq0iTXIxdtbE4bMZvge0sdEDbUaSoq11k7yol5gopNSinCxZFSF5UMtXJWk5drvHypGZdnRRlIN4jDyDg1y+qvPbxbSTUak/aJcQzmVlhHxXHV+87vJViY7jmHWwtSzG/6z6phTlqpLLv46iXHqmye7YFVFOZmPwYV0R5RCdhSN0S3gpFFkG8J6zLg4uJ9ltClEm1925qdKsQ8qccrIUrQsDbBFrAbMLTpFsx456GnPAufvEbeujHX5po7KMWLeRQe2+2oUBtt4triuiHNoxBnVYAhRzoIzPOXGlW3fqmuDLxGZIbpWy6NqZJMrRZkzlJ/XZjJksyukJnploMyjK+c2rnuDBGXUEh2ADXnIiJqhlkjrmnugXsTECBK2YQzYAeWRiT2ci5bT/OSjfT+8wici9LqziQV+PcQl8jZgDZYwxRsyYRovlehfWOm1kFEQ5LdZ2ZcwKewFbFlO+qD+o4zhixqxiM63/mbqNUJSLaeFh51KUC+M0kLO6IsphZh+51GJFOS0epQaol/bG3LvKddpZ1lt+xzgiqUU5bC7w5XVXDDRSTou1saJcU1FcVSMHq15HUc7f+rTwAkHrQ2suCWqmcECa2uWv6swt6mqsSBBrM2aKKEeb4XqpKCjK9ZuEqjZDkuA3EcXVps2QDUDQr+sBdoyfMYqRclqsjRHlqvbpIR1VVd+26nXiLyG3X1eWr0L40YN/TDS0eUDk0Mu8Y/roqu065Puq+rZVrtO2j6LcodLRY9aY3WjF1tQRNfPqSNV+qs6YVXL7yaRwTBsJqesU5UIoxZ1DUS6OV6tnd0WU00KUKPZIIFl2VHVAyu6Lv8s7Yc386hNXll6CDhwRMnUMHAx1V0Q5WVbSpONZBlVHQ+FcRBJddMqaoEikKg5I2fvg78IjVAiCU4kZTemMY2cqZQOQkxcu4fJVVUDaQUS7e/fZF2dRtmVHlfZZdk/5O+6NCDaUcUi0nNSNlKJcnr1qQ5STZS60Gf01pq7NiBFN8GRsAHLRqWsYKWcarrUZbz3zwixCtewYFZuRF/USU79GUZSzfgYiRs45aWVpJFKTdk7ead0pq4PyVYn/WdUn7qooh7bZlC9X1u51NBTOxTgAokNIJFLTohz8i5BoSPEx5Fti2rqMg7ABCNoERblDNcY3Zg2xGVXbZ1ldlbKC/4kNA0MiOqVuVOnf8iaFKcqFlNRgz6EoN1j+hU/vqiiHlw7pPMTAoXMKGQTHFIUYXYiDZWG979/8WTc2b7770OpLMlENIkzMrLqePdHGPsbApY6U66Ioh/ILKQ+ZXU0dSq1FOfwbuWeKlhBI/ZTd5TADHVKvdT0VhxS/68ruq11YvqodROFVVh7iuKB+oH3GLv8osx8SiQOnqGwpKt4fTj5EtCqi3OadW901d2zIllqF2Iw2RLlRsRlILp4yKkMP7srqaNM2w1eHZ0pOuZluM7omyunIjkHmlLOiHNpIiO+lN85I7X/KO4WIL4j+vv3Bbdlk0Ofv3JStOomJxNGCTdci5bokyuFdQspD3hnCCHzQ1IfYsbKAASlX+CMyqRtSr/X76jEiRbl8Ua5LY9aQgAGUK4R82Axs5IEjZsxKUS51q27vfhTl2mMd/aS6ohxCVtFJ1XVI9KASBuXu3TvcuueuybZDLzp0CHGMExICSt4pJF+AdFYYyMFYhVyj30HPnmgWobOkuFeXRLmquQ1suVhnGXVjx95dpTOEIliEOtch9UHOiUn8qx1rXA8uKUQ5SUY9jDnlquZDsWWkHUQ4ndc9sztvmZiCKCKIcrFtNKSOyDuVOUV6WQwcd9TXWGc51mZ0XZRrymZAxEebLYsqmCk2YxhFOdqMqb5DltLVsRkinGv7GTN5lTJSTkdoVBHlqub9LfIzli9c4o6cOz/bXKksJYL2T2L79bL+RN+7zLcVnxERXGJHy67Rz9fiInbBleWrMX3kvomn3OxZs92C+XPLPq307zYCMTZSrmreX/tiNlIO/ToEz7KJFcn3ivvFMCwF41xvOW+IbyvvD39x+aIlWT8Y62fkiXKxKz70tw0yp1zVvL+2bPQ4DT7G3bu3u7XLXtyJMWvIclrxgzExLP1rClEuZswaUt+5fDWEUtw5FOXieEWdjY4bDWrtc1YFhav6DEudnWyqRHj4PtBGemzfM7XJApaXWMFPOlz8XZw6/DvGCQmBrN+p7N52Bj62I0Y53vbgNnf12nf0Rb1o44qomIfH92RlveOJXe71K8/ri/TRohw6X9QLzHoiei82Ikg7yFWWaFRxsH1lYkU5OL6IFsuLjESHi/oBxxLJjkMcl5C64HNg8bsyR1wnCZZ7lF1j38cXKSfPXnnMUnf3rgfc//f9Tdmy3n9+bEf2/6LlFVKP3vD88ypFA2kHOdZZ1psTlIlnZeVicyL96V2b3BnHLXOvP+38afVdkmajbsisYGwbLXsf/F3eqeze0qbG5sx34wcnK9VTnR9K2yqUPWbQkTdv84+29mzGfXsecuuWnuuWHO3fhII2Y/RtBurFkXPmZ1HdaAfoQ2AzXr74Re70E5e7w2bP8lbzQdoMaVexdtP3IaNmM2IHQHmRcjr6HPXiiHnz3fKjljg3a5bDM/ShRTkI2fBFYFerRATVFeWqLLsq8zNguyG+3HTfliyKxOc7Sf4kRKVhkjDEFwjpP/Q52vcpWwlil9LF+sPax7M+lwhQKGsweesZF2b9CmyH9s21KIf+Fuc+sm9P8HJPn48lfnesn1HFZ/WVjxXlxP/ME7HFz8D4BZOEOMp8gdh6od+pTGDDCpz137ul52NU8YfzRDlZDYC2jw3MkL9038FJ98Ljlhem+0H9uvexBzPf87XP+4XYz+/lS0XARpUlwlWu8b2kHbOi7OFzIY1K0ZgV9hXMYttoCKjYMav2P2Prad7qLh1Jikjo+5942K3D2OTRHdPGrPqbMDa4+YGt7v69u/rGrBTlQko+7hyKcnG8os7GskmZLazitGpRTYzVEXMXuNUnPj8zLOgAfINnGCA4I4hUK+sYQj7IGrgj5szvdWroAHeP73HHjy3KnMWN923J3sseZcJZyHvoc/Q7gS0GMiJ2YLbsaecchjDogNHRwKjBWTt+bKFbPHZ0VCiwdpZ1hB7uJ/zxzUWDeC3KwRhuvO+27HPKonbynFS7FA0Mnjw4mXW4kr/EXiuCKXaQjV3CW+YsSyemhQ8wR71A/cBMoAgu+l4p6qfPYRQHB+8guczQFqccs73u5KMWZ87K2qUvysoC9WL3+N5SIc9y8IlymM0fPzCZffv2vQ859/SsPscrry3YXeaqzHZaUQ4D/R17dmU5rFDmYOATBfH7ux/d6VA3q9gqHxf5He73jR8dElXwMwRsHLAZqI8oF32ELkOJsRtSN3FvcJGdWMEdTglsBg7YDwxyxGbgd7FOUZHNyL577vzM+dM24+JTXur+w5m/5P2kQdsMOGQYxMXM1o6KzRjfP5k5r03bDBEQwE3XC/z8l//+//aKcoO2GXg++sSmbQb6iRMWTAnWXbEZWJIIm4H3SWEz4K+h30AbE1uFfmn8wFNZ/4l6+PC+PX19ieWuRTn0t9hYRfrCspUNtr36RLm1S1dlvif8nry+ROwpBIfUfgbs8GVnXujgW8t3zXraZX3tvoNPud37ftzzrfT3pKif+n5aHIMPfMIRi6b5GSgv+KXXfHtDJoagjoifEeMP+0Q56ZvQl+MZ6OOfftr16obtr7Qopzfbkaj+mH7UFykHEUhEYpQ//vOt0IHPvH3vw5mfEcPA934+UQ6Tf2JHUS5IdYBnggf8PRFc5H6x/XoZJ/1OsmO77MQq47KHx/e6049bltUL8H/ywGT2zqgbIdFc+h18opy2GRCirG9V1Bb0mDUkzYfPZthAEoxZ8b3gUDRmxXvCF0Tut1hb5XsPvbkB+g5MXuGQMSts6r79k1m7FDup71O3fha9E3x7HOKL413hX2HM+uTBp7L2Udf/REStTp8iPkXomDXP3uk2Q1GuzCLE/52iXDyzvitgZCBEQYHHgc4RA84bt92SGUNZulXFwFlRTiKN8Bw0LDwLhgWDhcvOfHXvvbTDkEL0sKKc3jUOs7gS9YROWLaJv3/PriAhoip+O/sohsJ21Li/dHYwUiLQxAwuiwbYuHcmlJ600o3vn8gcDnSy+BnlA2cNZf8PO+5yJxxxtPu7H32rN+BfsXBxdn7Mu+B7fJFyMsiXJbrirKEDlkOzSeGM2FlbdACXb/5s5mBAmNKDTLzPkwcmMlb69ynqp65DepmbMJHZZO1wyDXooNFZSwcY67zn5ZTLBNtjl7l5s+e5C045O5sRxbIb/B71ASIQZqiQpDebhdq5tecYyDvFvgu+yYpywgD/l6gCPNNG71qRO3WkHGyiOEWI7tj8wHd7jrvYDHGipGxSO0U6Ege2CrYLzp+uM/JsEe/lnWLbS5nNwMQAnPbd449nNuAn+yfci49/rjv7pFOzckJ7mRrELcqiGkQkbNJmSJnn2QywqVsmPpshda8LNkMcV4l+adtmoE5iIIV6iQGm2Iw/ftV73fce25nVWVkCB6EU9UIiodC+UtgM6ce7ZDNQNzC5I4P9QdgMPWgusxmoRycvWhLVt2sRTE9uwQbh+/cdmHBvPfPVWZlDCESfgckF+DXnL3txFjX3jXu3ullzXZ+tvevRnZk/EjvQtaLcTfdu6YkasE/ot3w2Q4s+sXbT5w9qmyH3Ez7a/8S1qLtY2gpWmGSTo0q7KPJNfXnudOSYvhZ14ZLTzssmssXPiLGjRaIcnoO6sWLRErfiqCXZKgQwgLiLvgJCJaLmHnj8EXfk3DF37d039QIFxM+IeRc8zyfKiZ+BZ0sbhViIyD09CZgq75l+D13Gtz30vZ4oi+fiXWSS+sn9k1mb1H5Givqpy1r72MJE6p6eWJNrxN6LcCiCVui4yCfKSR2TsY7tS+Bzywou2AX8G/4ooqtwXLD0Je7bu3/oXrm8fLmnfU/9Pvh3V8asCFYQId83ZkUbgigmKyPwXWURsKFlJOdpH1uW4WPsp5dTy7mwGaufvbI3to71vXwrNXRgCu4HAVjakW/MinqB9iOT5rje+p8U5WJrQfn5FOXKGRWeIc6ZdDwSGSdh9sgv8rZN/z0oB5t9kBXl0EgwkJOZDzEitmPRudxggNFBr16ystJyOLyTFeUkNNkOosVBsMs8Yw1KSJHkiXIStqvvoRP5gxXKCEJN6FE0wPZ16uLMCh/JMYPnwbFfd8q57vTjl2cijES8hb4LzvOJcjDiyPO38YdbMiFQhC/tcFlRDuU4Fb7cvwQm9F18A2zw33jfN/scYu004d+yIQL+nVqU8znLeuMD/W3ybLSzJkS5v3zN77gn9k26o48ayx4r7ybOGhwFPUMn0SBwlJBTospAwopywhj1Ag6piOWWuxXlUHfhvFTNR2mXosFB/8Nvb+gTZKUsZHmWXWYeO1goq7f2/sLA5yzrGcbUQr7PZnzkH/7M/exnP3PbHv9R9hldtBl4L5llBrsqB23GIeFc28K8wXqZzUDbOf3Y5ZnoMmib4Vs2F1NHhsFmyJLUJmwGbLDkSrOinK+fxDmSR8vaDPE/US8QkYMjdvLPinIQ/+C/nH78iixHEw4RvrSttiIaorQRkRKy46CvvvhEOfD/xs7v9g2icS38oKtf+Y5MnJLca/h9lb60qO7miXK+ATbKTiaypZ2X5T3Tzy4T5Ww/Kf6h+J/Y1EgEF9wXQi4OLJWHLxbbz/pEOdxPAhB0hI/lrts4zt89MRW4UOXwRcphtQgmQPXEr9xb+3vyuyZFOfvcvDGLXn2TUpSz7G1aDjtmRV8CYffnjzvNXfPdv3JnLF5RScjXkXIyZsUYFMJP3pjVBpKAHdpM1cnhmDErbNq1F1zeN85twmbklb9vgkePWatE11YZs6LvwUSw7UtgU5GqClGnSLmEySDJAUxRrorlKr6GolxNprZzlhnND615Q2+GqOo6eZ8opw0tHACo2NbhsgYJzkkd8cNn4PBMO8jF7+Q51gA1OeuA50p+t7w8YbJrFZxqLFeMcUSqGDi8kxUtlx212J15PJZfTEU16vvGVEOfKCfOhYTn3/i9m6d9pxXl0OFJiHPM8+Vc3wBbvks7xHI+mFtHqk699L1znigHUUhmynxOWpuinH1vPPvh8cfd1Wv/r140W2yeFrmnT5QDd9leHfw/fcfXpi2TsKIcnPU6Axk7wJYITi3I2nJ4299e3SfmxrTRkPpr7ZW0GWurcK9Bi3LyPehPkItP2wzZyS/km3VbtUveY22G2HfajPOyvq8Jm+EbYPtsKZ6NQc7H1C7Fg7QZMZu55NXbKjbDtt1hthlFUS95opwWQMD1mPlHucmD+7NBlIhg8IkQfVlFlENkBGyP9Kv6PdCnYKLF7iZqRTQp79jn+/wMLaL47Lb83foBdfoyX33NE2V9A2yfKBfzPnVFOXn/pUctdhMHJzMBAkfV3G55opz2M4RDkSgnvniVNB36/eX75Fm+1TI4xzc526YoV+Z/4F1iRTlMxED0xgS7FfLzRDmw0HZDxqzvPeu12fOx0cNV37ohmSgXMmbV7Qntpc0xq6QQsvYkpo2G+GI26l6WjvtsiQ0kwVgypm9LNWaVKNz3PLNLsdhVeReKciElH3cORbk4XtPOtp2/z3lqSpQTAcRGW2njIqG6dcSPFKJcagPnEwRhKHzLjbSBE4M/CAN3w7/9iJt/+KHdr6yBC62KRaKc3MPncM1kUU4vnywS5WKWmUs+J1nuJ4KTODx5kXK2nHE9lqHrpNWpB9j6mT57hJ0DJQJ3pg2w82yJnsEGv5hBZaxTZCPlpLzyRJoY+2X7CbEDdkBSZjO0Mx/7fN8AG7+T+/jEdPn7oIT8QdiMUFHO158O0maIn1Gnnx8mUa4Jm5FClHv+oue4j/7im9yR8+b3TH7VyT/9Pj5RLk/Y6aIoF7ODbYgf5hMEIS7dvPM703LayQYu8A/E/4xpJ6lEud8+583u+Sf8XM/PkPvGRO35ylzagrVdPnuk203VSQ3r4w6DKKeXT8r72klBWR6oUxGV1UUduFFVlEOdRCoV8T+bFOVCxqwi1rY9ZtUrzLSIW1YGoX8v6zP0fboiysmKMqkb1kekKBda+uHnUZQLZ+U9s2lRTpwJcQJsZ+5zuLTDIB1fVQOHgToSBsuyXH2fmEi5GCekrEjwThAR7AGnwPdOcJawTFBmX/D/mAS3sQNsu3xV3tOKcjKbGOsUpRDldOh61ShG5DDCN1gBYZADbPtOeLdsmcT449OcZbt8FdFqWI4T6sBLB5VClLNh+m0PsHW7kXxBmH2tskzRLuEpm8HOi66tKvz47Idv9hy2UScN19fZSDnJ+RIqzMXajFBRTvI1DcJmgI/UjaplMyw2I0v7sH+idZsxTKKcr6+NmdTQ7c326V2wGb6liE3ajKqinCSKB0+Icp84763IuT9NlJPNbcr8K/l7ClFO5xjD82PTIWQ5je7a1PMzqkbKVfV/faxkcxPxibUoBLtvV0ho/0BEOVwTGiGWUpQ769mn9j5J+y8xywSLIuU0rzJRrurmWvIMG5VYZjPaiJTzRUpKigHJqSvvb0U5WYoes2szGIvNrSPK6XyTdUQ5jMskV2/VMavklq3aZquOWZuMrrUbMukxk68f9YlyuCbU74r1P/PGrPZ5VsinKBfam4afR1EunFVlUU4U+Fgjozu1qgZOXhrO0EWnrHHILxFzFImOgxLl8kQfODmIlJPOXhs+uQaCy93PrIsPdYoww4kdZz+05pJe3gERO33h76GinHb6Q40tvimFKIf7SFLzKjtd+kSOLkS95NVJvC8O7TBbUe78pavc+m03B++AJQ4YRE0sD6oTKWedYtkwI1bMzlu+qtu8L1LOxw3XYCCFWd6YI28ZQN6ykjZEOZ/NQL1HEmzrLIvzI98BJxk7YiGXRmg7xUQGdmYMtRmhotygbYbUA9QJyU0UWjd8IgdtxvUZvrKccpaxzy50wWagTWGpS8wgH982LDYDk3kYBKe2GRi0wXeRAa0dYBctX9X9mk+Ukzy7sUv1Uohy2s+ostO87TO6IMoVLY+ED2D9TyvKgQkmhkMn/yBKfmPHVvfldVf0lhHr5YdlOeXEdvzJL33AHfesI3umBHUO+a6R3D60X8PFVUW5vMl0TPRUEWytz9IFUS5vSbWk7/BtMqHHdvBTcIRM/glPKzbmRSDalTJ6d1Iryn3+nr92f/8vd0anPdKRe8M2Zm1SlNOb3+i+XMasdrd1LcrBbmIjF9iM0PEA/E+0b9QjveIjb3JZj1n1hlvWLlj/k6JcqPcbfh5FuXBWlUU5NI7LN/9x8GBfHpRSlBPHP8TY6w+tKsrZ3G6hxiSkOPJEOb37q+78YFjkGlkqGJoUWzoyG7EYKsqJg7b0WYvd777sP/YtX8W3Sj6BGKcoRpTTUXC+spR8RbHlk0qUq+KoF9URn7gk0T12pzYrykkHFprXQzoyXOdzeIqWr2qn2sdeOr+Ycslz0mzdKhPlJF8VkiXHTiR0dYDtc5bxrrLTqW/nV+1U4tzQpNhSF2QGO8Qp0qKc2Aw4R9g0xx5N2ww9WZFna/FOMXVTD+b091QR5UbZZhRFynXZZugypc3YkbWNKjZD2l5KUQ7vgYlhJFuP8f9SiXJFAlKZvzdMopz4GXrzDbGTUhe0zxHaTlAXZDMkscdVRLk/f/VH3IL5h9Kn4J2qrNaoKsrliZl4jyoRtsMiysnGXrIsU+q8jZSTcYpNR5TXRlAXsIHXtRe+L/NjUkbKHXA/dVfcem2lMaudZI1d3aW/N3YiAddWHbM2Kcrl+VFSN2xuUC3KydgzZvWMjqAU/1PsUlkgSZm9lkke1FeKcmU9WPzfKcrFM+u7wopPeR2tbyBc9uhUohwGeUfMXeCOnDs/yikbNgMnnTsSDxeJchBdQg2cDfEPGWDrWQcxcKcdvdT9zrm/Pk2UE2PdlCinO0TbMcDYPzKxJ2oGRupsKlGuSqcbK8phFgo70l5y2nnZUmw5UohyIuCFiHJ6tqxsgI13DK2jtkzszGkVUS42alCXSRejXvJEObw32oGNfNHLV6sOsKUcQmyGFuWKBH9tkwdhM/B8GVwMSpQbZZuRt1wE3LtsM+T9sLvz6mevzKLlYg7ajB19on9qUa5KXrlUohz6WUwYxUQa5/kZoZFyMnC0fX1Mncw71+f7SKSLjmqR622kHKKSENWKnXF1hFLe83T0Uawop6P2fKJclSWsPlEO349IPn1Y/8XHDWLjbf+6za177tRmBTFHClEOz4vpR8veT+fm1eeCz8defmnfZmMpRDkt4KUU5ebNneM+dtuXojeeSBUpN5PGrPCntu99uG/MimAK2UFa+/OhPpdPO5Cl83VFOd3+KcqVWYT4v1OUi2fWdwUcF+T02HdgIstH1QVRzm52gEYo4dMxM6V6AOhzboqWr7Y964BvRKeO77QOvo2Ua1OUk+isPFFOhJoYxyAmUq5IlKti7POcZe3cxOSUSznAzpuJRQeHGakde3b1lpjiffNEOWwNjmWHZYcetISIcvocnVsmr6MdpCgXGzU4jKIcygDLMBHhYG3ZIEU5sRl5bWOQNkPaeWzdxHVdFPK7ZjOKRLku2wyxp9v37IqOyMK1wyLKNW0zpPxjRTkwxESkb/mq+HGhEThiy6uKcr6yxD1DI411X2LFtVBRzrbr0Ki0sj4/z45p/9Pn+8r36yii0Ij8OqKcXh3QpCjn66tCRDn4PuAVysKKfvrnKstXU4tyvjERlubCx8BKHv33QYpyqBd3797uHbMip9ygRTkZs1bZ6X1YIuXwjchpjLqRcsyKOl1HlBOb4RPatf1jpFxIbxF/DkW5eGbTRDmdL6ALopztGMTA3XTvFie7qYR+dhcNnG8L6SJnrQlRTqJFymYdZCCVJ8rZWceQcqEo56eUN8CWgU6eo472oh0k3D1EvK4jysGBlBx0FOXOywR165hU3YDEVzt8kXJ5m9aIM1J3+aqNlCuyGTpSrmhG0zpFIfbCDsqlHVjb5Yua8AnsaE+jLsoNymYUiXJdthkiykn9DLGfTQj5oXliQ9rNIGxGVVEOPigGsKMmyln70wVRzgqFqEv6vbokymkhn6LcpZn455uAC7EHIef4RDnt34WIcqHjNBv9GhMph3qB/h5Cvh2z1hXlbNqOKstX0Z4uOnVNtrIlJmBBfB1JyyP9kkRhdi2QRPrJLoly4mfkTQozUi7EElQ/h6JcdXbZlTIwzzNwcvs2l6/6RDksR8MSrVEwcD5nuW1RLjQUmKLcoQaGuleUI6ZmU/RG4uiZ0BBRDsvRsWlDyKByVEQ5uzOUFiirzGDHRr3IZhJ519WtF2Knbd64PFHOzmCnWr5aZDMoyt2SiQr2mGk2Y1hEOd9ucqjfbYlyo2oz6opyr1nxC+7SF/2bvt1XrSgfak+7ECnXRVHON1ExKMduXiwAACAASURBVFHON3DG+9324DYnOWHFrvpEOWnHocvifJNCelJT1y2d10pfp8+ZCZFysaJcaHRYV0U5OxkZIsr5xqwQ0qpE16YKJKmS5zDPtrYZSIJ3qBMpR1EutIds5jyKcjW5WlEub7fCQYtygzZwVXZxzCsainK3ZAKU3mCgStTLTFm+GhP1EpN7pw1RLqbd2EgncXTKcsrlCaWSGzFEoNRtNVaUs06c3CtmoFBmxrGxCwYg+qAot7xPfI6NlIupm3mDspCNHuyufW0seR+UzUghysUs1UtlM1C+bYpyXbAZb9p4VbZzJY5UQj5FuX5LTlFuaoAtbdrmlMsT5USIK4uUswP4sn40VpTTtsi3koGi3KHdMdH2ZeONkOAJinL+2moFsDw/T662bcv+PqRNlJ3T5piVolxZaXT77xTlapaPFeXyBpKDFOWQfPY1p6wZ6KxDzEChrEjaNHB5Gz0wUm4qMbU+QgbY0mHIdaM8wLa7r2qnNHQpWky78SVgBue2RTmb7Dg010uTkXJFyxby6qRv+WrIktoqNmMYI+Vi6mYdUW4m2YxBiXJWDIq1GaMoypXZDG2vikS5GJtBUa4ZUU52Ly3zLUP+PgyRcl0U5fRGV8JZRLnQPL66fLq20YMvehjvGxMpF5POhqKcv7VaP5Ki3PW9ZcqwC2UplxgpF9ILNHcORbmabDEARYcvy1e7KMrBKJ1x7HKKct+7pddBhuZEKhtg+5w9dArooLfv3ZXNcMIQdiGn3Ce2rHfYmVY7RDGbXuimUjVpe5MD7KINJnyigHTWevlF1yLlYoSProhyVZ3lYRDlQqL3qtgMiHJP7p9wD/zkkZ7NCMnpEdp9Vc1DaW2GiLxVJpm6aDN8+aG0kB2y5D2lzaAoN1Wjh0HIDxXlYmyGFeUk6bavH4CdRZJwbGIkOeW4fHUq+rfJNBkU5abvFJy30YOutz5uaBvf+NHW4JQhXRbl8nIad12Uw+7za5et6qHVOeVixVLfssm2l6+OsihnyyrP/6uyfFXGrBTlQr3qZs6jKFeTq+RNgNiBnEUU5aaSthet66+JfFpCeNxvUDnlfM6y7hS6JMrliR6hAiVFuf6am2r5al5ycr1sJaTNUJTLp1QW9fK2v70624lM2xJpL9gcB0sosat1zADbLrETW+CzGRDl7nlsZ/b8Lm304ItKlp1pY/MNdlGU65qQX1eUw5LKdc9dk/XBIUcqmyH1Fv8PzYmk36+LS97LbEaRKFfVZlhRrshm6MTuFOWmapP4gU2Kcsg7e/POrX3Nq+mccpLfqgvLV+UddF2tI8rd9diOXjqWEJsl51Sd/Gtqo4dhFeWsT6NFObCOSV/ShCgHW4qJh9BjlEW50En6KqKc5FymKBda05o5j6JcTa5S+dFRUZSbGlA2Lcr5nOUqolxITqSyqBeKcocaUJXlq7g6JH9GSDPt2gA7dPlq3vdfvvmzbvVJK1sfYFfZiVaXT1VneZCRckUDbD34oCg31V4HGSk3yjYjVJTLsxmx5ZJalEPkVpUd80ZNlKtqM+Q6yVc3jKKcL30B2myKpO1Vd19NmSYDdfXh8cd7kzh2UriJ3Vel39Gi3P17drmTFy2ZJpro5zeRU27URLlY0SfPF40V5WTsILZPb2oU4hOnWr7adVEuxOcqmuAZleWrMRNuFOVCRozdPIeiXM1yiRHl2ph18HUMevlqrIFLtZNNqMIfUhyy3FDvplhFlAt5py6KclhSNn5gsm+Zhv0W365aXYyUG+QAW0TZQS9f7doAW9qSrmch7bLuDHZTohyWkSPKzR66zYy6KIfkx9v3PlxoM8DHRs12MVJulG3GsItyVdNkdE2Us5uLiO1o2mZI+QuPYRTlfJMyoybK4Xvy/M9QUW7FwsXusjNfXdq1apusRTm50EYyUZSbnu8YrPTGZhp67JiIolx+lU0VKadTy8SWTxcj5VIEksRMuFGUKzWrnT2BolzNohkWUW7dKWscdiCMNXAU5aY6+JilaE0vX8X9ReAV0TAv54wub4py/c6adtJEiEqZH6pupFxMJ4z6kCrqpQoLbUa7FiknXI4fW9gX3dD0ADvGZjS9fDWVzRBBLLZu6vqp68qwRdc2bTMoyk3VjkHnlBuUzaAo1++Qp9p9NXWkXApRTny4siEIRTk/oap+Rt51ZeVQ9nffRhbalsmklxX4uxop97X7b41eVlxFlPNNgIyiKAcbVCeQJMbnoihX1lq7+3eKcjXLZlhEOSwprZI7bFRFuVAD18VIuVQDbD3AjBVrU+WHkkF+zWaYXe5LSq/vb9+56QH2sIhyeQOfGIGyCVFO8ujUrRtS7tYpoig3lWrAll2RkK9Fudgk0LQZrm/Zr+YhdXNYRDlfqgAkoV48tqjSMsVUkXIh0e8h9mRQNqNJUS4215/2kaS8LV/fbpGMlLsly6soB+wpDkzu6iWLbYpyxy44yl1z3rvdgvlzp1X/2HHBqC1fjfV98+xHXvqUvI0eur58tS1RLm91V9Uxa1cj5doS5WRlSN6kcN7uq8wpF+IZNH8ORbmajENFuSpLwarMOqQ2cFj2tPG+23qUurA+37d89ZwTV7oPrbkke09rlOHoSoepDVVIovK6opwkzTzrhOe5D77kdW7+4f1Okc+pLauSFOX8hMDlyQOTbsfeXX0nyECHotwUFitId1WUG/YBdtVIObEZ2qbpCj1ImyGiHJKd7963JyoJdBdFOV9+qEEK+cMsymnxISQnkq7TFOX6d7RsYvkqRbkpcazugZx5J4wtqrV8NWbCK0Wk3GnHLHW/vfrXk4lym3d+x117weUZSp3+Q7PF70N2X8VGD7F1U56rnxcaXas3dcL1KUU59HE6GsreXwvWFOWm2mPqMWsqUS5ldG2KlEupAklSiXLIxXhw8mk3tmCemzvnsLpmldc/Q4CiXM2qgMaG3ROvu3NT4UYPMZ2wvFIXRLlUBu78Zavce866uCZtl+2CCKcoNOpFBliDFuVee+rL3K897+UDFeWQVwuzKHKMWqSciJXWKYoV5UIdRN1J+qJeGCk3VdNCneUiW1PHcAwq6qWuKJcnSrYpylmboe0p3iNmZ7auinL4pq7YjFER5WKTp1OUoyjns/FdXL5aNsAOySkXMx7ooiinbX+eKGdFBNvGxTd48uBkpc1hqi5fzbM1dXwMXCtlSlHuUoeAB+FsRU9b9ynKtRtIkkqUQ7n+3PzFFOXqGg5zPUW5mkDRMchudEW7r8Z0wqMoyqWadYgdYI+qKCdLx2JyyuU5MbHLF/JmtwadH4qiXP/ATsrbDvQZKTdlYbu6fFUi5bogyvkSFEvkMUW55ZkoaZdzFbkUZUL+qIhysdEnFOWaFeU279zqrrljQ9RO56O0fPWIufMdhOIUB2wiophvf2hb73bav7Wi3OcueF8WVayXr8aMB0ZdlAPEKjvzjrIoF2I/m959tSvLV2PTmKQKJEk1ZkX9LhPy21zdRVEuRS/Q3D0oytVkO2yiHPK+rF22Kviru2bgYkW5sTnz3ZfXXVF7+WpMrhfNTAbYZZFycNywJCLk8A3sQjZ6oChXvtGDJOsNWX5VNsBmpNzMjpSLsRl6o4dQUS7WZshuf3WEfEbKTUUB6OiQlDZj2EU5YRMyqNR9HUW5ZkW5qtG1kuIjNKec7Pquy1Yva46tF6ki5cRuhfhXZefIskydN65IlEObtja3LVEOgsZ1d21yqZevpoyUqyLK5dUz1Fdf5JVE5ekILinn2DqZVz9SRsqFvFOsKCfikExIylJb+6yf7Jt08+bOcV0Q5bDUeO2yF0/LfVs28aWjFaumXEolykldbSunXKqUS2WTwoyUK+spqv2dolw1br2ruibKbbx3S9YJ60Ma15s2XuXWPXfNUBs4MThYDnvzzq29zyyLeqm7fDVmgF1FlAvphOVjR02Ui13qlNdkU0TKxQxehlmUE4EGLJlTrn/5gDhj0o6l7YdGlNo6FJIfqoooNwib0RVRblRtRpdFuSKboQe9oe2EotwhAlVshkyywV5BbIBI9M4zLnavPGWVmzWrv5eM6dfkSixdP+eklZm/GCrK+QQRinKDE+VkgmfURLm8ejbsopwIOCF9+0wQ5ULzqBX1JYMW5WwgyfFjC93u8b1ZCiZJ/2Fzt3chD3qeKKfrKJev1hSQPJdTlKvJ1IpyedELMTNj8kpVcsr5dgDSCUVDNjcYBgOHb9IzlRTlyndS7GqkXIgDEtJMKcqFL18FT3EIRl2Uk4mK0DyURaJcyFKKKgNsinL9OxZKe9eCqLYBo2ozuizKFdmMURPlZLlnl22GT5T74KrXu3OXn5ZElNOJ+inKHbI+wxQpFyrKhfRrQsAnBuUtidPjDV9OOR1FGLI6Qd4hpSh3xZpL3OoTV4a4mIXnpIiUwwNCJzVGRZSTSHNfIMkoinLSp5RF19YNJInJaewLJCnaaE3qKEW52mZj2g0oytVkakW5vI6FotyhWYE6yPUyAIpy501bFqHZ2s69a6KczBiN6gC7y8tX9QAbO0P78uNUsVniVPoElNhlJal2XxXnJsUAO+SdZoooF7ohStFAKjYP5ajbjGER5azNGDVRrms2wyeaUJS7ftoGLTLQLdpUpo7/Kf2bnRQuG2APavkqggSwMVpZpFxIv9a0KBcT/ZxSlIv59qK6Q1GuX1AM3ehhpgSSSB7KMlGuKOWS5BIvqodNL1/VwjFFubq9yfTrKcrVZNqUKJfXsMp2spkpBm5UIuViwtWlqo7K8lXpnCjKXem1QrGzhFYMKtroQYtydgZbBhgU5aYGfSKUhOY3aVqUG6TNkLoRk0ctpSg36jZjWES5vJ0URyWnXCpRLpXN8PWRFOUoyul+XItmMmENe4J6MgyiXIwfmEqUwyRPbM6yvCHjsIpyn1r7Drdi4ZLeZ7WdU26mjVnLRDntf6Md64g3X3u39ZGiXE1RZ8CXU5SrWQAU5foByqxTUYLeOshTRsodf8Qi956zLi58nSoDbBmwoMN/71mvzXaWytvoQc86YEATclCU81Pi8tVqy1e7KsphZvFDay4JaRKF58AWbd75Hbd47Oi+yIqyJe82p1yoSFrFZsQsXx2kzbCRKHWXHMVGylGUuz6r63ncQ+uoFUrtMmHfjs1FQj7+JoMH+EQxy+FwbaqNHlIl5+6azRh2UQ6+FiK2YoQX1Atu9NAffaTFYmnDkoaiqigXm2u66vLVN990lcOEkj5i87UWTfBI3cqLyBfxSdsayceIvIl1j2EV5aytb0OUQz5wRHH62jh+N8opl6qKcn94x4ZsF2fb3stEOclXJ4EsvshQLl+t2/rTXU9RriZLinLDK8rpQUZeNagywBYDB+OLzr4LolzRzGJoDgvNqGh5iG/mSw8k9Qw/IpFiHfW8shpGUa5oEDmoAXZXIuVSDrBRX3E8eWDS7di7K/t3niinHUIdKRdaHlVshohy2maE5PRoUsj3tXGKctN3X41Jol+2OUxIpNzyhUvc1Wvf4TWDoXW0SVEuNDpMf0AKUQ7Lfk5etKR00BLi8skAG+fm7eSn37muzZC8l3kbSg27KFc1gnKURTktTBTVSe2fNSHKxdqMqqIcvgNtdPzgIWGuTVHOti0wTynKYUn/+IHJaUuqddvVKWTybEaoP54qp9wgRDmd+qIsUi5knFbUl1Td6EGPWUL6jLIxpIhiVUW50JUrNlJO5wMFd4pydUqz+WspytVkPGyiXNmadMxkHTF3fkYF//7oP17fG8TagazNUab/bg3tCWOLejMjdZCnipSTDjR01qHK7qtdFOUwoBNRQpyFKoMo3y6/jHqZimKRTjckp1yZKBfjkKRevooyvum+LdHtNi93YUxOOXCJ+fYim6IH2HqQTVGueHMYKS9tM2JEOd2XgLsvoTNtRr/NCBHlumgzUL56mU3ZhlLWz7hqy/q+wWxZ1ItNYi12twmb0YaQL/5S10Q5SYKvB3Y6qsj2OWWTf+8+62K3dtmqYBdwlEW50JycoyTK2byuoyTK5U0KU5SbmsiSw9q6IlEOUV7b9z4cNdFiJ3iqiHIiHsesBKAoF2zWeWIBAYpyNatHFVHODlb0K8CpWb5oSeagwlG1zmdZTjmEuGIGTh9ilGDgNj/wXff60853i8cWOiwPkwPvtH3vLnfdnZvcikVT+QVue3DbtHDzKgZOnlHFwOG9PnHberf6xNPcCWML3ZFz5meRZzLrIMazbCmaGH7hh59vuneLW7v0Re6yM1+dWwts7iQx+CGhwLGiHMpdBFH7QngP3O+R8T1ZGcmgxyYQ1tdpZ07O006RsJDwZuxAddGpa7L8Evo9UC9QDjc/sNWdsGCRe2Rij3t4fE+2yYQ+2h5gX3PHhuw9Vxy1JOOB5THW6cP7yXvZAYNebmXFBtzvrWdc2Jdrw5bJ5Zs/61aftDKLhtT3Ti3KYWCUVy9QH2RJyPj+yaxtVFmK9vD449k27TK4hViNe4Mpnv2esy92x48t6uMhNgMh9dufmIo+wwExTx9tD7DRVjDgueS089yT+yez+qrrqkS+VBHlwGT1ic9PbjOqRsq1bTNsO8EAG3YDwh0mXuSAzbj70Z3upnu/mbWRu3fvyPoXe7RtM2D3Ec1wxJz5ma3Dkqou2YxUolzbNgPlqn0VtBPYxSPmzS/0M/btPxRZope2yb1QZ96/+bPT6k1qUW7QNkP64DZEuRD/E+fo5aahopxvgC1lJZuDrDt1TVYnZOJFClfsMjYdQvtE2T95cLLPdmtB2pfX0NonXz+U6+x5/iD+58kLl/T5GXU3epBJTfgZ4OM78P3wxdoS5dadsibXz0D/iSXIODY/sDUrE5nQxvv5JgpsBJ6cpyNPta+S53PBluA/PHPfwcmev4MdkmP8jNSRcrAZGGu98PgV7vTjlmV+OQ79fdou4t+hkXIo94tOWeMVsMEBrNqMlCuyGTI2sTajaKOH0Eg5GachHYJPzAdrHZ2Id4CvgfoiR5Uxq/gEVces13x7Q1YvjpxzeOYX6TFrnUg5jFnh8+XZDHyzjFn1WFci5FJHyh1z2CJ33FHPcnPnHBZjVnluAQGKcjWrR4wohwaBBnr6M7MG6FSwrl4GMzIIxivhd/hZ/l62kw2c8Bu33ZIJadog4V5ilEQ4ECFLz1pawQLn4NCh5vpetoOxBlA7ZxJpgefhuO6uTVmHrpOL5hUDjJkeUOOah/ftceueuyYbeIuBixXlxCmC4GANPoxa5hjOnd8TGJqOlJM6sHbpKrfxvi3unJNW9uW7k/IXcQYDSi0G+UKSxZm7f+8ut+OJXQ71zSfKob5c/o2pgQ/K2zpYNgeHFnB0uVUdYKNMUX8x+LLfnVcv8C0Q5eSAMIBykx2OfO8VIsrBEf7oP1yfcTh/2aq+MgAntDGUgbQz27bw3JSiHJwOPA8O85TQsSOzCVIP9DeBI84JFeW0zUD9E2fSDnx0eetJAf1s5E88Yu6CvqhaKYOqohy+BXYC3wrnF3U+T5zU5a1z14AJyk3bmqqinAwqm7AZVUS5EJuhhbAYm5GJ7o/tmGYzpG7A+b188x+7ffufKrUZsP+P7Jtykm1/UsdmIEcQ6iDeNST6ZhhsRgpRbhA2Qw8+0fdv/OGWXlnn2QxcA7shdUi34bzoEmtTbN8kNuPmnd9xtz30/cx+aLE4rz9pw2ZYnwf1MfMz5s3P2hmOpkU5sIC4gklOCIE2ck1EA/E/fQO7vEg5+GN3PbbDPbLv0ASPrhfonz9/59/0Jn9s/6oFC9iZ+/fsmmYv6ohyeB76UdSZvEG+rR8ilsrvhQuuhx8rh34vK0yiTO3kqRab152yum+SB3/DoF5EOfzfloMWNENyyp11wvPcB85+nVswf+60JgAeMvGKskU54YB9lUPEEdh9mbQNFeXOOHa5u23XtsyXzouUs7s5aztoxxJ4J1nt4bMZeRH5eaIc/AP4Qjhuf3BbNl4qO8AL3GQiASLZjj27skn+jffd1nd5bKQcVq5ggtS3ugg+L2wFfBD8h3N0OWj/s2jJO74RnHR6DnlpnVMObRrPwcSajIfsfaXdiv8ZEkgiopzYDDvB7/Or8X56nCMbXuH3krrACqL2mtDVXVJPxT7iPWE/QvoSBNNIG8LzUTe2P75r2pg1z2bI720giV6dZO22HrOifoBN06IcWPzsZ0+785e+yP319tuDx25lbWum/52iXM0aECPKwfBYR0MnM5fOBJ20GHbbkeRFyuE+4iTYjk8bMunodZQPENhIH3RSEq2nEVWZdYAxu3v39myXo93je7JOxddh2KIQowseD4/vzRxYMbL4fx1RDtfrzt6KehAikBheBIkmRTl0wr6BiXZM4ABgGc2Rc+dn5WI7rTxRzuc8SselywCOCYysRFraZ8s1+D3q0B9+e8M0x6hogC3bfIO7zimH5dQoV9Q3dGZFS7N0/ZCkpxAacJ04I5LDT58bEymH63Rnj5/lepmBwjvKkqYmRTk4qigX64DqJOryTnrmPlSUE/b4Ri1m6jLQAwOIpnkDbOFgnWvcu4ooJzYQ197/xMPZADLEZuh8Gl+/b0vPZuBatHccVUU5XOvLIyW/r2MzYkW5Jm0GHD4teOv+xFc37HIUywn1EfUYA03rNFcR5aTeQpyGSA7BrywNAd5JbMaKhYt7/Su+591nX5xFBXXBZtQV5QZlM3Q7h/2UyAqIXUU2QyZTZLdIKYMqopy2GZ+/a1PWT3XNZtjvgmAtfbrua2xEftEAG3UYAz8w/OCq17tzl5/mZs3q96ZgF//0rk1u34GJniiGMzDQ/tJFV/RORt+MvmD73oey80JFOQg4EtFo/U/97tKfyFI/3W71gFkLWfpLqohyWsA6f+mqzLYV5evUz8M3ITIF0fjav7Z+Rqwo5/O5hYXOGyfjhbqi3C+f+jL3q899uVeUg82Q8tbfrstNhPbVz16ZTZDp7y2LlEN0j4hXeaKcBBLgObi/3hFU++l4J4jKeGfrF5X5GT5RTvwm+J/wQzE2CYmOgkCy/plo/I33fbPXpnBtXvoO7fvKOAb1yG4ohb9hfGbTzEjQBmyGtGNbDrgW4y0wTCHKYYMsOzbRY1YRl2WMp21GWaScHpvYXIN2zLp9zy73+Ts3ZcKWTArYMSvaT9FSWMtf6ro8S18rNhBjVjDGt8hS/n7LOv0nlH/ImDVWlMOTQsaseTYjZHWX9OMS2Ze3AUqe/2l38i1jxb9PJ0BRrmatCBXlxEnF4PKuR3f2DK5umDo/hxj2UFFOnDJ8ju34fMbEhpb7DJxvxqmKKCezMk/PmhL/tANfhF+eD6cRs1AwFNKZ4f9NiXIYoKGT8XWYVZevvu/Fv5It85p/+PSZSnwLxBU4LzoqyQpjkpdBhyCXLV/VYo04pz5RTsrBLtfF77UQ4XNs5NqiAbbPecDvxLnFt+FbQkU5XUZa5EshytnOW38XIuSQZN1yb2L5qnC1TrNug+Isf3ndFT1nsEyUE3EC99cClQyM88rAJiD2OQhFy5fyZrDtzKp1DOS9QgbYcJbhJF97weV9DkzTolxdm+ET5cqcQJ/N0E6R2HixlaFCfpHN8NUN3W9JnU1hM3AvW5e1zZD3rGsz4MzbgVSskJ/KZtQV5QZlM/L69Lo2I28gVWQzEDUpkWddthmajR2YpxblpF6AC9JQ+JYQCmuxlXoTprLlq7hG/DPrf/oGanbpnS5n3wSevH9VUQ7+haR1gbgRIsrJ5By+DYf+viZFOZ3vWCL1mhTl8G0yaaKDBqwoBzsv3x0jymnB3S77zbN39tnWB/AtXa4iyomI5pvULBqbwIfC0nvsDm/7ulBRztqwvIlw+104T+qmz6+Wb6kryh2cdTAT7UPGrJggk0k3+132PbQt0T5n3oY62qfQuUrbGLPqcXWIzZB3Ag+kdSkas9YV5XSksR7PWzHU8vZ9h67DYsvLvheC7NX/56/cxMGn3KMTU6lvQvrbonbFvzlHUa5mLQgV5fRjfMYEf9eDGwlhTiHK+RrKIEQ5bXTLBpzgAWNiRRD8XsLLU4pyeglBjLNcZOD0APIjP/9Gd/rxK3JFOd9gVjuzMuhPOcD21YumBthlopzP6c5rmtpZll3dcK7mra/NG2DL0nDfTK+dtZf6CD4YxLcpysmzxYGxopy8kxXy7c/CRAZE+Lnropwe4IV0+BjQ4ICzbGfYU0TK6XumtBk+US7ke/Gt1qES8V6Wg6e0GW2KcnnRtTIwjBHlimxGjCjXtM1IJcq1bTPyHPJBiHLa9oe0oaZthi+6ViJMpI9vS5QTNr7+DX+T8oKd84lydtmUjkzOE+V8kUdFopzPV/D5Bz5hRq61PrYeXIsPmRcFIs/KmxT2+RkpI+W0b26XsOkoOnnPkOWrRZFyur3k9SUS2di0KCfRYF0X5XyTcOAYEykXK8rZCXPrt0qbTiXKHT5vTq9qhIxZrRhUFimnhVC9OiyvfQ5izKpXk5SJVHhvPSmsmfnGrHVFOWsnxTaLkI9gFoiqTYly+N69P5lwv/ed9e6ex3ZmdSWkv80b1/H3UwQoytWsCU2JcnlOmm/WAY2/KFKui6JciIHTjluZgdP3046FGC7r3NhBi5xnB29lznKTopwuN9QzGF0krW8yUm4YRDk9ELCiXMwAW0fhWLHBN2hBXcDSifecdTFFuZxQ+pSRclhupZd2hXT4vgGNOAupRTnrFOU52SHRtU2IcqjDWCKC5NipbEabolyZkB8jyg2LzRhFUU4LObHRtSIUWTetKFIuVpRr2mb4RDnbz5b5GUVRL2gnZctXLb+qopx9j2EV5WweN98wQJeRFSWajJSTyRQ8o0uiHOoY8sNBfG0qUk4LwzK5pPP6+dq9lF2bkXJoP+L7txUph7qA5aRYBSCcmoyUa1OUsxGUeeOqtiPlwNmX7iRPNogZs6YW5Ww0rV25FLt8NWSnbIpyNQUkz+UU5WoyTSnKSSJHNKYYUQ7JSZEg34YCyzp970YTuwAAIABJREFUinKHcg3kzcDZGVa7wYaNWAwxcHUj5awoh5+RSDnVADs0Ug5OoiSMb2r5qjTDkKVogxxg5+162+TyVSsgDzJSzj7bRu8ViXJ6IxvfwNnO0lsRrW1Rzu6ImCfk6yULyMtYNsD2OZxNiXKpbUaoKNeGzRgWUS7GZoyiKFfHZgybKOezGT5RTjYdsf1pnp8RKsr97rn/yT138bOn5ZQLEeV0v5oXKTcqolyMn2Hz22HZ2Cufs6q3NA1s60bKIUm+bKyAMYWsJBmkKKcH5SJcD0KU80Xv2Q04dJROXpoMn+9adfmqbzUN3qHJSDkbXdrVSDkb/RuyfNWKcj5BqO1IOZQn6lLXRTkbdS02o64oF+JvU5SrKSBRlEsPMKUop5drxohyertjcRBgSGTpF0W5eFEu1FluM1Iu9QA7VJTLixqLSdpeFvVSRZTz5ZtqIlJOnAwkLX/9yvPculPXdCZSTvLD6e8uyylXZ/lqmwPsQYty1rkpE+Xq2IxRE+XasBlVRLm2bYZe5hSy5L0NUQ4D2u17H86W4ada8q4HxdrL0hEleZMLRUJ+rCgnYpKNniny/FJGypXZDLGfdoBdJuSHinJ/ev4H3DELj6wlyulJYRt9ESLK2QF2F5ev1hHl8H0iTvn8Fluftain+08rHmnblMe96eWreqMmu/pkUJFyPlHOZzNkIn0YRTnkkpYIONQp3zfjd1hOidQcIZFywsPaY/yMshXBybZP2X01JFJO27vQMatvczJrM/LGrHh3Wa7ddE65YRHlbNQ1Rbn0Ok+bd2SkXE3aWpTTBqPotnnr87WjFmrg7HpxinL9HVrs8lXw3PjDLQ6J83Xn6Mvtl7dDjZTdqETKtTHA7rIoJw6Cnh3NG2CjzHFAsPzL1/yOe2LfpDv6qLHsd7rd4552GUiRzfAt+5L6KUtqUw2w8wYsb9p4Vd/uV00vRRsWUU5HOFe1GRTlbulFevtsgdRtbVO7LMpVtRltiHJ6cJfKZuSJcoOwGXqyKGS2v8uinPQTXRflZPd0GfDr5P7DKsrpwa1Nn9KUKGejrvMi5URU8Y05dL8skVuhOeXy/AxZUtuVSDmfKCf1bBhFOVuOeaKcXr5ZFinna3c671wqUQ73gVAWOmbVvrNeaaFtBkW58EASm2swT5STvqQokET6cYxNQvpORsrVFJA8l1OUq8m0bVHO7mQ1yqKcjgJqK6dc6Ax2iIFLJcrp5LeDWL7apiiH5X+Y4QsRtduKeokdYEty2LZEOXHU8pw065xVjZSzywcoyi3PnFFrM2C3sNNfjJCfWpSTJQ2po2tDl6+2YTPOOXGlu/2hbVkyYyQ1HgWb0ZYol9pmgL0kltblMAibMQyinPZtQoT8rotyOtKlSqSc2CuZVJZoGG1H7N+0cGGF/Dx/MWbyL4UoJ5vV2Ek8O0mHn3VEnV16ZiPn2hblJD/pyQuXtJ5TLjRSro4ohyXJsjuvT8yyfUvq5asU5c7rm5SjKBcuyuWJcD4bUhZIcvzYQvfes16btXGKcjXFoYqXU5SrCE4ua1uU8w2wqy5f1R2BHmD7drCS79Uqu3WYZJZUJ6iV3+m1+fq8IvzojOUdY0Q5GRRrJ87OOOJvvm+2A2xr8MRBaFOU07Onmx/Y2npOuTYG2LoelDlFNlxbR9E0sXw1VpSTpNsU5aZKVXfuPpshf+9aTrmypWg6Cldmi7VdGaQo15TN6JIoJ+kZZEA7zKKc2IxhFuV8dpuiXL+foZPDa/+rKMokb4Ck+z2pP3WWr+qIi7wIrbzlq3VFubzVI4MW5WTVhM6HqpevSt7msqTtoyDKoexxtL3RQxuinO47fMs+BynKaZuROlLuyQOT7uq17+j7vNjlq21FytmxmaxQ0OM8X5Rk1TGrCOddzykHLnoDkDqRcjqQhKJcTXGo4uUU5SqCa0KU0yJUnpMWIspJBEFZTrk2Rbnx/RNu43239Wj7QmhtUeSJcjr6Q74xNNeVNjTDJsqh7HVkJMRPn7On66Z2lvXSSiuWyDVW8MLvKcpdmu1uF7p8NUaUC9kFzgrIvlwvqAujHikXshtUm0vRhkGUS20zuiDKifA+aqKcTptg7bHYawyI0b9LXqEi96VoyXsTkXJdFOW6ZjOk7GCnJO0AyrALopxO3REryum2GBopd9O9W3oRrl0V5fRki176p5dxSv5mie4rmuAuyymXlx+qC5FyoyrKYYn9+MHJnikNESPKIuVErC2alNSTkXospu0B/t2kKGefi59jRDmdn7Tp5at5ARNtiXIhvrrmURZIUibkpwok0fcpi5SjKFdTEEpwOUW5mhBTRsrpAWUdUU7n2oHDEBIK3HSkHDDrnAEhAwswWLFwsbvszFdPy8clyzgpyu3IZi59Iqck2da78qIcZObHVy8oyk0ZBC1EVomUu+3Bbe73X/G20pxyIeJ0kSiHzScuOnWNG4Qop3dA0wnMdTsvckrF9BZFyiEB8u7xvdmpIawoyk0JyLodpxTyuyTK6YHPKETXagGgSJQLaQdFNkNvPpFKyMfzQkS5NmyGXr4awmoQNsNGEHZFlJM62IYoh37Ct+TQtymUtAf9t5jlq9jd9Kot63vefkiaDCsCDEKUk2gginI7srKzHPTwreryVVuPUohyWqTOWykQK8qJPw9fT3xUX1uR8V9ITrm6opzOTzrqolzI5jAxq7vqinKyY3PZ6i6KcjVFnpYvpyhXE3hXRDmo+BKJJksriyLl4Bzf/ehOt+6UNQ75FLSz3MTyVSvKWQO378BklhsI/8exY8+uLCpMZvRtknyKcudlQkxTkXKIxDh+bFFWJhjEyWGX5C1fuMTt2Lsr+7PNYaCbls950LMy+lybNxF/k/qB78UBIbLNnHLyTHGkLHf5Gd8kosiVv/CWxkU52B8k2V594spWIuVOOGKRW/ucVdk3IvkzcgFpwUyL+1Z0E0fSmtwiUS50gI33gJOiHVf9LngGfsbhW46gHXMrMGrntkp0rSynL1rynjqn3CBEubZshm+JetlAahBL3sfmzc/aSIzNkGgbaSO239N9YpnrkhcphzYiEWRtiHJdsRnSh4AbliOKv4H+zTep0KTNoCg3tbHLe8662J1z0srMJoto1oQoZzdm0P6K9i+kjmApL/qUQUfKSfsfpCincxqLH2TLyCdYSB3Xk3QhUZRZ/rozX+1OGFvocF/cR/yMNkS5ouhasICgWxYpN5NEORmjtSHK3f7gNnfJaedl0eJtjFkRzStj0iJRTvoTsWHox5uOlBMbRlGuzBMarr9TlKtZXl0R5WwnIHkf8iLltMOOTgZGRQ6JYku9Pl93znjmRaescf/86A4HBwgDajhneKa8C4yhRAE1LcrJzGmZgRtETjm9u2PKqJeiSDnUBTBBGUinpB1Z4eBbQuYTZmJEOQhMLzxuubvxGRFl+aIlmXh83Z2bsrqBugInLaUoZyMqbKRcE6Lcx7es79vNtMgUFQ2wdSSfj3PKjR5E0LI2o4lIuW/8aGsv+TLYoNzPX7rK3fzA1qz8Mai+7IwL3b6DT7kbv3dz9jPqR1sD7FCbETJTmVqU03lFUtqMoki5tmyGT5SDzYCdECcadeWtZ1zobvj+lBA7vn9yKGxGW6JcapthRQ6xZVrsbsNmoK5rIV/8DLEZGECuXrIy61tgL0Sga8tmSPvxiXI6v5P1M3x9tfRRmJAdm7cgE7nq5JTTvk/dSDksxZYlgb6IHclfJzZD+59tiXLrTl3j3NNPu80PfDerC7AZsCFI+C/iHOqP3XRC55QT/6cs6iU0p9zmnVvdNXdsmBZBOEhRTucn3b1vT7Kcckgqf+0Fl09ze6Reo0ykT7cTfD4fM1WkHGwEyhP1QEQ4iMewK3iu+J++yUS8w+WbP+uOnDvfuyLFtwJDR1f57CbqG/xfrIqwUXddiJRrU5STMaTtS9oIJLFjVpQVbAj6E0y8iriPcSzqS1VRzvZFeSmXKMrVFG86evmMF+XGx8fdx3//j9y992/vFdG73n6pe+m55/R+Xv/Vr7sNGzdlP5968gr34Q+8042NjWU/1xXlYOAvO/PCbDYIh84fgE7ARibl5ZSrKsoh0gmHRDvpd2hSlJNBtsyACWzp8ORniQJqWpTD89C5wOnQjpge3OKcNkU5zBbu2PuQg6MmnU7KAXaZKKfrlJSHrY9NiHK+urF22aqMgyxZQ72VBLW+jR58S9tsfdaiXpEoB8cQzjqulx0GU0TKVY16ycSpZS/OZgpxSGRhqqiXvBlBqftwpvftf6ovD0sTohxyLukoTXyrjqbVP0seTZT7x15+aeY4Nx0pF2oz2hTltM2QyZWUNqNMlGvDZmCQrDfzyfOtUAeePDDhFo8dnQ2QymyGvk/eAK9pm9GUKGdtRtuiXFs2w4pyvr7E+hht2ww8H4N9mXAUvwL/l/KPEeVge3FUFeXwTEx4wRezfoYVg6zPoCPEdQQyfi8/+0Q5uQ71AoekKMC/2xLlQuqGziPV9PJVEYkhCFr7U1eU+8g5b3QvPHaFWzB/bp65zH6v+0z4XMsXnpj5GXYX2RSRcnl+hnDWqzDkpZuIlBMhtAgMxgRP7p90iPrFWAn19mMv+41srKAnHlBuMpbzpYmpIsrhvUSE6oIoZ8esmBiFONVGpBxsHOriEfMO99qMlGPWtUtXuU9sWd83Nrb+p/igCCLATvA4fGNWbaPLhPwiUU5PZki9kP/bnJZ25VLRSg0dZIEVWFV3X4X/CZvJozqBGS/K7X70MffFG77q3vHWN2dC263fvN19/gs3ug++9+3uBSufl/18w1c2uCs//Fvu+OOOdZ+65tqM9vvf/bbs/3VFOV106IQ+9rJLs4FnaE456VCqinLaWMi7iFFIaeDEacyrqvr9dYi7b3AE45J6+SqW8O7bP7V0FlEXcEi0kxKzk6LPwF398t90S4482s0/vNgp8uVJ8Q0abBmlzimHbxcjrssstSj37rMvnia86OfpZdn4vdQN/b0+Uc4nFlYR5dAmVz8TwSn5DfEegxTlNB+91LctUQ7s9aBLysXuumwdabGX1gbkLV+VzTXybEbekn1fwu2YpWjiVFlBXtsD/DvUZlQV5UJ2gcN7+GwG6i2Wk8KZTynK4ZsxC6wPO2ECh65Jm4Hy9UVKyDPxjohywAE7IBuvlNkM3zu3bTOaEuX0t+kyTGUzcP+8nHIYnLZlM3yinP527VvoDbHashnCARMOr3wmDYC0Yfx/EKKc8IHQ8KE1b+ib0GhalNPtU96jTVFOP1NEFDwfh11l0qQoh74MAtjG+7Zky/Pgg2o/YxCinM/PEHtYZEPkurLlq2WinM//bEKU841zdJuQSR28LyL1Ecmo371pUQ7fjFUDCBjQ/UOe7W46p5yuFyLIaT/EN1ZCHyyH9p0l8s0ua/YFDEifX2QzUo5Z4c/6fCv5Dp//qfvBJiLl9D1T+p+pRLk8P6DPIeQPhQRmvChn6UCku/Ljf+De8LqLs2g5iHAnnbTEXfIrr8lOtSJdSlFOG6JQUc43UymdmQgTRQaOotzU8ibdueg6YQfmIQNsn4H74gUfcnMOm11JlPMtjRgVUc63FC1vEIXfty3K5TmOXRHl9EA41QC7LFKurQF2mSinHTlt8+oOsK3jn5dTzieEo45WsRm+5atlmxfowY9esoffN2UzfN/cNVFO14sYUc6XH7OKKFfHZrQhyjVhM/KccekL27IZMaKc1BNfW8H3xAj5oTbD54vJgBb/H6Qop9t23eWroZFyFOX6V8jY8YjYn0GLcnZy3E5w+GzeKIhyWqDFvyWKSH9/06Jcnh/QBVEuZMyaF12r+2lti8tSLnVFlPP5n22Kcin9T4py3VEKKcqZsrhn2w/cZz53vcMS1uVLfy5b2nr6C5/fE+X03xFJR1GuH6ANvRUhBf+3uzLqKwcdKZfnLFcZYLchyomI6MtVIlwl6X3M7quS1FcGJW1EveiQfmsa7QwaRbl+Qk0MsCnKTe1gWhYpl1LIH2ZRbhA2oyhSrqoolyq6lqLcIRtFUa5/SSBFuam6oSeTJfpIas1MjJTLG2BTlOuPum47Uo6iXH97tf75sIlyb9p4VV/aFRmf2lUe0h6LIuViRDlsHvLIxJ5sDFxn+aqNvpOdeJsIJPFtuGfLf+9PJtzvfWe9u+exnb0/hU4md0cG69abUJRT5SH55USEk58vfNUrejnmfKLc+n/3Efdfv/nF7E6/c+6vl5YwKvB/3fKlaef9zpo3uxccuyz7Pe53z48fcLi372e5WO71gmOWZudn77Dmzdn95Xf6vnLdX/7wH91f/uAf3K8+7+XZr/BvOfC7X33uy7KGZt9T/oZzL/mf/++0b5C/y/1xgu8Z9kL9/jhf3ke+X78LvgffinPkOv1e9tn4FvmdZqHP8zHKuDzDSd5D3wds9HPlm6Ts8G74O867/lX/xc2ePcvNm3NYYf2Qa/VJuI/UK/sdwsX3HigfzRL3waHridQ3/TwpV6lH+m+2Pupys4zyvkHuL9/lq0e6Ltq6iZ/f8oJXuX+7Yirvo+9+vvey9VneVzihnshh72kLzXLX7fAFxy139zy6w3109ZvdxFMH3BEL5k1xV+0JbLP6e9zyrK2VHbqu+spDOOi6It8g36nbPt5P1wVbT3x2TOomzsX1Uo+kjet2pt9Rty1fWcvfdd2X34XWDW3zbFvBuwhv+83C3vds2/a1PZB7+tpPFZvx/3zzi+57P34gs2diM2y55dWRNm2Gz87oNtiWzchrD1IXxWaAJ9qY9HVS3l21GbbdDYvNAHdffW3bZqCctV2ybUbbOfm3r39t22ZY/1G4SXvy+SdSh7V/9Sfn/5Y7cmy+m1XSoRT5btrOyXN9/pPu06z/pvsHX73Q/aXYO3llXx/m+1uR3dPtBvfHPX0+t76v1BvtJ/n6Ln0/+W79zn+9/Xb3hXv+Lru1/N7np9l39PkBco4tB+mDs3pqxhzaNoI9yvqKs9+QjS3mzS32P3129bgFC91n1r6rz4ex4wD9/cIU5SO2V34X4me8a/Nn3KMTe3vjGJ8v4XtP31jB5yvpeoNr8sZjUn7iM+i+WX+/vZ+0ZZ+frdud9ntsOdp7+poz7mXbyrKjFrtX/NyZWf3ztTttM8QHtPUHPuucww5zc+fM7j22zpjV2i7dFqSf1rYY3IrGrLpPt3ahbMzqsxl5Y1a0R9/5vrqs/Z7QMWtev2PfR7MIsRlV/E/fmDXE/xyf3O8++Z0bM99VDopyJZ1vyZ8pyj0DSAS4Y45e2MsXZ0W6zDirSDqJlPvCv/mQ+/K2qU74TStfVVoi23680338W38+7bwPv+SNbuUxU6Lcx//Pl922xx9wuLfvZ7lY7rXy6KXZ+ThwH9xffqfv22s4993qvnbfP7rXnjIlCODfcuB3rz3lpc73nvI3nPuW//WJad8gf//aM/fHCb5n2AtxjryD/rd8v34XfM/3Hv9Rdr58o34v+2x8i/xOs9Dn+RhNcZniJO+h7wPG+rnyTVJ2eLc3rfwl9+Vt/9v95xdf4mbPmuVmH3aoo/NVFLlW/w33+fDPv+mZcpp6H3lf4eJ7D5SPZon74ND1ROqbfp6Uq9Qj/TdbH3W9s4zyvkHuL9/lq0e6Ltq6qb9f10N9P9972fos7yucUE/ksO9oy8py1+3wtGOWue/9eKf70Eve6A4c/KmbN3fOFHfV7sH224/8wC09aol72Uln+KpC3+90XfWVh3DQdUW+Qb5Tt328n64Ltp5IfdPPkrqJc3G91CNp47qd6et02/KVtfxd1335XWjdwDfiXF9bwbvgfn91363TvlnK3Pds2/a1PZB7+tpPKpvhK4NB2wyfndFtsC2bkdcepC6KzUB9QHuUvk7K22eDumAzbJkPi80Ad2tn8Lu2bQbauLZLtr1oO6f9JNu/tm0zwCl75jP9vHCTd/T5J1KH8U0QTh54Ypd73cnnT/U3Japcke+m7Zw81+c/4bydP3nY/fY3r+v5YdL+dP/gqxe6v/zlU17a5w/7+jApR/03n6/k813xu9OOfo7X59b3lXqj/SRf36XvJzZDv5dus/J7n5+mz8uzq3KOLQfpg3Wd0f272D+wB6c3PHetW/qsxe6wEv/TZ1d932bHAfoceQ88V2yv/C7Gz/D1JZaDzxfKG19Z31VsVt75+LuuC/i31FX9/boeCm/tW+X5P9rvseVo7+nr962/Iz/LO/ranc9m2DHrwYM/zQIIZs8+NFZpesz6n06/yP3J3TcFjVl1n27tQtmYtchm+MaNvvN9dVnX1dAx60uffYZ72wsvym4XOmYNsRlt+p8HDvzUfXLr+r4+l6Kcr7WG/46inHPOJ8gJwtCccuHID4Xu22tCQoFthR+VnHK+/AKZsXrtlRmmpndfbWr5quSIeXL8qco55fQOYDbXS+rlq5lT/bUp5jEbPeidDX1Ly3xLUuR3VZav2l2o8L76fl1YinblL7zFPbFv0h191NROzbYO6+S3ZfYjb7kel69O5YQEB5tjperuq3XzQ1VZ8q6Xr9q8YmV1w7fEoimbkbfMqm2bUWX5qmzgoW1cmzZDnmvzgUqOHNiHspxyXbUZuq/W9bXt5atfv29Lbxc8X7sZdB7KppavyjKmx/Y86Y5ZeKSbVSLK+frcKjnlpE7b9CMxOeUkT5eUV53lq7Zt4Z743RnHLs92FMw79PvrJYs+P0Pfz7cUTffz8i0+Py1kKVqK5av45n0TT7nZs2ZH7b7qKw/fd9h+V66rmlPO7jysy2yUlq9+6aIrepv64Ru17bd56nz11pdTTue984kjerMS39JHPOcn+yYzYf/weVOTydZ39ZUHftdWHvQ6OeV8vlJeyqWyjR5sX/LpO76W7QibaswqmzhqGxRiM6r4nzrlUoz/yeWrZd55/N9nvCjni4bTGEN3X41Bn7fbD0W5qQG2NnapDJwVs/AcO2j3DXhSGbg6olyRs9wVUS4vWXaRox0rymF3uLXLXpzlZagrymFH2y+vuyJ7Pcm9p50Uu6Orbd/7Dky6N990VVZXcZ0Wx1GP8DNFuSlqvrLyOXbX3fk3buN9t/VdEyrYUpSbWo4sR1M2I6UoV8dmVBHlBm0zrK3x2QyKcvVshuzKnuePUZSbIkNRrr+GUJSb4lE2oUpR7rxM3E2x0YPepRTsKcpd38u31tTuq02KcrLJUKoxqxXkUUcoysUoLcN57owX5bAc9ZOf/pybmJjoK8Fzzl7VW8a6/qtfdxs2bsr+furJK9yHP/BONzY2Ff0iGz3EFD9Fuem0bKTcxh9uyRJypjJwFOWmIslwyE6NebP2VaJe6gywQ4UXPUNWd4BtZ+Ot2FAmyoUMsLsuym3fu8tBXMQh7Q/C5+Kxo6dF7OCcT2xZn0Wh4FwdCSHX22S50spDRTmfSB5aN8pEOSStve7OKRsu9T/PsR6FSDmKclMTPMNmMwYtyr3tb6/um+2XNoy2iTafZzN0hIDu3du2GRTlGCmnJ8mkb2KkHCPltAgmPgB+lzcek/5DfIbUu69SlFveNxaB2CnieJEoB98Gh9440Eak6j4oz8+Tc1JFyrUtyunIf/29qQJJQjQNRsqFUIo7Z8aLcnG4pp89DKKcL4xZGq7PwPmWAFgDJqKEJeIzcDCwMc6yHvRTlJsSTCSKK3b56vnLVrmbd27tDVApyk0tYaEot6PnEIEHdoe65o4NPeHWF8KubcawiXKwI5glpSg3FcVpZ/vFjsuSGBm0WCF/JkfKtWEzBi3K2SVIVpSTeiFih95NrszPaMNmxPgZkp4hb0KpTZshtknK3y7h8w1S9dJgLl+dqqkzbfnqioWL3WVnvrrPDdeTW9ImuXz1UCocuzSUolz/KK7ry1cpyk35sU2nXArRRijKhVCKO4eiXByvaWdTlOtHgsH92mWrpi0NvX/vLnfdXVORKr7DRsqJA09Rrp4ol7cso8ioM1Lu0PIePWCz9VYvex3G5at6gK0HqPhOinLLezZMiw1NLXlPnVOujpBfZDMoyl2amYEqS97tdV1cvkpR7pZeBEYTohwidlcsXDLNBeqCKCe+G17OTv75VhrkCfk2kton1uq638WcchC7kEqhaznlJM+UMEaqDJsbbKaJckhFkreqRje0UYuUszZDJtSkPY1qTjmKchTlaso2nb6colzN4kkpymmHLWXSzLIZbCDQocB1IuV8iVjxOxySaBdL5LDcRR8U5aZoFOU88DnLsVEvcOKkrLu2fLWsXgzbUrQuLF/1iYqyFG2YRLmyulG2fLWJAXbKmcoui3LaZnRNlCurF8NmM4YpUk4L+bAlZX5Gm5FyGKgfMe/wQj9jEJFyeTvTdUGU0/ZMhB1JRj/sotzqE1e692/+bOZj1bUZsIGyHLbtjR60v4d/U5SbWvWg7U9e5FuZKAebgQMCnxw6Urxry1cpyk2lqMDR9PLVc05cOW0DIZuftO3lqyn9T270UFMISng5RbmaMFOKctphG2VRThszwU9RjqJcWb0YhgG2zOJ1YaOHyzd/1h05d/60qLe6ohwiKm5+YGvf8lffsnVp2ylyypXVDYpy6TZ6sJFyXRblyurFMNgMeUfYDIpyU1ajqs2Q5au+HfpwXzuQkjxGwt1GGaVe8j5sopy877CLcoge0jtP6kloWy+wc/XYvAW5G0pRlOvf6GDQu6+mEuVsqgYRe/B/iH4U5abvXtzU5oQyGaCH50Upl5oW5SS9S14gCThQlJuik9fH1ZRaZszlFOVqFnWTotzD44+7ay+4PHvDvGUlehmATuCvk2aWzWDj/m1FyoU4y5edcWE2K5E3+6Vz1EmH7FuuJc6WTkDvmw22gwBfR+BzTsHYl2zTN+swqN1XiwbYXYuUk8iFvI5vGAbYXRLl7EyqcK0rymkHRIvqTW70UCa+DJMo57MZTUbKyZInae91omu7FilXVi+GwWZ0TZTTfkeozehapJxviRNFuUM9q28DHZ8Y7/5kAAAgAElEQVRvNIqiXJmfoetO3eWrdtWJtp8hOynaHRiHLVJubO78vggjba/zUoPYfIo6stG3Eoei3KGUClo4HOblq7Fj1qZFuTKbQVFuZ69zoShXT1SiKFePX9LdV22kHF7NJv61FT5PlMOM8SPje7Ik/7EGrsnlqyGiXEoDJwPgpnZfLUrArJ2OrohyEE6+8aOtWb2gKJc+P9SwinKfu+B9bvMDW7NNALTd8QnUbYtyyxcucatPWtk3cWAH2MMkyvnaXZOiXNHAzuYj8m30oG0GRbn0NqNropyv/fuEfG0z7t+zy3153RXTvKmQzWFue2ibu2rL+r5r60bKDZso94d3bHC79+2Z5u/JYLDIz9Bt8rE91XdfTSnKnbBgUS+augs55XSkXNkAW9cd1PETxhZldVNH2snyVdlIS/t6PrHNNxEyE0Q5cNNpMsRmyAYxvty1VpTTE8sU5Q6ZyS4sX9Xto+7qrjbGrEXpgXSUtNhUWxfzAgZSjlnt+FvbZW0zuHy1pnjT0cspytUsmCYj5eqIclhyZLdG9g2wfc7rKIlythNPHSnXtihXN+oFTpAdpNsmMKiNHsqc5WGIemlTlEMOFD0QtstIYiLldL6VrolyIUI+Rbn85at1RTltMyjKpRflkK9mxaIlmV3uwvLVUFEuxmZgcuyme7d4l7z7ckDNNFFORM9B7r6aUpTTUdPDLMrpd/eJchL5RVFu+TTbZZd+w64Iz7wlrziHolx/bunQJe+D2OghZcqlsjGrFrZRT6qs7poJotzGe7dkmyrmre7y+XDMKVdTCEp4OUW5mjBnuihnEyr7ZrLwOxyypFbnKBL8NtdLqvX5oybKpRxgNx0phwinHXt3ZUWsnVZxbuV3obNRFOUOJba1TGUmX3MehCgXMsDGchQcstlLns2AnRBHs8xmUJQbDVEu1GboCKyi/FBlS9GkvdgIQXFodX22Nsw6t9au+VwL347NWshvWpSzS8a6IOSntBmSU27YIuUoyh3KV+XzFaQt2f4NUVjaZvgmlOV3RZON2v/UdYeiXL/v5ov4K8opZyPl2hTl4Gfs2/9Ub+OGso0eZlJOuTzfH+X1k32Tbt7cOe7weXN6XVjZ5hlaTLWcQ1d3tSXKIar7hCMW9cYmYh8k4AHfMsyRclJWFOVqijsDupyiXE3wM12Us1EsFOUOzXI1sXx1mEQ5HflGUc71IhRhcoqcIp9J0qH1vgHKMIlydsBMUc65Li9fbTNSLtRmUJQrd1xmos2gKNeN5attRsppm1FVlNOJ3CnK5U/+DZMoh3LUOz5TlDu0BHsmi3LoOWGfECSiBTjfcvLQgIFPrX2Hu+7OTUnyoMMWrV22yruiKWT5KkW5ct+oy2dQlKtZOhTllmfbsku0QkpR7skDk+7qte/ISsgaI73LGmZLddSCHozUjZQrM3BtL18dhCinZ6KtYyP5PrTopvP3ScdHUY6inAiHoy7KVbEZXRHl3rTxKnfyoiW9ZYY2gXLTy1cpyk1FlcsR4oTnuTAU5fqXOMkATHwV7PD35puu6oviHtTuq6MYKWftoK9e68T0vskmuyGFL1IuhShn74F3QT1hpNzwRsqNgigH31vGQNbO18kp15Qop3OLxm5O2FakXBOiHOyE/d66Y1ZfmqEQf6DM/+Ty1ZqiT8OXU5SrCZii3HL37rMvzvLX6c0DrDAGzLHLV3GNLOepa+B8Gz3ocOW8TqrMwHVZlLt882fdkXPn5w6wQ5ev6kS7saKcLncpSy5fjY+U03V1FCLl1i5dVWozBrV8VZIX+3Jy+gR/24VUsRldEeVsHqCqolzTNqOJSDnkdsOu3zhGYfnqTLQZMZFyKZe8h9qMvPxQFOWqL1+FuPr/t/f+wXYV151vS0ggXXiRAAOCZIzAOCHGJgpOQEn8A2smBX5juZj4vTGJnVeE5AE1Dk7AThUmmSpeJbGpiQcS4+QZZkKpEpzgyTijQslDTCaCTJxYkDFW8C/8AyORPCOMZaSHdHVl4cyrPpc+t0/f7t2re/feZ+99Pucf0D2999n722uv7vXZq1drW9d1lHIz5boK5Y4cXxiBYzNXszPV9P/rMdLdrMcFy9qfHTl6TK1csVKtXbO6MuKJgfzUTDkNaeZfWhj/pr18VfvbD2y+etn1lKopp23hsrMvVB/5zPbRUsU+Zsq55QZssboI5eyYrctQTtc4lfgMaaYcUI7dV2uipPHhQLmaSgLlFgu8utCrCsrpwVhPoOyPr6ZcDMo9+o0nx9ApJ1Ou7lsHPSHyfXxFM0vtvpqSKRcLsNuAcjZYiUE5k7kQsotp1JQLTRz1NYbqQ5lJ8ne/+0/q/zuyoE79nrnRLdn2Zu9aJXFBvpoefa0PZZ7VmM+QQjnzNtmtbZOb9eLW4rAD6bpQLuQzhgLl7Owjs+teKsiX+AyzY6c9bpjnKFQfyrd5gF1Tzj6uDpSr4zNCgFf/PXXJ+yz6jGlBOanPSIVyofbaHsw8w577dGX3VT0GtpUppzVyYZFvKVpVTbmuQjkzz/BBORfGGd9RGsptfdVl6tqL3zoxh7FtrqqmnL3zqv2yw547uT6vJJTTGoV2BTXX44JO+5rtOnN2Vqd9/+b8uobdPVfcNPo9/THnCW1aY4+LdqxjP9s5UM63o63R2H4GQnOROjXl+gLlfCU56ixf7QuUS4lZJXHJoRePqn/32fvVFw8A5SR6SdoA5SQqVbQByqVDOXs9vy+Q0oOYnljEoJx2ombwawrK6TeVew/uH72R1B9fxl1oUlGqpty1r7tSbb1g88SkSDJJqwvl2gqw7UmTu1zFDpSnAeVCy/UMZDvj5PXqzLn1y4IC/X0VlKsKtnzuRhpgu5NFd7JnbNiutWJPlkObQ7i2r58DvbzcbOThy1Aw9+FOSktDObdYv5mUTgvK5fiM0lCuKZ8RW75qZx81CeXsQKrURg+loFwdn+E++/Zzr+vWnLdug3jGMos+4/BLC+r23fePMqb0p8o2SmbK1YVy35w/qLTfMP0byjKxOx8ot21cw2nIUE7f28b1G9TJq9d45xmuQygN5Vx/5gI1oNyiHdobl5m4RP+3KSj39MubqBmfUbWjLVBucTyw57cSn9HHTLmc+afxGVUQ2DfxAMqJp2PihkA5sVT+hkC5MlBOpxPrybQZxLoC5UITnqqshdKZcvZvpWbKPTf/wniXS3cpWixTrq0Au69QzrYN37KOoUM5e+LpFqe1tZk1KJfjM0pDuTo+w+7XrvoM87xp+FiVdW3DmbYy5aqgXMxnVEG5IYB827aaAPn6/LpMRt+gnNvvQLnF2oqSmnJ9ypTz+WV9nyV9Rleh3NyqNerjW28Z92vonktlyumYQi9fbStTrm0o5/oMoNzlSoPKm3d9bEKa0IvqoUK5nPknUK4mCCp4OFCupphAuTJQzl4+0KVMuRwH1yUo56bi22nbQLmlib/vbXDdyfIsQTk3c7MPUM5M2s0bVDezK7emXI7P6BKUszMguw7l7HHD6O4uX9WZBPqFD1Busmi7gR5tZtf2DcqZWm/GN/iWrel7qpspB5TLrykHlJu0nq5AuXufeFDteOrR8cW5m301DeWMvwfKLdnH0Jev+kA+UO6RUcZ4VSIJUK4mCCp4eOtQ7vlvHVC3ffDfj27htlvfp854xekFb6f9UwHlFqGcKSptHvyqmnK+5aupUM4sJ/Ut4fDVffItO5XUlMsJsIFyk4OA+wYvtNGDycyzNXcD7DPXrld3Pb69MsDWx5uaU3bAZPd3bIJorrHOG+y+Qjm9JPe9l1y1zJnaz5DJZHXrpviWzHUlU87ckG9iap7ZlABbWuNLsuS9S1CuDyDfzhg2OzyHoNzrTt84yp6qgnL6WNt269SUq+Mz3IfOd03SWU4Xl6/aUK6J7Fp9/pKZcq7PAMpdMy7lYWtjb+ziZkD6MjyNbZbYfXUaUM7Uc/MFs77aVO4KB9fflPQZXYFy7qYRsTmXsadSmXLTgnJu3/rGHVN/Trf1lQzxxRAxv0+m3OISVV8JHPO8+pav+l4om+cxdfmqfqFpdssNxZfSmDXmM0rOP4Fysaerve9bh3L61j716cfUR+9eejOm/3b6aet7CemAcotQznUgLhjTNTH0LlK+SZjuf6Dc4kNvwwHjBuosRetDgC1dvqoHyqoA+y3nbhrDpC4E2H2Fcr4d3bQtAuWWNDA+K1Q41x7CgXK3Tfg2E8DbQZqrUQzkA+Xik8SuQzlfMKSD1efnDy0DqNI6lEC5w+q0daeoFSuq7cMNXF1/5mYJV/kw86y62YTG/oByS5tezNLyVaDcYowbexkElFvSyLc6wXgye7mp/ptdL9SG2tOEcvq6TE1joFx8jkKL5QpMBcq5l2Gy5w58++D4q75AOqCcDMrZO+qRKRd2RUOCcmaH0ViAXQrK2QNzDMq5gzjLV5fASSkoZ+ALmXLx5QNkyqVl15aCcikgvw2f4Y4MQ86U80G5uj6jaShn+7Kc7FppXcBp1JTz7TLtLsv1ZWf0Bcpd99CdY+DrZtfaL4XteoS2Jr7seTLlFjOTfAXiS0C5UEa+fW7jM9zs5i5nytl6AeWAcr7VXWTKzSay6wSUm8gq+OQDavuOnb3JnCsF5Tau2zBOezUZUzZ1D03S7GUA7lKyqrcO5jtfQeSqAsxuYBKqOeRzMmbwBspNB8q5/dp0TTkzSQLKzY06vEsBtrsroekr7Wf6DOVs/+RbxqP7geWre8dL/MyyDuOR3JcCQ6gpV5Vd2zWQ32UoV+Uz7LlKKEtUsuR9GlCuTZ8BlFu0jmksX61aijYNKKd3SdSrR/SH5atLXsPupzagnN75+PqHfnvUB9ou3dUl+srM7qomdvEtY7dBWyhLyi3d4ov1zN/sHV0leILlq5PLV3VMvffQ/olnq+nlq2TKLdVXldgsbTqYKXfHXfeoxz6zZ3xlF5x/nrr1/e9Rc3OLgWzXP6WgnPumyX17ApRbDCT1x/e2OjSxdmvcmewtF5KUXJ/f1ZpyQLklG2oj66XLy1eBcn4/ov2CtGh7SZ/R9Uw5AzObBvnS7NpSmXJAuduCQYsPrtl/s0E+UG4x09j3IjT0cqBqbkumXPndV42m973tljEMM31gQzm9o/ORlxZGy+OazJQzPlX/19RXjMU7vl3e3WPaqClnb5LUVKbcHVtuUPc+sXN0e6GEA/1d3Uw50w9AuUVLevHIgjpx9Sp10omrxqZlwKVra/bz0XTMmrp81dhFbKOHkjXl7HGQ5asxb8b3PgVaz5Rzl6r2DcK5InYdyu3a91l1zxU3Lev71Ew5U+ul75ly9iAyaxs9zDqUsycWQLlHJnwCmXLbxhN/oNzesW24z0nTUE6aXdsWlGvbZ7gDdV+ya4FyQLmu15SrKpPh1jT+3IG9rUI56QuerkC5UEmKKpCfutGDHgsM6OkClDOlDnTMN2uZcjZA9r2Y0X9zodyHdt+vHnv2yQmwrdvlru7yQTlfNpydjajtBigXL5/CRg/dAYRTh3KXvn6TuvnG67qjSOKVdB3KaUdmCk/6Bkzp8lXfWwf7DVlso4eUmnL6Tebtu+8fXW6popm+N9h2wKPfyp23bkO09yVF29vIlDPXWzVJc5eidRXKfeTx7erhfXtGg7evSKvJ6opt9BDLerEnFkC57kA5F4LpfjKTfuNjtP9ws/t0H+q/mcm+O1lm+erGkT8zPqKOzzDPzqxBubZ9BlBu4wiOx+pQhnyG1i9191WWry5aXZdryvk2h7EhmzsPsud2pn+BcivV2jWrK+e4bh043dhdWqvH2VmEckYHoNyiCcVKLoXKJ5ln0wA1e76XutFDKC7V5yRTbrGfJDErUC4a+rfWoHUo596ZuxNr3zLngHLlN3qw35C1BeWktV4kDq4NKOcWtfXVJOkLlLMHYqCc3/f7dlK0i9QbeBB6K+gD8vbfppkpB5RTqo3lq3V8BlBuMjh1A7MQvKuayUmyXkpnyjXlM/R9Vr3800F8yZpyQLmlndptn3/gYP7uq12Gcu4LGG1vfYBy7tI496WGr75pXZ/RxvJVoNzlytRj9c33Y0sX+7bRgz2+GfuMlVyKQTnbzt0yQ1U7NtuJJEC5xRevVR9JzAqUi6nY3vdTh3IhSDdru6/GHFxuTbk+ZsqVhHKmRlEsUw4ot/QkmomiyVwzA59uYcMbU4jWLUjrah3b6CEG5fQS7OfnD43e2NYp2h4KnJsKsJuuKed7gw2UW5osN50pV9JnAOUWl1h0bflq2z7DnQ+VhnJN+QygHMtXm1y+CpRb9AwSkA+UW6wdLN191X6hWbXRQ4lMOR/A68Puq21CuR1f3a0+vvWWZRTEt3wVKAeUaw+XtfNLnYBybracvvW+ZMzNcqbcTbs+pk5ZvWb0hrzk8tWSUK6qPlROwCN56zCETDmTmm6AmplwTwPKmYkSUG5xoxPzaSrAbnv31b5mygHlpgfy26opB5Rb7GPfsrZpbvRAply3MuVMzWFtK26ZjKqsFx1Umx0tjTdxa4+Zc9qlCvTfyJRb3G3S/QDlpg/l7HHDtzEdmXKTc1k7Uy6USDItKPf1g/vVrZuvHm80aJ43vdmJKbNUMmatyq5tqg46mXLtADfJr0wFyrk7rvYJwrmizjKUq9pe2p4YuPWh3EmY1tQutFvSwZkJ4Y6v7Vb3fm7nRN2UWYVyZsJQVR/KrtMVy5R7bv4FddbcqePlS6Uz5YByS2/IgXKTUHKaNeWAcvlQrq7PqAvl3rXjdjX/0sJEvaTQeGAyh9uoQ+nOL3LGKHMO35L3pkC+/s0+LV/VEElvgNV2HUqpz+jb7qu+ccnYH1Bu47KX1kYvlq8uB4u27Xdpo4eUTDmgnH8naq2Lb1zqMpTT19xmzAqUk6Cr4bZpHcqZ3Ve1pLfd+j51xitO77W6daDc3Ko1o8BAf/q4fLVPUM43QcwJeNrKlLNtw4Zn7n3kbPRQGsqZB9gEZUC5xYlmE8tXbbtoKsDuWqacroN15tz6zm30IA2wJT6jxPLVafsM/ft62Ykku7auz6gL5Uzg17XNYZqAcm34jPPWnaWuvfity+Zytu23UVNu7sQ16uZdHxvBVv3p2uYwUp/RBpSz7UJrVaemXAkoZwq/kykXDonaWr5q28a1r7tSbb1g8/ii2OghvvvqUKFcSsyaW1Oua5lybUM5d0MuX/ynr0m6Y7Nk/lkiU87YhnSM6zX4afDiW4dyDd7LVE5dB8rZGUhNQLld+/aovYeerZws19l9FSjnX89fYvmqbRtNQDl9jddefKV3x1m7BlwbAXasphyZcv5t5HOhnMkatR2mGUjvfeJBtXHd2WrLuZumHmCbHZvbCLDNDsB2cOqbVIbq1FUNPpJJUQkoN0s+AygXn+4YjWy7wGeU27G5SZ/RBpSz7aIJKPf0of3q3id2ejMobds0WSi+HVbtLFWWr7ZXUy40lvhe6Ppq8up27pJ3d8nmW165yTvPSM2U0y/tHt63ZwyV3VI67rNkb4Bm1zDVvlFaU84Glb75/lChXErMmgPlqmLWaS1fbRvKuRtyhaDcfW+7RZ28ek10IiCZf5aAcsY2gHLRLqlsAJSrp98oKyDVCH2T5bpQ7rx1G5SeBEkJunkIhwzlfFkQdl91OVPOHvxs5xvKlNP1DS47+8IJaw7tvhoz+b5BuZysF9sO+rTRg5mA6j7MDbB9ywckPqztrJc2oZztD82uan2GcnV9hnnr6dvV2ec/2vYZMSini0XrLHQdPJ2/bsNE4W99/V31Ga62OWOUOYc5Fp+xpKq7YUCd5atN+owhQLmqecYsQDl7Tu+CIqNNk8tXTV1g/VtHjh5TK1esVGvXrK6c/tnBuakj7Nsxtu7uq1UXkQrlzDMdghlNQLlYnbgYlHOP1+3t5f8h0Felm7uhWmicjsWILx5ZUCeuXqVOOnHVxCncF/SxmDUHykl8Rtu7r7YJ5XwxawjKSebsNhyvyqwDysWi4va+bx3KmeWrB759sPIuZ2H31ZS3DrHdV20xJWmtQLnJ2gYlHVzpTDkfSKx6m2JsASi3WEzWBXC+v/kAlw98hZyWb1lJE8tXzQR01qGcrgm15dwfHi1Ps+sf2v0YymrzBUJNBtiSN5WlM+Xq+gzfrmbSgKCN7NoYlDMZD3os1B97N75Zg3L4jEXL1aB566s3T81nmDp2kul9F6Dco994Ut255YbR5Vb5MONPzX1JQH5pKPfN+YPq+od+e9kmE/Y4aWvqXrNd01j//+cO7J3YDdqGLPYLUF8wa9+bAS3TgHI2NAHK7R3PA0tkygHl4iWXgHKLG464ELTqhSBQTjI6DrvN1KDc/NFj6ld+6Xr1mgu/v9cKdyVTLhXK+VKB3UmV/ZbeF6SlLl/VxbXPX7+htaKZQ8mUqxtgp0yWzeQzZaMHc/42a8rdfcUvj+qMdTnABsptVPpte+itujtpsyGavTmML5tX26fOpGsbyuVkLgHlbpt4TnXf1fUZOVDO1Grpss9wJ0M59mbOYY/xprZa17NrLz37QvXYs08OymfkZCF0AcrZtZ26DuXMvMXd+bUJKGePZ9OCcm6dN9tv+K4JKAeUs8FyVeIGmXJLq1BMjNv0Rg++l/o+kJ8zH5DMP3PGKG1Ph148qv7dZ+9XXzywb/RyXM/3pQkuvQY/DV5861DO3Mv9n3xAbd+xU11w/nnq1ve/R83NzTV4m82dukkod8bJ69V7L7lqIqBxDd63FE2SKdf0+vxHn31yvF20uZ62HJwv68Vd9qlFbcrBdS1TrutZLzac8b11N1kvN15ylTprbv3o7ZP9HHR1KdqsQ7mtr7pM7Xjq0UEF2E35DDLlHpnITHGX4hi/YF4W5EC5PviMWYdyJqtvSCA/J+DpM5SrAkYuMNbPc4macrMG5VKXogHlgHIloJyddZ27fNVktZZIJPHFNvZcQUMi+0VUVSKJPbczx7QVswLlmmM0fTvz1KCcFmp+fl598MO/q7729afVVVuvVFe/4+1906/RmnL2Loill6+6UE7X4NFZbK4TK+HggHJKHZ4/pladsFKtOam6pocN9ExNj7qZckOBcvZStD4E2G1DueseunO0pNPURLMnILZjbaum3BADbKCcf4juWk053/LVPviMtqFcmz7jgad2q/njC6M5hv6YeYEbDOmsPqDctmjWge9l1IGDh9Vp605RK1ZUT6XdJebu0loNElMz5UwdypSXwnWh3OHjC+MltnZ9QF+AXfXyL2X5ahcy5YByiy9xTCak/v+6NeX0S9+Hn9kz9k/63Car246L3N1nczZ66GtNuRJQzoaDxkul+AxpTTlTSxUot/ispPoMCYwhU06iUlqbqUI5c6lffPIr6rd+5+7RP/u2pLVUppxetvGBzVePe09v2qB3VnGX6DWVKacnMfozBChX9dahzY0e7MGgFJQ7cnxB7T24f7R0z8728zlcF/BJar2YAbOLy1eBcttGb/1CS9F8PkP3p11A2LYZe6iQpJynbvQAlFtUWLJ84ONfeFj956/81bg+XsowHgP5Q/QZZMrFLUSyfLVNn6HrdBlYCpSr7r+2M+XcrBedzaL9ht5ALObD3Be3KQF2XShnj29AucnxpqmacvoZ3rh+w3jnx5zdV6usf1obPWi71WO1eWkAlFu+0UMVlDMbDbo+wze39NV0NDFNyDZSV3eZa82Bcm0nklTFrL5Nu7RGkjl7zHcbrXOyufWxQLn4PCy1RSeg3Kc+/Zj66N2LBRF/8fpr1Bt+7NLU+5ha+1JQLgZMms6Ui0E5vSTh3s/tzEoFrnJweoeoX3jdlaP+M0UxtbNxs3zsN5/S2kDTrinXBJRzDd1Xd8C06TuU0zZ32TkXqrs+s31cm8zYSR+yXtrOlHNto8lMuWlmveisjrPmTh1UTTkD5fTbXVOyQDqoxaDcEH1GCMqZYv59yJTT0OPdf3b7sl2U7f7Kycw0x0ugXJs+Y5pQTj9XW1+1WemyGm3XocwJeKYN5Vy7kNSUMxn5fYNy+no1ZNLPooHFVRs9xDLlzPK8JndfTc16Kbl81bWNoUI5M8/Q90umnBqtCquCciGfMTQop+cY+nPr5qvFMatvYxBffDqtmDVnjALKSWfoae2mCuXsnVgvff0mdfON16VdfQdaDwHKve70jeq5+YPj1G3bMdg7FWpoVvqtg8kQdIOPKignBTLTcnC+ZSWlMuXaDrC1s9aTzIf37Rn9tNHeBgHmmkpu9KAHvt940zWjN/Xmt8iUq86UazPA1r+lfcZdj28fBzL6TWcbS9E0rN1y7ia146ndEwG2thN7yX8Tu6/mQJKUTLnYyxnfkNc1KNeGz7BrhJoxyvgMnWHeB5Cv+zIU0Lpgzfa90mlP16DctH3G1gs2j7NWDTBpw2fkBDyzBOVufP1Vatcze8ZZlDbMMs+2gQH2d+4cMSdTTvuMj2+9ZfRI2XPdOlDOnAsot7TEVGviZmOG/Jht+7v27VHfPHpwvDrAwA17bDe2UXf5qpspp1/+22OJGZtZvrq4bDjWn6HdV+1nzdhACsjX/aBjVvsljy9mbSpTTses7339VaMVS9JEEqCcdNZCu6lBuTvuukc99pk9bPTwcn2VWDAmyZTLqenhQrbQ8lVTc8NtbzajcDO27OC1KlPOnG9IUO4jj28fQawhZMppF+mDGyWhnC/AdiffZhdPfT1s9LBUS8XUjwvBGv33JpavmqUGdiDTFpRzJ+ZtBthAOf+kyd2YAZ9xuWh2OUtQblZ9BlBu+aNg/KhvnA9BuV37Pqtee8Z5E5uf2eObBMqZOnnuxjE2KNDLxcwLH/sFsDvW2XMjF1C4/jC0osF3zirHUbUywhzX9O6r7vU1mSmnf8sXS7QB5dwX0EC57mTK2XWTQzFrU1AuJ2YFyommQzRSSrUO5Ux23PzRY72rH+ezmJxMOTMBMLsTmroaVWvqJVDOLB+w16CHrNy3ht2X4RXLlDOZKaWgnHlz2edMOd/ur7EflVMAACAASURBVLmZcjFY2/TyVaDc5eONEySTZbu/mly+KvUZQLlFgCkNruz+873p7QOUw2eoXmTXmnlAVX/l2JvxU26mHD5jI5lyLxuHvdGDXqZ39YVvGWUfhz5NLl81L40+tPt+9dizT05k4NiZctqe3c3PmoByeqzw+f5ZhHJ62bcGIKa2dSgG8vkwG5zp42KZVebcbqwzy1AupZyFC4JDfaX/XpWZ9uKRBXXi6lXqpBPDNeW0z/ilS/7VuLa177eazJQDylFTbqgEb2pQ7sC3D1Zqevpp69Vtt75PnfGK0zutfR0o5yP5oZtNgXKSApBdhXJ21os94QoFJz6Q6Ls3OxvLDVrcoL3K4MxAc/cVvxycqOiUe72sr0SmXKwvgXJLAbhvuXIIyLiQxp1U2sFAVTaaLwA27V0oZ28FH+tX1wbdADsGXvTxTdaUm9WslxxIIlm++l+//rj6v//+gcr6YrGxwbyUidkWPqMbPkMC5fAZk0t83UDPDvxNoGkyd7S+ZlOcaWbXNpUp58vIz9l9VQJL2oByPp307sDPzx8a+UWg3FLWWBVU8WUh5taUkywrHHqm3L1PPKh2PPXoeGxuc/mqZJ5n5gUSKGeep7pQLsVnNFFTDihXFsqZmFXSr/Y8lI0eyuOp1qFc+VuY7hmBchtHb9JKZcr1BcpVBb4+KJibKUeAPd2slxsvuaoygyAFypkgPAUC+86vA03JZG0IUO6mXR8bbfbRlQC7KSi3Z/9T6v/69B+K+tUd8dyacviMfvgMCZTDZwDlQjNcX0b+0KCc/dLVhXIaSj5/5OC4PEOp5atNZMqZ59iFIU0sXzW/VWL31a5BObPJW5vLV93nzIVyvgxP22/7li66f7MTEMwLVXdZZizSlUA5uz5zaGWWJFNOr/K69uK3Vl7SrGXKaXj79KHnxv7Il+EZ6ts2EklSQX7M3vT3QDmJSmltgHJpei1rPW0oZ3Zw0xcmzZTQbbuaKWecfZvLV1PeDlQNNFWAZshQztQSy93oQVpTTi/LNsVVpZt9uADMl3Hqe9Or/6ZT9D+w+adHm01IPu553Ew5Auz0ANsUYq+CcgactlG03ZeFELMNSabcrEG5NnzG4eML6jfeeE2vfIbPlkzgHoOt7rFk14Yz5dr0Geb5lwSypg8lGz2UgHLm99y6o64tNZUpZy/P82XKVUE53d7UiHMBt51hal5g2e1DNeU2rtug7txyw2j56qPfeHL0/+ZTZ/lqFZTTv6kLx0vmGZKackOGcsYHpkK5rx/cP97Qw9iUPTc0oE2fV8Mw+zt3dYwL5UKZsD578UEx38tT/Td9zT9/8eKmVpJPm1BO8lJ4VqCc8WGuP2oSyuXErEA5yVM0/TZAuZp9MG0oZwf6Q4ByxtnrdFr9MQNSk8tXU4IdoNxto36xs3PaCLD1REn3k55s653a7CWlVUuY60A5ycTDdh9AufK7r0qgnJlsaJ9x1tz6cZ0Te+IurSl3y+ar1WVnL2bm+Z513zL42BBizlNV6xMot7hTn+knN8Bwg2i7H96143Y1/9LCRM0iO9Dpk88Ayl0+sgM7gLD9qmT5qiS7tqTPiNWhlMwZ3H6fFSjn0863+YNv+WoVlLPnxSlQzvy29i96d3EbiDQF5STZaMY+gHKL8097bNe7sd/7uZ3jscPVyIVeuVDOBoJbXrlpXL4mBcqZJeeSTDl9nzFY7s4/Y7CmVKacZG48K1DO3vjB9hlNQrmcmBUoF5upd+N7oFzNfhg6lLPf8OldL93dV1M2ejCgTQfOZitpdyebkLMHyvkNdVr1oQyY0/+tC+XsoNn3BjsWoADl/LYxjeWr+krcDJ06AbYBbZ87sDdYHyo02ciBcva59PE7vrp7/IbdvrecSVHVMbMA5ZryGfYLAhPEhGzfPCld9RmzCOX67jNcsOT6DKDccqv2rdQIwQ3zYsZdvpoK5WzQFsqUq4IaQDn/PKPNmnL2GGpnb+p4wnyXA+X0uTRou+sz24OZcqHxOwXK+TJOQ5lyQLlJe5Ou7jIxa4ndV4cUswLlasKelg4HytUUGignrynnvu3T/wbKTRpgX+pDlQyw3bd9+t++t+WhSVFXA+xZXL5aOsA2tmEDNrdoe5NQzl4eBZQLD5ZuZlsIiJoApC7It68EKFf9wiZ1QylfMGi/FDO/JgHTviDUBzdKgvy2fYZdd9QFRfpagHLdgHKxeUZs+R9QbrhQzn1Zo//tLpUFyt02itekNY2nlSlXEsoNKWZtGspdevaFo92zJfOCmthl0IcD5Wp279CgnG9Cbmoo1M2UG5KDm8WNHtx7biLAJlNOFmDbyyxDLqytTDk3u7XPAbabKQeUu3xiqXjI1kJQrg2fAZST+QzJkiN8xuIyajsoN0Ge/q/rH9yltiEot2vfZ9U9V9wknm3GssNt2Gf3q3SjB70L41lzp46vJ7ZMzgdXzcH2mK3LTEiWYz59aL+6edfHJlZe+LTTv1EqUw4ot1KtXbO60gbtrC9pX7aVKefaVclMOaDckllINnqQjCUSKGdKLpkNPKqMM5QpF4pZS2TKDSlmbRrKGb2BcuJh3tsQKFdPPzU0KHfGyevVey+5akKVHCinlyRqp/zwvj3LJmn2W3cy5SYNsMuZcqUCbG0XOkjRQYEbDIQCbFNTzve4NpEpp+tUbX31ZhGQsIMTe7LSZKacJPCZdoBtar1Il69qv/CX/7DH6zPIlAsPVPiMbaMlR252rW+y7gZf9vMaK5Hg1iV0A5MSPsPXy6U2eugDyNfXePvu+8U15frgM0KwqWrq2TSUM2ODuYY6UM71P5KxyYBOd+mv+xKkDpQzY4YPILB81W99TUG5uVVr1PnrN4hqpLm2HyrRkgvl9JLEh5/ZMxozfHPa0EYPZMqVz5QrUQe9FJQzZXTcFy36/EOIWSVQTgJbbc9h774KlKsJk14+HChXU8ehQTlTI859q6gf6JRMOduRuc5gCA6OTLnFN9j6I1mK5u48FwJGXYFy5u28vaFEzFW0udGDJPCZNpQzPkMK5ap8Rh0o59YJ8i1D2vG13aNi0WTKLQEuHZxIJ2lNZ8qZ4Nw3Ae9KplwJn9EklMNnbBwvJS2x5F3qM4By/pHTHS9LZ8r5wJ/9Ak3/vz02sHx1aam1gSUSnyHJlNPnq3pJYltI01BO/1Yoi8v8tm7D8tVVEw+u6eeSy1ebhnK6vqf9ct2eE4dgr0lC0XGN+QwhZgXKxSK4bnwPlKvZD32Hcvbb81BQ4XNS9htMDS58Di7k9Ibg4IByS1DOfcvuTnh8kzag3OIuYtJP1ZLQ0DkkUC5lUhSqDxVavuqbBNi24JsYm/t0dyptGsr5fJUvSDTtUlL0JTWlhrrRQyi7VuIz3nLupoms7VSfURUENpFdOytQrqs+I7S8TdtBE3UopT5jSFDO5/faypRzX5C5uvrmGSFgRKacf9bQVKZck1DOtcnYRg9Aueol5tNYviqZT+UsX3V9hvZV5607S1178Vu9MasB+UNMJAHKSaOt6bYDytXUv+9Qzn5QS0O5I8cX1Lv/7Paiy1ddAFAVXPmWJtnOv6kA2zd4HJ4/pladsFKtOam6poe5H2nRzBD4NNDULOtqMutFEmD7+s0XNOdmyrnnqrsUrUSA3Yflq10NsN1JWh0o505GqgrN9zlTDp+xcbw8KgTwzHDv+74LPsM3HSm1fFWS9dJnkF8SypX0GUA5/yQ7NVOuC1DOncfYEMueB/my7nwvt0MvvENhSdV8zz7G/f0jR4+plSumV1NuFqCcO2fxzTN8LzZ9Pjc2foXGiardg+2YoGosGDqUM6vB2sqUk8Ssvhqbvvi0TswKlKsJe1o6HChXU2ignH/3VSNr6VRge6cze5DxAbg+Qznp+nygnD9jrwsBdl+g3OHjC+rOLTdEPWGbmXJAuWh3jBvYLyb00pLYW+dZ8RmxTLkugnyg3DWjcgguYDBjeVV27axCOV27c+sFm0eSSTd6yK0pN+uZckC55R5q2stXu5IpB5SbtI2UjR5icxZ95lKZcl2EciZDr8mYFSgnn1NPsyVQrqb6QLl2oZzrWOpkypnCnil1wyRL0UpkygHlJrNeYhs9lA6wdTHgs+bWLwsQq9xFH2vKpbzBBsop1ZTPKLF8FZ8x3Uy5Ej6jL1Du6wf3q49vvSU6e2rTZ3QVyun5wHPzB9WWczdF9TIN3LpavgN92gLlJneLLr18tTSU03245ZWb1Jlz60W2QabcErAPzcWntXy1JJTTY4n+pPiMWE1EO4mBTDl/ySUDx0ouX5VkykmhXJ35J1BO5GKn3ggoV7MLgHL9hXI5XQ+UW1LtQ7vvV/PHF5btqDWNmnKloVyObQDlFlWrChy0RqaOZVXWS1cz5XLsQuIzZgXKtekzXJ9g910Ty1dzbCMEDexzdXH5apW29rWXgnISn9FVKJdjF0C5JdVCpSSmUVOuNJRLtY22oJzemGvHU48uKz0Temng2xDILjmR8vIvdaOHIWbKpdqFbq93/47tcGu0Bcr1E8rl2IVvDHbP40skkfwWu69KVEprA5RL02tZ6zahXGgibBetrcoosi/eN7iXrimnf6/08lVJppypZRdLBc7pekmAPSuZcqFaOUC5y0em1Zflq20H2G7RdUmdx67UlGvKZ8wKlGvTZwDl9o53TNfLmkvWlOuiz5BAOZ2Bctfj24NahAKYOnUoc3wGUA4o57ObtqCcybqW+IwhLV+994kHRzBSf1J3Xy2ZKZfrM2J+GSi3bbT6JbQ5YRMxa8lMuRy7AMrlqDa9Y4ByNbUHyrXr4CRQzjhWoNw21eRGD20G2G0vX81xC2TKLaoWy5QDyi23LqDcI8quh+cL9ErvvuoGMHXrUJbwGb5zkCl327LdU30gXwLlYlADKOe34qqXkbO0+6o0U86XtZS6qQNQbnGH+tAz28TyVfvlH1Bu1YQJmjFZj9O+zEjXXqkpt/RSzC6R5Cu51EbMyvLVnBla+8cA5WpqDpQDyrkmRKZc+QD7ufkX1D1X3OR9Wru6FI1MOX/RdqAcUK6NHZursga66jOAcvk+47633aJOXr1mLKEvuxYotygPGz0sAh97t8pYTS7fiwJjY+6ulz7/ApRTy0qd+PzdNJevAuWUYvfVpZdAxj7tF3YGSMaWfIa+B8rVhC4DPxwoV7ODgXJAOaDcNRMSNLF8tY8BNlAuP8Cmppx8YOrT7qttZtf20WcA5Zr1GUC52YJyOmNt66s3j5ar2R+75It5QQCUU8rM3fSOvvd+bqdoyfuQlq8C5foH5c44eb167yVXebP63OfeLtEUGgtKl1wa+vLVP/+H3epPvvxXo+xJe7WDfAZLS1sBoJylxh133aPOOWeDuvodb5+EDJ98QG3fsXP0twvOP0/d+v73qLm5udG/gXJAOaAcUM74AnsABso1G2DHamV0ZSmapA7l0JavPvrsk+r23feP6/IYHwmUmxwt2OhhUY+2lrwD5WYLylXVSdZKkCk36Y/sMfPXPrUNKKeWQKX7otAe03wwwleH0jcnCZVlSEUVkvMMoabcjZdcNd6Vtur59i2xnQaUs69X9+nQMuWAcqlPanV7oJx2uhZ0u2rrlRNQ7lOffkz98Z9sV7fd+j51xitOVxrc6c/NN14HlPvr9otmUlNu8oGuCjLcWi+SOhAGLtmT1RBUIMCuDrCBckA5bSF9gnKm0LV+/nUdx1yfYfySL+NRf8fy1UXfAZQDyvmm6Gz0sKRKnd1XgXKLL0yPHD2mVq5YqdauWV0ZEfYJyoXGGHdO7INVVXNaDdj0h5py3awpZ8eAfYByXYlZm6opB5QDypVVwDqbL1PO/ZsL6ciUI1PONciu1JT7yOPb1cP79ozeBhNgL2UIuJtGSAJjidNho4d2A2wy5SZtWrp8oArk2zWS8Bnt+wyfn2GjB9lGD5Il72TKLdm0bWsuJHftsK8bPQDlpg/lNq7boE55udZjzM603UlrygHlJp/SWcmUA8pJopGlNsZ3333FL6sz59Z7D47Vxwv94qEXjyqgXFp/xFqTKVcB5ebn59UHP/y76rUX/cA4e+6LT35FffTubeoXr79GvebC729t+aoGLM8fOegtlGrXx6japdI2Bt/ktGoC46Ps00gF7spbh1Aqu9a4K1COAHvbxBtP/Q+TCWT3H1BOVoDZB8F82rW1FE0K5e7YcoM6b92GsfvzLSvxXXMoEzQ2qKYEtKZtV5av4jOm6zOAcs1m10qhnOszbtr1MbX30P6J5XxN+gwy5ZaeBDLllrSI2a9p6dbHm2amnH4pbD5AucVN0FywpPWRaFM19wDKLakTmtMTs/otCCiXOqtvrj1QTgDlrvzJN6s3/Nilo5Y+KPdH/+uvJvfQz/w/v6ne8eo3qU9+9b+P/vuOV7+x8hyf/Opfqy8e2Kv+7eafXdZOn0t/fvC0V6ovffsZJbmeLx3Yp3790fvUv73s3eoHTz93dPyv7/5D9ZrTNy67Fn1+u914gLXa+86n2/mONW319+bezd9CWoTOr69Z37N7nNHX6GqOl2hT1RG6H3SfVZ3Hdy/HvvOSOmHlCrVq1QmV/WzfT+x39IlCuujvzLUau5DYmekzfYyxtZB2IZt0NXL7wtia/q9rz+b+7d/Xf/O1te3Q/d62MbuvfP3nu77kB/plW7c1/p//9E/q6HdeUnNrThyfzjyrqXZo7ufm1/9v6o7P/Gfv8+hec0g3Wxutc5W29jmNdrYv0Pdz/cVb1Zu/7+Jx0yqbtP2Bry+qbE0/D6Nrfdln+a7Hd72u1qYP7PvwXXOVz02xD4nP+MLzT6vf/Ls/Eo0Fvn42PhCfsTg+9tVn+OxqiD7DHYva8hlVv2OPma7PMONSWz7D/F7VOOHzfxq+nLzmJKVWVHso83yYVr55pcSXmmdN+x8zz/DNFUN2bdtByN+G5qVu+9A8IzSn1ddkzzP08fa/3Wv2nd+eY9ka+vxPaB6dMpbE7Necy72X7xx/Sa1QK9Tq1dXzT9um3PggdJ2h+ZOtjdTObHsyth+659BcwW3v64vQmGz+rq/D/H5s/A5975tnPPj0Y+oPv/QXy+Iu6RysylZiY56tbdUzeuzYcXXCCSuXxSo5MWtoPtJGzOqLd2xfQsy6ZE2x+DtkdwsL31E7ntmt/svX/nrMM6oSVlJ83ay2BcpZPe8uVZVmyt13xQeS7efdD31I/dQFb1R/+rW/Hv33p171hspz/OlTnxoBmF+99F3L2ulzjSYYp75SfemFZ5Tker707X2jIPBXf/Rn1A+etgjlfvOxj48AnXst+vx2O3MBdnvf+XQ737Gmrf7e3Lv5W0iL0Pn1Neh7do8z+pp7McdLtKnqCN0Pus+qzuO7l+MvfVetWLFCrTphZWU/2/cT+x19opAu+jtzrVee+yNq577/IbIz02faloythbQL2aSrkdsXxtb0f117Nvdv/77+m6+tbYfu97aN2X3l6z/f9SU/0C/bum2H//Q/lTp+/CV10olLtTnMs5pqh3Y/u89t6FpDutnaaJ2rtLXPHdLO9Q1VNmn7A9/5qmxNPw+ja33ZZ5njfb7Jtn9Xa9MH9nG+a67yuSn2IfEZX/jWPvWhz/yR+Bm1f78Jn2HGEsnYhM9IsYbJthLfMwSfYT9rvntuy2dU/U6VzzDPWFs+w/xe1Tjh838Lx46rk05aHWNyo7me/fHNK2O+3x5/9RzM+IyQP3afEtcOQv42NC9124fmGaE5rb4ee56hj7f/Hbte217c43xjb2geneI9YvZrzuXei3T+aduUdJ4R8mHmXGaOIZ1nuLYfuufQXMFt7+uL0Jhs/q6v1Tx7sfE79L10nhGb30rtQ3Ienx9zz/+dl76rTli5cpREYH9yYtZQDNNGzOqbuxCz+q0pFn+HbPDY8e+qP9v3t+q/PPWpMc8AykmfWH87oJylS5drylUtpWL56vKC5G76cqj+ROrjIyna3rXlq6bWFEXb/UX3+7R8VS97kO6KFlrOYOxT275ZWiJZOuGz/art431L3u32vvNVbRBgCjCb8+7at0fd9fj24A5xoWeV5at7gzZkNMNn3DYeGkJ2L/WnVWOMxPfUrSnXBZ9h+4Jp+ozY8r+Qz/DtWsjy1UXLdjeUqioobj8Lru2H5rgsX11SLWa/pmWp5av3ve0WdfLL9eBCfizkw8wO3GaOcd66s9S1F781OuUeck25UNkgLYpkDlYlXlvLV3d8dbfa+urN6uoLL6/sS/0879r3WXXPFTcta9dGzNqV3Vf7WnIp+qAqpagpJ1EprQ1QLgLlurL7KlDOH0hOa3vpPtWUI8CeToDdxO6rXQiw3Xp87qSjrZpysQAlFGBf99Cd6vn5Q63Vh5KA/K7VlMNnTMdn+KZvQ4BydnAPlItP0qkpt6QRUG56UE6S9RKCcmZ8NlDuojMWN4WLfVzb/+b8QXX9Q7+97OVbHzd6GAKU0/cg6ctpx6xAucUnTTL/pKZczCu19z1QThvtJx9Q23fsHKu+du1a9Su/dP1oI4eRUVvfX3D+eerW979Hzc3Njb5ra/fVNhycLoK/cd3Zasu5myYs0DeJNm9IjXMOBchVE3B9DuM4Y04hdH6gXPNZL08f2q/ufWLnsjd5IZt0BwHfpC30Vs9+627eHMbeAPq+t7PB7Illm1kvswDltPbXXnzlxEYKXYdybWe9SCZFQ4Ny+AzZJG5WMuVsH4zPiNvGLEI5nfm899Czy7KpgHKzDeVMrBGaZ7jg0J1/+OaHoTHZ/F3/pjlvbPyum5Efm9/GvcViC8l5fHMf9/wvHllQJ65eNVF2xcS6Ol7rEpSrilmBckA56bPTpXZAuZq9MSQoF5JiCFBOv23b9cwe0Zu6KpOIDdD62KEtXw3pMRQop+/jdadvHL39q/NxA+xZgHI+vYYC5fR9PDd/cNlLilQbkfiMoUE5fIbMSmYRyuEz4rYxi1AupEoKlLv2dVeqrRdsHp8qdKy9fM68/HOXfLrX43tW7d2q7eWHIRC05ZWb1Jlz6+MGEGgRyw43h5VavtqFTLmQWEPJlNMwWn/cZIhUI5lFKFcVs/Ydyk07ZpXYH8tXJSqltQHKpem1rPUsQDk98YhNJrqeKVezm8eHSwLsrkI5d8JaNaDpJQexGhdSaNH1TLlStgGUW1TSTCZiPqNuTblYgJJSH+rI8QX17j+7PVifro6NSHzGrEA5fMakJQHl8Bk+36ID7MPHF9SdW24Iuh7jV+zyAQcOHlanrTtFrYjsvmoCeHPy2Fhf5cNK1ZQL3aiGFmfNrY++NPO9PO4SlKszhphjY2PeLEE5KbToeqZcCbvQ50iBcndf8ctBONynTLmQdpIX7cSsS+rFVqqFdAbKlXp6l84DlKup6SxAOYlEOLhqB3d4/tho59U1J62ulNNejvvoN56snJTrE1VN0tyi7SkFmCVQTmIXug1QbnGpu9FC/1fyBtrW1+7nlI0e5lavUR/YfPVEV9lLe+tu9CC1AV+7LkE50zfSZyTlvtuEcqV9hnQzg1iWSYpes+wzfDoNoaZcqr+rCrb0hi/2+UIZM/ZSNPNcx6BGCshv0mdIAuxZgXJS3wGUW1JqFjLlpHYBlFtSSpKBOwQoJ7ENYtbqmFWiIVBOolJaG6Bcml7LWgPlFiXBwVU7uBwopzWNvcEGyvnfEKbUlKvpAsaHdzFTzleQFyi3TX3+W3uXZcWFlunXtY82oVxpn3HL5qvVZWdfGJUAKBeVyNuATLk03WYF5APl0uwiBEjJlLtmJOSRo8fUyhUr1do11S+FbdCrX/5JYHrTGz2kW8LkEdOGcr4XCE28/JP4DKDc8jjN7Ytp1UG/adfH1GXnXFi7xJL7vEjmn2TK1fUy5Y4HytXUsi6U61LRzDpSAOWAciH7IVNueplyQLnJrBpto6Fix0C5pZ26zO6r0uABKJc3egLl0nQDyi3pRabcpO2QKbekB5lyS1q0AeV2fHW3+vjWWyYM0pfhHMvUTfOGcfjong8oVw7KmRcBodUEob62V0PZuxGHXiDUsQl9LFCuroLtHg+Uq6k3UG5RQKAcUA4od9t4N2GtRRc2egDKAeXc55Ls2u5m1/p8aNvLV1nyPn2fIcl6AcoB5armXHYJEjLl1MSqk9K7r/oy1IFyj4ziQt9qH6ONtlG9akGSkVkaaNaNWYFySrF8tSZA8hwOlKupaV0oN/+do2rjurOjO++Edro0jkH/twsO7r633aJOXr1mrOq0UoHfteN2tfXVmzuTCpy6fPXGS65Sew89q669+K2VFkqA3d0AOwTlNq7bEK0VWAVStC+49uIr1XnrNlTaRujNG8tXh7l8FZ+xtDlNDGr4vu/CkvemoBw+45rRRgGxwG7WasppTfQcNDbPmOZGD9IpOplyS0rVzZS7Y8sN6t4ndkbLp1SBCfOsmbq1vheEvr6VZHNJbUK3ayNTbpag3NBi1tzlq0C5SSin558PP7NH5DNSnt9ZawuUq9njdaGcnb5adSl9gXLuG49pQbmupQJLodxHHt+uHt63R/TmqCpDUX/HRg/bRo+UbZOSVO5clyCtKZeziUYsmAxNbsmUm37Wi8Tm6uy+is9YhKz2cwWUq94EKOTjAPmPKHcjCRPYt1mHMma/9vheZ/fVWM1aYycSKPeWczeN5i4pS96lG8lIxmSgXDkoJ8lcMr9GTTl/RthQM+WGFrMC5ZbmCqn+2M6US/EZEn8+q22AcjV7Hii3KGBoBzSg3OUjfaRQTk9+ffUpQmZKptzim1AXPnUh6yWUKQeUW7TmWakP1TSUk5zf9h/4jO76DJ+f12PoK+bWqf9wxU1JsxVA/iJg0x92X500HQn0s4+QQLmcOpSpQWDVA5AD5TRIfO8lV41OG6uL6YNPRhd3TL/3iQfV04eeK541In2m62bKpQTYQDmgnO+57EsiCVAOKJc0sWq4MVCupsBAOaCca0K+nWxSoJxkB0XzmwTY3Q2wgXLVzhUot6RP4NtvIAAAIABJREFUnUw5oFxeplwXQX4Iyl10+rnqN970c0mzFWkAb5+UTDky5UIBti+DULe1C5frNn3KlLOhYEkoVwUkkh5ip7H0mQbKLQnH8tVJLWI13F48sqBOXL1KnXTiqgnrk2xK5IJ8asptW+YPNbDf8dSjE/WnjR+VLvFO8SGS+WGJ3VdTQH7K9c9aW6BczR4HygHlgHLVD5FvMA+9qTcT/NSlaF0MsIFyQDmtgGRSBJSbtJVZ9RlAOXyGCdD0f6uWl5bY6KHk8tU+ZsoB5SafN8lY5T6hZMqRKRcC+UC55VDOLis0pN1XgXI1YdLLhwPlaurYJShnJkWSh0P6xk0qD8tXl5QiU44AWyvQVSinr83e/SoW/JnezJmwV/kPMuWW1AHK4TNCz4p+VqedKYfPaHdzGMny0jahXGh+ZwCizr4Byl0zfoTJlFtaEsdGD7eN7aJ03GWPGRKfIdlEg0y525Zlt9nlcFyQH1qCH+proJyUKsxmO6BczX4Hyi0KCJQDylUFle7ARabc0gRe4oJyJnNVm530Dcrt2rdH3fX49pFUfasPJYGZdaEcdSjTN3roYnatzxcA5ZZUSQH5ffYZkgAbKLcc5LtLZ0NjoBn/yJSb1FAyVrk+qolMucPHF5J3qA/No1i+uqQMUG55nNZ2TTmgnCTimd02QLmafQ+U6yaUq9mtwcMlkxYy5bqb9dKUXZhMEnuST6ZctdopAbb9prIpKNeUbUh8Rl0oN7Q6lDft+pi67JwLlbu8Q/eRu+Su6SXvTdmFz2cA5fAZWgGgXPpTl7PRQ1NQLv3qZUdIX871vaacz8/LFFreqktQLvceJMdJfAZQrrtQTtLHOW0k809qyuUo28wxQLmaugLlykC5WIASmozYRYalW3XX6fJcB8dGD5fPXIANlCPA1gpIfAZQbtJWfBku08qurTNexI6VFM8mU25JxVkB+ZIAm0y5yaerBJSr2g02ZffV2HOf+z1QLl05oNySZl2Bcu/acbuaf2lB6aXNsY0nzNVLbV9qIaHz+fxIG8tXpded2k4y/wTKparaXHugXE1tgXJAOdeEyJQjwNYKAOWAckC5vAEWKLekG1AOKOd7iroK5e6+4pfVmXProw++BEhHT2I1AMpN+gx7s6wjR4+plStWqrVrVldKKgng3RM0sXxV/4Z0E5KYjQDlugfl7Ox2oFzMgut9L3mmgXL1NC55NFCupppAOaDcEKHcpWdfqD6w+eqaT8fi4bMaYAPlpgvlHn32SXX77vuVu/GNmRC6tUSKGLvnJJJJEZlycZD/od33q/njCyxfFRpqTmaBpA7l1lddpp4+9JwoaJbYvvB2Rs2azpTris/oc6acZKMx3ZdAuRTLn5xnx8Yulq9OgigX8oX8kvm7bm/sOObDQpt6mLqF0uch3RqWj5kxmNmVTDmg3COjjXG6vLpLYo+HXjyq/vwfdqs/+fJfLZtnS46nzXIFgHI1rQIoB5QbIpQrOWD4Ar17n3jQG9iVrg+1cd2GYgWDY67CDTKActOFcqHNZ4Bye9WvfWrbsh3GbOiRs5OinZkRe1Zi3/t8Rij4GZLP8OnStUw5bRvSGoaxgDZmB+73TUO5rvgMoFyqZSxCvrobPcz68lWzOUoKSCJT7hGvPwTK+XXRT3aXoNx9b7tFnbx6zdjhsHz1crHzBcqJpRI3BMqJpfI3BMpVQzmfaiXX51NTrpkAu2koF3rsSgfYJUFBzFUA5WIKTX6fErDnbPTQlQBbcp9DyJRrOrt2FnwGUC4d5IeO6LPPAMqljSW6tS+YDp0ltPtqDMrdsvlqddnZF45Pa3x7W/MMafZrbqZcaMys6o0+QrnQ/ZApp9SLRxbUiatXqZNOXDUhU2pma+glmg3l9JzhsWefFGVZSW1f6jlSbL1kzBrafVV63antJPNPlq+mqtpce6BcTW2BcvWg3I2XXKW2nLtpdJIqp89GD35DrRqobOf/iS894s2MCQWBQLl0xwCUS9NMMlkwZ+xzgC25zyFAOXxGmv3HxjxzNjLllnSVPEtD8BlAubxnKbas036m9P+7u6/GoJx7fqBceN5uxmwNLPXnojM2ipbrSWw/xTpSzgeUaxfKmYx8SWbmNKHc04f2q5t3fWxkdlKfEbpeoFzK0zt7bYFyNfu8a1Bu177PqnuuuCl6V9N0cL4AOxagAOWAcqHCv76lbvaEsFTB4NhDBZSLKTT5/awE2JL77DuU07upbX31ZlHQJbGSqtpm7vFDyq4NvSS56PRz1W+86eck0o3b5IzxkppyXVu+GhKlzyBfAhK6utGDJMCOzfeSDP3lxm1kygHllvcMmXIsX/U9r5JMub5AOeOvgHKTPc3y1ZyRqvoYoFxNTbsG5aS1XnIm7FVS5aYC25McraWdOWf/XmwpWsksjar7lATYQ9h9taSesxpgd72m3NyqNSOQIvUZEttPcacp5+tzgC25z75DuZRnXGIjKecDyqW/sAn1QQzK4TOuGWX8NP0ByqUrDJRb0qzt5avusl59JWTK3TbqECmkTrf4ySMkPqNrGz0MAcpd+7or1dYLNi/rPjLl6lr0bB4PlKvZ712AcjpLYf6lhRHQ2nvoWXXtxW+N3lVXoVxo+cE35w+qXc/sWZaJQU05WU053d/XXnylOm/dhqhtpNaOiJ2w6QBbFyc+a279RLBEppx/11vTV2bS/pZXbhL7DAlcitmC/X3K+XKgXMxnSJc6pdyTr63kPrsI5VJ8RsozLtEz5Xw5UK6rPsOnTZeWr+qlaPgMoJxtp+b508Gprg8lzUwvPc9oGsppP77llZvUmXPrx7dvfPtbzt2k3nvJVRLXVquNdN7eNpTzjaX2HOy8dWepjevOHpeqqRJBApdSREw5X87yVX2fz80fXHZvbPQQ3+hBx6wPP7NH5DOkti+1jZREEn3OUB3KWMwa8hklEx+q7lky/6SmnNRqmm8HlKupcRegnOTth3ub03RwVctXUwNloJwMyqVsvV16stx0gO17hIFyMignDaC0xpLBPcWdppwvB8qFrsX4jFRfk3JvqfCxi1AuxWekPOMSHVPOlwPluuoz+gDl8BlAOR+US/WnpecZdaHcdQ/dqbac+8NJS/Dbrg8lnbe72h45ekytXLFSrV2zutL9poIKAytiUC7FZ6RANOlYottJriEHyoWuASgXh3IpWYRS25fYhG6TauupUC50HW37DMk8GygntZrm2wHlamoMlFsUMMXBNQHlUieEud2e6+AOzx9Tq05YqdacVD0pqqrDUBVI+u4/1/mXnizPaoDtW76qJ/5nzZ0qmiDa/Z0zIYktRUvdMU5i+ynPVcr5gHJhZbvgM1KecYmNpJxv6FDuFx68Q204+dRO1JTDZ7B81X1+c19ylJ5n1IVyKT7HaJA7x5L4wNT5nt0eKLekRgrkA8q1u9EDUO7yXFcgPk4yzwbKieVsvCFQrqbEeunox7feknyW1AmJpGhmXxwcUK7bAXbfirZXTV5Tg8jkB9k6QLLRQ8oEcRag3I6v7hb5T6Bct31GTkBb9aylnG/oUO6Wh39/9EKnCxs9pPpTSUCQ4nP1+WbBZ0jGia5t9JD6YjR1DhyzE6DckkJAOaCc73mRrKp68ciCOnH1KnXSiasmTpH6vA4pZtVCkCm33KLY6CE2KqV/D5RL12ziCO3kJGnR7s/MsoMDyhFghxQYUoDty5STBFt13pDbx/YhU066yQRQDp8xCz7Dd49AuSVVUrJC++wzJOMEUG7yaQHKAeVCIEr/XRKnkSlHplxongGUA8rVxEWiw4FyIpnCjYByi9qwfHXJRowW9k6yfVq+mpKlInl8Us4HlPMrOtTlq0C5xf6mptyk3c+qzwDKVY8oQLlJQPmJLz2i7Ay1AwcPq9PWnaJWrKjWUQL97DNUze9YvvqIaqtou3QeQKbckvWm2DpQDijXFpSz40NJHJXbRpKtzvLVXHXLHweUq6kpUA4o55qQb+IElNsoKqAMlAPK+RToc9aLZFIElAPKhaYiZMpNgqhZAPkSkNCVTLl7n3hQ7Xjq0Qk4KJlWp64WiZ2TTLklhYByQDnf88Ly1eXJE9KyT6Uz5VKX+8f8X+h7yfwTKJerbvnjgHI1NW0LylVdpsTRSsBRHSnIlFvu7G2n2xSUq+qz3CLEKVkqEptJOR9QrhyUq+obPcHoQn2oaQbY973tFnXy6jUSE67VRjIpahPK4TOqn7HU56KOcUjARJtQDp/hV8CMS236jJhvbBPKSXxGapApsf2UZwsoNx0oF+ojExOk+lMJkE6xCw2Nnz703EwsX73ojOqX35JYsVRNuSHFrPpegHLLe5SacimeSNYWKCfTKdgKKLcozdOH9qt7n9gpGvhmpaYcUG7RNvSkaOO6s9WWczdFnzag3OxAuV379qi9h55V11781qhdNJEpJ31DGr24SIMUKHfL5qvVZWdfmPSTKUv6YifuCsifVZ/h6x+g3JIqs+QzgHIxbzX5vZ47XHvxleq8dRuiB/oC7JSXh+YHcv1l9AIDDbq4fLXrUC7FZ/R9+SpQTv5kpcSsNpSzl52mvAhwfUbqSwz5nU22lMw/yZTLVbf8cUC5mpoC5dIFLA3lnpt/Qf3GG39OnTm3Pv1iEo9IcXBAuURxlVKloVxbtV7MoG3/3rQ3eqhSvwuZcinWYfuMO7bcMAq8pAGK+zul38TH7kPiM0ymXM5EbYhQLqap/f2QfAZQLqXnq9v23WcA5crZgnum0lAux2/n3J10zGtz+WrXoVyKzqWhXGqWYMq1+uY1QLk6ClYfa3yG/aznQrld+z7byZg1NV4iU668vQHlamoKlEsXsDSU01cg2Vkp/UqXHyEJsNusKVd1T7lvcXPeGJfQVp+jdIDd1mQZKFfKAvznsX2GyXCTBig5k9eSdyPxGUC5fMWH5DOAcvl24B7Zd58BlCtnC01DubayrqVjHlAuz3ZKQ7lUyJF31YtHSebtLF/NV7gklIv59vyrrBezptorUK5kTy2eCyhXU1OgXLqAQLmwZmS9bFOf/9beiXpnOZlN0slruvWGj3AnwmTKlVO37wG23iWxKnADyuXbClCuGmSXejHR5+zaPoL8WOA2hJpypWwz1XuUzpQDyi3vgdwlcTnzvdT+D7UHypXbfbWqTyRwMPSSZdo+o0SmXMy3l7JnfR7JS+HcZxUoV7KngHJF1ATKpcsIlAPKhRQYUoANlEv3DaEjgHL4jFnwGb57pKZcnh/pu8+IBW5AuTy70EcB5apBfgnImBvoA+Xy7JpMuTzdpEeRKbdcKaCc1Hrk7ciUk2vlbQmUSxcQKEeAPQsBNlAu3TfkQLnUHRElk9dyVy57U0mmXL7iQwL5QLl8O3CPBMqFtSwJPnxwUNKLOfWYJOeVtAHKAeV8Chhb3rhug7pzyw2jJpJMI9+5Su8uHLNrybxGkqE2K7uvxvR0vwfKAeVSbSanPVAuRzXrGKBcuoAloVzJ5Z6SO5EM0F2rKZea7i0Z3CVa5bQxk4atr7psvCtnTgAxreWr177uSrX1gs2jWwfK5VhAdbCgv3WXoqW+1W/bviU+o2tQLnUX2LY1ta3E+IxLz75QfWDz1aOv+uQzYnVcyJTL8yNAOaBcSAGgHFCuCsrZGzRIxm+gXJqPlsBB94zTmNPb1wCUA8qlWXlea6Bcnm7jo4By6QIC5cKalYSMuW+wuxBg24FqnwJsG4AC5dJ9Q+iIqgAbKPfIaCfaEpvd4DO2qdSXGHWsXE/0bZDvOxdQLk9hoBxQDih3+UiCI0ePqZUrVqq1a1ZXPkzmmUkdU30n7fPyVaDcKnXSiasmurVk5h9Qrsx8TTIySqBy7rPK8lVJD6S1Acql6bWsNVAuT8BZeOtgB3eH54+pVSesVGtOqp4UAeUWN3oAyk0+V6XfEg6paHtqANE2dJZMirqWKZcKptrW1H46zAR/CD4DKJc3n6iCAvo7NnqYVCjnRVeoZ3JBPstX021dOg/o0u6rsUxgV4WPPL5dPX/kYJGXTKkKG1sGygHlXNuZhZg19VkFyqV6mHh7oFxco8oWfYdyqfWYaso1Ptw3IcuZpJWEWJJ7kwTYLF+VKOlv4wsWcgII6eQ1/0qXH+naL5ly5dT1vcHPfavfNkCS+AygXL6tDMlnAOXy7cA9sspndB06S+Y1bPSQbyu+rJ+ccUHi2/OvcvmR0nlNn6GcxPZLamqfy9efuX1cMrNMcr8S+5VkqFFTzq/2LMSssax9VxmgnOTJTGsDlEvTa1nrvkO51CyTmnIB5ciUi0Ju3cBeigeUU6Plib/2qXJL6/qaKWf7K6Dc4qNUMojJtTNJQFBq7HDPA5TzK5vbl6F+GpLPAMptG3XzNJe857yELeVDgHLVPqNEXJC7JK7keJZqL0A5pYByswvlUsdFA+X+bv+XxxujpD5ztJ9UAChX0yKAcnkCzsJbh2kvX93xtd3q3s/tTK6RRIBdxqbJlMvT0XcUmXJhLUsGMbkgB5+RZ+sSMEFNuTxtyZQL65bzoit0tr4uX3WXauX4sNwsqjyLlr+cI1MuT2GgHFCu6qWUC60k47d7vpLzNYmVS3xU7rzPQLkvHdhX5AWP5H6G3gYoV7OHgXJ5AgLl/LqVdNi5jjZncppnBcuPGlLWC1CulFUsBSNkyi3XFJ+xPOsnBzrk+ss6Vi6Z1APl8hQGygHlqgJsoNxydXKzz6tepKXWqSo5nqV6DqAcUG5oUG7Xvj3qrse3j+uqVj2ruZlyQLlUTxNuD5SrqSVQLk9AoBxQzqcAUM5vF6WBwZCWoqUutWkbOkveVHalplyunbWtqf2UDMln+J5+oFzeHAMoB5QDyvVv91WgXJ6/k4zB1JTL01Yf1deYVQLac+d9ZMrl21PoSKBcTU2BcnkC9tXBSQLsrmz0kOtoJYN7Xq/HjxpSgE2mXLy/pS1YvhpWqmQQg88oV7dRYttNZsqFAgnJdfnaDAnkp2YEtD0mSp5pMxexN+s6cPCwOm3dKWrFiupezskkDZ2R5auPVGah5D5vdTJaWL6apzqZcmTKVYH8Pi5fBcrl+YJpHQWUq6k8UC5PQKCcXzfJZFyqOAH2dANsoJzUUuPtgHJAuZACQwL5vnvMzZQDyi1ujuNb8p6663yXoZx9f0C5+FiiW1z30J1qy7k/rK6+cDGTTH9y+ljyklZ2RbJW0jldF6DcN+cPqusf+m3F8tUlG5P1cl4rif2SKZenbWgslbxUc3+xZIwnuRugnESl7rQBytXsC6BcnoBAOaCcT4EhBdhAuTzf4DsKKAeUA8r9XPIDlRM0hH5kSJlyfVjyrn1e1e6oPiAElJM9Ij6AIYEavgD7E18iU67KZwDlgHKufUjgoHuMFEjLPEB6q77GrEC59L6e5hFAuZrqA+XyBOyrg5O8GWX5ap5N6KOAcn7tSk9ICLA3TmRJ5Fts/EiJz6CmXFxHoBxQLsVK+g7y+wblUrMPSwLjFLsw84yLzpgcA4By/g2VUrW127sZe5JztZ1JZF/T0Jevfmj3/eqxZ5+sXG794pEFdeLqVeqkE1dNdFdOX1aN2Z//1t6kZd+l58ASW3RtmeWrk6pRUy7ViuLtgXJxjSpbAOXyBATK+XUrOSHJHcRyJqd5VrD8KKBcWMmSQQxQDijnszR8xnSXvPv6hOWreaMLUC6sWxM15VKzD0uOZ6kWUipTbsfXdqt7P7czCS6kXqvdXuqfu7B8VV93DsgpOQdO1XroUE7yghAo57eavsasZMqleoHptgfK1dQfKJcnYF8dnGRQI1Muzyb0UUA5oFwVLPLVh0oNBtuGzhKfQaYcPiOkAFAuzzaAckC5kAKloJwk4M2zXv9RQLmSai4/F1Cu+xs9pM73SllMX2NWiY+S+hVXSzLlSlnX0nmAcjU17QqUe27+BXXPFTeJ70byoIpPltGwrw5OEmAD5TIM4uVDgHJAOaDcxqQHqGRmQe7krG3QaQs0JJ/h63igXNLjMG4MlAPKAeUW65kdOXpMrVyxUq1ds7ryYSodF5Apd3lrZTIkY7Akful6phxQLm08lDzTufM+oFxaX0haA+UkKlW06QqU05dYVRTYvQXJg1pTmsrDgXJ+eQiwt42EsW1Z18GYP76QZd9uDYg2bbrkRg/6uksu92H5KstXq+Bn6nMjCQiaevaAcoD8IYL8vtWUSw2WS45nqb6FTDm/YqXjAqAcUM5naXU2ekj1M6m+IdS+rzGr5JkGypWykvrnAcrV1BAolydgXx2c5E0TmXJ5NqGP8gXYOaAyd5DJv/Ll0AwoV0fNyWP7nvUS26GP5av5tuLzGfc+8aB6+tBzvQP5PhXIlMuzjb77DKBcXr9LjgLKAeV8CrB8leWrQDn5Sg0y5SSjTVoboFyaXsta9xXKHTm+oPYe3K/0DlTT+ADl/KrnAKhQ/+WCqacP7Vcnr16jzpxb37ppAOXCkpfMLMjJlPvm/EH1/JGDU/EZfQ+whw7l8Bl5rlLyTPcZyuEz8uxCMg/wAYQDBw+r09adolasqP7dLmz0oH36xvUbRnONtj9Aue5COe0zdHxy3roNbZuFAsp1F8oRs+Y9DmTK5ek2raOAcjWV7yuUq3nbtQ8HynUXytXu3BonAMp1F8rV6NbahwLlwhJKAnhpB+SCfOn5m2g3JJ/h06fPUK6J/paes+8+Y+iZctJ+bKIdUK67UK6J/paeszSUu2Xz1eqysy+U/nytdpISEpKVPl2tKVdLnAIH9zVmBcoV6PwWTwGUqyk2UC5PwL46OMmg1vflq3k9WuaoIQXYQ1u+WqaH887S9wB76Jlyeb1a5qgh+QygXBmb0Gfpu88AypWzBfdMQDmgnE+B0lAutTZrHYsHytVRL35sX2NWoFy8b7vUAign6I37P/mA2r5j56jlBeefp259/3vU3Nzc6N9AOYGAniaSZTuSM5fMEpH+XizABspJlPS3KbWsZhoZP65NA+Xy7cA9UjKxkP6aZPIqPZeknQTk972mnESHptoMyWcA5cpZSd99BlCunC1IoFzOr5W0McnvS+c17gYLfdp9VaJDU20kY7X0t0vFONLfk8xrJPcXypS77qE71ZZzf7jIbrI5Gz1IdWiqXan+bDtmlfgoqV9xtaWmXHlrA8pFNP3Upx9Tf/wn29Vtt75PnfGK09Udd90zOuLmG68DytWwx746OMmgBpTLN4whBdhAuXw7AMrJtSs5ycudnMmvtnzLIfkMoFw5+5AEI9JfkwS80nNJ2kme6b7XlJPo0FSbUv1Z0sYk9yr1z0A5iZrL20jm99Izl4pxpL8nsWnJ/YWgnOT8Kdf6+W/tVdPaSVV6nXa7Uv0p8e051xc6RuKjpH4FKFeyZ/znAspFNNYQ7pxzNqir3/H2UUsX0pEpl2ekfXVwkkENKJdnE/qoIQXYQLl8OwDKybUrOcnLnZzJr7Z8yyH5DKBcOfuQBCPSXysZkEp+U/JMA+UkSvrblOrPkjYmuRupfwbKSdQEyvlUagvKHT6+oO7cckNeR03hqL7GrBIfJfUrQLnmDQ8oV6Hx/Py8+uCHf1e99qIfGEO5Lz75FfXRu7epX7z+GvWaC7+f5auZNtpXBweUy+xw4WFDCrC7DOVK6Szs1trNJBML6Y+UCsikvyfxGSxflaq5vF0pW86dmOZfuVKScbArGz2U0rmOXinH9t1nsHw1pbfT2pYaA0ramOQOpD4KKCdREyg3TSinf/vX33hNXkdN4SjJWC25LMkLF8l5pG0kPkrqV4ByUtXz2wHlBFDuyp98s3rDj106aulCOT1hfv+mdyb3wP/5yIfV1o0/rt6+8ceTj3UP+PCeT4z+lHMdtX888wT6/n9l0zvV96//Z5lnWDzsgb1/q75y8B9au3f9ezv2/q36D5e/P3jd+np+a88nsu6v5P3UuY5anVLj4FK2PI17l9h0nfuTnF8qfZ3rkP5GyXamP6ueO+nv6XvXfqeE75X8Jj5DolJ+m1K2jM+o7oNSOuf3dNqRffcZsXmNxK+EFCvZl3WuI61Hy7UuNQaUtDHJ3Ul9VG58Ufp+cq9DokUTbUracsn5muReJTZd5/4k55dcp25T0v9If7Nuu1L9WTLGk9yT5JmW+hXf77n384pTT5FcFm0CCgDlKkxDkin3u3/3gHrnBVumamCf+Nqu0e9P+zqmKkKHfvwfDn9TfeJrD6t3XvAW9c9OOXNqV9aV65iaAB384a48q/o61q5a0xqY6mBXdOqSuvKsduU6OtU5U74YfMaUO6CjP/83+7+gPr3/8629kAzJ0JXr6Gg3TeWyNPT4sQ2vVT+x4aKp/L750a5cx1RF6NCP62f1Hw8/N/VYsStjWoe6ZqqXUnLeB5Sr15VAuYh+sZpy9eTn6FlR4PD8MbXqhJVqzUmrZ+WWZ/4+fctXZ14UBPAq8J3j31ULx76jvueUtSiEAhMKvHDoiPqe/2VOnbByBcqgQKUCBw4eVqetO0WtwFSwFEsB6e6riIYCoZpyKIMCrgJ699W5tSeq1atOQJxCCgDlIkLGdl8t1A+cZuAKAOUG3sGe2wPKzV6f594xUC5XueEfB5Qbfh+XukOgXCklh3UeoNyw+rPJuwHKNanusM4NlCvfn0A5gab3f/IBtX3HzlHLC84/T936/veoubk5wZE0QYFFBYBys2cJQLnZ6/PcOwbK5So3/OOAcsPv41J3CJQrpeSwzgOUG1Z/Nnk3QLkm1R3WuYFy5fsTKFdeU86IAssUAMrNnlEA5Wavz3PvGCiXq9zwjwPKDb+PS90hUK6UksM6D1BuWP3Z5N0A5ZpUd1jnBsqV70+gXHlNOSMKAOWwAQWUwwikCgDlpErNXjug3Oz1ee4dA+VylRv2cUC5YfdvybsDypVUc9jnAsqV71+gXHlNOSMKAOWwAaAcNiBWACgnlmrmGgLlZq7Ls28YKJct3aAPBMoNunuL3hxQrqicgz4ZUK589wLlymvKGVEAKIcNAOWwAbECQDn+OL6GAAAUs0lEQVSxVDPXECg3c12efcNAuWzpBn0gUG7Q3Vv05oByReUc9MmAcuW7FyhXXlPOiAJAOWwAKIcNiBUAyomlmrmGQLmZ6/LsGwbKZUs36AOBcoPu3qI3B5QrKuegTwaUK9+9QLnymnJGFADKYQNAOWxArABQTizVzDUEys1cl2ffMFAuW7pBHwiUG3T3Fr05oFxROQd9MqBc+e4FypXXlDOiAFAOGwDKYQNiBYByYqlmriFQbua6PPuGgXLZ0g36QKDcoLu36M0B5YrKOeiTAeXKdy9QrrymnBEFUAAFUAAFUAAFUAAFUAAFUAAFUAAFUAAFKhUAymEgKIACKIACKIACKIACKIACKIACKIACKIACKNCyAkC5lgXn51AABVAABVAABVAABVAABVAABVAABVAABVAAKIcNoECiAl988ivqo3dvU794/TXqNRd+f+LRNEcBFEABFEABFEABFECBPAXuuOue0YE333hd3gk4CgVQAAVQoFMKDBLKaWjyW79ztzp69Ki64Pzz1K3vf4+am5srKrweEB/7zJ7xOa/aeqW6+h1vH//7U59+bARu9Of009ar2259nzrjFaeP/m1/p/9tX+P8/Lz64Id/V33t60+Pz6Xhzxt+7NKi18/JlPJprXW59PWbKic6qVCuqr/177nXYduSbcuptkQfL1fg+W8dULd98N+rU9efOuEXjM7fe/aGYv4i1ndV/R7zAzGbou/LKmD0dv18iV/BTkqo2M45zHP5wsEXJsZ041f0VdhjfYmrivkC/Rv3f/IBtX3HztHPuXOeqrlKzPZKXP+sn8Puv7Vr16pf+aXri7/Mw0b6bWU5MUsMyhGj9Nsm3KsPzV1L32Vsbkm8UlrxsuczdnLg2wfHJ4aDlNW4ybMNEsoZwbRz2fkXf1UsyDbn1U7pY79/n/rZn37HCLSZAfXn/493juCZC230hPnzX/jy+Dr0v7/vnA2jtsbBnXbquhEI0g/UH/7xJ9UNP//uEUjU9/D7f/CJRiZyTRpWH85ttH/tRT8wAVRj154K5ar6W/+WPbkyDvWn//erRvah+/8fv7F/fH267bdfOCSypdh9zOL3Wt/b7/w9dXT+qPqZf72osemD//fZ/WrtmrXF/EWs76r6PeYHYjY1i33b5D2bvrKfvVK/h52UUrL585gx4+jCUfWjr9809sv6efy7z+xRCwsLxaFczBdo+/njP9k+/l3br8TmKjHba17R2fkFM/b8/M++sziUw0aGYUcpMUsVlIs998Qo/bMXYxtHjy2oJnyIUSQ2tyRe6a7thGLa3/uPf6Auf8PmouMOPqYZO5gpKGe/TdZy2hlo2tHMLyyohaPHRllqKW803QdB/843vrF/nG0VgzgutLO72oU0zZjBbJ41BuVC2Y6mP885Z4P6/BeeHIkXy66zFbb7+8j80REksgfZqsmWG4C5PVdlS7PZy5N3bQKjN//4ZeqJLz6pbn7PL6i9z/yj+tMdO9X3nn2Weurrz4yhnP2m2fYH5pn8kUt+SP33v3ls9AOS7Ae77/QxKf0e8wP0e3PWrbX/nd+7V73rnVep//gH9088q8YX/Ojrf0g99N/+apkvcMcVSaYddtJcX9Y9sxkzLn39D6nHPvP36pf+zbWjU2r70H976C8fGcMxNwvNjBG++UDMr1fNCbSN6bHIZOpXnUsy5tmAr65eHL+kgAvl3HHeBjJ6XqAzus0Yk7rqwx0vsJF+WKJtA3peYpdJMc/ulT/55tHLxFimnH3HxCj96P+qq9T9femPbFKP/Y89E/7eNzd0n3c39nVXb1X9LvFKf2wnxhps8OrLrIeDTL+vZwbKaak/8ac71Dt/ausoA007mr/+m90Tb5c/98Uvj4PrlCDXNwHSv2dqPcQC6qrBVfqQTd+U+ncFVQGKm6Fog1YTbF3xL948CoRi/esqY/e3r3+rbC9mlykTtf71WP0rtgOjnX/xyGiSozMRdeaq/q/JaNVB0Z/v/Et1zbv/9ehH7QxFEzC5S2BjV2f3nTvh1sdW9W3MD9DvMfXzv9e+QE+EtT93J7vGF7zuNT8wznTWwbTJdNXt7XFFchXYiUSl6bSxA2PtL/TH+A79XxtoPfDn/1Vd8KqNo7fTbja9bUcxUObeqe0LNr7y+0blLuxs7ypfERurYuPLdFQfxq/mQDkzxmgF3H6uUgUb6afNNAXliFH6aQ/mqs2LQf0S6MtffWpiBVgMyrmxTMoLIDP3NfEs8Uq37UiyxNnHPsxLPXe+mjIfwMeUsY2ZgXJuTTnXuVS9tYzVo3OPdQO3qolwnbfaZUxgds/iq8Ni3iDpJcQ2WNX28vt/+Al1y03/ZgTh3I0epFDE7W/7vKbmYMgRxsBM6mA7iz1vB0b6/n//D+5Xp566fpQx98CD/21imbmtj5u9ZIMXiY5u36X0eyxop98lPZDfxryhNsvJbfDieyZtXyD1C+bqsJP8fmrjSBvK/cCrXzXKdl170ppRxpwOlkJZZu4z7I4nZmwxY0DoXtzzuNkz+riqcYIXgG1Yif83cqCcgfsmOLYzIrGR6fVlU7/cFJQjRmmqx9o5r/1i0I0nY1DOF9tKs6GJV9rp35K/YuzBrilnVmj4Ygnb5+iyXG7cK93UEB9TphdnCsq5y0nsJWm5UM7OoDHwzj1XCMpV1Ytza82V6W7OYitQBTvspYvmGAPsfFDOXbLsU9rX39I3T26mhXt+ag/KbNsOjEyWiVkO4sJQe/myPrvpf/3/KVDO13fSfo/5Afpd1u+5rVx46vryUD+a8gUpUA47ye2l9o7zLSEzoMQNYHwvfdzJsfY9OuPOLncRgy2m/qxu5xvDQlDON1cxvxUbX9pTeLi/1AaU840X2Eh/bKoJKEeM0p/+912p78WLPa+QQDlpeQP794lX+m035upNHKPLdV3yQ69dtpGkbmc2gnChnDtmhRTBx5SzlZmBcnq5mN6RNbQZQw6UC01yJTXlAHLljDj3TDEoF3orHcuOkQI53c7n9FxbjAVMgBm5BVQNMjaUe/zvPz+xwUpuplyo7yT9DpCT92tTLd1aLOZ3quqD5WTKYSdN9WDZ8/oCJHvyazIQTp5bO5r8GoAWekP9R/9p++hwPWHWy1xTgJxp62bm+zJnAXJl7SDnbE1DuarxAhvJ6bH2jykN5YhR2u/D0r/oJpOY81e9JLaf95xMuVBMIZm3Eq+UtoB657PnHm9/678YzUtMIoJ7Zl/sGcuUw8fU6x/36EFDOdvAXJDiOp1UKJeyDMSXgSNd5lK2uzmbrUBKTTl93Lb7/pP6l1f+82XLV+suK61661X33PT4pAIpUM5+Ru06DPqMkky5WN9V9TtLVqdvuaE+qFrKHiuL4Lsr7GT6fS2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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Tsource (NDG) -after", "text": "", "type": "scatter", "x": [ "2022-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "temp_comparison = pd.concat([s.storage_case.data[['tsource_ndg', 'tsource_vdg']], s.storage_case.data[['Tsource (NDG)', 'Tsource (VDG)']]], axis=1)\n", "temp_comparison.columns = ['Tsource (NDG) -after', 'Tsource (VDG) - after', 'Tsource (NDG) - before', 'Tsource (VDG) - before']\n", "temp_comparison.resample('15T').mean().iplot()" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tsource_ndg 2022-01-18 19:20:00+01:00\n", "tsource_vdg 2022-01-22 17:00:00+01:00\n", "dtype: datetime64[ns, Europe/Amsterdam]" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "mean Tsource_vdg before storage: 63.658007899231436\n", "mean Tsource_vdg after storage: 63.658007899231436\n", "max Tsource_ndg before storage: 73.47\n", "max Tsource_ndg after storage: 94.947\n", "mean Tsource_ndg before storage: 62.1609538571022\n", "mean Tsource_ndg after storage: 63.71237060347282\n", "max Tsource increase: 72.69300000000001\n", "charging intensivity: 110934\n", "discharging intensivity: 26668\n", "charging intensivity: False\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_ndg before storage: {s.storage_case.data['Tsource (NDG)'].max()}\")\n", "print(f\"max Tsource_ndg after storage: {s.storage_case.data['tsource_ndg'].max()}\")\n", "print(f\"mean Tsource_ndg before storage: {s.storage_case.data['Tsource (NDG)'].mean()}\")\n", "print(f\"mean Tsource_ndg after storage: {s.storage_case.data['tsource_ndg'].mean()}\")\n", "print(f\"max Tsource increase: {(s.storage_case.data['tsource_ndg']-s.storage_case.data['Tsource (NDG)']).max()}\")\n", "print(f\"charging intensivity: {sum(s.storage_case.data['to_storage_MW']!= 0)}\")\n", "print(f\"discharging intensivity: {sum(s.storage_case.data['from_storage_MW']!= 0)}\")\n", "# 98007 times out of 525600, the storage is used to charge/dischage\n", "# from 39 000 to 110 000 discharge time increases\n", "print(f\"charging intensivity: {sum(s.storage_case.data['tsource_vdg'])!= sum(s.storage_case.data['Tsource (VDG)'])}\")\n", "# print(f\"increase in T(vdg) source: {s.storage_case.data.loc['2019-09-15 00:00:00']}\")\n", "print(79013/18994)" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [], "source": [ "# s.storage_case.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Tsource (NDG) -afterTsource (VDG) - afterTsource (NDG) - beforeTsource (VDG) - before
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" ], "text/plain": [ " Tsource (NDG) -after Tsource (VDG) - after \\\n", "2022-01-01 00:00:00+01:00 18.748 60.796 \n", "2022-01-01 00:15:00+01:00 17.950 54.580 \n", "2022-01-01 00:30:00+01:00 23.050 65.140 \n", "2022-01-01 00:45:00+01:00 20.735 65.108 \n", "2022-01-01 01:00:00+01:00 18.350 64.810 \n", "... ... ... \n", "2022-09-01 22:45:00+02:00 84.709 64.940 \n", "2022-09-01 23:00:00+02:00 84.834 64.940 \n", "2022-09-01 23:15:00+02:00 84.642 64.940 \n", "2022-09-01 23:30:00+02:00 62.810 64.940 \n", "2022-09-01 23:45:00+02:00 62.735 64.940 \n", "\n", " Tsource (NDG) - before Tsource (VDG) - before \n", "2022-01-01 00:00:00+01:00 18.748 60.796 \n", "2022-01-01 00:15:00+01:00 17.950 54.580 \n", "2022-01-01 00:30:00+01:00 23.050 65.140 \n", "2022-01-01 00:45:00+01:00 20.735 65.108 \n", "2022-01-01 01:00:00+01:00 18.350 64.810 \n", "... ... ... \n", "2022-09-01 22:45:00+02:00 64.130 64.940 \n", "2022-09-01 23:00:00+02:00 63.722 64.940 \n", "2022-09-01 23:15:00+02:00 63.029 64.940 \n", "2022-09-01 23:30:00+02:00 62.810 64.940 \n", "2022-09-01 23:45:00+02:00 62.735 64.940 \n", "\n", "[23420 rows x 4 columns]" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "temp_comparison.resample('15T').min()" ] }, { "cell_type": "code", "execution_count": 74, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 75, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "# mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", "# )\n", "\n", "# max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", "# )\n", "\n", "# min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", "# )\n", "\n", "# Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "# Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 76, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import plotly.graph_objs as go\n", "def create_load_trace(gas_price, Tsnk, Tsrc, name):\n", " loads = []\n", " eprices = list(range(1000))\n", " for eprice in eprices:\n", " _, load = test_hp.set_opt_load(\n", " electricity_cost=eprice + s.eb_ode_e,\n", " alt_heat_price=gas_price / 0.9,\n", " demand=1, \n", " Tsink=Tsnk,\n", " Tsource=Tsrc\n", " )\n", " loads.append(load)\n", " trace = go.Scatter(x=eprices, y=loads, name=name)\n", " return trace" ] }, { "cell_type": "code", "execution_count": 77, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# import plotly.graph_objects as go\n", "# import numpy as np\n", "\n", "# fig = go.Figure()\n", "\n", "# configs = {\n", "# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", "# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "# }\n", "\n", "# for name, config in configs.items():\n", "# trace = create_load_trace(*config, name)\n", "# fig.add_trace(trace)\n", "\n", "# fig.update_layout(title='Switch prices for different configurations')\n", "# fig.show()" ] }, { "cell_type": "code", "execution_count": 78, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 79, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2022-01-01 00:00:00+01:00", "2022-01-01 00:01:00+01:00", "2022-01-01 00:02:00+01:00", "2022-01-01 00:03:00+01:00", "2022-01-01 00:04:00+01:00", "2022-01-01 00:05:00+01:00", "2022-01-01 00:06:00+01:00", "2022-01-01 00:07:00+01:00", "2022-01-01 00:08:00+01:00", "2022-01-01 00:09:00+01:00", "2022-01-01 00:10:00+01:00", "2022-01-01 00:11:00+01:00", "2022-01-01 00:12:00+01:00", "2022-01-01 00:13:00+01:00", "2022-01-01 00:14:00+01:00", "2022-01-01 00:15:00+01:00", "2022-01-01 00:16:00+01:00", "2022-01-01 00:17:00+01:00", "2022-01-01 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QcpFKJ52BAAQgAAEIQAACEIAABCAAAQhAAAIQ0IEAUk6HLBEjBCAAAQhAAAIQgAAEIAABCEAAAhCAQKQIIOUilU46AwEIQAACEIAABCAAAQhAAAIQgAAEIKADAaScDlkiRghAAAIQgAAEIAABCEAAAhCAAAQgAIFIEUDKRSqddAYCEIAABCAAAQhAAAIQgAAEIAABCEBABwJIOR2yRIwQgAAEIAABCEAAAhCAAAQgAAEIQAACkSKAlItUOukMBCAAAQhAAAIQgAAEIAABCEAAAhCAgA4EkHI6ZIkYIQABCEAAAhCAAAQgAAEIQAACEIAABCJFACkXqXTSGQhAAAIQgAAEIAABCEAAAhCAAAQgAAEdCCDldMgSMUIAAhCAAAQgAAEIQAACEIAABCAAAQhEigBSLlLppDMQgAAEIAABCEAAAhCAAAQgAAEIQAACOhBAyumQJWKEAAQgAAEIQAACEIAABCAAAQhAAAIQiBQBpFyk0klnIAABCEAAAhCAAAQgAAEIQAACEIAABHQggJTTIUvECAEIQAACEIAABCAAAQhAAAIQgAAEIBApAki5SKWTzkAAAhCAAAQgAAEIQAACEIAABCAAAQjoQAApp0OWiBECEIAABCAAAQhAAAIQgAAEIAABCEAgUgSQcpFKJ52BAAQgAAEIQAACEIAABCAAAQhAAAIQ0IEAUk6HLBEjBCAAAQhAAAIQgAAEIAABCEAAAhCAQKQIIOUilU46AwEIQAACEIAABCAAAQhAAAIQgAAEIKADAaScDlkiRghAAAIQgAAEIAABCEAAAhCAAAQgAIFIEUDKRSqddAYCEIAABCAAAQhAAAIQgAAEIAABCEBABwJIOR2yRIwQgAAEIAABCESKwG+unyVfr1kvN1x2ltRUV6XVtzeWfigXXHmnXDTlBDlk393TOjbshe+5/6/y5LOvyO3Tz5OBW/QJe7jEBwEIQAACEIAABLIigJTLCh8HQwACEIAABCCgA4HVX62Vs6fdJCtWfZUy3CFbbeFJCGUj1VQA2RyPlNNhxBEjBCAAAQhAAAIQcCeAlHNnRAkIQAACEIAABCJGoLa+QS646g6jV5nMVstGqiHlkg8mZspF7IlGdyAAAQhAAAIQSEkAKccAgQAEIAABCECg4Agg5cKZcqRcOPNCVBCAAAQgAAEI5IcAUi4/XKkVAhCAAAQgAIEQE0gl5czloRs21Ro9sC9pVbPknnrm1YTe7bbLSGPG3cuvLZVpv7074TGnJbHpzLRb9MJrXepUDUy/eFLCnnJucZuPn/Pzo+XJ516V199cZsSZLPbJJ46X035yeLwvSpjNnLPAsd/mvnjWpbUvvPpmnFOyZcFOLL0uIQ7x8CI0CEAAAhCAAAQg4IkAUs4TJgpBAAIQgAAEIBAlAsmknCnArMJLiaN3l32SsNdcMqmmjv/fytUJMiud4+2MlQh76PFn5IbLz5Qxo7c3HnbaU85L3OZxqg6zPutee6acU4JN1XftjAcS2lWxDB08MC4CnRhaxaDJ0KlcMv7MlIvSs4y+QAACEIAABCDgRgAp50aIxyEAAQhAAAIQiByBVKKof99ecvWFp8b7bJa13p/uTDe74PJyvCnMDjtgrwTJZ5dyycqZ959x8lGGSEt2gQinWJLV6SQNrVdLTdaGXbY5ST9VN1Iuck81OgQBCEAAAhCAQAoCSDmGBwQgAAEIQAACBUcg1Syvi6ackLAsVMGxi6tUUs2+jNSEa5999/Wa9SkvMpFMXNnFV7JyZh9333mkIfVyIeWcltL27F4Tn1GXSspZZ/wl44eUK7inIh2GAAQgAAEIFDQBpFxBp5/OQwACEIAABAqTQLpSzi6Lkkklc480635syZaW5lLK2fexs2Z13IF7GjP/spFyJi+1D51VLtqX1yLlCvP5RK8hAAEIQAACEMiMAFIuM24cBQEIQAACEICAxgTSlXJeZsqZQmrCkQcmLDf1Q8rZl8c6pSYbKefUB9UGUk7jJwGhQwACEIAABCAQOAGkXOApIAAIQAACEIAABPwmkI895ZJJr0ylXLL6vO4pZ2earZRzEn+ZSrlky1RZvur3M4H2IAABCEAAAhAIkgBSLkj6tA0BCEAAAhCAQCAEsr36qtNVUZ0uCOF0NVLVYS8XejDLWa/8ar1aqn0Z6cw5CxKWlqrjrVdMzUbKOV34wZSNmewpZ9Y3auTw+EU1zPqGbLVFwpVuAxkgNAoBCEAAAhCAAAR8IICU8wEyTUAAAhCAAAQgEC4CyaScitJ+oYZkksjcP04ds9suI42LNtTWNsjZ026SFau+Mjqs7j9s/z3lmlvuSxBmXqWcKeaeeuZVoz4Vi7qaqpq1Zr8ghdMFJqyxZyPlnLioveqGDhog1gs4eN1TTtVnFYzqb7M+69VcwzVqiAYCEIAABCAAAQjklgBSLrc8qQ0CEIAABCAAAQhAAAIQgAAEIAABCEAAAq4EkHKuiCgAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIHcEkDK5ZYntUEAAhCAAAQgAAEIQAACEIAABCAAAQhAwJUAUs4VEQUgAAEIQAACEIAABCAAAQhAAAIQgAAEIJBbAki53PKkNghAAAIQgAAEIAABCEAAAhCAAAQgAAEIuBJAyrkiogAEIAABCEAAAhCAAAQgAAEIQAACEIAABHJLACmXW57UBoEEAhs2NUh1VbmUlZZABgJdCHR0dMjaDfXSt1c36EDAkUBjc6u0trRKTbdKCEHAkUBtfZOUlhRLZUUZhCDgSGDthjrp1b1aiouLIASBLgRa29qltq5RevWohg4EHAk0NDZLe4dIt6pyCEEAAnkggJTLA1SqhIBJACnHWEhFACnH+HAjgJRzI8TjSDnGgBsBpJwbocJ+HClX2Pn30nuknBdKlIFA5gSQcpmz40gIuBJAyrkiKugCSLmCTr+nziPlPGEq6EJIuYJOv6fOI+U8YSrYQki5gk29544j5TyjoiAEMiKAlMsIGwdBwBsBpJw3ToVaCilXqJn33m+knHdWhVoSKVeomffeb6Scd1ZRK7ny89Xy/sefygfLP5XGxibp3r1GevfoLj17dJdenf9qamqkurKK5atRS34O+4OUyyFMqoKAAwGkHMMCAnkkgJTbDLeurl7+/dZSWfLmO/Kfd96TluYWkeIiUf9T+9wUFxdLsfF7cezvotjPoqIiKVL3FW1+rKjzMVVWPW48VlQsRZbjzDqKisSo03zM+GnUp44VKSmJ7ffX1tYmbe3t0t7eLh3tHdLe0S7tbervzt/bO6RN/d3RIR0d7fGy8ceNsp2Pt7d3lo0db9Sr6ut8vLqiUr41aoTR94amFqmq9LYXlIpR1af+Z41TxasEnzVWo5y6rzPezY+1S0eHGPEY/TT6HKuzo/P3WKxmne3S3tmeWU5tLJLY1uY6zfpUHaLa6exzrL3NbRnHm3+rx+Lxd9at8qDus8SluDc2NXt6xlZWlIs5TozxkzC2YmPOGDvmGLKPu84xYo47s6x1bNrHqhGYMQY3jzHruI2P6TTGs8qVAllRXhZ/Tlhjto55NZaLOmLjfXOcXce+8ZyIP4dszx3L8yz+nLLUZ7BMeJ51fd56SpCtUMKYU+NBYmPHOq4VCzWGNo/rzueBut8yhmKPbx6TasCr50GsPlWv+RzaPMaNsdpZR/z5ZNahxqkRkWondkzsX+ffaox23meOedWC8f+U5dXjljJGPUYjseej2YalfvO+2PMrVr65tU2KpMMYd0Z9neVjjzvFaYvLGGHWfnUeE4MiVZWVsvu3Rkuf3j2kT6+e0rdnL+nVq7v07tlTBvbvm0m6OSZPBL5as07Wrl8v6zduko622JhdX1srf3p4vrS2thivebm6qdeCirIyUa+15eXlUlFRLhVl5VJRXirlFeXSu0cPGTNqpPFak8lNjd2G5iZpamqWxqYm47Vf/Wtqbjbua2hqkubmZlGyQN2nyjSZ5VqajdfCZDd1DjLxyMNk+kXnZhJaKI9Ruf/g409l6YcfGwLug+X/k3c//FjqGxqNeHfeYXvpVlVljI31GzfKhk210tDYlNAX9Vzv1aNGenZXz+8e0rN7jfTq2cO4Twk8U+T16dlTunevll49Yo+Vl5bJm+9/mJJ5KKERlGcCTc0t0i4iVeXezlc9V0xB7QiM3G6YcS7ALbcEkHK55UltARH48pu1MqBfn4BaT95soUq5Tz/7XN794GP5as1aWfbxp/LqG2/Lex8uN0CNGbWD7PntnaSmppshwpJJJqvcMT9Ix0WSkkbxD9kxiaM+lMdFj/ogGhc+m6WaUadFMKn6Up2453tAqQ/Cra3t3i8EkkJixuRkp8jslD5x6WSTnJuFZ0x2xsp1/rMIT+mUN04i0y5/YvI0UXLF6zXq7JSjSkWa8SRIMRVHp/AxRFlMHNklkFXCKvlUoipWAseaf1uOjfERF6OJQtMcMzHR2TmOOsdWe3tivaasjctMS5sdnZ91zTFtlZ4xsZQoeE2pGRfAtjKmGGppbTOeJyXFRV1EqPEcsMheJ1naVZ52xtJ5rCGsLOLZKko3x7xZlGYqSTN5LsXEaqeYN+W8Gj/xcaPGyObxGyvbOXbisnWz+FdjyRw/sS8DiiU+xjufA+bzKC7zO6W/OZYz6Ue+j1FfFpjx5qstNQ6/WauEj/owvymhmW7VVcYHeHWS3rtX7GefHubfPaV3z+7Sr3dv6dWzRvr06iWDBvRPOH7NuvWy7KNPpbahQerqG6S+Uf1slIaGBjlk371l1Pbb5qtbvtar+tbcogRSqzQ3txhCqbm1JSaZmlsMiVbX2GA8pv7e/Lj6Pfavtb1N1Bdca9ZvkLXrNhhiReVlzfqNsqm2NqE/3WtqpG+vHtKvT29j3KuLgeRSytnhqdeRdRs2ysbaOtlYV2fEme3NEH5l5cZFTCorK6SivMKQgJUVFVKh7itXP2N/V5arnzE5qMpWlpUbcrCqslMWmveXl8sbS5fJtXf+Ud74+6O+njv+77Mv5JG/PS277rSjVJVXJOApKy+Vmm7V0r1bN6npVmWIMaeb4rr0w+Xy/sfL5aNPVsg7H34s7y5bHn9ebjt0axkxfKjsOGJbGT1iOxkxbIhsN3xI0lSo82c1nlZ/uVZa25plw8ZNsm7jJqO+9Rs2yvqNtcZ9Kq9rN2yQDRs2yTfr1mebWo6HAAQ0JqBea6urqkS9/yvZr6T9Y/f8XuMeBR86Ui74HBBBDgiMOfRYGbHtMBk7ZmcZttUg+daOI2TENkNzUHN2VRSClFOy7Z1lH8nSDz6St5Z9KG+992HCyfjeu+8i++w6Rvba9Vuy686jpKoy8UQ0O8J6H83yVb3z50f0LF/1g7LebQSxfFWJtLVKDG3YaIi6des3yLr1G2V97Sb5Zs164281I+eb9ep3VWZDRpDVlze77byjHLD3WBl/yP6y5Rb9Mqon24PUDK0Vq76QlV+sFvWl02dfrJb/rfzckGJKWJqzt5pbYpLNEGstrdLSEpvd5fWm3h/LSsuMmbHl5Z0/lVwyfo9dyV0JqD69e0pfJT9NEdqzp3Gf8XfPnrJF394JTbJ8tWsG9jh8ohy2/z5y1QVTvKYn63KPP/2snHHx1bLnmJ2N50dtfb3U1jV0Ed1mQ2o8qA+8StbVdOtmfLmjZr+p25Zb9JeR2w6T0SO2lZHbDDN+V+e+mdwy2VNOSWbVByXv1PNATaMqLo19UVZaWiIlxSVSWlIixSXFUlrc+bOkxFidEPtXbIhiVb6kpNT4kkR90M/3zf58VOdhibfNf9sf6lLWUsD+mDFb2nKz/tWlrK0h6+NuMaSu19azVPG6cFDc1NVXqyvLjRnYCX1LWW+KGOyMutS7+dis2FvC7ZKXFH2xhWfMKM9Jv+1tpqw3OT/1SOJYscdnH9nWsZ28L7F6Nx/rNHlBfYGkXgOMfw2N0tzULGefMiHfT99I14+Ui3R6C6dzW+52oPzwoH1l3caN8ubSZcaLhLL3395pB9l1p1Gy6847ym47j5IDLwjMAAAgAElEQVR+vXvJqtVfyWerv5RVX3wpn6/+WlZ8vlpWrf4ydt/qr4wTiZ1G5uab+da2ts6lkrlbMhKWrKoX4TffXRYPR307u/2woTJyu+EyYvgQ2X74UOOfHydZYWGSbhxIuXSJFV55pFzh5TzdHgch5dKNUZVXS+bWrNso6zZskJbm1ngVapbpLjuOMN6z7Td1jBIZjz6xWF57a6mxjFa91ytBZ59x5zWm2to6qWtsMs4TGjpn5bW1tnU5fMXnX8hDC56S5StWiloaaN62GbKVDN1qkAzZapD069vLEA5KmsUlWqn6XS3jjN3XrbJKikqKjL+VWFNL/dTjsfKlxkwwp7577Y+Xcki5rpTun/+EXHrdbfLvJx4yzg39uN015xGZM2+hvDjvvi7NqaWkdQ0NUltXL3X19bKpTgm72L/Y3w3Gth+77TJadlFLUbtV5yzkTKRczhqnIi0IsKecFmkiSI0JIOU0Th6hxwh88dU3suthP5ZFD8yUnUZub9yn9tJ4+/0P5O33P5T/Ln1f3nrvgy7fVvft3UuGbrWlDNyinwzbepAM6N9Ptt5ygPTu3j22D0/n/j4JewKZ+wql2FtItW/u41NX3yQVZSXG0kCzvs2Pb97vx7qHUOxx+54/m/cFMh6PbVaUsH+Q2WbC8dZ9icw9j8xvVix7DxnftHS2GY/P4VjzGxn1IaqspESGD1EibojsuP02DMcMCCDlMoBWYIcg5Qos4Rl0Vxcpl0HXEg5ZsWq1zHtysTz65CL5+NOV8u3RO8q+e+0mbe1tUq+WvTY0SX2D+tloLAOtr280fo/d12TIwFQ3NSuvpqpSqqsqpaqySnrUdDO+0Ntu2GAZuvUgQ8RlKgKz7Xu2xyPlnAnuetjxctShB8hlvzwjW8Sejr/y5juNFQVz77rJU3m/CiHl/CKtbztIOX1zR+R6EEDK6ZEnokxBQG3Y+8Ofni1vL56X8tvOd5Z9KBtr62VA3z6y7bDBvjAthOWrvoCMaCNIuYgmNofdQsrlEGZEqyoUKWdNn5qlrQSd2jqhtKxUulVWSlVVlSHUaqqrpKqq0pihpn5WV1VIt+pq4zHjX2XsZ+y+CmOz+qjfkHLOGb73kcflqt/PlNeeeNCXjcvV0tXS0lKZcfXFoRpySLlQpSOUwSDlQpkWgooQAaRchJJZqF154h8vGHt0rHj16bxuYpwJX6RcJtQK5xikXOHkOtOeIuUyJVc4xxWilCuc7Oamp0g5Z45qD8Cxh0+U4444VC6ZcnpuYKeo5chTfyF77LKTXPqLSXlvK50GkHLp0CrMski5wsw7vfaPAFLOP9a0lCcC9zw0T+6a/Rd57YmH8tRC5tUi5TJnVwhHIuUKIcvZ9REplx2/QjgaKVcIWc6uj0i55PzufmCuXHfnH+U/Tz4sPWpqsgPtcvTYI06QST85Vk6bcHRe20m3cqRcusQKrzxSrvByTo/9JYCU85c3reWBwDW33i2v/vdtWfin2/JQe3ZVIuWy4xf1o5FyUc9w9v1DymXPMOo1IOWinuHs+4eUS85QXWBh9x9OkJ8eN15+dcbPsoedpAb1fj9kz+/LXb/9jXGxkjDdkHJhykY4Y0HKhTMvRBUdAki56OSyYHty9qXTpbm5Rf5w3eWhY4CUC11KQhUQUi5U6QhlMEi5UKYlVEEh5UKVjlAGg5RLnZbb//yQ3HzPbHnz74/m7Uq4a9atl50OPtr4AlldRThMN6RcmLIRzliQcuHMC1FFhwBSLjq5LNieHD15quw8Yju58vyzQ8cAKRe6lIQqIKRcqNIRymCQcqFMS6iCQsqFKh2hDAYplzotarbcmEOPkzNOPE6mnn5SXnK49IOP5OCJk4ytVrYauEVe2si0UqRcpuQK5zikXOHkmp4GQwApFwx3Ws0hgX1+dJKcePQRcuZJP85hrbmpCimXG45RrQUpF9XM5q5fSLncsYxqTUi5qGY2d/1CyrmzvGXWHLnjvr8Ye8t1q65yPyDNEotffEVO/uUlxkXJSktK0jw6v8WRcvnlG4XakXJRyCJ9CDMBpFyYs0NsnggMHnuI3HrVxfKjcQd6Ku9nIaScn7T1awspp1/O/I4YKec3cf3aQ8rplzO/I0bKuROvq2+QXQ87Xs45ZaJM+dlE9wPSLDFn3l/lujv/JG8tmpvmkfkvjpTLP2PdW0DK6Z5B4g87AaRc2DNEfCkJbKytlZH7jZd5f7hZ9t51l9DRQsqFLiWhCggpF6p0hDIYpFwo0xKqoJByoUpHKINBynlLyw13/1n+9PB8Y4lpVWWFt4M8lrp+5r2y6IWX5en7Z3o8wr9iSDn/WOvaElJO18wRty4EkHK6ZIo4HQksW/6p7H/cz+Xlx+fIsK0HhY4SUi50KQlVQEi5UKUjlMEg5UKZllAFhZQLVTpCGQxSzlta1Be9arbcBZNOkTNOOs7bQR5LnX/1DfLN2nXy55v/z+MR/hVDyvnHWteWkHK6Zo64dSGAlNMlU8TpSOD5l1+TCVN+JSuXLArdHh0qYKQcAzcVAaQc48ONAFLOjRCPI+UYA24EkHJuhDY//tvbZ4laaprr2XInTLlIBg/aUq6d9kvvwfhUEinnE2iNm0HKaZw8QteCQMFLufr6epl+w+3y0fJP4gmbMvkU+e7eY+N/PzR3gcxf+JTx93bbDJdpF5wt1dXVWiQ46kE+vOApufL3M+XdZx4LZVeRcqFMS2iCQsqFJhWhDQQpF9rUhCYwpFxoUhHaQJBy3lOzfuNG2fGAo2TezJtl791zty3KgRNOk/EH7y+/PO1E78H4VBIp5xNojZtBymmcPELXgkDBS7mvv1kjsx+cK2eceqIh2l58eYnMuu9hufDcyTJqhxHG3w8+Ml+umHa+9O/XV2667W4jseedM0mLBEc9yJv/MFsWLn5ennn4nlB2FSkXyrSEJiikXGhSEdpAkHKhTU1oAkPKhSYVoQ0EKZdeakYd+CO5/JeT5fjx49I7MEVpJfounzpZJow/LGd15qoipFyuSEa3HqRcdHNLz8JBoOClnD0NStJdMf1GmXjcUcZsOSXhBg0aKBOOGW8UtUu6cKSxcKP41f/dLJ99sVoemHFtKCEg5UKZltAEhZQLTSpCGwhSLrSpCU1gSLnQpCK0gSDl0kvNYSedJQd+d6xcOPmU9A5MUrq1rU0Gjz1EHpxxrey/9x45qTOXlSDlckkzmnUh5aKZV3oVHgJIOVsu3n3/A5kx815RS1iHDdnaWNq60+iRcSlnfVzNpOMWLIGTfzlN+vftIzf+5oJgA0nSOlIulGkJTVBIudCkIrSBIOVCm5rQBIaUC00qQhsIUi691Ez+9VVSXl4mt111cXoHJin96Wefy95HnijP/mWW7LDt8JzUmctKkHK5pBnNupBy0cwrvQoPAaScJRfm/nKmhDP/HnfIfvE95uxSrqGpOTzZLMBIDj9lihzyvb3k3FPDt0eHSkdDY4uUl5VKSUlRAWaHLrsS6BCpa2iWbtXlrkUpUJgEWlrbpb2tXSoqSgsTAL12JdDU3CrFxcVSVlrsWpYChUmgvqFZqirLpYhTEU8D4No7Z8l/3npPHr7zBk/l3QoteeNtmXDWhfLfvz8qPbvXuBX3/fH29g5pamqVqqoy39umQT0ItLS0SUeHSHl5iR4BE6XvBKoq+CyTDXSkXCc9U8D16d0zvl+cXdKponYpV1ePlMtmAGZ77J5HTJDzJv1Ujj8ifHt0qL41t7RKaWmxFBfxYSnbXEfx+A7pEPWBurKcE+Eo5jcXfWprb5f29nYpK0XK5YJnFOtoaW2T4iKRkhI+LEUxv7noU2Nzi1SUlUoRVs4TzocWPCkz7n1AXpw321N5t0ILFz8nF15zvbz/3BNuRQN5vL2jQ1paW6WijHORQBKgQaNqCXaHiJTxPqNBtoIJkQkG2XFHyomIk5AzsbKnXHYDLJ9HqzeIIXt+X2bfMl0O2mfPfDaVcd0sX80YXUEcyPLVgkhzVp1k+WpW+AriYJavFkSas+oky1fTw/fCK6/L8WdfKJ8tWSwlJdl/qXrn7L/I7LkL5V/zcyP50uuNe2mWr7ozKvQSLF8t9BFA//NNoOClnNNsOCt0rr6a7yGYef2fffGl7HH4RPnHQ3+QUdtvm3lFeTwSKZdHuBGoGikXgSTmuQtIuTwDjkD1SLkIJDHPXUDKpQfY3APuxXn3ybZDt07vYIfSl994u7yz7COZe/fNWdeVjwqQcvmgGq06kXLRyie9CR+Bgpdyajnq9bfMlIaGhoTsjN1tTHwZ60NzF8j8hU8Zj2+3zXCZdsHZUl1dHb5sFlhE/37zHRn/81/I0n88Jn169Qxl75FyoUxLaIJCyoUmFaENBCkX2tSEJjCkXGhSEdpAkHLppaatrV22Hntwzq6WOumiK6W0rFTuuOaS9ALxqTRSzifQGjeDlNM4eYSuBYGCl3JaZIkgHQksXPy8nDXtGlm5ZFFoCSHlQpuaUASGlAtFGkIdBFIu1OkJRXBIuVCkIdRBIOXST8/uP5wg5/xsovz02CPTP9h2hPoCeY9dRstvzp2cdV35qAAplw+q0aoTKRetfNKb8BFAyoUvJ0TkkcDdD8yVWQ/NlVcXPODxCP+LIeX8Z65Ti0g5nbIVTKxIuWC469QqUk6nbAUTK1Iufe5HT54q3x61Q05EmtpqZdJPjpPTJx6dfiA+HIGU8wGy5k0g5TRPIOGHngBSLvQpIsBkBK76/V3yn7ffk/mzbgktJKRcaFMTisCQcqFIQ6iDQMqFOj2hCA4pF4o0hDoIpFz66Zl65fVSW1cvf7ju8vQPthyh3ufVRcnumH6pHHHwflnVla+DkXL5IhudepFy0cklPQknAaRcOPNCVB4InHXJNdLe3iF3/fY3HkoHUwQpFwx3XVpFyumSqeDiRMoFx16XlpFyumQquDiRcumzv/kPs+XJ516Up++fmf7BliO+Wbdedj74aFnwx1tlj112yqqufB2MlMsX2ejUi5SLTi7pSTgJIOXCmRei8kDg6NOnyi6jRsjlU8/0UDqYIki5YLjr0ipSTpdMBRcnUi449rq0jJTTJVPBxYmUS5/9vCcXy7Rrb5P3n3s8/YMtR7yz7EM55ITJ8u+/Pihbbzkgq7rydTBSLl9ko1MvUi46uaQn4SSAlAtnXojKA4G9jzxRTvnxUTL5J8d6KB1MEaRcMNx1aRUpp0umgosTKRcce11aRsrpkqng4kTKpc/+32++I+oCDR88v0C619SkX0HnEYv++Yr8dOolsuLVp6W0pCTjevJ5IFIun3SjUTdSLhp5pBfhJYCUC29uiMyFwOCxh8jt/3eJjD9k/9CyQsqFNjWhCAwpF4o0hDoIpFyo0xOK4JByoUhDqINAyqWfni+/WStjDj1WFj0wU3YauX36FXQeMXveQrnujj/J24vnZVxHvg9EyuWbsP71I+X0zyE9CDcBpFy480N0SQis37hRdjzgKHl81q0ydkw49+hQoSPlGMKpCCDlGB9uBJByboR4HCnHGHAjgJRzI+T8+PDvjJMZV0+THx60b2YViMh1d/1JFr3wiiH3wnpDyoU1M+GJCykXnlwQSTQJIOWimdfI9+q9j5bLgcefJksWPiCDBw0MbX+RcqFNTSgCQ8qFIg2hDgIpF+r0hCI4pFwo0hDqIJBymaVn32N/JhOPPEzOPOnHmVUgIudddb18s3ad3Pf76RnXke8DkXL5Jqx//Ug5/XNID8JNACkX7vwQXRICz778bzlhykWycsmi0O7RoUJHyjGEUxFAyjE+3Agg5dwI8ThSjjHgRgAp50bI+fETf3GxbL3lQPndxedmVoGITJxykQzecqBcd8nUjOvI94FIuXwT1r9+pJz+OaQH4SaAlAt3foguCYH75z8hv50xS94J8R4dSDmGrxsBpJwbIR5HyjEG3Agg5dwI8ThSLrMxcMl1t8onK1bJAzOuzawCETngx6caex9PPf2kjOvI94FIuXwT1r9+pJz+OaQH4SaAlAt3foguCYEbZ/5ZnnzuJVn84N2hZsRMuVCnJ/DgkHKBpyD0ASDlQp+iwANEygWegtAHgJTLLEV3zXlE5sxbKC/Ouy+zCkRkh/2PlMunnmEsgw3rDSkX1syEJy6kXHhyQSTRJICUi2ZeI9+rC665Sb78+huZfUt49+hQSUDKRX4oZtVBpFxW+AriYKRcQaQ5q04i5bLCVxAHI+UyS7P68vf0X10uny1ZnFEFrW1tMnjsIcZMuwP23iOjOvw4CCnnB2W920DK6Z0/og8/AaRc+HNEhA4E1D4fWw7oL9dfcl6o+SDlQp2ewINDygWegtAHgJQLfYoCDxApF3gKQh8AUi6zFL374cdy0ITT5T9P/kW23KJf2pV8snKVfOeok+SZh++RHbfbJu3j/ToAKecXaX3bQcrpmzsi14MAUk6PPBGljYA6Sfrhgd+T8yadHGo2SLlQpyfw4JBygacg9AEg5UKfosADRMoFnoLQB4CUyyxFjU3NMvw74+Sxe34ve337W2lX8q/X35RjJk2V956dL7169Ej7eL8OQMr5RVrfdpBy+uaOyPUggJTTI09EaSMw+qAfySXnnC4nHPWDULNByoU6PYEHh5QLPAWhDwApF/oUBR4gUi7wFIQ+AKRc5ikadeCP5MrzzpTjDv9+2pU89uQ/5BeX/05WLlmU9rF+HoCU85O2nm0h5fTMG1HrQwApp0+uiLSTgLlHx4MzrpX9Q7xHhwoXKcewTUUAKcf4cCOAlHMjxONIOcaAGwGknBuh5I+PO+lMOfh7e8kFk36adiV33PewzJ67UF5+fE7ax/p5AFLOT9p6toWU0zNvRK0PAaScPrki0k4CK1atlj3HnyDP/mWW7LDt8FBzQcqFOj2BB4eUCzwFoQ8AKRf6FAUeIFIu8BSEPgCkXOYpmnTRlVJZWSG3XvnrtCu57IYZ8s6yj2XeH25O+1g/D0DK+Ulbz7aQcnrmjaj1IYCUs+TqptvulkGDBsqEY8YnZPChuQtk/sKnjPu222a4TLvgbKmurtYnyxGL9NU33pajTj1X3n/ucenZvXuoe4eUC3V6Ag8OKRd4CkIfAFIu9CkKPECkXOApCH0ASLnMU3TNbXfLa28slfmzbkm7ktN/daWUlZXIHf93adrH+nkAUs5P2nq2hZTTM29ErQ8BpJyIWKXbUUeMS5ByL768RB58ZL5cMe186d+vryhxp27nnTNJnyxHLNLHn35Wplw6PfR7dCjsSLmIDb4cdwcpl2OgEawOKRfBpOa4S0i5HAONYHVIucyTOnveQrn5D7ONK7CmezviZ+fIHruMlst+eUa6h/paHinnK24tG0PKaZk2gtaIAFLOkiynmXL2++ySTqNcRybUu+Y8Ivc9ukD+NX926PuElAt9igINECkXKH4tGkfKaZGmQINEygWKX4vGkXKZp+n5l1+TCVN+JZ8tWSwlJcVpVbT7DyfIpJ8cJ5NOOCat4/wujJTzm7h+7SHl9MsZEetFACmXQsrV19fL9Btul51Gj4zPnnv3/Q9kxsx7ZcrkU2TUDiP0ynZEor3y5jvlrfc+kLl3h3uPDoUbKReRQZenbiDl8gQ2QtUi5SKUzDx1BSmXJ7ARqhYpl3kyP1m5Sr5z1Eny4tw/y7bDBnuuSL2/D9nz+3L7/10i4w/Z3/NxQRREygVBXa82kXJ65Yto9SOAlPMg5cYdsp98d++xRkm7lFPShZu/BKZeea3xbeUNl17ob8MZtKZOdEqKi6SoqCiDozkk6gQ6pENaW9ulrLQk6l2lfxkSaO/okI72jrRnaGTYHIdpSKCtvV3UO0xxcXqzeDTsKiFnSKC1tc14DeFcJH2AbW3tMvqgI+Tua6+Ufffc3XMF36xbJ9/90YnywG3Xy647j/J8XBAFlUBUryOlJZyLBMFfhzbb29ulQ0RKeJ/RIV2BxNize1Ug7UalUaScBymXaqZcS2tbVMaCNv04ZtJU2W3nUTLtnNNDH3NdfZNUVJRJaZpLHkLfMQLMDYEOkY11jdKjpjI39VFL5Ag0t7RJW1ubVFWWR65vdCg3BBoaWwzhUl7GB+rcEI1eLep9pnt1pfD9YGa53XP8CXL2yRPl5GOP8FzBO8s+kh+cfKax1crWWw70fFwQBdvaO6ShoVlqulUE0TxtakCgqblVOjpEKitKNYiWEIMgwASD7Kgj5VJIOfUQe8plN8DycbQ6OTpt4rFy+sSj81F9Tutk+WpOcUauMpavRi6lOe8Qy1dzjjRyFbJ8NXIpzXmHWL6aHVL1ZfAuo0amdcGGp194WU4571JZ8erToZ+BxvLV7MZHIRzN8tVCyDJ9DJIAUs5FynH11SCHp3Pbg8ceInf+9lI5/KD9whecLSKkXOhTFGiASLlA8WvROFJOizQFGiRSLlD8WjSOlMsuTb+88jrZVFsns66/0nNF981dINfdea+8s3ie52OCKoiUC4q8Pu0i5fTJFZHqSQApJyIPzV0g8xc+Fc9gVVWVXHju5PiFHKyPb7fNcJl2wdlSXV2tZ8Y1j3rt+g0y+qAfyV/vnWEsYQ37DSkX9gwFGx9SLlj+OrSOlNMhS8HGiJQLlr8OrSPlssvSTXffJ08+95IsemCm54quvfOPsuiFV2Txg3d7Piaogki5oMjr0y5STp9cEameBJByeuatYKN+98OP5aAJp8vrf3tYBg3oH3oOSLnQpyjQAJFygeLXonGknBZpCjRIpFyg+LVoHCmXXZrm/m2RXHztbfLB8ws8VzT1yuvlm7XrZPYt0z0fE1RBpFxQ5PVpFymnT66IVE8CSDk981awUf/jpVflpHOnabFHh0oSUq5gh6qnjiPlPGEq6EJIuYJOv6fOI+U8YSroQki57NK/5I135MhTfyHvP/e49Oze3VNlE6b8SgZvOVCuv+Q8T+WDLISUC5K+Hm0j5fTIE1HqSwApp2/uCjLy+x/7q1x355/kzafnatF/pJwWaQosSKRcYOi1aRgpp02qAgsUKRcYem0aRspll6ovv1krYw49Vv4+5y751o4jPFW2/3E/l/GH7C/nTTrZU/kgCyHlgqSvR9tIOT3yRJT6EkDK6Zu7goz8+pn3yuJ/vmKcGOlwQ8rpkKXgYkTKBcdel5aRcrpkKrg4kXLBsdelZaRc9pka/p1xctvVF3u+yNjI/cbLZVMny0+O+mH2jee5BqRcngFHoHqkXASSSBdCTQApF+r0EJydwPlX3yBr1q6Xe2++Rgs4SDkt0hRYkEi5wNBr0zBSTptUBRYoUi4w9No0jJTLPlXfO/YUmXDEODn7pxNcK2tobJRt9vmB3H/b7+TA74x1LR90AaRc0BkIf/tIufDniAj1JoCU0zt/BRf9CVMukiFbDZLfXXyuFn1HymmRpsCCRMoFhl6bhpFy2qQqsECRcoGh16ZhpFz2qTrxFxfLVgMHyLXTfula2fIVq2SfH50kzzx0j+y4/Tau5YMugJQLOgPhbx8pF/4cEaHeBJByeuev4KI/8PjT5Mjv7y/nnnqiFn1HymmRpsCCRMoFhl6bhpFy2qQqsECRcoGh16ZhpFz2qZp27S2yfOUqeWjGda6Vvfzam3L05Kny7jOPSe+ePV3LB10AKRd0BsLfPlIu/DkiQr0JIOX0zl/BRb/jAUfJFVPPkOPHj9Oi70g5LdIUWJBIucDQa9MwUk6bVAUWKFIuMPTaNIyUyz5Vd81+RGbPWyAvPTbbtbJ5Ty6Wcy+/VlYuWeRaNgwFkHJhyEK4Y0DKhTs/RKc/AaSc/jksmB60trXJ4LGHyMO3Xy/77rWbFv1GymmRpsCCRMoFhl6bhpFy2qQqsECRcoGh16ZhpFz2qfrbsy/KpIuukM+WLHat7PY/PySz5y2UVx6/37VsGAog5cKQhXDHgJQLd36ITn8CSDn9c1gwPfj0s89l7yNPlBce/ZNsP3yoFv1GymmRpsCCRMoFhl6bhpFy2qQqsECRcoGh16ZhpFz2qVr6wUdy8MRJ8vrfHpZBA/qnrPA318+Qd5Z9JI/d8/vsG/ahBqScD5A1bwIpp3kCCT/0BJByoU8RAZoEXv7Pm3L06VPlw+cXSk1NNy3AIOW0SFNgQSLlAkOvTcNIOW1SFVigSLnA0GvTMFIu+1Q1NjXL8O+Mk3l/uFn23nWXlBWe9qsrpKy0VO6cfmn2DftQA1LOB8iaN4GU0zyBhB96Aki50KeIAE0Cjz31jJx/9Q2y/KW/aQMFKadNqgIJFCkXCHatGkXKaZWuQIJFygWCXatGkXK5SZfXfY0PP2WK7DFmtFz+yzNz03Cea0HK5RlwBKpHykUgiXQh1ASQcqFOD8FZCdw5+y9y//wn5MW5f9YGDFJOm1QFEihSLhDsWjWKlNMqXYEEi5QLBLtWjSLlcpOuQ088Qw7+3l5y4eRTUla42w+Ol9NPOFbOOPG43DSc51qQcnkGHIHqkXIRSCJdCDUBpFyo00NwVgKX33i7LP1wuTx6143agEHKaZOqQAJFygWCXatGkXJapSuQYJFygWDXqlGkXG7SdfqvrpSKinKZcfXFSStU7+tb7XGwsXT1yO8fkJuG81wLUi7PgCNQPVIuAkmkC6EmgJQLdXoIzkpg0kWxk6Hbrkp+MhQ2Yki5sGUkXPEg5cKVjzBGg5QLY1bCFRNSLlz5CGM0SLncZOWaW++Wf7/5jjw+69akFX61Zp3s8v1jZP6sW2TPMTvnpuE814KUyzPgCFSPlItAEulCqAkg5UKdHoKzEjjq1HNl7K47y7SzT9MGDFJOm1QFEihSLhDsWjWKlNMqXYEEi5QLBLtWjSLlcpOu2fMWyk133yf/feqRpBW+++HHctCE02XJwgdk8KCBuWk4z7Ug5fIMOALVI+UikES6EGoCSLlQp4fgrAT2OHyinHXyBPnZj4/UBgxSTptUBRIoUi4Q7Fo1ipTTKl2BBIuUCwS7Vo0i5XKTrudffk0mTPmVfPKvp6Syotyx0sUvvj2QSG0AACAASURBVCInnTtNVi5ZJKUlJblpOM+1IOXyDDgC1SPlIpBEuhBqAki5UKeH4EwCSl4M2fP7cvd1V8hh+++jDRiknDapCiRQpFwg2LVqFCmnVboCCRYpFwh2rRpFyuUmXctXrJJ9fnSSvPDon2T74UMdK50z76/yuzv+KO8snpebRn2oBSnnA2TNm0DKaZ5Awg89AaSchxQ9NHeBzF/4lFFyu22Gy7QLzpbq6moPR1IkVwTMPTqenH2HjBm1Q66qzXs9SLm8I9a6AaSc1unzJXiknC+YtW4EKad1+nwJHimXG8xtbe2y9diDZc6tv5WD9tnTsdLrZ94rf3/uX7L4wbtz06gPtSDlfICseRNIOc0TSPihJ4CUc0nRiy8vkQcfmS9XTDtf+vfrKzfdFnuTPe+cSaFPbpQCfPPdZTLupDPljb8/KgP69dGma0g5bVIVSKBIuUCwa9UoUk6rdAUSLFIuEOxaNYqUy126dvvB8TLllBOSbqVy/tU3yNdr1sp9v5+eu0bzXBNSLs+AI1A9Ui4CSaQLoSaAlHNJj5JwgwYNlAnHjDdK2iVdqLMboeCefO4lOfWCy2TVvxdLUVGRNj1DymmTqkACRcoFgl2rRpFyWqUrkGCRcoFg16pRpFzu0nX06VNll1Ej5PKpZzpWesKUi2TrLQfKdZdMzV2jea4JKZdnwBGoHikXgSTShVATQMqlSE99fb1Mv+F22Wn0yLiUe/f9D2TGzHtlyuRTZNQOI+SZl/4d6gRHJbjFL70iTz77ovxz7n1adam5pdXY6Le4WB+RqBVg3YPt6JCm5japqCjVvSfEnycCarlUR3uHlJbpsWF4njBQbQoCra1txpdVJSXFcIKAI4Gm5lYpLyvR6kvNsKby17+9SVZ+8aWc+7OfOIY47dpb5JgfHCxnnjwxrF3oEpd6j2lpbZPycs5FtEmaz4G2tbVJR4dIaSnnIj6j16a5muoKbWINY6BIOQ9Sbtwh+8l39x5rlLRLuS13OzCMeY1kTLuM2kHm3HpdJPtGpyAAAQhAAAIQgAAEwk1g5pyHZca996cM8uoLz5WjDj0o3B0hOghAAAI5JNCvd00Oayu8qpByHqRcqplyjU0thTdq6LFnAg2NLVJeXiIlxcxg8AytgAp2iEhdQ5PUVPHtUgGlPa2utrS1i/qGurK8LK3jKFw4BNQS55LiIiljBkPhJD3Nnqr3merKCtFo9480e0jxbAi0qVn7TS1SXVmeTTUcG2ECzS1tos5ZK5i1H+EsZ9e1ygrOU7MhiJRzoceectkML45lTznGQCoC7CnH+HAjwJ5yboR4nD3lGANuBNhTzo1QYT/OnnKFnX8vvWdPOS+UKAOBzAkg5VzYcfXVzAcXR4og5RgFSDnGQDYEkHLZ0CuMY5FyhZHnbHqJlMuGXvSPRcpFP8fZ9hAply1BjodAagJIOQ8j5KG5C2T+wqeMktttM1ymXXC2VFdXeziSIoVOQC0ZKS8rZVlRoQ+EJP1XM+XqG5ulG8tXGSFJCCgpp5avMkYYIskIqPcZtUUCS0cYI6nGSFVFORedYog4ElBSrqm5hfcZxkdSAjEp18EYYYxAIE8EkHJ5Aku1EIAABCAAAQhAAAIQgAAEIAABCEAAAhBIRgApx9iAAAQgAAEIQAACEIAABCAAAQhAAAIQgIDPBJByPgOnOQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIIOUYAxCAAAQgAAEIQAACEIAABCAAAQhAAAIQ8JlAQUu5+vp6mX7D7fLR8k8M7EcdMU4mHDM+noKvv1kjV0y/UdasXW/cN2XyKfLdvcemTJHbMVw0wucRnmVzqfL57vsfyPW3zJSGhgajFa8XAVFX9J0x817jmL59eskV086X/v36Gn+7jcksu8PheSCQKp+qOes4qaqqkgvPnSyjdhiRMpJUrxNurzF56CJVZkkgVT7tryNe3mfcXifcxmSW3eHwPBFQ4+Tzz1fLeedMirdgHx/294xkobiNAc5F8pTEPFarXvt/d/MdcupJxye8h9jHiNO5hVNYqcaA22tMHrtJ1VkQUGNh1uyH5ddTz4qfV6rq7OcNY3cbk/A649Sk2xjgXCSLRAVw6E233S1LXn8j3rL9M6/5gCo3aNDAhM/DycJ1GwNu70MBYKBJCISWQEFLOfXCo27qBNh8YZl43FGGeDPfjHYaPdJ4YVJvdEqkqA9MyT5Qux2jXpwefGR+XMJY2w/tCCngwNzyqU5otx40MC5qveTTPo5UHe8sXRa/om+qMVnAqQht193y6eV1w965VK8TbmMytKAKOLBU+bS/76iys+572FXcpnqdcBuTBZyK0Hbd+sHF/mFZPfbZ56vjH5BU7teu25DyKvBuY4BzkdAOBcfArHLE6YudXL/PqCA4F9FrjFjlSLIve83PM/bziGQ9zfVnJL2IRitalfO7Zs2RkyYeY8haU+SfevLx8c8wVkmfTNhZqbidj7q9D0WLML2BQPYEClbKOX3jaH0Dsn/b5PQmZj85djvG/u2D/cQ4+3RSQy4JuOXT3pZdsJknSd/bZ6/4Byr7TAjrm5Z6o7R/C+5F9OWyz9SVHoFU+Rw2ZGtjJu64Q/ZLOsPW6cQo1euEGlPWb8G9nlyn1ytK55JAqnz+4/mXEqS8Uz7VGPvnS6/Ev8xxe+9KNSbdZmjmst/UlT4Bp5lybtLeFChWUec2BjgXST83YTgi1Uy5VF8ap/s+o/rKuUgYMp5+DE4z5exf/tilq/o73feZdM+P0+8JR+STQKpzx2Qz5dL9zOv2PpTP/lE3BHQkULBSzumbRatU+c+b7yTManN6E7O/QDlJNlOqnHHqicYHdPObKlVfJt9u6jjIdI05VT6ty4tU/8w3uD69e8aXBDhJObtks54s9endq8tsTLvo05VlVONOlc+R22+bsPxdMbAvcbZ/WHI6UbK+Tqxdt971dSmqrHXsl1s+31r6foKU8/Jhye29S30brm7ma5TTBzIdWRZCzF6knNN7gv1cJNXr0q677MS5iKaDyevyVftMqXTfZxQeu+TjXESPQZNs+ao5C0qt9lHnJnbpapdybu8zXj4j6UGsMKNMdV7gVcq5fUZK9T7kthVUYWaFXhc6gYKWcvZ9F+xS7qlFzycsEXGbtaReoJIdY0o566wZpFy4n36p8mmVcuY+DV72lLO/2dmlXKoxWV1dHW5gBRhdOvl0Erd2ZGaZZK8TSsql+7pUgGkJTZfd8un04dftfcbpQ5f1vUtJOet+MEi50AwH10DcpJzXc4ZUr0umlONcxDUdoSuQTMrZA3Vb4uzldYlzkdCl31NAyaSc+dqhKlHnEW57yrm9zygpx7mIp5SEslCq84xkUs7eEbfPSKneh5ByoRwWBBUwgYKWcqm+CczkWyBmygU8mnPcvNu3QPbmvHyTzEy5HCcp4Orc8mn/YOO2ZN1tZhUz5QJOeJrNu+VTLSe17uNiVp9qPxe3GQzMlEszSSEqnkrKOS1BTBY6M+VClNQchuJVyiUTM2Yobq9LTl8WeDm/yWFXqSpDAsmWr1pnxnn5gtDtfSaTz0gZdonDckzATdqnI+Ws+6SrMK3vPcyUy3HiqC7yBApWyrnty5PJfglux7CPi17PJ7d82nvjdiKsyrOnnF5jwC3adPPp9M2ivQ32lHOjrtfj6bzuqw9LN91+jxx9xLikFxRye+9iHxe9xoc12mRSLh0h5/Y+o0RwOmNSX5rRizxXUs788GydUWv9wkg9zp5yeo4fp/NQt1lvTqsw3N5n0j0/1pNm9KJ2E3JOrw3JKLiNAc5Fojd+6FF+CRSslLMb/Uyuvmp/cXO7Eg1XPMvvYM517W75vOOe+2T/7+4V//BsHw9Oe8rZv33k6qu5zpq/9XnJp7kBu4rMaV/J62+ZKdYrYHH1VX9zmO/W0nndd1pSYt/rx+29y21M5ru/1J85AScp52XJqv29x20MpDMmM+8NR+aaQDIpt+CJp2W7bYclnIuots1tNpykrtsYsL4WsQQ+15nMX33JZspdMf1GMS865jRTLt33Gbfz4/z1kJozJeC2NYZZr9c95dzGgNv7UKb94DgIRJVAQUs562XmVYLtS4aslxhXj6sNUq3r4J2+cXA7xrpUycseZFEdeLr0K1U+1UmtWgJt3uz5dJJyqqz1uGSXrv9o+SdGtV4uS64Ly6jGmU4+7fu4JJsBk+p1wu01Jqqcde5Xqnyae1Ime747fVhye+9KNSZ15hjV2O3vJdbzDaflzfbzEadzEbcxwLmIPqPJ/nxXkVvPN9zORTJ5n3F7jdGHXmFEaj8vUL22nm+YY6ChocEAYj8XyeR9hnMRfcaW0/iwv47Y32uqqqrkwnMnJ514oI53GwNu70P6ECRSCOSfQEFLufzjpQUIQAACEIAABCAAAQhAAAIQgAAEIAABCHQlgJRjVEAAAhCAAAQgAAEIQAACEIAABCAAAQhAwGcCSDmfgdMcBCAAAQhAAAIQgAAEIAABCEAAAhCAAASQcowBCEAAAhCAAAQgAAEIQAACEIAABCAAAQj4TAAp5zNwmoMABCAAAQhAAAIQgAAEIAABCEAAAhCAAFKOMQABCEAAAhCAAAQgAAEIQAACEIAABCAAAZ8JaCnlrJf2tl4WPh/s1CWiP/98tZx3zqS0qr/ptrtlyetvxI856ohxMuGY8fG/U11G2u3y9m51pxUohSEAAQhAAAIQgAAEIAABCEAAAhCAAAR8J6CllDMpKXn11KLnZdoFZ0t1dXVO4VnF2NjdxqQl5err6+WuWXPkpInHSP9+fcWUiKeefLx8d++xoh6ffsPtstPokYaoU4/PmHmvTJl8iozaYYQoEbj1oIEJZfv07mnE4FZ3TiFQGQQgAAEIQAACEIAABCAAAQhAAAIQgEBeCERKyllnkFVVVcmF5042JJc5K233XXeRF15aIg0NDeJ1hl2mM+Ws2XKScLNmPyy/nnqWIe3sj9szrWJ4Z+kyR/nodmxeRg2VQgACEIAABCAAAQhAAAIQgAAEIAABCGRFIDJSrq6+QZ546h9yyok/NoAoQbd23QZDZKnHrph+o/Tu1dv4W92sM9VSEcyFlDOl4MTjjjJmv6lZeA8+Ml+umHa+IeXMeNVPp2Wyqi/JHrPXndVo4GAIQAACEIAABCAAAQhAAAIQgAAEIAABXwhERsrZl69axZciqaScKcVMCTZo0MCEfd6ciOdCytmlmtOy22TizUngWeNMJex8GUE0AgEIQAACEIAABCAAAQhAAAIQgAAEIJA2gUhJOfsFEvr26WXMRgtSylln7Jni0OtMOVVu1n0Px5fh2rPrVHfaI4ADIAABCEAAAhCAAAQgAAEIQAACEIAABHwnEBkp958330kQWGGYKZdMmqkLO7jtKYeQ8/25QIMQgAAEIAABCEAAAhCAAAQgAAEIQMA3AlpLOevSTfvsM7Xs9J8vvZK3mXJuy0ZTPe529VWWrPo2/mkIAhCAAAQgAAEIQAACEIAABCAAAQgEQkA7KWddomouT7VewfSj5Z8YILcaNFAaGxszlnL2pbCqzimTTzEu1OB2cQXz8TVr1yck1XrFV3sZs251gPUqsmYF5tVkVV/V/nip6g5kJNEoBCAAAQhAAAIQgAAEIAABCEAAAhCAgGcC2kk5zz3LY0G1/HTewqfkvLNPE/sFJvLYLFVDAAIQgAAEIAABCEAAAhCAAAQgAAEIRIQAUi6DRKqlseo24ZjxGRzNIRCAAAQgAAEIQAACEIAABCAAAQhAAAKFTgApV+gjgP5DAAIQgAAEIAABCEAAAhCAAAQgAAEI+E4AKec7chqEAAQgAAEIQAACEIAABCAAAQhAAAIQKHQCSLlCHwH0HwIQgAAEIAABCEAAAhCAAAQgAAEIQMB3Akg535HTIAQgAAEIQAACEIAABCAAAQhAAAIQgEChE0DKFfoIoP8QgAAEIAABCEAAAhCAAAQgAAEIQAACvhNAyvmOnAYhAAEIQAACEIAABCAAAQhAAAIQgAAECp0AUq7QRwD9hwAEIAABCEBAVn+1Vs6edpMcdsBectpPDs8Lkd9cP0u+XrNebrjsLKmprspLG4VaqWL71DOvyvSLJ8kh++4eCIba+ga54Ko75KPlq+SGy8+UMaO3DyQOGoUABCAAAQhAQB8CSDl9ckWkEIAABCAAgcAImNJqxaqvEmKYfOL4BIl1z/1/lSeffUVun36eDNyiT2DxpttwrqXcohdek2m/vTtBEukq5fyK+42lH8oFV94pF005IS2xplhfO+OBBBFmHa9Oos76uDmGzfYnHHlgwpg2y/bv17uLUFVs3l32SXy8m2JOjT/ka7rPQspDAAIQgAAECo8AUq7wck6PIQABCEAAAmkRMGXF3nuMlqsvPDV+rCmerGIOKRfDg5RLa4gZhTORcqYwGzVyeMLYtEq33XYZ2UWQmflR7Zrj1xRq/fv2SqjLjKtnj+oE2exWPl25mD4xjoAABCAAAQhAQHcCSDndM0j8EIAABCAAgTwScJv5o+THq/95V44c910jCqRc8mT4NeMs18PBr7gzkXJqvD30+DNdlouaUm7Y4C3lzaUfJ8y+M8d0t6pK4zHrzDj7zDdzTD/xj5dlU21DQj2pZlf6xSzXuaY+CEAAAhCAAAT8JYCU85c3rUEAAhCAAAS0IuAm5aydUYJk5pwFCf0bstUWCbOLzL2/zEJOy1/tddhnOlllyP8+/9LYS0zdzLZWf73GWAa5YVOtcf+4A/dMmPnklIBkdfbsXuO4P5hbP5wEk5OosS8LtrdnjUvFbbJx2zvNbN9kYM9DslledtFk76eKwczHR598ZnA+5+dHy5PPvSqvv7ksIQ/m8mWn5aV2gWvPmZmjVP1M1gd1rD2f6j5zlqcZz89P+KH88YEnEqScU6yKQf8+PeXdD/8nu+88Mr60NVm/VFupHtPqBYBgIQABCEAAAhDIKwGkXF7xUjkEIAABCEBAfwLpbKKfbKack9xz2sNLHT908MD4nmJOxzntF2aWU2LIKqC8zr5KtgeZlz3DnPrhRcol67915pfT3mduIyrZ0lmnvc/sSzWdZn8lm/Vlxq/iMS9s4JQvL1JOCTyvuTL7n2qmmvUxNZ6se86p/qjbMT/Y15CK1ply9pyY9Zxx8lHyv5Wr5bW3l8WXwqaaFZrrPQrdcs7jEIAABCAAAQjoSQApp2feiBoCEIAABCDgG4FkF3lwmsWUTFSkut8qOpw6ZT82mfBwaiPVbCprW8nqtN+fTDDZ73eTcqptdaVOuxQz4zVnZKUrd5L1136/15lyKk43KWffO83e93xJOdXOlTfeK5eff0qXK51auU340UFx1krEmccYObBJOTsX1cZNd/1FrvvNmfL2+8vlrvvmGzM/a2qqHPNnjil7Hn17stIQBCAAAQhAAAJaEUDKaZUugoUABCAAAQgER8A6G80ahVXOpSvGlLAxRYd1uaO6cqn1Zl3W6aeUs0sar4LKTcqZSz+dLgZgzuRSyy3TlXKpZptZY08mBTOZKWfvg1eRaR8r6c6U8yrlTvvJ4cZyUjXO9thlR/l01WpjtpuZA/vVVq2zI5WIm/u3543ytbUNcva0m0TNmtt5h22M3w87YK+EK7Vax6w1j8E9a2kZAhCAAAQgAIEwE0DKhTk7xAYBCEAAAhAIMQFTvvTv1zvlkr5kMs/smincthu+tTH7SC1BtYs+pyWddiGSrhC0ok0mv7xKOfvxXqWcueebPc3mvm2mCEolf6zHphJbVj7JZnpFVco5LU92Wj6sWFpn9s392wsGXiVIrbPf7EtinZ6mSLkQv3gRGgQgAAEIQCAkBJByIUkEYUAAAhCAAAR0JGDfcy0bMea0F5piYr/CZtRnynmRhcnGCjPlYmScxogaR9al0smknHnsyceOMy5gccwP9ovvcWjWMWr7ofL8y28kXMTEmhOWr+r4akbMEIAABCAAAf8JIOX8Z06LEIAABCAAAW0IKEHxyF+flXN+fkyXmJ029U93Tzlrpan2HgtqppzX/dFytaecHXK6y1e97imn2kl1NVjrzDyvS3bN2L2wMGXrk8++Ehdb6S5ftV6E4ZB9d09A54VbMilnMvzyq7VGndY968xlsGp2qH0/wGxkqjYvCAQKAQhAAAIQgEBOCSDlcoqTyiAAAQhAAALRIpDsqqSm1HnqmVcTlpomm+3mtNRV1aHuv/3Pj8lFZ58Q37PLKoTM+vzaU27UyOHGUkV1c5KOXq8i67Z8taa6ylgmqfbOm3zi+IR9ydT96kqfai80L3LJPuK8XH3VlGJervRqn6lotufURzNeK0en+1SdM+csSLhSrlO5VM+mVBfx8MItmZQz2aj4zGXEKl/meFV7ya1Y9VWXvFljTSaYo/XqQG8gAAEIQAACEMiWAFIuW4IcDwEIQAACEIg4gWR7wtmFhYnBFC7q7yFbbZGwxE/NulIiz3qzSilTlJh7rY07cE8ZOmiA+DVTrrqqUt7/aEU8PNW+KemsMdv7YRdrXqScXfKY9XsRkG5Dzs7RngfzeGs/VJnLzjtFrrrp3i4XMLCWM/NuXijBvi+enYVqyx6PKqNu1plyTuWcrvBr7XsyYZitlDPFpj3/5nPho+Wr5IbLz+xy1Vcr16/XrI/vteiWLx6HAAQgAAEIQKAwCSDlCjPv9BoCEIAABCAAAQhkRSDd5aZZNZbk4HRn1+UjBnudYeDiRz9pAwIQgAAEIACB7Akg5bJnSA0QgAAEIAABCECg4AiERT6Faamo0/LmghsYdBgCEIAABCAAAc8EkHKeUVEQAhCAAAQgAAEIQMAkEBYpp+Ixl9e6LXfNZ/a8Lm3NZwzUDQEIQAACEICAXgSQcnrli2ghAAEIQAACEIAABCAAAQhAAAIQgAAEIkAAKReBJNIFCEAAAhCAAAQgAAEIQAACEIAABCAAAb0IIOX0yhfRakagrqFJystKpay0RLPICdcPAh0dHVLf2Czdqir8aI42NCTQ2NwqbW1tjBENc+dXyOp9pqS4WCoryvxqknY0I6DGSFVFuRQXF2kWOeH6QaC1rV2amlt4n/EDtqZtNDQ2S3tHB2NE0/wRdvgJIOXCnyMi1JjAhk0NUl1VjpTTOIf5DF1JubUb6qVvr275bIa6NSagpFxrS6vUdKvUuBeEnk8CtfVNUlqClMsnY93rXruhTnp1r0bK6Z7IPMWvpFxtXaP06lGdpxaoVncCMSkn0q2qXPeuED8EQkkAKRfKtBBUVAgg5aKSyfz0AymXH65RqhUpF6Vs5qcvSLn8cI1SrUi5KGUz931ByuWeadRqRMpFLaP0J2wEkHJhywjxRIoAUi5S6cx5Z5ByOUcauQqRcpFLac47hJTLOdLIVYiUi1xKc9ohpFxOcUayMqRcJNNKp0JEACkXomQQSvQIIOWcc7ps7UppbWsTKVL/L5KioiIpLur82fm3cZ/5u2z+XSz3G8dYy5h1dNarHlctqHqsx5WXlCYdbM1traJkWbt0iPFf9XuH+j320/i986f1/o6OzrJGyQ5p6/xblW2LHx8rU1FaLtv1GmT8nunyVWucouov2hxXLFbVxcR4zT6oR1Ts6rj2zp4af1rLi/m4pd7OfqiHDD4mD6Nt6/Htsfo724m328nVaNfCNEassz7jZyw+VYNqIxanul/9t/Mx83jjHpGiDpXiznGkcm6MheJ47hMfi5U1Roc6pqO4yxg0xkvn+DLHpjoiPk7VYx2J4zYWiBmHMXq7jOt4nZ3j1m08N7e0SXtbm9RUV26uqyM2nlXsFSXsIxaWdw7jOdk5jtWoLDLHcOfzI/YMiY3p2G/G0DZ/iz+HYk8dy/jv/Mt8jlmfV2rc1zY2SUlJkVSUlna+DphHm211/t35HI1V31l/5/OtS2ydZVVwFaVlsl3vrcKCmTgyIPD6yo+lvKLYeA3J1U29/pSVlIp6Py0rKjV+N/4Vl0hZcez+fN8aW5qkqb1V1HOvpa1VmttbpLnzb/XcSHb7YN1nsmO/obJDn8H5DjGQ+tc0bJSVG7+W/238Uv636StZseEr+WzT19LU1iLVpZXSvaJSupVVSU15lXQvqzLuqywqkz41PaRbeYXUlKn7q6VbeWXn75VSWcbet4EkMySNIuVCkgjCiCwBpFxkU0vHwkAAKSeysblO3v1mhby/dqW8v2aFLFv7WRhSQwx5IKAEkfqgZoimDiWNYtK1uEhJL1PASlx2WUWZKWFN2WQXXoZE6xRpm2XZ5g+ZCZIwLvGsos8iAqU9JvosYjAuOiz3x+RgXM9a5GCH8SFQh5v6YGxlawhqUxYaPxNlpl1sxqShs2C0inOrVM+Ei5k/U1gZ7G1i2Cq0Yo+pMu2GkI0f3ymZNssxq+TdLI8T2inqMASaWaf64MqtK4FeFd2ke3k36VlRHfswX15t/K4+vKu/e6jfjfu7SY+KKuPDPLfcE1AiakNzg2xqrpPa5kbZ0FwnG5vqpbalQTY01snG5tjvxhcaIlLf0iTLN3yR+0BcalTvB9v2HhT7YiSDm4pePRfjsk1JNyXf2lulsbXZU41VZRVSUbxZGFYUlxmycENTnZSXlMktB53lqZ6wFqpraZRPNqyWTzd8KZ9t/FpWbvpaPtm4WhpamoyQh/YYIIN79JehPbaQoT0HSmVJmTE2apvVv0apa22UTU1qLNXLhsZ6aWxvkrqWBtnU1Cj1rY1dut2jvJvUVFRKj7JqqS6rkJryaqkpqzRE7EcbvjBei7lFk0Bbe7vRMXVRIW6FTWBIj/7Sr6qnVJRWSFVJmVSWlUu30ir51hbDCxtMlr1HymUJkMPDQeC+pYtkj4EjZce+Q8IRUGcUhSTl1Engxxu+kI/XfyGfrP/COElc11hrSDl1G9VvqJEf9W9UnyGiTpatN/vMr5gKUeIkdiKgZn5ZZ611+b3zA/zmWW6bpYvxAdwiauKz3UR9GA9uyKj+baxtlJ41Hj+8pppZrjsKgwAAIABJREFUaJ1xGJ8dKIZQsc762izKNs9QjEkaU6B13t9RJB2WWYl+zHoILhP5aVl9oIzP9HOYyZhsPJuzGNX4UMtXW1papKq6fPMsTessxc7nSKydrjMYrTM747MRbbMUjVlTDrMXN4vOxFmU1pmLibNF1YzNzFiaMx03z3yNyVurQIwLW7E+ZkxO7BS2nTNn47NnO8t1jmPjeEtZc9ZQQjvx2bdqppspgmOCOVO5kBkR70c1NDUbH5TUlb7zdWvtaJcNTer1PPYBXn2QV6/tm1rqZWPnh3p1v11Wmx/ie5XXSE25mqFTLT3LuxkzqszbxsZ6WbHpK2lobZKm1mZpbGuWhpYWQwocMHSMHDpsNxkZshlNDa3N8mXdWqlrbhTFRoki1ffWdjVjq01aOmI/jb/b22KPt7caM8TNv1vV/Z2SSd2nnoNKNqnf1XGqvFGX+rujVZpanWVxr4oaQ4ga/8pjkrRnZTdDiqr7FO+Ghub4bNt8jRH1erGpuUHqW5TsaRIlDzN9PVAxqtcE9b5TWqJEWokooRabmVcm5YZoK4n/ru5Ts/PUbFE1a0/N7kx1+6J2rZy16Fb59V4TZM8td8gXki71vv7lh3LNv+6X7Xtv1WWWc2lJiVSVVBjnRtWl5VJdVimVJeVSVVYuVerDb2mFcU703jf/k082fikrNnwp65ti51cDuvWSwd23kGE9BxoSbkj3/sbvXm/Jlq+q57Qh71oapK6lyRC+6ncl9TYZPxulrrnBkHvq/Udd3Vd9CVeizjyKiqSkuCT20/hirth4nTL+ViWM+4uk2Lgv9k+VM6WPKZXNPpizi+N/J5y7JZ7I2U/rrHV1PeWzHdsps1U7Xeqx3WM9f+wSnx1+qnotj3Vt1x5f4pustd0ufUtRrz1ee2fV6gsr+7bWNqNIaWmJMas78WYta3skVd9S9nvzjG/z9cBac6p+28dOsuMM1ra+dOFiObjrmEysOeGvVOy7AkyAltC3FKyN+C3DIXV8iSPLrd/WZp0+J6n3qoa2ZuM9S/1T72cPjb/E60sO5RwIIOUYFpEgMHHh9Pg3pwO79ZZtew0yTnq277OVbNdrq5TLKNY31crX9Rvkq/r1sqZ+oxQVF8s2PQbkhEttQ5NUlquTypKc1BemShrbWwz5Zki4DV/Il3Xr4+FtWdNHtq7pJ0N7DpBdtthWduo3LEyhhyaWbJavhqYTBJJXAuwpl1e8kag8bHvKqfdTJetqm2KzuJSoqW1W8i72+8aW+tj2BZ039aFi215bGtLBfqttqpeXVr1riKnvbDVKvjNolIwZsK1veXv760/k87o18lXdevmybp18Wb9eVteuNWYbWW9KApWqJZxq6aaSRcWlUqrEUXGJVJaWG9LYXNapxFJp5xJPdZ86PzAkU+e/UiWeiostf8eWg6p/pUXFUl5aFpulWF7d5cutZGDYU64rmZtfmycrN34lNx14hm/jadGnr8ucpc/I+Xsca4yhxtYmqTc+1KqfTdLQ0mzIaSV9jZ8tTVLfpgRns9SrD8AtTTK6/zDZrueWsnX3/jK4xxYyrMcAVwnp1kH2lHMjxOMsX2UMQCC/BJBy+eVL7T4QUCctJ/z1t3LZPicaJ7YfrftcPly3Sj5e/7msrltnRLBNzy1lRJ+tjW+Nv2nYKN80rDdEnPq21LypPTX6V/c0lt8Yy6Q6l0dZ9wiK7/6TZG8e85smc8cg9cFDfXOobsZEFvPrhvjxsZlaZvnEb/M2L7WKHZ/4vZC5v1Di/kObgdvjtrafsN+RpZ/pLslTJ4Vbd+8nQ3psIVt17yeDu/eX4Wl8O+vD8Ah1E0i5UKcnFMEh5UKRhlAHETYplw9Yb3z5sTz/2VvyyufvGbNp9tpqR/nOoNGy64DtjObUjJ7G1hZpUuKircX4kk7NVDV+GrPvrPc1SWNrqzS0qZl5LcbMvPbOpVnW2Nc1bpJVtWuM84IB3Xob/wZW95EB1b1kQE1vGVDdW3pWdMtHd3NeJ1KuK9JVm76RKYtnyCV7nyC7DxyRc+ZOFT783nPy2uoP5PoDJvnSntdGkHJeSRVuOaRc4eaenvtDACnnD2daySMBtXntOYtvlzu/f66oWXLWmxJ2StCpf2pjX7Wkok9FjWzRrbf0reouA7v1kT6V3Y0TbbflDpl0oZCWr2bCp9CPQcoV+ghw7z9Szp1RoZcoBCln5lh9cfTqF+/L8yveFLUUMNVNLX2sKCmXytIy4+I6aimg8XtxmTF7Te2DU1m8+TFVpqq0zCinzgfUF3VqT7Sq0nLthxhSzjmFN/77UePL2+v3P92XHN/x34XGfnYX7zXBl/a8NoKU80qqcMsh5Qo39/TcHwJIOX8400oeCbz11XK5/KX7jLXsYbsSIVIuj4mPQNVIuQgkMc9dQMrlGXAEqi8kKWdNl9rb6tP1X0pJSYmxgX1MwJV3bjzNlSKtrJByzk/0lZu+kl8svsNYafHtLWKzLvN5u+qlOcaMy8ljfpjPZtKuGymXNrKCOwApV3App8M+E0DK+Qyc5nJP4Jn//Vf++PbTMufwi3JfeZY1IuWyBBjxw5FyEU9wDrqHlMsBxIhXUahSLuJpzWn3kHLJcf7ulYeMCyb8br9Tc8rcqbJf/uNO2Wer0XLcDvvmva10GkDKpUOrMMsi5Qoz7/TaPwJIOf9Y01KeCDzy/gvy4qp3Qnlpe6RcnpIekWqRchFJZB67gZTLI9yIVI2Ui0gi89gNpFxyuMs3fCHnPzNTrtznZPnWFtvkMQsiJ/31WvnZzt+XA4d+O6/tpFs5Ui5dYoVXHilXeDmnx/4SQMr5y5vW8kDgrjeekK/q1spl+5yUh9qzqxIplx2/qB+NlIt6hrPvH1Iue4ZRrwEpF/UMZ98/pFxqhtf8636pbWnM62y5to52OXb+VXL5d07y9QrCXkYPUs4LpcIug5Qr7PzT+/wTQMrlnzEt5JnA9JcfkB6V3WTKt4/Mc0vpV4+US59ZIR2BlCukbGfWV6RcZtwK6SikXCFlO7O+IuVSczNny139vVNkp37DMoPscpS6oMSZT98itx58lgzuvkVe2si0UqRcpuQK5zikXOHkmp4GQwApFwx3Ws0hgfOfnWlczn7ijgfksNbcVIWUyw3HqNaClItqZnPXL6Rc7lhGtSakXFQzm7t+IeXcWV75r9nS3tEuV+7zU/fCGZRY+s2ncuk/75U5h/9aupVVZlBD/g5ByuWPbVRqRspFJZP0I6wEkHJhzQxxeSbws79dLxNGHSCHDtvd8zF+FUTK+UVaz3aQcnrmzc+okXJ+0tazLaScnnnzM2qknDvtZWtXyq+fn2UsYR3ZZ7D7AWmWeOGzt+XW1x6TR4+6LM0j818cKZd/xrq3gJTTPYPEH3YCSLmwZ4j4UhJQe3QcN/9qmbb3RGO2XNhuSLmwZSRc8SDlwpWPMEaDlAtjVsIVE1IuXPkIYzRIOW9ZufTFe6W8qFQu2+dEbwekUerxD/8lT3/6mtx+yC/SOMqfokg5fzjr3ApSTufsEbsOBJByOmSJGJMS+Lp+g0z6+81y44GTZZueW4aOFFIudCkJVUBIuVClI5TB/H97dwImRXnncfw/M1wzIKcocqggCgIx4sEheEQF8YCwQcVbDCoKuihCNCO6BJGoIAYVFVaUoAYIEkcQxQMV5VAUicphAIEkHhCUU2Y4Z/ap3vQ8TaW76+g63rfqy+7z7OJUve+/Pv+X7ppfV1UTyinZFqWKIpRTqh1KFkMoZ68tK7ZslPsWTvHlnPK5L+fJhu2bxHhunWp/COVU64h69RDKqdcTKoqWAKFctPoZu6NJ3m4w5aJhUqd6TeWOn1BOuZYoVRChnFLtULIYQjkl26JUUYRySrVDyWII5ey3xbiFtXa1QinufJX9nWxsOXbpTMnPz5chp/WxsXWwmxDKBeut42yEcjp2jZp1EiCU06lb1PofAh99t1oe/niGvPJfI5TUIZRTsi3KFEUop0wrlC2EUE7Z1ihTGKGcMq1QthBCOfut+fxf62XEoqmJ20wb16pvf0eLLYs/eE5aN2gm17Xt5tmYXg1EKOeVZHTHIZSLbm85MjUEYh/KlZaWyuixE2Td+g2VHbltQD/p2rlD5d+nz5otJXPmJf7eskVzKR46SIqKitToYMyrmPP1x/LauiUy8YI7lJQglFOyLcoURSinTCuULYRQTtnWKFMYoZwyrVC2EEI5Z63pUzJSftPxcul4VGtnO2bZ2njUSs+WZ0jP4zp6NqZXAxHKeSUZ3XEI5aLbW45MDYHYh3JbfvhRXpg2S27pf00iaFu4ZKlMnjpDhg0eIG1an5D4+7SZJTKi+C5peHgDGffEpETnhtx+sxodjHkVf1zxlvxt6zcy+qxfKylBKKdkW5QpilBOmVYoWwihnLKtUaYwQjllWqFsIYRyzloz8O3HpUfzDtKrZSdnO2bYukIqEl9KNuT0S+WMJm08GdPLQQjlvNSM5liEctHsK0eljkDsQzlzK4yQbsToR+XKy3onrpYzQrjGjRvJFX16JTY1h3TqtDKelYz7dJaUl5fL0A6XKQlAKKdkW5QpilBOmVYoWwihnLKtUaYwQjllWqFsIYRyzlpj3L7a7LCG0v+kC53tmGHrHXt3S7/Xx8hDZ/eXVvWbeTKml4MQynmpGc2xCOWi2VeOSh0BQjlTL1Z9tUaenDhFjFtYjz26aeLW1nZtW1WGcqk/N66k40+4Avd9OEVa1G0kN/ysR7iFZDoR21UmRYXVpGqVAiXro6hwBQjlwvXXYXZCOR26FG6NhHLh+uswO6Gcsy49s/w12bpnp2df9rB+x/dy17sTZdIFd0rDojrOiglga0K5AJA1n4JQTvMGUr7yAoRyKS1KPl8uGcIl/96j29mVz5gzh3Jbt+9WvslRLvC3Hz0rv2h8snQ/+jQlD7OiQiQvT8nSKEoRgfKKCslnkSjSDfXKqDBK4nVEvcYoVJHxPiN5if/lDwJpBXifcbYw3vjHx7Jk8yoZefoNznbMsPXnP3wtT3z5ikw8Z4gU5OV7MqbXg3C+6rVotMZLvM8YbzW80USrsR4eTf26NT0cLX5DEcr9u+fJAK5+vTqVz4szh3TGpuZQzjjR4U94AlfOeVBua/9L6dK0XXhFZJl5509lUliDK+WUbI4CRRlXym3fWSb16vDFMQq0Q8kS9u47IAcOHJCaRTWUrI+iwhfYXbZXquTnS/XqVcMvhgqUFNi+s1Rq1yqU/Hx+o7bToMXfrpQnl78qf7qk2M7mltu8tXGZzFj9nky+cKjltmFsYFwpt7t0j9Q5jHORMPx1mHPP3n1SXiFSVKOaDuVSYwgCXGCQGzqhnIikC+SSrDxTLrcF5ufeu/eXyTWvPSwPnnmDtDn8GD+ncj02z5RzTReLHbl9NRZtzukguX01J75Y7Mztq7Foc04Hye2rzvjWbf9Ohr03Sf548TCpXS33qz+mrX5PPv1+jTx67gBnhQS0NbevBgSt8TTcvqpx8yhdC4HYh3LproZL7RzfvqruOv7Hzn/J4PlPydPdB0ujmvWULJRQTsm2KFMUoZwyrVC2EEI5ZVujTGGEcsq0QtlCCOWctWbXvlK5bu4j8sg5N8nx9Zo42znN1sZVdzv27JZ7O1+V81h+DEAo54dqtMYklItWPzka9QRiH8oZt6OOGT9RysrKDulOh1NPrryNdfqs2VIyZ17i5y1bNJfioYOkqIhLvMNezsv/9bWMXPSCvNz7fmWf0UEoF/YqUXt+Qjm1+6NCdYRyKnRB7RoI5dTujwrVEco570Lf2aPktlN6y5kePB7FOFc9oqie3NL+EueFBLAHoVwAyJpPQSineQMpX3mB2IdyyneIAjMKvLPxM3lh5fzE7QWq/iGUU7UzatRFKKdGH1SuglBO5e6oURuhnBp9ULkKQjnn3bnz3Weka5O20qfVmc53Nu1h3NXRpUlbubz12TmP5ccAhHJ+qEZrTEK5aPWTo1FPgFBOvZ5QkU2BP3+1QJZ8t1oeO/cWm3sEvxmhXPDmOs1IKKdTt8KplVAuHHedZiWU06lb4dRKKOfc/aGPpieeJzfwlJ7OdzbtYTz/+IZ23eW8Y9vnPJYfAxDK+aEarTEJ5aLVT45GPQFCOfV6QkU2BZ5e/pr8WLZDhp9xtc09gt+MUC54c51mJJTTqVvh1EooF467TrMSyunUrXBqJZRz7j7lyzdlw85N8rsu1zvfOWWPgxXlcmnJSLm/y7XS/ojjchrLr50J5fySjc64hHLR6SVHoqYAoZyafaEqGwKjFr8k9Qtry8D2uX+KaWM6V5sQyrlii81OhHKxabXrAyWUc00Xmx0J5WLTatcHSijnnO719Utl9rrF8kz3O5zvnLLH9z9tlYFvPy7jzxsoR9c+Iqex/NqZUM4v2eiMSygXnV5yJGoKEMqp2ReqsiEw5N1npONRraXviefY2DqcTQjlwnHXZVZCOV06FV6dhHLh2esyM6GcLp0Kr05COef2yzavldFLpsnMXw6X/Lx85wP8e48VP2yU+z6cIi9ecrfUrFroehw/dySU81M3GmMTykWjjxyFugKEcur2hsosBK6fO0auaXeudDvmVGWtCOWUbY0ShRHKKdEGpYsglFO6PUoURyinRBuULoJQznl7vtm1RW5/Z0LiSrkja9Z1PsC/9/jwn1/K+GWvyMu973c9ht87Esr5Laz/+IRy+veQI1BbgFBO7f5QXQYB4xkdl5U8kHie3ClHtlTWiVBO2dYoURihnBJtULoIQjml26NEcYRySrRB6SII5Zy3Z9/BA9J39igZ2fV6+VnD5s4H+PceJWsXy5sbPpGnuw92PYbfOxLK+S2s//iEcvr3kCNQW4BQTu3+UF0GgX+VbpcBb/5B/nDerXJM7SOVdSKUU7Y1ShRGKKdEG5QuglBO6fYoURyhnBJtULoIQjl37bnh9bFydZtz5fxjT3E3gIg898Ubsn7HZhl1Zj/XY/i9I6Gc38L6j08op38POQK1BQjl1O4P1WUQWP3jP6T4g+dk6sW/kcOqFSnrRCinbGuUKIxQTok2KF0EoZzS7VGiOEI5JdqgdBGEcu7a89sFk6Vdw2Pl6jbnuRtARMYs/bNUySuQO0/v43oMv3cklPNbWP/xCeX07yFHoLYAoZza/aG6DAKLvl0pj30yS+lndBilE8qxhLMJEMqxPqwECOWshPg5oRxrwEqAUM5KKP3PH/v0LyIVFTkFavcsmCytGzSTfu26uysigL0I5QJA1nwKQjnNG0j5ygsQyinfIgpMJzB73UfyxvqPlX5GB6Eca9dKgFDOSoifE8qxBqwECOWshPg5oZy7NfCn1e/K55vXy8Pn3OhuABG5+c3HpOdxnaVny06ux/B7R0I5v4X1H59QTv8ecgRqCxDKqd0fqssg8PyKN+Xrbd8r/YwOQjmWr5UAoZyVED8nlGMNWAkQylkJ8XNCOXdr4N2/L5epK9+RKRcNczVAhVQkvpTMuHW1S5O2rsYIYidCuSCU9Z6DUE7v/lG9+gKEcur3iArTCIz75GXJk7ycbikIApbbV4NQ1ncOQjl9exdU5YRyQUnrOw+hnL69C6pyQjl30iu3bJThC6fIjF7DpVpBFceDbN+7W254fYz8/uz+0rp+M8f7B7UDoVxQ0vrOQyinb++oXA8BQjk9+kSVJoF7P3xejq/XROlndBglE8qxdLMJEMqxPqwECOWshPg5oRxrwEqAUM5KKP3Pt5TuSNx+Ov68gXJ07SMcD7J++/dy13sTZdIFd0rDojqO9w9qB0K5oKT1nYdQTt/eUbkeAoRyevSJKk0Ct741Xi5q0VHpZ3QQyrFsrQQI5ayE+DmhHGvASoBQzkqInxPKuV8DfUpGyt0d+0qHo1o5HuSTTWvk90umycze90lBXr7j/YPagVAuKGl95yGU07d3VK6HAKGcHn2iSpPApSUjlX9GB6Ecy9ZKgFDOSoifE8qxBqwECOWshPg5oZz7NZD4EPi4TtLzuI6OB3lzwycybfX7rp9J53hClzsQyrmEi9FuhHIxajaHGooAoVwo7Eyai8CufaVy3dxHlH9GB6FcLl2Ox76EcvHocy5HSSiXi1489iWUi0efczlKQjn3eiMWTZVmhzWU/idd6HgQ49tbP/1+jYw79xbH+wa5A6FckNp6zkUop2ffqFofAUK5lF6Ne2KSNG7cSK7o0+uQDk6fNVtK5sxL/LeWLZpL8dBBUlRUpE+XI1bp33duljvmP638MzoI5SK28Hw4HEI5H1AjNiShXMQa6sPhEMr5gBqxIQnl3Df06eWvybY9O6W481WOB3nis1dlx56fZPgZVzveN8gdCOWC1NZzLkI5PftG1foIEMqJSGro1rtnj0NCuYVLlsq0mSUyovguaXh4AzGCO+PPkNtv1qfLEav0s83rZNTil5R/RgehXMQWng+HQyjnA2rEhiSUi1hDfTgcQjkfUCM2JKGc+4b+Zc1CWfDPLxJf9uD0z+8WvyBHFNaTW9tf4nTXQLcnlAuUW8vJCOW0bBtFayRAKJfSrHRXypn/mzmk06jXkSn17Y3L5KVV7yr/jA5CucgsOd8OhFDON9rIDEwoF5lW+nYghHK+0UZmYEI5961c9O1KeXzZKzKj13DHg/z3O09J16Zt5fLWZzveN8gdCOWC1NZzLkI5PftG1foIEMplCeVKS0tl9NgJ0q5tq8qr51Z9tUaenDhFbhvQT9q0PkGfTkeo0ulfvS+ffP83efQXA5Q/qh27yqSosJpUrVKgfK0UGLwAoVzw5rrNSCinW8eCr5dQLnhz3WYklHPfsXXbvpVh7/9v4oPgOtVrOhromtcekn7tusv5x57iaL+gNyaUC1pcv/kI5fTrGRXrJUAoZyOU69HtbOnauUNiS3Mot3//Qb06HoFqJ37xmmzf+5PcffoVyh/N7rK9Ur16FamSTyinfLNCKLBCKmTX7r1Su2aNEGZnSh0E9h04KAcPHJTCGtV0KJcaQxAo27tfCvLzpFrVKiHMzpQ6COzavUdqFlWX/Lw8HcpVqsad+0rlxrcelVFdfi0n1Gtiu7aDFeVy5dwHpbjjVXJyw+Ns7xfGhgfLy8UIXWoVcS4Shr8Oc+7dv18qKkRqVKuqQ7nUGIJA1ar8rpsLO6GcjVAu25VyO34qy8WffV0IjFs+UxrUqCPXn9jdxd7B7nLgQLkU5OdLXn6w8zKbJgIVIvsPHBTeyDTpVwhllpdXiHFFZUEBLyIh8Gsx5cGD5ZKXlyf5+QQuWjQshCIT7zMFBSIsEVf6N81/VPq3vVA6NWpje//Npdvk7kWT5IHOv5ZmtRra3i+MDY2wxXgdqVKF95kw/HWYs/yg8TGySEEBLyI69CuMGuvUKgxj2sjMSSiXJZQzfsQz5dRb68Y3r3Zp0lYua32WesWZKuL2VeVbFGqB3L4aKr8Wk3P7qhZtCrVIbl8NlV+Lybl9Nbc2GeedxrPhLm1l/7xz5ZaNMnzhFHnhkrulVlW1f1nl9tXc1kcc9ub21Th0mWMMU4BQziKU49tXw1ye6ee+bu4j0q9dNzn3mPbqFUcop3xPVCqQUE6lbqhZC6Gcmn1RqSpCOZW6oWYthHK59eX3H02X2tWLZFD7XrYH+uCfX8jjy0rk5d73294nrA0J5cKS12deQjl9ekWlegoQyonI9FmzpWTOvMoOFhYWyrDBAyq/yCH15y1bNJfioYOkqKhIz45rXrXxjI5LS0bK/5xxrZx8pNrP6DCouVJO8wXnc/mEcj4DR2B4QrkINNHnQyCU8xk4AsMTyuXWxOe/nCfrd2ySB7r2sz3QK2sWyVsbP5Wnuw+2vU9YGxLKhSWvz7yEcvr0ikr1FCCU07Nvsa160+5tcutb4+Xx8wdKs8OOUN6BUE75FoVaIKFcqPxaTE4op0WbQi2SUC5Ufi0mJ5TLrU1z1y+V2WsXy8QL7rA90OQv3kgEeQ+eeYPtfcLakFAuLHl95iWU06dXVKqnAKGcnn2LbdWrfvi73Pvh8/LiJfdIzarqf0sUoVxsl6qtAyeUs8UU640I5WLdflsHTyhniynWGxHK5db+ZZvXyqjFL8ms3vdLvs1v7nrk4z9Llfx8GXL6pblNHsDehHIBIGs+BaGc5g2kfOUFCOWUbxEFpgp8+M0KmbD8VZne814tYAjltGhTaEUSyoVGr83EhHLatCq0QgnlQqPXZmJCudxa9c3OLXL7/AmJW1Eb1axna7B7FjwrrRo0kxvaXWBr+zA3IpQLU1+PuQnl9OgTVeorQCinb+9iWfnstUvkzY2fyIRu/63F8RPKadGm0IoklAuNXpuJCeW0aVVohRLKhUavzcSEcrm1at/BA9J39ij5XZfr5aQjmtsa7KZ546RnyzOkV8tOtrYPcyNCuTD19ZibUE6PPlGlvgKEcvr2LpaVu3nYbphQhHJh6qs/N6Gc+j0Ku0JCubA7oP78hHLq9yjsCgnlcu/ADa+Plava/EK6HXuq5WAVUiGXlTwgd57eR7o0aWu5fdgbEMqF3QH15yeUU79HVKi3AKGc3v2LXfVjl86UKvkFcsdpv9Li2AnltGhTaEUSyoVGr83EhHLatCq0QgnlQqPXZmJCudxbdc+CydKu4bFyTZvzLAfbvvcnMUK80Wf9Wk5scLTl9mFvQCgXdgfUn59QTv0eUaHeAoRyevcvdtUXf/CctG5wtFzX9nwtjp1QTos2hVYkoVxo9NpMTCinTatCK5RQLjR6bSYmlMu9VeM+nSXGe/ZdNr644evt38nQ9yYlvq31iKK6uU/u8wiEcj4DR2B4QrkINJFDUFqAUE7p9lCcWWDAm3+QXsefIRe36KAFDqGcFm0KrUhCudDotZmYUE6bVoVWKKFcaPTaTEwol3ur/rT6Xfnr5q/lkXNushxs6fd/k99/NE1e7n2/FNj8tlbLQX3cgFDOR9yIDE0oF5FGchjKChDKKdsaCjMLJJ/RMbTDZdKp8YmK+4drAAAaB0lEQVRaABHKadGm0IoklAuNXpuJCeW0aVVohRLKhUavzcSEcrm3av7G5TJ15Tvyx4uHWQ42b8MnMm3V+7a2tRwsgA0I5QJA1nwKQjnNG0j5ygsQyinfIgpMCuzct1uunztGHj7nRjmhXlMtYAjltGhTaEUSyoVGr83EhHLatCq0QgnlQqPXZmJCudxbtWLLRrlv4RSZ0Wu4VCuoknXAl1a9K59uWiOPnXtL7hMHMAKhXADImk9BKKd5AylfeQFCOeVbRIFJgQ07NsmQd5+RZ3sMkQaFtbWAIZTTok2hFUkoFxq9NhMTymnTqtAKJZQLjV6biQnlcm/VltIdcvObj8kfzrtVjql9ZNYBn/isRHbs2S3Dz7g694kDGIFQLgBkzacglNO8gZSvvAChnPItosCkwLLNa+XBxX+SWf91v+RJnhYwhHJatCm0IgnlQqPXZmJCOW1aFVqhhHKh0WszMaGcN63qUzJS7u54uXQ4qnXWAUcsmipHFNWTge17ejOxz6MQyvkMHIHhCeUi0EQOQWkBQjml20NxqQJvbfxUpq9+X567cKg2MIRy2rQqlEIJ5UJh12pSQjmt2hVKsYRyobBrNSmhnDftuvWt8XJhi47Sq2WnrAPePn+CdG3cVvqeeI43E/s8CqGcz8ARGJ5QLgJN5BCUFiCUU7o9FJcqMG31e/LZprUy5hc3awNDKKdNq0IplFAuFHatJiWU06pdoRRLKBcKu1aTEsp5067/WTRVmtU6XG78+UVZB7x6zkPS76Ru0u2YU72Z2OdRCOV8Bo7A8IRyEWgih6C0AKGc0u2huFSBJ5e/Krv2lslvO12hDQyhnDatCqVQQrlQ2LWalFBOq3aFUiyhXCjsWk1KKOdNu55aPke27dkl93a+KuOAew/slyvmPCj3nXGNnHJkS28m9nkUQjmfgSMwPKFcBJrIISgtQCindHsoLlXggcUvSqOa9eUmi08oVVIjlFOpG+rVQiinXk9Uq4hQTrWOqFcPoZx6PVGtIkI5bzrylzUL5f1/fCGPnz8w44Cbdm8T4zZXO18I4U1VuY9CKJe7YdRHIJSLeoc5vrAFCOXC7gDz2xa4Y/7TcmbTdtKn1Zm29wl7Q0K5sDug9vyEcmr3R4XqCOVU6ILaNRDKqd0fFaojlPOmCwu/WSHGN6vO6DU844Arf9gowz+cIlMv/o0cVq3Im4l9HoVQzmfgCAxPKBeBJnIISgsQyindHopLFbjmtYflxpN6yDlH/1wbGEI5bVoVSqGEcqGwazUpoZxW7QqlWEK5UNi1mpRQzpt2rd32rfzm/f+V5y8aKnWr10o76AfffCmPf/qKvNz7fm8mDWAUQrkAkDWfglBO8wZSvvIChHI2WjR91mwpmTMvsWXLFs2leOggKSrS49MvG4enxSbJZ3SM7Hq9/Kxhcy1qNooklNOmVaEUSigXCrtWkxLKadWuUIollAuFXatJCeW8adfOfbvl+rlj5KGz+0ur+s3SDvrq2sUyb8Mn8nT3wd5MGsAohHIBIGs+BaGc5g2kfOUFCOUsWrRwyVKZNrNERhTfJQ0PbyDjnpiU2GPI7fp8A6jyq9BGgd/+9KPc9vYTMuH826XxYQ1s7KHGJoRyavRB1SoI5VTtjDp1Ecqp0wtVKyGUU7Uz6tRFKOddL/rOHiWD2veSs5qdlHbQ576cJ+u3b5JRZ/bzblKfRyKU8xk4AsMTykWgiRyC0gKEchbtMUK4xo0byRV9eiW2NId0Snc3QsV9uWWD3L/wjzK9571SvUpVbY6MUE6bVoVSKKFcKOxaTUoop1W7QimWUC4Udq0mJZTzrl3G8427NGkrl7U+K+2gY5fOlIK8fLnz9D7eTerzSIRyPgNHYHhCuQg0kUNQWoBQLkt7SktLZfTYCdKubavKUG7VV2vkyYlT5LYB/aRN6xPkYHmF0g2OSnEL/vmFTP7iDZl68d1aHdKu3XuksEZVqVJQoFXdFBuMgBHKGcFt3drcDh+MuH6z7N1/QA7uPyhFRdX1K56KAxEoLdsnBQV5Ur2aPh9YBQLDJJUC23eVSu2ahZKfn4dKjgIPL50htarWkEHtf5l2pHs/mCytGxwt17btluNMwe1+8GC57C7bK7VrFQY3KTNpJbBn7z6pqBAprFFNq7opNjiBAt5fcsImlLMRyvXodrZ07dwhsaU5lLvnvck5NYCd7Qls27tLqhZUkRGn6XM7gL0jYysEEEAAAQQQQAABHQT+vO49WbJ5lTSpeXjacjfs+l5+1fwsOa/pKTocDjUigAACnggcXi/9l994MngMBiGUsxHKZbtSbspf347BMlHjEBvUqC1dj2qnRjE2qygvr5C8vDzJ48Npm2Lx28y42pZPl+LXd7tHbHwyXSEVks+LiF2y2G1XXlEhecb/8D4Tu97bPWDjXISr5OxqZd9u7Y5vZdXWv2fd6NSGx0vTWg29mTCAUYx7fipYIwFI6zvF/5+LiHAxlL499LvyenVq+j1FpMcnlLNoL8+Ui/T69/3geKac78RaT8Az5bRuXyDF80y5QJi1noRnymndvkCK55lygTBrOwnPlNO2dYEVzjPlAqNmopgKEMpZNJ5vX43pvwyPDptQziPIiA5DKBfRxnp4WIRyHmJGdChCuYg21sPDIpTzEDOCQxHKRbCpHh8SoZzHoAyHgEmAUM7Gkpg+a7aUzJmX2LJli+ZSPHSQFBXxYHYbdLHfhFAu9ksgKwChHOvDSoBQzkqInxPKsQasBAjlrITi/XNCuXj3387RE8rZUWIbBNwLEMq5t2NPBBBAAAEEEEAAAQQQQAABBBBAAAEEXAkQyrliYycEEEAAAQQQQAABBBBAAAEEEEAAAQTcCxDKubdjTwQQQAABBBBAAAEEEEAAAQQQQAABBFwJEMq5YmMnBBBAAAEEEEAAAQQQQAABBBBAAAEE3AvEOpQrLS2V0WMnyLr1GxKCvXv2kCv69KrU3PLDjzJi9KPy49btif9224B+0rVzh6zaVvvwpRHuF2sYe2br56qv1siY8ROlrKwsUZrdLwExvtH3yYlTEvs0qF9XRhTfJQ0Pb5D4u9WaDMOAObMLZOunsWfqOiksLJRhgwdIm9YnZB002+uE1WsM/VJPIFs/za8jdt5nrF4nrNakekJUZAgY6+S77zbJkNtvrgQxrw/ze0YmOas1wLmIfmvOeO1/6LGnpP+1fQ95DzGvkXTnFumONtsasHqN0U8vHhUba2HyCzPknjsHVp5XGkduPm/ocOrJh7zOpNOxWgOci+i1psY9MUmWLvtrZdHm33mTPzC2a9y40SG/D2c6Uqs1YPU+pJcg1SLgr0CsQznjhcf4Y5wAJ19YrrysdyJ4S74ZtWvbKvHCZLzRGUGK8QtTpl+orfYxXpymzSypDGFS5/e3zYzuRsCqn8YJbdPGjSqDWjv9NK8jY4wVK/9W+Y2+2dakm2NgH38FrPpp53XDXGG21wmrNenv0TK6G4Fs/TS/7xjbTp46wzK4zfY6YbUm3RwD+/grkPqLi/mXZeNn33y3qfIXJKP3W7ftyPot8FZrgHMRf/vp9eip4Ui6D3a8fp8x6udcxOsu+jteajiS6cPe5O8z5vOITJV5/TuSvwKMnk3A6Pkzk1+Ua6/skwhrk0F+/+v6Vv4OkxrSZwrsUuewOh+1eh+iYwggcKhAbEO5dJ84pr4BmT9tSvcmZj45ttrH/OmD+cSYxamWgFU/zdWaA7bkSdKZXTpV/kJlvhIi9U3LeKM0fwpuJ+hTSy1e1WTr57FHN01ciduj29kZr7BNd2KU7XXCWFOpn4LbPbmOV1fUOtps/Zy/YNEhoXy6fhpr7MNFH1V+mGP13pVtTVpdoamWXPyqSXelnFVonwxQUoM6qzXAuYieayvblXLZPjR2+j5j6HAuoucaSXelnPnDH3Poavzd6fuM0/NjPTWjW3W2c8dMV8o5/Z3X6n0ourocGQLuBGIbyqX7ZDE1VPns8xWHXNWW7k3M/AKVLmRLhiq39L8m8Qt68pMqYzw3n266azN7uRHI1s/U24uMsZNvcPXr1am8JSBdKGcO2VJPlurXq/sfV2Oagz43x8E+/glk62er44875PZ3owrzLc7mX5bSnSilvk5s3bbd8nXJv6NlZKcCVv38YuVXh4Rydn5ZsnrvMj4NN/4kX6PS/ULm9DjYPhgBO6FcuvcE87lIttelU37ejnORYNrp+Sx2b181Xynl9H3GKNwc8nEu4nk7fRkw0+2ryaugjLt9jHMTc+hqDuWs3mfs/I7kywEyqCcC2c4L7IZyVr8jZXsfsnoUlCcHySAIaCYQ61DO/NwFcyg37+0Fh9wiYnXVkvEClWmfZCiXetUMoZza/1qy9TM1lEs+p8HOM+XMb3bmUC7bmiwqKlIbLIbVOelnuuDWTJbcJtPrhBHKOX1dimFblDlkq36m++XX6n0m3S9dqe9dRiiX+jwYQjllloNlIVahnN1zhmyvS8lQjnMRy3Yot0GmUM5cqNUtznZelzgXUa79tgrKFMolXzuMQYzzCKtnylm9zxihHOcitlqi5EbZzjMyhXLmA7H6HSnb+xChnJLLgqJCFoh1KJftk0A3nwJxpVzIq9nj6a0+BTJPZ+eTZK6U87hJIQ9n1U/zLzZWt6xbXVnFlXIhN9zh9Fb9NG4nTX2OS3L4bM9zsbqCgSvlHDZJoc2zhXLpbkHMVDpXyinUVA9LsRvKZQpmkqVYvS6l+7DAzvmNh4fKUC4FMt2+mnplnJ0PCK3eZ9z8juTykNjNYwGr0N5JKJf6nHSjzNT3Hq6U87hxDBd5gdiGclbP5XHzvASrfXiOi17/nqz6aT4aqxNhY3ueKafXGrCq1mk/032yaJ6DZ8pZqev1cyev+8YvS+MmPCu/6tkj4xcKWb138RwXvdZHarWZQjkngZzV+4wRBDtZk/pqRq9yr0K55C/PqVfUpn5gZPycZ8rpuX7SnYdaXfWW7i4Mq/cZp+fHempGr2qrQC7da0MmBas1wLlI9NYPR+SvQGxDOXOi7+bbV80vblbfRMM3nvm7mL0e3aqfTz07Vc7p2qnyl2fzekj3TDnzp498+6rXXQt2PDv9TD6A3ags3XMlx4yfKKnfgMW3rwbbQ79nc/K6n+6WEvOzfqzeu6zWpN/Hy/juBdKFcnZuWTW/91itASdr0v3RsKfXAplCudlz35KWxx17yLmIMXfyMRvpQl2rNZD6WsQt8F530r/xMl0pN2L0o5L80rF0V8o5fZ+xOj/27wgZ2a2A1aMxkuPafaac1Rqweh9yexzsh0BUBWIdyqV+zbzRYPMtQ6lfMW783HhAaup98Ok+cbDaJ/VWJTvPIIvqwtPluLL10zipNW6BTv4x9zNdKGdsm7pfpq+uX7d+Q2JYO19LrotlVOt00k/zc1wyXQGT7XXC6jUmqs46H1e2fiafSZnp33u6X5as3ruyrUmdHaNau/m9JPV8I93tzebzkXTnIlZrgHMRfVaT+d+7UXnq+YbVuYib9xmr1xh99OJRqfm8wDjq1PON5BooKytLgJjPRdy8z3Auos/aSrc+zK8j5veawsJCGTZ4QMYLD4z9rdaA1fuQPoJUioD/ArEO5fznZQYEEEAAAQQQQAABBBBAAAEEEEAAAQT+U4BQjlWBAAIIIIAAAggggAACCCCAAAIIIIBAwAKEcgGDMx0CCCCAAAIIIIAAAggggAACCCCAAAKEcqwBBBBAAAEEEEAAAQQQQAABBBBAAAEEAhYglAsYnOkQQAABBBBAAAEEEEAAAQQQQAABBBAglGMNIIAAAggggAACCCCAAAIIIIAAAgggELAAoVzA4EyHAAIIIIAAAggggAACCCCAAAIIIICAlqHcqq/WyJjxE6WsrExatmguxUMHSVFRkS/dnD5rtnz33SYZcvvNjsYf98QkWbrsr5X79O7ZQ67o06vy71t++FFGjH5Ufty6PfHfbhvQT7p27pD4/xcuWSpPTpxSua35GK3GdlQoGyOAAAIIIIAAAggggAACCCCAAAIIBC6gZSiXVDLCq3lvL/AllEsNxjqcerKjUK60tFSemfyiXHtlH2l4eANJhoj9r+ubCN6Mn48eO0HatW2VCOqMnxshnBHMtWl9ghhBYNPGjQ7Ztn69OokarMYOfAUxIQIIIIAAAggggAACCCCAAAIIIICAY4FIhXKpV5AVFhbKsMEDEiF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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Heatpump only case on {date}', \n", " subplot_titles=['Total demand', 'Heatpump output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_heatpump" ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 82, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 83, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage
Total net volume (MWh)-25,209-26,041
Total exported to grid (MWh)--
Total consumed from grid (MWh)25,20926,041
Total nominated volume (MWh)-25,209-25,209
Absolute imbalance volume (MWh)-970
Mean selling price (€/MWh)--
Mean buying price (€/MWh)195193
Total day-ahead result (€)-4,923,241-4,923,241
Total POS result (€)-29,292
Total NEG result (€)--123,358
Total imbalance result (€)--94,066
Total combined result (€)-4,923,241-5,017,307
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage\n", "Total net volume (MWh) -25,209 -26,041\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 25,209 26,041\n", "Total nominated volume (MWh) -25,209 -25,209\n", "Absolute imbalance volume (MWh) - 970\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 195 193\n", "Total day-ahead result (€) -4,923,241 -4,923,241\n", "Total POS result (€) - 29,292\n", "Total NEG result (€) - -123,358\n", "Total imbalance result (€) - -94,066\n", "Total combined result (€) -4,923,241 -5,017,307" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "report = ComparisonReport(\n", " cases=s.optcases, \n", " kind='electr_market_results',\n", ")\n", "report.show()" ] }, { "cell_type": "code", "execution_count": 84, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage
Gasboiler OPEX (€)--
Gas consumption costs (€)19,215,07619,215,076
CO2 emission costs (€)2,469,0042,469,004
Gas taxes (€)528,405528,405
Heatpump VDG OPEX (€)-46,600-46,600
Heatpump NDG OPEX (€)-15,400-15,400
Result on electricity market (€)-4,923,241-5,017,307
Electricity taxes (€)-23,949-24,739
Grid transport costs (€)-183,099-184,284
HotWaterStorage OPEX (€)--8,500
EBITDA (€)17,020,19716,915,655
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 19,215,076 19,215,076\n", "CO2 emission costs (€) 2,469,004 2,469,004\n", "Gas taxes (€) 528,405 528,405\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Heatpump NDG OPEX (€) -15,400 -15,400\n", "Result on electricity market (€) -4,923,241 -5,017,307\n", "Electricity taxes (€) -23,949 -24,739\n", "Grid transport costs (€) -183,099 -184,284\n", "HotWaterStorage OPEX (€) - -8,500\n", "EBITDA (€) 17,020,197 16,915,655" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.baseline, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-6,231,000
Regular Earnings (€)25,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,962
Irregular Cashflows (€)------------
EBITDA (€)25,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,96225,464,962
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)25,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,96225,216,962
Income tax (Vpb.) (€)-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990-6,290,990
NOPLAT (€)18,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,97118,925,971
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,00019,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,97119,173,971
Simple Payback Period0.3 years
IRR (%)308%
WACC (%)10%
NPV of explicit period (€)113,104,119
Discounted residual value (€)1,037,143
NPV (€)114,141,262
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 25,464,962 25,464,962 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 25,464,962 25,464,962 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 25,216,962 25,216,962 \n", "Income tax (Vpb.) (€) -6,290,990 -6,290,990 \n", "NOPLAT (€) 18,925,971 18,925,971 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 19,173,971 19,173,971 \n", "Simple Payback Period 0.3 years \n", "IRR (%) 308% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 113,104,119 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 114,141,262 \n", "\n", " Year 3 Year 4 Year 5 Year 6 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 25,464,962 25,464,962 25,464,962 25,464,962 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 25,464,962 25,464,962 25,464,962 25,464,962 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 25,216,962 25,216,962 25,216,962 25,216,962 \n", "Income tax (Vpb.) (€) -6,290,990 -6,290,990 -6,290,990 -6,290,990 \n", "NOPLAT (€) 18,925,971 18,925,971 18,925,971 18,925,971 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 19,173,971 19,173,971 19,173,971 19,173,971 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 7 Year 8 Year 9 Year 10 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 25,464,962 25,464,962 25,464,962 25,464,962 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 25,464,962 25,464,962 25,464,962 25,464,962 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 25,216,962 25,216,962 25,216,962 25,216,962 \n", "Income tax (Vpb.) (€) -6,290,990 -6,290,990 -6,290,990 -6,290,990 \n", "NOPLAT (€) 18,925,971 18,925,971 18,925,971 18,925,971 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 19,173,971 19,173,971 19,173,971 19,173,971 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 25,464,962 25,464,962 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 25,464,962 25,464,962 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 25,216,962 25,216,962 \n", "Income tax (Vpb.) (€) -6,290,990 -6,290,990 \n", "NOPLAT (€) 18,925,971 18,925,971 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) 19,173,971 19,173,971 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "tags": [ "exclude" ] }, "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 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2022-01-01 00:00:00+01:00", "2022-01-02 00:00:00+01:00", "2022-01-03 00:00:00+01:00", "2022-01-04 00:00:00+01:00", 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", 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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": 87, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# #price chart\n", "# from copy import deepcopy\n", "\n", "# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n", "\n", "# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n", "# _total_output = _source_output.sum(axis=1)\n", "# _data = _source_output.divide(_total_output, axis=0).rename(\n", "# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n", "# ) * 100\n", "\n", "# production_fig = _data.iplot(\n", "# kind='bar',\n", "# barmode='stack',\n", "# colors=[recoydarkblue, recoygreen],\n", "# title='Hybrid case: Heat production per Month by Source in % share',\n", "# yTitle='Share of production in %',\n", "# dimensions=(600, 400),\n", "# asFigure=True\n", "# )\n", "\n", "# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n", "# production_fig" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 0, 0 ] }, { "marker": { "color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Heatpump VDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 4660000, 4660000 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "Heatpump NDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 1540000, 1540000 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 0, 425000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, "paper_bgcolor": 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"color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Gas consumption costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ -19215076.03, 0, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "CO2 emission costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ -2469003.94, 0, 0 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "Gas taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ -528404.96, 0, 0 ] }, { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Heatpump VDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, -46600, -46600 ] }, { "marker": { "color": "rgba(109, 82, 107, 0.6)", "line": { "color": "rgba(109, 82, 107, 1.0)", "width": 1 } }, "name": "Heatpump NDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, -15400, -15400 ] }, { "marker": { "color": "rgba(242, 165, 65, 0.6)", "line": { "color": "rgba(242, 165, 65, 1.0)", "width": 1 } }, "name": "Result on electricity market (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, -4923240.81, -5017306.98 ] }, { "marker": { "color": "rgba(20, 85, 97, 0.6)", "line": { "color": "rgba(20, 85, 97, 1.0)", "width": 1 } }, "name": "Electricity taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, -23948.6, -24738.88 ] }, { "marker": { "color": "rgba(42, 42, 42, 0.6)", "line": { "color": "rgba(42, 42, 42, 1.0)", "width": 1 } }, "name": "Grid transport costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, -183098.51, -184283.83 ] }, { "marker": { "color": "rgba(42, 42, 42, 0.6)", "line": { "color": "rgba(42, 42, 42, 0.8999999999999999)", "width": 1 } }, "name": "HotWaterStorage OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 0, -8500 ] }, { "line": { "color": "#2a2a2a" }, "marker": { "color": "#2a2a2a", "line": { "color": "#2a2a2a", "width": 3 }, "size": 20, "symbol": "line-ew" }, "mode": "markers", "name": "EBITDA (€)", "type": "scatter", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ -22212484.930000003, -5192287.919999999, -5296829.69 ] } ], "layout": { "barmode": "relative", "height": 600, "legend": { "bgcolor": "#F5F6F9", "font": { "color": 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 91, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "EBITDA", "orientation": "v", "text": [ -22.212484930000002, -5.192287919999999, -5.29682969 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ -22212484.930000003, -5192287.919999999, -5296829.69 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { 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", 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", 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", 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Sensitivity analysis" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n", "1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n", "2. aFRR prices +/- 30%\n", "3. CAPEX\n", "4. CO2 price\n", "5. Tsource +/- 10 degrees Celsius\n", "6. Tsink\n", " * Roam off the peak / lower pressure\n", " * Stabalize / running average per hour/ 2 hours\n", "7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n", "8. Energy Tax and ODE +/- 30%" ] }, { "cell_type": "code", "execution_count": 96, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup():\n", " _c = Config()\n", " s = setup_model(c=_c)\n", " return s\n", "\n", "def routine(c, s):\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " #s = preprocessing(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " #s = postprocessing(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": 97, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\shahla huseynova\\recoy\\recoy - documents\\03 - libraries\\29 - pyrecoy modelling framework\\v1.2\\pyrecoy\\pyrecoy\\framework.py:40: UserWarning:\n", "\n", "The chosen timeperiod spans 244.95763888888888 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: 9.52 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_4120/332434720.py:3: FutureWarning:\n", "\n", "Argument `closed` is deprecated in favor of `inclusive`.\n", "\n" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 98, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "data\\ttf_prices_1T_20220101_20221231.csv\n", "data\\ttf_prices_1T_20220101_20221231.csv\n", "data\\ttf_prices_1T_20220101_20221231.csv\n", "Wall time: 36.5 s\n" ] }, { "data": { "text/plain": [ "114141262.25948972" ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "4c848aa9a43b42a3b048f7b7c4b1981b", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00\u001b[1;34m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mkpis\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'npv'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'irr'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'spp'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;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 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 6\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m 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"output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "interpreter": { "hash": "fea6e7ab4c0ed1d184e153838ac4b2d24a0985a5f17e99f4f437a114b66796b8" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.5" 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