{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n" ] } ], "source": [ "from datetime import timedelta, datetime\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "import pytz\n", "\n", "import cufflinks\n", "cufflinks.go_offline()\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "import sys\n", "\n", "import os\n", " \n", "# Path to the folder containing the alternate version of PyRecoy\n", "\n", "alternate_pyrecoy_path = 'C:\\\\Users\\\\z004yn8c\\\\OneDrive - Siemens AG\\\\Documents\\\\GitHub\\\\Mooi-Kickstart\\\\pyrecoy\\\\pyrecoy'\n", " \n", "# Add the path to sys.path\n", "\n", "if alternate_pyrecoy_path not in sys.path:\n", "\n", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Now import PyRecoy\n", "\n", "import pyrecoy2\n", "\n", "# Check the version or path to confirm\n", "\n", "print(pyrecoy2.__file__)\n", "\n", "\n", "from pyrecoy2.assets_kickstart import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy2.colors import *\n", "from pyrecoy2.converters import *\n", "from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy2.framework import TimeFramework\n", "from pyrecoy2.casestudy import CaseStudy\n", "from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy2.sensitivity import SensitivityAnalysis\n", "from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy2.forecasts import Mipf, Forecast\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "* COP seems to have fix values, rather than COP curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Meeting Notes" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "##### Meeting 25-11-2020" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR can help optimisation case\n", "* SDE++ should be included\n", "* Tsource sensitivity really gives interesting insights\n", "* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n", "* AP TNO: Update/verify COP curve\n", "* AP TNO: Update CAPEX\n", "* AP Mark: \n", " * Create graphs on COP curve with different Tsource, Tsink\n", " * Generate table and output in .csv (send it to Andrew)\n", "* Investigate opportunity to lower the COP and negative electricity prices\n", " * Technically feasible, but not really needed/possible to do it in this project\n", "* Could be interesting to run this model on a usecase with higher delta T\n", "* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "# Kickstart: Heatpump Optimisation Framework\n", "\n", "***\n", "© Shahla Huseynova \n", "July 2024\n", "##### Cases\n", "In this model, 4 cases are compared:\n", "* **Baseline** : All heat is supplied by steam turbine\n", "* **Heatpump case** : All heat is supplied by heatpump\n", "* **Hybrid case** : Steam boiler and heatpump run in hybrid mode, and are optimised on costs in real-time\n", "* **Heat pump & storage cases**: Heat pump only case is compared with different setup of storage +heat pump cases" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2023-01-01'\n", " end = '2023-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\n", " \n", " hp_vdg_e_power = 1.5 # MW\n", " # hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 1_152_000 # EUR/MWth\n", " hp_opex = 0.04 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 5 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 1\n", " # storage_volume = 1000 *3/50\n", " # storage_cap_per_volume = 50 * 1e-3\n", " rated_capacity = 3\n", " storage_lifetime = 25\n", " storage_temperature = 144\n", " # storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_min_level = rated_capacity * 0.00\n", " # storage_min_level = rated_capacity\n", " storage_capex_per_MW = 100_000\n", " storage_capex_per_MWh = 0\n", " storage_opex_perc_of_capex = 0.03\n", " # storage_initial_level = 5\n", " threshold = 20\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "# Define the file paths\n", "excel_file_path = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\Demand_Data_Smurfit_Preprocessed3.xlsx'\n", "output_directory = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\data'\n", "output_file_name = 'smurfit_demand_preprocessed3.csv'\n", "csv_file_path = os.path.join(output_directory, output_file_name)\n", "\n", "df = pd.read_excel(excel_file_path)\n", "# df = df.fillna(0) \n", "\n", "# # Save the DataFrame to CSV\n", "df.to_csv(csv_file_path, index=False)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed3.csv', delimiter=',', decimal='.')\n", " dt_index = pd.date_range(\n", " start=s.time_fw.start,\n", " end=s.time_fw.start + timedelta(days=365), \n", " freq='1T',\n", " tz='Europe/Amsterdam')\n", " dt_index = dt_index[:len(demand)]\n", " demand.index = dt_index\n", " demand['Total demand'] = demand['MW (VDG)']\n", " \n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_29384\\2484316097.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " # s.minute_ix = s.time_fw.dt_index(freq='1T')\n", " mipf = Mipf(None, start=s.time_fw.start, end=s.time_fw.end, from_database=True, add_days_to_start_end=False).data\n", " s.mipf = mipf\n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " s.storage_case_PCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_PCM', data=mipf)\n", " # s.storage_case_TCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_TCM', data=mipf)\n", " # s.storage_case_battery = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_battery', data=mipf)\n", " s.cases = list(CaseStudy.instances.values())\n", " s.optcases = [s.hpcase, s.storage_case_PCM]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Total demand\n", "2023-01-01 00:00:00+01:00 70 144 1 1\n", "2023-01-01 00:01:00+01:00 70 144 1 1\n", "2023-01-01 00:02:00+01:00 70 144 1 1\n", "2023-01-01 00:03:00+01:00 70 144 1 1\n", "2023-01-01 00:04:00+01:00 70 144 1 1\n", "... ... ... ... ...\n", "2023-12-31 23:55:00+01:00 70 144 1 1\n", "2023-12-31 23:56:00+01:00 70 144 1 1\n", "2023-12-31 23:57:00+01:00 70 144 1 1\n", "2023-12-31 23:58:00+01:00 70 144 1 1\n", "2023-12-31 23:59:00+01:00 70 144 1 1\n", "\n", "[525600 rows x 4 columns]" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def 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": 22, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def load_data(c, s):\n", " \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", " case.data['DAM_avg'] = case.data.groupby(case.data.index.date)['DAM'].transform('mean')\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", "\n", " s.demand['Tsource (VDG)'] += c.tsource_delta\n", " s.demand['Tsink (VDG)'] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.08224016788466" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['CO2 prices (€/ton)'].mean()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "... ... ... ... ... ... \n", "2023-12-31 23:55:00+01:00 3.17 -6.81 -6.81 -7.10 -11.16 \n", "2023-12-31 23:56:00+01:00 3.17 -6.81 -6.81 -5.21 -8.12 \n", "2023-12-31 23:57:00+01:00 3.17 -6.81 -6.81 -5.61 -7.59 \n", "2023-12-31 23:58:00+01:00 3.17 -6.81 -6.81 -5.74 -7.87 \n", "2023-12-31 23:59:00+01:00 3.17 -6.81 -6.81 -5.70 -7.27 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-01-01 00:00:00+01:00 63.998 5.23 \n", "2023-01-01 00:01:00+01:00 63.998 5.23 \n", "2023-01-01 00:02:00+01:00 63.998 5.23 \n", "2023-01-01 00:03:00+01:00 63.998 5.23 \n", "2023-01-01 00:04:00+01:00 63.998 5.23 \n", "... ... ... \n", "2023-12-31 23:55:00+01:00 29.927 77.25 \n", "2023-12-31 23:56:00+01:00 29.927 77.25 \n", "2023-12-31 23:57:00+01:00 29.927 77.25 \n", "2023-12-31 23:58:00+01:00 29.927 77.25 \n", "2023-12-31 23:59:00+01:00 NaN NaN \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:01:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:02:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:03:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:04:00+01:00 1.01 18.144167 70 \n", "... ... ... ... \n", "2023-12-31 23:55:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:56:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:57:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:58:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:59:00+01:00 NaN 14.683333 70 \n", "\n", " Tsink (VDG) MW (VDG) Total demand \n", "2023-01-01 00:00:00+01:00 144 1 1 \n", "2023-01-01 00:01:00+01:00 144 1 1 \n", "2023-01-01 00:02:00+01:00 144 1 1 \n", "2023-01-01 00:03:00+01:00 144 1 1 \n", "2023-01-01 00:04:00+01:00 144 1 1 \n", "... ... ... ... \n", "2023-12-31 23:55:00+01:00 144 1 1 \n", "2023-12-31 23:56:00+01:00 144 1 1 \n", "2023-12-31 23:57:00+01:00 144 1 1 \n", "2023-12-31 23:58:00+01:00 144 1 1 \n", "2023-12-31 23:59:00+01:00 144 1 1 \n", "\n", "[525600 rows x 13 columns]" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 27, "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": 28, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$" ], "text/plain": [ "Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 373, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "if: , [, , ]\n", "if: , [, , ]\n" ] } ], "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=2.9\n", " )\n", "\n", " heatpump_pcm = Heatpump(\n", " name='Heatpump PCM',\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=2.9\n", " )\n", " \n", " capex_vdg = c.hp_capex * 1\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", "\n", " capex_pcm = c.hp_capex * heatpump_vdg.max_th_power\n", " heatpump_pcm.set_financials(capex=capex_pcm, opex=c.hp_opex*capex_pcm, devex=c.hp_devex*capex_pcm, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " # capacity_per_volume=None,\n", " # volume=None, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " # initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(heatpump_pcm)\n", " s.storage_case_PCM.add_asset(waterstorage)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 191, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "100000" ] }, "execution_count": 191, "metadata": {}, "output_type": "execute_result" } ], "source": [ "capex_ws = c.storage_capex_per_MW * 1 + c.storage_capex_per_MWh * 3\n", "capex_ws" ] }, { "cell_type": "code", "execution_count": 192, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=0.0)" ] }, "execution_count": 192, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 195, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 196, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 197, "metadata": {}, "outputs": [], "source": [ "def hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg):\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " \n", " if neg < dam - c.threshold:\n", " # overproduce\n", " if demand_vdg != 0:\n", " storage_charge_power = ws.charging_power_limit\n", " if ws.chargelevel == ws.max_chargelevel:\n", " storage_charge_power = 0\n", " else:\n", " # Adjust charge power if charge level is not at max\n", " storage_charge_power = min(ws.charging_power_limit, (ws.max_chargelevel - ws.chargelevel) * 60)\n", "\n", " desired_hp_load_vdg = min(demand_vdg + storage_charge_power, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg, cop = 2.5)\n", "\n", " to_storage_vdg_MW = desired_hp_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", " # #Added lately\n", " # extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " # desired_hp_load_new = min(demand_vdg + min(storage_charge_power, extra_charging_power_constraint) - 0.66, hp_vdg.max_th_power)\n", " # e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_new, tsink_vdg, tsource_vdg)\n", "\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " \n", "\n", " elif pos > dam + c.threshold:\n", " # take from storage\n", " if demand_vdg != 0:\n", " from_storage_vdg_MW = demand_vdg\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " # from_storage_vdg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " desired_hp_load_vdg = min(demand_vdg - from_storage_vdg_MW, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg, cop = 2.9)\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg,\n", " cop = 2.9\n", " )\n", "\n", " return e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg\n", "# Neg-take price, Pos-feed price" ] }, { "cell_type": "code", "execution_count": 198, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " dam_prices = case.data['DAM_avg'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", "\n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", "\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " demand_vdg = demands_vdg[m]\n", " \n", " e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg = hp_storage_opt_enginge(\n", " c, ws, hp_vdg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, tsource_vdg, tsink_vdg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case\n" ] }, { "cell_type": "code", "execution_count": 199, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))\n", "# # 154476 times out of 525600, the storage is used to charge/dischage\n", "# # from 39 000 to 110 000 discharge time increases\n" ] }, { "cell_type": "code", "execution_count": 200, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 201, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data['cop'].fillna(2.5, inplace = True)" ] }, { "cell_type": "code", "execution_count": 202, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)DAM_avgTsource (VDG)...from_storage_vdg_MWto_storage_MWfrom_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
2023-02-13 15:43:00+01:00121.00143.73143.73NaNNaN54.85789.9317.34158.16370...0.00.00.03.0000.017-0.0060.0000.00.0000.0
2023-04-17 02:40:00+02:00108.9696.8196.8199.7298.2941.58191.2817.60123.86070...0.00.50.01.2170.025-0.0100.0080.00.0080.0
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2 rows × 28 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-02-13 15:43:00+01:00 121.00 143.73 143.73 NaN NaN \n", "2023-04-17 02:40:00+02:00 108.96 96.81 96.81 99.72 98.29 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-02-13 15:43:00+01:00 54.857 89.93 \n", "2023-04-17 02:40:00+02:00 41.581 91.28 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) ... \\\n", "2023-02-13 15:43:00+01:00 17.34 158.163 70 ... \n", "2023-04-17 02:40:00+02:00 17.60 123.860 70 ... \n", "\n", " from_storage_vdg_MW to_storage_MW \\\n", "2023-02-13 15:43:00+01:00 0.0 0.0 \n", "2023-04-17 02:40:00+02:00 0.0 0.5 \n", "\n", " from_storage_MW storage_level_MWh hp_output_MWh \\\n", "2023-02-13 15:43:00+01:00 0.0 3.000 0.017 \n", "2023-04-17 02:40:00+02:00 0.0 1.217 0.025 \n", "\n", " hp_input_MWh to_storage_vdg_MWh \\\n", "2023-02-13 15:43:00+01:00 -0.006 0.000 \n", "2023-04-17 02:40:00+02:00 -0.010 0.008 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2023-02-13 15:43:00+01:00 0.0 0.000 \n", "2023-04-17 02:40:00+02:00 0.0 0.008 \n", "\n", " from_storage_MWh \n", "2023-02-13 15:43:00+01:00 0.0 \n", "2023-04-17 02:40:00+02:00 0.0 \n", "\n", "[2 rows x 28 columns]" ] }, "execution_count": 202, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 203, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1174.0800000000002" ] }, "execution_count": 203, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['to_storage_MWh'].sum()" ] }, { "cell_type": "code", "execution_count": 204, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.to_csv('storage_data.csv')" ] }, { "cell_type": "code", "execution_count": 205, "metadata": {}, "outputs": [], "source": [ "# s.hpcase.data.to_csv('storage_data_hp.csv')" ] }, { "cell_type": "code", "execution_count": 206, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demandcop
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.0452694.000000
mean95.81731393.568163103.4389971.0003000.1396121.02.708758
std49.046697194.977533195.6965510.4571220.2243090.00.199808
min-500.000000-1549.470000-1549.4700000.0000000.0000001.02.500000
25%76.93500047.00000057.9675001.0000000.0000001.02.500000
50%99.21500084.13000088.5700001.0000000.0000001.02.900000
75%122.400000114.020000119.5925001.5000000.5000001.02.900000
max463.7700002037.7400002037.7400001.5000000.5000001.02.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 95.817313 93.568163 103.438997 1.000300 \n", "std 49.046697 194.977533 195.696551 0.457122 \n", "min -500.000000 -1549.470000 -1549.470000 0.000000 \n", "25% 76.935000 47.000000 57.967500 1.000000 \n", "50% 99.215000 84.130000 88.570000 1.000000 \n", "75% 122.400000 114.020000 119.592500 1.500000 \n", "max 463.770000 2037.740000 2037.740000 1.500000 \n", "\n", " to_storage_MW Total demand cop \n", "count 525600.000000 525600.0 452694.000000 \n", "mean 0.139612 1.0 2.708758 \n", "std 0.224309 0.0 0.199808 \n", "min 0.000000 1.0 2.500000 \n", "25% 0.000000 1.0 2.500000 \n", "50% 0.000000 1.0 2.900000 \n", "75% 0.500000 1.0 2.900000 \n", "max 0.500000 1.0 2.900000 " ] }, "execution_count": 206, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand', 'cop']].describe()" ] }, { "cell_type": "code", "execution_count": 207, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2023-01-01 02:59:00+01:00-1.52-10.46-10.461.50.50.01
2023-11-18 10:27:00+01:0095.21104.87104.871.00.00.01
2023-06-30 23:25:00+02:00109.4744.3644.361.00.00.01
2023-05-25 18:31:00+02:0084.9281.0781.071.00.00.01
2023-01-09 00:11:00+01:0075.13-255.00-255.001.50.50.01
2023-10-07 19:14:00+02:00108.9195.8095.800.00.01.01
2023-05-11 12:30:00+02:00104.5380.7480.741.50.50.01
2023-07-16 13:47:00+02:00-65.43-24.92-24.921.50.50.01
2023-05-31 04:48:00+02:0082.2479.5879.581.00.00.01
2023-10-02 00:44:00+02:0094.9090.1690.161.50.50.01
2023-05-02 23:23:00+02:00116.13107.95107.951.00.00.01
2023-12-12 00:33:00+01:0088.0770.1470.141.00.00.01
2023-11-29 04:54:00+01:0084.94-10.47-10.471.00.00.01
2023-01-17 12:35:00+01:00115.95106.10106.101.50.50.01
2023-07-10 04:57:00+02:0093.3186.7686.761.50.50.01
2023-09-05 17:08:00+02:00103.2668.3068.301.00.00.01
2023-12-01 01:49:00+01:00102.6390.2890.281.00.00.01
2023-11-28 20:43:00+01:00140.51109.04109.041.00.00.01
2023-11-11 02:32:00+01:0085.88135.16135.161.00.00.01
2023-10-06 16:50:00+02:0062.24180.97180.970.00.01.01
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-01-01 02:59:00+01:00 -1.52 -10.46 -10.46 1.5 \n", "2023-11-18 10:27:00+01:00 95.21 104.87 104.87 1.0 \n", "2023-06-30 23:25:00+02:00 109.47 44.36 44.36 1.0 \n", "2023-05-25 18:31:00+02:00 84.92 81.07 81.07 1.0 \n", "2023-01-09 00:11:00+01:00 75.13 -255.00 -255.00 1.5 \n", "2023-10-07 19:14:00+02:00 108.91 95.80 95.80 0.0 \n", "2023-05-11 12:30:00+02:00 104.53 80.74 80.74 1.5 \n", "2023-07-16 13:47:00+02:00 -65.43 -24.92 -24.92 1.5 \n", "2023-05-31 04:48:00+02:00 82.24 79.58 79.58 1.0 \n", "2023-10-02 00:44:00+02:00 94.90 90.16 90.16 1.5 \n", "2023-05-02 23:23:00+02:00 116.13 107.95 107.95 1.0 \n", "2023-12-12 00:33:00+01:00 88.07 70.14 70.14 1.0 \n", "2023-11-29 04:54:00+01:00 84.94 -10.47 -10.47 1.0 \n", "2023-01-17 12:35:00+01:00 115.95 106.10 106.10 1.5 \n", "2023-07-10 04:57:00+02:00 93.31 86.76 86.76 1.5 \n", "2023-09-05 17:08:00+02:00 103.26 68.30 68.30 1.0 \n", "2023-12-01 01:49:00+01:00 102.63 90.28 90.28 1.0 \n", "2023-11-28 20:43:00+01:00 140.51 109.04 109.04 1.0 \n", "2023-11-11 02:32:00+01:00 85.88 135.16 135.16 1.0 \n", "2023-10-06 16:50:00+02:00 62.24 180.97 180.97 0.0 \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-01-01 02:59:00+01:00 0.5 0.0 1 \n", "2023-11-18 10:27:00+01:00 0.0 0.0 1 \n", "2023-06-30 23:25:00+02:00 0.0 0.0 1 \n", "2023-05-25 18:31:00+02:00 0.0 0.0 1 \n", "2023-01-09 00:11:00+01:00 0.5 0.0 1 \n", "2023-10-07 19:14:00+02:00 0.0 1.0 1 \n", "2023-05-11 12:30:00+02:00 0.5 0.0 1 \n", "2023-07-16 13:47:00+02:00 0.5 0.0 1 \n", "2023-05-31 04:48:00+02:00 0.0 0.0 1 \n", "2023-10-02 00:44:00+02:00 0.5 0.0 1 \n", "2023-05-02 23:23:00+02:00 0.0 0.0 1 \n", "2023-12-12 00:33:00+01:00 0.0 0.0 1 \n", "2023-11-29 04:54:00+01:00 0.0 0.0 1 \n", "2023-01-17 12:35:00+01:00 0.5 0.0 1 \n", "2023-07-10 04:57:00+02:00 0.5 0.0 1 \n", "2023-09-05 17:08:00+02:00 0.0 0.0 1 \n", "2023-12-01 01:49:00+01:00 0.0 0.0 1 \n", "2023-11-28 20:43:00+01:00 0.0 0.0 1 \n", "2023-11-11 02:32:00+01:00 0.0 0.0 1 \n", "2023-10-06 16:50:00+02:00 0.0 1.0 1 " ] }, "execution_count": 207, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 208, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 208, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 209, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 209, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 210, "metadata": {}, "outputs": [], "source": [ "# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n", "hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n", "storage_selection = s.storage_case_PCM.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 211, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2023-03-24 08:20:00+01:0081.23-30.00-30.001-0.6001.52.50.50.0
2023-05-26 13:46:00+02:00-25.34-43.55-43.551-0.6001.52.50.50.0
2023-07-15 13:48:00+02:00-0.16-20.36-20.361-0.6001.52.50.50.0
2023-06-05 19:13:00+02:0084.90-40.00165.011-0.3451.02.90.00.0
2023-12-02 22:24:00+01:00109.01112.90112.901-0.3451.02.90.00.0
2023-12-28 05:40:00+01:00-1.04-8.81-8.811-0.4001.02.50.00.0
2023-04-11 22:58:00+02:00130.8055.3655.361-0.3451.02.90.00.0
2023-06-24 03:42:00+02:00100.31110.50110.501-0.0000.0NaN0.01.0
2023-09-30 08:02:00+02:00115.0080.35121.611-0.3451.02.90.00.0
2023-05-06 11:01:00+02:0074.42-49.85-49.851-0.6001.52.50.50.0
2023-06-18 14:44:00+02:0025.0078.5597.701-0.3451.02.90.00.0
2023-11-03 07:47:00+01:0090.2880.7593.081-0.3451.02.90.00.0
2023-01-01 08:28:00+01:000.00-45.19-45.191-0.4001.02.50.00.0
2023-03-03 22:17:00+01:00121.68181.07181.071-0.0000.0NaN0.01.0
2023-12-30 15:00:00+01:0073.50-267.63118.461-0.3451.02.90.00.0
2023-08-12 19:39:00+02:00106.4784.6684.661-0.3451.02.90.00.0
2023-08-30 01:46:00+02:0098.6083.8483.841-0.4001.02.50.00.0
2023-01-28 11:15:00+01:00153.924.49129.351-0.3451.02.90.00.0
2023-06-22 12:51:00+02:00102.911250.061250.061-0.0000.0NaN0.01.0
2023-01-10 08:22:00+01:00220.00120.01120.011-0.3451.02.90.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand \\\n", "2023-03-24 08:20:00+01:00 81.23 -30.00 -30.00 1 \n", "2023-05-26 13:46:00+02:00 -25.34 -43.55 -43.55 1 \n", "2023-07-15 13:48:00+02:00 -0.16 -20.36 -20.36 1 \n", "2023-06-05 19:13:00+02:00 84.90 -40.00 165.01 1 \n", "2023-12-02 22:24:00+01:00 109.01 112.90 112.90 1 \n", "2023-12-28 05:40:00+01:00 -1.04 -8.81 -8.81 1 \n", "2023-04-11 22:58:00+02:00 130.80 55.36 55.36 1 \n", "2023-06-24 03:42:00+02:00 100.31 110.50 110.50 1 \n", "2023-09-30 08:02:00+02:00 115.00 80.35 121.61 1 \n", "2023-05-06 11:01:00+02:00 74.42 -49.85 -49.85 1 \n", "2023-06-18 14:44:00+02:00 25.00 78.55 97.70 1 \n", "2023-11-03 07:47:00+01:00 90.28 80.75 93.08 1 \n", "2023-01-01 08:28:00+01:00 0.00 -45.19 -45.19 1 \n", "2023-03-03 22:17:00+01:00 121.68 181.07 181.07 1 \n", "2023-12-30 15:00:00+01:00 73.50 -267.63 118.46 1 \n", "2023-08-12 19:39:00+02:00 106.47 84.66 84.66 1 \n", "2023-08-30 01:46:00+02:00 98.60 83.84 83.84 1 \n", "2023-01-28 11:15:00+01:00 153.92 4.49 129.35 1 \n", "2023-06-22 12:51:00+02:00 102.91 1250.06 1250.06 1 \n", "2023-01-10 08:22:00+01:00 220.00 120.01 120.01 1 \n", "\n", " hp_input_MW hp_output_MW cop to_storage_MW \\\n", "2023-03-24 08:20:00+01:00 -0.600 1.5 2.5 0.5 \n", "2023-05-26 13:46:00+02:00 -0.600 1.5 2.5 0.5 \n", "2023-07-15 13:48:00+02:00 -0.600 1.5 2.5 0.5 \n", "2023-06-05 19:13:00+02:00 -0.345 1.0 2.9 0.0 \n", "2023-12-02 22:24:00+01:00 -0.345 1.0 2.9 0.0 \n", "2023-12-28 05:40:00+01:00 -0.400 1.0 2.5 0.0 \n", "2023-04-11 22:58:00+02:00 -0.345 1.0 2.9 0.0 \n", "2023-06-24 03:42:00+02:00 -0.000 0.0 NaN 0.0 \n", "2023-09-30 08:02:00+02:00 -0.345 1.0 2.9 0.0 \n", "2023-05-06 11:01:00+02:00 -0.600 1.5 2.5 0.5 \n", "2023-06-18 14:44:00+02:00 -0.345 1.0 2.9 0.0 \n", "2023-11-03 07:47:00+01:00 -0.345 1.0 2.9 0.0 \n", "2023-01-01 08:28:00+01:00 -0.400 1.0 2.5 0.0 \n", "2023-03-03 22:17:00+01:00 -0.000 0.0 NaN 0.0 \n", "2023-12-30 15:00:00+01:00 -0.345 1.0 2.9 0.0 \n", "2023-08-12 19:39:00+02:00 -0.345 1.0 2.9 0.0 \n", "2023-08-30 01:46:00+02:00 -0.400 1.0 2.5 0.0 \n", "2023-01-28 11:15:00+01:00 -0.345 1.0 2.9 0.0 \n", "2023-06-22 12:51:00+02:00 -0.000 0.0 NaN 0.0 \n", "2023-01-10 08:22:00+01:00 -0.345 1.0 2.9 0.0 \n", "\n", " from_storage_MW \n", "2023-03-24 08:20:00+01:00 0.0 \n", "2023-05-26 13:46:00+02:00 0.0 \n", "2023-07-15 13:48:00+02:00 0.0 \n", "2023-06-05 19:13:00+02:00 0.0 \n", "2023-12-02 22:24:00+01:00 0.0 \n", "2023-12-28 05:40:00+01:00 0.0 \n", "2023-04-11 22:58:00+02:00 0.0 \n", "2023-06-24 03:42:00+02:00 1.0 \n", "2023-09-30 08:02:00+02:00 0.0 \n", "2023-05-06 11:01:00+02:00 0.0 \n", "2023-06-18 14:44:00+02:00 0.0 \n", "2023-11-03 07:47:00+01:00 0.0 \n", "2023-01-01 08:28:00+01:00 0.0 \n", "2023-03-03 22:17:00+01:00 1.0 \n", "2023-12-30 15:00:00+01:00 0.0 \n", "2023-08-12 19:39:00+02:00 0.0 \n", "2023-08-30 01:46:00+02:00 0.0 \n", "2023-01-28 11:15:00+01:00 0.0 \n", "2023-06-22 12:51:00+02:00 1.0 \n", "2023-01-10 08:22:00+01:00 0.0 " ] }, "execution_count": 211, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 212, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 212, "metadata": {}, "output_type": "execute_result" } ], "source": [ "none_count = selection['cop'].isnull().sum()\n", "none_count" ] }, { "cell_type": "code", "execution_count": 213, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 95.817313\n", "POS 93.568163\n", "NEG 103.438997\n", "Total demand 1.000000\n", "hp_input_MW -0.375430\n", "hp_output_MW 1.000300\n", "cop 2.708758\n", "to_storage_MW 0.139612\n", "from_storage_MW 0.139312\n", "dtype: float64" ] }, "execution_count": 213, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 214, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 215, "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": 216, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hybrid_imb_optimisation(case, decimals, s):\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", "\n", " hp_out = hp_vdg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "aFRR\n", "* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n", "* Remaining demand is filed in by gasboiler\n", "* Bid price at switch price?\n", "* Assume direct response to 0% for now?\n" ] }, { "cell_type": "code", "execution_count": 218, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " \n", " capacity = 0\n", " for hp in hp_vdg:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 220, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 221, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.898550724637682" ] }, "execution_count": 221, "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": 222, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-181331.99999999994" ] }, "execution_count": 222, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 223, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.345" ] }, "execution_count": 223, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 224, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-197325.99599999993" ] }, "execution_count": 224, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 225, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.6" ] }, "execution_count": 225, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 226, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.664410724677149" ] }, "execution_count": 226, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_output_MW'].sum() /s.storage_case_PCM.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 227, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)DAM_avgTsource (VDG)Tsink (VDG)MW (VDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2023-01-01 00:00:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-01-01 00:00:00+01:00 63.998 5.23 \n", "2023-01-01 00:01:00+01:00 63.998 5.23 \n", "2023-01-01 00:02:00+01:00 63.998 5.23 \n", "2023-01-01 00:03:00+01:00 63.998 5.23 \n", "2023-01-01 00:04:00+01:00 63.998 5.23 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:01:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:02:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:03:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:04:00+01:00 1.01 18.144 70 \n", "\n", " Tsink (VDG) MW (VDG) Total demand hp_output_MW \\\n", "2023-01-01 00:00:00+01:00 144 1 1 1 \n", "2023-01-01 00:01:00+01:00 144 1 1 1 \n", "2023-01-01 00:02:00+01:00 144 1 1 1 \n", "2023-01-01 00:03:00+01:00 144 1 1 1 \n", "2023-01-01 00:04:00+01:00 144 1 1 1 \n", "\n", " hp_input_MW cop hp_output_MWh hp_input_MWh \n", "2023-01-01 00:00:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:01:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:02:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:03:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:04:00+01:00 -0.345 2.9 0.017 -0.006 " ] }, "execution_count": 227, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 228, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 228, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['cop'].isnull().sum()" ] }, { "cell_type": "code", "execution_count": 229, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_PCM.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW',\n", " 'hp_input_MW'\n", "]]\n", "\n", "# cops = pd.concat([s.hpcase.data['cop'], s.storage_case_PCM.data['cop']], axis=1)\n", "# vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 230, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "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": "storage_level_MWh", "text": "", "type": "scatter", "x": [ "2023-03-01 00:00:00+01:00", "2023-03-01 00:01:00+01:00", "2023-03-01 00:02:00+01:00", "2023-03-01 00:03:00+01:00", "2023-03-01 00:04:00+01:00", "2023-03-01 00:05:00+01:00", "2023-03-01 00:06:00+01:00", "2023-03-01 00:07:00+01:00", "2023-03-01 00:08:00+01:00", "2023-03-01 00:09:00+01:00", "2023-03-01 00:10:00+01:00", "2023-03-01 00:11:00+01:00", "2023-03-01 00:12:00+01:00", "2023-03-01 00:13:00+01:00", "2023-03-01 00:14:00+01:00", "2023-03-01 00:15:00+01:00", "2023-03-01 00:16:00+01:00", "2023-03-01 00:17:00+01:00", "2023-03-01 00:18:00+01:00", "2023-03-01 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kx9do9t5dsKnjJLyL6jtR957v+/qq+9rZ9/Wn9dnXtu5rS2uz972Kf01pn9v3dVj3vtX1r5sn4fd735n4GuNf/3v715tHfP1kl2edf0RZolkkEoX4z+ViwWpLJERHEP5ACG6Xov51VKjHFqxG1Vs3100n/gyyu/b+uvf/1T+PxMfcCZ93ImZLaCc+b3ch5tD+PHGpf37FnO66P9Mcrr3jiq/d/PzdVSheifOEQhHYbDY4neLPIz5WJxCLxRAIhOFhwWqrpyoen8iXojhYFF6ajAEVHpdE0TJUEjCXAGWOQZ7Jx6yUBb8FYhEgFgUQg038qv4nBt77sWhE/Vzdx8V/4pNR2NSPaR/f+6v4+N6x9rUHbNGAwUjz19x/0FmoOf5aUyZw7vgETV/9jSljyT7InuOuhu/gEbqX0Wj9/fB+Pitt+1DLHtjV9979Pt/s5Ylw1P6ge558Nqzp+Qf4Ow9LO0Xl69fC8/OafIZQ8LFrTvwz/B0HFXzeQkwYjkYRCUfhpswpBG5T5vAHw3ArDlUQFOpptO5eeDfOKdR0CBzYF9W99sqjgs2an4mC4TBssPGmnfzgNX3UqJA5wTC8bt4+ZjrcPA3oD4bUry+H+gMcPjIQELeP8SGBciVAmWMw8+J2q8efmo5rLr8ETZs0Ntg7j83D/jqZJARSsiCqJ4f2SaU6mVQnnOqEVIJwissn8el9gsnx5Suwb/0Y/rP+a8piPC9dhJirMQKD9pcOpkyQMIihY1bpeIrxNCkXZ5SO6V55l6KdGpbKta6v88On1Z9EB/vepmvZttqf4J01EsFef0D4sJHxPrZQDeDfBefmVVBW34naiUsB574dIcrH06GsuQ++sfMR87bQNVfGRmE/bLHwvndIyMto3e9tqsgUvxfvl/ZrVP24871HEGvcAcFe16ecwrFpBdzL/oiawY/C3rp7xjBMbaDlX8Qs8hfd+3WiidmEX+u+jrR2qX4VMrbu4873HkOsUWsET7nJ1HCtMhiPWVklE/rjKPQxK/vOL+CZfwGCfW5GuPNg/YEmthR/5qh/roTr/mxRfw3Dpv65k/ixCBybV8H58fPwTViU3VwW68VjVhZLSIZweMxKrnyJaHnMSr6cMWISKGcClDkZsv/M83Nwaq8T0KnjgWpLcdxq6/btZVsA2b5zIzzzz4f/jEcRPSC3b7CdX8yH663b4B85A9Gq9nn/OjQkc/IeTf0JBAtlzQPwTVioa2bBTXyT4hszL2V7W3AXvM8NRWDw/Yi0Pl5tI0SPZ+YohI8Yi9Cxv9Y1Tz4bOTe+CNfKf+wnnLQ5vbNHwdeiB0K9b4SilMaxHSHTnB/+D75xL+YTbdHGpswpGvqsJy60zHEv/A1skTD8w6ZkHbORjjb/DnhnnAn/0CmItuxqpKsl21LmWDItaYOizJErX5Q58uWLEZNAuROgzMnwBqz/4CPcdueD8VbH9OhWtiIn8ZvscMe+CPW8MuuvH1twNzyzxyF86JkI9bwi63GMdLSyzLHv/haeeRPgP2sqos0Oa3BZturv4Z07Tt3dET54aNq2QrpFDuyD0LGXqG2UtffD+cVL8I2ZAzi9RtDlpa0mnIJ9/oZw5/rHjpT3n4Dy0f+wZciz8FS1LBmZY9/+CTwv/RK+UbMQq2ybF67FHJQyp5j0s5u7kDLH+dUiuN64Wdefc9mtJnUvz7yJiBw8GKGjLjJz2KKMRZlTFOxZT0qZkzW6onXkzpyioefEZUZAnHa596EpuPLSyfFNE2YjEJswxDP5wolmD617vHzfhE2ZozsVbKgRUNY9AueXC+AbMzdrKMrqu+D8egn8o2cg5myU9ThGOlpZ5oh1iJ8eh7tfgNCR50D56GnYdnyJ4Kl/3W+JrhV/hX37Z/CPqPsDKt2jrL4D9u2fI3DGI7DVbIZ3zliETrwGoS5jjWDLa1v3kqsQUxohePr/xeex7dkC77xzEDrmEmztOBoVbmfJyBw1z9MGqnkIHzIMynuPAYGdCJ10XV45F2pwypxCkTZvnoLJnLBfldCRA09Je7TSvFXVH0lZcw/s2z5BYMjD+ZqiYONS5hQMtSkTUeaYgrGgg1hB5ti3fgTl3QcR7H0jYpXtCrp+TiYfgXzLgnwRsZrM0TZwXDhpHIYO6hdftuA79ZkZEB/vd1pv9WbrHt27xtukWofo8/3mH1WJlO/8UObk6w0t4XHt2z+FqHWT7bb1eM2E3jeq39AW6rG6zHGtuAm2cBDBXtfBO/NsFYtv/ALE3E3iiLRjbsHTbkW4U/8G0Tm/WQrX8hvVY0zqsaytH8E3amahcOuax/n5PLjeuRu14xfEdwu5Xv8TxDr9I55DKV5N7l5yNWLe5ggffRE8c8ernJJrG+mCZ8FGlDkWTEqGkAolc5R3/wPnp7PgHz0TMXfTgoJyfL8S7qXXqnVzYkplQec2ezLKHLOJ5nc8ypz88s3H6FaQOe7FV8Lx4zuq+A4fVvfvQT4kkI5AvmVBvshbUeYIaVNZWRmvjbtz127cdf+jqKmpwaABp6sCJ1HUCDaa7Lnh95ehx1Hd4A8E6gmffOeHMidfb2iJjyvqmQiZEDr+csMrVWsmBGvhH/6U4b65dLC6zFE+nQ3nuw8ictAQOD+v2/UkdqyEO+6zw+5lf4Ct5gf4hz+dEYXNtw3emcMROv5SKGsfQrDPLQh3HpCxXyEbxI9a7ZVT4h8v4h8xoiB2pM0JJSlzlA+fUguyRtqeAOdXdTWSAgPuRKTdyYVEn5e5KHPygjWvgxZC5tirv4dn7jiEel6F0JF1ArOgT9iHimkDEOh7GyIdTi/o1GZPRpljNtH8jkeZk1+++Ri92DLHvnUDPAsmq0sLdzhd98UY+WDBMa1FQMiPW2+/D9XVNWpgA/v1waB+fep9rF3b1vjL9Verl/SII0ZLlq2It9WOGmlyoZHXizdXrVHHGTvyTPz9n3dj8w9b1PbJZUWS5xZtNHkh/l8TGqn6pqOYbkeLECqJ4/j9ATW2C88dq8oS8ST3TSyLksxAtNdzzEqMsWDJa+hyyMHweD1xceP3+fHpxi/ju3G0dlddOhketxuivm6Fx4NtO3aq82gC6OILJqjHx5J5J7PL9S2jzMmVYJn2V9Y+COc3S+Abbex62XjNhCIUo7S6zNF23YhXShy7sX+9GNGmByN0Yt018Npf8IH+tyPS/hRdb57Y+WGv3oRo8yPgP/MJXX0K3ci96DLEPM0gdht55k5Qb7gSaxRPKe7Mcfz0PoTQFE/w1L/A8dlcRFscoX6jK/tDmSNfBgshc8RuNNueHzMeDc0nPfeiSxFr3Fm9AVDmhzJHruxR5siVL/XfHdU+iKuuxfXkxXjci34HKI0Q6dQXytt3wTdxcTHC4Jzi3927voIool/oJ9rkIPXfxYmPtttj6MC+8d0fCxYuxdAh/bFs+Uqs/3BDvZquibtBxDjiaFDL5s3jx36EMEmUMUJQiEfIEiEjhDwZ1P80VWik+70mV8Rci5curyeR2rdrU++oUiqGyUKmoXFS7YbRjjGJ2B94dCpuvO6KuDzRPmekZo4maS6aNB5PPvM8xK/zFyzB8KED1d9rR6sSZU2TJo3x8BNPQ+Rl+Ztv41cXTcKWLT/Xu/k6eeeOmGfqszPjvHJ9vyhzciVYpv3t2zbA8/JkRJt3qbsWNuKHTVznHA7CFqpukIoo2luMq5mtLnMENO/zQwGHW61HpKyfAsc3y+A/+xmVp/gLXjA2cguMuC1K3BoVGPIfRFr1sOTbKnYkifo+MaVKfXfE8apo4w5qrKUoc8S6Kp7th2ijNuo3t8oHT8Lx5WL4RzxryfwYCYoyxwgta7Q1S+Y4tqyF873H1H/42nw79/t7IDDwHkTanli0RSsfToXzs3nwjZ5dtBjMmJgyxwyKhRuDMqdwrM2aKZ3MERd32Hd8gUjr48yaar9xHFvWQfyAy3/mk4h5W6q7q824PTZvAZf4wO4VN8Hx9asFX2Wgz98R6Tyw3rzJQiXxk8nHeJKP+Yi2iQLhrdVr95M/yYtMlCDJ8kGLRcicLocful8NmeSdK+kAJsqc1q0PaHCcREHi8bjVtprYShY2YtzHn5quHpWaOfcldXojO3PEjhshyFauWoPevXruVycnUaw1bdIEb6x6B2NGDMNjTz6Ds4cNxoZPP4/XyxFzJ+cnMT6xgyrXhzInV4Jl3N+99DpV5MRcjdSfIsRclYD4z1mx72Puxog5vICroq7QsWinVBSFmgwyR9QjEjUdYlXt4djyripwfONfVmvIuBddjsCg+xBp01M3P1FMWBy3svKVvCI+UdQ52q4nwp0GqWvXnlKVOUKGxjwtEGvUOr7jSlwzH6s4QHdurdiQMseKWWk4JrNkjqijhlANoi2PUm9qizVqhVhlG/Ubkqgo4FnkG/Ts2z6G5+WL4R85A9GEP2NkyxhljlwZo8yRK18i2nQyR3n7diifzVF/CBNt3CkvC1N37bqaINDvX+r4nhfOQ6RzP4SOvjgv83HQhglYaWeOiDT5qJO2syadzNFkh9ZXExzpZE7isSzRRxy/EhIkWc6kkjnvra/b2aM9em5/TiVz0o0jxtUEjhAo2lqSj5Np82tHrbKVOankUWLRY22nkNiBJB6xg0nwO+G4o/HOu+8jcWcSZQ7/pCEBkwjIIHPqLTXsR8W0/urxI+dHzyLmdCEw+CGTaMgxTKnKnGT63umDETrhCoQPOUuOxKSJkjJHvvSZIXOc374GUbjcf/b/EG1ysGUheKcPQfjYXyPUZbRlY8wUGGVOJkLW+jxljrXyoSeaVDJH1Cr0zhmjdg/2/lNe/q4WuxvFD+38wx5HtMWR6lzKmnvh+PlD+Ic+pid0tikjAg3ttMlmZ44QEVu3b48f1TK6MydRHOlNQyqZ09A4qQSKmEvEmu5YVzbHrLRaONo60vEU9XXE0TVRt0jUxhE5EUetxCN26IiPiYcyR+8bwXYkkIGAdDJH/FTmlUtgq/kRNt9W9XhVtEXXsspzucgc8Y0wbHZV3Mn8UObIlz0zZI5n3kT1yG2wz82WBiBu97NFQvGfels62DTBUebIlTXKHLnyJaJNJXNcb96i7pYWR6zsu74xdNxdLwFR9Fjc9Bfof0e8i2PzKrhfvQa+CQvVo+h8ypeA2A0jjv6MGn6GCiFR5nzz7Xf71WBJrD+jHUtKrJmTXGMnUXpo8kJrn7gTR9TU0YoNJ+4MSqyZI/pr9XxEgeB0T6aaOcnjaLVqYrGYumNIkyXJNXPEfHPmv6Iej8p2Z05i3KlkjsZEzKUVnNZ2TlVVNqpXD4cyp3y/brlykwnIKHPEdb7KR08j0r53vb/gTUZj2eHKReaIK9rFjWPiH2wyP5Q58mUvV5nj/OoVuN74O/wjn0e0qu6nUFZ9nF/Mh/LOvfBNXGLVEDPGRZmTEZGlGlDmWCoduoJJlDn2HZ/BsWU9lHfuRrD3nxHztqiTK6PnqMekzXq0mzwTd+WoY2s7tE//B8Id+5o1HceRkIAmFLRjSFVVlfGCv4mfM3KbVeIOlMQjXGLsqkYV6Hpkl3itmcTbosQRqto9Pmi3NQmcibdZid9fOGmc4QLIesZJ3kGkpTIxPvEx7YhYvnbmaMzFXBrHZAmmxUaZI+EXHEO2JgEZZY64+cj53sMI9fpj3s5oWzNbdVGVi8zRtnDLvvuKMsfKX02pY8tV5oijB6KOV/DkGyy/eFFDzDt7lKULwmeCSJmTiZC1Pk+ZY6186IlGkznu6i/hefFCwOFCuGN/9fZJ8Yhj0eEeFyN05Dl6htPVRtTzErcXJe7K0TqK2omxxgci2Ot6XWOxEQnkm4DZBXzzHW+pj88CyKWeYa4vTkBGmVPu6SsXmSPy7Jk7DpFDhiF01EXSpp0yR77U5SJzxI4y16p/qbfvxSpaSbF4z7xzEOnYH6Fjfy1FvMlBUubIlTbKHLnypf4Qae/V5JVLr4Qt4kdg0L11F3jsfcRORHvNJvWWKTMex+a34H719/APnZLysgqxO9v5yUyISxI6J7vDAAAgAElEQVT4kECxCCQWR07cFdRQPMkFlRPbJu4gKsSakotHJ8+pZydRIeLMZg7KnGyosY+UBChz5EtbOckccVOGuLUsMORh+RK1N2LKHPlSl7XMiQTgnT0a4c4DETrhamkWrqy+E46tG9QiozI+lDlyZY0yR658aTKnyc51qHjtWvjPeATRA46qtwjHpjfgXvYH+MbOV49d5fqI3T/qrpyB96QcStxyKm4L9I+YjmjjjrlOx/4kQAIlRoAyp8QSyuWkJ0CZI9/bUU4yx/Hd63C/dgN8ExfX+ymgTFmjzJEpW3WxZitzlA3ToLz3iPrT4pi7iTQLd2xaAfeyP8I3foFUcWuAKXOkedXUQClz5MqXJnNaLZuMWJNOCJ7+j5QL8E4bgPCxv0HoiHE5LdDx/ZtwL71O3eUTPaB72rG8zw+tO9rVZWxO87EzCZBA6RGgzCm9nHJFaQhQ5sj3apSTzLGFatSz+IF+/0LkwD7yJQsAZY58actG5thCtfDMGYPwoWcjdNxvpVq0iN07fSCCfW5BuPMAqWIXwVLmyJUyyhy58iWiDX04C03W3dlgUXfXipthr96E0PGXxhcYUxqpgliV205vyoUrG56FbdtnsO/6CvYdn9cJv3a9EBhwV4OgXCv+CvFnV6D/7fIBZcQkQAJ5JUCZk1e8HNxKBChzrJQNfbGUk8wRRMRV9JFmhyF00nX6AFmsFWWOxRKiI5xsZI7y4X/h/OB/8I+ZhZhLnl05Gg73wt8gVtURwd5/0kHIWk0oc6yVj0zRUOZkImSxz4f98Mwei1DHfoj0+n3a4Bw/rIbz/Sdg8++AzbcTtlB1vbb+M59EtHmXeh9TdwUuvwnhDn0Ra9YZ0SYHq7t/oo07ZYTg3PgSXKvvRO3EpRnbsgEJkEB5EaDMKa98l/VqKXPkS3+5yRzl/cfh3PgyfKNmyZcs7syRMmdGZY4tuBueWaMR7jYRoaMvlnLNygdPwvnpHPjGviBd/JQ5cqWMMkeufKl/B3/4P1SPmAlnI2P1cGz+7arccS++AuFu5yLUdVK9xauXHHQamFXxdZtvK7wzz0Zg8AOItD5OLqiMlgRIIK8EKHPyipeDW4kAZY6VsqEvlnKTOfafP4DnlV/DN3IGYlXt9UGyUCvuzLFQMnSGYlTmKO/+B87PhAiZl/Yogc6pi9bMvnUDPAsmw3/2M4g2OahocWQzMWVONtSK14cyp3jsjc4sRIx3zhhUHz4J0R6/gOJ0GB1Cbe9afiNsIR8CA+6M9xc1xpwfTIV/9EzElMqsxvXMm4hIh9OkO9qa1WLZiQRIQDcByhzdqNhQdgKUOfJlsNxkjshQxbT+CB5/OcKHj5IuYZQ50qXMUAFkW2AXvLNGIHTMJQh1PVe+xSZELL7OQsf8GqEjz5FqHZQ5UqWLBZAlSpfrrdvg+G4FtgyZBm+jyqxljvLZHDjXPgDfxFfV1dftZhyD8LGX5FQwWXnnbjh+eh/iCBcfEiABEtAIUObwXSgbApQ58qW6HGWO+7Xr1UQF+v5TuoRR5kiXMkMyR3wz4fx6CXyjZwMOt3yLTYjY9fqfYAv7MxYetdoiKXOslpGG4+HOHDnyZd/1JTwvnIdg7xuxrVU/VHhdWcsc++6v4Zl3LvxDH0O0ZTe4Vv0bjs2r6v7czOFxfL8S7qXXwjdhIWJKVQ4jsSsJkEApEaDMKaVsci0NEqDMke8FKUeZI36qp6y9X8pCh5Q58n2N6T1mZav9Cd5ZIxE68fcIdRkj30KTInZ+Pg+uVf9C7fkrpVoLZY5U6eLOHEnS5X71Gtj2/AT/2f/DrmpfTjJHLNk7fQjCR52HyIGnwvPCJARPuxXhTv1zoxH2oWLaAARPvRnhgwbnNhZ7S0lgytRpatyTL5yY1/gLNY/Zi1j/wUe47c4HceGkcRg6qF98+AWLl2HqMzPiHxe/X//hBlx16WR43G74AwHc89AU9OjeNd7vm2834fGnpuOayy9B0yaNzQ7V1PEoc0zFycGsTIAyx8rZSR1bOcoccd2pZ+54BIY8jEiro6VKGmWOVOlSg9Urc9QjCOKny2PmybfIFBHb9myBd/YoBAbdh0ibntKsiTJHmlSpgXJnjvXz5djyLtyLfofAwLsRaXuSKTLHteIm2AI1QDSg1s8x62iUe9GliDVqi+ApN1kfLCM0nUChJEuh5jEbkJA5QtpUVlbGJczOXbtx1/2PoqamBoMGnK7KmmRRI35/6+334aSex8ZFWbLwMTtWM8ejzDGTJseyNAHKHEunJ2Vw5ShzBAjv7NEIHzwUoWN+JVXSKHOkSpdumWOv/h7iJpZg7z8jfMiZ8i0yTcTq7TId+iJ0/GXSrIkyR5pUUeZIkirP/AsQczdWb4oSjxk7c0SReNfbt6vjBYb8B5FWPUyhoXw4Fc5PZsI3dr4p43EQeQhou060iI/p0U3dWeL3B/D3f96NzT9sUT91w+8vQ4+juulamLZjRWss+opH7G4xMo+QPz6fD3t8Pry3/iN1B0zXLoepgqS6ukYdamC/PvV2FIk+S5at2G8esVNGCJhs1iQYLVjyGroccjA8Xo8qbsQa/T4/Pt34ZXznjSZ4Lr5gAjp1PBCi34cff4bvvt+M3/zyfHUnjoivfbs29Xb46IJahEaUOUWAzimLQ4Aypzjcc5m1XGWOa9U/Yd/xBfxDp+SCr+B9KXMKjjznCfXszHGtuBn2bZ/AP3J6zvNZaQDl7dvh+HEdgv1vR1SS2+Moc6z0BmWOhTtzMjMqZgvnlwvgevMW+M/6L6LNDldDMUPm2Hd/A+32KTPr39m3bYDn5cnwD38a0aaHFBNdWcz9zTYfdtSGCr7WTi0q0KzCud+8yTtmko8HaTtMfnfJhRmFTqrdKV9/8x1O73OyKjLEox3nyjSPaP/2mnW48borVDkintdXvIXOnTqov0+OSwiWxUuX4y/XX62Kk8RdMJqcGtT/tJS7aBpKhiZzLpo0Hk8+8zzEr/MXLMHwoQPV3yceo0qUNeL/j+p2BFavWYezhw1G69YHqMeuhg7sm5FjwV+OFBNS5lghC4yhIAQocwqC2dRJylXmOL99DaJAq2yFDilzTH39CzJYJplj37kRnvnnI9jn7wh3HliQmAo1iWPLWihv/QviaGOoy2iETry2UFNnPQ9lTtboitKRMqco2HVP6n1+GCLtT653bMkMmSMCEMe3hHCJuZvojkdPQ7Uez9G/QKhrfuum6Iml1Nvc8sJnWPbJ1oIv88azD0f/I1pmlDlCktz70BRceenkuETRe0RKiI8HHp1aT8BoEyaPkWmeTHMmyqB+p/Xerz5Nosz59LMvMPXZmXHRo/XVI1Y0mSN2LC1bvhIrV61B7149kW7O7zf/iPMmjMb/ps/G2JFn4q3Va1UEYleRLPVyRLyUOQX/EuWExSJAmVMs8tnPW64yxxaqgXf6YHOKJmaP33BPyhzDyIreIZPMcS/7I2w1m9WfBJfqo3z8PJzvPQrfxCWWXyJljuVTVC9Ayhzr5ku9bODt2+EbNQuxyrbxQM2SOflauWv5jbAFaxAYeE++puC4ewlYfWdOqiK9QowISaGnSHLiMat2bVvHBUoqmZMsNxLnSSVzNAkjjl1pjzh+pYmVRDmTLHMSj3lpffUcH0uUOVu2/BwXMh6PO22B4zEjhmL5m2/jVxdNghBJ77z7Pk447mj1uJZWINnqXxCUOVbPEOMzjQBljmkoCzZQucocAdizYLL6U73gyTcUjHeuE1Hm5Eqw8P0bkjnalv5Av38hcmCfwgdXoBntu75Sb5zxD5uCaIuuBZo1u2koc7LjVqxelDnFIp95Xu/M4Yi0O0m9jjzxsbrMcX4xH6IgvWw38WXOCFtkImB0x0ym8RI/nzi20XnSHctq2by5KpWM7szJVqQkyhxRe0d7Ut1WpdXNOfbobvH6OuJjDz/xNDq0b4fmzZpKUS9HrJEyx8ibzrZSE6DMkS995SxzlPceg3PjS/CNmStN4ihzpElVPNCGZI578ZUQu8T8wx6Xb2EGI647unABQl0nGexZ2OaUOYXlnetslDm5EsxP//iunNFzEGvUWiqZE7+Jb+A9iLQ9MT+AOKolCaS7UluTJkZq5gjxIR6tWHKikDE6T6YaO1pBY60OTuL4IgZRn0Y8iQWdtbbi48mxpkuOEZkjxtCKMGu7fhJ3E+nZCWSVl4QyJ0Mm0lUPTzR+Vkkm42iYAGWOfG9IOcscx0/r4V7427rryW12wNUY0UatET7mV4gplZZMJmWOJdPSYFDpZI5jy3sQ1+DKdnV3thlQrxIO+RDof0e2QxSkH2VOQTCbNglljmkoTR3IO2uEeg15sPef9hvX6jtzRMCeeecAsSginQcj3G0CYkqVqXw4mDUJJN7ylOttVpr40W6b0sZLvk1Kzzypjlklfv9cVVWJqkYV8avBE6WJ+NzR3Y6A1+uNHw1Lvs0q8QhYQ5kxKnOEVJr9woJ6dYOSizNb802oHxVlToYsiaS2a9NKNZfay6cZUBkSzBj3EaDMke9tKGeZI7Ll+HENxE/hbNWb1bolzq8WItDv34gceKolk0mZY8m0ZCVzPK9cgpjNoV6rWw6PuEpYWfug5evmUObI9TZS5lgvX9q14cm1crRIZZA5ojC9Y9ObcH7wNMLHXoLQEeOsB5oRkYBOAjJdA65zSQVtRpljEHfy1jOD3dm8iAQoc4oIP8upy13mJGPzvHihulMndOLvsySa326UOfnlm4/RU+3McXy/Eu6l10pRQ8YsJvbdX8Mz71zLr5kyx6yMF2YcypzCcDYyS12tnJNT7soR48ggc7T1igL14hF1zfiQQCIB7QhRKip6d7rki2jyrqCB/fpkLNicvFsnOTY9Y+RrPcUelzLHYAYyXb9mcDg2LyABypwCwjZpKsqc+iDFzgHHpuXwj3jOJMLmDkOZYy7PQoyWSuaIq8hjFQcgMOCuQoRgmTlkqJtDmWOZ10VXIJQ5ujAVrFFDtXK0IGSSOconM+Bc9zB8E18tGENORAIkYC0ClDkG8iHO4k19dmb86jbR1RcIGRiBTYtJIBaLwRcIo8KjFDMMzm2AgD8QhuK0w+GwG+hVuk2VLWvR+PVrsOOs5xGtqF+00QqrDkeiiISjcLudVgiHMegg4PMH4XG7YLPVNXZveg2VK/+KXUOeQLjJITpGKJ0mYt22sB/Vp1n3p9zBUAQ22KAo/DNRhjdP/LtD/D3m5b87LJGuZi+MRrBtL+w54Q9p4/EHQlAUJxz2vX8oWiLy1EE4d32JJgsvwq5BjyHc7HALR5rf0Lxu/rs+v4Q5upUJUObozI4QOQ88OrVekSTRdU9tQOcIbFZsAuIfVYFgGB7+oV/sVOieX+z0UBx22O38xkWDdsCsfqg5/lr4Op+pm2OhGoqfQkciUbgUypxCMc91HvE15nI6YNtrc5ovOBfhZodid6+/5zq0dP29X76ARu//B1tHLrBs7KFwWM2V0+GwbIwMbB+BaCyGIP/dYYlXQnx9V667G9uGPodoRau0MYl/J4ofIsny746WLwxH7RHnofbwcyzBuRhBNKrYdw11MebnnCRQTAKUOTropxM5OrqyiYUI8JiVhZKhMxQes9oflPvVaxBTKhA87VadFAvXjMesCsfarJkSj1k5v1wA15u3wD9iGqKNO5k1hTTj2Hd/A8+8iZaum8NjVtK8TmqgPGZlnXyptXIOPAXBXtc3GJRMx6zEQlzLb6y7iW/AndaBzUhIgAQKRoAyJwPqVEerCpYdTmQqAcocU3EWZDDKnP0xKx8/B+f6x+GbsKggOTAyCWWOEVrWaJsoc9Trelsfh+Cpf7VGcEWIoq5uzvkIdT2vCLNnnpIyJzMjK7WgzLFGNvTUytEilU3m1N3E9wDr5ljjVWMUJFBwApQ5GZCnqgZeVVW533GrgmeOExomQJljGFnRO1Dm7J8C+66v4HlhkiV3D1DmFP1LxnAAmsxxfzEXytu3wzdyBmJV7Q2PUyodXCtugi24x7LFnylz5HrTKHOska+6XTmnItir7vanhh7ZZE58R+HQxxBt2S3T8vh5EiCBEiNAmVNiCeVy0hOgzJHv7aDMSZ0z7/PDEO46HqHuv7BUUilzLJUOXcGoMqfCgUZzxyDSoU/GIwi6BpW4kdV/yk2ZI9fLRZlT/HyJr2mXENWj5yDWKPPFAbLJHEHYO+NMhI88B6HuFxQfOCMgARIoKAHKnILi5mTFJECZU0z62c1NmZOam2vl/8FWvQmBIf/JDmyeelHm5AlsHocVMqfVphfgevd++Ma9iJineR5ns/7QVv8pN2WO9d+hxAgpc4qfr7pdOUJUp7/BKjFKGWWO642bYfPtQGDQvcUHzgjyRsAfCOCeh6bgvfUf4Zge3XDVpZPhcbP4c96ASzIwZY4kiWKYuROgzMmdYaFHoMxJTdz59RK4VvwFtRNfBZzeQqcl7XyUOZZJhe5AdmzfhnaLJyF8yBkI9bxKd79SbmjlujmUOXK9eZQ5xc2X0V05IloZZY5z44twrfwHas9fWVzgnD2vBBYsXob1H26wvMSRJc7kZGmy7KeftuIv11+Npk0aq0127tqNv//zbvX/xce/+fY7TH12Zr02oiyLeCZfODHe5677H8XFF0xAp44H5vW9oMzJK14ObiUClDlWyoa+WChzUnOyhaohvuEM9L8dkfan6INZgFaUOQWAbPIU4dWPoPEX0+AbMw8xdxOTR5dzOCFKbcEaS9bNocyR652izCluvsSunHCH0xA66Trdgcgoc2w1P8A7Z4y6WzfSqofutbKhXASShYFVo5dd5uypqUXvXj0xdFA/FbFYz8pVa7CntlYVOOJJFDWa7GnVqmVctBXyAiXKHKt+JTAu0wlQ5piONO8DUuakR+x56ZeIHNAdoROvySkPygdPItKuF6ItjsxpHNE5nzLHFtgF56czAWcFYq5KQGmEmKsRYor4/4q9v4rfV+S8jnIZwBbcBc/MkQh1GYfw8ZeWy7IzrtPKdXMoczKmz1INKHOKl474rhwhqisO0B2IjDJHLM4782yEDx+B0NEX614rG8pDIPlCngsnjVODFzt1Gnm9eHPVGgzs10fdGfLNt5tw6+33obq6BomX9mjSoesRh2PJshVqf3Fca9RZZ+CO+x5R2xs5vpU4jxhLzD+oX5/43OJj7dq2ju9gSVyDFqsmS5LXMXbkmepumM0/bInHmXisLHlu0eiG31+GHkd1Q+JxNPFxwUoTMw1lXOt3cs/j8Naad/GbX56vNn/4iachPjbv5UXqWjwet3rcbejAvup8IpbFy1bA5/Ph7GGD1Z04QgB9v/nH+E6dfL5plDn5pMuxLUWAMsdS6dAVDGVOekzKukfg+PY1+EfUbe3M5lHWPQrlw/+qXcOdByDY55Zshon3yafMUd65G8onMzLGJ44KhY4cn7EdGwDKu/9RBVnt6LmwuauIZC8Be/UmeOaOh3/Y46ZITjPBUuaYSTP/Y1Hm5J9xuhm8s0Yg3KEPQideaygIWWWOOGZlq9mEwOCHDK2XjdMT+LrmB+wIVhccUefKtmjm2v/v5OSdOUIYTH1mRlxiiEA1YXPhuWNV0SB2iDzw6FT1FuYmTRqrgkTIHCF9kneU+P0B9fNa34YWrokPTWiI3y9YuBRDh/THsuUr9zsOlrhbR4wrZEjL5s3VOFKtQ8QtHrEGLc5B/U9TpUy634u4uxx+aL2xRVu9x50S17T5x5/U+du1aQXx/+LXxKNVibJG/L94hLw54bij1ZhFrtq3a6NLIuX6glHm5EqQ/aUhQJkjTarigVLmpM+ZY8s6uBddpvuGjuSRtEKvQbH93OmB681b4JuwqG6HS5ZPvmSOvfp7eOaOQ2Dwg4i0PrZedLZQDRDcA/GrkBNi107w1JuzXEH5dLP5tqnb8ncfPgn24ybDbreVz+J1rFQ9ntF1AkJdJ+loXbgmlDmFY23GTJQ5ZlA0PkZ8V87YFxDztjQ0gKwyx/nVQrje+BtqJy5V/07nkzuBm999DK/+sCb3gQyOcPOxv8KAdj3365VK5iTX0Ek+3qMJih7du+LkE4+vJ2sSPyckSfLvGwo7Wagktk0+ZpVq3MQ431q9NmMtoMS1J68xUWA1bdIE9z40BVdeOjleq0avWEmUOZ06dlAlUEUjr7pDJ7lOjohhwZLX1GNVs+a9jFN7nYCdu3bhnXffh9hVpFcgGXw1UjanzDGDIseQggBljhRpqhckZU7DOauY1h/BE65G+NDhhpPrXvQ7iKNL/uFPqyLEO30wAn1vQ6TD6YbH0jrkS+a4Xv8TbGF/xhomzq8Xw7Xir/CdswAxF+u/NJRIZfWdcH61GJsHPYMmTZtT5iTBEu+RLVid8Z3L+osly46UOVmCK1I3ypzigFdlbMfTDe/KEdHKKnNs/u3wzjgLgcH3I9L6+OKAL7FZZdiZk0rmaJJBu+lKkxlmyhyR6uSjTtoxp3QyR9vFo/V9/KnpuObyS5BO5iQfLdOOZiWKFLHGZJmjHTFLfB31HLVK3m2UKIFSCSQhbMaMGKpKHSF8du3ajRdeXoTBA07HM8/NUdemFVHO55cGZU4+6XJsSxGgzLFUOnQFQ5nTMCb3sj8g5nQbPh6l3YaVeIzEs2Ayos0OQ7DXH3XlJlWjfMgc+9aP4FnwK1U6RZse0mBstlAtvNMHItj7zwgfcmbW6yhIx0gAtmgIiEaAaBiIhmCLhICY+FgYiIRgE5+Lif8Pqh9T26tt6vqo7cXH4n3CukNX3n8CoeMvx5b2Z6NpVQVlThI55xfzobxzL3wTl+hmWoiGlDmFoGzeHJQ55rHUO1Iuu3Jkljkids/cCYh06ofQsb/Wi4vtJCJgpZ05ydga2mmTzc4csdat27fHCwob2ZmjSSKjIiVZ5iSuMd2Opy6HHIxavx+Txo9SdzY99uQzOLBdW2zbsbMg9XJEjJQ5En0RM9TcCFDm5MavGL0pcxqmrnw6E851j8E3YaHu9NjCe+CZcw4iHU5FsNf18X7K+4/D+fl8+MbM1T1WcsN8yBxVMlV1RPDUv+iKy73sj6rgCAy4S1f7QjdyLb8Rzm+WGp/W6UHM5gTse/9zKIjZFMCh7P2YAzGHC4Bj78cUxNS24vN1H4v/XvRzeRE66iJs37WHMidFNuy7v4Nn3jnwD30M0ZbdjOcrTz0oc/IENk/Dyi5zHD+ugXvxFYg5vXVF55VGwN7C8/FC9EojRA4egmjzLnmiaGzYbGvlaLPIujNHxO9a9S/Yd26E/4xHjUFjaykI6JE5ycefUtXM0Wri5HrMStTGGTX8DJVdouxIdXW32K2zeOnyegWEE2vmJO8wSlyrFqfWPlVdoNvufFCtHZRcM0fEJnYQff3Ndzi9z8kN5tmIzBEDabV+Enf9aLuJ9OwEMuulo8wxiyTHsTwByhzLp2i/AClzGs5Z/BvOM59AtPkRuhIsCgk7v1wI/6jnEXM1jvexb9sAz8uT4R/xLKKNO+saK98yR0gPIT+EYIpVtNIVk1Y3INf6P7omM9hI7PZwvXWbWtMnWtkOcGhyRoiZfZJGCJuYkDDiG6g8P5Q56QGrRzWOHI9Qt7obLazwUOZYIQv6Y5Bd5nheOA8xdyWibZLqd4T2qMcQRb0yx8/vq8dzg73+oB9MnlrmuitHhCWzzNH+zqyd+GpB/v7IUxo5bBoCemSO6JrpNiszZE7yjVGJt2Ylfs7IbVbpbqsSY1c1qkDXI7vEd7sIeSQEjnjEDVy1e3y4+IIJap2chmJr6OUyKnO0GLTjZWLsRHkmYinEQ5lTCMqcwxIEKHMskQZDQVDmZMblnTUS4S6jEOp+YcbG4id2nvnnI3jyDSnr7Ii6OeGjL0Ko68SMY6VqYPbOHO/s0QiLLePHX647HrHzyDttEIKn3ITwwUN198t3Q/uuLyGukw8d/UuEul+Q7+l0j0+Zkx6Va8XNal2pwMC7dfPMd0PKnHwTNnd8mWWO8ulsKKvvgG/0bMQatUkLRtys6PxyQU67Os2iXlcrpx9CJ16T9ZAyyxxbcDe8z52h7kyNtOuVNQN2JAGZCAh5le3RKpnWmS5WypxSyCLXoIsAZY4uTJZqRJmTOR2uVf+Ebfd36k1PmR5RewaxGPzDpqRs6nrjZth8OxAYdG+moVJ+3kyZo3z8PJzrp8A/ZhZiirFrs91LxVW0NgT6357VOvLRSRzZiXkPQGDwA/kYPusxKXPSo3N+/gJc79yF2nNfy5qv2R0pc8wmmt/xZJU5tlA1PLPGInzYCISOv7RBSI4t78G96FL4R85AtKp9foE2MPq+XTnzEfO2yDoOmWWOWLTYTRVpfzJCx1+WNQN2JIHk4sbJRAp5jChVNhKLIyfuCmooc8kFlRPbJu4gki37lDmyZYzxZk2AMidrdEXrSJmTGb3z29cgbntqaFu1smEanB9Ph632Z/gbOJLl/GoRhNDJ9mpTs2SOuF3LM3sswkedn9XV0M6NL8O18ta6HTB7iwvXFRAWhYbFf6KAsCgwrP1eFBHWCgrvK0isfizeRhQiDsOmFiQOZE5MUgtRc8I/8vmcvskwPKmODpQ56SHZqzfBM3e8permUOboeKkt1ERWmaOsuXfvcdyZiCkVGYl6pw1AqOflCB82MmPbfDVQa+V07IvQCVfnNIXsMkccpXb8/FHaH9rkBIedSYAELEeAMsdyKWFA+SJAmZMvsvkblzInM9v4teL970Ckfe/9Ojg3vgjXyn8g1PVcRA49E9EmB6Ud1BbcBe9zQxFIM1amaMySOcraByDEkm/UDMDhzjTtfp8XW81dr4nizo664sDx4r9OIKGIcEwrHiw+pv7/3vZq0WBRt2ZfTRvY6j4X7yPa2LQ2Wj9nXe2bhKLEsCm6vhkyvEiTOlDmNAzSanVzKHNMevELNIyMMse++1t45k1QbzYUO3P0POrNijYHgn1v09Pc9DZm7coRgckucxzfLYf7tethxSazn/kAACAASURBVLpxpieeA5IACfA2K74D5UOAMke+XFPm6MuZOD4Vadl1v59I7qvT8guEuv9C12Di9qhIiyMROvH3utonNjJD5th8W+GdebYc14sbJmS9DpQ5DefEanVzKHOs9zXUUEQyyhxxTNVWvVkthq/3UT6dBeXdB+t2dRbhUaVrp/4578opBZkTr5vT79+IHHhqEbLBKUmABApJgDtzCkmbcxWVAGVOUfFnNTlljj5syvopcHz9Kvwjpu3rEAmoxY5j3uYIDHlY30AAlPefgPPzefCNmae7j9bQDJkjvnm2b/8Y/hHPGZ6fHYwToMxpmJl2A1nt+SuNw81DD8qcPEDN45CyyRzHlnVwL7pMrcEWaX2sbjLxmxXPeBTRA7rr7mdGQ+fnc+Fa9W/4xuZWK0eLRfadOWIdnpcuQqT1MQj1vNIMxByDBEjAwgQocyycHIZmLgHKHHN5FmI0yhx9lO0/fwjPK5fUSZvgbth3fgH7Tx/CvvUj+Ic/jZi3pb6BANi3fQzPyxfDN3IGYgaLWeYqc+zbP1FvfMr2mJfuRbJhnABlTsMvg9Xq5lDmyPXFK5vMUa8ir2ybVfF47+xR6i2J4sa+Qj5m1copJZmjrLkfjh/egX/4U4VMBeciARIoAgHKnCJA55TFIUCZUxzuucxKmaOfnriOW1zLLZ5o00MRbdoZkUPPQqTtifoH2dvS+/wwhHtcjFCXMYb65ipzxI0o4ratwJD/GJqXjbMnQJmTmZ2V6uZQ5mTOl5VayCRztKvI/SOmI9q4o2GMrlX/gm3XV4Z2ghqeJKmDWitnzb3wjZ6DmKdZrsOp/UthZ45j8yq4X70GvnMWIOZqYgoXDkICJGBNApQ51swLo8oDAcqcPEDN85CUOfoBi10tcHoQbdxZf6c0LV1v/A22YLW6Q8bIk4vMcWxaAfeyP8I/7HFEWxxpZFq2zYEAZU5meHV1c3YiMPCezI3z3IIyJ8+ATR5eFpmj3iA4ZxzCnQchdOI1WVFwfrsMrtf/XNDCu+qunE7iJq0rsoo5VadSkDm2UC280wci0Pc2RDqcbhobDkQCJGA9ApQ51ssJI8oTAcqcPIHN47CUOXmE28DQ8SvKDdYJyUXmiCugo80ORfD0fxRn0WU6K2VO5sRbqW4OZU7mfFmphSwyR72K/PMX4R8zCzFX46wQ2kLV8E4fgkDffyLS4bSsxjDSSa2V8849an23mNu83SelIHMER/VihBZHZHWZgZE8sG3hCEyZWlcXcfKFE02d9JtvN+Heh6bgyksno1PHA00dm4PlnwBlTv4ZcwaLEKDMsUgiDIRBmWMAlolN47dhDLoXkTYn6B45W5kjCi6LLfr+kTMQNVinR3dwbJiSAGVO5hfDXv09PHPHwT/0MURbdsvcIY8tKHPyCDcPQ8sgc2w1m+GdMxahnlchdOT4nCgUUiCoxx/FTiITd+WIxZeKzFHWPQzHt8sN3UqWU/LZOe8EZJc5O3ftxt//eTcuPHcsehyl7+/SBYuXYeozM3DD7y+r10ewWLJshfrxLocfinsemoIe3bti6KB+ah5SCSox1vebfzRdhuU98RkmoMwpdgY4f8EIUOYUDLVpE1HmmIbS8EDiH+XRqgMROWx46r42J2JOt3q0K+ao+zUQdSAQUVBV6WlwPrHzx775bdh3fAH7js/VtqEuoxE68VrDcbJDbgQoc/Tx884aifARYxDqdr6+DnlqRZmTJ7B5GtZMmePY8h7sP60DlErEXJWIKY0A9dcKwNmo7mMG6sbY/DugvPsQnBtfQqxRG/hGz86ZgvL+43B8uRD+kc/nPFZDA+SjVo42X6nIHMeP78C9+Er4xr1k6L3Ia+I4eE4E8iVzcgrKQOdsZc7iV1/HQZ074lcXTYLH7VZFjWDx408/43eXXKhKnmRRkyyB/IHAfsLHQOiWbkqZY+n0MDgzCVDmmEmzMGNR5hSGc6pZxNESx8aXYAsHgLAftoh/7691v0/3hBsfjOCI/6X9vH3nRvXK9EjbkxBtdRSizQ9DrMlBqjjiU3gClDn6mLvevAU237ai182hzNGXL6u0Mkvm2PZsUf/cFLVtMj16r+gW77Tjh9UIH3URwgcPQkypyjR0xs9rNyuqBYkbtc7YPtsGaq2czgMROv7ybIdI269UZA4iAVQ82w/BPn9TdzDxkZ+AEBg+nw97fD68t/4jVFVV4sbrrlCPRmmipM/JJ+LlxctQXV2DY3p0w1WXTlYFSENP8i6WXOYREmX9hxvi84qxH39qOq65/BLMnPuSuptGey6cNC6+kyZdfJqkEZ8/4bijVXEj4jvs4M6Y9/Ki+C6f9R98hAVLXovP+8zzc1Dh8WDbjp3qThzB5677H8XFF0wouaNklDnyf21zBToJUOboBGWhZpQ5FkpGciiq4NFETwCI+BH98QN43n8cgeFTEas4IGXw4gp18fjPeNTCiyuf0Chz9OVa7F5wrb4TtROX6uuQp1aUOXkCm6dhzZI5YqckIiH4z/rvfpHaArtgC9YAwd1wL/odQqfciHDHuqMG6R7HT+/DvfA36hXkkfanmLp6cbNiqOflCB92tqnjaoOpu3Levj1vO05KRuYAEDdExhp3RLDX9XnJRakPuu2Traj9ubbgy2xxREtUHFCx37xCYry9Zl1c4CSKE78/oB5hatWqpSo0xJN89CjdQlLJnGznaUjmiPmzOWYljkYN6tcHL7y8CONHD8f8BUswfOhA/Ovuh+IyJ1HWNGnSGA8/8TSGDuyL5W++re7o2bLl57hUatoku7pgBX8RdE5ImaMTFJvJT4AyR74cUubIlTNRM6fpzCEIH3dpymvNnRtfhmvlrfAPf0q9Pp1P8QlQ5ujLga36e3gtUDeHMkdfvqzSygyZo7z7HyifzoBv+DOIVbZtcGnu164HouGMNxF65k5ArKo9AgPuNB2V67UbALsDwdNuNX1sMWBdrZzBqjDKx1NKMqdQx97ykQcrjDn/grn4ZObHBQ9l+FMjccTY/W/1TD5mlbgbRZM5ifVoksWKEZkj2mqFlo3Ms2z5yrQ7c3KROSIWsX4hnsaOHIZOHTvUE0PaMSohcJo2aYI3Vr2DMSOG4bEnn8HZwwZjw6efl2S9HMGUMqfgX6KcsFgEKHOKRT77eSlzsmdXjJ5C5njevAWu0A4EBt1XLwRx04lnzniEDz4DoZ5XFiM8zpmCAGWO/tfCCnVzKHP058sKLXOROWLHjSgOLwrZBvvcrAqMTI/z60VwrbgZvglL6mrppHiUDdOgrL0fvlGzMsqhTPOl+rwa89oH1SvKzX7Um+VW3wXfmLmm3mCVGGcpyRxtB5Z641ea3bJm56iUxrPizhwjkiX56FG+ZE7iPPmUOXqkktjF075dG3WpohiyEEDieNY7776vflwrkFxK7ylljs5sJp75K7XtWToRSN+MMke+FFLmyJUzIXNs3yxH07duhO+cV+pdcStuq3J8t0ItjJnumwy5Vlsa0VLm6M+jFerm6JE5zq8Xw/XWbYg0PxyRI8/JeORGPwG2NEogW5lj3/0NPPMmIub0InzoWQidcLWuqW3hPRDHnIJ9bkG484D9+th8W+GdOx6hbuchdPQvdY1ptJGt5gd454yBf9gURFt0Ndq9wfbe2aMQ7jQIoeMvNXXcUpU5Yl1q3ZyTr0f4oCF5Y8aBC0Og3HfmJFJOVUxZkz0tmzdXj2WJWkLiY+KolXjEDp1SvHqdMifD15/2smz+YQvatW2Nv1x/NShzCvOHltmzUOaYTTT/41Hm5J+xmTNoV5O3mn8mQiddi/DBQ9Xh7Vs/gqj5oPeny2bGxLEaJkCZo/8NUY8Jrr6jqHVzMskcx49r4F58BcKHDocogOrY/DZEMVpx2xyfwhPIVua4lt8I++5N8J/xsOHcuZdepwpzUfg2+RHjOrZ9rO7KyefjmTsekUPPRKj7haZNU4hdOSLYUtqZI9bjXnIVYhWtEOz9J9NywYGKQ8CIzDFyc1SqmjlihXqOWSXPI+TJ1Gdnxr9fFjFv+OQz9fcej1t3HR+NcLrrxFOtT/uY6Kt9vy7Wduvt96GqslHJfg9PmaPz65E7c3SCsnAzyhwLJydNaJQ5cuVMkzkt1v0DtrAfgX7/VhfgefFC9ZuLwJD/yLWgMoiWMkd/km01m+GdMxb+oY8h2rKb/o4mtswkc0QtlEj7k9SdHOJoo3f6EAT7/F29+YdP4QlkI3Ps2z+F56WL1Lo3kfa9DQft/HIBlLfvhG/iknp9xc1V4hv7wIC7EGnXy/C4Rjooq++AfcdGU//ML8SunFKUOcpHT8P58Qz4xr5gJIVsa0ECemSO2HygPXpuixJts5E5Dc0j4tRurTpn9HCse/8j9TYrsRlCyJ7b7nxQDVFPfEZkjlY3R4yt3eKlfUzs1tHklAVTm1NIlDk68VHm6ARl4WaUORZODmWOfMlJEbEmc5ptWwnxE+Daia9C+fIVKG/fDv+IaYg27lQS6yylRVDmGMumWjeny2iEul9grKNJrRuSOc6vFqnHq3xj5iDmbqrOqP5U3lWZt2K0Ji2rZIfJRua4X71GvYI82xv/bMHd8D53xn4ySIjIaNOD45I9n9Adm1bAveyPDdbuMTK/8/MX4Hrn7rzWytHiKbWdOdrOWN+omYhVtjOCnW0lImBkJ04uyyrUPLnEWG59KXN0ZjydzPH5gzpHYLNiE4jFYvAFwqjwKMUOhfPrJCDy5XLa4XDYdfZgs2ISCEeiCIej8DojaD57CKLu5rAHtsN32BjUHpOfm0eKud5SmHuPL4gKjws2WymsJv9rqFx9G2z+bag+7Y78T5ZihqCoS2WzQXE69vts01cuQLBtL9T22FdPxPPVS6hYdz+2j36lKPGW+6TRWAx+A//uULZ+gMbLLsfufvch1PLorPFVLb8O9sAOxJQqOHd+BltojzrWjjOfQ7Siddbj6u1oC/vQfM5QVJ/6T/WdzPVp9tJ4BDoMQO3Rv851qIz9fYEQXIoTDnvp/KEoclF77JXwdz4j4/plbOD1uGQM29SYG5IsYnfL1GdmpJyvqqoyftW5noDMlDnaEajq6pqUU+vZuaMn5lJvQ5mjM8PpZE5NbUDnCGxWbAJC5gSCYXjclDnFzoXe+cU3Lk6HHXY7ZY5eZsVsJ34KHY1EoShONPrgETj82+HvOAjB1j2LGRbnboCAPxCC2+VUBQGfzAS837yCynfvxs+jFmZunIcWoXAENtjgdNb/M9Hz3auoWnM7tp05HVFX3a4c8diDu9Fy/gjsOuU2BNrk/k11HpZU0kOKf3cEg2G4df67o9lrVyDmcGNnn9tz4uL+fjm8X85HuHEnRJochHBVZ4SbHISYM/UNVzlNlqazWEuoyaGoOfaKnIb3fvUSKt+7H9uEiHI1yWksPZ1FvsTXVyn9u6PJmzcgpjTC7hNv1INAujaVFW7pYmbAJGAWAcocnSR5zEonKAs34zErCycnTWismSNXzrRjVlWVLLYqS+Z4zMpYpuI39ZzxKKIHdDfW2YTW6Y5ZeeaOQ+TAUxHqeeV+s7gXXY5YZRsEe//ZhAg4hBECRo5ZOX54G+4lV8M//ClEmx5qZBpLtlU+/C8cGxeqR2xzedRaOZ0HI3Tcb3MZRnffUjtmJRYurqN3fvQ/+Ma9pJsDG5IACchBgDJHZ54oc3SCsnAzyhwLJ4cyR77kpIiYMke+NFLmGM+Zd8ZZCB85vih1c1LJnH21cuYi5t5/54LzszlQ1j0C3zk8amU827n1MCJzPPPPR7RxBwRP/0duk1qkt33bBnhenqzephZrlN3RLufn86CsuQ/+sfMQUyoLsrJSlDlaUW3/iOmINu5YEI6chARIoDAEKHMycE68mlxrOrBfn5KtiF2Y1644s1DmFId7LrNyZ04u9ArflzKn8MxznZEyxzhB15u3wObbhsDAe4x3zrFHKplTtyvnFIR6XpVydFtwF7zPDUVg8AOItD4uxwjY3QgBvTLH+e1rcL3+p5IrFO+dPhihE65A+JCzjGCLt1V35Rw0BKFjf5NV/2w6laLMERy80wYg1PNyhA8bmQ0W9iEBErAoAcociyaGYZlPgDLHfKb5HpEyJ9+EzR2fMsdcnoUYjTLHOGXnxpfhWn0HaicuNd45xx7JMsf59WK4VvwVvrHzEfO2SDu6e9GlsO/5CeGO/RDuOqHBtjmGyO4JBPTKHM+8cxE9oCuCvUurpolrxU1w/PQ+wh37InzkOYZuU3J+MR/KO/fAP2Y2YgWolaOlrVRljpCFsDsQ7HMLv0ZJgARKiABlTgklk0tpmABljnxvCGWOXDmjzJErXyJayhzjOYvXzRn6GKItuxkfIIceyTLHM28iIu1OROiEqxsc1V79PRyb3lDrZoS7notQ14k5RMGuegnokTnOLxdA7PbyjZ6NWKM2eoeWop1tz49wivduw3SEOw0wVPemblfOGQgdm/8brBJhlqrMUT6dCef7T7JujhRfOQySBPQToMzRz4otJSdAmSNfAilz5MoZZY5c+aLMyT5f6jeah48qeN2cRJnj/HoJXCv+knFXTuIqRf0Rx/er4B/xbPaLZ0/dBPTIHO+sEQh3OB2hE6/RPa5sDZUNz8D5wdO66zY5P38Bypp7C1orR2NaqjLHvutLeF44D/6z/4dok4Nle4UYLwmQQBoClDl8NcqGAGWOfKmmzJErZ5Q5cuWLMif7fLlW/h9stT8XvG5OoszRuysncZWOH9+Be/GVORWlzZ5a+fXMJHOUT2dDWXs/fGPmIObed6V8qZGy1WyGd85YBAY/iEjrYzMur1i7ckRgpSpzxNq8zw9DuMcvEeoyNmMO2IAESEAOApQ5cuSJUZpAgDLHBIgFHoIyp8DAc5yOMidHgEXozmNW2UF3frUQrlX/KnjdHE3mVP34mq5aOalWVzGtP4InXI3wocOzWzx76SbQoMyJBFTBET54mKHjR7ont1hDz0sXIdLq6PRHAiMBKGsfhKhJJR7/mFkFrZWj4SplmSNqGCEaKZkb0yz2ijMcEigKAcqcomDnpMUgQJlTDOq5zUmZkxu/QvemzCk08dzno8zJjqHYlSOOx/gLXDdHkznNFv0CkbY9M9bKSbU697I/IiYKoZbIFdjZZbAwvRqSOerRo/en1kkLpaowARVxFuWjp+H8ZBZ8Y+amjEJZfQecXy1BuPskhA8eipi3ZVGiLWWZox5fW/sAfBMWFYUtJyUBEjCfAGWO+Uw5okUJUOZYNDENhEWZI1fOKHPkypeIljIn+5x554xB+LCzEep+YfaDGOwpZI530+uoXHWzoVo5idM4P5sD19r7C76ryOBSS6J5WpkT9sE7cwTC3c8reN2lYoG17/4OnnnnwD/scURbHFkvDMd3r8P92g0IDLoPkTY9ixWiOm8py5x4Ds76L6LNDi8qZ05OAiRgDgHKHHM4chQJCFDmSJCkpBApc+TKGWWOXPmizMktX2rdnD0/ITDo3twGMtBbyJzmC3+BaPvMN1ilG1bbVRQY/BAirY8xMDubGiWQTuYo66fA+clM+MbOAxxuo8NK294z/3xE2veud6xM3A4nPq6K0Z5XFH1tpSxzBFzvjDMR7nYeb7Qr+pvGAEjAHAKUOeZw5CgSEKDMkSBJlDnyJSkhYsoc+dLHnTnZ56wYdXPCny9C4xx25Wir9bwwCZEDTy2LWi3ZZzj3nqlkji2wC57ZoxE+7rdlV4hW+eBJODYuQPD0/4N911ew7d4Ex3crVND+M5/MHbgJI5S6zHG9eQvEOxjof4cJtDgECZBAsQlQ5hQ7A5y/YAQocwqG2rSJuDPHNJQFGYgypyCYTZ2EMid7nMWom+OaNwmhVschdvLvsw8cUG9QcvywFv6z/pvTOKXc2b3wN7DX/ozwoWchdOREwOkxvNxUMkdZcz+c3y5VbxQrt8e++2t45p1bt2ynR70iO9qkE8LdzkW06SGWwFHqMkcUmFZW3wXfxCWW4M0gSIAEciNAmZMbP/aWiABljkTJ2hsqZY5cOaPMkStfIlrKnNxy5pk7DhFxPKTb+bkNpKO385ulcC2/ETuGz4a7aRsdPdI3cWxZC/eiy+Eb9yJinuY5jVWKnZ1fL4Jrxc3qURTl01kIDLhb15XaySySZY7Ntw3emcMRPOUmtchvOT6OLe8h2qg1YpVtLbn8Upc5tj1bIK5+T1W7yJIJYVAkQAINEqDM4QtSNgQoc+RLNWWOXDmjzJErX5Q5uefLtfIfEN8cFaJujtjR4G91HHzHXgmvR8k5ePWK8pOuK1upkBZg2K9+sxs+ZBhCx18O96LLEPMegGCfmw0zT5Y5rlX/huOH1fCNmml4LHYoDIFSlzmConfOWIQPH1EQCV2YrHEWEihfApQ55Zv7sls5ZY58KafMkStnlDly5YsyJ/d8qXVz3vgbas9fmftgDYyg7crZdtZMwHuAKTJHvaLc6Uawz9/zGrtsg4urm0Ve/SOnI+ZspO7Mcb77n6yOpSTKHFv19/DOHYfgabci3Km/bFjKJt5ykDmqhK79CYGB95RNXrlQEihVApQ5pZpZrms/ApQ58r0UlDly5YwyR658Uebkni/t2Iz/jEcQPeCo3AdMM4LYlRNpdwJ2dr8UdpvdFJnj/HwulLUPwTdhUd7ilm1ge/X3EEfnhOAKdx6ohq/lODDgLkTa9TK0pESZ43rjZth3bIR/+NOGxmDjwhIoB5mjHSPMt4QubOY4GwmUJwHKnPLMe1mumjJHvrRT5siVM8ocufJFmWNOvtS6OaJIbvcLzRkwaRRtV45v7HzUoNI0mVOMAs55AWTioO7FVwCRAAJnPFJvVFEMOda4E4In32BoNk3mtLD9DM+8iQgMvBuRticZGoONC0ugHGSOzb8d3hlnITDkYURaHV1YwJyNBEjAVAKUOabi5GBWJkCZY+XspI6NMkeunFHmyJUvyhxz8uV66zbYan5AYNB95gyYNIq2Kyd0wtXY4wuYJnPENOoV5Z36IdRjcl5il2lQx3fL4X7tevhHTEO0cad6oSsfPw/n+0/Ad84rhpakyZw26/4OBHaq3zzzsTaBcpA56tf+vImIHDwYoaMusnZCGB0JkECDBChz+IKUDQHKHPlSTZkjV84oc+TKF2WOOfnKZ90c57fL4Hr9zxC7cmLeFqbLHHFNtuPn9fAPnWIODIlHUYsedx6M0HG/3W8V8aNWgx9CpPUxulcpZI7/u/U4YPll8A+bgmiLrrr7smFxCJSLzFHevh32Xd8gMPiB4oDmrCRAAqYQoMwxBSMHkYEAZY4MWaofI2WOXDmjzJErX5Q55uRLO65k9pEF+9aPIAqVRtr2hNiVIx6zd+Y4trwL96LfwXfOAsRcTcwBIsko4hYy+47PYd+5Ebatn8CxbQN8I54DnJ6UK/AsmIzIAUch1PNK3SsUMkdZeAUUtweB/nfo7seGxSNQLjJHO75Ze+4ywOEuHnDOTAIkkBMBypyc8LGzTAQoc2TKVl2slDly5YwyR658UeaYly+1bo64ytqkIwueuRNgr/5WLbgb7P1ndVdOPmSOGNM7bQBijTsi0rk/QkeML4tv7DwvT4Z92waVabTpoYg27YzI4SMQaX182pdC2TANzvVPIHLgKQgfOQ7Rlt0yv0A/vouKxb+D/6ypiDY7LHN7tig6gXKRObbALnifH6ruzIm0Pq7o3BkACZBAdgQoc7Ljxl4SEqDMkS9plDly5YwyR658UeaYly/Xqn/BtnsTAoPvz3lQ5dPZUNbeB9/wZxCral9vPLN35ojBxQ4gx6aVUD54EgGDx4hyXmwRBnBufFHd8WR0J5UtVA3H92/D8elMwOZAYPCDGaN3vzwZAXcrYMA/MrZlA2sQKBeZI2h75l+ASMfTWDPLGq8eoyCBrAhQ5mSFjZ1kJECZI1/WKHPkyhlljlz5oswxL19mXfVrC9XAM3sswl3GIHTMr/YLMB8yR5tEHCOKNj3E8I1N5lHM/0i28J46voeNROjYX2c1oeOn9XAv/G3KQsmJAzq+Xwn30muxZcBTqGp3aFZzsVPhCZSTzFHW3AP7tk9YmLvwrxlnJAHTCFDmmIaSA1mdAGWO1TO0f3yUOXLljDJHrnxR5piXr3iB3Byv+lXWPgixc8Q3ek7K2i35lDliZ47z4+fhG7/APDAWG0l55244v30dvhHT09bG0ROy97kzEO4+CaFu56dt7pl/PiItjsRP3a5CsyYVeoZlGwsQKCeZ49i0Au5lf0Tt+SstQJ4hkAAJZEOAMicbauwjJQHKHPnSRpkjV84oc+TKF2WOufnyzB2PyKHDEOr+i6wGFtebe+eMQbD3jQgfMizlGPmUOfYdn8Hz4i/gH/6UWkem1B777q8hrnkP9P0nIh1Oy2l54iYgx7ZP1RuqUj3Or5fAteIv2DNqNnZGGlPm5ES7sJ3LSebYQrXwTh+IwMB7EGl7YmFBczYSIAFTCFDmmIKRg8hAgDJHhizVj5EyR66cUebIlS/KHHPz5Vr1T9iqNyMw6L6sBnatuAn27RvhH/Fs2v75lDliUlEQNdzt3AZ3nGS1OAt0ci/8DWBTTKlrFL8FbO+V8cnL884Zi3CHPvAfdzl2V/spcyyQf70hlJPMEUw8L/0SkbYnIHTcb/UiYjsSIAELEaDMsVAyGEp+CVDm5JdvPkanzMkH1fyNSZmTP7b5Gnn7rj1oWlUBu92WrynKZlznV4vgeuPmrI4s2H/+EJ5XLlGL6kZaH1s0meN66zbYdn9TcjU0tJ0yvpEz9isqne0Lqh61OmYyQl3G1htCLbC8+i71qFxYqaLMyRZwkfqVm8wRRzsdP62Df2jqXWZFSgOnJQES0EmAMkcnKDaTnwBljnw5pMyRK2eUOXLlS0RLmWNeznKpm+N56SJEG7VBsO9tDQaU7505Wg0N34RFiCmV5sEp5khhP7xzxyF8+EiEjr7YtEjUnVjqDWYP1BvTO2sEwoecpRawjkSjlDmmt6chPgAAIABJREFUES/MQOUmcxybV8H96jXwTViCmMLaToV5yzgLCZhHgDLHPJYcyeIEKHMsnqAU4VHmyJUzyhy58kWZY36+PHMnIHLIEISOuuj/2TsP8CjKrY//00ihJNTQe0d6FcUGShOlS8eCDZWiV6/Y7rV3ihSRomIDlSZVBMV2EQIkhBpaQmhJaAkECAkh+b4zm9nMTmZ3ZmdnNjvZM8/zPfeTzLwz83/fd+bd3/zPOZobDz72KyjESotrxGyYg9wsRCzujpzb3kJunbs034Ov7RhwJRWBFw4h8GIiAs8eQGDGEWTd9x0QFGrYpQalxCB00yRc6/sFAq6eFc4RkJ6EoNPbcG3QMuQHl2aYY5ja3mvI32COOOez7/oIN2p09Z7QfCZWgBUwRAGGORpkXL9xMxZ9+6OwZ5vWLTBp/DiEhRq3INBwCbyLAQowzDFARC83wTDHy4J7eDqGOR4KWAyHszPHWNFLbX2/wK0xU3PD4csHCuDkevunVY8xHeYACN00GfnhFZBzy6uq1+OLO1CSY0p2TFte+UbIi6yHG00G4EaV1oZfbviSngi4nmk7V1QD5EXVxY36ve0/itmZY7jkpjfodzCH5vzPjyOv8k243v4Zt/QNWz8OgRmJyIuIRn7pgv8rUxX5EdHIq9wceeXqutUe78wKsALuK8AwR0Wz+D37sOi7pXjtxcmIiiyHBYsWC0eMGzvcfbX5iGJVgGFOscqv6+QMc3TJVmwHMcwpNul1n5hhjm7pFA8MPrYRpba8g6sjNmtqOGT/Nwje+y2uDfhRU1iTN2BOyMGlCN79BbKGrNV0D760U8jOWQhO2gByGeRVaGL6pVEFMASGCMBIaWOYY3oXGH4Cf4Q5IXHzEHT6H8FlpnUL2f05gvcvQW6zobZDsi8h8EoqqCpfwOVUIKwcsgYs09oc78cKsAI6FWCYoyIcwZsa1aui9913CnvK4Y5O3fmwYlCAYU4xiO7hKRnmeCiglw9nmONlwQ04HcMcA0SUNOFO3pyAnIsIWzYYue2exPUmAzVdiDdgTkDmKSHHzLU+C5FXsZmm6/KFncQKU1RN7EbVDr5wSRxm5RO94N5F+CPMsVdne+Bn5JcqpypY4IUEoQqWs9AsCjkMWz1GNaG76ol4B1aAFVBVgGGOC4muZWdj+pwFaH1TczvMST5+EjPmLMDE8eNQp3ZNVYF5B99RgGGO7/SF1ithmKNVKd/Yj2GOb/SDO1fBMMcdtbTtqzVvTkjMxwhK2emyFLn8jN6AOXROClW6Uf9ut3L/aFPHnL0Ccq8I15xbr5dPlVhmZ445/W1mq/4Ic0jPiK+7IvuO93Cj1m2u5c29hrA1Y3Cjemdc7/Sc031Df3kGCCqF7O4fm9ld3DYr4PcKMMzRAHN697gDrVu2EPaUw5xz6Zf9fhCxAKwAK8AKsAKsACtgU6DC7ukIPR+P7IqtEJh9EYE5lxCUk4GgnEsIvH7JQaaznd5EVpXOPidd1IF5iEjZgivVb0NA/g0g70bB/+YiID8PyM9FQF4uZYpBwI1cBID2yUNAfi5A++fnISDvuuOxwjE3bMfQsQX/LbSff0PY35PtepnaSLmDyyt7oiEf678KVPnneWEOXi9TR3hm0bNKeGYJz690B2Fyw6vgdPdvXIoVdnYnqmybgosNHgCCQkwVNqTzeFPb58ZZAV9WgGGOBpjjypnDMMeXhzdfGyvACrACrAAr4F0Fws9uR9kjPyA/KAx5wRHC/+WHhAvVjYT/Pzjc9u8hZXGtUlvvXpzGs4VmJCBy/3wgIFD4v3z6XwQBAQHIDwwCIPl34e+2v9n3EY4Lsh0ntiEcEwQEUluBtv+lfYR/DyhoQ3IcAgrPLbRfcB3CtQTaroOOK7iu3IiqyI2orvEOeTdWgBWQKlDm+HpEnPqt4PkUjvwgek7Znlu2Z1YY8oPoeRaG3NI1cb1MLVUBK+18C4HZjiBI9SAdO+T1/UzHUXwIK1AyFGCYo9KPnDOnZAx0ugsOs7JeX3KYlbX6jMOsrNVfdLUcZmWtPvNWmJW1VPHdq+UwK9/tG2dX5q9hVtbrKb5iVoAVIAUY5qiMA65mVXImCsMc6/Ulwxxr9RnDHGv1F8Mc6/UXwxxr9RnDHGv1F10twxzr9RlfMSvgzwowzNHQ++s3bsaib38U9mzTugUmjR+HsNBQDUfyLr6kAMMcX+oNbdfCMEebTr6yF8McX+kJ7dfBzhztWvnCngxzfKEXtF8DwxztWvnKngxzfKUn+DpYAVZAiwIMc7SoxPuUCAUY5livGxnmWKvPGOZYq7/oahnmWKvPGOZYq78Y5lirv+hqGeZYr8/4ilkBf1aAYY4/976f3TvDHOt1OMMca/UZwxxr9RfDHOv1F8Mca/UZwxxr9RfDHOv1F18xK+DvCjDM8fcR4Gf3T0AnUKikwZsVFMjLy0dAQICtSApvPq9Afj6Qn5+PwEDuMJ/vrIIL5GeiVXrKdp15+flU40l4LvJmDQXy8vMQKFTg4s0KCgjrjsAAYZ7xxgqwAqyAryvAMMfXe4ivjxVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBiQIMc3g4sAKsACvACrACrAArwAqwAqwAK8AKsAKsACtgIQUY5lios/hSWQFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBXwa5hzLTsb0+cswK74fcJIGDtyCHrffad9VGRcvIQ33puG0ylpwr9Nee4ptG7ZwuWoUTuGy5x7PulI46kz5+GRMcNQp3ZNe4MLFi3Gps1/2f9b3p9KZzZjDHh+hyWnBbX5EL9nH979eLZww9WrReO1FycjKrKcSwHUjuE55vn4ST5+Egu/WoJnn3nM3h/yuaL1mag2x9T60/O7KdktqOmnZz64OkatP0u22sbdHWl86nQqxo0dbm+U5t1bH36CzMzLbj0T1Z6zesaAcXdq/ZZczTE980HtGLX+tL6i3rkDWhPWqF7VYV2vd44ZPQa8owCfhRVgBfxBAb+GOfSgp40WU+LLc+yIwQKwEV+2rW9qLrwI6AUwY84CTBw/zgEgSAeJ2jH0Mlj03VL7D1bp+f1hsHl6j9IFUNmyZfDK8xPsfUF/+2bJcgzu31f48Sm+sJ9+bKxLAGf0GPD0HkvS8WrzQT6n6AdH/N79mDR+HMJCQxWlUDuG55hnI0j6I0IO1+hvS1euxahhA4X+Ia1nzVvkMA+Vzu5qjqn1p2d3U/KPVtNPz3xQO8ZVf5Z8xT2/Q+mPwh53dnOAOfS306ln7D8+SetzFy64fCaqPWfV+tPzOyrZLajNMT3zgdcd5o4ZKbyUf9TTM8fMGAPmKsCtswKsgD8p4LcwR8ndIX3Byr9MyxdMNEjkCy21Y+RfCeSLLH8aeJ7cqzNnjiuwRn+TAx4jxoAn91HSj1WbD/Iv0/IFkwgW7r7rNvuPG7VjeI4ZM6qUnDnyluUAnP5O/bPxtz/twFptjqn1pzF3U3JbUdNPbT4oQW9Xx5CSclckf5TQN76UnDnylpTWCLzu0Ke33qNczbHIyHKq84HXHXqV9/w4JWeO2hxzd92hZQx4fifcAivACrACzhXwW5ij5LSROgMOHjri4KIR4Q39r2iLli+qnC286Bj6mk0hXaLTR4QLam4fHrxFFdACc5R+aMoXVUaMAe4f5wq4mg80h+Q/AuV9prSocnVMk8YNeY4ZNCC1wBxn80cKc9TmGLnppM9UpXlr0C2VyGY8nQ/yZ6LSRwtpH5KI8neWFkddiRTfw5vSAnOUtOV1h4fCu3m4qzkWFRmpOh943eGm4AburgXmyOeYu+sOLWPAwFviplgBVoAVKKKAX8MceU4IOcxZv+l3B3uz2hdI+vHq7BgR5vTucYc97EdL6BaPWX0wR62vRJhm9Bjg/ipUwNV8EGGONJ5dyw95+eJMeowIc3iOeT4K1WCO0o9+pbMqtSN9zhLMcXcMeH53JacFo+eD2K/O5hAp5+qZ6Sw8suQobtydqMEcresDXncY1ydKLbmaY/RD3t35oPZMpA+J7q49zVXAuq2rwRytc8zoMWBdRfnKWQFWwBcV8GuY4+oLoxZnjrxD2ZnjnSGu5szRkmdAhDlGjwHvKGCNs3jqzHG2sKZ/F91xSjCH3W+ejw9XMEf8wV+pQgWHfB/OYI6rOcbOHM/6ylNnjvzs7MzxrD/cOdoVzNGa843Ox+sOd1R3f19PnTnyM6q5FfWsPd2/K/84whXMcWeOGT0G/EN9vktWgBXwlgJ+C3PUcjmo5ftw9sNF+pVGvjBWy1/grU63+nlcwRytIIc0MGMMWF1bI69fbQ6p5ftQuha1Y3iOGdODzmCOOyBHyxxT609j7qbktqKmn575wDlzvDNenMEcd35k0pWqPWf1jAHvKGCNs3iaM0d+l7zu8F6/O4M57s4xo8eA9xTgM7ECrIA/KOC3MIc6V0rb9VSzkoMDrirhnSnjqjQ5XYG01Kv0ipwl+xSP0TMGvHPH1jyL2nyQf6HUEruudgxXbjFmrCjBHC2hVfIEyGrPWbX+NOZuSm4ravqpzQelZ6LaMa7emyVXaePvzFlpcrU8erzuML4vXLWoNsfU5gOvO7zbX9KzKcEctdAqpZw5no6B4lOAz8wKsAL+oIBfwxxpqWvqbHkJQ2mZXvr7lOeecihzreQCUTtGWjKxTesWLkuO+sMAdOce5f1Fx4oaXruWjTfem4bTKWkOTUo1VlpUeToG3Ll+f9xXbT5Iy/QqlcKmPpVWsyINXR1Df+c5pn+kyfuLWhLLJ4vzJzPzssMJpOWVlWCO2hxT60/9d+MfR6rp52o+OPtC7eoYtf70D9X136W0v8RWxLWFVHfpGaRrD1536Nde75Gu5pjafOB1h17V9R8nn0dly5bBK89PQJ3aNR3WB0pzTAnmqK071MaA/jvhI1kBVoAVUFfAr2GOujy8ByvACrACrAArwAqwAqwAK8AKsAKsACvACrACvqUAwxzf6g++GlaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFXCrAMIcHCCvACrACrAArwAqwAqwAK8AKsAKsACvACrACFlKAYY6FOosvlRVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBhjk8BlgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVsJACDHMs1Fl8qawAK8AKsAKsACvACrACrAArwAqwAqwAK8AKMMzhMcAKsAKsACvACrACrAArwAqwAqwAK8AKsAKsgIUUsBzMWb9xMxZ9+yOmPPcUWrdsYZd6waLF2LT5ryL/bkRf0DlPnU7FuLHD3Woufs8+vPvxbPsxbVq3wKTx4xAWGir8W8bFS3jjvWk4nZIm/Lf0npKPn8RbH36CzMzLwt+qV4vGay9ORlRkOeG/RR3ExseOHILed9/p1vXxzqyAXIFr2dmYPmcBzpw55zDexLFK+0vHoScKiufaFb/P3ox8Xqu1L857Z/NAOgflc0htfsrbdvfa1K6d/+6fCnhzjsnfMfI5oNYDWuaoqzmmNj95jqn1AP9djwLiuK9SpZLDmktcVzWoX8fh3/WcQ+kYcS64865QW+vJ13vSdaTa/PR0/hulC7fDCrACrAArYJ4CloQ5G3/9A/Xq1sajD40UwAi9DGlRmHrmLJ5+bKwD5PFEOukitced3dyGOQRcqletIlyP+NKtVKGC0I74361vai5AGLqHGXMWYOL4cahTuybo3KdTz9gBDd3fuQsXhAUIbd8sWY7B/fsKcEd8YY8dMdiwe/dENz7WugqI4/LK5avo2qWDffzRWN6ydQeuXL1qGMyhcbt05VqMGjZQmMc05mfNW4RXnp8gzAG1ja5VOg/ERbH4DJDPKbqH+L377Yt4V/NTfm3yttSujf/OCjhTwJtzTP4ekc8BtV5Sm6Ou5pj8PSWfnzzH1NTnv+tVgMbW1JnzcPnyZdCHLvHDH62jaByWLhNhOMyRrhfdgTmu1nrie3HRd0vt7126B9poHak2Pz2d/3r15+NYAVaAFWAFvKeAJWEOuWRo69iulfCSppdbo/p18dO6XyACDfkXCenXDHEB2q1rZ3y/fHUR14tcfr3OHKV2xB+TaWlnsfCrJXj2mccEICOHO/Jj6aUsfaFL/652rPeGE5/J6gqIY+nmDu3wz45YPPHwaOGW5n7+NejfaI6Jzhz5F0Up8BR/NJYOD8f/tu6AFhjqKZSUzwP5vFUDMq5+6Hp6bVYfF3z9xingzhyTOzClPxLpvZeVlYUrWVkgd5sWd6ar94iWO5TPA3fmmNp7iueYlh7gfbQoIMKc7rffgt37Dggf/mjNtWrdL6hZvRoOHk20wxypO6xs2TL2jwnieOx2cyes27hZOK2zDw30bqH13CNjhmPGpwvs61At16q21qPrq1G9qv3Diqs5rDaHPJ3/eu6Hj2EFWAFWgBUwVwHLwpy77+wmvJiHDuyH1es3oV/vHnh/2hz7S5ReWrQR7BFfcHffdZvdBUMhTJ07tNXktjEK5ki/qCi9VKV/dwWCxDAtcR/5F09zhwy3XpIVEH9w9e5xh+AMo43cZfT/0/9KgeIff/2DunVqCS4a+Rh0Fg7pSjs12KKmu3whK59PagtdV/PPXdeQ2rXy3/1XAa1zLCwsFOs3/IbePe8SnGs0pzb+9qfDF/ptO+I0O9lIcanDU/4e0dIj8jnqzhxTm388x7T0AO+jRQER5jwyZhg2bv5L+PAnvsPof8WPateuZWPzn1swoF8voVnp/KC/URi8PFRLfn7pnIiMLCcc44lLWvpRgc5FYc+ig5v+29V7Uu0d6un816I978MKsAKsACvgXQUsC3PIYipaZgf374M6tWu5fIlKF51qLzwlkKInZ460HTm8of9ev+l3B6uvsx+Tzq5X6j7S8lXWu0OLz2ZFBaQ/NGlOkVU9onS44NBJPn5CszvM3XAOta/2WrSUzx/5F01XPyadfbGUuo/csc5ruV7exz8V0DvH1ECKKzVFuOpuzhxpm0pz1J055ur9JuaH4znmn3PC6LuWwhwR0lSpXFFw6BC8kYbbOlun0b+rgRnpeeijhhqwVLtP+RyXPivEUDFn60FX71Aj5r/atfPfWQFWgBVgBYpHAUvDHCkQEb+iSL+IyJMriqEe3oY5Sl8ctTpztLhujPghXDzDj8/qawrIF4/SH2vyMauUfFGEiu7AHHk+KT2aKH1x1Ooa0OII8HSRruee+JiSqYA7c0weyigNA3HlJHOmnN4wC2dzVOsc0+II4DlWMsd7cdyVFLJER1cW3C3kNiUgIn83yRPhi8BTC8yRz0/pvboLJpXWekprO6X1q9Z3qN75Xxx9yOdkBVgBVoAV0KaApWGO9BaVQizEhMFkJy8uZ46zH4pijLWrnDlaQI6ogVGhYNqGDe9VUhVQ+hIo3qt0IUghILRAdpbQWyvM0boIdaW3sx+KWvJ5aAE54rnlLoSSOgb4vsxVQOscu3jxklDR0FlCbz0wR+4k0HKnruaoljmmBeTwHNPSE7yPVgVcjXPpu+ngoSMOSfel7zgtMEd+PXqBpKu1nlrOHHfeoXrmv1bNeT9WgBVgBViB4lGgRMMcklRaOUr84WmUM0dtMe1O0mL5Nbm6RnkFA3lOoOIZSnzWkqCA1h+aIswRY/nlY1ALzNHiKFObY67+7qrSjlKVEGn/0bF/b92OkUMHCP/sDlgtCeOA78E8BbTOMYI58gqH0mpvanOD7kBasU38b2neHbU5qPZ3tTmmNj95jpk3zvy5ZXdgjjQPnDQvlVEwR229qfZ3+TpSOqfU5qfa/PfnMcL3zgqwAqxASVGgxMIcqf2VrOllS0egebMmAtxRe3mKnSu339K/i9ZZLV9g5GFedLxStYTTKWnCKaW2XHkVE/GaxH3kbXPOnJIyJYv3PrT+0KQKbNL5Ic6xu7vfLiQZ1wJznFnUxXBItTkmr1gnKietXCe9Rnm+EFfzU7TmU5Ug+dwr3h7is1tdAXfmmHSMUgJy2iaOHyckHdcCc+RzTD4H1N6FanOUrsfZHFObn3Qsuft4jll9RPve9WuFOfIx2KhBPVy5elVIMm4UzFF7F6qt9eg6pPvIK7OK+aakvSBNKSD9uyc5s3yvl/mKWAFWgBVgBUgBy8EcX+k2WuRSNS1KqKenKoiv3AdfByvgqwrwHPPVnuHrKikKEIjZHrtbU1XHknLPfB+sgDcVIOhK1bTEBMbePDefixVgBVgBVqDkK8AwR2cf05cS2siFwBsrwAoYrwDPMeM15RZZAakC/EOTxwMrYJ4C5BCa+/nXQjVIcrPyxgqwAqwAK8AKGK0AwxyjFeX2WAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBUwUQGGOSaKy02zAqwAK8AKsAKsACvACrACrAArwAqwAqwAK2C0AgxzjFaU22MFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwEQFGOaYKC43zQqwAqwAK8AKsAKsACvACrACrAArwAqwAqyA0QowzDFaUW6PFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAETFWCYY6K43DQrwAqwAqwAK8AKsAKsACvACrACrAArwAqwAkYrwDDHaEW5PVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFTFSAYY6J4nLTrAArwAqwAqwAK8AKsAKsACvACrACrAArwAoYrQDDHKMV5fZYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFTBRAYY5JorLTbMCrAArwAqwAqwAK8AKsAKsACvACrACrAArYLQCDHOMVpTbYwVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVbARAUY5pgoLjfNCrACrAArwAqwAqwAK8AKsAKsACvACrACrIDRCjDMMVpRbo8VYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYARMVYJhjorjcNCvACrACrAArwAqwAqwAK8AKsAKsACvACrACRivAMMdoRbk9VoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVMVIBhjonictO+pUB+PpCTm4vQkGDfujC+GqcK5FzPRXBwIAIDAlklCyiQl5eHG3n5CAkOssDV8iWSAtk5uQgtxc9Eq4yG3Nw8IAAIDuJnohX6LD8/Hzm5N3jdYYXOKrjG69dzERQUhMDAAAtdNV8qK8AK+KsCDHP8tef98L7ph2ZG5jVUiIzww7u35i1fvHwNEaHBCGEAZ4kOzL6ei5zsXJQtE2aJ6+WLBC5cvIKoshH8w8Uig+FKVrYAt8PDQixyxf59mTfy8nAp8xrK87rDMgPhYmYWIsJL8UcJy/QYXygr4N8KMMzx7/73q7tnmGO97maYY60+Y5hjrf6iq2WYY60+Y5hjrf5imGOt/qKrZZhjvT7jK2YF/FkBhjn+3Pt+du8Mc6zX4QxzrNVnDHOs1V8Mc6zXXwxzrNVnDHOs1V8Mc6zXX3zFrIC/K8Awx99HgB/dP8Mc63U2wxxr9RnDHGv1F8Mc6/UXwxxr9RnDHGv1F8Mc6/UXXzEr4O8KMMzx9xHgR/fPMMd6nc0wx1p9xjDHWv3FMMd6/cUwx1p9xjDHWv3FMMd6/cVXzAr4uwIMc/x9BHj5/kfO24mUjGyHszarVhqzR7c2/UqsAHM+XH8E6/ecEbRoHF0a7w1tgYEzY5xqU6diOL54pK3Tv8ckZeDFH/cX+fsLfRqh102VTdfcnRP8vPcsPlh3uMghbw1ogq6NKrrTlM/v+5+VB/HXofPCdbatHYmPh7Uw/JofWhiH5PNZQrv3t62K9nWj8NqKhCLneaVfY9zVrJIh51eCOX2nb0NWzg2H9jvXL493Bzez/9v9n2xD5jXHfZQuaOrwm9CmVjlDrtWbjXy//TQ+23xMOGVEqSCsmdTZm6cvcq4/D57Hf386aPg1fPt4e1SLDHVod9/py3jmm91FzjWhR330b1fV8GuwSoPOdBGv/5aGFTDm1lp4/Mt4Xbf0ULfaGH1zTV3HWvGg11Ym4O9DF4RLb183Eh8OLXymDpmzHecvX3e4rZa1ymLG8Jb2f1Nam9A7eO5Y99YmTyyKx6G0K4ZIOOmeBricnYsFfyQL7ZUNC8JPE/Q9O1btSsP0X44Wua4ZI1piVVwqfj1w1uk1f/hAC7SvE2nIPSk1ctcHW+z/TGuTlIwsfL3lpGnnc6fh0V1rolpUuMPa5LcXumpqQvoOFg+oXTEcX0rWbOO/3o2ElMtO2/vu8faoKnumajq5iTu9u/YQNu47J5yhRY0ymDmylYln46ZZAVZATQGGOWoK8d8NVYAWTF0alEe3xrYfj+t3p+LkhSyGOQUqE8w5kZ6FmlFhSDx71Q5zJvdsgFoVwh364td9Z7D3VKYmmPPRsBYIDLCV2Xx1eQKe6l7PJ2HO7F+T8ObApvb7fHbxXpRUmEOAIyI0CJlZuabBnJY1y+Fw2hU0rVbGDnMIiIjbS0v341+9GpoOcwa3r4a2daOE0y7bfhq5eflFYE7fVlXRqUF5xefN9Rt5+PcP+2FlmLNy52l0b14ZK2NTfQbmkJ6XLl9DmYhQj6pZnbmUjffWHoYrmPP2oGYIL2UrWf/WqoMYdXMthjnf7IZUF3Hwf7/tJIIDA+0w5/X+TVA23Fa96lr2dQQEBLgsJ//xhiO4p0UVv4M513PzUCo4CFdzcovAnO7NKqNLwwqChqt3peLc5ewiMEe6NvllT5rwDtYDc+pXjsA9LaOFc9FHpCtXc9yu8PfGTwl48NY6AsxZG5+KO5tUwur4VI9gzpd/J+O1+23v1+zcPEz5cT9EmHPhSg5G31LL4fmbl5+Pfy3ZB2/AnCfurCsAHFqbEMz5I+E8JvVsYOj6U2tjV65mIzQ0BDM3JeGOphUFmENrEwI7czcfgzswh97BdzW3fTjbfOAs4k9cKgJzalcIR69WtvEibmmXsvH+2sPwVZhzJjMHlcuUQsrFawxztA4s3o8VMEkBhjkmCcvNKisw4rOdGNoe/qPrAAAgAElEQVSxhn0R/8Xfx7EjKZ1hToFcH/18BJeyctEwujS2HEnHu4ObY9CsGMwd2wqNo8s4iLo45hQ27j2Lzx9u43S4ic4c6eJjwMwYPH6nb8Kceb8nYfnTnez3Q1/sSiTM+ekgIkICUSYsGIlnrpoGc3q2rIK45IuoXj4MHepGCSBPOhb6zYjBpHvqgX7oGLEpOnOmbcO/ejfAnU1tAHfaL0dx5lKOA8zpPzMGT95VDz1bKF8H/fDoPXWrpWHO+t1pGNW1Jmb8koTVEwvHuBG6u9sGOXPeXXsY65/tYkg1KwLQY+fH4ZvH2qN6lKMzh4DzhG/3YPWkTihdKli4VIL6QzoUvgfcvf6SsP/eU5cx4dvdDrqI90XvgYtZuRjdtRbI6bHs6Y4oH2GDOVrCrJ74aje6NiyPMV0df5yXBN2c3QM5c8qGBgvAMPn8VQeYM3j2djzUrQ76tqoiHP7Z78ewPyXTAebI1yZfbTkhvIPnjnHPdUD91bVRBbv2esOsHvh0B0Z1rYVLWdfxe8J5DO1UA7M2HfUI5ny39QSWPNFB0CDr+g30nbYN04e3xJr4FNzIB17t17iIvPQO/mBoc+H9YdZG5yBgRJCX1iYp6VnYccw760KlexKrWU1cvA8d60UJMIfWJi/3a4Lnv9/nFsyhd/CwTjWE0/yw/TTW7U5zgDlPfrUb5FR98FbHuUquWnL2+CrMybmRj5pR4Yg7noFZo9ybI2aNI26XFfBXBRjm+GvPF9N904LpgU41hLAP2r78+wRiktIxZ7T5LwOrhFllZueiYZXS2HL4At4dQjBnu/B1kCzf0o1gzi97zmhy5lgB5lB42YI/jmGZHOb0b4yuBU6uYhq2hp+WwqxKlwpE6bBgHD1zBVOHFbpljDrZgwvj0LtVNGKPZaB6VJjdmSOHORPvqYceJsKcPtO34YVeDXCHA8zJFkCluFGY1VPd6+MeFZhD4WgUlma1bUnMKWzYcwYju9bE9A2Jxe7M+ePgeby37jDWTzYa5rQTxpp0E2EOhZZRiBltBHMGd6iBAX4cZqWki6ibAHOu5mL0LTXxxKLdwjOxfIQNhGmFOTc3LI+x/gRzViSgXHgwwkKCkHzuqgAHxG3Q7O145LY66NOyEObsO52JT0YUhlnJ1yYCzDl8wW1nzuOL4nFr44p2V5QnMGfkzbVw6dp1/JlwHkMEmJOInyboA8EUZrV46wkslsGcacNvwppdachHPijkVr4RaHl/aHN09CLMOZ2ehZ3JGZhdTJDAAebUjULVqDBhbfKSmzBHfAc/0LF6IcyJT8OX4wpD4wnmdFGYqyLMUXI7Fvf77901h3A9D6gRFYbY48XXT8WtA5+fFfAVBRjm+EpP+Ml1MMxx3dEUZkUwp1F0Gfzv0HmXMEf8gaglZ470B/zAWTF47A7fc+b4I8wpEx6MI2nmwpy4Yxmo5gTm3DcjBhO8DHOmbzyKtIv+CXPImTOtBMKckxeuYcyCWHzzGMMcra9yVzDn45+PIMMDmOPsB6LWa7PifpQPTIA55Mw56xrmzPs9GXtPX3IJc77+56TwDnY3zMoomDNs7g6M6GIezLl2PQ99pm2FL8Gct1cfFNYmvgJzJi3eiw51y9thzsv3NRHCzrSGWXkCc45fyMKDC+IUQ1eLe36KMKdm+bBihW7FrQOfnxXwFQUY5vhKT/jJdQyfuwPDOtd0cOZsS0zHp25amfXIZQVnzgfrD+Ny9g07zHlncHOQRVzJmaMF5mxLyhDi4q0Ac9btOYOFfuLMoZCAMqWCYCrMWRCH3q2jIcKcdnWj8J8VjmFWXoE507bihd4N7c4cZZgTI+RKKKnOHNFF5ysw5/eEc3ifkq0b5MxxCXNOZmLCd3sENxI7cwrfXHsVdBH/KsIcGi8EZtx15vgjzHl1RQIincGcWTF45Pa6dmeOEsyRr030wpzHvoxHtyaeO3NEmHMx6zr+Oui5M+enuFQs2XbS7syRwhzKIUSbM2fOe0Oao1M988OsRJhz6kJWsTo+RGeOCHOio8KEtYnbMKfgHezKmUMhkUouOl+GOe+sOYTcPIBhjp5fInwMK2C8AgxzjNeUW3ShgHzBtGjLCWw9wjBHlIxgzpXsPCFnzt/kzCmAOZ892BqNqjiGWRHM+XnPGYf4a7n0zmDOo7fXRe8Cy7mvDFgB5vyZjGVPdbRfElm83+zfGLeUsDArAeaEBgk5c46kXhFywRi90Ve9Pq1tYVZVo0LRvm55RZjzzN31cXdz86pZ0dfff/dphNub2CqSEcxJzcgG/UAQt/s/icHTPZxfh5gzhxJ5t7NgmJWY32rkzTUwdUMi1hZzNSuCOR+sP4J1BsOcrx9thxrlZWFWBdBi7eTOCA8pDLMa1L46BravZvSwt0x7IsyR6iKFOelXrws5cwjMLH+mE6LCtYdZOcvDYRlxdFwowRzSKLRUEI6dvYqPpGFWs2IwTvLO0wpz6B38mZvVrMyAOXQdgzvWwMyNiVilM98WwZzvY04JOVhoE2EOvXvW7EpFAALwcr9GRZSnd7A3YA492ylnDq1NTqdfK9ZcLFKYQ+9NCrOitcnL/RoLzhzKNRYaHKg6SsV38FBJmNXa+DQskoRZOctvJcIcpTxkqic2eQeCOZRjicKsdhZjbiOTb5ObZwUsowDDHMt0Vcm4UIY5rvvRHZhD5Y4pqaq0zGURmJOYjilLDzg4cyihsnRh6ysjyx9hTtmwEBxOvWwqzIlLzkB0pDLMUYMo7o4NpQTIcpgzY2MiUjKuuQVz6DroR4XVYc6om2vi4w1HSxzMOZV+DaPnx0IJ5uw5mYmJ3+2BFFqMmh+Lge2qMcyR6SLOt6kbjuDCFf0wh8odd6pXNKmqu/PZSvuLMIfCrJJUYM78P5Kx55RjmJWSM6c4YQ5dz/AutUDOHLqOIZ2q45NfkgyDOdKk8r4Cc95edVBYm/gMzFmyD+3r2HLmEMwh59JzHsCcH7efxho5zJElzBbnnBVgDlVdLc5E1VZ6PvG1sgJmKsAwx0x1ue0iCpB1eLgkzIqcOf/oqBihR1pLhFmtO4wrOYXOHAqzGjJ7O5ScOSUN5qzdfQaf/+UnzpwVCSgTFgQzYc7YBXHoS2FWIsypEwVKvCwNufMGzOk9bStelDhzlGAOhXupOYSsDHO+23YKm/adha/AnM0J50D5uYxy5miCOZM620uTM8wBlCCXHOZQNaPxOpw5fglzlicgKsKWM0cOcyhPnNSNqgRz5GsTCrPSA3Me/TIetxkQZuVNmENhVoEunDlUiKGzyWFWlNyenDkEc06lZ2HX8YvFViXJ7swpgDnRkWHC2sRdmCO+g0VnjjOYc4skYbYVYM7bqw8jD1TNimGOnt8ifAwrYLQCDHOMVpTbc6mAGAd+X5toYT+95T/1yGwZmHM9T6hmRXHytIgimDPvwdbCv0k3AebIKiNodeZI8wfo0dKMYwjmfPFXMpbKwqzeuL8xbm1iTBiQGdetp01K1lk2LFgIszqUdhnTTKhmJYU5VcqFCqVliwvmTOnTSPiBQxvBnNMZ1/C+JMxKK8yhCjXt61ivmhXBnF/3ncVIcub8fFRwqRTnJsCcn49i3aTOhpQmZ5jjfm/aYY4EcklhzvnL1zH6FhvMWfFMJyEfDG1aqlkRzKGSyg/dWtv9C7PoEa8uT0D50sEIDQlC4pmrIDggbvKk/wRzdp+8iJkjC6toytcmBHPoHUzvXnc2gjm3N62IUV1qCofprWYlOoUuXcsVEjEP7lQdM35JwmqDwqykzhyCOUEBwEv3Klez8ibMobUJJUCOP+HYP+70gaf7SmFOu9o2Zw6tTSjMyh1njhLMIa2/erSd/RKplL1rmFM0qbyn9+fp8VKYs/1Yhleq0Xp6zXw8K1CSFWCYU5J71wfvjWGO6075gJw51/PQKLq0UI7UFcz5YftprFOBOVsT0/GSPMxKVqbVV4aJP8IcAjoHTYc5F1GlXCknMGcbnu7RwNScOeTMcYA5mxIFG70/whxy5nzkZzBn94lMTFq8RwgtCy8oTU4hWQP8PMzKNcw5ivOXc3TDnKe+jkeHeuX9EuaQM+dommuYs+CPZMSrwJxvtp4U3sHFBXPEyp8izKEwq+klEOaIUElw5qw+JJSQ9xWYM3nJPrSVwJxX7muCZxfv1ZwzRw5zlu5Iwaq4FAeYI69+Jq7HTqRnYez8OMUKgcW9ZrPDnPJh2J7EMKe4+4PPzwowzOEx4FUFHvh0B0beXAsOzpzDF9wu/6nnoq3gzHl/3WFclcAcCrMaOkfZmVPSYM6a3WfwpZ84cyi/Q7mwYMGdYxbMGTM/Fve2qYq45GKGOVO3YkpfiTNHAeb0oxLpKomYKczK6s4cn4E5B87hww3ecebYYY4kATLDHEAJchU6c2wwh8KsnvrafWeOP8KcV5YfQIXSIUKYlRzmDJgZg8fvrIdeN1UWJFaCOfK1iV6YM+6LXbijWSWPnTkizKGcOVsOXxBy5ngCc1bGpuKH7YUJkN1y5gxuhs71y+tZdqkeI72ON1cdtMGcC1lFYJtqQwbuIDpzRJhD1axobeIuzBHfwWKYVUmBOQTd8v9/HlE1K4Y5Bg48booV0KkAwxydwvFh+hSQL5j0lv/Uc3arwJwsCrOKLo0/yJlTAHPmP9QaDSo7hlkRzJFXRpDr8s/RdLy8TJYAefZ2PNytDvq2qqJHRtOOIZiz6O9k/DjesZrV6/0bo1sJq2YlltEtExqMhNRMTB/e0nBdaSHZr01VxEpgzttrDuPnZ7vYz3X/J9vwVPf6TkuCu3tRSgmQe0/dipfubYRujQvCrDYl4tSFa/hgaGE1K4I5E++phx7NbD+2lDarw5zf9p/FyC417RDFXW2N3H/zgXN2h9CFi1cQVTYCgYEBuk8hhll9Na4dalZwrGYVf+ISJi/e65AAmWBO/7bVMKiD/1azUoJcUphzjpw5BTBn5YROAvylTUuYlQBz6pbHQ938J8zKBnNKIaxUII6kXcFUSeiqXphD7+D5boZZEcy5s1klYa7TpjfMygHmHEnHkI7VMG1DItborIRHMOfHHafw7WO2alZSRwwl5Q0OAKY4C7PyIsyhtUkKhVnJnFO6H046DpTCnDa1I1E1KlxYm7zcz+bMoVxjYSHq1azEd/CQgmpWBHN+2pWCr8cVhlnJq5+Jlys6c5SSyuu4JUMPIZhDG1UujEnMwKdjCsMVDT0RN8YKsAKaFGCYo0km3skoBRjmuFaSnDkEcyjM6neTYM7g2dvxEMMco4a0rna8CXPijl9E5bK2MCs5zOk/Mwbj76rnVZjzyaZEnPRXmHNzTXuuGl0Dx6CDjIY5lANp1LxYuII50h9AoxfEon8bhjlC+JnEsSR277RfjuJspgcw55vd6FAnyi9hDoXyHU677Brm/JlcJCeLfG3y7daTwjvYV2AOuTumbjhqGMyhsUaAnMKbfAXmUAJkWpv4Csx59vt9aF3LOJizbEcKVirAnNskOZbEZwC9I8csUK4QaNBrQHczIsypWT4c2xLTGeboVpIPZAWMUYBhjjE6cisaFRj66Q7ha2O/1rYEyHorRmg8ncNuVnDmvLf2MLJv2BIg22BOMwydswMLHmqD+pUjHO5HrzPHZ2FOfBq++t9x/OAPzpyCyiulTXTm0A/m+9tUQ2xyhgBzqMTqu2sPC/H+4uYNmNNr6la8LHHmKMGce6dvw+Se9dG9hDpz6IchARRKgCwmHtbzDDPqmN8OnLOXSDfCmcMwx/2eER1LSl/55TDnpwmdhJBM2jQ5c/wQ5pADtVLZUggLKQpz6Dn35F310LNFQZiVAsyRr008gTl3Na+MEZ1rCP3lqTMnI+s6tgrOHM9gzorYVCyVOHOkMGf1rjSEBAFT+ionQH5ncDN08UKYlQhzKGeOvHS8+zNM/xGiM8cOcyLDhLXJS246c8R38OACB2JJgTlvrj4kVD8jZw7DHP3jjI9kBYxSgGGOUUpyO5oUYJjjWiYpzKEff+8NoZw5zmHOGlllBHnrW46m4xVZmBXBnAe71cG9vhZm5QTm/Pd+yrfiPPxG08DzsZ2o8gqV0SWYcyA1EzNMCLOSwpxKZWzOHCWYI/2R46lMSmFWSjDnxIUsfDi0sNqMVphDoVl0H1bbHGBOQUnw4rwHs2DOokfbolb5cIdb23XiUpHQBPmPnOLUorjOrQZzzlzKwZhbbDlz9MAcgrcP+1GYlQPMSb2MqcNvcoDWcpgjL32tBHPoHUwfUtzZKMzKKJgztGMNXLxWCHM+3nBUSCSuZ3MGcz4iZ04xwpxr1/PQZ9pWob8I5tDahJw5PgNzapIzxxHmKLnplPpEEebEpYBCp8RNXv1M/HdfduZIYQ4V2ZjLYVZ6piQfwwoYpgDDHMOk5Ia0KEDJfEffUtvBmaOn/KeWc8n3sYIz5921h5BzIx+NosuAcmxQzhyyfys5c37cfhryMpdaYM6QOdsx9lbfgzmr49PwtYIzpyTCHMrvUD4iRChNvj/FJJgzPxb3t62GuOQMVCxTCu3rRoFgodSZQ7kknpB8sdYzr6THKMEcsvK/3r+JPWfOzF8Tcfy8I8zpO30bntXgzLEqzKFkqr8fOAdKgPyBD8CcXw+cxdQNicIPQ2OcOdkYNW8nXMEcGnehwbY8E5RL4r621SB+sfZ03FnxeCXIJd4HOXMI5pCL9elv3Ic5dEw7P4M5Ly07IDgQw0OCcEgGcyg32Pju9e3OnIV/Hkfc8QzMGlWY60O+Nvlu2ynhHewuzHnk813o3sJzZ87IeTsxpEMNZFy9LrgfKMzqIw9gzvKdKVi287Q9Zw6NNXo2E8yhdUSpoACnzpy3BzXDzQ3MSYAswpxpBHNWHxTWJpQAee/pS/hkhPG55LQ8KxycOTUjQQmQaW1COXPk+b9ctUe5wegdLD7nqA9WxBaFOXc0rWjPsSS2J+Yh88WcOSLMqVkxDP8cYZijZUzxPqyAmQr4JcyJ37MP7348W9C1erVovPbiZERFllPVWTxuynNPoXXLwq/KqgfyDnYFaME05pbauLcgzEpvxQg9kloF5ly/ASEBsgPMebgN6ldyDLPSAnP+d+QCyAXy2wtd7ZL5NMzZcgI/PNnBfq202CypMIcqr5Azx0yYQ0lmKczKDnPWHcb6yYVhVl6DOQOaolujCkK/OoM5z/VsgLuaVXI6tWksWBnmUDLVkV1q+AzMEZOpMszR8zbx/BgR5kghl1OYM7ETyoZqD7NimOPozJEnencGc6RrE1+COTFJ6RjSwXOYszw2Bd9IXCFSmBMaFIgX+zYqMrBpHzNhTtb1G+g7bRt8HuZsOYGX723sNsyRJnpXgjnyhNlWgTlBAUCNCuEMczx/FXALrIDHCvgdzEk+fhIz5izAxPHjUKd2TazfuBnxe/dj0vhxCAsNdSqoFAAxzNE/7hjmuNaOnDnuwJxV8akOlRHkrTuFORKgpr83jT1ScOb4IczZdzrTlC+QYsUgG8wJQfu65fGeAsyRluz1tEedOnPkMOdcllBmXNzImaMF5rw/tDk6WjDMiqC1CHPeX3/EAah5qrme48mZYwbM+XJcW9SuoBxmJXfmUKU1scqLnnuw+jHqMCcbo7vWtjlzdMCctrWj8Mht/lPNSurMOZh2GdMk1ayUYE7s8QzMljlzfA3mDO5QAxevXocd5vx8VEiYrWcjkKAEc+g5vCY+FcUNc6ii45urEzD2lto4nX7NZ5w5rQrCrGhtYoc5kzqDEm2rbfKqfUp9IA/Lk8McpaTyauc1++/kzLHDnMMXMHdsa7NPye2zAqyACwX8DuYQvDl1OhXjxg4XZJHDHSWtaJ+FXy3BI2OGY8anCzB2xGB25uicVoIrRObM0VP+U8/pLeHMWXMI1/MKnTnvDG6OYRRmpeDMUSpzqQXmyIGaHi3NOGbVrjR8849/OHMovwMBljKhIaYtWkfNj8UACrM6ngFyAVHYhRwkDJwVg8fuqIdeNxmTk0gLzJn1axKSz111hDnTtuG5XurOHKvCHEr0/ufB80KYlRyomTGX1NrcdOAspheUOTbCmZNyMRsjP9sJrTBn7II4wZ3JMGevEPYohp+J/TZ941GkXczGqK618YwOmPPMt7vRppZ/wZwpSw+gSjlbmFVRmBODp7oXVu37/K/j2Pn/ieGlMEe+NtHrzHn4813oYVCYFcGcjKs52J6UIcyVj9abA3MozCos2Lkz561BzdDVpDAr0ZlDMOet1QmCc/tUehbM+sih9mykv4thVs/9sB8ta5RDdGSYsDZ55d4mECrQaYQ54jt4UEEC5JICc95YdQgUMVuzQji2MMzRMqR4H1bAVAX8DuYsWLRYEFSEORkXL+GN96Y5BTRS2BMZWc7lvqb2VAlpXB7io7dihB45rAJzcvOBBlVsYVYizFn4cBvUk4VZlUSY8+0/J/C9H4RZ2WBOKZQJDTYV5gxsZwuzEmGOPF+Lt2DOGwOa4taCMCtnMOdfvRrgTpUwKyvDHMoNRtWsfAXmzPglCasndjIkZ44rmBN3/CKeW7LPAVowzAFcOXPkMGfVxE7Cs4I2LdWs/BXmREeWQliwMsx5ukd93N3cFsbpFOZIcsl5AnPuvqkyhnfyrJoV5cwRYc6OpHQM7ljDY5gjz9dCIVTkzCGYEx4SiH/3UQ6zMhXm5NwAOTPlMMes8GMta0clmENrk5d1wBx6Bw9sX004bUmCOSGBtjArhjlaRhTvwwqYq4Bfwpwa1aui9913Csq6gjn0t6kz5+GRMcOEkCylfXNz88ztoRLW+rB5OzGma230KXACLI45hT8Onsfc0YWJCM265bz8PFy+moNypcPMOoXH7dKP7dy8fNQnmHPgLN4e2Awj58Vi3pjWqFvJMXxheWyqsAj74mHn1Tb+OZqO//x0EL9IylEPn7cTo26uhb4tq3h8vUY2sGb3GXy39SS+e6yw0sM9U7fiVUlZayPPV5xtvboyARVL22DOvpRMTJOEHBl1XQ9+vgv921YFhROUDw9Bu7pR+Ojno1g9oZP9FEPn7sC4bnVwT0HJXk/PnXPjBnJzbiAivJS9KerD/97XBF0b2hJoztl8DMnns/D+4Gb2fe6fuR2T76mPO5pUdHoJ1A7Nh451Iz29TK8f/+22U/j70HkM72JLgLxG0gdevxgAvyacA0G1FU91ROaVLJSOCENgQIDuS0m9lI0xC+Kw4MHWCmFWF/HCjwccnkGPfBmP3i2rYHDBjxzdJ7bwgfEnL+H5H/YL81HuzKG8Uqnkdrq5FiYt3ovlT3VEmVBbWEdWTg4CEYjQUja4o7RNWrIXrWqWw8O3+k+Y1SsrEhBdrhRCyZmTehkfS6rlDZqzHU/eWQ89CmDxl/87IUBuaYJd+dpkyfbTwjuY3r3ubI9+FY8ezSvjgQ7VhcNu5Ofh6tUclHVz3TF2YRz6t6uGS1nXsfNYBgZ2oNLkiVj1TEd3Lse+78q4VPwU57heoGfqe4ObYW18GsJKBeH5ng2KtE37vNG/KbrUN6eKIDlz6Pk/9YEWeHvtIWFtcjojCwdSLmOqpA913bTOgy5nZSOsVDCeX5qAFtXKCtWsaG0ypU8jPPfDPvz0TEfBAaa2ie9geg/TtiIuFStjU7Dokbb2Qx//Kh53NquMYR1t40XcTmVcw0Of78LCh1oXqRCodl6z//72msMICQpA9fJh2HLkAuZIwhXNPrez9oMLkusX1/n5vKxAcSrglzCHBNfizCFXzlsffoLMzMtF+kjMm5ORebU4+89y53540V4M71QddzezJUNdFpuGv4+kY9rQpubfSz6QeyMPvvzQn/5rMvLy8lGvcgT+OHgBL/dtgMe/3ofpDzRF7QqOEGrN7rNYv/ccZo8o/FEsF3Fb0kW8/3MSlj9ZCHzGfbUPQztUxT3Nnf9wNr8zip7h533nsWxnKuaPKcylMvDTXfh3z3roXN96P+Bdafj2ukTBLUM/0BJSr+Dt/kW/iHraB09+ux/3tqqMPScvo1x4EFrVKofZvyVj8aOFP04e/nIPRt1cA3c1sc1HT7f8vHzk5ecjKMhWtYg2oQ971UPnerY+XPi/U6DS5P/t19C+z4gFuzH+jtq4taHzHwzUzqt9G6Bt7bKeXqbXj/9xZxq2JmZgcPuqmLHpGJY85t4PRKMv+I9D6Zj/90l883BL5N3IR2BgAKCf5eBMZg6e+GY/PhneDDWjHHPP7T6Vif+uOurwDJqw+AC6N6+E+1sbE95ntD7eaG/PqUz8Z9VRYSxQJSHpNv/PkyBANqRDNby04hC+frglShfAHOov6iuhz5xsdEzz6mUwqrPjD0Rv3FdxneOttUdRpWwphIUE4lDaVbwleaaOXrgH47rVxO2NbUB5cUyK4Ix6f1AT++XK1yYrdp0R3sH07nVnm7DkAO5sWhED2hR8LNG57hj/3QH0bVkJl7JyhWu9r000Zm8+ju/G6fvwpbReoGfqf/o1xIZ9ZwU48cxdReEf7fNi73roZBJEz7qeh5ELdgv9NXXjMWFtkpJxDYfOXDXlvailL2/k5iEwKBCv/HQYTaJLo0q5UGFtMvnuunhl5WF8O66V4GRS28R3cN+Wtufc2r3nsCb+DD4d2dx+6KTvE3Bb4woY2Nbx4xrN//HfHsDMEc1QI9J5Pk+1azDj7x/9koSQoEBUjwrDtqQMfDS4cB6ZcT4tbUaVdSwQouUY3ocVKCkK+B3M0ZMzR+xstZCskjIozLyPwbO346FuddC3le3FpdfKrOcarRBm9c6aQ6C1OlWz2rTXFmY1fO4OfP5IG9St6PiyWrYjBSvjHMtcynX5+/AFvLbCsZrV0E93CCVv+xVUFNOjpRnHUM6c77aewJInHKtZ/ee+Rri9acn60Scm6yRnzp5T5pRgJZv+oPbVEZd8EVERwYIz58Ofj2LdpMIEmoNmxeBRL+TMeXNgU9zS0AaMZv2WhGNnr+IjiRupz/RteJ7CrJq6rmb13pDm6BX5bTYAACAASURBVFTPnC/EZoxpsU3KmUPOnJFdauJdWXl4M8/rrO2N+89h5sZEUPiOETlzyEUywknOnNjjF/GvJfscKuo9uCAOfVpHC+WW/XUTw8+klQZFLWZsTBR+0FLOnAnf7sbqSZ1QusCJozXMqnWtSIy7rY7fyDtl6X5UjQwTYM6BlEwhbEfc7psRg2fuLgyz+uKv49hxLB2zRxdCVfnahFzD9A6mEGd3tocWxqFnyyoY5mGYFeVboRAdSoC8IzlDqGb1gez57c51CeuFXSkOBRPEMKtVu1JROiQQLzgJs5I+v905p5Z9xZw55JJ6Y/VBYW1y6kIWElId+1BLW0btIw2zuql6uQJnji3MauJ3e4Qk1FqcOeI7WAyzWhGbiqU7TjmUh6dS9j0kYXniPZym+T8vFosebetzzpzXVx0UAHTNChHCe+0zToBs1NDjdlgBXQr4HcxRq2ZFsGfjb38qlitnmKNrjDkcNGj2djzMMMepkG+vPow85AswZ6MAc5phxNydTmHOijjHUqNaYQ5ZmelLny9tZAFfvO1kEZjz2n2NcEcJgzlisk6CObtPXsTMkfq+trrqPynMiYwIRvs6UfhwQ1GYM+72ukLIixGbswTIcpiTdOYqPh5W6MDqM20rnu/dUBXmvDukOTpbEOZ8teUE/nf4ggBz3ll7GD9Lwh6N0N3dNsyCOV880hZ1KjqGgzLMUe4dJV2kMId+zNEP2wnf7tEHc2pGYtzt/gNzXvxxP6pF2WCOPN9KvxkxmCCDOduPZWCOJLxbvjYhmEPv4M/dhDkPLoxDLwNhTsbV60KyZgHmrD+CdZO7uDvdhf2VcuwRzPlgaHOs3pWG0qV8A+YIYVbpvgNzWlQvK0BCWpuIMGfNpM6I0FDNygiYo5RUXtcAMPCg//50EKHBNphDueDmPVi8TlMDb42bYgUsqYDfwRzqJWmZ8erVoh3ADcMcc8cxLZgeua0O+hT8eGRnjqPeBHPyC2DOLxKYo/QjSSmZnrz3/jp8Af+ROXMe+HSHkIvBF2HOkm0nsVjmzCnJMKdsaDDiTYQ5lECTckNEhttgDuXMkZa2pflIX++9CXNm/5aERAWY80LvhrhDxZljZZhDiSIpATLlG/AFmDNrUyJ+mmCQM+dStgCdlZ5TO5Mv4vnvZc6chXHo08q/nTkuYc6mRKE8swhzpD8etThzJny3B61qlPM/mFM+DOHBQdiXcgkzJM4cgjkT76GcOTaH5xd/HxcqRMlhjnRtsiTmFOgdrAfm9G4VjQcKXGc38vJwKfMayke6FwZCZa0HtKsGgjn0DB/SsQbeX3fYI5izKi4FXz1amJPOAeaEBuKF3soJkM105lzNuYF7p28T8he9ufqgsDYhmCOvSGbuytSxddGZ868f96M55cyJDAOtTQjm0NxyB+bQO3hAO1vOnJWxqfhR5syh6mfShNnilZzOyMaoecoVAr2phdK5COZQ9TNKgMwwp7h7g8/PCgB+CXO444tPAYY5rrVnmMMwx6jZKVZDYZhjlKL62yFnDsOcrnYByb3AMKdo+Jko0AyGOW5PNsGZwzDHqW7kzPFpmDOyJd5c5Z8w556bKtvD8hjmuD31+QBWwO8VYJjj90PAuwJQjo5Hbq/r4Mz5dZ/7cel6rtoKOXPeWn1IuDUKs9qw5wzeHdxcyEXhzJmzbOdph/hruS5/HTqP/6w86JCvwmrOnFf7NRKqPZSkjfI7UFJFM505NG7oay7BnHJhwWhfNwofKzhzpF+jPdVYS5gVOXOOnrmCqcNusp+u97St+LcWZ87gZuhc35bE1Erboi0n8E+BM0c+H4vjPn7Zdxazf00y3JmjlNvLmTNH6l4oDg2K+5xKukhhzqkL1zCGwqxkTgCtzpyWNcrhUT8Ks/r3j/uF6jrkzNl72jEPGTk/JvWs7+DMiUnMwKdjCsNb5WsTcubQO5jeve5slA+qd2tjnDn929qcOXHHbc6c99YdxnqdYVY/bj8tVL+UO3PeF8KsUoVk/M6cOW8MaIpbGxmTJF+u5ZWcXPSbHoNPJDDnVHoWDqVdxjTJO8KdPvB0X6kzp1nVskL4ntSZI81h5epc4jtY6sz5YfspfPd4e/th8hxLVoA5VCE1vMCZ8+fB85jPYVaeDjk+nhXwSAGGOR7Jxwe7qwAtmKQ5OvQmGXT3vLS/VWBOAALQsGpp/Lw7zQ5zlOKmKcxKD8wZNncHRnTxzTCr72McFzpkAy+pMCc6MlQoTR5/wpycObSQHFoAc8qKMGfDUayVJECmpJ8PS8Ie9cwr6THOYM5bg5qhawOxNHkSjqQVhTkv9mmE212UJqex8K6VYc6RdIzsUqMIXPVUcz3H22AOhVl1NiQBctqlHKeJ2pWgBf2A6SUJRdFzD1Y/xhXM+WRTIk5KYI404SrDHOWeJ5hTg2BOSFCRpPIEcyb3rI/uBR8Fvvz7BLYlpheBOdK1yffbTwvvYD0wR5rcW3eY1YJY9G9jgzm7TlDOnBp410OYsyY+DYvGFcIpeqaKMIc+LFDeMvlG+3gH5rTCW6sThLUJwZzDqZcxdXgh8PfmfBdhzvM/7kfTAphDa5OX7m1cJIeVGsyhd3D/gjArygsoX+M4examXMzGSCdJ5b2phdK5COZEhNjCrP5IYJhT3P3B52cFGObwGPCqAgxzXMtNzhyGOYVfrRjm6J+eDHP0a2f0kYIzh2GOXVaGOQDDHGNnGcMc13qSM4dhjrYxxzDHtU4Mc7SNI96LFfCWAgxzvKU0n0dQYCCVQpZUz9FbMUKPnFZw5ry5+hACC5w56wucOc6+znjizBneuSbub2tLyucrGyUHlFuQSyrMofwOVaNszpxdxy9i1ijjq1lJYU6ZsCAhzGrqhsQizpyHJNXlPB0Lmp05qVccvrr2nroVL/ZVd+ZQdbcuFgyzIifA1kTfceZs2HcWc0xw5lAZ53qVHBO97jiWgRd+2O8Q6ukstMDT8Wel49VgzokLWRjTtXaRUshanTlUUvmxO/ynmhWNsZoVlJ05fadvw7MyZw7Nx7mSMCv52oScOfQO/tLNMKuxC+LQt3Vhcm9PnDn3C86cHMG9KThz1h7Gep2V8H7YfhprFZw57w1pjjW7UkHuTWfOnNcHNEU3k8KsLmfngkrHfzLS5syhtcmpjCwckb0jvDm35TCHEiDT2kR05qya2El4d6tt4jvYlTOH8ocphZyKzhylEHu185r9dwoVjihlc+b8fuAcFjzUxuxTcvusACvgQgGGOTw8vKoALZgeu6Meet1ky4Git2KEnou2CswJCqCcOWWwTgXmrIhNxVJZZQS5LpQzR149Z/jcHRhmEZjT8+OteLFPgxKXM0cso0sLQsqHYBbMeaBTDaGsLeVDIJgzbUOiUIlD3IbM2Y4Hb62Dvq3MLU3+9qBmuLkgzOrTzceKWOgJ5kzp2wi3qYRZWRnmUFjHiJtrFqkup+dZ5ukxBHM+/S0JK58xpprVmcwcDPt0B7TCHKrgopT009P7stLxrmDOzF8Tcfy8BOZM6ozwglLIWmDOxMV70KKa/8GcWhVtOXN2n3LMmUMw57meDXBXs0rCEBGdcnKYI12bEPygd3BxwZwx82Nxn5AzxwZzKFznnTWewZx18WmgkG1xo48lIswpFx6Mf/VSDrPyBsyZOaoV3lqVIKxNBJgjC8X15twWYc4LSw+gSXQZoZqVDeY0wYRvd8MdmEPvYPHDmVKYlbNk8KkXs53mS/SmFkrnIphDpewJ5mxmmFPc3cHnZwW4mhWPAe8qwDDHtd7kzDES5lByunfWOpZCZpjj3TGvdDaGOY75EBjmeHdMehPmbD+WgX/LnDkMc1yHWTHMcX8+kDOHYY5z3QQ45YMwJzM7F/fPiIHfwpwFcZDmWBJ7kGGO+88APoIV8FcF2Jnjrz1fTPc9YGYMHr+z0JmjN8mgnsu3ijMnOABoUODMeWdQc4yatxOLHm2LWuXDHW5bizOHYI7cmu2rMEfpfkqqM0esvFKmlHnOHLGfRWdOu7pRmPFLElZP7GQfR95y5kgdNUrOnF5Tt+LlexuhW+OKTqc2fUW2qjPni7+PY3tSBoZ38Q1nzs97z+KzzUlY4QVnDsMc5SGtFH4m7inCnNE318akxXvgbgJkf3TmPP/DPtSpGIGw4MCizpxp2/CvXuTwdO7Mka9N9DpzyFHTr01VDOlYXehOvWFWdmfOlRzhfoZ0qO65M0fmNBKdOVTNKio8GM85c+b0b+Ly2axnPSYeI8Iccqe+WeDMOZmehcQzV/HxsBaeNK37WLkzJzoyTHBBT+nrnjNHvtZSdOZYEOa8tjJBcPvWKM/OHN2DjA9kBQxUgGGOgWJyU+oKMMxRd+bYYU58Gt4Z7BzmKOWYkbeuBHMojltq/VXvNe/soQRzen38D17o3RB3NS9ZpclFmEMVRAi2zDYhZ464kIxNvihYotvVKwpzhs7ZjjG31sG9JodZSSHM3M3HcFBWdlYrzJGGa3lnVBpzFhHmjOhSE6+tSHDIH2PMGdxrxWiYczYzBw98ugMLHm6D+rKcOUow55HPd6HHTZUxvFMN9y68BO3tCubM+jUJyeeuYnRXfTCHAFCzamXx+B11S5Birm/FDnNCAotUCOwrgzlfbTmBLYcvYO7Y1vZGFWGOzMmiRUyjYA7l3rm3dTQuXr1uhznykGkt1yPuowSnhAqBBTlzfAHmvLX6oLA28RWY8+8fD6BRVVuYFcEcCrN65pvd+GliJ9C7W22Tw5xVu9KweOsJLH6ig/1QKmWv6My5lI0Rc3fi80faoG5Fxzxkauc1++8izKlZIQK/7T/LOXPMFpzbZwVUFGCYw0PEqwr0nxmDJ2TOHD1JBvVctBWcOW+sOoSQwAJnjgBzmmHUvFhFZ44WmPPHwfN4T5Y00VdhjlJC55IKcygkoEaFMGFBaBbMoRL0lExShDlt65bHJxsTHZw5vgJz6EfF6ypff2kfy8Kcv46DoIY/wpyYpAxQWOFvL3S1P7YZ5kAYD/LwM1EgEeaM6loLkxfvdduZ45cw5/t9qFMpAmEKMKfP9G14vmehM0cJ5sjXJkphSVrWHaMXxOK+1p47c0SYQ6XJ9xQ4czyBOUoJne0wJy4VURHF5My5lov7P4kR8saJMOdEehaSfMCZI8Kc6HKhWLbztNswR3wHizlzlGCOPGG2OMZSfRnmrEgAFVVgmKPlicD7sALmK8Awx3yN+QwSBWjB9ORd9dCzhc1podfKrEdUy8CcIKBBlTJCfLsIc74a106o1CHdNMOcdYexfnIX+6EMc/SMHmOPESuvUAJkM2HOiC61sPNYhuDMIZgzc2OikLxR3LwFc94d3AydC6pQKTlz/AHm7DiWjuFdavmMM2fe70lY/rQxCZBdOXMY5ig/O9yBOesmdxEgBW1aEiD7LcypbAuzooTBM0cWVggUYA6FWTW1hVk5gzlF1iY6nDkEc6gK1eAO1YRz6Q2zMgPm/Lw7DVQdSdykMKd86WA827NoAmQtrklP3o6ZBTBn9mgKs7I5cwjmHDt7FR89ULxhVkbAHHoH39cmWpDIGcwhB5YYlmcVmEPVzygBMjtzPBn9fCwrYIwCDHOM0ZFb0agAwxzXQgnOnCCgYZUyWBOfBvoRTM4cJZijFH8tb/33hHN4f/2RIjCHKmOI5TI1dp3puyk6c6b+g+d7NUT3EhZmJcIccubQj/zZowvt/kYJTV8FBZiTnIGIkEC0U4I5n+7AmK61BDu/EZuz0uRymJOQmonpw1s6/KjQ4sx5a1AzdC2oimXE9XqrjS/+Oi7084iba+HV5b4RZmUkzDl3OQdD5+wQ7Pb1KzuGBGxLysAUmTNn3Be7hNDJEZ39N8zKJcz5LUn4MTu6wJnjLsyZvGSvUIXniTv9KMyKnDmVI4RqVrtOZLiEOV//cxJ/HzqPzyRhVvK1yY/bTwvv4EWS6k9anhdGwRwx/IbCrARnTscaHlXCU8pPKMCcwc2wZlcaigvmXLqWi/6fxECEObQ2OZnhIzBn6QE0jC6NquXCBGfOy/c2wdMUZjWhk1DKXW0T38FSmPPd1hNYIgmzkofliW2mXcoBhWkpVQhUO6/Zf6dQYRHm/LrvrHCNvLECrEDxKcAwp/i098sz3//JNozvXt/RmaPj65ce8azgzHl91UGUCgqww5x3BjXD6PmewZwP1h8B/RgQN3LmMMzRM4KMO4byO9SqEC6EWZkFcyiHycibGeYY12v6W/r8r+PY6UMwZ/2eM5j/xzHDnDkMc9wfG0qOJbGVWQUwh8Ksnl28V3h+u+PM8UeY86/v96GuM5gzbSue793Q7sxRgjnytYlumDM/Fve39dyZI8KcjCvXsfe05zBnScwpbNhzpqgzZ3AzUALkCqVDnDpzXurbCLc1cZ6c3v3RX3iEIswhZ845H3DmeAhzxHewGsyhEvSik8sKMOfVFQkoV+DMYZjjyejnY1kBYxRgmGOMjtyKRgVowfRU9/q4RxpmxTDHrh7BnNCgQDSoUlr4KijCnK8fbYca5R3DrLQ6c6wEc5bHpuCbR9vZ9ehVQp05BHNqVwwHVbPyJsyZtSlR+KoobkO95cwZ0hyd60UJp6UwK0VnzoCm6NaogtMnCX1FtqozR4A5ybacOb7gzCGYs+CPY1hmUJgVwxyNL0DJbu7AnPXPdkFosPYwK3+FOfWEMCsFZ860rUIi/TsKwqycwRzp2sQTmNO/bTUM8jDMSgpz9qVcwuAOnjlzCOb8svcsPpe4KERnjg3mlMKzPRsUGci9p27FlGKAOZQA/MPiDrOSwBxam7zUt7FbzpySDHMiw4NRvXw4GOa4/+znI1gBoxVgmGO0otyeSwUY5rgeICLMaRhdBqviUvDu4OaCM8cZzFmy7aRDZQR565sTzuFDmTNn5LydwsJwQLuqPjVaKcxKDnN6T/0Hz/VsgB4tqvjUtXp6MXaYExoslKyeM7owv4OnbYvHiwvJ2OQMIY9E+3rlIYc5tA99/e9ndpiVBOZ89vsx7E/JxAx5mJUGmPPmwKa4paFz4GOUdka3U/JhznVQ/qX5D7VGg8qlHeTblpiOKUsPOCRA5jArwBXMmf1bklCaefQtNmeOuzCHjmlc1b/CrMiZQzAnPCQI9MyjhLri1kcB5vx18DzmPVgY3ipfmyzdkSK8g7+SfFzQ8lyg97UhMGdhHPq0igY5cwjmDOlQw6N8W85gDuXlW1OMMOdiVi6okhiFWVECZFqbnErPEqq5FTfMeXFpAupXiUC1yDBhbfLyvY3x1Ne7sXJCJ8GZorbJYc7q+DR8s+UEvn+ysJqVPCxPbPNMZg6GOakQqHZes/9OzhyCOZQzZ6MMEJp9bm6fFWAFiirAMIdHhVcVoKoFT3Wv5+DMWasjLl3PRVshzOq/Px0UfngbCnN+Pop1kzrbJfNVmLNsRwpWxDk6c0oszPl+H2pXCgclQDYL5pDrZtTNtYQfNjSm2tWNwuxfkxycOQxz9DxJ3D9m4Z/HEXvcd5w56/acwUJDnTkMc9wdFUq5hMQ2GOa4qybw3JJ9wg9vJZjTe9pW/FvmzCkKcxzXJnphzqj5sRhghDOnAOakX8kR4LenMGdxzKkiP7zJmUMwZ3VcKiqWce7MebFvI9xuUpiVCHPmjLElQCaYczL9Ko6fy/IZmEM5c2ht4i7MEd/BYpiVM5jTv02hk8sSMGd5AiIjGOa4/5TiI1gBcxRgmGOOrtyqEwUI5jzdoz7ubm6rKqHXyqxHYKvAnPAQCrMyyJlz4Bw+3GAdmLMyLkVwIYlbSYY5VEa3dGiQqTCHEqhSNatCmENhVoVgz1sw570hzdGpIMzKmTPnjQFNcatKmJVVnTkEc+KOZ2C4j4RZCTDnz2Qse6ojLly8gqiyEQgMDNDzWBWOOXfZOczZmpiOl9iZU0Rbhjm6h5vigQRzGkTbwqzkzhyCOS/2KQQSFGalBHOkaxNPYM7AdtUwsL1n1awelMCcAymZAuSgxLO/vdBVl3AEczbtdUxWK4U5lcqWwuR7FMKsZNrpOrmLgzKycjFwZgyKwJzzWfhwaPFWsxKdOQRzaG3ykpvOHII59A4Wna+KMEfm5LIKzKFS9tXZmWP0dOD2WAFdCjDM0SUbH6RXAYY5rpUjZw7BHKpmtXJXCt4b5DzMispcyisjyFvffOAcPvr5KNZOdnTmDGpf3b7Y1NuXRh9Hzhw5zCF7/OR76uPukhZmRZVXKkUIzhwKQ/l0jPFhVuJCkn7YUFLt9nXLY/avjjBHXm3D0z51Vs1KCnPm/Z4sJPT8ZIRjNSt/gDlUzeqVZY4hR55qrud4o2HO+f8PBRkye7sQttKwimOYlRLMefTLeNzRtCJGdqmp5/JLxDGuYM6czUk4knYFY26prS/MasleNIougyf9qJqVCHOomtWO5AzMloRZyWHON1tP4o+E85jvEGbl+KFJeB/tSsHX4wo/LmgZeOTMMQLmPLQwDr2EMKscEMyhalae5NtyBnPeHmQLsypumEPvwDdWHQStTU5lZOG4D8CcKcsShKTa1WQwZ8UznYQwI7VNDnMoD+JXW07gB2mYFTm5JPBPbPNsZg7oY4tShUC185r9dxqHBHMozEqeVNvsc3P7rAArUFQBhjk8KryqwH0zYvDM3YXOHL1fv/RctBWcOf/56SBKFzhzaCH57sDmGLMgFt881g7VoxwTIJc0mENj4SfZ4rmkwhyx8golQDYN5szZLvwYpMS7BHOoNPmnvyVh5TOFCZC9BXPeH9ocHevaEiA7gzlqrhv6iqy2j57ngjeOWfBnMuJPXMTwLr4Bc9buPoMv/krGUoOcOQxz3B9FSrmExFZEmENf9QlSSN0YV7KyERgQiPCwEKcnfdYPYY54z+RCLAJzZEl8lWCOfG2iF+ZQGLP0Y8mNvDxcyryG8pERbg0SEeakX87BwbTLGNyhukcw57ttp/Db/rMCHBA3eqYSzKEEyJWdOHPk+YbcugkNO4vOHCnMOZmehZMXruGDoc01tGD8LhczsxARXgoizCFnDq1NKAEy5czRDHMK3sH3FuSkKykw55XlB4TqZ5QAmWGO8eOPW2QF3FWAYY67ivH+HinAMMe1fEbDnN8OnMPHG45irSxnji86cxjmeDS1ihxMCWkZ5hirqd7W/Bnm/HM0HS/L3EjszIEAceWJoRnm6J1hAMMc19r5KsxJv5qLQbNiMHdsK7z+k82Z408wR+7kEnvRl505DHP0P6f4SFbADAUY5pihKrfpVIF+M2IwQebMkbsxzJLPEs6clQdRupQtAfKK2BQhOeHY+XFOnTnf/uNYGUGunRLMcbZ4MEt3re1S/qRV8akOtva+FGZ1d330uKlkVbOir+31qkSgbFgw/jmSjrkmhFkNmbMdY2+pjdjkiwgJBNrWLY+5mx2dOcPn7hDcImKCRq195Ww/Z2FWUmfO/D+SsedU0TArNdcNfUVWC8Xy9PrNOn7BH8mIP3kRI7rUKgI2zDqnq3bX7D6DLw105ly4ch2DZ2/HZw+2RiNZmJUSzHnsy3jc1rQiRvlxmJVS+JnYZ59uPobDqZcx6pZa+JcOZ44YcjT+znrFMbyK5ZxUwatR1TIICwnEjqR0zB5dWKmq19SteElSXvvbrSdBIchSl4p8bULVFekdLM3hpuXGjHLmPPz5LtxzU2WhmpWZzpy3yJkTl4oq5ZRz5pAz5/neDXFnQVl3LRq4s48U5ryx6pAQonYiPQunfMCZ89KyBCEcOrpcqLA2oQTI47/ajeXPdEKUhjAr8R1sd+bsPoOv/k7GD+M72iVyth47dzkHQ+fsUKwQ6I6+ZuxLcL5imRDUqBCB9bvT8OUjbc04DbfJCrACGhVgmKNRKN7NGAVowTTxnnro0ayy0KBeK7Oeq7EMzAm15cxxhDntUT0q1OG2KcxKDeb8euAspm5IdHDm+DLMIbu3tBRsSYY5VHmljNkw59Y6iD2WYYc5n21OEizi4uYtmEN2+Q4FYVYMc4o/Zw7BnEV/J+PH8cYkQHYFc7YcTS+SJ4hhDsAwR89b3PkxYjn2UCcw5+V7G6Fb44pCA85gjnRt4gnMoWTFA9pVFc6lN8xKCnMOpV7GoI7mhFmJMCc6shQm3V00AXKf6dvwfK8GJsKc6xg0a7vgzJHCnNPp1/D+kOINs5LCHFqbvNRPB8y5tQ7ubWX7GEXPXTnMkcM/cYT7PswpJeTMYZhj7HOMW2MF9CjAMEePanyMbgUY5riW7j/kzDEY5kzbkIg1kjArhjm6h69hB4pldBnm2CTVkg+HnTmGDT/hRwXDHOP01NMSwxw9qjHM0VvNylmYle/AnNZCAmTRmeNPMEcK/xjmGPtc4NZYAX9QgGGOP/SyD93jvdO3YVLP+o7OHFk5arMu1wrOnNdWJqBMaJDgzFlOYVaDmuHBBRRmpezM+eYfx8oIcu3ImaMEcwa0rYZBHWylU31l+2H7aaGqhtyZM4nC8kpYmBXld2hQpbTNmXP4AuaOLQwJMKo/KOzlwW42Z05wIIQEyErOnGGda+L+travyJ5uzsKs5M6c3ScvYubIwgpeWmHO6wOaopuL8uWeXr9Zx5Mbie7ZZ8Ks4tOw6H/HDXfm0DhuHO1YzcqZM6dbk4oYfbP/VrNSCj8Txx+FWR1Ku4xRN9fC89+7nwBZhMVP3eU/YVaTl+xFk+gyIGfO9qQMzBnt+Hx5vX8Tl84c+dqEnDn0Dv7mUfeqWY34bKdQecoIZ87dBWFWFHLnqTNHyY0kPnfpvRsdGercmdOzAe5sVsmUx2P6VdGZY4M5tDahnDmnM3zDmVO7Ujiiy4UJaxPRmbPs6U4oH6FezUp8B0udOSJEF8UkZ44rmKNUIdCUjnCj0ZeWHUClMgXOnPg0fDmOw6zckI93ZQUMV4BhjuGScoOuFKAF0+Se9dG9IMxKr5VZj8pWgTllQ4OFH/pSmPPt4+1RLdIxzGp1fBq+lpW5lOuy6cBZzPglCasnFobWm/yHtQAAIABJREFUjJ4fi/4+CnPW0o9MycKg7/StmNSjZMKchtGlhdLkW0yEOQ8RzEnOQFCADebM+z0Jy58uHAv0w+OBTjVMhzkfPtAC7etECsNTzB8jhzn0hbhrg/JOpzb98LAyzKE8QSO61MRLS30gzIpK5P7vuJC74cLFK4gqG4HAwAA9j1XhGOkPMjnM+d+RC0Wq8Dy+KB63NmaYI08MLXbA3M3HhDwpemEOVcurVzkC/ghzwkKCEJOU7hLmKLlUlNYmemHO0I410N/DMKtHPt+FHiLMoWpWHWsUCVd0Z8ISzPldVo5dCnOqRoZh4t31izTZd9o2/IvCrEyCOdIQzTd+OiisTQjmpGRcw3vFHWa1PAG1K9pgDq1NXrq3EZ78ajfcgTn0Du5bEGZFVQS/LAhvlcKcIR0Kx4v47+cuXwcVMfBVmEPVz2qUD8c6hjnuTEPelxUwRQGGOabIyo06U4BhjuuxQc4chjmFX3kY5uh/ltBXQYY5+vUz8kgxTxDDHJuqDHMAV84chjnuzz7RmcMwR1k7hjnax5RYmvwlhjmKopEzh2GO9vHEe7ICZivAMMdshbl9BwX6Tt+G53o2wF0FX3n0Wpn1yGoJZ86KBJQLD0b9yqWxbOdpvDu4uRBm9d3j7VFVyZlT8HXdmR4b95/DJxsTizhz7m9bDYN9MMxK/pWHYM7E7vVwT8toPV3us8eIlVdKhwbhf4cv4DMTwqwGzd6OR26rg53HMhCIALSrG4kFfxwTviqKmy85c94e1Aw3qzlzJKESPtu5Chc27/dk7D3tO84cqavPWGdOKzSOLuOgADtzlEeqUviZuCfBnITUTIzuWltXmBU5c+pWjsDTfhRmNWnxHjSrVhahwUFC2fdPJRUC5a4+cub8uu8sFj7cxt45SmsTegd/+1h7tx418meq3gTI5Mzp3qIyMq7m4GjaVSHM6pVl+l1932w9iT8TzgtOD3ETnTlUzapa+TBM7KHszHmuV+GazS0xNOx8/sp1DCmohEfOHFqbnEy/irSL2cL6pzg2KcypVSEc5FqitckUuzOnI8pHhKhemvgO7tPSlgCZnDlfFFQRlL6DpU4u8d9FZ45ShUDVE5u8w5SlB4TqZ+TMkbupTT41N88KsAIKCjDM4WHhVQUY5riW+7UCmNOgShks3XHKJcxZIwmVcNYqwZyZGxOxShpmtSAW97dhmOPVgS87mQhzKGfO34fO+xfM+TMZ8SeK5szxB5gzsktN0EJYbxJTo8as8TAnF4NmxQgVabTAnCcWxeMWPw+zMhPmUJ6dOn4Kc8JKBWHrEc9hzorYVOEdXFwwZ9wXu3BX80KYM7hjdTgLy9PyXNANc2Qf4LScy519RJhDkOn1VQeFtYmvwJyXlx9EzQphdpjzUr9GeGIRhVnpgznr9pzB538mY+lThaXJnX1QkUKuRlUc85C5o68Z+zLMMUNVbpMV0K8Awxz92vGROhSg+GvpVx5y5uj5+qXj1LCCM+fVFQmIDKecOTaY886g5nhoobIzp6TBnO+3n8Z6Wfx1SXXmUEgA/eg1FebMisEjt9e1O3Pa1o3EQl9w5vghzPns92PYdzoTvgJzVu1Kg5g83RhnDsMcd99JSo4lsQ3RmUM5c174Yb8D/LuSlY3AgECEhzl3BvgjzJm4eA+aVysL3TBHtjbRC3OGz90BaVJ5vc4cEeakX8lB4pmr8BTmfP3PSfx1UNmZsyouFdWdOXOmb8OzkjyH7o5ztf2VYM6JC1dx5lLxO3NEmBMdGSasTdyGOQXvYNGZU3Jgzn5UKRfKzhy1wc1/ZwW8pADDHC8JzaexKSBPpqd3waRHT6vAnCgKs5LDnCfao2o5xwTIBHPEijSunDmzNiXipwmSBMgLYnFf66oY0rG6HhlNO0aAObvT8OUjjjlzJnSvh54lLMxKzO9QOiy4yALbKIHJKTHu9rrYcSwDlNq2Xd0oLPwzGctkXwWVLN56r8FZNauPhrVAu9oFCZD/TMau4xcxa5RjtZl3BjdDl/oqCZAtGmZFMGd/SiZGdPYNZw7BnG//OYHvn+xgUAJkG8yh0JYmVR3DrP4+fAHkOJS6kciZ07VRBYzpWkvvULP8cWow5wCFWXkCcypF4Onu/lPNimBOi2rlEFoqEP8cScdcWZjVGwOa4taCSngUZrVp31l8Lg2zkiX61bs2MQPmJJ29ikEdPHPmEMyRu0ApzIp0Wb0rFTXKh2GCQpiVPM+h0RNPDCea/1Br/Peng8LahBIgn7mUg3cHNzP6dJraE8OsCObUKHDm0NqEEiCTM4ecNRVKawizKngH9y4IsyKYo/QOVipCIEIupQqBmm7CxJ2mLN0vVD+rHhVepAKpiaflplkBVsCJAgxzeGh4VQGGOa7lJmcOwRxy5vwodeYowZzdZyAvcylvncKs5DBnzPxY9GtjDZhz74xteOauugxzdMxSEeZQzhzalGAOlUVVqqSh43TCIVpgzsI/jyPueIbbMKfX1K14+d5G9vLCeq+xOI6zw5wutTDlR0enRXFcj9EwJyMrFwNnugFzvtqNrg3LM8xZ7gi5xLEgjhfdMOeHfahT0T9hTlipQGxRgTmLY05h417XMGdlbKrwDnY3zMosmEPOHE8q4VkB5ry+8qCwNvEVmPPKioOCY4ly5thgTmMQiNYLc9bvOYMFCh9UlGCOWOXLl2FOjahwAQR+9Wi74niN8TlZAVagQAGGOTwUvKpAn+nb8HzPwjKXer9+6bloSzhzlicgKqIQ5lAekYcX7sJ3OmHOL/vOYvavSQ7OHF+FOUtiTuHnPWccnDklFeZQss6mVcvCTGfOwFkxeLQgzIrmS9s6Ufj8L0dnDsMcPU8S94+hsBlyWozwQ5jz1+EL+I/cmcMwB66cOSLMoTCrf+sJs/JDmDPhuz24qXo56IU58rWJXpgzbO4ODO9cE/e3rSo8KDwNs7pwJQfHztrCrMyCORRmRblhnDlzJvWsjx7NKrv/4NNwxLnLORg6Z8f/sXce4FFUXR//UxNCQhJ6IBBC770jVZBmQUAEBBFFRRARu76+ttfeABVEpYNUQZogRaoiEFpCryEJEFpIQkkjhO87dzOb2cns7uzu7GbLmef5nu+VzNyZ+d97Z+7+5n/OATlz3BXmVCjlJ9YmtsIc6R0sOXPUYI4S/kmSuTPMeWvpUVQM8QPDHA0DnHdhBVygAMMcF4jMp8hTQCyYetVA17plxT/au2CyR1NPgTmhJamaVSCWRF0AhZ4QzFk4uiUqlCpucttrYq5gtqIyglIXA8yhMKs2xj8RzHmwaUUMcrMwK4I56w9dwSxZmBXBnBe7VkOvxt5VzUoOc7afSMIvsgoj9oxttWNoIflcl0jsjU3GPXLmRITkq6RBMGdgy8p4tLnhh4ejmzlnzjeDG6BZbpgVOXP2x6dgiiLMiiz1bSyEWZEz552+tdCpThlHL9Plx0s5UIa4EcxZsCsBi0brE2YlOXOmPtkYdRVhVuZgTruaoRjBYVaqybClHEvD29sPc6qWKYFx9+evTuTywe+iExLMaVS5FPyKFcbOU9dBjgZpk6o2dahZWvwTOXM2KN41amsTegdTJUlbNoI5BG0fbmp4ZzkCc7rWK4vktDuIozArHWDOPyeT8unyIYVZHbiEKmX8VcfLQ5P3YPwDkU6HOdNHNsUHK46LtcmF5HRcvZmFTwcUbJiVcOaE+IuQIlqbvJ3rzFk6thXKaAizkt7BvRoaQJiAOYq8dQRz6L0gjRdprOXBnPxJ5W0Zj87Yl2BOWIi/0GZV9CXMG8XOHGfozG2yAloVYJijVSneTxcFGOZYlvG/y4+DYA6FWS3eYxnmqJW5VLauBnNGTD+Avk0qeATMeWjyboz1YpgTWKIoth13LszZF5uCHNxzG5gzc0c89sXZDnN6f7sLb3s4zKEfebQQLuhqVhRmpSfMSU3PxqPf74FWmPPC3Bi0ZZgDet6rjQWplL29MIeSJpv7ca7Li9wNG5FgDiVAVoMW/+tfFxLMUftwoFybrDxwSbyDCwrmPDs7Gl3qljHCHHLmOFIJj8Ks3B3mfLjyhFibuAvM+e/vJwS0kGDOOw/VxvOzo2EvzPnz8FX8sjUWy17My2FoDuYQxBvwQ5RqhcCCnn4SzKHS5CsPJjLMKegO4fP7vAIMc3x+CLhWgD4Td+H13jVNnDn2fP2y56o9wZnz7vJjIrGeBHMozOqZmerOHC0wZ/2Rq/hxcyxWjMtbPLgrzFH7WuqtMIeSddarGARnwhz6cf1810hIMIfCrJROLmc7czKzc0AQRu7MYZhT8DCHfqgu3H1eN2eORZhzMgmfrDmFP19pa3xsM8wB1BJDSwJJMIfCrJTwT0s1K4Y5+R0oVmGOYm1iL8x5/Me9eKKd484cI8y5fQdx1wxhVo7AnLk7E1QdS+TMWXUgEeacXOTMealHdfSob3BT672RA4c0m/50UxFmRTDn/PV0UPhVQTtzJJhTPthPOLlshTnSO1hy5qjBHKWTS9LXnWHOm0uPClcOwxy9ZwO3xwrYp4BPwpzoQ0fw2TdThGKVwirgvbcmICS4lKqC8n1ph6ZNGuDlMaPg72daWcg++X3vKII5b/SuiS65YVb2LpjsUc5zYE5x1ChfUnwVlGDOohdaonyQaZgVwRxlDhSlLp4Gc5RJKb0Z5lAZXcqZs/XYNZDFXO9NDeYoE2YTzBnQohL6twjT5fTKMCsJ5nw7pCGaVjE8YwXMOZeMKcNNwyA+e6w+2kSGmL0OgkJv9a2Fzh4aZnXi8i2RS8MdnDn03F20+7wI39SjNLkEc6YMb4x6YabVrHaYgTkUUvfUfb5bzcrZMMdcDhRdJrobNkLOnMYUZlW8iGrVJiXMUeZn02ttoifM6Vy3DFII5iSlYWBLHWCOSmLoD/vVwaqDl8wmzH548h6MKwCYk3QrS6x/CmKTqlkRzKHcMFSanNYmbz9YSzhzloxphbKB1qtZqcGcn7fGYrnMmWMN5qhVCCwITeTnFDAn1F/kzFl5IBHzOAFyQXcJn9/HFfA5mBMXfx6Tp07H+DGjEFE1HOs2bkH04aNmAQ39vVLF8mjSqAEyMjMxaep0lC1dGqNGDPHxoWPf7eu1YLLn7N4Gc9TKXCp1oS9B07aYOnOemn4AfdwwzEqtwsjDk3djjBeGWZEzh2BOoH9RbHEyzNl/Lhl37xkSICthzrBf9qN/8zCXwpxZO+Kx1x6YM3EX3urj2TBnaNvwfAlt7XmWOXqM3jDnRkY2+n23B1phzph5MWgdyTBHWbJd6tdftsXh0IUbsNeZQz+2zJWadnTsuOvxtsCcxVEXRXWi2bL8bHqtTfSCOc/NjkYnOcxpVdmhSnjCmaOAOVKFwIKEOVduZmFwrjPnoxUnxNqEnDnuAHPeW3FChFhJMIdKk1O/6AlzlONFml/JadmgipTuDHPCQ0pgBcMcd30k8nX5kAI+B3MIzly4eMkIY5Rwx1rfW4M/1o739b/3VvwgY2eO6Yj4z7JjKBtUHNXLGZw5Hw+oh1EzD2LxCy1RTuHM0QpzftoSi99lYVbuCnMW7L6Av45cxYyn81wq3gpzpMorJf2LOA3m9Pt+D17oRmFWuTCnajDm/hMvFqLS5k4w5/PH6qO1JWeOB8OcH7ecw6lLtzCknfvAHCkfiB7OHGsw59M1p7BOFmbFMAdQSwythDkUrqMsZa8lzMoXYc64X2PQpEow/IqpO3PoXdq+RqiQWA3m6LU2GfTjXlCuo4eaOJYAWYI5ybezkJCUIRIgK8eCLevJOTsTsOt0soAD0maEOQcuIaJcAF7sFpmvyUe+24MXuzsvzEqCOfTepzArA8xJAyUA/rh/wTpzJJhTvpS/WJuQM8cWmCO9g3s2MCRApo9rSmcOwZxhsvHiCTCHwjjJ+UfOHIY5tsxC3pcVcI4CPgdzps9ZKJSUnDUpqTfw0ecTMWLoQOG+sbYpj793j+rE8KZVAUoy+CZ9Xa9tqCqx8uAlLNlzEb8+5/xs+J7gzPnP8uO5MCcAi3cbYM6zs6KxaHSLfDCHKiPM2B6H38bm/ThX9sP6w1dBlVGWv5i3z8gZB0V1qMdb6RNao7Xvre23cPdF/HX0KqaPzAu/oYXk6C5V0buxPtWWrF2Dq/4+fsFhNKgchEC/othy/JpTqlk9+kMURnethv3nUpB9lxIgB4O+zhIYlLbhvxzAoy0qCneOHptamFWfibtFzhwpzGrW3/GIOpeCqbJqVvd/9S+ompUlmEPPDhGi6aFhVqcu38bgtpXx1tJj+Ov1dnrIbXcb8uduUspthJYKQOHChexuj2DOo99HYcqwRqirDLM6dR2frTmFtRPyKuqNmR+DVpEhGNmhqt3n9PQD/z6VjPdXHFcdC79sj8OhhBt4on0VUY5aPl60wJy3fjsmclq81D3/j3NP183c9b/06yE0rloK/kWLYsfJa/hJVs2Kni8f96+LdkaYk4g/Yy5j1jN5Hw7U1ib0DrY1AfLj0/ZheLtwPOggzHl+TjQ61i6LlLQsJFzPQP+WYfnGgi19OXfneew6cx1Th+fBnN4Td4PcJlTNKqJsAMZ2q5avSQISY+93LswZMm2feO9/tPKkWJtcSM6FOY/WteUWddtXCrN6f+VJlA8yOHNobUJhvtQvi19ogbKBpmHvaieX3sESzFFbjw2etg/DZONFaoecOQOnRAm3Y92KJXW7Nz0aenPpMYSH+qNSaAms2E9hVs30aNahNgoVsv/95dCJ+WBWwA0U8EmYU7lSRfTu0VXIbwvMofw5cxb8ZpJj51ryLTfoRs+5hGEzD2Fs16poFxksLnr90SSsjL6CqUMK5guMuyn3+fpYkQC5WpkArDh4GW/1jMRry07ix6H18pXC3HLiOhZEJeKXYeYh5NaTyZi/5yKmy/aZ8NsJdK1dBg83dk5CQ3s1XRF9FfQD5+uBtY1NPD33CEa0q4TOtQxfVL1le2/1GdQpHyBy5vx9OhlfD8i7Z73uUdLu0PmbuJMDNKwciGX7LmHaE/WNpxi/+Dh6NiyLPg2cMxYys+9h+KxDeP/BGmgQZliQLt53CQcTbuKzfrWM1zHolxi80zsSTcODzN4+tfNC5ypoX918Xh29tNO7nTm7LuLctXT0a1oen6yLxZJn835Q6X0uLe39eSQJqw9dxZTB+vxYupV5FzTePu1XEzXLBZhcwq7YVPywNR7zRzYy/vs7K06hSZUgPN7CuyCtFu2lfXafS8U3G+NUx8KCPYk4duk2+jcrj8/+PGfzePl0XSwqBBfHM+0r23JJHr3vu6tOo35YSfgXK4JdZ1PwZf+8Zyo9X97oGYmWVQ3Pl9Ux17D5RBImPlbHeM/KtcmGY9fFO9jWtcnoX49iQIuK6FHX8MHK3u3N30+idbUQpKbfwcXULDzYqCyoX+19dizZdxkH4m/gs0fznrt0z+O6VcWGo0nix/nIdpXyXa6z38HXbt3BmIXH8M1jtfHtpjixNklMyUBqxh288UDBwsjP/owVuXHKBfmJtcm4blXw+rJTmPZEPZQOsJ4zR6ndtlPJmLvrImYMz1uzjV5wDAObV0B3xXi5kXEXo+YdwaeP1kLNsiXsHUZOOe7jdWdRKdgPFYP98Ofha/jucX3eI45cbNlQ01xtjrTFx7ICnqaAT8Ic6iRbnTkEcn74eQ7eff0lkWuHN/sUUJYXphK5C3cliESczt48wZnzzrJjwoFD1axIl08G1MeoWQexZEzLfF+CyJkzfds5kzKXSg3VbL1PzTiA3sKZk3/h5uw+sNQ+hVltFs4c0zCrF7pGeJ0zRyqjSzBHec969cEj3+0WX1QpzIpgTrOIYMzbmYAlJs6c/XjUiTlzMu7kgHJRTBzSEE1yEyALZ05siskX4m5f7sQXg+qjVTXzoEaZ00IvnVzRztQtsTh9+TYoZw5Z1Au6NPmK/ZcgVRHUI8zqZkY2yEWnljNn+4kkfLb2FNZNyKtmNXZeNFpGhmLkfb7rzFFLDC2Nxenb4hB9PlXkzFFWMNLkzFl6FGGh/hjfvborhrdbnIPCrJpWCYFf8cLYfjwJPz9lmmCdkulKzpwlURexNvoyZo/KcxTotTYZNDUKT3aoqosz577aZUBhVheSMzCgZSWHkqfP/jsBe2KTTZ053+4SzhwKd48sR84ctTArw3vkgdxQIb07+/KNLFB57pn/75L6YMUJsTY5n5SGlLRsUNLqgtgkZ857K06ifKniwplD72kKsyKntNp6TO06pXewpB0VpJi22TTsncLynmxfxThepHZS0rPR//s9mPokOXPcC1S8vuSIqH5GYVbL9ydiPidALohhyudkBYwK+BzMsSdnDoMc/WaMXgsme67I02DOgl0J+NQKzPllG4VQ5ZUdV+pCwEe5D8GcXo3KY3Br9/pqaw7mjO4agT5eFmYlhznKPEH2jG1LC0mCOVk5FGYVogpz+jULw4CWzgmzMgdz9pxNMcndoBXmvN67JrrmVsLTSydXtOMrMOeHYY1Rv5LpD49tJ5LwuRrMqRaKkR0Z5shLtusKc0L8Mb6Hb8KcbceTTEJX6fmihDl/RF/GHCswh97Bi2z80ORpMOftvrVENauCgjmXbmRi6LR9RphDa5ML19PdGuao5TDUCnN+3GxakEI5XpQwRw2Qu+KdZekccpizbB+lSWhR0JfE52cFfFoBn4M51qpZEezZuHm7MZRKLbTKp0eMgzdPCffe6VsLnXLzXpAzx54Fkz2X4Qkwh77C0pcgcuaQLrQANfclSM11owZzlO6dkTMOoKcbwpxfd53PlwyYvvY/36Wq18Ec+orcODxYhFk5D+ZQroNIUQY86+49NKsagvn/Kpw50/ejX1PnwZz0O3fRd+JuE2cOfSHefdY0EacmmDNpN17vVcMjYc6UzbE4c+U2KKHt64uPFLgz5/f9l7A0ypAPRBdnTmY2Hpm8B+ZgzhdrKWeOzJkzPwYtI0IY5qw5BVWYsz0O0QmpYrxQzhy5k0uLM+ft346iYrBvwZwX58eIZ5x/8cLYagfM0Wtt8tjUKIzQwZkzek40OtQug+u3s3AxOQMDW1VyqBKemiOSkj6/3cfgzKle3rwzZ8z91SHlfbFn7WXpGAnmzPr/ymIfrDgu1iZUzSrVDZw5lDOHnNLlS/mJtck7D9YWTmntMMfwDpacORuOXMVUNZhzXwQebFzeRKbUdMpDpu521LsPbG2P3mFVyxqcOQxzbFWP92cF9FfA52AOSUiA5rNvpgg1K4VVMMmBo4Q5lPB405YdJsoHBQVyuJWdY1GqntCxdhnRAsMcUyEJ5lCug+rllDCnlYjdlm8Mc+wchG5wmKi8Eh6MACfDHKpCsjf2uhHm/PqvIgGyi2DOpCGN0LiKIV+FOZjz5aD6aGkpzMrDYc7ZK2kY2i7cbWDOb3sviC+qDHMK5oFAYVbKKl/SlUxnmGNzpxDMIfehXzF1mPPpwHpoW92Qe43CrJTOHL3WJgLmyH6c383JwY2bGQgNNs0lZe0G5TAnkcKsdIA5e2OTMWV4XviZHObUqBCAMV3zh1kpKzJZu25b/24W5qRn439ukADZUZgjrwTmTTCHEmZTknWGObaOeN6fFdBfAZ+EOfrLyC1qVUCvBZPW88n38xRnjgRz6Ic3LUANzhx1mKMsO67URa18OTlzHmhUHkPcLMzKnDPnuc5V0beJdyVKlcOcTUeuYqasHLs9Y1vtGKmkLMEcSkRMP3TUYM4jTcMw0ElhVpIzRwlzdp1NxjRZiVxy5miCOT1roGs95yRr1kt3tXbImeMLMOf7YY3RQBFmtfX4NXz55xmsfTmvmtXY+TFoERGCp308zMoSzDkYnypKFtvrzKkQ7IeXe9Rw5rB2q7blMIdcFPLca/R8UcKcNQcvYa4s14fa2kT5vNRyw3rCnPa1SiM57Q6cCXPe6lMLqw5cQoHBnNRMDP1pn8hf9P7vx8XahMKsyJniDjCHqlbRXJI7cxa90BLlg6xXs1KWdSeYM+Wvs1j5Ut6zkMbLU/dFoK+HOXMY5mh5GvA+rIBrFGCY4xqd+Sy5CtCi6sN+dSB35tizYLJHUM+AOUfFwoHCrObvNIRZPTdbX5jz9MyD6NGwnNvBnPm7zmOrYhHe77s9eNaLYU7JEkWx8bBzYM7Dk/dgXA9DAuSM7BxVmPPkL/vxcDMnwpysu+g7aTfkMGfOzgT8e9p2mEPhWq9RmJUHwpwfNsci1o2cOcv3JRq/qOrhzLmVmQ0ab1phjvTD25dhjkgM/ccprHslL/xMeq/N2B6PA/EpIszqP8vsCbMyODx9CeZIgNC/eJF8SeWVMGdp1EWsVsAc5dpkdfRl8Q6mkBpbNion/VTHvLAZu505c2PQvmYokm/fEdWdKMzKkeTps3bEY+85U2cOJZV/U4RZJaJmhZJmnTmju0aiV8Nytsiged9LMphDCZBpbXI+KR03Mgoe5nyw8iTKBBZH+WA/sTZ556HaGDXzILTCHOkd3KO+4QPExqPX8MOmM5pgDt0/rX/cMWfOa4uPoFrZAFQOLQHJ4am5w3lHVoAV0F0Bhjm6S8oNWlJArwWTPSp7CsyhXAfVy5c0gTlLx7bKV5qcwqysOXP+iLmCmTvisGxsK6Nk7gxzlIkrvRrmVDHkzHElzFHmp3IVzJk8tBEa5ZYdNwdzvnq8AVpEBJud2p4Oc85dTcOQtu4RZuVKmLPl+DV8pXDmMMwB1Kp8Mcyx581uOIZgDuVh8jMDcz4bWA9tcsOsnA1zRnbMc1roAXMupRqqWTkMc+JSMGVYY6PIcphTq0IgXuhaLV8HUN6W550IcxJTM/FErjNHDnOoQt5HBRxmJYc5tDahalZ6wxyCf/LxInWA28OccgEiZw7DHPufWXwkK6CXAgxz9FKS29GkAMMcyzJJiSsJ5lAZ6U9znTnmYM60LaaVEZStE8yZtSMOvylgTvcG5TC0jXtVsyJnji/CnA2HroCSP+q9yZ056dnfuo5fAAAgAElEQVQ5IqxFDeY81LQiHtOpTH3mnWxkZWYjKNBf3E56rjMnH8w5dR3TRpiWDtYCc17tVQPdPNSZ4wsw57snGqNhZdNqVgRzvl53Bn9MyAstkJLVPtPJd6tZWYM5++NTRGlye505lEh/wgO+E2ZlK8xZFX0J80Y1Nz521dYm9A5eYoczRy+Y065mKFJu34EzYc4bvWuKalbuAnNobUJhVu4Dc4qhfLC/WJtIMGfh6JaoUMp6mJW6M4fCrPIqkBLMebpTBPo0Mk2ALMEctaTyeq8VbG1POHNyYY6USN/WNnh/VoAV0E8Bhjn6acktaVBALJgerYuOtUqLvddEX8ZcOxZMGk6VbxdPcOa8tfQowkL9UaNcSaELhVk9PztawJjSJU0TIK8/chXKMpdaYM4zMw/ifjeEOfP+PY8dJ5Lw81N5P/Lpq+CoTt6XM0f6MVvSvwjWOwnmPDR5D8Y/EIl9sSlIu5OD5lWDsWj3edBCVNpGTD+AB5tUcB7Mya1m9d3QRmiY68yhcb3THpgzaTde7emhMOevWMRdS8OQduF4bVHBV7MiZ87y/YmY/2xzXRIg387KxkOT9kArzKGcUU2rhMCXYQ6VbFdW+ZLm5cwd8dgXZwizeteOMKt3lh0TVXh8CubMi0bLyFD4FVMPs/rssfpoExkiJP5tbyJWHkzMD3N0WJsMmBKFZ2Q/zu115rwwNwZtRZhVFi6nZokwK0cq4dGY2h+XIirOSVufSbvxRq8aImdO7YqBGK3izOn/wx4818V5YVZyZ86HK06Itcn562m4lXkXH/Wra89Sz+FjUm+mI6BEcXy46qRYd5Ur5S/WJgRzaP2kFeZI7+Du9QwhaoYwK20wh2AW5dxxR5jz6qIjovoZOXOW5FZFdFh0boAVYAXsVoBhjt3S8YH2KMAwx7JqesOcNTFXMOfvOCwdkxdmxTDHnpGr7zEMc+xw5jDM0W0QuhTmHLuGr9efwR+yBMgMcwCGOboNZ9HQWIY5FgV1V5hzMSUTw37ehznPNsMHv/sezCH4N6pTBHornDkMc/R9PnBrrIA3K8Awx5t71w3vTRXm/BMvqjU5e/MEZ86bS4+ikuTM+SceHw+oDypRas6ZM1VRGUGpoTfAnGc6VsGDTcOcPTxc2j6FBDSvGgJy5vx56ApmOyHM6sFJu/FyT0qAnIK0LEqArO7M6dukAgY5KcwqLesu6DqUzpx/Tl3HT7aGWU3ajVd6Vsf9uV85XdphDp7s+7/OIv5autGZQ0lv/YoWdrBV+w9ftjcRv/9/0lP9nTmN0LCyoQS9tFEVGDWY06RKsPgR46ubqPK17jTWTsifAFk4c84lY2i7Kvjv8uPY/EZ7o0y30zNRuFBhlPA3dWrKdfRFZ86YeTFoFUmlyYvgryNXMUNWIZDWHfmcOQcSMU9WzUqvtcmAH/bgmc7VjGEzjjhzKMdPcloWrtxw3JkjJdVWOnNeJ2fOwUuoU8G8M+fZztXywQa95q0qzElKw60s93DmhAYYwqzkzpwFo1ugYik/qxJI72C5M+f7jWexanxemJU1mKOWVN7qiZ28wyuLDqNG+ZLszHGyztw8K6BVAYY5WpXi/XRRgBZMlNTuPinMKuYK5v4dxzAnV12COZVDKQFyoNBFgjnLXmwFWlTIN7Uyl/lgTvRlzPkn3sSZM2rWQXSr7345cyjM6u+TSSY/8vt/vwdPeynMoRw2lAB5Xcxlp8GcCbkw53YuzFm85wIWPN/COEyemn4AfVwBc57I+5Gv1s/0XPh6cAMRCmZuo4Ux3Y/HwpykdAxtGw6yqLsDzFmR+2NWj2pWRmgn62epHzcfu4ZvVJw5DHPyl2yXNJMqD9kLcyjPTlkfC7MimNOawqyKF8amw/lhzueP1Ufr3DArgpnS+Jc012ttQjBnlAx+2AtzpPshmHP1ZpZIgOxImBXBnIMJKfj+ibwwK5FUvrdlmKO8H10WgrJGLqZkYNjP+4Uzh8KsaG1yPikN9M6iyqcFsUlhVh+tOoWQgKIC5tDahMKsnp5xELbAHPk7a9Oxq/huQ6wpzFGMF+l+b2Zm4xEzFQILQhP5OQnmUPUzCrNSrikK+tr4/KyALyrAMMcXe70A71mvBZM9t+Apzhy9Yc5chfOJYY49o0ffY6QyugxzDLoyzNF3fFlrTf5j1hUw59v1Z7BGEWbFMIdhjrVxasvfGeZYVsvdYc7c/09G/cHK4z4Jc55VyUnEMMeW2c/7sgK+rQDDHN/uf5ffvRrMUeZ0cdZFeQLModKj4aUNzhzShRIgj54TA/POnFiTyghK7USCaRWY07VeWTzRNtxZUtvVLiXGVYbfkDNnZMcqeMjbwqzmRaNFtVCDMyf6MmaP0r+aVd/csCQKsyLLOoV1KZMVOtuZk5cY19SZI090nZmdg97f7tLkzKGwMcmybtcgK6CDvtt0FgnX3ceZIxLAOsOZI0t0LUlNzhxVmBMejFGdfTfMSq1ku6QZOXOizlEC5HC7wqzImVMmsDhe6ek71awoYTCFJZEzZ+Phq5ipCLNSOnOkMENJc73WJpQwWB6W5Igzh8LGUtLu6OLMmb49DtEJqfmdOb1qiGTQdSsGqSZAVoaN6f0IlZw5Esyhtcn56+kiNNgdnDnB5Mwp5SfWJkZnzvMtUDHYepiV9A6W3KTkzJm8IRar5WFWNF4swBy1pPJ694Gt7b2y8DBqVjQ4c5RFFWxti/dnBVgBxxVgmOO4htyCDQrQgul//euiQ01DNSsqnT1bkaDXhuZs2tVTYE6VMv6oXi5Q6JIHc1ojNKCoyf2qVUZQCrI6+rIocS4vr0rOHHeFOcoqR/1/iMLI+8K9Eua0zIU5a50Ic6j6095zyaIyiCrMmXEAfRo7L2eOWpUjZdUyCeZ8M7gBmlkIs1JWBrFp8hfwzgRzzl/PwNB24aCFcEGHWcmr+ejhzElXqVomSf7XsauYpPgB89KCQ2hcuZTPwxxlyXYjzPk7HlGx9sOcd5cfQ+mSvgdzqPoT5aLaoAJzvhhUH62qGapZyROAy2GOHmsTZfUne2GOlNCZYM41CrNqVcmhSniqMGfSbrzW0wBz6oUF4fku1fI9KZXVufR+lF5IzsDwX/aL/EXvrzgu1iYC5tzJwYePFHCY1epTCC5hgDm0Nnn7wdoYOeOACFXWCnPkFRjVnoXmqoXdyswGlTZ3V5hTq2IgKoX4M8zRe0Jwe6yAHQowzLFDND7EfgUY5ljWjpw5DHPySpMzzLF/rtFXQYY59uun55EMc0y/RjPMAciZwzBHv1kmlfJmmKOuKcMc7WPNmDOHYY6qaPRBgmGO9vHEe7ICzlaAYY6zFeb2TRRQwpy1h65g5vY4Ua3J2ZsnOHNeX3IEEWUCEFmuJGbtMDhzaJG6fFxrhJTI78xRVkZQarjq4GXM/ze/M6dLvbIY5mZhVnN2JuDf08mY9mRegkaCOU91CMfDzbyrmpVUeaWkX1H8QUmqnRFmRckte9VAFDlzMu6iWUQIftt7Ab8+J0uAPOMAejeugMedVM1K+roor8hBzpztJ5Lwy1MGaCc5c74d0hBNq5Qy+xggZ85LPaqjR/2yzn5U6N7+5E1ncTE5A0PaGpw5VMHIv1jBVbNaGnURqw9ewtxnm0NPZ87koY3QKNy0mpVaaAHBnEaVS+FZXw6zUqnyJQ28WX/HY89ZgzPnvd9tr2ZlcOYUwys9a+o+lt21wdFzY9C+ZiiKFy2M9YeuYJasQiCtO74cVB8tZc6cZfsumjwL1T400TvY1rXJo9/vwfNdI9GrYTkhlUPOnGpUzeoOrt/OQv+WDjpztsUh5sINUVlQ2iTgT86cBmGl8FyX/GGPA6dEYWTHCPRtXN4pXa905tDa5HxSOjKyc/CBGzhzSvlTAmQ/sTZ5u28t4cz59fkWCNMSZpX7Dia3EW3kzJm4/qxJ/jDleJFEznPm5K8Q6JSOsKHRCYsOi+pnYSH+WLj7PBaNbmnD0bwrK8AK6K0Awxy9FeX2LCrAMMfyAJFgTvXyJQXk0gPm/PpvAha/kPeyfXZ2NDrXLcMwpwDnqithzt5zKbiZka0Kc2hh2svFMGf+rvPYdtx2mEOW83EMc3QZtbrDnKy7oB+G5mCOsoILwxxArWS71Lmz/07A7rPJdsMcKmceWrKoT8IcKk3+Z8xlh2GOvR+adIM582PQMiLECHOomhVVwpOXqbflYTBdBeZQhUDKq+QuMOeDlSfE2sRdYM7/Vp9CkAzmvPNgLVCeOXthjlr+MBovo7tFomcDA/yTNrV8c7b0tzP3lWBOpdASWLArgWGOM8XmtlkBDQowzNEgEu+inwJqMGfG9jgsY2eOEJlKj0aUDYAEcz4eUA9jHHTmeArMoR8wu876hjOH3Fatq4fAmc6cPpN243WRM8cAc5pWDYbya7SzYY5aRQ4lzMm4k4M+E3fBmjPHo2HOxrOgRJ/u4sxZEnURa/R05liAOZTbS+kgZJgDqJVsV8IcyrH0vh3OHJ+EOXOi0b5WaRQ0zOlHP871cOYYYU4Wrt++I0qTOwJzftkWh0MKZ44Ec6hMe8NK5p05T3WMwINOcuZQLrEnpxty5kgwJyEpDZnZ9wrcmSPBnHJBfmJtYivMkd7BkjNHDebQeHnBw2DOywsPiYTZDHP0+23ELbECjijAMMcR9fhYmxUgmEOAon2NUHHsukNXQLHcDHMMUgqYUy4A1cuVBEEucuYQzPl9XGuRiE++0Y+k7zaeNamMoOwQCrNSfjkhZ06nOmUwvJ17VbOSvkb/qAizGtEhHI94WZiVVHklwK+I8Ue1zZPJygFiIdmrBvbGpuAGOXPMwJyejcpjcOvKupw+8042sjKzERToL9qTYM4PwxqjfqVA8W8Ec7Yeu4bpI5uK//YVmJOYkoHBuWFWf0xogxLFiuiiuT2NEMyRwvt0CbPKhTmThjRC4yqmYVZqidoJ5pj78WjP/XjiMWo/7OQwh348UpiVvTAnJKAoXu3lQ2FWc6LRoXYZEWa1LuYyZivCrL56vAFaRAQLiSkBslqYlXxtQs4cez40KX+c2x1mNT8GLSKomlUWkm9no3/LMAFz7E2ebg7mTOhZHSsPXDIb9vjY1CiMuM/5MGf+c5QA+YRYm5y/noasu/fw/sMFmwCZYE6gfxGUD/IXTjmqZkXOnPnPtUClEOvVrKR3cNe6hjArNYBL42VMt0g8YM6Zo1IhsKCfd3KYo/xYWNDXxudnBXxRAYY5vtjrBXjPDHMsiy/BnBrlSgrIZQnmqOWi0AJznpsdjY4eAnMGTNmDJ9tX8VqYU9KviDF3id7TUlpI7juXgtR0dZjz9MyDeKBhOZfCnF93nRchJrbCnEe+24MXu3tozpyNZ0Ewh5w5ExYehtfBnNxqVlphzviFh8zm6NB7Hrhre5ZgjpQ/zG6Y8/txkWPNF2EOJUBeawXm/L7/Ur78YXqtTfSCOS/Oj0FzGcyhalaOVMJTgzmUh+zlByLdBuZ8sOKEWJu4DcxZcwqBfvrBHLXQSnMwJy3rLsg5RTmOGirykBX0M41hTkH3AJ+fFTBVgGEOjwiXKqC6YNp2DstebO306/CEBMivLT6CauUCIMGcj/vXw9h56s4cLTCHvrgpE9S5K8yRkn7KnTneCnMoWWfb6qFwKsyZuAuv966JAoU5GdkgCCN35ihhjlTW2lqYlSfDnEkbz+BSSibDnNynPMMc9WSo0kvQCHPaVhZuBXmelNvpmShcqDBK+Bcz+878rw/CnOfnROO+2mVEafKChDmPfLcbY+6vbsyBYq8zR4I5ybezkJKWLUqTOwJzft4ah8MXTRMga4Y5HariwSYVnLJGS0hOx4hfyO3SHEaYk5SGrBw3cObkwhwKs6KE5DY7c3LfwZIzRw3m0HgZe3/1fM4cd4Y59Pyulxtmxc4cp0wLbpQVsEkBhjk2ycU7O6oAwRxym7TLDbP68/BV/LI1lmFOrrAEcyJzw6ymbzuHjwfUFzBnxUutQVUV5BvBnEmKygjK/iGYs2j3eSyUVRtwZ5gTFZuCqcPzqlkJmNMuHI80r+To0HOr4wnmtKsZioBiRbAq+hLmjWqu+/VRHpo3etcUOXNS0ygBcjCW70/E/P/PTSBt5Mzp0bAchjgrzCoX5kwZ3hj1wgxhVuZgzsQhDdHEQjUrgjlj789vR9ddOCc0SDDncmomBrfJdea83AYlihdsmNXa6MuYPaqZrtWs1PrQEGZ1BitfamNUln4M1A8LwvNdqjlBbc9okirbTNpgWrLdBOacui7CrD5Zcwp/vtLWeFNaYQ6F5b7mQ2FWJjAnd2xLotG6Qx5mRc6cpVEXsOD5vMp+yrWJCAG340OT8se5IzCnWVVDmFVKerbImeMozDmSeAOTh+RVsyKYM/6BSKw6cAmNK5fCKJXqcoOmRuFJl8CcFvhgxXGDMycpDXdygPcerl0gk1kqTf4/gjnFi6BcKT/Q2uStvlKYVXNUCjGEElvapHdwl9wwKwFz/jwjnJnSRuPlxe418lVplGCOWlJ5a+d19t+l53dYSIl81VKdfW5unxVgBfIrwDCHR4VLFWCYY1luCebUKB8oIJclmKNW5lLZuhrMkRa97pYzh5w5SpgzcMoekdvHW2FOyeJFRSURZ8IccubQl101mPPMzIPo7mKYs2D3BWw+etUYZiU5c6zDHPUvmC59gNl5MgnmDGlTBWRR/8PLYI6U90itDzccuYopf501gTmkQT2GOWZhztydCdjpAMyhcualGOYYZ6sS5qzYfwlLrMAcez806QVzxv0ag6ZVnAtzKKn8SwUMc+Kvpxvz0Hy48rhwV7kLzPl4zWmULF7YCHPImSO5iOyCOcev4et1SpijHj4svRfdGeZQAuR5OxOwRFYt1c5XJB/GCrACDijAMMcB8fhQ2xVQgzk/b43Fcg6zEmJSgsPq5QOgJ8xZvMf0C6Tbwpwd8Yg6Z+rM8VqYMyca7WqVhjNhTu+Ju/BmbpgVwRyqZvX7AVNnjrNhDiVe7vfdHsidOflgTm7yXG+GORM3nMGVG5lwF5izOOoi1unozLEGc6ZujsWKcXmhtAxzAEthsgxzbF9bSI5TEWZlxZnjXJhj6iC015kjwZzktCyR88xRZ85PW8/haOJNE2eOBHNW7k9Ek/Bgs86c4R2q4iEnhVlJMIfKfZMzh2AOVbPKdgNnjhHmBPmJtYmtMEd6BxudOV4CcyiBfYNKhmpWDHNsf1bxEayA3gowzNFbUW7PogIEcz4dWE/kC6GNvn4xzMmTjGBOjQpUzSpQ6PJJbpjVypdaI0gRZkXOnG/XnxVf+c1t5MxRgzkdapUWiYXdaZu1Ix57zyVjyvAmxssimDOsXTj6eVuYVW4Z3QBy5hxIFGVZ9d5oIflWn1rYG5uM5LQ7IMs+laCVn4tgzv0NymFoG+dUszIHc/46chUznjZUs0q3UAlJrokyF4XeejmzPQPMycKQNuEGZ04BV7MSMCc3Sawe1awsVSQjZ44azKHStqO7+m6YFcGc7zbEYtX4/PniCOb8c+q6ePZ9uuaUqGAkbVrCrMiZQ+8LypnlKxvBnE51y6B4kcLGSm3SvdO64+vBDdC8qqGalTmYo8faRJnbyxGY06RKMFLS7uBGOlWzMoRZrZ3QFv7FCtvcrQRzjiXeBCUplzaCOeN6VMeqAxdB5xrVKSJfu4N+3Ivh7au4DObQ2uT89XTcvQf896GCDbMimBNQvDDKB/mJtclbD9YWzhx6h1YOtR5mJb2DO9cpI3TdcvwavvrzDNbK1mzmcsFJzhy1pPI2d77OB0jVCMNC/THvn3gsGdNK5zNwc6wAK2CLAgxzbFGL93VYAYY5liW0BeaolblUtq62aB2dCxI8AuZMjcKwtpW9FuaQM0cJWByeZLkNSAvJfeeScf22OswZNesgutX3DJijrBKjl06uaEeCOUPbhmP8Au+DOZnZOej97S6oJbFef+QqflQ4cyYsOow6FQIZ5piBOfP+PY+/TybZD3NWHEeQn2/CHL8ihbEm+jLmjGpmnNpKmKP2kUOvtYmzYA45c6gSnp4wR7pWd4E5H644jvbuBHP+OI2AYnkw5+2+dfDk9P12w5ytx6/hSwXMkYBaj/qG8uXSpvUjhyveX8pzSDCnUqg/5jLMKYgu4HOyAiYKMMzhAeFSBWjB9NnAemiT68yhhf60zbH4XWbBd9YFeUI1q1cWHUatCoGILFdSOHM+7l8fVNVi5fjWYnEu37wN5szcEY99cSmYMiwvAfJAL4U5UqgbJUB2Gsz5dhfe7ltLfFEkmNO0aki+/DzOhjkUHvDo93sw9cnGqFvRkACZwqxMnDm5Za2t5QbwdJhz9abBmeMOMGfRngtYf+gKZj2jTwJkazBH+YxnmAMYEkNTLqH8zhwJ5jzRNhyfrT2FdRNsdOb4IMx5dnY0uuQ6c+QwRxqb3wxugGa5zhxzMEe+NrHXNaz8ce6oMyf59h3czMzGgBaOwZxpW87hxOVbmDi4oXEZIYc5lJ/nmU5V8y2/Hv9xL55oVwUPN3VONSspzIqSUVOYFcGchKQM5OBewTtzcmEOVbOitcnbfWrbBnNy38Gdcp055mAO5S3qXq+cR8GcRpVLISyEYY6zfq9wu6yALQowzLFFLd7XYQUY5liWUA5zftpiCLOyCHMUlRGUratV7SBnDuVrGeFmYVZmYU6byujXwruqWclhjjKPjcOTLLcBckpIMCfp1h00i3AfmLPpyFXMlMKsbIA5o7tGoldD00WvXno5sx1y5shhzpqX2yCgAKtZuRLm0I9iepbJgT3DHOswZ8cJgzPHXpgT6FcEb/Su5cxh7VZty2HO6oOXMDc3dNUczFFWeVSuTdTGrZYb1hXmhAeLEFk5zLE3RNNdYU5cUjpGzjggKosRzKG1yXk3gjklihZG+VI6wpx1p4W7StqkimLmYI61XHJaxqTe+5AzR4I5c/6Jx1IOs9JbYm6PFbBJAYY5NsnFOzuqgBrMUVrwHT2HueM9wpmz8DBqVQxE9fIlhWOJqlmNM+PMUStzqQZzftt7Ab8+l1eCVSqL7W4wZ8b2eOyPN3XmPDY1Ck94IcyRknWWLF4kX7lwvcZ/r2934R3hzElB0q0skQBZWQbd2c4cKqnbX+HMWbjnAjYezoM5WkuwksPneQ+FOd+uP4Nrt7IwtE04aCFc0DCH+mCDi5w5ag4Hyv1Ru6Jvh1lZc+YQzKHS5J/b4cx5f8UJlPQr7FMwh55lXeuVhV/RIlh1INFhmGOva5h+nL/Uo7qx1LS9zhx6TlC58OtpWbiVeRcDW1R2KN+WOswxlMVeuf+iyKlWEM4cI8wZTTDnBNrVDEVCUjruoeBz5nzyx2n4Fy0McubQ2uSdvrUx/BftYVbSO1hy5mw7kYQv1p7KB3NefiAS9yudObkfOdwR5lBy7sbhwQgLLYE5f8cxzNFr0cbtsAJ2KsAwx07h+DD7FBAw57H6aBMZIhpQS45pX8vWj/IUmEM/ciIVMIeSZAYqwqy8EeYciE/BD7IwK4Y51se1uT1oIfmfB2uJcu8SzJF/sabjXAVzfnyyMerkhlmZgznfDW2EhuFBZm/Y02EO9QGFWbkLzJGAmh4JkC2FWTHMUR/SBphzxqRku7QnhVlJMEf5409LAmRfhTmU/4sSIKvBHHk+JwqzUnXmyNYmjsCc8bKwGT1gzu3MHBFm5UjydII5Jy/dEnmtpI2Sykswp3lECJ7umD/MavC0vRja1nlhVuZgDl3juwWcAFkOc2ht8rYdMIfewR1rGxIgexPMoepnFRnm2L9A4yNZAR0VYJijo5jclHUFGOZY1kj6Yq0XzFm+LxHL9l30GGcOwxzrc0jrHgxztCrl/P3ImcMwJy83DDtzpDArhjl6zT4JTDPMUVfUXWHOuaQ0PD3jIBYonDm+AnMenLQbE3pW9zhnDsMcvZ5c3A4r4LgCDHMc15BbsEEBNZgz5S9KAmm+vLYNzVvc1ROcOVIuCQqzonK+lAD5pV9jRPnafM4clTKXSgHUYM4Lc2NEAuqn7nOv0uTTt8fhYHyqiTNn0NQo4WZ4tEWYXsPALdqh/A5kvaYwKyVs0+sCaa592K+OCLOifC0UZrVGlkuCziPlmaBEq3psmXeykZWZjaBAQ9nW5LRsDPhhD+TOHHm+FtrndlY2Hpq0B9acOf1/2IPnunhmzpxv158G5S0a0jYcL/16CKtfbg2qZFZQGyWhlvIW6eHMofug8SZPMivdGzlzftkai2UvymBObqL3F3y4NDm5Us29++bvOo9tx5PwRNvK+FKRY0OTM2flCZQsVhhv9PGdnDkSzKFqVisOJmLeqOZiCGbcyUGfiaaV1lYdvIwFuxKwaHRL4xTU60MT/Th/uWd1Y0JbR5w5lJck+XYWbmflYGDLSobk6S+3QQk78m39uOUcTimcOZRUfky3SKw8kIgWFpw59A5+pFlFpzyuJJiz8P/7gnLm0NokITkdhdzAmfPp2tMoXqSQCLOitYnkzJk7qjnCS1svTS69gyVnzvYTSflyYNF4eaVnDXSrZ1rNSm3cOqUD7GiUwqwI5lCY1awdcfhtLJcmt0NGPoQV0E0Bhjm6SckNaVGAXm6fP1YfrXPDrCxZzbW0Z8s+ngxz1H78bfFCmBOdkIrvn8irZuXNMKdz3TKgalauhDl/KEr2ugrmTBvRGLUrGKpZmYU5TzRCw8rmw6w8HeZQRbHBFGblJjBHqijmbJiz7tAVTN92jmGO4mVlKcTYBOYoShkzzFF/6+sBc+RrE3tDwJVOC11gzp0cDGyhA8y5fAvfyqpZyWFOy4gQjFQJsxoyba94bjkL5sReS8MzMw9CCXMKoxD+81DBwMjUm+kIKFEccphDa5O3+hhy5ugJc/pO2o1XPRHmVAlGWAjDHFt+g/C+rICzFGCY4yxluV1VBRjmWB4Y5pw5jsCc5fsTMT+3sged3Z2dOQxz9HtwqDlzGObop68tLZEzxxJvvBIAACAASURBVKdhzvY4LJN9vZWq9vm6M4fclyvG5S9NzjDHltll2JdhjmXNhDPHjWHOohda4v3f85w5vgRzXutZQyTvlm9u78xhmGP7Q4qPYAWcpADDHCcJy82qK6AOcyjMKv+CVm8NPcGZQwkO61YMQo0KgSI5JpUmN/clf+vxa/ks+ErNKMxKCXPGzItBq8gQjLwvf7JDvTW3pb3p2+IQfd7UmfP41Cg83roy+rf0rtLk9MOjS72yItRGWW3MFs0s7SuHOVduZKFZRDCUMIeqanWqWwbDnBZmdQcDfoiC3JmzOOoi1sVcxuxnmonLv5WZDSrn+50VZw6Fa43qXA29G5XXSyKXtfPNn6dFieHBbaqYDZt02cUAoDArZzhzvh7cAM2rBpvcinDmKGDOq4uOoEaFAIzpGunK23arc1GCXXOVHH/ddR6U4J6qWX1lhzPng5UnUKJYYbzpQ2FW5O64v0E5UX3o9/2JmJf7ASM9tyqQPAEyhVn9+m8CFr9gGmalh2uYnBavyHKg2OvMGb/wEBqElUJyWhbS7uTgsRaVRPJ0e0uTT90Si9OXb5s4cyip/OhukVi1/yJaVgstUGcOwRwKs6K1yfnkDLgDzPls7RkUKwwRZkVrEwqzGvbzfsx5thmqhJaw+jxRhlntOJmET9ecwrpX8kqT03hRgzmWkspbPbGTd3hxfowI264UWgIzFM92J5+am2cFWAEVBRjm8LBwqQL0cvtiUH20qmaoZmWpPKveF+YpMKdeWBCqlzeFOWqljLXAnGV7E/H7AVNnDsMcvUeW7e1JZXQDnA1zHq2LvbHJkGDO2ujLmD3KAFFocx3MaYLaFUqKc5qHOY3RsLIhFEtt83SYk5KWjcdFmJV6DizbR5H9RxDM2Xz0KqaPbAo9w6zUYM7aQ1fyLfgZ5gCWqiXJYc7X686IH/DSpiXMyldhTveG5UA5c9RgjrzEszmYk39top6g2tLMU4bN6AFz0nPDrByFOWcup4m8VtJmAnMiQ1U/8Az9aZ/4oOKsMKuz19IwauZBKGFOkULAOw/Wtv8h58CRUpiVLjDn0broWKu0uBpVmDNxN17rld+Z4+4wh0rZh4X6M8xxYJzxoayAXgowzNFLSW5HkwIMcyzLRF/j6sthDiVAXnAIjsCcFQfyvlLS2d0V5vyyLQ4xPuTMIVu1K2FO04hgrHMxzKHQooFTyJljHubczMzGI8KZ470w5+s/TyPVjWCOBAtcBXNmbjdNkskwB6DE0D9ticXvKmFWRpjTNhxf/8kwR8vi4umZB9FDDeZk3QUBFpfBnIm78WqvvIS2jsKc67ezkJFtyJnjCMyZsjkWZ6+ow5yV+xPNunVdBXPIJfV+rjMn4XoGihZ2H5hTNshPrE3scuZogTm9a6BrXdMwK3eGOWPnx6A5wxwtjyXehxVwiQIMczTIvG7jFsz5danYs2mTBnh5zCj4+/lpOJJ3USpAMOfLQfXRMteZs+nYVXy3IVZUa3L25gnOHMlaTaXJf9h0Fp/0r2d2AbftRBI+X3sK6ybkWXaVGv62N1FUqpAs5/T3sfOizVqqnd0HltonmHPowg1R1UjaBv+4F4NaVfLKMKtu9cuJBMhLoi5gwfMtdJee5tpH5Mw5l4zLqZloGhFiEt5EJ3x+TjTuq10Gw9s5p5qVBHN+eqoJapU3OHOWRF2E3CEkwZzvhzVGg0oWnDlTovBMpwj08cAwKwFz0rNFItFx82OwcnxrBPkVXDUrZ8Gcrx5vgBYRpmFWf8RcyVfx5LXFRxBZLgBju/lumBXBnJ+3xmK5rMqX9BCQnFNUZe7r9WdEBSNp0+LM+XDVCeFQeatvwSSQ1f1hpqFBgjkPNCwHKk0uDy1Oz4U5k4Y0QuMqhgTrq6MvY97OBCxRhFnJ1yb2uob7KpwW9sIcCrkml27y7TvIvJuDAQRzflX/sKNBHhDMib2ahq8fz3PmSEnlVx1IROtI9QqXBHMGtaqMfs2dU83q7NU0ke+IYM4HK46JtUlCcoYIb3q7gJ05n687A3IIUZgVrU0oAfKwn/cJd2vV0trCrOgdfJ/MmfPJmlP4UxZm1WfSbrxOzhwzMEetQqCW/nbmPgRzqPpZWIh/vuT2zjwvt80KsALqCjDMsTIyog8dwZwFv+G9tyYgJLgUps9ZKI4YNWIIjyk7FGCYY1k0p8AcWZlWhjl2DFonHCIl62SYAzDMccIAs9Kkq2HO7L/jsHRMXvlahjkGZw7DHP3GPsMcy1q6O8xZMoYSIPsmzHmjVw10YZij38OAW2IFfEwBhjlWOpzgTeVKFdG7R1expxLu+Nh4cfh21WDO5A2xWM3OHKEt2agbVioFyZnzcf96GG8m6aFmZ46HwJyft8bh8EXfcOZIyTpdCXOaVA3Gn4euGBMP03hztjMn6fYdPDYlChadORnZeOS7PfBmZ85X607jRob7OHOoWtLWY9d0z5ljzpnDMCf/q1MLzBnaNhzfsDNH07pj5IwD6NmofH5nTm4CZFc5c4TTQladyFFnDoVZZd2957Az54fNsThnxplDYVZtqpt35jzWqjIedbIzRw5z4pPTUbxwIbdx5pQN9BNrE2c5czwO5syLRotqoezM0fRk4p1YAecrwDDHgsYZmZmYNHU6mjSsb4Q5cfHnMXnqdIwfMwoRVcORfTfH+b3kRWd44Jtd+PyxesaKJ5uPX8P3m2Lx+4t5X22ddbsUZnUrLQulAv2ddQqH252w6AgaVg5CtXIBmLIpVoTJvLLoCFa+1AolihUxaX/Hyev4Yt1prLEAwpbtS8Sa6MuY9XRT47EvLTiM5hHBeKpDFYevV88Gpm+Px5GLNzFRlqCRKkcMaBGGR1uE6XmqAm/ruTnR6FavHAKKF8HSqIuY92xeUmK9Lo7m2of96mDfuRQkpmSAYM6GI1cw/am8sTB2Xgza1yqDJ9pW1uW0d7Lv4s6duwgoUVy0RzBnyLR9+HF4Y9QoHyD+7bd9iVgXcwUzRjYR/30z4y4GTInC5KENUS/MfJjV4Gn7MKJDVfRuVE6Xa3VlI9+sP4ubGXdEItHxCw6LMt1B/qbz2ZXXQ2E8208mYdrwxrhxKwOBAX4oXLiQQ5egfLZLja09dBVzd8ZjkSyU8K2lx1C1bAmM6VrNoXN68sEbjlwVyUPlFZWk+1m05yI2H7uKIW3DMXnDGZPy5RmZd1CoUCH4FTcfpkehHEWLFMKbvWt6skQ2Xfuo2QfRs2EFFKNqVnsvYk5uoneqZvXId1H4dnAD8W6lbW3MFcz7NwELZWNSOX7/On5NvIOX27g2efi7KFHNqkudMuJctO64nZaFIBvXHa8tOSqSxlMVvOy799CveRgmLDyM38e1Qsnitj87pm45h/hr6WL9JW2P/7hXhK6uOnAJbWqEqobbPjn9gAhz7te0gk39oXVnCrMaPTcGC59vjg9XnRRrk/PJ6ShWpHCBjd/baZnw8yuGL9edQeFChVA2qLhYm7zZpyae/OUApo9soinMSnoHt6sRKuT453QyPlx5AhtezQuNf2jyHpEAuXPueJHrRsd/8Vg9NFNUCNSqrbP2o3C/FtVyw6y2x5mEKzrrnNbaLVqksLVd+O+sgNcqwDDHQtdKMKd39y5o0sgQZ6yEOeQ04c02Bd7tUx2Nc6vW/HMmFZM3x9nWgJfv/UjjcqhSpgR+2BJvvNM5TzUUpWbl267YVHy7ybp2YcHFMXlQXeOh76w4hdNX091SxboVA/DRQ3k/QF5cdAxXbt5xy2t19KKGtg4TZXRn7rzgaFNmj3+9RzXEXLiJ9UeTxD7hIX749rE6xv3f+v0kzl7LcNr5pYa/7F8b1coYIOrqmGuYt/tivnN+8khN1MoFPmoX9PyvR5Gclu30a3XWCVpXK4VHmpTHf1aedtYpbGq3aml/fD1Av2oxg36JMXv+0gFFMe2J+sa/f7zuLGLO37Lper1x5+ASRfDLsLwcJtI9roi+igV7EsV/0nOfnv+2bBP/ise/Z1NsOcQr9h3WphKKFSmEWSrP1A8fqol6FQ1AedOJ6/h5+/l89yxfm2w/nWLyDrZFoJe7RaB9DdPcUbYcT/u+v/o0jl1KE4e1qx6Cvo3K4l0Hnx2NwwPxbu/qxkt5dv4RpKbfFf89sHkFDGqRH9i46h3807D6+Gp9rHFt0qlWCF7sUtVW2XTdf/KWOPxzOlW0SWsTup4XFx236Rz0Dm5VrZQ4Zk/cDXy94Vy+4yd0j0C7SNPxQm6sYTMP2XQuV+48oHl5VAjyw9RtCa48rdlzbX6jvVtcB18EK1AQCjDMsaC6FmfOtM1nC6LfPPqcXeqEomIpQwLpuOsZ+PeMixad94Cce/cc/gLtbPHJnRBSoqjJYnxwq/zJBxOSM8WXHmtbqRJF0adhXqWETceu49qtLGuHFcjfy5cqjm51DGU8aVsdfQW3Mu+KL9HetjUJDwJ9TdoXZ1gsOmO7r1YortzIxMnLhh8FwQFF0btB3ljYeDRJuGf02u7du4d795BvjvVqUBYhAQYnwfFLaTiYcCPfKXvUL4MyJYuZvZSV0VdByUw9dQsv7Y96FUuCNHeHLTSgGHo2KIPs7BwxDuHgFFsUdcnsbZED7eEmeY6qbSeTkZia6Q4yFOg1kNvykab5nWbHEm8j+vxNcW3FixZG/2bljdeZc/ee6CtLTqp/z6YiLsk9gb0zBW9SJQhFCxfCvrj8z5du9UqjfKDBMXjmWhqiYvPvY7I2ScqwG4i1rxECgqViuwfh4C5K5Zls2DafuI4rNwzv6YgyJVCrQgA2OfjsCAv2Q+faBpcIbSsPXgU5l2hrWDkQDVUS0P9x6KpwTzp7e6RpefxzOsW4NoksWwJtFIDD2dcgtX83OweFixTG7thUnMudR7Q2aR0ZjDXRV226DHoH00cU2s6nZOLvU/nXbB1qhqBKaH7HuKVnqk0X4YSdabzQc31PrPPWL7Zc9uhueZDSluN4X1bAGxRgmGOlFzlnjjcMc8M9eEI1K+9RW587Sb2VgQC/oihWrOAq/+hzJ77RSuadbGRlZtscUuAb6rjnXV5PvY2QoAC3h9zuqZ7rr0pLNSvXXxWf0ZwC9ubMYUULToHUm+kiVLhYUdvD2QruqvnMrAAr4KsKMMyx0vNczcp7pgbDHM/rS4Y5ntVnDHM8q7/oahnmeFafMczxrP5imONZ/UVXyzDH8/qMr5gV8GUFGOZo6P11G7dgzq9LxZ5NmzTAy2NGwd/PYJvkzXMUYJjjOX0lXSnDHM/qM4Y5ntVfDHM8r78Y5nhWnzHM8az+Ypjjef3FV8wK+LoCDHN8fQT40P0zzPG8zmaY41l9xjDHs/qLYY7n9RfDHM/qM4Y5ntVfDHM8r7/4ilkBX1eAYY6vjwAfuv+cnHughXBQSfctTe5D3aHpVqm/qARv0SIcu65JsALeSZQmz76LAH9DolHe3F+BG7fSxTPRG5OMu7/6tl8hlSZHoULwt1Ca3PZW+QhnKZBzL7c0Oa87nCWx7u1SaXL/4sVQxMak1bpfCDfICrACrIAGBRjmaBCJd2EFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwF0UYJjjLj3B18EKsAKsACvACrACrAArwAqwAqwAK8AKsAKsgAYFGOZoEIl3YQVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVbAXRRgmOMuPcHXwQqwAqwAK8AKsAKsACvACrACrAArwAqwAqyABgV8GuZkZGZi0tTpOBh9REg14onH0LtHV6NsKak38NHnE3Ex8bL4t7dfHYsmjRpYlNXaMVzmXMOotLILafzt9z/jmScHI6JquHHv6XMWYtOWHcb/VvanWrPOGAOO36H3tGBtPkQfOoLPvpkibrhSWAW899YEhASXsiiAtWN4jjk+fuLiz2PG3EV4Zdxzxv5QzhWtz0Rrc8xafzp+N97dgjX97JkPlo6x1p/erbZ+d0caX7h4CaNGDDE2SvPu46++w82bt2x6Jlp7ztozBvS7U89vydIcs2c+WDvGWn96vqKuuQNaE1auVNFkXW/vHNN7DLhGAT4LK8AK+IICPg1z6EFPGy2mpJfniKEDBbCRXrZNGtYXLwJ6AUyeOh3jx4wyAQjyQWLtGHoZzFnwm/EHq/z8vjDYHL1H+QIoKCgQ777+krEv6G/zFy3HwH59xY9P6YX94nMjLAI4vceAo/foTcdbmw/KOUU/OKIPH8XLY0bB389PVQprx/Acc2wEyX9EKOEa/e23FX9g2OD+on9I6x9+nmMyD9XObmmOWetPx+7G+4+2pp8988HaMZb60/sVd/wO5T8Ku3ftaAJz6G8XL10x/vgkra9dv27xmWjtOWutPx2/I+9uwdocs2c+8LrDuWNGDi+VH/XsmWPOGAPOVYBbZwVYAV9SwGdhjpq7Q/6CVX6ZVi6YaJAoF1rWjlF+JVAusnxp4Dlyr+acOZbAGv1NCXj0GAOO3Ie3H2ttPii/TCsXTBJY6NGtk/HHjbVjeI7pM6rUnDnKlpUAnP5O/bNx83YjsLY2x6z1pz53472tWNPP2nxQg96WjiElla5I/ihh3/hSc+YoW1JbI/C6wz697T3K0hwLDi5ldT7wusNe5R0/Ts2ZY22O2bru0DIGHL8TboEVYAVYAfMK+CzMUXPayJ0BJ06eNnHRSPCG/r9ki1YuqswtvOgY+ppNIV2S00eCC9bcPjx48yugBeao/dBULqr0GAPcP+YVsDQfaA4pfwQq+0xtUWXpmDq1a/Ic02lAaoE55uaPHOZYm2PkppM/U9XmrU635JXNODoflM9EtY8W8j4kEZXvLC2OOq8U38Gb0gJz1LTldYeDwtt4uKU5FhIcbHU+8LrDRsF13F0LzFHOMVvXHVrGgI63xE2xAqwAK5BPAZ+GOcqcEEqYs27TVhN7s7UvkPTj1dwxEszp3b2LMexHS+gWj1n7YI61vpJgmt5jgPsrTwFL80GCOfJ4di0/5JWLM/kxEszhOeb4KLQGc9R+9KudVa0d+XOWYI6tY8Dxu/OeFvSeD1K/mptDpJylZ6a58EjvUVy/O7EGc7SuD3jdoV+fqLVkaY7RD3lb54O1ZyJ9SLR17elcBTy3dWswR+sc03sMeK6ifOWsACvgjgr4NMyx9IVRizNH2aHszHHNELfmzNGSZ0CCOXqPAdco4BlncdSZY25hTf8uuePUYA673xwfH5ZgjvSDv2zp0ib5PszBHEtzjJ05jvWVo84c5dnZmeNYf9hytCWYozXnG52P1x22qG77vo46c5RntOZWtGftaftd+cYRlmCOLXNM7zHgG+rzXbICrICrFPBZmGMtl4O1fB/mfrjIv9IoF8bW8he4qtM9/TyWYI5WkEMaOGMMeLq2el6/tTlkLd+H2rVYO4bnmD49aA7m2AJytMwxa/2pz914byvW9LNnPnDOHNeMF3Mwx5YfmXSl1p6z9owB1yjgGWdxNGeO8i553eG6fjcHc2ydY3qPAdcpwGdiBVgBX1DAZ2EOda6ctttTzUoJDriqhGumjKXS5HQF8lKv8isyl+xTOsaeMeCaO/bMs1ibD8ovlFpi160dw5Vb9BkrajBHS2iVMgGyteestf7U5268txVr+lmbD2rPRGvHWHpveq/S+t+ZudLk1vLo8bpD/76w1KK1OWZtPvC6w7X9JT+bGsyxFlqlljPH0TFQcArwmVkBVsAXFPBpmCMvdU2drSxhKC/TS39/+9WxJmWu1Vwg1o6Rl0xs2qSBxZKjvjAAbblHZX/RsZKGGRmZ+OjzibiYeNmkSbnGaosqR8eALdfvi/tamw/yMr1qpbCpT+XVrEhDS8fQ33mO2T/SlP1FLUnlk6X5c/PmLZMTyMsrq8Eca3PMWn/afze+caQ1/SzNB3NfqC0dY60/fUN1++9S3l9SK9LaQq67/AzytQevO+zX3t4jLc0xa/OB1x32qm7/ccp5FBQUiHdffwkRVcNN1gdqc0wN5lhbd1gbA/bfCR/JCrACrIB1BXwa5liXh/dgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVsC9FGCY4179wVfDCrACrAArwAqwAqwAK8AKsAKsACvACrACrIBFBRjm8ABhBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVsCDFGCY40GdxZfKCrACrAArwAqwAqwAK8AKsAKsACvACrACrADDHB4DrAArwAqwAqwAK8AKsAKsACvACrACrAArwAp4kAIMczyos/hSWQFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBXwOJgjlRxUKxO+acuOfOXD9ehiOueFi5cwasQQm5pTliBVliK3VLZZWQZYWbZZWXpRWVbdpgvlnVmBXAWkEptXrlzDe29NQEhwKfEXaazS/5b/uyPCqZWaV85ra+1TmV6a99KmnAeWSspam5/Ktm29NmvXzn/3TQVcOceU7xjle8RaD2iZo5bmmLX5yXPMWg/w3+1RQBr35cuXxctjRsHfz080I62ralSPMPl3e86hdow0F2x5V1hb69F55Os9+TrS2vx0dP7rpQu3wwqwAqwAK+A8BTwS5mz8axsiq1XFsyOfEC9pehnSovDSlat48bkRaNKogS6KyRep3bt2tBnm0Au4UsXy4nqkl27Z0qVFO9J/N2lYH717dBX3MHnqdIwfMwoRVcNB57546Yr4G210f9euXxcLENrmL1qOgf36ih/b0gt7xNCBut27LgJyIx6ngDQub99KQ/u2LY3jj8byzl17cTstTTeYQ+P2txV/YNjg/mIe05j/4ec5ePf1l8QcsLbRtcrngbQolp4ByjlF9xB9+KhxEW9pfiqvTdmWtWvjv7MC5hRw5RxTvkeUc8BaL1mbo5bmmPI9pZyfPMesqc9/t1cBGlvffv8zbt26BQL80pqQ1lE0DksGBugOc+TrRVtgjqW1nvRenLPgN+N7l+6BNlpHWpufjs5/e/Xn41gBVoAVYAVcp4BHwhxyydDWqnlj8ZKml1ut6tWwcu0GSEBD+UVC/jVDWoB2bN8Gi5evhrWvlfY6c5TdKF9IX758FTPmLsIr454TQEYJd5TH0ktZ/kKX/93asa4bTnwmT1dAGkvtWjbHv3v3Y/TTw8UtTZs5D/RvNMckZ47yi6IceEpjvWSJEvhn115ogaGOQknlPFDOW2tAxtIPXUevzdPHBV+/fgrYMseUDkz5j0R676Wnp+N2ejoORh8RP1ol+G/uai29R7TcoXIe2DLHrL2neI5p6QHeR4sCEsy5v3MHxBw5Jj780Zpr1doNCK8UhhNnzhphjtwdFhQUaPyYII3Hju1aY+3GLeK05j400LuF1nPPPDkEk3+cblyHarlWa2s9ur7KlSoa57alOWxtDjk6/+25Hz6GFWAFWAFWwLkKeCzM6dG1o3gxD+r/EFav24SHenfHFxOnGl+i9NKijWCP9ILr0a2T0QXz8VffoU3LZprcNnrBHPkXFbWXqvzvlkCQZBmW9lF+8XTukOHWvVkB6QdX7+5dhDOMNnKX0f+m/y8Hitt2/ItqEVWEi0Y5Bs2FQ1rSzhpssaa7ciGrnE/WFrqW5p+triFr18p/910FtM4xf38/rFu/Gb17dhPONZpTGzdvN/lCv3vvAc1ONlJc7vBUvke09Ihyjtoyx6zNP55jWnqA99GigARznnlyMDZu2SE+/EnvMPr/kkMzIyMTW7bvxKMP9RLNyucH/e2jzydCGaqlPL98TgQHlxLHOOKSln9UoHNNmjodkoOb/tvSe9LaO9TR+a9Fe96HFWAFWAFWwLUKeCzMIYupZJkd2K8PIqpWsfgSlS86rb3w1ECKPTlz5O0o4Q3997pNW02svuZ+TJq7Xrn7SMtXWdcOLT6bJyog/6FJc4qs6gElSwiHTlx8gmZ3mK3hHNa+2mvRUjl/lF80Lf2YNPfFUu4+ssU6r+V6eR/fVMDeOWYNpFhSU4Kr1lyoltpQm6O2zDFL7zf6uHLz5i2n5LzzzVHm23cthzkSpClfroxw6BC8kYfbmlun0b9bAzPy89BHDWvA0lqvKOe4/FkhhYqZWw9aeofqMf+tXTv/nRVgBVgBVqBgFPBomCMHItJXFPkXEWVyRSnUw9UwR+2Lo1ZnjhbXjR4/hAtm+PFZ3U0B5eJR/mNNOWbVki9KUNEWmKPMJ2WPJmpfHLW6BrQ4AhxdpNtzT3yMdypgyxxThjLKw0AsOcnMKWdvmIW5Oap1jmlxBPAc887xXhB3JYcsFSqUE+4WcpsSEFG+m5SJ8CXgqQXmKOen/F5thf9qaz21tZ3a+lXrO9Te+V8QfcjnZAVYAVaAFdCmgEfDHPktqoVYSAmDyU5eUM4ccz8UpRhrSzlztIAcSQO9QsG0DRvey1sVUPsSKN2rfCFIISC0QDaX0FsrzNG6CLWkt7kfilryeWgBOdK5lS4Ebx0DfF/OVUDrHEtNvQFyrJhL6G0PzFE6CbTcqaU5qmWOaQE5PMe09ATvo1UBS+Nc/m46cfK0SdJ9+TtOC8xRXo+9QNLSWs9azhxb3qH2zH+tmvN+rAArwAqwAgWjgFfDHJJUXjlK+uGplzPH2mLalqTFymuydI3KCgbKnEAFM5T4rN6ggNYfmhLMkWL5lWNQC8zR4iizNscs/d1SpR21KiHy/qNj/94VhScGPSr+2Raw6g3jgO/BeQponWMEc5QVDuXV3qzNDboDecU26b/leXeszUFrf7c2x6zNT55jzhtnvtyyLTBHngdOnpdKL5hjbb1p7e/KdaR8Tlmbn9bmvy+PEb53VoAVYAW8RQGvhTly+ytZ04NKBqB+vToC7lh7eUqdq7Tf0r9L1lktX2CUYV50vFq1hIuJl8Up5bZcZRUT6ZqkfZRtc84cb5mSBXsfWn9oUgU2+fyQ5liP+zuLJONaYI45i7oUDmltjikr1knKySvXya9RmS/E0vyUrPlUJUg59wq2h/jsnq6ALXNMPkYpATlt48eMEknHtcAc5RxTzgFrlgORBwAAIABJREFU70Jrc5Sux9wcszY/6Vhy9/Ec8/QR7X7XrxXmKMdgrRqRuJ2WJpKM6wVzrL0Lra316Drk+ygrs0r5puS9IE8pIP+7Izmz3K+X+YpYAVaAFWAFSAGPgznu0m20yKVqWpRQz56qIO5yH3wdrIC7KsBzzF17hq/LWxQgEBO1P0ZTVUdvuWe+D1bAlQoQdKVqWlICY1eem8/FCrACrAAr4P0KMMyxs4/pSwlt5ELgjRVgBfRXgOeY/ppyi6yAXAH+ocnjgRVwngLkEJo2c56oBkluVt5YAVaAFWAFWAG9FWCYo7ei3B4rwAqwAqwAK8AKsAKsACvACrACrAArwAqwAk5UgGGOE8XlplkBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAV0FsBhjl6K8rtsQKsACvACrACrAArwAqwAqwAK8AKsAKsACvgRAUY5jhRXG6aFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAG9FWCYo7ei3B4rwAqwAqwAK8AKsAKsACvACrACrAArwAqwAk5UgGGOE8XlplkBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAV0FsBhjl6K8rtsQKsACvACrACrAArwAqwAqwAK8AKsAKsACvgRAUY5jhRXG6aFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAG9FWCYo7ei3B4rwAqwAqwAK8AKsAKsACvACrACrAArwAqwAk5UgGGOE8XlplkBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAV0FsBhjl6K8rtsQKsACvACrACrAArwAqwAqwAK8AKsAKsACvgRAUY5jhRXG6aFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAG9FWCYo7ei3B4rwAqwAqwAK8AKsAKsACvACrACrAArwAqwAk5UgGGOE8XlplkBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAV0FsBhjl6K8rtsQKsACvACrACrAArwAqwAqwAK8AKsAKsACvgRAUY5jhRXG6aFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAG9FWCYo7ei3J7bKpCTcw+30zMRVNLfba+RL8xUAeovv+JFUbRIEZbGAxS4k30X9H8B/sU94Gr5EkmBG7fSxTOxUKFCLIgHKJCReQcoVAj+xYt6wNXyJebcy8HttCxed3jQULidlgn/4sVQpGhhD7pqvlRWgBXwVQUY5mjs+bj485gxdxFeGfccQoJLaTyKd3MnBXJycpByMwOlgwPc6bL4WiwokHorAwF+RVGsGP9w8YSBknknG1mZ2QgKZGDqCf1F13g99TZCggJQuDDDHE/oMwLchQsVRgn/Yp5wuT5/jXdzcnDjZgZCed3hMWMh9WY6AkoUR7Gi/BHJYzqNL5QV8GEFGOZY6fyU1Bv46POJuJh4GZXCKuC9tyYwzPHQCcMwx/M6jmGOZ/UZwxzP6i+GOZ7XXwxzPKvPGOZ4Vn/R1TLM8bw+4ytmBXxZAYY5GnufnTkahXLj3RjmuHHnmLk0hjme1WcMczyrvxjmeF5/MczxrD5jmONZ/cUwx/P6i6+YFfB1BRjmaBwBDHM0CuXGuzHMcePOYZjjeZ2jcsUMczyvGznMyrP6jGGOZ/UXwxzP6i+GOZ7XX3zFrICvK8AwR+MIMAdzsrNzNLbgHbttubQPcbcSxc1UCiiHByq18Zgbo0SEt9KyUMoNEyAvi9uCm3duCy0bhtZA6eLB2H55v1Hbp2o+aJPOe5OO4XDyGXFMqeKB6F+1i03Hu2LnJec2IS07Q5yqSZlaaBZaJ99pb6Vnwb94Ea9JgLwodgMy7maJ+2xRpi6KFymGf68cMit3k9K10Ky0QZfb2RlYem6T2X3L+IfgofD77Oq6fdeP4dB1w3iRbwOr3Y/AoiU0t7k/6ST2XT0mcg3QvQ2N7Kn5WD12XB6/FTeybommGoRWR6sy9fVo1qvbuHk7HSUD/FHYSxMg/3MlBqduxJvtw/srtcL521dxIvWcrv0cWKwEBkbcr2ub1Fh6VhYKo7BIDG9tO3kzATsvRxt3o/eI/F0j/aFsiVB0q9gCS2JNny+dKjRH9aBK1k7j1X/PyMnEorMbjffYLawVLqZfw/GUWPFvIX6l0K9KJ7Ma3L2XgzQXJUBOyryB1QnbjdfSt0oHlPMLdXr/rEjYjpTMG2bPM7h6D2y6GIVrGSlinzrBEWhXrpHTr8veE9xKpwTI+QsvKN/B3Su1RnhAeZPT5B8vLVG1ZEW7LmX26TVmjwso6o9B1bpjzpk/cO/ePbvaVzvogcptUKlEOYfb+/fqIZxIjXNZXxflZNUO9xk34LkKMMzR2HfmYE7KzTSNLXjHbp8cnYVd12LEzTQLrY2PGr3gOTd2D8i+mwN3fOiP2vMxLmckCS37h3dF9aBwfH1snlHbxR0+R0ARP81azzq7CsvPbxH7VypRFj+1+o/mY12145O73kdylmEBOLjqA3iiWu98p757N0f8yCzkJclZh+78D25mG54ZT0b2RWDRAEw9tdSs5I9V6S72o+1qVgqe3vWh2X1rBIZjUvNX7eq+WWdXY/n5zfmOnd7mv6jgV1pzm0vjN2HuuT/E/gFF/LG4w2eaj9Vjx+ejPhE/tGjrF94Zz1Tvp0ezXt1Gzt17huTHXpr/ePKJhdh0eY/ZPnyv4SgQ/F6b+I+u/VyueAhmtn1f1zapMeov6istCas3XNqF708uNl7D6k4TIX/XSH+oFVgF/204CvRMlm+v1RuOzuWa634PntRg6p1bGPbvf42XTDrtTzqGP3LHS5WACpja8i3zt+TCdcfZWxcwfv/Xxmv5utnLqBMU4XS5x+z9HAlpl82eZ367/+GDmJ9w+vZ5sU/Pim3xYu3HnX5d9p7gbnYOChcpTEXjTDblO/iDRs+hRWg9k32U4+WdBk+jXRn7wNVD2yeYvYXQ4qUwt+2HsLSPPfdPa3pa2zu6/XByMdZf2uWyvqYk/ryxAr6qAMMcjT3PYVYGod7ZNw2lipZAiaL+wqHzbZuXNSpY8Lu5c5jVoM3vgL5e/ZW4Fw1CqqN2cBV8FfMrvmo9DmP//Qp/9pqEkkW0OySmHl2Go6mx6FyxufgSu6jL/wq+AxRX0G/T63imziNYHbcDbco1wDN1Hs53jd6WM+fBDa9gbINBWHxmI+6v3BJBxUpi/qm1+O3+z/Pd++h/PkeLsvXwbJ1HxN8up1/HwM1vY07n91A9sLLJ/nNO/4FtiQcws+O7dvXztGO/Iyb5FKa2f0Mcf+5WIoZv+wBLun2KsBJlNLc5++Ra/HVhD4bX6Y1vDy3Cnz0naj5Wjx2HbP0vHo3ojL8vRYsvgmPrD9SjWa9uw9vDrD6Lno1b2Rn4pMXofP3Y8Y/n8UWrF7HzcgyuZiSL/63HtjJ+B+ae+gPLVOa1o+3bEma1JuEfTD+xAu80HYlXd0/Gjr4/QXrX9K/WVVzKjBOrsPvqEXzWagz6bXoDMzr+B7VLVUWv9RPwSqPBHuW+dVRbteOTs27i4Y2vYfp972DU35/is5ZjsOfqEVxMu4ZmZetgfcIuzO1sHtq5Mszq1I0EPL3jY8zu9B6e2v4RpnV4Gw1CqjlDFpM26V3Ru0o7DK1u6sQ8nnoOz/79GVb3+Aav7Z6MDhWb4FRqAkKKB+KNxsOdfl32nsBcAmTpHSzpS+uztuUampxGOV4+afkCOlVoatel0POJ1titypoCo1UJf2PmiVVY0f1L0D6ftxqLDuUb23UO+UHU1jdtxqN1WccdrV/FzANd54NVOuDNxk86fG3cACvACphXgGGOxtHBMMcg1H/2/oigYgEMczSOG627Pbb5HQyRwZxawVXwtQMwZ8rR33As9ZyAOb+d24zFXT/Weiku2++Rja9jVF3fgjl9N0zAiw0ez4M5RQMw//Q6TTDnUvp1POYkmPPjseU4lHxaB5jzB/66EFVgMGfw1v+iP8Mcm+awt8OcTw/Oxu27lmDOWOy8fMgrYc7qhL8x48RKE5gjvWuUMOfTVmPwqAzm9F4/ARMY5uB61k08ooA5BL8S3RDmnLwRj2d2fOJymDNs6wfoU9UyzCGYeJ+HwxzpHWwJ5ijHi6/CnC9j5oGePwxzbHod886sgF0KMMyxIpu8NLm0a/euHTFqxBC7BPf0gwjmlCpeUsCc2BsXMbEtO3P06FNaYA+t8QD+urgX9YMjUSukCr6JWYCv2ozDmJ1f4s+ek1DShtwlBHOO34hD54rNsDTWfWHOs3X7YXX8drQq2wCjfMCZQzBnnIA5m9CtcgsEEcw58yd+65Y/HOmFnV+IfDnP1TWECkkLSfoKHBlomsdi7um12HJxP2Z1ss+ZQzDncMoZTGn3ujhX3O1E0AJ9cddPUCmgrOYhPvvkH9h8MQrDa/cR45ccZa7cCOYMiOginDk0h16s95grT++R5/IFmJN2NxMft3g+X/8YnDkSzEkR/1uPbVX8Dsw+tQbL7/9Cj+ZM2rDFmWOAOavwn6Yj8cruScKZI71rHo0w5FGbeXI1/r1yWDhzCOaQu69WqSros/4VvNzocZ935hh/nHf8D0bt+ASf5jpzLqUloVnZ2liX8C/mdf7AbD+70pkjwRx6Rzy57UNM6/AWGoRE6j4GlQ3Su6Jv1fYYUv0Bkz9RzhRyM63q8TVe2/0dOoY1xamUeLGGdGe3hjlnjvwdTPp+2Xoc2imcOcrxQo7AThWb2dUH9HyiNXbLMqbOHAnSruj+lXDm0HOrvU7OnK9bvySc0o5uEszpG94ebzUZ4WhzfDwrwApYUIBhDg8PmxRgmGOTXJp3ZpjDMEc5WBjmaJ4+xh0Z5tiuGcMchjnmYM74ho+jZ2XPKXJg++i3fgQlFaaQ4OkMc8yKxTAnTxpPhzlqoWPWZ0n+PSSY0ye8Pd5mmGOPhHwMK6BZAYY5mqXiHUmBd/b+iGB25ug+GCgXyhM1ehqdOTVDwvFtzEK7nTk/HFuKE6nxuc6cv4TDwt02ykPwXN1HfcqZQ1+7X2pIOXMMzhxKgPyrRmdOYnqSyHfhDGfO1GPLcCTlrMc7cx7f8i4GVuvKzhwbJru3w5xPDs5C+t0ss84cyjdBOXOuZaR6nTNHyq0hd+ZI7xqlM+fTli+g/19vGp055CJ8qcFghjm5MIdyCVEIEzlzdl85LHKYuZsz58SNeOEecrUz54mt7+PBqh0sOnMozKpTWDOPdubI38HmnDlK+Odpzhy9YM4XMXNBObsY5tjwMuZdWQE7FWCYY6dwvnoYwRxKXudf1A9nb1zApLbms+27m0bunADZsMDuhc2Je1G3VIQIEaEEsvRiHbPzC6zrOVH88Ne6Ecw5mRKPzmHNRblZd4U5z9frj9Vx200S/crv0dsSIBPMoa/di89uRJew5iIB8oIz67G026f5ulbpzJEWkmTprxYYZrL/vDPr8NeFvZjdKa/qitaxQvspYU787UugBfqirp+gss1hVnvxZO3eIoH3+v9j77zjori+Nv6oKIgIKhgrVoqKUuwt9oIliYm9x94bVqyxYq+JJvlpTLEmmmhsgAJSVOwKYomigKJix95933OXWWaXXdgyC1vu/SufeOcyc+6dubPfeZ5zfFdpcxp695XBnGaISjkHF3tnjKrCbVZZBdUSYM7rj+8wt/rgDKEQkocSzHn4OpUlEpWiEUTZeOVf/NNisRTDKYyhjc1KOI9pPv0wLlpmsxL2GkoUTm3j1b04khLDEvsSzNnYaAZcCpYGJWsf6dEFvqXqSn4NpjSg8ONcgDmUA+XEvTjcYzDHHfuSjmJTE+OwWQkwh86H1DLr6k9G1cIVDB5uBnPKNkD38ko2qzS4tJvZrFahcQkfXEm9yYpoGLP1Rp3NSrwHU9JnSphe/zPFSlXi9TLsyGLM8hmgl82K3rFrOFZSmEOCJP+7vAu7Wwo2q4znocuk0/NQlXVMl7HSYU49+Ht9q8sQ/BgeAR4BDSPAYY6GgeLdZBHgMMcwK4HDnPSqTRzmyCLAYY729xqHOdrHjMMcmTKHw5yMMIcq77WxeJiTKq/yRcocDnMyPmM4zEmPianDHFWASvtdBRBgTptS9TDVm8McXWLIj+ER0DQCHOZoGinej0XA/9RaFMlXENZcmSPpiugUMgW9XNqw0uSCMmdF7Db2lUQXZc6ai3/hWupN9iVsu5Eqc744OB7DKnfEvxakzBEqxGyLF5Q5ttgaH8xKgCs3ZZhDpXC7hk1jX4HLFpBYmZNWyv77ehPYaeiqzNl4ZS8O3zmD3m6+OaTMmYbO5Zsj8i5X5mj6gDJ3mDPv3C94+/E95qhR5pAi5VhKDKtaRP8tRTMaZU5aImb6MSVX5qTtNR2UlDlks+oYMoWp+yoyZc54jPDozGHOGxnMocTQVPZbgDlUyt7b0c24lDlpCYc3N5nNlJXZqcz5okxDdKvQUuH2EZRCpMwZH70KTUtWx+XUJJNV5oj3YFI+qVbmpK+XoUcW6a3MWVXXD9Ud3RXiqqzMkUpNI0umLI3KZ+H537Dv1lFwmCPFjsLH4BHIPAIc5vAVolUEBJhjY2WDa09vgjYaU2lGbbNKe8EOvX0KboXKwM2hDAjmkM2KftTvb70cBa0KaBxqU4M51R0ryas2iS/S3GxWAsyhnDmNSnjDPm8BtTCHqph5FXHFkEpfs5BkDXNOspK0urS1GWBOCnoenslK2pe0LarxkALMIZvVophNCM52m5UM5lA1qwr2pTC6SheNz91SO3KYIz3MEapI7cppm1UazKGcOWOjV8hsVqpgzt3zoNLkYpgjg+2d0LZ0PUu9Ndh1P3iTKq/yxWBOjaE4cf8iK2Xv7eSGvYlHQPBEXcvOalZC9ajNTeaw5/fa+pNRLZtsVqpgjlBdi6ouUTUrgjmUy8/OKr9RJ8VVZ7PKCHMyVpF6KIJ/w44swgyf/mhcvLpO9xDBFVUwhyDJT5f+ZlXCpLRGSVkZS4A5ZNOk5w9vPAI8AoaLAIc5houtWY485eQPcLS2B4c50k4vvUT3dmkDAea42pfBygu6w5zVF/9EfOotpszZdv2gSuWHtFeg/Wj05Xd4FZkyx1Jgjm/QOPhV68YSIBPModLk6uZHGeYkv3yAbpkqc3SHOVTK/lJqAtKVObrBnF+u7EH4nbMsZw6HOdrfEzlxhLnDnLlnf8G7T+qVOZTQlpQ5jyVU5hgLzNmdFInfru5lP6YEmCPsNQrKnLvnMb/WcAZ6BGWOoJykBKaW3ASYQ7mE+kXMZTDn+P04PHj9xOhgzuXUBAyKCkB2w5weYTPxZdnPMyhzxDCHEiA3K1nDpGGOeA+WKXMywhwx/NMH5rz5+A4tDozMdphDecMaSFDmPOD8b9h/6yhLoD7du78lP0L4tfMIGDwCHOYYPMTm9QcYzLFxgE0ea67MkXBq2Qu2a1uEJp9kyhyCOasubMfi2iN1UuYwmPP0Fkuyq87GI+Hp6zSUDOZ0wr+J4RYNc9TZ4NTBHPoKXKZAcYWYyxIg6wdzLj9NxJq649m4SS/0gDl3z6KPa87BnC7lWzCbFVfmaHZbWgLMef/pA2ZXH5QhIPQlWoA5T94+B1mNpGjGBHN+v7qP5axQgDmubdGhTCN2qSwBsgLMmYmKBUuBqg0OrfwNq0ZjyU09zEmFt5OrUSlzBJizpckc9MhGZQ7BnK/KNkLXCi0UlooyzGleqiYuP0k0WWWOAHMEG1tmMIfg39CohTorc+Qwp54fqhdRtFkpK3OkqkAlJITnMMeSn3j82k0xAhzmmOKs5eA5CzAnv5U1rj65iVX1uM1KiukQYE5Y8im4ODgzmxXBnCV1RmHokYXY12o5s+Ro2kwJ5uxJioBPEXeLsFkJypw/4w+hIdmsrGzV5jQacWwJqhVywdDKMpuV+EVSGeZsig/EwVsn8Ftj3WxWpMwRw5ybL1LYj4FtTeaiVIHPNF12YMqcu2fR17UtAmJ+x0Hf1RofK0VHyilEMIdsVuXtS3KblQZB5TBHpsyREuZQTov1V3aB7CVSN22qWZEyh2AOKXPGRC9nNithrxFgzq/X9iHyzjlms5Ipc2Qw56uDEzG48tdoZ+Ew5/7rJ/IqX4rKnFT4OLphT1KU0disBJiztclcdD88A2vrT0K1whWlXoIZxlMHc64+vcnyDJHdcPzx1SCYc+VJEgpYWRt1hSN1NitlmKNKxSKGf6TMmeb1LZqUqKH1HGQGc0jxsu7STuxpuYzZrKSEOZQ3rGExL63PV/kAQZnTqmQdBrR44xHgETBcBDjMMVxszXLkySd/gJONAzjMkXZ6qSRsH9d2EGCOq4MzVl/4UxKYsyU+WGXpa2mvQPvRqPTt8CqdYVEwJ3As/Dy7Q4A5ZLNSVzpeGebcfnkfVK1JlTJHX5hDpewpl4GgzNEV5my4sgcROQhzuoRORdcKLTnM0eJ2NH+YswHvP31Uq8yhhLYEc1LfvpBMmWMsMGdXUgT+uLpfAeYIe00GmFNzGCtbLoY5gyp1QHvnBlqsJvPrKsAcsp99K9is7l3AgzdPjQ7mkFV2cFQAshvmEDjqUKZxBmWOIsxZhealapk0zBHvwZRgWhXMEcM/fWDO6w9v0TJwFPtgqqzMMSTMIaXi55LAnF+x/9YxtCpZGzN8Bpjfg4FfEY+AEUWAwxwjmgxTOBWCOUVtCsHGKh9X5kg4YfSC3de1PbNZkTKHYM6aOLJZjdZZmXP9aTIal6iOLfFBRgtzqPQt2awsRpkTOBbjPXtge/xBpszRDebMQZkCxRRWnxQw578nSVhdT2az0gfmkMWJbFY5ocwhmEMVVSK5Mkfjp5NFwBx8wmyfgRliQl+1BZjz9O0L9t9SNGOCOZuu7sdUkTJH2Gu+KvM5u1S5MicN5pC6r4JdKXQ4NBED3TnMuff6sTwxtBjmUAlqqmZlTMocAeaQorJbNipzCOZ8XbYxU0WKm/nCHFmC6cxgDsE/qmalqzJHgDm0J/sUcVOIqzLMWVp7NOoU9dD70SXYTjnM0TuUfAAegWyNAIc52Rpu0/9jAszJn8caVDlB+PFnCldmzNWs5DDn9klUtC/NbFYymDMGQ48EYG+r5XDQ0mZlSjDHu4ibvGqTeC2ZWzUrXwHmXD+EBsU8mXUuM2VO1UIVMazyNywk6V8FM8KczdeDEHQzGr83nqXTrUjKHDHMufXiHpPp0xfe0lrYrEiZw2COWxuQzPqg7xqdzkfXgwSYE5VyHmXtSmCMR1ddh7KY4zjMkSlzpIQ5lNPi50v/YHfLnLVZkTKHwRyffhhzbDkOtfke3cOmsw8HAsz57do+lrSc7BWkzEmHOZMwwP1LfOHc0GLuBVUXmg5zZjLVy0yf/jhxLw4Ec3wc3bE7MQJbms5RG6PsrGYlwByqQkgqzh/qTYRnEReDz586mHPt2S2WNPqfFosx4bhMmfNf6k3kz52P5XEy1qa+mpWgjpXBHFWWJLGSi2DOVK9v0VQHm1XmMOcY1l7cgb2tZDYrKWEOAe1Gxbz1npqA8zJlTsuStTGTK3P0jicfgEcgswhwmMPXh1YRmHzyexS1KQwOc7QKW5advz40Cd+6fYHQNJjj6lAG3+sBc1bFbceNZ7eZMmdzfCB2NAvI8hyyu0O74HEY6dGVKXMsBea0DhyDCZ49sT0N5hTMa4u/boRge9P5GcJPNisxzEl+cY99baVKJcrKHH1hDpWyv5qarszRFeasv/wvCKTkFMzpHDoV3clmxWGOxrezucOcOWc34ENmypwaQ3E0JQbP3r2UTJljNDAnMRybrh1QgDndQqexvUYZ5pC9orMSzOnv/iW+5DAnTZmTDnOO34vDIyOEORef3MCQIwuR3TCH9qVvVChzxDBnfPQqtCht2jBHvAergzliJZdJwpwaQ9GouI/G+4e6jgvO/YoDycfQokRtzKrObVZ6B5QPwCOQSQQ4zOHLQ6sIcJijVbg07kwwp5/bFwgRwZwf4v7EImaz0l6ZQzAn4dkdVpqcLDjGCnNGeXTFbguDORM9e2KbAswJZS/fyk0dzKFKJc5KNispYM611PSE5vrAnCMp59E7h5Q5BHN6VGzF1EFcmaPZ48cSYM5HfMJ36mxWaTDn6ftXWFBjqGZBy6KXUcGc+ECmghCUOQRzaK/5Ms1mJShzBJhD6r7ydiXB9iQOc5Dy+rE8MbSgzCGYQ6Xs6SOEMSlzBJizrel8dAublm3KHII5Hcs2QefyzRXuDGWY07J0bZabzVSVOQLMEaqFqVLmiJVcVLxCX2XOmroT4O3oqhBXUryIlTnL6oxBbacqej+7mO2Uwxy948gH4BHI7ghwmJPdETfxvyeGOeLqN6ZwWcZss8oa5iyDQ147jcNsajDHq7CbvGqT+CLNzWZFyhxtYI5HoQoYXrkjC4n4RVIVzAm8eQx/NP5O4zUi7kjKHFUwRxU4yuwPkDLHWGBOGbviGOvRTad4WNJBHObIlDlSw5yfLv2Nf1sulXwpaVPNahcpc0Qwh2yPZLNShjmHb59FQC2ZMkeAOWT9/da1vRz6SH4hJjKgAHPIfjYoMgAzvPvhxP2LcpizKymc2VHVtey0WRkrzPm7+SJMOL4aAsyxyZ2XJeU21qa2mlWaOlaAOaqSBSvDHH+vvmhWoqbWlyrYrNTDnL+Y/Z4AjDHDnOYla6kE6VoHhB/AI8AjoDYCHObwxaFVBCadWINito7In9sal54myKvfaDVIDnU2ZpjT4dAkkKSdEiBXsC8FF3tn9uVlce2RTDZN3mhtYM7KuG1Ien4XjUpUZzkTdjRfmENRV/9n2wb5YUxVmTLHs7CrRcCcVoFjMNmzF1Pm1C9WDXZWttiZGMZKgCu3kceWokqh8nKYk5laZsv1IBzQA+YIpexX1fXLEhxlCXPuxbAEyAvO/5rtOXMo50fPir6IunsOznbFOMzR4K43d5gz+8wGFgVVUv/mB0Zils8AHEmJwfP3r9hXaSkaJSj90Qhgzj+J4SwBPilzRh9bxu7HbmHT2V7hUp1oAAAgAElEQVQj2Kd+v7YfYbfPYEGtYaCcUwSEy9mVYOW4xbl1pIiLKY6R8uqRPJfQ4MgATPfuh+P341j1M1JMUIyNBebEPUlgSt4/my1gc5ldOXMoP0+ncs3QuXwzhSmOf3aLVQAjmDP++Cq0dq6LK08SYW2iMEe8B1OeIFUwRwz/hkQtgr9XH51gzqsPb9AqcDS+rzcBXkUUlTkHkqNBym1DwJx5NYagcfHqet+q889tRGByNJqVrKUy+bzef4APwCPAIyCPAIc5fDFoFQEOc7QKl8adOczhMIfDHI1vF7UdOczRPoYc5nCYowrmdAyZgj6u7eS5dbRfWeZxhABzSLE0KHIBhzkqppXDnPSgmDLMIbhNCb45zDGPZxe/CsuJAIc5ljPXklzpxBNrUDxNmXMx9Qb7amAqzbiVORPR3/0rpswpX7AkK02+9uJOuTJnT8tlKJRPc5vVirhtuJmmzPnj6n7sNEJlTpugcRhbtRtT5lQr7CKv2iReT+Zms2oZOBpTPHszZU69z6qCEiDvTDysXpnjUB7Dq8hsVkK5cFUVpkiZsz/pGDY10c1mpU6ZoyrZcmb3+8+Xd+PYvVimzKEvc1Q9Jztbp5Ap6OnShilzStsVwzhus8oy/OYOc747ux65PuVSq8yhHy9ks3r+/rWkypx1l3aCnttSN21sVv8kHsaW+GAlZc40tteIlTmht09jQc1h6Bo2Ta7MoXupl2tbdCjTSOpLMKnxlGEO2YOO37uAp+9eMmXO34nhKp/fwkVmp80q7skNUJ4WQZmjStVhiODTuulUrrlaZQ69f5Ayx9e5HlPm5Mtthene/Q1xKpKMqc5mJd6DSZmjqvKTWMnFlDmefdCspPY2q1fvX6NV0Bi1yhwqkLGv1QpJbVYtDoxksLKJDtW3lAM/79wvCEo+zlRJs6sPkmRe+CA8AjwCqiPAYQ5fGVpFgGBOCVtH2OSxBvmzOczRKnxqO3c4NBEDGMw5hXIFSzCYQz8GFtcexcqh6gJzbj1PYTar36/uM1qYM64awZwIhapN5g5z6OVu2/WDqJsGc/5OPKxSpj8qehkq25fLAHPIklVKqVz41uvB2Jd0VC+YQ6XsV9Ydx8KfWRn0rGBOdMoF9HHzxbwcgjm9XNog8u55lLb7jMMcDR5PlgBzciOXyvK49ONlRhrMefH+DchiIEWjBKXrLu0wCpizlWCOVz+Mil6aZrOaxvYaoeT4H/EHEJJ8Sg5zCAiXLVCCJf2le6lD2cZShMRkx7j76pE8lxDtxZTQlmAOVT/zdnRTC+NzEuZQwQNSKWYnzKHkx2S1Erf4Z8n4NmIOe/8gmNOGwZwk5M2dx6RhDu3BlPQ5M5hDSi6COfTxRh+Yo8oqR/alNSKYs7zOWNRyqqz3PUbPQ4KVupRSVwdzaKw51QfrfW58AB4BHgH1EeAwh68OrSLAYY5W4dK4M4c5FS1GmcNhjsa3hdYdhR+gHOZoHjoOc2TKHA5zZMocOcwJ9Uevir4c5qTBHMolNChqAYc5Kh4ttG44zJEFRqzkMjWY0zJwlM7VtzjM0XzP5T15BKSOAIc5UkfUzMebcGI1Sto6MWVO3JPrLMGeqTRjtll9dXAiBlaSKXPKFiwOV4cy+FGkzKGqKIXzFdQ41MsvbGXVj0iZ89vVvSwBobE136Bx8EtT5oirNonP0/xsVqPg79mXKXPqFPVAwXy2ahNokjKnkn1ZjKjSiYUk6UUKeh6eyST9qpQ5e5OOYHOT2TpNM1U/u/HstgplzmyUKVBc4zF/urQLVLaXlDlzz21ESDbbrCjPR+80ZU6pAkXhV7W7xuduqR3NHebMOrseeTJR5pCt4GhKLF5+kFaZI5QOlnpdaWOz+jshjD1rBGVOsO9qdAudzvYaRWXOScyvOZyVsxZgTufQqehRsTW+tnBlzp1XD+WJoQnmUHUiesY9T1Pm7EgIw/am89ROc3barC48vo5hRxdBUOaoqoQk9Xqk8bKCOVSAYXz0KrQtI1PmWOXKwxRxxtrU2azEezBT5qgo4y1WchHMoYIHVNFJ2/byw2tQ9Ut1ypzVF/7E/tayalZSKXMI5uhafUv5+uae/QXBt48zy9ZcrszRdvp5fx4BrSLAYY5W4eKdZTCnKPLnscaFJ/Ec5ki0JAjmDKrUAaG3T4JKKhPModK2VM1qUFQAK3GrPcy5j8YlfPArhzkSzZL+wwgvS9uvH0RtJxnM2ZUQgS1N52QYnKrPuDtkhDn0w4HuQXHbeiMYexP1gzkJz+5gRd2xbNjklw/YDzuCQ9rCnBMEc9zbYM7ZX3IG5ri2ZTlzKEYc5mS9Zi0B5lghF2b4DMgQDLofp3l9y2DOq49vJfvRIas2Q6WDczZnDsGc7TcOsa/tVB1PgDm017R3bsDiIbNZpcMc4Z6XwZxW+Lpsk6wXkRn3EGAOQa6Bkekw59n7V/Ap4oYdCaFGB3PI1kRgOzthTpfyLdCxXFOFlXD9eTL6hs9h1TQJ5rQrUx+XU5NghdwmDXNoD6akz5nBHFJyDYlaiEkGgDmUi2bVhe1ymEP7dk1H/W1W7P3Es69OtjB1MIeSKUtlXzXjxwy/NB4BvSLAYY5e4bO8gznMMcycc5hTQV6CWxxhs1TmePUFhzmGuY+YMofDHK2Cy2EOhzmqYA6Vtu7OYQ44zMn6cULKHA5zZHESlDmmCXNG65ywmcOcrO8T3oNHwFAR4DDHUJE103HHH1/NEova5M7HlTkSzvGXBydgSOVvEJJ8As6kzLF3xv8u78Ki2iOYMmd3y6UoopXNagtuv3zAbFYbr/yLf1oslvBspRnKN3Asxnv2wK7EcHg4VJAn+jV3mENfybf9f8LiWqTMyWuLf5MiVdqjSJnjVqgMRlbuzEKS9OIueh6ehW1N56OUrZPCJOirzFkZtw1Jz+8yuTY1QZkjWC40nfEfL+3CqfsX0dvNF9NP/4TIdj9peqgk/b4JmYy+ru0Refcss4P6Ve0hybjmPIjZw5wz/1Nr6xByRFDOnDcf30mWqFOmzPkTe1stl3zpaGOz2pkQhj/FypzWq5iigPaadqXrs3MjZc6hWycRUIty5kyHUMGOfqB3Ld8C3yipLSS/ICMfkPZRIZcQU+Z49sXx+xdY9TNvpswJwfam89VeRXbarGIfX8fwo4uYrZqehavrjWfqIUM3An/dKrTMsFbkypxmAfA7vgrtyzbAZbJZqVHKGfo8NR1fvc0qfQ8m5aoqZY4Y/g2OXIiJnj3RomRtTf+0vN+LD69A70hr609CtcIVFY4nZc7KC9twoLWsmhUVLqjhWEnrv6F8QKvAMTrbwpTHmnt2A4Jvn0Cj4j6SVQnU+wL5ADwCZhoBDnPMdGINdVkCzMmf2xqxT65xm5VEgRZgDpUmp5LKAswhm9XAqAVmDXOomlUVUQlucUjNUZlDMIeUOTWdqmQKc8YcWw7XQs4awRzKi7EnKUrnnDnKMEf8A4Yq22jaBJjTx60Npp3+McdgDtmsqOoehzlZzxyHOaTMkRbmULWZ740I5kzz6ocRx5YgWAXM2RQfiIO3TqiEOarUFlmvKPPqITwLyX42gMGcPnKY4+Pohr9uGB/MoY83Xx+alOMw58bz2+gTPpvl8BFgDuXMoRxWqmyPxrJypII5QyIXYYJnD8lhDuWiWRFrGJgzSUf4pA7mfF7cBwtqDDWWqeXnwSNglhHgMMcsp9VwF0XlJQk2cJgjbYy/ODgeQyt3hABzXOxLY/3l3Sxnji4wZ9mFLbiTpsz55cq/2GWEyhxK7jfBsycrTW4pMEco/SnAHLu8+dVCGGWYk/jiDnod/k6lMkdfmLMibhtuipQ5usKcdZf+wen7l5BTMId+wHzr9gXLmcNhjmbPKHOHOTPP/Iy8uaxU5ugQclgRzHn78b1kyhxjgTmUz4VggxjmdAmbxvYaQZkjwJwFNYeycstiZQ6HOYr5wwSYE33vAl58eA3jgznxGH50MVPiZifMofxK3VUoc8wN5oj3YHXKHPHeqRfMef8KvkGqlTkCzNnVcjHonUIqZQ69k+mqJFLebeac3YCDt0+AwxzN9mHei0dAnwhwmKNP9CzwWII5znbFYJPbGjGPrzIJqKk0Y65mRTBnWOWOLBElVSpydXDGhiu7saiWDObsarEEjtb2GoeaYM7dlw/RqIQPNhgxzKEXh12JEajsUE5etcmclTn04kXVcwi+1HCqzJQ56hQ1BHNcHJwxqorMZiW8SJKknyxE4kbj/ZsYqTKRsiaLhmDOrecpWFZnDOsuvJCS77+cnebKHII5Z+5fZjarnFDm0A+Yfm5fIPLuORS3dcR4brPKcvotAebky22F6d4Zq+e0DBwNf68+TJnz7uMHzK4+KMt4adKBYM6auO3Y12qFJt216qONzUoGc0JZkmdS5gT5rkLX0Glsr2mbZrMimBN86zgCag5jMGdLkzlwLlCMWa46l2+GTuWaaXV+5tY5PRn8HAyInI8pnr1ZNSuqfubt6GpkyhwZzKGPNx0OTcKqen6oXsTd4FOiLlm2AHP+ahYAenf8okxDXE5NRG411eUMfqIa/gF1yhzxHkzWO0rsSwl+xU2s5CKbFVnJW+pis5LDnMmoVriCwt8gmLM8dht2p8GcVXX9UN1R/3kWrO+6nK86mNOomDfm1xymYeR5Nx4BHgFdIsBhji5Rs+BjBJhD1azOP+IwR6qlkA5zToFKKsthTu1RGBg536xhzu6kSIUS3BzmyCIwJno5XOw1gznbrx9iCidVVbE0WaPKMEdcjtcUYQ4pc4pxmKPJ1IPDHOlhDuW0WB23zSRgzubrQQi6Ga0S5hDIIaBjyU0McyhnDpWaFmAOKXMoJ5Hx5MwRYM4SdDg0McdhTsLzO+gd/h3EMIdsVrlyATNVVJczlnWmCcyh65rp0z9zmBO1COOrdTcpmOPn2R2tStbReyrkypxi3ljAYY7e8eQD8AhkFgEOc/j60CoCfsdXstLZHOZoFbYsO7cPHs8SAIcky2AOKTJ+IWWOjjBnaexmpLx6lKbM2c1gkLE1SrZH/mxLgjnND4zEDJEyxy5ffrUlxZVhjvBirEqZoy/MWX5hK5Jf3JMrc3SFOWsv/o2zD67kmDKHvkb3T7NZcZij2R1v7jBnxpmfYZ2ZMsezD46kxOD9J+mUOcYCc0iVQ+ocsTKnS8g0ttcIyhwB5tAPru4iZQ6pdDqWbWrxMOf2y/vyxNACzCGb1asPb5nNyphgTsyja0yBRft9dsKcTqH+6FmxdYYy9mKY4xe9El+W/RymDHPEe7A6mJMO/2ZjsB4w5/n7l2gTNA5r66tX5uxqsQhkFZVMmRM0Dn7VukkCc2af2YBDd07gcw5zNNuIeS8eAT0iwGGOHsGzxEMJ5pS1KwGbPPlw7tF/WFd/ssmEwZhtVjKY0ynNZuUEF4cyoFw3iyhnDlPmLIajtYPGsSaYc4/BnOpYf2WX0cIc+sq5KykC7g7pVZvMWZlDMIe+5m2ND0Z1x0ooaG2LfYlHQVWjlBvBnIr2pTG6Shf2T8KL5J/NFqBEfkeF7gRzdiWFY2uTuRqvEXFHGcy5j2V1RrP/LcCc3xvPQnm7khqPaRQwx/1LRN05i8/yF8GEaj01PndL7WgJMMcmd15M8+6XYYoJKJNthsEcfMRsn4GSLAOCOasubMf+1jlbzYpgzs7EMEz17Mt+5Af6rkTXkOlsr2lbuh67VoI5gTePIaDmcAZz6BlSusBn7L+/KdsEncs3lyQmpjqIAHPIfkY5c+gDBClzXn98B+8iriyZPT2T1bXsrGYlwByqfvnVwQmS/cjPau5kMMcXX5dtrNBVvGeNj16Fr8o2wuUniazPrOoDsho2x/5dnTJHfD29Ds9iH2aalKihcJ5iJdfgqIU6wxEB5tA7dlVVNquYraCcOQzmSGSnI3g0TmKY07CYF3u28MYjwCNguAhwmGO42JrlyALMIWXO2UdXOMyRaJYFmBN6+yTLhyLAHEqATD59c4Y5ZA8Sl+AWh9TcqlkJMIdy3PgUcc8U5oyNXoEK9qU0gjn0dfifROlgzt1Xj9A51B86wxz3Nph2al22V7Niyhz3L3Hk7jkUtSnMYY4GzycOc6SHOZTTYmWs8cAcUuZQLhVVMGfL9SAc4DBH7Z1CikUhlxApcyjPmwBzfIq4svxnxgZz/m25FFQhUyrFRlaPEXUwR8gxQ/ERYM6V1ER8+mT6MKf34Vks/11mMGdI1EKd4UhmMIcSCy+L2cJhTlYLk/87j4CFRIDDHAuZaKkuc1z0SpQrWILZrDjMkSqqQPtgPwyv0hlymGPvjF/+28OqWekLc/53eRd2tzQ+mxUlH6Wv4pYEcz7fN4QlTZTDnHy22JekWpmjDHOEZJKqlDn6w5wtSH7xQK7MMV2YMxH93b/iMEeLR5O5w5zpp39C/jz51CpzSB1ICZDf45NkyhzjgTkh2Jl4mNms0mEO2aw6y5U5Aswhm1WPwzPlypweYTPRoVwjUEUrS24CzCHFEu3FBHPIZvXm43twmCNbGZ1CpqCnS5sMyhwxzKEPgR3KNIYpwxzxHqwO5ohtefrAnGfvX6BtkB/7YKqszDEUzKG/N6ZqV7QupX/OnO/OrkfI7ZNo8JknFtYaYcmPEH7tPAIGjwCHOQYPsXn9AYI55e1LwiZ3Pg5zJJxagjkjPLogJPkEStg6wdXeGRv/28NsVvQCSaVGnbS0Wd1//ZjZrH6+9I/Rwhx/zz7YlRgOV4cy8qpN5qzMIZgzv8ZQbL0eLFPm5LPF/ptHQVWjlJs6mEPJJIvnL6LQnWDO34nh2KazzWoLq2C1tLbMZiXAnN8az0QFu1Iar3SyWZ17+B96UTWrHFHmTMQA969YaXKuzNFs2iwB5tjmscZU728zBIRK8U5Kgzkf8AnfSWSzEkoHH2ids9WsqCz534mHMVWAOa1XsmpWtNe0KVWXxYNgzv6kYwioJYM59Ayhioo9D8/Cl2U+R9cKHOaQMkeAOROYMucCK2VPNqut1w/iLyOzWe1puQxUVEGqktVZPUkI5vRyaYMOSjYrcfWn8SdWMdhDNquPEt5rWZ2bLv+uzmYlrs7V6/BMBoibKtmsxLY8slnpalsSYM6PDabAo1B5hcsgmLM0ZjN7ryOb1ep64+FTxE2XS1U4pl3wOIzy6ArftGeDPgMKMKf+Z55YxGGOPqHkx/IIZBkBDnOyDBHvII4AhzmGWQ8CzAlNPslKKgswZ3HtUegfOc+sYQ4pc8QluDnMkUVAuNeEnDniF0llmEM/2ugLvFQwh5Jnk3ReV5jT260Npp5amwM2KwHmnEdRm0LcZqXB44rDHJkyx7xhTj8MP7oIgSpgDoFlUgdymKP6Zrn14p48lxDZrKjUtABzKAHylvhgo4M5e1stA1m3cxrmJL24y6AgJe0XYM6VJ4mS3msaPOK07qIJzOkdPotB0sxgzpCoRRhbratOCYUzgzmHbp/AEg5ztJ5XfgCPgLlGgMMcc51ZA12XoBbgyhxpAyx8EQlJgzlUkvq3q3uxqNZInWDOkthNePA6FY1L+ODHS3+DPPTG1uiLkr9XX+xOsFyYQ9WsAm9Gs9w0yk0Z5lx/noy+4XOwo1kAiikpc/SFOcsubMHdlw+xpPYodhq6wpwfLu7E+YdXkVMw56uDEzGoUgdEMmUOhzma3PPmDnOmnf4RdlY28PfKqMzxDRyLCZ49cDQlVtI8HsaizCHF3q6ECPh7k81KBnO6hE5V+PouwJwFtYah5+GZ2N50HkraFmU/wr8o0xDdKrTUZBmZbR8B5hAopwTIBHOiUy6w6mfejq5GBXPOP7qKkceWYm+r5cy6nV0wp2PIFPR2bYsOZRoprAMxzPE7sQodyzbB5ScJJgtzxHtwLzUwR2zLI2WOrjDn6bsXaBfshx8b+MOjUDmFuAowhxIgtwocjTV1J7C1qG8TPioKqj19xpt1dj1LG1D/s2rsPZY3HgEeAcNFgMMcw8XWLEcWw5wzDy+DJKCm0oy5mpUY5tAPdbIdiWHO380XsR+nmjZTgzkVHdKrNomv0dwSIIttVt5F3JjNKjOYQ/mpxnh0ZSHJCubsSAhjP8R0aepgzq+NZqJiQc1tVsYEc5xsHDCxWi9dwmFRx3CYYxiYszx2GwJz2GalDHPI9kU2K7GVgmDO3qQjCKg1XAHm9Dr8HdqVrY/u5VtZ1P2gfLE3X6TI7WcEc/w8u+N4Spwc5myOD2KAXV3LzmpWyjBnRd2xqOlY2eDzlxXM2ZamzBFgjpT5qQxxceqUOcowhz5GNStRU+EUlGGOrjlosoI5i5kyR2qYI6uqKlS60ye2AsypV7QqSGHOG48Aj4DhIsBhjuFia5YjC+WSKQHy6QeXOMyRaJYp8dzoql1ANisqqUy2o9+v7mObYL+IudAa5sT8gQdvnjJlzrpLO0EeemNrcmVOYoRCCW5LgDmUANmriCvs8tkiSI0yR6gcJ8Cc+GfJ+DZCnTInFDsSQnWGOVTKntQ4cmXO68csqaXWMCduJ+gHRR+3NvDPAZsVVXAZXOlrljPHkcMcjW55c4c5U0//iIKZKHNIaXH0biyLlVTlklmC0titOQ5ztl8/xBLMU76gYUcXgWBOl5DpbK8R8mJsvRGMvYkEc0iZQ5YYmTKHwxzZ7SPAHIpLf4I51brhOFPmfIS3oxs2xwcaDcw59/AqRkUvxb5Wy5mqI7tgzjchk9HHtZ0KZU4KA4QEc2g/61SuKcuZ8x4fJUs2rtFDTstO6mCOeA8mZY4qmCO25Q05EoDRHt10Siic+u4FU1epUuZQYuFFMZuwu8UitAoaI6EyR0KYc+Z/CL1zChzmaLn4eHceAR0iwGGODkGz5EMI5pAFyCZPPg5zJFwIQhUBSoAswJw/ru5nCZB1hTkP3zxlCZDXXdphtDCHPOeUALmivQUpc2oOw7b4YDnMCb55nOWmUW5qYU7zhShmU1ih+1839Ic59149kn9BS9ED5sQ8ktmscgrmDKn8DSLvnOUwR8Pnk2XAnPzsh5dy8w0ah/HVujOYkysXMNNngIZRy7ybMcGcf5Mi2bWLYY5YLaAMc+iHdylbJ/QO/w5tneujewWuzKHE0BlgDj6xBMjGCHP2t17OKiFlJ8zp69oeX5X5XOHGSHqhDHOaMZuVycOc5gtBCZAzgzlkyxssAcz5qcEUVFFKgKwMc76vN4G9T+jbKGn2sMod0bZ0fX2Hwqw0mFO3aFX5RyK9B+UD8AjwCKiMAIc5fGFoFQEOc7QKl8ads4I5O5svxGdKP+AzG3xJzB/gMEfj8GdbR2azSoM5noVdUdDaFpnBnDJ2xTHWoxs7P/lXQbUwJ4QlmtSlkTJHNcyZgYoFS2s85A9xO2E0MMfaHhM9e2t87pbakcMcA8GcmC0I9F0p+bJ68eoNcufKjfw2ebMcm5Q5YphDP/K7hsxQKD+sDub0CZ8NX+e66FGhdZZ/x5w7iIEEVZaUK3MEmHPtAHY0X6g2BNlpsxKUOQLMWV5nLGo5Gd5mRcqczGAOgbBxx1ehU7k0mPPpA2ZXH2S0yyZLZY4Aczz7ollJRZuVOMcSwRxdq0MJyhx1MGdhzB/4t8VipsyRCuaQspU+hrSTEObUKeohr5JptBPOT4xHwMQjwGGOiU9gdp/+mGPLmQWIbFanHlzkNiuJJqBN0DiMrdqNJYyjksou9qXxx7UDWFx7JL6NmAttYc7imD/wKE2Zs/biDlB1C2NrLQ6MZKU9yQZQwb4UhKpN4vM0y5w5NYdh+/WDqFbIBZQA+eCtEyqVOeOPr4KzXTERzLnF1gL9cFBW5pDFipIgSwVz7r1+DMqD8Gsj7WDO93E7EPvoGvq4t8WUkz9kezUr+rI4tHJHZrMqkq8ghzka3PTmDnOmnVoHu7y2apU59OOcEiDnRi7JlDmUoHSpEcAcsnPuSYpiNquhRxaCfuSTzYr2mtal6rDVIfRZUGsos1YJyhwOc2Q3jxjmDIycz0pNUwJkqn7mU8QVm4wI5px99B9GH1vG7HT0TpFdMOfrQ5PwrdsXGZQ5YovaOGazao4rqQl499FUYU76Htzr8Cz4e/bJAHPEOZaGHFmIkR7plkYNHsfyLqnvnrOKZKpgTujtUwiI+Z3lzGkdaJwwZ+aZnxF25zQ4zNFm1nlfHgHdIsBhjm5xs9ijCOa4FnKGTW4Oc6RcBPTiRS+JVM1KgDn0kkg2K11hzuO3z5jN6oe4v4wW5kz37oddFgZzFtQcjm3Xg+Uw51DyCZabRrmpgzmqwJ4UMOf+68fyqhP6wJwLj+OZzSqnYA7JxKmaFYc5mj2hLAHmFMxriykqbFbCc5dgTh7kwgyJbFbGDnNor2lVUjXMISBc0taJVc5r5VwHPS1emSMrr02QSwxzPqYpc4wR5lDVMt+gsdkKc/q5fYEvlWxWyjCnc/nmzGZl6jCH9mBaE5nBHFIjDY4K0Bvm/NzQH5UdFKtZKcOcH+pNhGcRF80e+Jn0EqpBtnduoPdYAsyp7eSBZXVG6z0eH4BHgEdAfQQ4zOGrQ6sIiGHOyQdx+KmBv1bH52RnY65mJYY5TjaF4GrvzL74CTBHlRojs1iSMseUYE75giXlVZvMXZkjwJyqhSqyalaZwZzSdsUwTm6zkn0VzE6Ys7HRDLhoYbMiZY6xwJzC+QpiErdZZfnI5TBHpsyRGuYsidmMIN9VWcZf2w7a2KyUlTmUGLdr6HT24UAMc/5NjERA7WFMmSPAHEq23qJUbfSq6KvtKZpVf3F5bbJZkarp+L0LEGAOKWjpmayuZafNSlDmCDBnWZ0xqO1UxeDzQcqczGAO5Y+h0uQCzHn78T3mVB9s8PPS9Q+ot1ml78EEc6Z49kbzkrUU/owYYBHMGeHRBbqU+haUOephzm/Y3XIJU+ZIBXM6HJqIAe5f4QvnhrqGTn5cOsypAlqHvPEI8AgYLgIc5hgutmY5Mkl43QqVQf7c1jjBYY5kc0yJOEnuHybhrHEAACAASURBVJJ8ClRSmZJMb2YwZ5SsgpEKa01mf3xRzO948vZ5mjLnT+xttVyyc5VqoOYHRmIGs1lFQlyC25JgDtmsSI2lWpmzGqXtPpPDnGvPbrFk2Kpgzs6EMFAZYl1tVrJS9k/kypz7r5+A8iBoC3PWxP2FuMfXWTWryTlgsyJZ+vAqZLM6j0L57DjM0eBmNXeYM/XUOthnocw5khILKwmVOZSgdHHMphyHOUI+nKne/TD0SACrctQldDrbawSYI1S8WlBrGEt6zGGO4k0jhjkDIxewfENks/qU6xOrZkWFCowF5px5dAX0wY1yNfkGjmU/orMD5nQ4NAn9VShzxPljBJhz5Uki3nx8Z5IwR7wHE/ic7NkrA8wRbHkyZc5CjPDorBPMofc3sg2rhDl3TiHg/G/Y1XIxm2djhDkzzvyMw3dOs/XHYY4GGzHvwiOgRwQ4zNEjeJZ4KMEcd4eyrJoVhznSrQCVMCc+kP241hXmpL59gUYlfPB9nPHCnJk+/bErIcKiYE5AzeHYej0YpMyRwZxTLDeNcht/XDXMUVWmXhqYk4pFtUaw0zBtmNOJ5czhMEez55MlwByHfAUw2bNPhoBQ4vmx1bpCBnNyY4ZPf82ClkUvY4I5+xKPwp/lzNEM5vzZbAFK5HdkKsDmpWqid8U2ksTEVAdJfHGHKZYoLgMi5sthDl2Pl5OrUcIcUoSRYiNbYY77l/hSSdGhDHO6lG/BbFamDnNoDyZlTmYwh2x5Q5gyRz+Y87+G/qikbLMyGMyZhP4q5lGXe1eAOZSAm3I38cYjwCNguAhwmGO42JrlyGKYc/x+HPtqYCrNmG1WCjDH2h4uDmVYyVM5zGkWgGL5i2gcalLmmBLMKVswvWqT+CLNMQGyAHM8ClVgNqvMYE6pAkXhV7U7C4nwVVAdzKGkyvSDQ5cmU+ZkhDm/fD6dWf40bcahzJHBHHU/4DW9Fkvpx2GOYWDOophNCM5hmxUpc8QwhxSaZLNSVubsSgoHPZdImSPAnH4R89CsVA0Oc5RgzuiqXXA8JY49Hgjm/H51H+iZrK5lp81KUOYYG8zZ2mQuxp9YBQHmvP74DnNN0GYl3oMJ5kzy7IkWJWsrTL04YTbBnOFVOqFt6XpabyeCMic7YY46u5zWJw9AgDk1HStjRV0Oc3SJIT+GR0DTCHCYo2mkeD8WgVHRy1DZvhxsrPIh+t4FDnMkWhcklR3v2YNZbhwZzHHGlvhgLKo9giWi3KElzFl4/jc8e/eS2axWx23DvlYrJDpT6YZhZbprDMWuxHCIS3CbO8xZWGsEtsYHo0qh8gzmhCafxsZG0zMEdsKJ1Shpmw5zrj69if6R8/BPi8VwsnZQ6P93QhirSqMzzEkrZU/nRu3Bm1TQi53WMOfCX7j45AZLgDz55PfZXs2qfbAfy1EQdecs7NWoMaRbweYxkrnDHP9Ta6Euf1K74HEY7UE5c2KQN3ceTPeWRplDCUqpdHCOw5zrwdh/8yir5EWVdRjMCZnG9pqWaT9CyZ75T2I4FtQcBqpg9VezABTPXwQc5sju74Tnd+SQa2DkPFZqmt59qPqZl6Mbfru613hgzsMrGBO9HMG+q9EqcHQ2KnNU51pJfnEP3Q7PAMEcv+Mr0a1CS1x+kohXH9+aJMwR78E9w2ZiokqYI0uYTXbFIUcCMKyybjCHch5SqfD1DacyNby4UZWoBed/xa4Wi1mi67X1J6Fa4Yp6b0hSwpzpp39C+N0z4DBH72nhA/AIZBkBi4Q552PjELDsBxackiWKYeaUcSjkYK8yWIlJtzBvyWo8e/Zc/u9ZHZNl1E24A4c5hpk8DnMsR5nDYY5h7iEalcMc7WPLYQ6HOapgDoHjJiWqo49LW+0XlRkdIcAcglwDIudymKNibtUlzuUwx7RgDuXJ6+vaPkOJeV1uZwHm1HCshJV1x+kyBD+GR4BHQMMIWBzMITizau16jBk+EGXLlMaBg2E4f+Eixg4fCBtr6wxhU+6vYVzNttvIY0tRxaE8U+Ycu3cBJAE1lWbMNivyt0/w7MmUOUVImWNfGluvH5Qrc4SvpZrGmpLjPU9T5qy6sB37WxtfAmSxMsfZrrg80a/4Gs3RZiWHOQ7lWc6csNtnMlHmOMGvag8Wkv+eJoGqqahT5tB6+UtHmxVVP3v05imUlTkbPp8GN/symi47rL7wJy49ScgxZQ4pLUZ6dGXKHHXlqDW+GAvpaO4wZ8rJH9gzVVVlM1ovpLQgZU6+3FaSKnMCYn7HQd/Vkq8ibapZbbkehAM3j4mUOcvQJWQa22vEypy/mTJnKFOBCnsNPWsalfBGX5d2kl+DKQ2oDHPo+ULKHKp+RsqcX//bw57J6lp22qxOP7yMsdEr5MqcpbVHo05RD4OHm0paD6yUsQqSAHO2NJkDv+Or0D1NmfPywxvMqzHE4Oel6x9QV81KvAeTMkd8Hwl/S8ixlK7M6Yi2petrfSqP3j7DV5koc+af28gSIFMlVKmUOR1DpqC3a1t0KNNI6/NVPmDa6R8Rcfcsqju6Y1VdP73H4wPwCPAIqI+AxcEcgjfJt+9iYF9ZHoqsYE1W/25pi4vBnELlkd/KmpVz5TBHmhVAMIckuyG3TzFLAMEcss1QaXKx9F3Tv0Yw59n7V2hSwgcrY40b5uxOjIC4BLe5wxxKMkzgheyKBHMO3znD7EzKbeKJNShh65gB5pC02lHJZvVP4mFmy9MH5pCsm/JmUHv4JhVUoUQXmHM5NZHBnEkn1mS7zUr4cR5x9xzsrfJjildfTW8Zi+1nCTCHrKsTVZSpJyXXSI8uDOZY586Lad79JFkHoSxBqXHAnMCb0fD37gsqk7y3lQzmiO0hf90Iwc7Ew3KYI1h6OcyRLYUbz2+zPZjiMiByHrNxEsyh6mcEczYaIcw56LsGLQNHITthzqBKHdDeuYHC/XP75X10DZsOAeb0qNiKJUB+8d60YQ7twT3DZinYFZVhDlmeKWfO0Mrf6AdzPp8Gd6UPKofvnMY8BZgzGdUKV9D72cVhjt4h5APwCORIBCwO5qz/bSsLtABznqQ+xZyFK9C3Ryd4Vcv4BUPZZqVssXr3/kOOTFxO/dGxJ1agcqGyyJ/HBsfuxWJdvck5dSpa/91PHz/i2cu3sLez0fpYQx/Q/tA49qM99M5pFM5bEBXtS+HPGyFYUGM4+h+Zi62N56GYjeYJkBdf+APP379Co2LeWHPxT+xuvtTQl6D1+M2ChmOO92DsuRmJUgWKYXTlLhnGeP7yLWzy5YGVVR6txzfGA+iaF1Qfhu0JIahkXwZ2eW2Zr/zn+lMznO6U0z+wqjJjqnRj/3b12U0MORqAHU0CUEQJ5uy+GY5t1w9ha+O5Ol32sgub8fjdM8zzGcqOf/QmFZ0O++On+v5wLah5AuQfLu3Af6lJ6OHSGv6nf0Bo67U6nY+uB3UInYDhlToj6t55FLTKj4lVe+s6lMUcR1+h7QvYIFfuXGZ5zdPOrINjPnv4Ve2Z4fq+Dp2IYZU6IfpeLPLlyYsp1aSBf2Epp7EkZhP2t5Q+V9nrN2+RK1duWOezynK+tt04iODb0ZhUrQ+GH1uEf5otRs/wGWyvaVa8Fjt+Z2IodiVFYI7PYAw4Mg/bGs/DZzZFMPRoABoU90bvCpZdzYqUObQHU1zo+Tu0UiecuB+HPLlywbOIK367tg9/NQlQOxekCH7x8i0KZsN7ByVAnnByFQ60WIk2h8ZiUY2RqOVUJct1om+HTmFT0N/1ywzQ4var++gVMQu/fT4Lk05+j24VWuBKaiJevnuD73wG6ftnDXb885dvYGOdF1Z5civ8DfEe3DdyNsZ69EDzEjUV+lAp+2+j5mBL47kYcWwxBrl1gG8p7RMgkzKnU9hk/FjfH25Ke3B4yhkExPyGHU0X4suQ8VhTZwKooIK+rdvhaehRsTW+dNZfmTPr7M+IvHcOPoXdsKy24RMg5zWTd0R955Afb5kRsEiYU6pkcbRp2ZTNeFYwR3lZEAx68OiR3Jb15OlLi1o5k8+vQSX7cuwr5slHF7HCx3Tkk5/+P8P+hw8fM2zQxjCBXY9OwQjXroi4fwb2eQugfIFS2J0cjhkeAzDy9GKsrz0Dxaw1hzmr/tuKF+9foX5RT/x09R9srT/fGC5T4Ry+iByHqR79EZh8BCXyF8VQl44ZzpEk6rlz5UKuXObxQ5OueabHQOy8GcZe0ArkzY9j92Oxsvr4DNf+3YWfGcAb5tKJ/Vv8i1sYe2YZfq8zh6m3xG3v7Uj8fSsMv9SeqdM8r/5vK56+f4npVQaw4x+/fYo+x2ex86pYoLTGY66/vgvxz2+hk3Nz0Pnv+Vz6H7OZnUz3o9Mw2OVrHH0QCzsrG4xxkykweVMfgfcfPiJPHkrnap5tbtx6FM5nj5GuGWFxz2PT0a/Clzj96CLy5c6Hce4yS6O+LerBeay8shk7Gqi33+j6Nz58/MTmKrcG8G3HzRCE3TuFse494Hd2OTbVnYvBJ+exvaZRUR92Cv/eDsee5ChMq9Ifo84sxi91ZqFovkKsf80iVdCjrK+up2oWxyW+vMP2YIrLmNNL0L/CVzjz6BLy5MqDqoVcsDnxAH6vM1vttWbne8e5J/9hRuw67Gy4BB2jJuK7qoNRo3Blg89D7+gZ6F2uPVoVr6Pwt+68uo/BpxZgXc2pmBm7Dh2dm+Has5vs3WRqFWmSjRvi4ug9ke4v5fcO8R489NQCDHPthCZFayicws1XKRh+aiF7Z5twdgX6lm+PFsUU46LJOZNSts/xmSr34CMPzmPZ5U34vd5s0J63xGsMey/Xtw08OQ8dSjVG+5Kf6zsU5l/ciOiHMahiXwGLvEbpPV5WAxSyt82qC/93HgGzjYBFwhyaTU2VOcozT0qdDb9vg9+owWqTJpvtagEw4tgSVC1UkeXMOZISwzLtm0oz5pw5rQLHYLJnL2azopLKLvbOoCojVJpcXC5W01gHnP8Vz9+/RuMSPlgRuw0HWmfvj2pNzpPlzKk5DLsTIiAuwS0+1hxz5tCcbosPZhUqyGYVceccszMpN7IpFbN1xPi0nDlXniZhYOR87GqxhFU8EzdKYEql7MkKoEsTStlTRRtqD988BSW1XK9C4p3Z+JSf6b8nSejt3gZkE4ts95Mup6PzMW2D/DCmalfm1bezys9yhfCWeQTM3WY1+eQPcLJxwMRqvTIEon3weIzw6MxsVvlz58NU728lWS5CtRmyu0jdtMmZs/l6EIJvHoe/dx8MigrAnpbL0CV0GttrmpeUKXP+uhGKHQmhrJrVtxFzsKP5QhSzKYxhRxfBp4g7BlfqIPUlmNR4158nyypKNl+IARHzWKnp42SzypUHXk5u+OXKv6yqkLqWnTlzTj28hHHRK9lzl/bXJbVHoW7RqgaPN1VdGlL5G7RTyg2T/PIBuoVNw2aWM2clelb0ZTYrUg1TJUtjbepy5oj3YKpY5VetG1qVVAQ14hxLZLMaXPnrDHHR5LqFPViV1ZnUvHPO/oJdLReB9rx19SejqgQ2q+6HZ+Drso1ZCXl929TTPyLy7ll4FCqPHxtM0Xc4fjyPAI9AJhGwOJijbc4c5dhxmMNhjiGeKBzmpJfgFseXwxwOc7S53zjM0SZasr4c5nCYowrmCB9uhlX+RvtFZUZHcJiT9WRymJMeI1OGOQSo2pdtgO7lW2U96Vn0EGBOJYdyJpVbU+8L5wPwCORABCwO5mRVzYpgz8HQCHm58vDIYyhX1plVvqKmnHMnB+YsR/8kveBVK+QCa6u8OHL3PPtybyrNmJU5LQNHw9+zDw7dPgn7vLZwcXAGJaYUlDlUGaGkrZPGoV5w7ldQxQhS5iyL3YpAI1XmLKg5HLsSwlGqQHrVJnOHOYtrj8LWa0FwKyTLmRN155zK+4iUOZ/lL4IJ1WS5PijXwMCoBdjdcimKKNmsmDLn2gH29ViXtpASZr97yZRS1OTKnIZTmYJI00bJtq+l3kQvd98cUeZQZY9x1boh/A4pc2zg7yWN0kLT6zfFfuYPc75HUZvC8vtIPEdfHByPYZU7MWVOAStrydaLsShzNsUH4lDyCUzxkilz/m25lClzaK9pVlKW60OmzAlJU+bMxc7mC/GZTWGMPraMPaNGVu5sistasnOOf5bMFEsUl/5MmdORJUCm6meejqTM2c3UkupadipzTj64xBQwgjKH9pp62aDMkd1HGas2pStzZsMveiV6ubRh1Q6pOMMCU1TmiPbgHmEzVSpzxAmzKem4qsTQmixOoQgBFUdwtVfMW0fKHCr9va/VcrQL9mPKF1LA6NtIgdaydG30qqi/tXLaqXWISDnHzl1VgQd9z5UfzyPAI5AeAYuDOXTp52PjELDsBxYF5YTGyjBH3Jf6e3t5qC1jbgkLS4A5Nnnzqf0RaqxxMAWYE3L7JCupLMCcxbVHotfh72DOMGd3YjgDVUIJbkuAOduuBcO1kHOmMGfyScUfoZnBnF2J4dgkIczJrCxqZve3AHPIZjXhxOpst1kJMIesa1L+ODfWZ5oU58VhjvQw5/Cd05h//lfktM1KgDlkNyQQrArmkCqHPhzIbFbpMIfsOuUKlsAYj65SLDOTHUMMc6iaFUELAeZQNasNHOZAHcy5/fIBujKbVTrMIZvVUzOAOVSanD4cKNusxDBnyJEADHTPWOVLk5shM5hDNmIq/S01zOkXMQ9NSvqgr0s7TU4x0z4CzKlgVwq/NdYtl5/eJ8EH4BGwkAhYJMyxkLk1yGUOP7oYnoVdwWGOtOGlMqL+nn0hwJyK9s7sa6muMGf+uY149eGtTJkTswWBviulPWEJRiNPPylzLBnmFLDKr1bhpgxzLqcmsK/rqpQ5+sIcKmX/XKTM0RXmUH6m+NRbLGdOTsAc36Bx7Gsphzma36DmDnOUFW7iyAg/Qin/m5RKLmOBOX/EH0BI8kmWOyod5kxle42gzBFgDqny+olgzvjjq9XmMtN8dZl+z/hnt+SQS4A5x+5dgHVuK1aa3JhgzokHFzH++KpsV+ZQ7ilSLLVVypkjhjkEB3u7tGE5c0wV5oj3YHUwR27LaxYAfWDOgzep+PrQJKZqUVbmCDBnb6vlaC+hMoeeEQ2KeaKfa3u9b9ypp9YhMuUcyhQozmAebzwCPAKGiwCHOYaLrVmOTDDHq4grrK3yIVJN4lZjvXDjVuaMYi/c9OJN1htKgEwv2Ytrj2DKnG1N56OUFjYrgjmvP75D4+LeWGrEMCeAbFaJ4Shh6yRP9CteP+aYM4eSUm69FszUV3Z586tNJK4O5tDXdeVqVhTDP64dYFYAXRrBHLH0XYA5/2voD/K8a9oYzHl6C73dch7m2OaxliyhrabXb4r9LBnmUK6PoZW/YfeglAmzCebMO7cRh9p8L/mS0CYBsgzmnIK/Vx+5RbNr6FS21zRLK6msDHP+br4IRW0KQfn5I/mFmMiAAsyhuPSPnIuhacocm9x54enoivWXd2N3S+OwWSnDHLJp1/+smsEjLYM5ndC2tGIJbgHmbGryHfyiV6G3a1tcfnxDwdJr8JPT4Q+oS4AswBzag8lmNbZqN7QupZgAWZxjaUjUAgxw/wpfODfU+iwEmLOx0Qy4FFSsKJkR5vjDo5Dm+7S6kyH4VNOpCga5f6X1+SofIMCckrZFsb3pPL3H4wPwCPAIqI8Ahzl8dWgVAQHmUDUrdVV4tBowGzubAsw5dPsUClrll8OcJbVHgpLSmTPM2Z0YgeKiqk0WAXPig9kcZw5zfmA/qoScOeIXyQwwJykCf1zdLxnMobKo9ENXV5jTx72t/AtxNt7iEJQ5kXfPS1qdKDuvIbv/Foc50sMcymkx9+wvxgNzvPuySnik6lOGOTsTwljlREGZI8Ac/1NrGTSe5Nk7u5ekUf09McwhZQ5VbSKbFcEcUub87/IuDnPUwJw7rx6iS+hUiGHOFVLmvH0hz89mVJOddjKawJyeYbNY5cTMYU4ABrh/aTIwhyrYeRdxw5BKX+s9LQLMKZ7fEX81W6D3eHwAHgEeAQ5z+BqQKALCw57DHIkCmjYMs1l59UU6zCmNHQlh0BXmzDv3C958fM+UOUtiNiPId5W0JyzBaGSzImUOhzkxWN9waoaIUkllMcy5lJoASqioUpmjN8z5Fc/ev5YnpTRZmBM4Fn6e3cFhjuY3qLnDnIkn1qCYKJG4ODJCFR5S5hBEl6qUvSnCnHk1hqJ/5DwIMIdyckhpPdN8RRpXz2vPbjH72T8tFqN/xFwGc46lxCJ/nnwc5qRNFVl9hlfpnEGZI4Y5ZLPq49oOpgxzxHuwOpgj5FiiYgRUmlxXmHP/9RN8EzIZmStzloFUUT82kEaZQzkxPRwqMMucvo1gcFTKefYOQ88U3ngEeAQMFwGuzDFcbM1yZII5PkXcWTUrqhhjSlnqjV2ZM9XrWxykBMhWNky1sTPxMBbXGsGUOSRTJbmqpo1gzlsGc3ywOGaT0cKchbVGsGpW6n5smaPNamnt0dgSH4SK9qVZsuujKbEqS3cSzHGyccDEar3YtAsvkntaLkOhfHYKS2FXUgR+v7pP55emgPO/4vn715ifVmFEgDk/N/RHZS1tVtefJrOcOULuBk3XrBT9fAPHYrxnD0TcPce+nE/z7ifFsGY9hiXAHHXKv68OTsTgyl8zm5W9VX5M8eoryVwTzJlz9heEGIHNKjT5NKZ492HKHKq61C1sGmivaVqiBrtWUuZsv36QKSUI5hC0cLJ2wKwz/0Pe3Hkw3bu/JDEx1UGUYc7gSl8zZQ7ZOMlm9fPlfxhgV9eys5pVRpvVCNT/zNPgoSeYM8KjC9qUqqvwtwSY80fj71iVrb6u7XH5yQ2kvn3BEm4ba1OnzBHvwWSzGl21C3yVrlmcMJs+vvR3/xJf6mCzEmDOr41moKJam5UM5vzUYAqqSFDNasyx5cz+PaqK/hXsBJhD6r7M7g9jXQP8vHgETCkCHOaY0mwZwbkKMIeUOYfvnOEwR6I5IWUOvWBTaXL6GpoOc8hmNdOsYc7uhHCFEtzikJorzNkaH4wK9qUyhTlTTv4ARw1hzu6kSPx2da9kMOfJ2+esQompwpzIu+dgzWGORk8nDnOkhzmU02L22Q1GA3P8vftggBqY83dCGLapgDmzz2xg62dW9QEarSNz7XT16U055BoQMY+VmhZgjpeTG3669DeHOWpgzt1Xj9A51B9imEPKHNpfTB3m9Dw8A6M8umYKc0iZ088QMCflHKha1N5W0sIcUk+VLVgcYz266X07CzDHPq8t9rVaofd4fAAeAR4B9RHgMIevDq0iwGGOVuHSuHOLAyOZikCAOaTa+DsxHItr6QZzKF/Du08yZc6imE0INlKbFSlzLBnmUNJVqoxCuWmUmzLMufjkBoYcWQhVyhx9Yc6Cc7/ixYd0ZY6uMGd5zFbceHY7x5Q5rQPHYIJnT3CYo/GjB+YOc6iqmroE66TMoR/nx8hmlddWMmWOscCc36/tR9jtMxDDHMqZQ3uNoMwRYM68mkMZ8BGUOaTufPfxA2ZXH6T5YjLDngLM2cVsVjKYc+xeLArksYGxwZzj9+PkVQTJxryoVvYoc9oFj8NIj64ZlDlimDMuegW+dfuC2axMFeaI92D1MCe9+pk+MOfe68foGDIFKpU5aTCH3gXoo4tUyhx6Vpa0dYJf1R5638n0/nL64WXkQR6jrKaq9wXyAXgEjCgCHOYY0WSYwqlwmGOYWSKYM927H7NZkTKHYM4/ieGgahS6KHMI5rz/9IHBnIUxfxgtzKGXTbJZfaYmp4U5KnOW1RmDLdeCmDKHYA595SUFjKYwh77GOeRVtFlJAXNefniDeTWGsNPQB+YkPLuDXu6+OWKzIpgz0bMns1lxZY5mzypLgDnqfqB0ODQRA91lMMc+XwFM9uyjWdCy6GVMMIcUtFO80pU5BHNor2mSZrNShjkELRytHaBsvZQkMCY4iDqYQ/u0p6NxKXNyEuaoUqkow5x+bl+w0uSmDnNoD+4Rpk6ZI4M5lCdmcNQCnZU56TBnJioWLKVw50QowRxtFbTqbkOqYOdkU0hu7dbndiWYc+7RNXz49B4HfdfoMxQ/lkeARyCLCHCYw5eIVhEQYE7+vNYgL/7GRtO1Oj4nOxtzzhwB5lACZPLiuzjIYA4pc3ocnoltTeaiVIHPNA6fKcEcSoBc1KawvGqT+CLNFeZQafLy9iUzhTkkUy6SryAmplWTEb4KqoI5/yZFYuN/e9hXdV0aKXPEMCf13XOdvPikzCGYQzlzKEdCZLufdDkdnY8RYA4lQOb5PjQLI4c5hoE5lEDYEOtfm9LkpMwhmEOJnSkfDoGarqHTFGDOP4mHsSU+GPPTlDkCzFkc8wcodxYlqbfk9t/TJLlFbUDkXFZqmgA8wRyqZrXu0k6mllTXsjNnjjLMIeVrg2zImUPKHFUwJ+XVI3QK9cfvjWfBL3olCOaQMueRka8rdTlzxHtwz7CZKvMEiaufUanvb13b48syn2t9C2UGcyJTzmPqqbVs3elih1Z3MlSBimxRUuQOI5hz4fF10LuEIZ6DWgeUH8AjYMYR4DDHjCfXEJc29P9tHjWcKoNy5nCYI12Emx8YiZk+/XEw+SSDOaTMIcixqPYIHWHOBrzHJ1bNKuD87zjou1q6k5VoJJkMfCR2J4ZbLMwhqf6JB3H4qUFGZY4yzIl7koChRwKwt9VyOOQtoDAL+sKc+ec24vXHd5hbfTAbV1eYsyx2CxKf3UVvt5yBOa0Cx2CyZy+mzOEwR7Mb1dxhzvjjq1GqQFH4Ve2eISAdDk1i1WaoOhElFZeqDDcpc4wB5vx2bR8i7pxjyhwB5nQJncb2msbFq7N4CDCHbFZCkmRHa3ssjd2M+68fs2e0JTdVMIessVT9zMvR1ahgTvT9C6DqbfTjmfbX7II5bYP8VJbpFsMcysdCyYCvPL5hsjBHvAf3DJuhEuaIE2aTCWXc2AAAIABJREFUMkdXmJPy+jE6hUzBb41nooKdojJHgDmUWJgq8pFNu5IWhQrU3c/0zKJ3kqne3+p9y1MBhyupiXj4JpXDHL2jyQfgEcg8Ahzm8BWiVQQ4zNEqXBp35jDHMpU5HOZofIto1JHDHI3CpNCJwxwOc0iZowxzll/YiuQX97GszmjtF5UZHXHlaZIccgnKHA5zFCeYw5z0eJgyzKEKdla5cmOGj/5JzwnmxD+9CYJSXJljRg9EfilGGQEOc4xyWoz3pMQwJyT5FEvOZirNmG1W9BWN8pWQzYpKKpMy59/ESCyuPRLdD8/A1iZzUVoLm9WcsxvwQa7M+c0oPcvpypwIhRLc4vVkrjarbfHBKGtXAgWs8uOkGmUOSZ7FaoG4JzdA959KZc7NKPxy5V9mo9ClUbLTNx/fi5Q5L0DlZn9s4A+PQuU0HnJp7BYkPbuLPu5tQF9is/slrmXgaEzx7I2IlPOwAr2UWnZZZU0mzvxhzipmUVWnzCG1AOXMoRK6kilz0nJaGGL9a2Oz+vXaPkTeOQd/777oFzGX2TC/PjSJ7TXpypxwbI4PxPwaQzEwagErX07KnNUX/8SNp7exou5YTZaR2fYRYM7ulkvRP2IuU5ccT4mFXV5bZrNae3EHqyqkrmWnzerY/QuYJFLmkEWuYTEvg89Nm6BxGFu1G1qXqqPwt8TqErJZ9Xf/itmsHr5OZaohY23qbFbiPZhsVsOrdELb0vUULkNc/YwSIPdxbYevdLBZCaomVcqcqJTzIOUurcmvJFTmUAW7T7k+4TufgXpPDeXfSXh+B7dfPsj29wC9T54PwCNgYhHgMMfEJiynT5d+TNZ0qgJrq7zgMEe62SCwQS/TlABZgDl7kqJYNQpdYc5HBnN8sOD8r0YLcxbXHsUSIDuJSnCbO8xZXmcstsYHyWHOqQcX8WODKRkWkzqYs6/Vctgr26wkgDlvP77HHLnNSneYc/NZCnq7++YYzPH37IPwlHMc5mj4eLIEmFParhjGqSi3S2CDSgcTzBHnp9IwdGq7CQlKjQHmRJHNSgnm0F7TqLgPO3/KzSaGOfQDkWLx/aW/8N+TJKyuN17fcJj08epgDlU/owTIHOYABHPGVeuGViUzhzmUb4gSIJs6zKE9uEcWMIc+rAyWAOZQvqHydiUV7iFlmLO+4VS4O5TV+z5T/qijz4AEc269uI+kF3fZ+6dNnnz6DMeP5RHgEcgkAhzm8OWhVQQ4zNEqXBp35jDHQWUFBXNU5nCYo/FtoXVHUuZwmKNd2DjM4TBHFcxZd+lvXHgSjx/qTdRuQZlZb8r7QYolyk9C6iZBmcNhTvpEc5iTHgtx9TNTgzlUwe7Z+9dYUGOo3ncxwZw7Lx/ixvPbCPJdBds8NnqPyQfgEeARUB0BDnP4ytAqApSdv5aTB0uAfCj5BH5tNFOr43Oys7HbrOhr6aHbJ5EvtxUqOpTG3sQjWFxrBLodnoEtTebAuUAxjcMnyGVNQZmzOyGcyfqFqk3iizRXmEM2K2e7YsxmdfrBJZXKnGlUWUJULpkqQ1A1OVXKnD03o7Dhym5mkdClUfWzd5/SlTlP371AO2azmgKPQuU1HnJJzGbcen6P2azGRq/Idnl1y8BR8PfsC1JG5EEuSbz/Gl+8iXY0d5hDVdWc7YqrV+a4fYGjKTFqn0G6TKuQoDSnlTkbr+7Fkbvnmc1KKJf8TchkpgIVlDm7EsOx6doBljNnUFQAs26QMufny7tw9tEVrKs/WZcQmM0xYphDNiuqyETVrKjqj5eTO36I+5NZX9W17LRZHb0XC/oRLSRAXlBzOD7PBpuVb9A4+KlQ5ogrMpHNamAlslkl4v7rJ0x1bKxNnc1KvAf3PDwTwyp3RNvS9RUuIz1h9mKQzaqXa1t0KNNI60sVyrqrUuYcuRcDqhZF+32HQxMhlTKHKtg9evNUEgsc2f3uv07FtWc3Vb6zaB0QfgCPAI+A2ghwmMMXh1YRIJhT28kD1hzmaBW3rDoLyhwpYQ79zcYlvDHfiG1WS9JsVpYEcygHBZUm1xXm7G+9HAWtFKtZSQFz3n/6gNnVB7Glqh/MuY8+7r45B3O8+rJqVhzmZPXUkf27JcCcMnbFMVaFzYrABlWbYTBHjdVTsygq9jIqmJMSA3+vPhrDHFKgUP6gDVf+VVtpT5eYmOoxl1MTGOSiuIhhjkO+AsxmxWEOoCnMGVSpA7NZmTrMoT2YbFaZw5wlGBK1QG+Y80fj71DOroTC7ZMB5nw+De72ZfS+xaiC3b1Xj0D2d30bwZzHb5+D7h/hmaLvmPx4HgEeAdUR4DCHrwytIsBhjlbh0rgzhzmWo8zhMEfj20LrjkyZw2GOVnHjMIfDHLEyR/jhRcmTKd/O+s+nabWezK2zAHP2tFyGfhFz5MocDnPSZ5rDnPRYiEvZmxrMkVWwu4dldcbofRsTzKGPQpQ0mhKvO1k76D0mH4BHgEeAwxy+BiSIAHmA635WlSlzgm8eB2XaN5Vm9DarmsMQknwSVrnywMWhNPYlHcXi2iPQNWw6NjeZgzJa2Ky+O7seuZELjYp7Y965jTjU5nujmyYCWEtrjwbJ/NVVkjFHm9XKuuOw5VowStt9BipNrs7KMPX0j7C3yo8pXn3Z3MU+vo7hRxfhQOsVsLOyVZjPvTeP4H+Xd2F3S11tVhvwHp8wO62KxbP3L0DlZsliUbVwBY3XzpKYTUh+8QB93NpgTPRytu6sc+fV+Hh9OxLMmer1LSLunEOuXMBMCUqs6ntOxn68ucMcqqpWrmAJjPHommEqSJnTN02ZU9SmECZU6ynJdAkJSo3BZnU0JRZTmDJnDnY2X4iOIVMwv+YwNCrmza51V1IE/ri6n9msaH8naEFV9P6IP2ByRQ4kmTylQcQwp3/kXLZeou/Fsj3L09EVa+K2Y1+rFWr/dPbarGJAJaEFm5V4ng0RG2FM38CxGO/ZAy1L1lb4M6TAoXuMqp7SfTik8je49PgG7r9+jEW1RhrylPQaW53NSrwHkzKHrqedks1KnDB7MClzKvqiQ9nGWp/PnVcP0SV0KjY1+Q5lCygqc47ek80zJVnucGgSNnw+DW4SKHNWxW3H9WfJWFXXT+vzVT5g4ok1ePXhDc4/uoodzQJQLH8RvcfkA/AI8AiojgBX5vCVoVUEOMzRKlwad2bKHAPAnMYlfED5UDjM0XgqDNqR5pnDHMOFmMMc7WNryTCHwAaVDiabFYc5ijBny/UgBN6MBuXssOR2KTWBQS4qP04JkDnMybgaOMxJj4kpwxyqYHclNQlr6upfwY5gztuP73Dm4RVsbzoPJW2LWvJjhF87j4BBI8BhjkHDa36Dk3e8HlfmSD6xyjCnokMp7E86prMyZ9bZ9SxnCMGcOWd/QQhX5kg+Z9oO+ObjO7Q4MFIPmBOP4UcXG0SZM+fsBnwwA2UOxXeadz+uzNFicZo7zKFE3OULllSpzCGY09u1LStNXtSmsNkpc375bw+O3bugkTJnbo0hGHJkoVyZs+36QexJisLmJrO1WE3m11UVzGGl7K3tjU6ZI+RSyW5lTuvAMZjg2TNTZQ7dh0MrdzRxZU76HqxWmZNW/YwSieujzLn98gG6hk3LVJlD9qWvJVTmrL20Excex2Nt/Ul638gTTqzGp0+fcOLBRa2V5Xr/cT4Aj4CFRYDDHAubcH0vl2BO/WLVYJ0nr8l9tTN2mxVVnqAEyFbIxapZHbh5DAtrjUS3sGnshbpMgeIaTx/BHBqncYnqmH12g9HCHPJm70oIB+UfmOzZJ8P1mZPNSoA5JGHeEh/EvlTZWeVXa7OadvpH9u+UA4Za7GPZi2Rg65WsCpa47bt1FD9d+pslGtSlEcz5iE/4Ls1m9fz9S1C52bX1J6Oaljar2y8eore7L8YcW46DvmtgkyefLqek0zEEc6YTzLl7Dp8+AbOqD9BpHEs6yBJgTgX7UhhdpUuGae0UMoUlKJUa5oh/VEu9ll68eoPcuXIjv03W9kWCOVR5aYp3H/QNn4MdzReCrllc5Wh3UiR+u7oX82oMZTCHFCgOee3w141Q7EwMw7Ymc6W+BJMa7+KTG/K49I+Yx+BfdEosq35GCZBXXdgOSoirrmWnzSoDzBFVLTNk0AnmTPTsiRZKNqsHb1IZbNjIbFYrWMLgS08SkPLyoSRJdg11TeptVul7MMEcSujc3rmBwmmIq5+RoqtHxdb4WgeblQBzVL37CVXLBJjzy+fT4WrvrHc4qILdmYeXVVbX1HZwgjl5cuUGnauqilzajsf78wjwCKiPAIc5fHVoFQEOc7QKl8adSZnDYQ6HOeIFw2GOxrePvCOHOdrHjMMcDnNUwZy/E8JA6pw/my3QflGZ0RHpMGc5q2bFYU7GyeUwJz0mpgxz1l/5F8fvx+F/Df31voMJ5lC+vIiUcwzmuRQsrfeYfAAeAR4B1RHgMIevDK0iMDBqARoU8+TKHK2ilnVnZZhTwaE0AvVR5pz5H6xy5WbKHIIChkjEmfVVZd6DrtmSlDmvP7wF5XQRK3MKWNng3KP/WKJh5aYMc2IeXcOIY0sMosyZfWYDPuXSX5mz+PwfuPPyUY4pc5ofGIkZXJmj1a1p7jCHEnFXtC+tXpnj0oblzPksfxHJbFbGosyh8uL040wTZc7cGsMw9IgsNwwpcygx8qar+5max5Jb3JOEtLikw5xjKbFwMkJljjjxtlAhs1FxH4NPX6vAMZiUhTJn7LEVGF7FtJU54j1YnTJHXMpeH2VO8ssHalXZgjLn7+aLWIJpqZQ5G6/uRdTd8yyhsr5t/PHVsM1rg8N3TmN9w6lwdyir75D8eB4BHgE1EeAwhy8NrSIghjlkA/qj8XdaHZ+TnY3dZhVQczgO3j7Jct2QzSroZjQCao1gG7qqigaZxXIWgzl5WM4cU4A59nlt5VWbxNdlTjYrOcyp54ct18hm5cTsUlTtQZVHXQZzbODv9S0LifxF0nclCuTJaLP68dJOlu9Cl0Ywh5pgS0q3WU1CtcIVNR6SYM7dl4/QK4dsVgRzZvr0R/idswq2MY0vwAI7WjTMCfVn1WYI5hSzdcT4qj0kWQHGBHNOPIjDZK80m1WzAHQK9QftNQ2LebFrJZvVr//twbyaw+XQwiFvAey5GQWCQVQxx5KbAHP2tVrOEiD3dmnD8hA52TjAs4grVl7YxvKYqWvZabPKSZgz2bMXmpespRAGwWZFsIGqWQ2v0gmXntzA3ZcPsaT2KKNdVupsVuI9uEfoTAys9BW+cG6ocB3i6meDohagR8VW+LpsE62vNR3mZKxkqgxzpFK+/H5tP0Jvn8KvjfSvUkswxz5vARy6c4LZtjwKldc6BvwAHgEeAc0iwGGOZnHivdIiIMAcyoOx/+ZRDnMkWhn0FY1esClnDpUUF2DOwlpUmty8Yc7uhHAUtDCYs/VaMErYOmYKc6af/gkFrKw1gjn7bx3FOglhzov3r+AbNJZBJl1gTm/3Nhh9bFm258wRYE7EnbMsobOQA0ii29Qsh+EwR3qYI5QONoQiUpucOQRjCOZM8eqLPuGzWYlgZZjzb1IkNqqAOfRM+VGPPFzmcrOIYQ7ZrHqJYI6XoytWxHKYQ8ocVTDn4ZtUVjpbDHMu/38OojtmAHN6hs3EAPfMYQ4lQO5uAJhz7P4FTDqxBoIyRyqYs5lVsJPmIy3BnMLWdghKPo4f6k2EZxEXc3kk8OvgETC6CHCYY3RTYtwnNDByPhoU92JJTTnMkW6ulGEOJewMvnUcusKcmWd+Rt5cViahzLFkmGObJz9iHqtW5mQnzPnu7Hrk+pRLrszRFeYsOr+JJbfMKZhD99G8GkPAYY7mzyazhznHljM4rjIBcqg/eqYpc4pLqMwxFphDOTBOagxzyGZFCZCXg5Q59CNsddw27GulXnWi+Soz3Z5x/68kobiQMicd5sTCyaYQjA3mRKacx9RTa5mtOjttVi0DR2OKZ+8MyhxFmEM2q84wd5gjVD8jlaw+MOf2y/voGjZdZSUoAebsbL4QVJFPKpiz9UYw9iREYUvTOXrfsOOPr0JRm0Kg4gyr642HTxE3vcfkA/AI8AiojgCHOXxlaBUBgjkNS3izxGb7ko4y+4+pNGO3WRG4OZh8gv2optLkB2+dQECt4UyZQ3a2cnYlNA41wZx8ua3QiHLmnFpntDlzltcZi10Jh2GX11ZetUl8keZos6IXG7JZ0Y9HskvFPrnGvlwpN4I5tnmsMdVb0WYV5LsKtnlsFLrTV/S1F3eyfBe6NII5pAib6SOr/iTAHG2/qBHMuZdmsyJlTrDvauTPY63LKel0jPADJvzOGbwXlVrXaTALOcgSYI6LgzNGVemcYUY7h05l1WbIZkVKOT+JbFbGBHNOPbjIbFakzPmrWQA6h/qzjwQNPvNk8SBlDlW9ml9TBnMIWpA94uDtE1gWswWBvist5E5QfZkCzKGKVf3C56KnSxtE34tlpew9HV2wPHYbAo3EZqUMcwhsNy5e3eDzRzDH37MPmpWsqfC3BJhDOVj8oldihEcXXHp8HVSpaWnt0QY/L13/QFY2K9qDe4TNQH/3r/Clks1KXMp+UOQCdKvQEt+Ua6r1qQgwZ0uTOXAuUEzheAHmCNXpfm00AxUlSDD8140Q7EgIxfam8/+PvbMOjOLq2viDBA/BJbg7wV2CuzsUKBDcobTQlrZvCwWKuwUt7jXcNWhIQnCX4Bbcv+/c7GxmNyuzu7OblTP/vG/JzJ07z713Z+Y3zznH4v7qH0AwJ2OSNPjr5n5MLjcIpVIXsLlNboAVYAUMK8Awh2eGRQpoYU48L/x3g2GOReKZ2JleQukBe+ft42IvCeaMLdMXrXd/79YwZ+ONffCWleCWy+SuMGfl5W0iR4cpmDPy1DwkjptAIcw5glln16kHcz69Qd2tgyy2R0swp2PeeugfNCEWYU4wPuIz/qcpta7WOnXHdhjm2APmhOG74zPsAtEtCbMiZw7BHAqz6rjvF8Mw59ZBLLzwdwyYs/vuCYwJWYoddae547RXfE1nnl5F78PjRPnxLvtHCSeXK8AcKeQ0dmFOJJruHCYS6kbDnGsgUOH6MOcndM3X2CTMoQTIbXLUVB3mBD08g2HHpovk5C13DYdaMGe9poLdWhUq2BHMyZQ0HTbe2CvyI5VLW1jxmuMdWQFWwDIFGOZYppfH793twGhUyVgMCRjmqDoXCOaMI2eOBubk9PHFrjvHRQJka2AOgYBEcb2EM0eyXavaYRUao2umLzYbKGeOB8CcN5/eofbWAZhe7husuLJVwBxy2Jx5dsWgM0cf5lCi5H5HJmB7nalIHF/fmWMbzPk5OBDxEQcjJWeOlTBnbMifePj6KRjmqLBAHNSEu8MccojlTZEV/QrEdObQbyvltDh0PxS+SdJiSOF2qqguJSiN7Zw58y/8hZOPzsWAOXSvqSA5czQwZ1TJXlpo4R0/KfbdO4VfgxdiV70Zqmjiqo1IMIeSHH+9/zcBc45oqp85mzOHykBLTlzHwpz+wllbPaO+Myca5gwOmoz+hdrg7FPXhTnye3C7vYZhjryUPYVZWQtz7rx6gLZ7R2Kl/2/InDSdzvLRwhxNDixKWJzLO5PNS2zTjX2gJMiUi8fWbcjRKciaLAMIEMmdgLa2y8ezAqxATAUY5vCssEgBOcz598YhLPf/n0XHx+bOzh5mJcEcKhGdK3kmHZiztOrPyJHMV7F8rgdzoqs2yS/SnZw5+jCHSiFTNStTMIeA3A/FughJzMOctSLfhTWb3WCOAfBkTf+UHhMdZhWMj18+4X8luis91GP3Y5jjOTBnTfXfxceBmDDnL4wq2VsH5shDdjx2cQCICXPqgEqT0++3gDmhK02GojmympU+zBlZrAv8M5a0+/DV2moa5gQKZ040zLnz6iEmlnW9MKsYMCdvIzTOWllHX32Y0zpHTbSwIsxKCcyRwibVgjl/C7D7FzbVHG/znJHDnNEle6FKhuI2t8kNsAKsgGEFGObwzLBIga4HRomkugnjJsA/Nw8yzLFIPeM7S86cnXeOi5LKEswZW7qfyHFgKcyhfCuJ4yVwCWfOxuv7dEpwuy3M+fgWtbcNFM6clVe3iZwLSeInQvizqwadOZT3iHJTSTDn9ONLUaFLBgDJljtBmBm+xnqYI0rZx9U6c15/eos6WwdaHGY19vRSPHzzDJ3y1TPqIlJpyRhsRoI5++8F48NnhjlKtHZ3mNM/aCLy+Rh35lBOi0P3w5ApqXrOHCmnRWw7c+ad34RTj89jRLHO+GrvLzAEc6JKkP+F30r2Rh9NOBE5c+zpLlIyL51ln7CnV4Uu5MyhMCsqNX34fhjSJ04lEiCbyyvkUJjz/797P5ycI8L7am7phx9jGeY8ef8CTXZ8A4I5g49MwYDCrXHu2XXcfvnAJWGO/B7cfu9P6GIA5kjVz+jDCjlzrIU5t189QDsjzpyjD8PxzbFp2vWsFsyhZMWzbci9J1+zVIo+m3cG/HfrEL73+xrVHAAVneU3g/vBCjhaAYY5jlbcxc9HMMc/YwkkiOvFMEfFsYyCOf2w884xGcw5Ieyp1sIcSp5bJWNxjNBUt1Cxu6o0Rdc8pdxgbKAEyPE9wJmjgTkzylOYVTTMoS959G/6m1GYYyCpsDowJx5GFu8qumELzHn05pmoZmUsJEyVyWOkEQFzSvXG/runGOYoFNoTYE7+5NnQt2DLGIpQcnkKgyCYkzlZOgwu1FahaqZ3cyaYE/zkAob7ddKDOf1QIV0RcRH6MIegRbL4SSC9MNoDSKkisoMakWDO1jpTRJiVBHMogT2VW2aYA5Azx9ALuz7MGVi4Deh+5/Iwp+40kQDZFMyhROLdVYA5q/x/E7ln5Js+zFlS9SfkTGZ7mNXWO0GYdmaNyA9l60YwJ7t3Rmy5dQTfFG2Pmr5lbG2Sj2cFWAEjCjDM4alhkQIMcyySS/HOcpjzCV+QW4RZRcMcS2/WUiUkV4E5SeMl0ib6lYvmVmFWVsAcqkj2Y7EowKL9KmgE5swIX211GeGfhTMnJswhyOSXKo/ieUzOHDnMMVR5S3FjVuwohznvP3/EryV6WNGKZx3CMMdzYA5VqSGARR8O5DAn8PxfGFUqypkjwZwTj8+BXsgY5lxBn8N/QII57XLWwpEHZ0Q1QoI5E0KXg37njG2x6cwhV6cjHBFmYU6l7zE4aCqiYc59TCw70Gl/aI1Vs5LfgwnmfJ23EZrohVlJzhwJ5rTKUQMts1e3+FolZ44pmCOtZ0ufD411ZnvEUQEnTc1npRciwZztd4JErqS6mcopPZT3YwVYAQsVYJhjoWCevjvZjKv5lhBhVlTSlHPmqDMjJJiz684xUVI5l7cvdkecFLkNWu4eAUtv1mS1JkDirDDn3ecPwgZOzhwKs5KX4HZXmCO5XaKcOduRNlEKkQD57HPDzhwCLF5x42lhTvCTizBW7pu+qE23AeaQC8grTnytM+eNDDxZAnPGnF6KxyLMqj76HhkvHgr1y6irs2IMtyLBnAN3g0FzjGGOebXdHeaQQ6yAT3ajzhwKg6DS5JmTpVfNmSMlKLUHCLGkmhWFWZEzh5LTdtj7syg5rA9z/r11CPPPb8KoUr0EtJBgzqknFzDwyCTsrDdDhHt66hb2VANz6k4RpckpLI9C0Kjssl+q3BjvpDDHGGCxxzjSvdwQOHr6/gUaU5hVpe8xKGgKBhVui3PPruHWS9eEOfJ7cIe9P6FznoYGYM419Do0FlEwZwxa5ahuFcy59eo+KJTLEMw59ugsqFrUqmqj0XbPDxY/HxqbA7sjTmBM6BLsqDvd5mkyKGgycnj7YlfEcfQs0BwNMlewuU1ugBVgBQwrwDCHZ4ZFChDMqZ6pJBLE8WKYY5Fypneml9A/yvTHzttHtTBnT8QpjC3dx2qYQ6FLVM1q+PGZTvd1VYI5U8sNEWFWngRzZpYfhuUizCoK5pyLvI7p5YbGmCDGYA49aCWKl0BnfzVgjtwFZAvMefL2uahmFVsw5/dSfUSYFcMcZT9QngBzCvrkQJ+CLWIIQmBDgjlZkqXHIJXCrJwd5tC9prymVLA+zCEHCiVmD31yWaxhQzm6lM0s99jLGMzxTZJGOHMY5sBofh59mDO4SFtRzcrVYQ7dg9vvHWkS5lCoUsAB22HO6mqjRKU9+aYPcyzNqWhsZe69exJUPEMNCE0wJ2fyTKA2v87TMEaiaPf4deCrYAWcQwGGOc4xDi7TCznM+evGfqyo9qvL9N3Zq1lpYc6XzyIBshzmWJrgjpw5rgRzKFmzlOhXPqHcKcxKnoeGYE6aRD5IGi+xSZgjD32Svgoagzm2xLqTM8cQzKFkzcVSKw+zImeOHOZsrTtFXKOjNoKiEsx5+/kDfuMwK7PSM8yJcuZ4AsyRvuTrw5x55zeKXFNSOJGosvf0qqhuJTl1zE4kN91Bglr0W0bOnDYizCoMEsz5I3Q5tjthmJWxClP2GCZjyZYlmDO/0ggRZiXBnJsv72FS2UH26IoqbRoLs5LfgwnmdMrTAE2zVtE5Z/izKGeOBHMoxIrcOZZukjPHFMyhv7XZ86PFBTKM9UVeDc3S/urvL8GcA/dOo32uOmiWraqtTfLxrAArYEQBhjk8NSxSgBIA1shUStiuN11nmGOReCZ2jnbmHBMllXMm98XeiGCMLdMXLXcNh6Uw5/uTc+DtxM6ct5/ei6SJ5MzZeGMf5CW43RXmvPr0BnW3DhIVoigBcupEPsKZcz7yhmFnTnAg4oMqTEXlzJHCHgzBnG13jmLqmdVWJy6kr3EJZfl55GXULYE5v59egqdvI7XOnNiCORRm9ebze4Y5Cn6g3B3mkLukkE9Oo84cymlBMCdrsgyqOXPsmTzYkjCruec34vSTixjh9zUoLER6+ZPDHKpgM/fcBowq2Us4cSRnjrzEso9XUgUzyT13kWAOhYx22f+bxslF1c8ozCq0MAEgAAAgAElEQVQPxoUucxqYs+/eKVC+PHJWOBLm1NjSD4bKoD97/xKNdgwFwZxBQVMxpEhbnHt6HTde3nVJmCO/B9N66pinfgyYI0FQgjndD45Fi2zVrII5N1/d165Zo84c/9/Qdu9I1WDOoQehqjm5BwZNQq7kmXHofqgIM7MGaLnnLwpfFSugvgIMc9TX1K1bZJhjn+ElmDO+TH/suB0Nc/bdDcYYypljNcxJLMrIf+eEYVZamFN+iMiZ48kw58LzG5hW3kCYlYNhjnwMbIE5z96+wFd560a9GMaCM2eMCLNimKP0l8ojYE6KnOhTwFCY1Y/iJYNgTrZkGTGwUBulspncz5lgTsiTSxgucuZEwxy615TThFnFgDmaNXsh8iYCDozGX7UmIFUCb1V0ccVGjMOctCJnjrPBnF+DF2JXvRkOhzk/Fe+KqhlK6AyxJ8MccrQFHBxjM8whN12mJGl0dNWGWWlgzp9Vf0H2ZBltXl5qhodKMOfog3A0ylpJ5JrijRVgBeyjAMMc++jqtq3KYQ45Klb6/+Yy1+rsYVYSzPnw5aMIs9KFOSORyzuzYq2jnDmuA3PkrhCPceYkTI4k8RPDNMyJg5HFuyly5kw5s0qERFizkTPHEMwhyFQ8VV7FTZIzRwfmaPJvKG7Axh0Jikow5/WndxhVsqeNLbr/4QxzPAfmUDJV+pKvD3PmnFuP0SV76wDYyy9uCyfKxpp/IE1CH/dfCEauUJ476OsDv4GcXEfun0GmpFEwZ2zon9hRd5pRfRxZzYqcOTowp2hnVPctZfexI2eOKZgzTxNmJTlzrr+4i8nlXC/MKoYzJ3c9NNULH5KHJ0bBHH8xZyzdJGeOKZhDz9/t9o6EWjBHgkRq5MyRYM7Jh+dRO0tZdMhZx1IJeH9WgBVQqADDHIVC8W5RCny9/1fUzFRGhFltuLGXYY5KE4NeQieUGYAdd46CSipT4rgDd09jTOk+aCGcOZbBnB9OzIa3VxKRAPm74zNUSWin0qWKZiRnDsGCjdf36uRrcVuY8/EN6m4bhFkVvhVhVvS1O7FXIlx6dgtTyw+JIe8vwYGIBxnMeXwB9IBkqLoMlRSdHGY9zJFK2X9f7OsY42MJzBkdvBjP371Ex3z1dPJvqDl3TLVF62hs6b4iAfKrjwxzlOjuCTCncIpc6F2geQw5CGxQGAQ5c3Ik98WAgq2VSGZ2HzVfivRPZkmY1ZxzGxH27DKGF+0kKuNIL390rymbtpBoevPtw5gtgzlSBbprLyPQad//sK76GKRPnMrsNbvrDoZhTpiofuaXMjfGhC51Gpiz9+5JjDq9SNwjam0dgBFFOzkE5ogqgiV7oUqG4jrT4PmHl2i4fSgEzDkyBUOLtse5Z9dxLTLCNWGO7B7cYc9IfGUA5oQ9vYo+h8eJcMWAg7+judUw5562Ah3lZ5Jvxx+dw5CjU7DC/1exrpf5/4JsSW135pzSXJ+hUG5L1zdVwsvtkwXBjy/AP2MJdMpd39ImeH9WgBVQqADDHIVC8W5RCjDMsc9MYJgTX1uCm2FOlAIMcyxfawxzLNeMYQ7DHEMw5+Yr4y+Tls8y1z2CwtSovD1V9Yp25jDMkY8ow5xoNVwZ5px+fAn9gyZAArq2rFoJ5hAMrZC+CLrkaWhLc3wsK8AKmFCAYQ5PD4sU6LzvV9TKHOXMWX9jL8i27Sqbs4dZSc6cd+TM8fbFwXshWmfOoiojkduSMKsTs5HciZ05Uk4WyZnjFSe+NtGvu8Kclx9fo962wVpnTkpy5sRPhMvPjTtz4iIOftKEWZ18fB5UIcKYM2dS2CpstTLMiqqfJY2XCPrOHHIMlUiVT/ESHxW8GJEyZ46jK+HIYc7Lj2/F12LeTCvg7jCHKjQVSZnbhDPHXyTpJDekuzlzZp/bgDPPrmidOcv9fxW5c/SdObPOrsfoUr0EtJBe5O68eiBCssjNkzlpOo9dRlqYU3ea+JjVMnsNHHlA1c8yaJw5S0BOBmObI8Os9tw9idEyZ87woh1Rw7e03cfOHMyZW3E4BgdNwTdFOwhnztXIO5hSbrDd+2XtCYxVs5Lfg8mZ0yF3vRhVmrSl7DXOHKri1DpHTYu7cuPVXXy19xesrjZaVE6Tb5IzZ7n//4R7Ry1njtR3St7sHd+2pOcDjkxEHp+sCH96BSVS50eP/E0t1oAPYAVYAWUKMMxRphPvpVGAYA7FvyaIQzBnD8MclWYGPQxNLDsQO24fBZVUJphzSMCcvmi+6ztYA3N8EiQVYVbfHpvudGFW8gS7G2/shbwEt/vDnO+w8so2pEiQLArmRN4SVb30t/+dWoA4cRAD5hiKZ6cwK1thDpWyp6o3tMkTVFsMc96/EtWsyGoeGzBnXOm+It/Uy49vGOYo+H3yBJhTNGUe9CrQLIYalG+CwiDcHeaMKNpZ5NaQYA7da8qkKSj02Hz7CGadXaeFOeRAod+lu28eo/Xu70EvjFmTZlAwk9xzF8mtsF3AnN9EZR6COVT9rGiq3BgT4lww5/eQxQIu1d46EN8V/SqWYc4rNNw+BBLMGVa0A866Acyhe3DL3SPQIVdd4zCn7hR03z8GTbNXsQnmrKn+OzImTq2zuE48PifgmARz1FqjUln1f2tPhI9XMpsWNMGcvCmyCnhnLMzVphPwwawAK6BVgGEOTwaLFGCYY5FcindmmBPPg5w5DHMULwwLd6R1xDDHMtEY5jDMMQRz7r99KiopLqn6E3Imy2TZpHKjvSWYQ4Cks3DmMMzRH17jzhyGOa4Ec84/v47uB8dgU83xSJ0wuU2rWII5lBMwT4os6FeglU3t8cGsACtgXAGGOTw7LFKAEiLWyVJOOHPWXd+N1dVGWXR8bO7s7GFWkjPnzaf3opqV3JmzsPKPyJM8i2L5RpyYJZwfTuvM+fgWtbcNxPRy3yDKmRNXW7VJfpHPX75FkoTx4eUVX/G1O+uOLz6+Qv1tQzCrQhTMIecUfQG/EnnbqDOHruXnElHVrKSvcUadOaErRSlwa7ao6mcGnDnlhqBEakvCrBYh8v1rrTNHDbu2JdcjhzkvPr7B7xxmZVY+d4c5vQ+Pg1/KvEadORQGQc6cXMkzu12Y1axz6xH+7CokZw6FY1DoRkxnzlqMKtlb5MuQnDmP3z1H053fwtJ7j9kJ52I7xIQ5lGMpDNm8nc+Zs/vuCa1TiJw53xbtgJq+ZeyuuDmYM6fiCAwOmiz6Q84cY/c8u3dU4QmMhVnJ78FRzpw6aJbNX6dVKWE23YvJmdMkWxW0yWl5mNX1l3fRcd8vMOXMoSpWtI9azpyLkTfR7cBorK8xFukSpVSoluHd+gdNRD6frCKkLluyjBhYqI1N7fHBrAArwDDHpjmwZcceLFm+VrRRzK8QBvUJQKKECW1q01UPJphTl2BOXC+svcYwR61xlJw5O28fA5VUFjDnfqiozNPMigdqgjmUk6VKxuIY5oxhVhqYM6P8N9hwYx/iy6o2uTvMma2BOck1MMdY/oBfgxfgyxdlMGdHxDFMDF1hI8xJjBF+nYX87z5/QM0t/QRkshTmvNDAHHqJjh2Y009Us4pkmKPo58kTYE6xVHnRM3/MMKv2e34SYRD0W5s7eRb0L6jO12Mpp4UaJX71B9GSalYEc84+uyaqGlH+G0MwZ8udIMwMXxMNc+pOQ+J4CfH0/Qs03vENAit9j3w+2RTNJXfcKfjJRZDLgJw5lACZSk0TzMnunVGEWUlhTcau3ZE5c+Qwp87WgaCwJofBnFK9USV9MR0ZIj+8QoPtQyDBHAr7IphjLLTYWeaPEpjTavf3aJ+rtlGYQ7mnuh8Yg8ZZK9sEc9ZWH4MMetXkpNw90TDnV2RNmt5m+a68uCPyQhk6p6WNE8zJnzwbCEplTJIaQwq3t7QJ3p8VYAUUKsDOHDNChYSFY8mKdfhp+GCk8EmOwCUrxREBndsplNi9dmOYY5/xZJgTXYKbYU6UAgxzLF9rUc4chjmWKMcwh2GOIZgjfxEvlCK7JVPKrfZlmGN+OIUzh2GOEEpy5rgizJHcQOS4902S1vzAm9hDgjm3Xz9AqgTeGFa0o03t8cGsACtgXAGGOWZmB8GbTL4ZUK9WNbGnPtzxtMlFls76WSrAK258rL22S2Tad5XN2cOsJpUdJBIgv/r0Frm8M+HIgzOimhU5cxZU/gF5k2dVLPXw4zNFzDOFWX1zbJrTJUB+/ekt6MvhzPLDRFW0eLKqTe4Kc6JfjoZjxeWt8PZKgiReiXEtMgKTyw2KMbYEcz7jC34pHiD+ZuprPzlzJoQuF5VorNl+ODFb9Ge4njOHKo6UTJ1fcZO/nVqEVx/e4Ku8dUHOnP9qT0JyL9uqYig+OQB6qfijTH/siziJFx9eixcM3kwr4Akwp3iqfAarqVAlGPpyfvh+qKp5HZzGmXN2Pc5FXsfwIh2FM2dp1Z9BH2ToXlM6TQExMciZMyN8NUaV6q11oCSKlwCvPr5B3W2DRFhokZQ5PXYZnXpyAVRmWXLmNM9WVThzqPpZkZS5tNWjjAnkUGdOxAmMCV2KHXWnifsrVY+q5aAwq99L9UHl9H46MsjveVSJkRxilGTXWAVHZ5lkxpw58nVNzpx2OWuhefaodwNpk2AOhSsGHByDRlkroW3OWhZf2rWXEWKtrqs+BumNOHMonxXlsVzh/yuyqODMufXqPtrv/UmV9qgyXkGfHLjz5iGSxY92/VosBB/ACrACZhVgmGNCorfv3mHKrED4FS6ohTk3bt7G1FmBGNgnANmyZsaB26FmRXanHaacX4kGmSpFwZybOzGsgAvR9i/Ap89fEC9eHKcakk9fPmNk6Gz8WqQ39j84iYg3j5AhUWrcen0PIwsHoFPQz+iXtw18E+uWpzR1EUuv/YdsSTKgQho//HxmLkb79UEcOM91UxjP/8LmYaxff2yJOIRnH16gTbbaMS7p8+cvot9x4jrVkFnVGarg9duZQEwoPgjrbu3Gh08fkCBefLz99E6Mvf424fyfItShrUaXSy9uYdHVv/FPlckx9t338BSmX1iFn4v0sKpvy69vgW+iNBiQL8px+P7LR7Q4MAxdczZBbu/Mittce2MnEsZLgJZZa+Cb4Cli/lLIhqO270Nm4pciPXDowWlEvH2EDtnrOerULnueT5++IF7cOHCinwdVtZx9aR3KpS6CTjkaxGi317HfRT6d8y+uo2iK3OiWU53yuaefXRS/6b8V7Y14Kv94ff4cdRlxFfwmbok4jCfvIjEwXxv0OP47BuZrh6kXVorfm+Ip84p29tw/gTmX14m1Mv/KJqyr9AcSxvXC28/v0ergd+iRuxmyJ/VVdUxcqbGrL+8g8MomrK88Hv1PjEOxFPlw4cUNFEyeE4VS5MTYs4vxu19f45fkwOeOkKeXsOn2HjGGbQ6NQMNMlVFMM8721Jx+d78v1BXlUxfROc3LT6/R7tAP6JWnJRZc3oRB+dvj0osbCH12GQG51Flr9riuz5++IE7cOKKapHyT34MDjo1C6VQFUSFtUZ19rr+KwLzLG7Gm4lgMPTUZhVLkQpV0xS3u5v23jzH1wiosLPcz0iZIoXN86PNL+CFkFgbmayv2mVv6e/gmts1JQye49/YRuh8bLcYpXULbcuaQBiVS5sPDd8/w8uMrtMpqOdCyRLTKmXXHwZJjeV9WwNUVYJhjYgQlmFOvpj/8ihQSe+rDHPoS7Glb52yNBMwJvLbR0y7drtf7c8GeOPAoGLsfHBPnyZ00C74v2BVdj//PqvPWTlcW5dIUxa9n51t1vCMOGl24H7beOySu21O2cUUHYMPtPTj6JExccrEUeUFjr79NvrgM+w3osrHCxBj7kn6TLi6zScIa6cqgX+6oJIUEc9oc+c6q9sqlKoJmmavhu9BpVh1v60EjCwbg8KNQ7NKsI1vb4+NdX4EWmWrgq2z1Y1xI31NjEfH2ofj3xr5V0CV7E1UuNuT5RfwSPleVtmxtpKB3TvTL0wZ9To3RNkW/N/S7Q9vehycx9dIK7d9WlRsrYA5tzQ4PtfX0bnP86vLjMCh4PO6+fSSuqWGGyijgkwPjLyx1qmuksaMx7BD0A15/fuuwvg3P3wVlUxXWOR/BnI5HR2r/bWjejrj08gb+jtjvsH7Z40R0D+51cjTuv3titPkVZX/Ht6FTcfvNfZu6ML/USKTRgzlhkZfx05nZ2nZnlhghPsbYuj149wQ9T6rntm+ayR9P3j03+Bxja1/1j7dHfjK1+8jtsQL2UoBhjglllThzPn7SfCaz1whxu6opQGFWL1+/R/JkiVRrkxuyrwKv3rxHQq94iB8/nn1PxK2rosCHj5/w4cMnJEmcQJX2uBH7KxD58i2SJUmIuOTO4c3pFXj77gPixImDhAlcv8Kf04utQgfpuePV6/fw5ucOFdR0TBOvXr9DwoReiB9Pgf3NMV3is5hRgMeKp4gnK8Awx8zoc84c91kezpwzx31UVvdK3Kk0ubrKOGdr7z58xPt3H/nFxTmHx2Cv3D1njgsNhaKuWlLNSlGDvJNdFXBkzhy7XogHNW4sZ44HScCXygqwAi6kAMMcM4PF1axcaDab6SrDHNcbS4Y5rjVmDHNca7yotwxzXGvMGOa41ngxzHGt8aLeMsxxvTHjHrMCnqwAwxwFo79lxx4sWb5W7FnMrxAG9QlAooSOS+qpoIu8iwIFGOYoEMnJdmGY42QDYqY7DHNca7wY5rjeeDHMca0xY5jjWuPFMMf1xot7zAp4ugIMczx9BnjQ9TPMcb3BZpjjWmPGMMe1xothjuuNF8Mc1xozhjmuNV4Mc1xvvLjHrICnK8Awx9NngAdd/5cvwPuPH5HQixNHusqwv//wEfHjx0Vclcv7usr1u1o/CZh++vwFXpyw2mWG7t37j5xM12VGC/j48bMoI88JP11j0L58+YL3Hz/xc4drDJfo5YcPHxEvXjxOCu9CY8ZdZQU8WQGGOZ48+nztrAArwAqwAqwAK8AKsAKsACvACrACrAAr4HIKMMxxuSHjDrMCrAArwAqwAqwAK8AKsAKsACvACrACrIAnK8Awx5NHn6+dFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFXE4Bj4Y5b9+9w5RZgTgdEi4GrnOHVqhXq5p2EJ89j8SvYycj4u598W8jhvaFX5FCJgfZ3DFcGcv2NUIaT5o+D906tUW2rJm1DQYuWYmdew5o/1t/PA2d2R5zwPYrdJ8WzK2HkLBwjJk4U1ywb8b0+Gn4YKTwSW5SAHPH8Bqzff7cuHkbC5auwpD+PbTjob9WlP4mmltj5sbT9qtx7xbM6WfNejB1jLnxdG+11bs60vhOxD0EdG6nbZTW3ajx0/DixUuLfhPN/c5aMwfUu1LXb8nUGrNmPZg7xtx4ur6ijrkCeibM5JtB57ne2jWm9hxwjAJ8FlaAFfAEBTwa5tAPPW30MCXdPDu3bymAjXSz9StcUNwI6AYwdVYgBvYJ0AEI8kli7hi6GSxZsU77wio/vydMNluvUf4A5O2dDD8OG6AdC/rbslUb0LJpA/HyKd2w+/XobBLAqT0HbL1Gdzre3HrQX1P0whFy5iwG9QlAooQJDUph7hheY7bNIPlLhD5co7+t2/QfvmrbXIwPaT1j3hKddWjo7KbWmLnxtO1q3P9oc/pZsx7MHWNqPN1fcduvUP5SWLNaZR2YQ3+LuPdA+/JJWj968sTkb6K531lz42n7Fbl3C+bWmDXrgZ877Dtn5PBS/6OeNWvMHnPAvgpw66wAK+BJCngszDHk7pDfYPW/TOs/MNEk0X/QMneM/lcC/YcsT5p4tlyrMWeOKbBGf9MHPGrMAVuuw92PNbce9L9M6z8wSWChVvUq2pcbc8fwGlNnVhly5ui3rA/A6e80Pjt279cCa3NrzNx4qnM17tuKOf3MrQdD0NvUMaSkviuSP0pYN78MOXP0WzL0jMDPHdbpbe1RptaYj09ys+uBnzusVd724ww5c8ytMUufO5TMAduvhFtgBVgBVsC4Ah4Lcww5beTOgAsXL+u4aCR4Q/8r2aL1H6qMPXjRMfQ1m0K6JKePBBfMuX148sZUQAnMMfSiqf9QpcYc4PExroCp9UBrSP8lUH/MDD1UmTomX97cvMZUmpBKYI6x9SOHOebWGLnp5L+phtatSpfkls3Yuh70fxMNfbSQjyGJqH/PUuKoc0vxbbwoJTDHkLb83GGj8BYebmqNpfDxMbse+LnDQsFV3F0JzNFfY5Y+dyiZAypeEjfFCrACrEAMBTwa5ujnhNCHOVt27tWxN5v7Akkvr8aOkWBOvZr+2rAfJaFbPGetgznmxkqCaWrPAR6vaAVMrQcJ5sjj2ZW8yOs/nMmPkWAOrzHbZ6E5mGPopd/QWQ21I/+dJZhj6Ryw/ercpwW114M0rsbWECln6jfTWHik+yiu3pWYgzlKnw/4uUO9MTHUkqk1Ri/ylq4Hc7+J9CHR0mdP+yrguq2bgzlK15jac8B1FeWeswKsgDMq4NEwx9QXRiXOHP0BZWeOY6a4OWeOkjwDEsxRew44RgHXOIutzhxjD9b075I7zhDMYfeb7fPDFMyRXvjTpEqlk+/DGMwxtcbYmWPbWNnqzNE/OztzbBsPS442BXOU5nyj8/FzhyWqW76vrc4c/TOacyta8+xp+VV5xhGmYI4la0ztOeAZ6vNVsgKsgKMU8FiYYy6Xg7l8H8ZeXORfafQfjM3lL3DUoLv6eUzBHKUghzSwxxxwdW3V7L+5NWQu34ehvpg7hteYOiNoDOZYAnKUrDFz46nO1bhvK+b0s2Y9cM4cx8wXYzDHkpdM6qm531lr5oBjFHCNs9iaM0f/Kvm5w3HjbgzmWLrG1J4DjlOAz8QKsAKeoIDHwhwaXDltt6aalT444KoSjlkypkqTUw/kpV7lPTKW7FM6xpo54Jgrds2zmFsP+l8olcSumzuGK7eoM1cMwRwloVX6CZDN/c6aG091rsZ9WzGnn7n1YOg30dwxpu6b7qu0+ldmrDS5uTx6/Nyh/liYatHcGjO3Hvi5w7HjJT+bIZhjLrTKUM4cW+dA7CnAZ2YFWAFPUMCjYY681DUNtn4JQ3mZXvr7iKF9dcpcG3KBmDtGXjKxmF8hkyVHPWECWnKN+uNFx0oavn37Dr+OnYyIu/d1mpRrbOihytY5YEn/PXFfc+tBXqbXUClsGlN5NSvS0NQx9HdeY9bPNP3xopak8snS+nnx4qXOCeTllQ3BHHNrzNx4Wn81nnGkOf1MrQdjX6hNHWNuPD1DdeuvUj5eUivSs4Vcd/kZ5M8e/NxhvfbWHmlqjZlbD/zcYa3q1h+nv468vZPhx2EDkC1rZp3nA0NrzBDMMffcYW4OWH8lfCQrwAqwAuYV8GiYY14e3oMVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAedSgGGOc40H94YVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAZMKMMzhCcIKsAKsACvACrACrAArwAqwAqwAK8AKsAKsgAspwDDHhQaLu8oKsAKsACvACrACrAArwAqwAqwAK8AKsAKsAMMcngOsACvACrACrAArwAqwAqwAK8AKsAKsACvACriQAgxzXGiwuKusACvACrACrAArwAqwAqwAK8AKsAKsACvACjDM4TnACrACrAArwAqwAqwAK8AKsAKsACvACrACrIALKeByMGfLjj1YsnwtRgztC78ihbRSBy5ZiZ17DsT4dzXGgs55J+IeAjq3s6i5kLBwjJk4U3tMMb9CGNQnAIkSJhT/9ux5JH4dOxkRd++L/5Zf042btzFq/DS8ePFS/M03Y3r8NHwwUvgkF/8t6SA13rlDK9SrVc2i/vHOrIC+Am/fvcOUWYF48OCRznyT5irtL5+Htigonet0SLi2Gf11ba59ad0bWwfyNai/hsytT/22Le2bub7z3z1TAUeuMf17jP4aMDcCStaoqTVmbn3yGjM3Avx3axSQ5n26dGl0nrmk56pcObPp/Ls15zB0jLQWLLlXmHvW03/ekz9Hmluftq5/tXThdlgBVoAVYAXsp4BLwpwdu/YhR/as6N6lgwAjdDOkh8J7Dx6iX4/OOpDHFunkD6k1q1W2GOYQcPHNkE70R7rppkmVSrQj/bdf4YICwtA1TJ0ViIF9ApAta2bQuSPuPdACGrq+R0+eiAcQ2pat2oCWTRsIuCPdsDu3b6natduiGx/rugpI8/LVy9eoUK6Udv7RXD4cdAKvXr9WDebQvF236T981ba5WMc052fMW4Ifhw0Qa8DcRn2VrwPpoVj6DdBfU3QNIWfOah/iTa1P/b7pt2Wub/x3VsCYAo5cY/r3Ef01YG6UzK1RU2tM/z6lvz55jZlTn/9urQI0tyZNn4eXL1+CPnRJH/7oOYrmYdJkSVSHOfLnRUtgjqlnPem+uGTFOu19l66BNnqONLc+bV3/1urPx7ECrAArwAo4TgGXhDnkkqGtdImi4iZNN7c8ObPjr83bIQEN/S8S8q8Z0gNo5QplsXrDPzFcL/ryW+vMMdSO9DJ5//5DLFi6CkP69xBARh/u6B9LN2X5DV3+d3PHOm468ZlcXQFpLpUvVQJHTpxCr64dxSXNWfgn6N9ojUnOHP0vinLgKb00Jk2cGIeCTkAJDLUVSuqvA/11aw7ImHrRtbVvrj4vuP/qKWDJGtN3YMpfEum+9+bNG7x68wbkblPizjR1H1FyhfrrwJI1Zu4+xWtMyQjwPkoUkGBOjaoVERp+Tnz4o2euvzdvR2bfjLhw5aoW5sjdYd7eybQfE6T5WLl8GWzesUec1tiHBrq30PNct07tMHV2oPY5VElfzT3rUf8y+WbQflgxtYbNrSFb178118PHsAKsACvACthXAZeFObWqVRY35tbNG+GfLTvRqF5NjJs8S3sTpZsWbQR7pBtcrepVtC4YCmEqW6q4IreNWjBH/kXF0E1V/ndTIEgK05dBJ5cAACAASURBVJL20f/iad8pw627swLSC1e9mv7CGUYbucvo/9P/yoHivgNHkD1bFuGi0Z+DxsIhTWlnDraY013/QVZ/PZl70DW1/ix1DZnrK//dcxVQusYSJUqILdt2o16d6sK5Rmtqx+79Ol/oj54IVuxkI8XlDk/9+4iSEdFfo5asMXPrj9eYkhHgfZQoIMGcbp3aYseeA+LDn3QPo/+VPqq9ffsOe/YfRrNGdUWz8vVBf6MweP1QLf3zy9eEj09ycYwtLmn5RwU6F4U9Sw5u+m9T90lz91Bb178S7XkfVoAVYAVYAccq4LIwhyymkmW2ZdP6yJY1i8mbqPyh09wNzxBIsSZnjrwdfXhD/71l514dq6+xl0lj/ZW7j5R8lXXs1OKzuaIC8hdNWlNkVU+SNLFw6Ny4eUuxO8zScA5zX+2VaKm/fvS/aJp6mTT2xVLuPrLEOq+kv7yPZypg7RozB1JMqSnBVUtz5sjbNLRGLVljpu5vUn44XmOeuSbUvmo5zJEgTbq0qYVDh+CNPNzW2HMa/bs5MCM/D33UMAcszV2n/hqX/1ZIoWLGngdN3UPVWP/m+s5/ZwVYAVaAFYgdBVwa5siBiPQVRf5FRD+5ohTq4WiYY+iLo1JnjhLXjRovwrEz/fiszqaA/sOj/GVNf84aSr4oQUVLYI5+PilrNDH0xVGpa0CJI8DWh3RrromPcU8FLFlj+qGM8jAQU04yY8pZG2ZhbI0qXWNKHAG8xtxzvsfGVckhS/r0aYW7hdymBET07036ifAl4KkE5uivT/m1WgomDT3rGXq2M/T8qvQeau36j40x5HOyAqwAK8AKKFPApWGO/BINhVhICYPJTh5bzhxjL4pSjLWpnDlKQI6kgVqhYMqmDe/lrgoY+hIoXav8QZBCQOgB2VhCb6UwR+lDqCm9jb0oKsnnoQTkSOfWdyG46xzg67KvAkrX2PPnkaKiobGE3tbAHH0ngZIrNbVGlawxJSCH15iSkeB9lCpgap7L700XLl7WSbovv8cpgTn6/bEWSJp61jOXM8eSe6g161+p5rwfK8AKsAKsQOwo4NYwhySVV46SXjzVcuaYe5i2JGmxfp9M9VG/goF+TqDYmUp8VndQQOmLpgRzpFh+/TmoBOYocZSZW2Om/m6q0o6hKiHy8aNjDwYdR4fWzcQ/WwJW3WEe8DXYTwGla4xgjn6FQ3m1N3Nrg65AXrFN+m953h1za9Dc382tMXPrk9eY/eaZJ7dsCcyR54GT56VSC+aYe94093f950j5mjK3Ps2tf0+eI3ztrAArwAq4iwJuC3Pk9leypnsnTYKCBfIJuGPu5ikNrr79lv5dss4q+QKjH+ZFxxuqlhBx9744pdyWq1/FROqTtI9+25wzx12WZOxeh9IXTarAJl8f0hqrVaOqSDKuBOYYs6hL4ZDm1ph+xTpJOXnlOnkf9fOFmFqfkjWfqgTpr73YHSE+u6srYMkak89RSkBO28A+ASLpuBKYo7/G9NeAuXuhuTVK/TG2xsytTzqW3H28xlx9Rjtf/5XCHP05mCdXDrx6/VokGVcL5pi7F5p71qN+yPfRr8wq5ZuSj4I8pYD877bkzHK+UeYesQKsACvACpACLgdznGXY6CGXqmlRQj1rqoI4y3VwP1gBZ1WA15izjgz3y10UIBBz/FSooqqO7nLNfB2sgCMVIOhK1bSkBMaOPDefixVgBVgBVsD9FWCYY+UY05cS2siFwBsrwAqorwCvMfU15RZZAbkC/KLJ84EVsJ8C5BCas/BPUQ2S3Ky8sQKsACvACrACaivAMEdtRbk9VoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAXsqADDHDuKy02zAqwAK8AKsAKsACvACrACrAArwAqwAqwAK6C2Agxz1FaU22MFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwI4KMMyxo7jcNCvACrACrAArwAqwAqwAK8AKsAKsACvACrACaivAMEdtRbk9VoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAXsqADDHDuKy02zAqwAK8AKsAKsACvACrACrAArwAqwAqwAK6C2Agxz1FaU22MFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwI4KMMyxo7jcNCvACrACrAArwAqwAqwAK8AKsAKsACvACrACaivAMEdtRbk9VoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAXsqADDHDuKy02zAqwAK8AKsAKsACvACrACrAArwAqwAqwAK6C2Agxz1FaU22MFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwI4KMMyxo7jcNCvACrACrAArwAqwAqwAK8AKsAKsACvACrACaivAMEdtRbk9VoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAXsqADDHDuKy02zAqwAK8AKsAKsACvACrACrAArwAqwAqwAK6C2Agxz1FaU22MFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWwI4KMMyxo7jctPMp8PnzZ8SNG9f5OsY9MqjA589fECdOHMSJwwK5ggJfvgBfvnxB3Lg8YK4wXtRH/k10lZGK6ufnL19Aq4t+F3lzDQU+f/mMuHH4ucM1Rot+E78gTtw4Yp3xxgqwAqyAsyvAMMfZR4j7p5oC9NLy7MVbpPJJolqb3JB9FXj+8i2SJIwPL6/49j0Rt66KAu8+fMT7dx/hnSyRKu1xI/ZX4MnzV0jhnYQBnP2lVuUMr968E2AgcSIvVdrjRuyrwKfPnxH54i1S8nOHfYVWsfXnL94gSeIE8IofT8VWuSlWgBVgBeyjAMMcBbpu2bEHS5avFXsW8yuEQX0CkChhQgVH8i7OpADDHGcaDWV9YZijTCdn2YthjrOMhPJ+MMxRrpUz7MkwxxlGQXkfGOYo18pZ9mSY4ywjwf1gBVgBJQowzDGjUkhYOJasWIefhg9GCp/kCFyyUhwR0LmdEn15HydSgGGOEw2Gwq4wzFEolJPsxjDHSQbCgm4wzLFALCfYlWGOEwyCBV1gmGOBWE6yK8McJxkI7gYrwAooUoBhjhmZCN5k8s2AerWqiT314Y4ilXknp1CAYY5TDINFnWCYY5Fcsb4zw5xYHwKLO8Awx2LJYvUAhjmxKr/FJ2eYY7FksX4Aw5xYHwLuACvACligAMMcE2K9ffcOU2YFwq9wQS3MuXHzNqbOCsTAPgHIljWzBVLzrrGtAMOc2B4By8/PMMdyzWLzCIY5sam+dedmmGOdbrF1FMOc2FLeuvMyzLFOt9g8imFObKrP52YFWAFLFWCYowDm1KvpD78ihcSe+jDn0dOXlmru0vufGh+Ee0F3xDWkLZYepUdWcunrcZbO7+27Fa/vvRLdydUsP5Jn90Hw5KPa7tVe1gTxEytPAnxhWTiubDwvjk/m640q02s7y6Vq+7G7+2a8ffJG/Hfe1gWRu00Bp+uj2h3a1eVfvIt8J5rN/1URxE/qhTNzTxk9TZ6WBZCnXUHx97eP3mB3z81G9/XJmRIVx1e3qssXlofjyoao+SLfqs2ph8RplScMv7rxIs4vCxNNeCX1Qq2lja3qj7UH7e+/HS8jXkStoyb5kK9TYWub4uPcRIGwWadwa9c1o1dT+vuKeBh8D9e3XFH1ipOkTQr/OXVVbdPSxm7vuoHQWSe0h9Vf3wLye430hxR5U6Hkt+WxK+A/nVMUH1wWGSt59ker95HvsLPLv1pdSo2ogEchD3B982Xxb95ZfVB5ck1Lh8Yu+0def46DQ3dq2644rjp8cqe0y7nkjR4YvBMvbj43ep6aixrixKhDeHblqdgnW+1cKNSzmN37pfYJ9O/BZUZWQppi6XVOoz9fSn5XHunL+FrVlc0t1hs9LlGqxKg+vz62tNqAL5+/WNW+oYPK/FQZafzS2dxe+NzTuLH9isPGOk3KZDb3mRtgBVxVAYY5JkZOiTPH02DOrm7/4eXtSMT1iocE3glQZ2VTV537TtXvteWXwCdXSjy7+AQ5GudG6kLpsK/fNgE4Lq8+h6/O94SXdwLFfT4+6iCu/XNZPMi9vPEcLQ52Unyso3ZcVXyBeGh4HPpQAIsSw8o56tSxdp4VhecjXZmMeHjqHgp1K4aEKRLh+OhDKNQ95oPtpZVnkatVftDDIG2v7rzAmjKLBaBInEYXsBBgpYfIJtusy+V1YvQhXNl0EXnbasDR4zc4vyQMrYI6I1mW5Ir1Cpt5EmfmBSNdqYy4e+i2mLeO3NZXWiperp5ffYZs9XOCHkx582wFDgzZKdZbjkZ5YghxetIx1FzSSMCeuwduIWezfKqI9SjkPp6ce4w2x7uo0p61jVxcGY5jPx9A1jo5cWXDBXS50x/SvSZt8aiXUFqnn95/Qo0FDbC6xELk61AIidMnBWlDHwFyNVdHE2uvIbaPe/vwDVYWC0Te9oVwcUU4aixqiDv7biBi700kzeyNNw9eo9meDrHdTXH+J+GP8FftlcjXsTAu/HkGjf5rHQM22KOjG6stR5L0SZGudEad5ukDFWnWLiQA2zv+Ba+kCfD6wStkKJvJ6g8P9ui/0ja192CNvrWXN0Ym/2w6hxPwWeknmy8LGiBr3ZxKT6Gz36JM08X6887uo/Pvj0Mf4FHoA7QN7gbaJ0eTPOL50ZaNgFDIlOOovaIJMlXNaktT4thDw3aLsadnu0oTatjcnrkGGOaYU4j/7s4KMMwxM7qcM0dXoE1t1yNRykRIkDQBHp9/jFb/tnWZ9eHMYVbzCsxC6YFlcX79OWQs44sMfhmwrf9WtNjQCitrLcOAu0OQ0Ed5BbW93+/G3ZMRyNMoH07PPYmAsF5ON06zck5DpZ+qImRBMHLUyolKP1WJ0Ud3C7Oannkyqo+rhePTjiJ/iwJiLQWNP4JeF/vGuPbl/kuR1T8bKv9SVfzt+Y1nmFdgNr4+FoC0hdPq7H9kzCFc/PsCOh/patU47/txD+4cuY32uzqK4x+dfYRFpeajx9ne8MmeQnGbh/44hPOrw1HumwrYNXg7BtwbovhYNXacX3QOSnQvicv/XUL6YunhP9b+D5Fq9Ds223D3MKvNPf7Fhxfv0WRl8xgyj08yBs3XtcKVLZfxIiISLda3VmUoTgeewpGxh9H7cj9V2pM3YkmYVejiEBz8dR/qz22ItU1WY+jz7zC/yByUHlgGJXqXEs0e/G0/rm2/imarW2B27hnodKgL0hfPgOm+k1F9Qi0Uau/Z7rbXD15jZvap6HS4C/6stBhNV7XAtZ1X8fz6M2SplBVnV55Bl5PdjY6zI8OsHoTcx5LyC9HleAAWlQ7EV/u+RkY9wKL6hASwsMQ8FO5QFGWG6n6QuXfyLv6svBh9rg3A+mZrkLtRHtwPvic+RtSdVd8eXVGlTWNhVpG3IjE330ytvi03tUGO2rqgRjtfDnXBMv8laPxnM+RpnNfifn3+8BkTfcah1d9tkL2m7jnomenQ6IPoc7U/6Des2dqWyN0gJqy25KSfP37GxOTj0HJTa+SoncuSQw3uu63vFoQuOo0inf1Qd7bzjrXNF8oNsAJOoADDHDODwNWsdAXa1GY9EqdOLEIoHp9jmKPWGp6bfybKDi6Pc+vOImNpX/Eiur3/Ni3M6R8xGIlSJFJ8OoI5907dRe6GeRE85yS6n3FCmJNjGir/4i9gTvaaOTwD5mSagurja+L41KPI37wAEqZMiKMTggzDnGpLkbWqDOZcf4Z5BWfj6+MBSFtID+aMPYSLf1kPc/b+sBt3j0ag3c6vomDOuUdYVNJymHN43CGcX3tWwJydg7Y5HuYUmYMSPTUwx49hjpIfDLeHOd3/xYdX79FkhQGYk3QMmq1piatbruDl3Rdovr6VEsnM7kO/aYfHHIp9mLMoBIdG7Ue9uQ2wtrEG5hSeg9KDy6BEryiYc2jUAVzddgVNVzXHnDwz0flwV6Qrlh7TM01G9T9qolCHImav1513eHX/FWblmBYFcyovRtOVLXB1xxW8uBkpYE74ijCngTn3T9/D0gqL0PVkdywsOd9xMKf4PBTuWBRlhujBnFN3BQAjmLOu6WrkbZJPwJxEqRO7Jsy5GQl6VutyIgCLSgXCEMyRz5dlVZeg0dKm4rot3cgtNynFHwZhTujC0zg46oAW5hCQzlU/t6Wn0Nn/y6cvmOA9Fi02tEbOurbDnK19NiNscQgKdyqKenMa2NQ3PpgVYAVMK8AwR8EM2bJjD5YsXyv2LOZXCIP6BCBRQuUuCQWncJldBMxJkxheSbzE1/vW/1kX1hEbF+zMzhwBc4aUx/l155ChVMYomDNAA3NqLoPFMGfEbtwLviucOadmn3BemPM/f4QEBiNbjeyo/HOUA0W+uZ0zJ9MU1JhQC8emBiF/syiYc2ziUfS80CfGtS+vthRZqmRFlf/5i7/Rl2CCOV1OdEeagml09j8y9hAubDqPr4O6WbW0BMw5FoF2O3RhTvfwXkiRQ7l9W8CcdWdRbmgF7Bi4FQPvD7WqP9YeRK6Dkr1K4dK/F5GuaDpUG+ccuSysvR5HHOcJMOfj6w9ovLxZDDknJBuLpqtbRMGcey+ES0eNTcCc3w+h95VYduYQzBm9X7xMEcwZ8uxbBBaZizJDyqJ4z5LiUgXM2XoFTVdrYM6Rrkjnlx4zskxBtTE1UOgrhjkEc8j1uLTSIgEFyZnz4lYkslTMijPLQ9H1VA+j08aRzhwtzDnVHQtLzEeHvZ3ha2W+FkvWwcLi81Ckkx9KDy6rcxh9UBIw52p/rGu2Bnmb5sP9U/dA+V6c2a1h1JmjgTkSLGuxsTVy1tEFHxLMoflCMKfhkia2wZx/2iJ7jRw6uhLMOfDbfvS9NkA4c9SAOfgCjE86RrgTc9ZTEeZ0LCpgMm+sACtgPwUY5thPW7dseWPrdUiSNokIs3oY/pBhjkqjTNbdskM9C+aQdb3Kr9WEMydbdc+AOdN8J6PmxNqKYM6K6n8ic+UsWpjz7NpTzC80xyDMCRp3GOc3nrMe5lBY3vFomEMhlGSdtxTmHBp7EBfWnxPOnB0DHA9z5hWejVK9S4swq7RF0jLMUfD75O4w57+Af/DpzUfjMGdVC1zZehmv7r10O5gTsvA0Dv9+APUozKrRKgFz5heeg7JDy0XDnNEHBMwSzpy8MwW0IJgzM+tUVB1dTTguPHl7de8VKCS4c1BXASYICl7fcRWRt6OcOWeWORHMCb6HpRUXoVtwDywoPs9hMGdBsbko2rlYDJhD4IYAmIA5TdcgbzONMyelG8Mcab7YE+YsOo0Dv+5H36sDBIBRBeYA6oEhAFt7b0bYkhABg+vPa+jJPyF87ayA3RVgmGN3id3rBARzkqZLKsKsHoY9ROvN7MxRY4QJ5tAL8Lm1Z5GhZAakL5YBOwZtR/P1LbGSnDl3Bov8Kkq3PSN24cHp+8jdKC9OzTwhXsqdbSOYU/W36gLmyHPDyPvpbs4cAXMm1caxKUHI1zS/GNNjk4+i5/mYzpwVNf5E5opZUOXXKGeOFuac7I40BXSdOUF/HBb5lr4+aqUzh8LyTtxF2+1RiTwfX3gM+tpK4Xkpcip35hDMubjhvJjL2/ttwcAHjnXmCJjTRwNzCqVFtT/YmWNu3XsEzHn7EY2XGXDmeI8VYTMEc17ffyVyT6ixycMg1GhP3oYlOXMI5hwZcxB1Kcyq4SoMefqtyJlT9ptyKN4jyplzePRBXN58SeTMIZhD7r60RdNhZjaC7f4i54Unby/vvsTsXNOjYE7lxSIHynVy5tx5IWBO2NIQdA12EmeOBuYEhPREoN9cdNjTGb5lraukZMmYE8wp8nUxlBmk68yhkCqCS32uRDlz8jXPL8KsEvgkdOrQG2POnOc3noPyG3bVOJ8MhSTJ4d+yKkvQcHET4UiydPv07hMmpfxD5KXMXl3XmUPhSwd+2SfC19R006jm8pHBnILtC6NBYCNLL5/3ZwVYAQsUYJhjgVi8K7Cx1TokzZBUhFk9CH2ANlvau4wszhxmNSfvDJT7tqLIN5KhRDTMoQTI9FLvljAnG335rS7CrLJUjQ4ncmuYk3Eyak0hmHNUWK/NwZxMFTKj6m/VomDO1afiqzpZ+lPnT62z7gTMWXdWJEe2Zts7YhfunbqHttt0YU5AWE+kzJVKcZOHxhwU4V7lh1bAtr6bMejhN4qPVWPH+YVmo1S/MiLMikLRqo+vpUazbt2Gu8Oczd3+EdWaGv0Zs/IiJfwkpwWFGb1++Erkz1FjcxqYs+A0jow7iLoUZtVwFQY/GSbCrMp9Wx7FupfQgTnkzJmbbxY6H+2GdEXSYVZ2ymlWFUW+9nCYE/ESs3NPF6CcXCaUA4VgDkEeCrMKXXIa3U4br9rnyDArKaxJgjntd3dCpnKZ1JjSJttY4DcXRbsWF4m15ZsEcyjckJw5+VsWEGFWCZIndOrQG6Uwx5AjRoJ/NF/+rLIYDRfZB+bs/3mvgDkUKqpWnhsCQ81Wt0TuhrYlU6Y5sKXXfzizNBSF2hVG/QUMc+y+CPkEHq0AwxyPHn7LL35Dy7VIljGZCLO6H3KfYY7lEho8Yk6eGSj3XTTMSeeXATsHbxcJkK2COcN34UHofZEA+eSM46IqkbNtM7JOgf/vNYQzR54bxp1hztQMk1B7ah0tzEmYIiGOTzlm0JlDjizf8pm0MOfplSfiRcwQzDk6/gjOrQ23HuYM34V7wdEw58nFJ6CvrZbCnIO/HxCJmMt/UwHb+jge5swrOAul+5cVYVapC6RmmKNg0bs7zPmv69+gyjBGYc6yZsKZ8+bRa/VgzqLTOPhbVIJStTdLnDmnA4MR9MchEWa1psFKAXMICJf/rkI0zPn9oFgvTVc2x9z80TBnJiWo/6kKinYppvYluFR7LyWYc6ybCLOiHCgUZvXy3ktkJmfOYieCOZrqUd1De4Eq+zkK5gQWnQO/biViwBxyBy+psFDkjlrXZA3ytyoQ5czxdlGYc/056B4jnDkl56P52piJh7XzxUaY8/HtR0xONd6wM2dJCPb/tBd9rg5QNWkxgSGq+penkeXVt/QX9Zae/+HMn6Eo2LYQGixs7FJrnjvLCriaAgxzXG3EYrm/BHO8fb2FM+f+6ftos5WdOWoMCcGc8sMr4dyacGQongHpimXAziHb0WJ9FMzpd3sQEqdKrPhUu7/biYdhD8RN+cR054U51cbUBJXxzVI5qzacyO1hzrQ6IrQqb+N8IgHyianH0eNcTNgmYE65TKg6KsqZo4U5wT2QOp+uM0fAnDXhotKVNdve4bt01rMW5oT2QsrcysOsCOZc+vsiyg0tj229N2PQI8c6cwTMGVAWl/+9JNxLVFqZN9MKeATM+fhZOCr0Nyr9S2EzBHPePn4jkiGrsVFJXpHT4toANZrTacNSmHN0/GHhzBEw5/EwEWZVfngFFAvQOHN+PyicbM1WtRAwh9x9aQunxayc01Hpx8oo2tWzYQ6FU9H9+WsJ5ixuIpw5lOg2U8UsCFt0Gt1CnMSZI8GcsF5inDvs6iQ+CNh7EzAnoARKD9B15mhhzuUoZ06B1gVFlU2vZAmcOo+KUWeOBuaInEQl5gn4q18SXAf+VV4sQEa+ZvktHgIJ5lCRkWzVsuscT7lo9o/UOHO8x6LlxtbIoZeI2eITAgIMNVne3KpS6kZhTptCaLCIYY4148HHsAJKFWCYo1Qp3k8osKHFWiTL7I0EBHOCGeaoNS3Ixl3h+8o4v+asqGSlhTnkzKluHcx5dOahsMs6Lcyhainjaoowq8yVonPDuDXMST8JdabXxdEpQcjbyAzMqbUMvmVlMOfyU9BDM1n6U+XVDX06OuEIzq22Hubs+W6nTtjkk0tPQNb5AEthzugD4sWQwqy29vrP8TCnwCyUGVQOFynMKh/DHCW/T24Pc7r8jS+fvwhHhf5GpX/p3ynM6u3TN2i6Sh2YQzkt9v9vX6zDnJD5wQiaqIE59TUwp/AcVPi+Ivy6FRdyHBlzCBf/uSCcOfMKzBZAOG2htJida4bOfkrmkjvu8+L2C1AYdJfjASLMisJmru2gsLzXyExhVguDnQbm3D0RAcrT0j28Nyjk1GEwp8gcFOtREqX6l9aZAg9C7mNJ+YXofbkf1jZZLVwaFGYVP6mXy8MccuYQ/NWHORL8o/lCOZYoxEhtmEPhS/t+3IPeV/uDQkVbbmqNHLVtr0BFcLvRkqZW5fjRX/ube/yL8GVhAuBR3iDeWAFWwH4KMMyxn7Zu2fL65mvgnSW5gDnyHBuucLHOnDOHEixW+EEGcyjMaqgmzMoamPPtTjwK18CcaYadH7E9ZtMzT0b1P2oJmJOpYnRuGHeGOVPSTUTdGfWiYU6KhDhhZHxW1lqGjGV84T+6upBEAizGYM7ZVWdEpStrtj3f7sSDsOgcWNpzhfREqjzKc+YcGLVfhGwQzNnS81/hBHDkNjf/TJQdXF7AnNR5U6HGxNqOPL1LnsvdYc6/X/8FKrtrFOYsbiKcOe+evVUV5ogEpddj2Zkz7xSOTjoS5cypv1LAVQqzqvhDJV2Y87cG5hSUwZzcM1BhRDT0ccnJrUKntTDnRIBI5ktOCwqzev0oCuaELDgloLexzZE5c+4ev4tlVRdrYU77nR1BedfsvdGcolL3xmBOr0t9RZhVwXYamJPEC/XnO2+FI2POnGfXnglIRs4cAXNWtYiRX0YO/2yCOW8+YnLq8aJirL4zh2DO3h92izArAjBqwRyC2+SisQY+xYA53f9F+PIwFGhV0OBvr73nJLfPCniSAgxzPGm0VbhWgjnJs/qIMKt7J+9qE6aq0LTdm3B2mFPxxyrCXZHOLx3SF8uIXd/sENWshDPn1iAkTm1BmBXBnLMamGMkjMfugps5AcGcGuNrizAreaJft4c5M+vh6OQg5GmYVyRANuacWlV7OTKUzhgT5hgALMcmBiF8ZZhNMOfhmejqdE8lF5AVMOfK5ssizGpLj1iCOUPKbn8s8QAAIABJREFU49K/l5AqT0qGOQoWuUfAHMDg12GqFkNOC4I575+/E/ki1NgoDOLAz84Bc45NDhIwZ3W9FYZhzthDIs+VcOYUnC1+Qyh5+Jw8M1Huu/LacCw1dHHFNiJvRYKqTXY92V3AHHJaEMx58/iNCLMKCXQ+mNPjXB9RdcmhMKdXSZTqp+vMeRj6AIvLLYAEcwq1LyzCrOIndnGYc1oDc1aagDknAkSOpfqBjUQVL0u3jxLM2dwO2fx1w6woF83e76NhTqu/2iB7rZyWniLG/vR72GBBY6v6awzmUNJrQyGuNneWG2AFWAGtAgxzeDJYpMD6ZmuQPJuPKE1+73h0KWOLGomlnZ0Z5szKOQ2VRlYVeU/SFY2GOZQAeXm1pRbDnF3DduDxuUdRYVbOCnMyTUGNCbVEAmR5bhhPgDlUzYrs2SZhTp3lyFAyI/x/1zhzNEmJKT+Dvlvm2KQg8RWsy0nrnDm7h+3Ao/BHaL25nZBfys9jyAVkavke+G0/rmy5LBIgbw74RyRcdeRGL11lh5bHpf8uIVWuVKgxiXPmmNPf7WFO57+AOMZhDjktKMzqfaR6MEeEQYzcg743BpqT3+K/W5QzZ+4pHJsSJEqTr667QlSXo1wqcmdO0LjDOL/xnIA58wvNiYY5eWfqlDC3uKNuckDkzUiQ40/AnEqLUH9+IxFm9fbJW5EA+fS8kwgIcw5nTsSxCCz3X4Ke5/uKPrff0VG4Xu290bwp3jsmzCG355KyC9DrYl8RZlW4QxGRADluwnhOXa7arDPndA8sKhUoKuHpJwuW4F8XgjkUZjVffZhD4Ut7/j/PHYVZkZtGLZhDCZfrzW+I/C0K2Dxl/gv4B2dXnBFgqPGyZja3xw2wAqyAcQUY5vDssEiBdU1XwydHCuHMuXssAu12fGXR8bG5s1PDnBzTUOnnqlHOnKLpQNWsdg/bKapZWQtznpx/jFwNchutlhSbY0HnnuY7GTUn1RZhVhnLRocTuTXMSTsB9WY3EM4cgjkJUyQyWm1sFcGcEhngP6aGkOTxhcdYWHyewTw2BHPOLAsVla6s2XZ/swOPzj0Slm45zOlqINmyqfb3/boP17ZeETDnv25/Y8jTb63pjtXHUG6L8sMqijCrlDlTouZkDrMyJ6a7w5x/Om1C3HhxDSbhpJcX+nJOzpwPL9+jyQp1nDlSTou+N2MX5gTPOYnj045GOXPqrsDAB0MFzKk8soo2sbGAORs0MKfwHAGE0xRII8qUlxlSVoTPePKmhTmnopw59eY1FM6ct8/eijCr4Lkn0f2Mk8CcoxFYXm0Jel7oK9xE7bZ/JfLR2XsjR1fJvqVRsm8pnVNJMKfnhT4izKpwxyIiZ068BPGculy10QTIV59hXuHZ6CbBnGXNYiQLNgT/rHHmfHj9AVPSTBAfWPSdOQRzqMgFhVmRm6bV322QvabtzhwK66LfCgqNsnXb3O0fhK88I0K2CHrxxgqwAvZTgGGO/bR1y5YJ5qTImVLAnIijdxjmqDTKs6gM7C/+oLwn6YqkEwmQd3+7Ay3WtxYwh14KkqRJovhsFKL15MJj4cyhykk9z/dRfKyjdiSYU2syhVkF6+SGcXuYM6cBjk4KQu76eZAwZSKcmnkC3cNjvgzQy1f64uljwpywnkiZSzePzfHJRxH2Z4hNMOfx+ceiDCptz64+Fbk1rIE517ddRblvyoNKQscGzCn3bUVRzSpFjhQMcxQsZo+AOfHjGiyPSy8v9OWcYM7HVx9Ue+mgMIh9P+wRv9tqb5Y4cwjmnJh+TLygERzWwhxZyfGgPw7j/PpomENAmCrBUWWr0oPKoEQv3Rd0ta/H2dt7fuO5CFmiPCkEc8jlJGDO83fIXDELSGNngzm9LvUTFbgcCnP6lUbJPrpzhUJ3F5cJhARzinQqKsKs4nm5NswJCOmJhaXmi0p4eRrrlvE2BP+scbpIMKfNlvbIWjWbzjIhF+7u/89zp4U5/7RF9ho5bF5KBI/qzKovkhbbukkwJ2/TfKpBclv7xMezAu6qAMMcdx1ZO13XuiarkSKXBuYE3UG7nezMUUPqmdmnosr/qglnDpWF1cKcDa2x3N9KmHPxsXB/OC3MyTgZtaZoYE5pX204kVvDnDQTUG+uBTCnWHr4j9U4c84/xsIS8xBgDOYsDRHwxZpt19DteHLhSUyYo3mxU9rmvv/tw/XtGpjT5W8MeeZgZ06eGSj3nQbmZE+BmlPYmWNu7Nwe5nTchLhexmEOOS0ozOrja3VhDuW0oFxnam8WwZzZJ3Fihgzm3B+KwCJzUOnnKijaJarkuIA5686KfEGBReYKIEwwhypblRpQGiV6ezjMkZWjFjBnTgMRZvUu8n0UzJl90iCMl8bdkQmQ7wTdwYrqS6GFOdu+QubKDnDmFJiNkv1NwJzzfUSYVdHOfgLmxDUCV9VeK9a2Z86ZI8EcygWTt0k+ndNI8K/rqe4iZw7BP7vAnGE7RZgVuQtbqQVz0k5A7Rn1ULBNIWul0x5HH3POrgoX+qiVi8zmTnEDrICbKsAwx00H1l6XJWBObg3MOcIwRy2dBcz5tRrOrdLAHL8M2DN8J5qvb2UVzKFKWM8uPxVhVscmHhVfxpxtm0YwZyqFWZ1GhlLRuWHcHebUn9cQQROPRDlzUiTCqdknDH7ZpYSl6f1iwhz6CkzuOPlGOXjOLLEN5jy++ASt/9E4c649FfkzpBc7pXNHwJwdV0WYFVURig2YU354JVz69wJSZEvJMEfBwHkCzDEW1kFfoullS8CcNx9Uy+0gclqM2OUUMOf4zGOoR86c2ssxUANzKv9SFUW+9hOz4+j4Izi3Njwa5mhCK2n9l+hbKobbQsGUcqtdtBWMTmucObM1MOfFe2SpmBWnZhl2VsYmzOl9pT+oQmY7B8IcQ+DvYfhDLC4dKJzBAuZ87SfCrOLEi2PQKecsE8dozpwrT0WYIsGcRaUDRZUmYzBH7uSyCua8+oApaSegzdb2yFpFz5mz4gwoNFoLc/5ti+zVbXfmTE0/EbWm1hUl5G3dJJhDziWq+sUbK8AK2E8Bhjn209YtW17beBVS5U2N+Inj487h22i/q6PLXKcz58yZmW0qqo6qjrMrz0Q5czwA5kzNMAl1ptUVYVYZSkbnhnFnmENhHQ0CGyFogjKYQ/mTqo2rKSShnDaLSs4XX4FT5IgJc8IWnwYlLLZm2zVkB55cfiJi72l7poE5Uv4MpW3u/WUvbu66LqpZ/dN5E4Y+/07poarsNzv3dFT4vjIu/XMBPllToNbUOqq0686NuDvM+furjYiXKL7BhKv0slR3dgMRZvX53Sc0+rOpKkMtJSjtdzt2nTkEGk7OPoG6s+sLmDPg3hDhzKnyqz+KdJbBnDUEc1ogsOgc8RuSKm8qEWZJrhz9PCiqCORCjUgwh17gl1RYKMJQCFi/f/UBmStkwcmZx9HjbG+jV+RIZ07EkTtYXmOpCL+hogptt3VAlspZ7a62sZA8Ceb0ONdb5Mzx61JMOHPixI1jMIeV3Tuq8ASKYc7iJqAwIp1nFsnJRfCvQlRYnj1gDrlpaZyNlS9XeKk6u03LMAk1JtUGVR2zdfuvy984uzpcJIhuupphjq168vGsgCkFGObw/LBIgbWNViFVvtQiZ87tQ7cY5liknvGdZ2SdAv/RNUTOHCoLSzBn74hdaLGhNZZVXSKqoiRJqzxnzs4h20Xek1z1c+PohCBRTcLZtqnpJ6HO9Lo4vSBYJ9GvzoPRy7dIkjA+vLziO1v3reoPWaIbLGiEoxODkLNeLiT0SWQ058Ka+iuRtkjaaJhz9hEWlTIMc45PPYbQRcFWw5ydg7fj6ZWnWpjz/PqzqDLFmmSoSi927897cXP3dZEzhxLPOhzm5JqOCj9UxuV/LyJ5Fh+GOQoGzu1hToeNiJfYOMyhl3NK2v3pvYowZ3kY9ny3C7EOc2aewMk5J4QzZ2WtZVEwp/AcVPlNBnMmHBHhvY1XNMcCv7lamEPQp1jPmBWKFEwpt9rluSbpLcEcCrOqPbMerm2/gg+vP4owq5MznAfm0Ae2FTX/RJ9rA0B5+BwGc/LNQunBMfMrPdLcswjmrG28GsW6Fse94LuIE8dFYc7lp5hfVOPMKROIhotiwhxDTi4qz23p9v7le0xNN9GwM2flGewash3kwBJJkv9rh2zVdMuXW3o+2n9axkmiwmihDkWsOVznGHLmnltzVuRtbLampc3tcQOsACtgXAGGOTw7LFJAwJz8Gphz4Bba72ZnjkUCGtlZwJzfawhnjhbmfL9LJEC2BubsGLwNz689EzlzgsYfcV6YM6MuQhacRnpZbhh3hzkNFzYWzhwJ5pyea7i07ZoGK5G2UFpU+0PjzJEejM/2hk/2FDoz6fi0YwhdEAwqW27NJmDO1aeixCltz288EzkzupzoLuaj0k3AnD3XRZgVOSKGRjrYmZNrOir+WEWEWSXP5INa09iZY27sPAHmxE/ihfrzG8aQgl6WxMs5wZwPn0A5MNTYwikMYtgO9L8zWI3mdNqwJGcOJVc/OVcDc2ouw4C7Uc6cqqOqoXCnoqLdYxODEL4yTDhzBMwJ6YlUeVIJl45fQAmUHlBG9WtwpQafyUJrqDR57en1RM6cD28+IkvFLDgx7TgIVhjbHOnMkWAOffwht2/brR2QpYoDnDlGKp9JblJyLlGYVbFuxUVp8i9fvqDh4iZOOw2MOnM0MKd7aC8sKhMoKnJRtSb5pu/kIuefLTDHEJCjXDQ7B20TYVbGKl5ZI+5038mo/kdNFPpKPZhDHxSbr2tlTXf4GFaAFVCoAMMchULxblEKrGm4EmkKphVhVrf230SHPZ1cRhpnDrOakWUKqo2tifAVYarBnMjrz4Uzx1lhzpR0E1FvVn0RZpXOLzqcSD6hnruZM2d8kjFourK5GBMlMIdASvXxtYQkcsu6T7aYMCck8JQoW27NtnPQdjy7/gwtN7UWh0sw5+vjAQIoKd32/LQHt/fdFGFWf3XYgG9eDFd6qCr7UWhBpZ+qijArb9/kqD29rirtunMj7g5z/mq/AV7JEoByVelvlCOCXs6vbr2ML5++iBwYamwC5nyzA/0jYhfmkGskeP4pEWa1suYy0R+COf6/V0fhjjKYs0IDc4rNFb8hKXOnFGCnaNfiKD2QYQ7lSaEX+CUVF6LWtLoizOrju0/IXCEzyBVpqlqkQ2HOodtYUetP9Ls5CPSByFAlJDXmt34bc/LORNlvyqF4D90y9vLQ4HVN16B4QAkRZvXls3przR7XoxjmBDaCftlxuZOLwvLsBXN2DNwqwqxEXh0DFa+s0WV6psmoNraG9rfBmjakY/7t/BfOrT2LXPVyi9yPvLECrID9FGCYYz9t3bJlcgukKZRWhFnd3HeDYY5Kozw982RUH1dLOHOokogIs/pBE2ZVZQn6XB+ApOmSKj7bjkHbEHlDA3P+OIJel5wvzEoLcxYEQ54bxiNgDjlz6kSFWZ2eZ9iZs7bhKqQukDoa5mjKvNJXYH2Yc2L6cZyef9JqmLNj4DZQFQ4J5kTefC5KE1sMc0buwe39N0WYFb1EOxzm5JiGSj9XxeV/LiKZrzfDHAW/GG4Pc9ptgJe3cZhDL+fkzFHzBTN85RnsHuoEMGf6cQQHnhJhVitq/BkFcwrPgf8YGcyZFAQqdUxhVguLz4uGOcXmosjXxVBmUFkFs8h9d6FCAhRa0z2slwizqjm1jgiz+vT+MzJXzIzjU5wH5tw+eAsray8TibfpA5FaL/nmRndOnpkoOywmzHmsqcBIed7ImVOie0kRZqUmODXXN2v+bgzmPL30BIF+cwXYW1Q2EPXnx4Q5Ok4uTVhegVaWl/p+/+I9CDYbdOasDseOAVtFmJUIxVIJ5szIPAVVR1fT5tOyRjvpGAqzPr/unPhoRQ5z3lgBVsB+CjDMsZ+2btmygDmF08IrsRdu7r2BDnvZmaPGQAuY80ctnF0RDXP2/bhbfNFYZi3MuamBOeOcGObM1jhziqTThhO5PcxZ1QJB4w9HwxwjEEbAnPypUX2CxpmjgTn0FTh5Vh+daSdgjhEopGR+Cphz8xlabowKs9LCnGMBIiG30m3PyD24deAmypMzp90GfPPSwc6cHNNQ+Rd/XPr7ApJl9EbtGezMMTd2ngBzEiRPiHpzG8SQQkrCfmXLZVVDPwjmUE4LCmtSe7MkzOqkPsy5E+XMoa/vUijFsUlBOLMsVIRZCZgT1hMpc6XCwhLzUKSjH0oP9myYo32Bl2DOlDoizOrTh89RzpzJx0xWi3SkM0eCOf1vDwY9U7TZ3B5Z/XUrIak9H6k9gjnlvi2PYt1L6DSvhTlnemFt09Uo0aOkcOZ8/vhZtZBGe1yPWZgTFhVmVW9ewxjJjSWYI5xcFRaKME6bYM72DshSSTdU7vyas9jabwv6XNXAHAMVr6zRZWZWqqrqr610Z00bMWBO3Vwi9yNvrAArYD8FGObYT1u3bHl1/RVIWyRdlDNnD8MctQZ5eqYpqD6+pmowZ/vArXhxKzIqzMpZYU7aCeKLMeXMIWAg5YZhmBOlwJpGq5AmXzTMeRD2AEvKLhCW/hgwZ8ZxGMu9o2SO7hiwDc9vyWDOreeYm28WvrYQ5uz+cTfohaLCNxWwqe16h8Ocmdmnosr/qokwq2QZGOYoGXt3hzk0D8kBZwzm1J5WB1c2XxZSqZXHQ+S0GLwt1mHOiWnHRIL5+vMaYXm1JRhwd7BIbF59XHRejONTjyJsSSiakDOnRDTMocp5lAi1zJBySqaR2+4jwZweZ3pjScVFqDW1tihl/+njZ5Ez59iko84Dcw7cwso6y9D/ziDQM4WjYM7s3DNQ/rsKMWCOFoSFUwLkVSjRs6TImaNmfip7TDwlMGdx2QUGK1VpnVz2hDlrz2Jr3y3oQ86c9IaTJFujC+VZqvxLVRTtUsyaw3WO+afjJpxffw456uTUfiSyuVFugBVgBQwqwDCHJ4ZFCqyutwLp/NKLnDk3dl/HV/s6W3R8bO7szDlzpvlORs2JtXFmRRhS500lwqz2j9wjvmj8WXmxqE6RNL3yMCuCOS9vvxAW1yNjD6P35X6xKb3Bc1PiPspjQTlz0hSKzg3j9jBndQscHX8E2WvlEC+ZxnLdEMyhuVBjYm0hycPQB1hcboF4caBKTfLtBOXGmHMS3c9YlzNne/+teHEnUvsFLVIDczof7YZ0RdIpnjt7ftiN24dvofzQCtjYZh2GvRqh+Fg1dqSH0Sq/VRPOnKQZkqHOjHpqNOvWbbg9zGmzHglTJhLgWH+blnEyak2pLWCOmuWSpQSlVD1K7c0SZ86JqccQsug06s1tGAVzIjQwZ3xNbcUagjmhi0MEzCGAQ78hKXKmFJXzCrUrgjJDGeaI0Jrw3qLUtJgvmrA8cuZQZUJT1SId6cwhV+SqOsvFONMzhVpVjszN4dm5ZqD8iAooFqDrzJGDsNWNV6JU79LCmaNm5ThzfbPm74phzpyYyY3lTi7hzJleDwVaWx5m9S7yHahUeFtDzhwNzKHnOrGPSiXoZ2WfhoojK8OvW3FrZNM5hgogXNhwHjlq59KGb9vcKDfACrACDHN4DtiugIA5xdKLMKvru64xzLFdUtGCgDmTauPMchnM+WmPiDW2BuZQPPWLiBci+dzhMYecF+bM18AcWaJfd4c5VKYz6I/DWphjrAoVlXJNlSdlDJhDLw7emZPrzLyTM0/g1OwTtsGciEhtbPuL25GgpJZWwZwjGpjTOnZgTtVR1QXMSZI+KcMcBb9PngBzEqVKLJIAx4A5vpNRa7IG5sSLgwYLGytQzPwuZ1eHY+fAbaIUuNqbxTBnsQbm+P8fe2cdV0X+vfFHAcEAWxSx1+4GEwXs7u7Eru39bq9rNwaCYmFgB9iKKFikiiAidneBsf5+59w7l9vcAi8w5599Lc58ZubMZ+bOvOc5z5GDOdR+uF813jUGPmsjUmDO5THIVyY/1tZfjcq9q6LhdGdTH0KGGu9Z3FN411olgTmkzKH5QjDnyxcuszo71/xgzqQHU0ElhOkJcxr92FgFAqjAHI/6uE9lVsmf0XG9aTrHpcVkSg3mkEqLPHPUmRvLH/NaZ2+jYU7fwwPg2LiEwmHG+scgwOMAP9dpAj6G5GUZec79bFqYU9q9rKxLpiH7JK4jZkDMQOoZEJU5qedIXEIuA5vbbIR97aJcZpV4+AYGBInKHFNMEPpC7LZADubUKIqgX00Ec/45jbHXzU+Zs6DgHLRf3ZHLrOS9YbIUzLGzQZSP+pbiZBhZoFwBuM6XeOY8inwIX2cf/gqsAnM8L4DaEJPRpCFxaHwgXt+Xgzl3X7EPwpDQ4ShcQ3dlzrEfj+Ju6B00mt4YO3psw4x36avMoQ4uLn+7cplVrsK50XqZqMxJbT5kdpizs5c/chbMpRHmEES/fuAasltmNxnMidl6BYcmBGDSw2mppV/vf9cH5giqGyqz2tB8LZffUJkVqf1kMGfxOUT6SGFOPS++hzDMabAalXpUgdO3jfTex8y0wrPYp/CuvQqjrngwzHGd585lVl/whcusQlNpMJCuypygW6BntEkPp2KR/Xz02tcXpVqWTvPT4Vl2CRr/1EQF5sibR1OZVd1x9fEg/AE+vf+IThu6pvl+GboBTTBHAHsEc0glq84Px2Qw52UyFhebD7UwZ3sMAsbsx9j4CbyMOvWOIcdO55GgnLLCypCx9vTfididV1HKtQx67e1jyBDiOmIGxAzomAER5uiYKHExSQboQaFo7WKwzGWJG4cSMPDUkAyTGrMus5LK/S9tvIQC31CZlT1O/XaCDZDXN1nLRndUNqJr0IvE2wdvUbZNOZwxY5jTwbsTl1kVqJhSTpTpYc42qTLHVVJmFbUmHMMjRqucWoI5+cvmZ8inAHOujYNtcSVljucFUBviUVfG6jpFFJYjmPPm/mtZC1EquSKYMzhkGM9FXYNgzr2zd7nM6qvBnH9cWZmTs1AutPFUVWPoeixZZbksAXM0zAXyFaGXc4I5FlYWaOfd0SSnnWHO+ABMevT1YQ754VCZFcOcO1OwqqonXOe3QtW+UmWO1Feni193Lq2ie0je0vlAniCVulWG03cizGGYE+PBZVauc92RcPA6zxPqZhUyS3sZ89eAOZMfTQN1i+y5tw9Ku5YxyZzWNkiqMCeKulltRr3xDViZ8+ndR3TamHFhDqm0yL+u1VLVEip5n6B1zj7c/axK76p6n4NkAeYcGQDHRkrKHII5o/dzNytNwEfvDQJgmPNDYxXvI0PGEmBO6ZZl0HOfCHMMyaG4jpgBXTMgwhxdMyUulwJz6hRjZQ490IgwxzQTgyTRZMR5aUMWgjkF5qDDmk4IXx2u4A2T2WFON/+eCJl1mh+ytcEc/y5bka9MvhSYE/GQu2OQtJrabssHlVhRRytDYc7B8QT/3oD2jeLNvdcgU0u9Yc4PR3Hv/F04T/1KMKfEQrT4141hjk3BnCLM0eH2lOlhTk9/5CqiXqVFHX9c50iVOdYWrBQ0RcRsu4JD48wA5iw8i+j1BHPac1dEhjlVPOG2sDWq9JG8YAodr8gzh0qrRsWMRd5S+VgFWKFzRTh/39gUKcmwYzy9+gQ+dbwkMKexj2S+HIxHtmzZJDAnFU+69IQ5t07eBJXCT348HQsLz01XmEPlOTWGKRrnynd22trJD/UnNpTAnLeZAOaQMkeNH45MvXPFA75O3mkCc+J2XMWBUfswJn48ljgsQF81wMeQC45+851mOKP26LqGrK6wzu5+OxC3KxalWpTmcj8xxAyIGUi7DIgwJ+1ymylHpk4Jxeo6SGBO4HUMDBaVOaY40SSJbrUkBeZQaUvw7ycNV+bQy/mjt9z++vTfwazsMbeYk2smuvh1k8Cc8gVl5URZCeZQy+TotRFqlTkMc0rng9tCiTKHuoCQzF8jzFl8nl/EDImD4wLw9qEamHNmGHtk6RpHvz+C+xfupcAcMkDOpuvaxi9HL+ctZ7lLYI4GnxTjt5K5RsjsMIcUYrnt86gtueP5MluqzLGxNCnMOehxgF+qTR36lFmdW0Btx6NlMGf8bSqz8oT7ojaqMGdjNy6tksGcRj6o0LEinH/I4jAn5gl86nph9NVx8G3kzfOFPmSRYTbDnJlntJYxpyvMOXET1HFUBnP29EFpt7RX5pDXStNfmmmEOSMiR3M3q/qTJDDn45sP7NFkrqGxzEpacsfKHCdvuC9uo6K6kS/LMwbmJL1I0ghqCObsH7mXy6yWFDcdzCE1boNpDVFnTD2jT83uvjsQtzsWpVxKo9cBEeYYnVBxADEDWjIgwhxxeuiVAYI5DvWKczcrUZmjV+q0Lkwwp/WSNojeEIV85fLDvmZRnP4ziGEOSbv17mYlhTnl2pXncUiOa27BMGdzd0SsDkP+8gW4m5dyvHyThFzWlrCysjS33Tdof+iY6ZyGzj6Nks1Lwya/DbcFHhY2UmW87V23wq50XrgvaM3/JnjmeCRMRO6iip3NqJPV+cVn2dfBkDg47gDePX4HMmemoBI9z7KLMTh0GIrU0B/mNP62Cfy7bEl3zxxBaRFHMCefNRtUiqE9A5kd5uzs6c+dAKkkQjlkMCcgHpY2FmjnZRplDn85H73PbGAOdQ0kI30JzFnOvzWVpB12qDwz3CuMwfqaeqsxJm48bB1tGRx/06E8Gv3QJEtfQk+uPJblZa3Tagn8C4xHdovsKNmsFE7/HcQv1ZoiPWHOzeOJ2NreD1OezgB50vXY3Rtl3Mum+flbVppaWrugxpCaCtsSlDkEc7Z29EODyU54GPEASa+S0SUDwxz6nSXPnNaLU64j4cBlMCfGg0sV1S2jywlJfpkE8lLsf3wwHBo6KKwSt/Mq9o/Yyx/pNC2jyzaUl1lZcRkaTHFC7THGK3N29duBa7tiUaJZSfQJ7G/I7ojriBkQM6BjBrIkzAk4fBy+G7dM/2wyAAAgAElEQVRximrVrIrJHiNgY22tNmWR0Zcxc94y2b+ltryOec+wi/m12gCHBhKYQ+1cB50emmGOxZw9c6i+vc2ytojeEM0+KeRTEvzHSXT374V1TdbA4/oE5C6mu2cOvZy/f/KelTnBf50yX2XOlu6I8ApH/nIp3jDyEyozwhxqNx/y72mUbFGKy6wu+UZiWPgolevIv+sW5C2ZD+6LJDDnYdgDjXMhbMUFnF94DqOvGgZzAj1ovqTAHPLPoXazdH2T4bmucfS7I9x6lsqstnffiulvvucv2OkV7IEy1x1xu6/COp/6dtTptS8ZZTuZHebs6L4NeYrZotXSNiqnhAyzW8x0Y88cy9xWIOhhirjqH4PAMfsx+clXVubMD8Vlv0vclp1hzi2JMkfe64NgTtiqi+i8sRv7gIyO9YBdibzY6LIOJZqXRLPfXUyRkgw7hjzM8XX25jJOKrOysMrOXiapKV+/Csx5NgMLCqQfzKGW1k1/a47qSjDnZcILrKq2HALMaTjVGfcv3seHV8no7JdxlTkEc1h1I1euKExwoSyPlFxrG66G24KUkkZ9LgJBmdPv6EAUd3ZUhTnD93KZ1VLHheh3bCCKOykuo8+2hGVXV1+BmiProP7EBoasrrDOrj7bcW1PHL8v9D8xyOjxxAHEDIgZ0JyBLAdzCM74bvLH/76fgnx57bDa14+zM2KwehkggR+HokVQs3pVJCUnY6HnahQqUEDj8pl9sm1yX4/iDR25NXn8gWsizDHRCVeBOTXsEfynETCHXs6fZhCYszpcweg3K8EcGzsbRK9TD3O2d9vKL1UCzCFIwmbYasBe+MqLOLfgrOEwZyzNFzllzv038Cy3RG+Yc+Tbw1wORgbItP/pDXMWOyxghReVWeXIa80vsWJoz0BmhzkEFW2L2WmEOS7/uDLMscqTw3QwZ3sMAkd/fZhzdl4Irmy+zGVWdO8gmLOy8jK0XtYOlaXKHOqCd3HlBXTZ0I3VBgLM2dxqI4rWLQqXma5Z+hJ6cvkx1tSXKJaozIrhX2A8LHKYIcw5loitHfxYEUkq0HRT5pRaxNBPGea8uPECXlWlMKeDHxpOc+Yyqw8vMybMkfknEcxx9lYLap7KleUZBXOeJ3EJlTqYQ4qXfcP2YMy18VhawnQwZ01dL1TpWw0Npzsbfc3v6r0d1/bGcZn24DPDjB5PHEDMgJgBEebIMkDwprhDUbR1b8F/U4Y7qU0WgjuRl65oVfOkNkZG/neCOY5OJViZE79fhDmmOpcEc9p6tkPU+ijkLyNR5pz+KwjdtvVkNQa1Fqevy7oG+TW8fyaFOX+arzKHynqom5W8N0ymhzk7eyFk5mmUdCkFm7w2iF4fiWFhqsocegm1K54X7oslyhwZzFHT2Sx81UWcm3eWX8QMicCxB5D07D26bOnOq5MZMnW2GBQ8FPZ1dFfmEMx5FPEQztOc4d91K6a//h7ZLNJPmcMwZ74U5tha80usGCLMsXWwQ6slqsqcZaUWofnfLRnm5DDhfImlMquRe7ncxdShj2cOwZyYLVf4OqCyqXE3J7Eyp7VnO1TuWYV3LYw64S2/gC7kmePkjTFx42DraIdtHTZr7DJo6mMy5/FkMOfaeKxr5MPzhUrMLa0tWJmTmvI1XZU5yjBnV2+UaZUOZVYEc/5wQfXBimVWLxNf8nwbHjEK2zpuhtP0Rgxzkp6/5xJrcw1NnjkKZtjOPmg5z13WFU44FhnMiR3HHlTyneP0Od4kAeaoUd1c2x2LXX13cNkkwZz+xwfBoWFxfYZXuyyZnpfvWAGNfjS+tFKAOQUrFVT7fGP0zooDiBkQMyDLQJZS5gjKmprVqshgzs1bd7DIczUmeYxAqZKpyxRTU/Jk9rm1yW09HJ0lMOfavrgMRdzNusyq8Fy0Xd6ey6wIbMhgjn9PiemtnjAncOx+JL1IRtlWZRGcAWBO3lIpCpQsAXOozKp56jBH/iX0wcX7XCqhrk09wZyzc0P5RcyQCBizH8nPk1RgDhmcF61TTOchj8w4zN4+AsyZ9uo7ZLfMrvP6xi5I/gHUyp2UOaZUWhi7X+a8fqZX5nTbCtviWmDOX1KYY2c6+McwZ8ReTHn2lWHO3BBQm3QZzEmUwpzlijDngud5hjn0MifAHFLW8f1HTXmaOc9nU+/b40uPsLaBN/vikBqjOc2Xg/GwsrFkmHPqzyCMuzFR42bTE+YkHr3B0ERQ5nTf2YtLrdM6lpVchGZ/aoE54aPYM8d5RmMJzJH7cJDW+2bI+DrDnLnuqNqvmsImhLK80bHjuGxRHfDRZZ90gTnjbk0C5d5UMIc63pVqWZpL5oyNnb38Eb/vGvKVyY+Rl8cYO5y4vpgBMQNaMpAlYU5bNxcum6LQB+aoU/G8eZuUpSbYzvZbUMy5OJdZJeyPR89jGcfY7MuXL0j++Bk2OczPTNer5BK0XNIaV/0uw65UXhSsWhgX5oag7YbO8HfdhEHRI5G7qO6eOccnH8KHF8ko6V4GZ/85jSGXR5vdPF1eeAHaru+My2sjYVvSDs1mq8r56XxZWWRH9nT0XUnLRNExd9jcFefnhaJ44xLIYZcDcVti0DtYtaY8oP9u5CqWG83nuvEukWfOjtZ+fC5zFsmlsJuX10QhbNE5DIwYYdDuH594CMmvktFmrcQA9v2jd1hbdSW6H+6nVzer4J9PgL5k1xlfH/v77MTo+5PSFeZ4l1uGZrNccSPgOixzWfI1JYb2DNA1lsPSAtnST0CVrqeE5qFtCTs0m6N6f1lbZSWcfm6CxEMJsLazRovFqibshuzs9T1xODbuIEbeNr3x/MdPn7kttqVF6pA0bOE5xO+KRYvFreHvuhFDrozGhrre/P/fdKnAh3ZpdQQiV4ahtU8HbGu5EQMjRyCPgy0CB++FdV7T5cSQPJrDOk8vP8FWl/UYFDUK21w3wPmXpkg8nMD3l2JOxXFu5hmtv6//ffmCjx8/wzodnjtuH7+Jfb12YOzjKaDfmvZ+XVAyHbpZram4HM6/NkOlfpLnaiFe336FDXW80ff0YOzpuR11pzbE4/CHIFDRxtc0ZuNpMUc0PXc8j32GzU18MTB8BLa2WI8mf7dAhV6VFXbhWcxTbGm2DoMiRmJL8/VoMtMFFXoqLqPLPlOO1lRYjm4H+sC+vuIHlRsHriNw8B4MiRmDtZVXoFtAH9jX0/2ji6bt7+qwlcdx/q2pLruodZmAgXuQGHidvR4HRak2eDB6A0oD5MltY+ohxfHEDGSYDGQamENQ5q85i/H69RuV5DsUs2ePHBsba/a8MUSZQyBn6Spf/DxjooKCJyn5U4Y52abYUf82G1G8cUlY2lji+t449AkabIph02UMgjnvkz4iV84c6bI9fTay3GEh3Je3w5UNUbArmRfUmvzsrDPo4NcNW1zWYdjlscjtoDvMOTo+EMmvklDavRxC/grC8FjDFBv6HIO+yy7JPwcd/bohyiecvWFc5rmrDJGU/BE5LLMju4WFvsOb5fJ0zJ38e+Dc7DMMc8gA+ermy+gfomokvq/PDn4QarFA2pr84n1sdduA4XEeyFVYsZtVtHcELiwIxdBLhn0BOzIuAB9ef0C7dZ05b+8evYV3RU/0OjpQrzKrkz8cxdMrT1B3QgPs6emPcY+mIbtV6i+dpjpZK0stQot5rXB93zVWD9I1JYb2DLxL+oCc1lYMCDJj7Onlr/H+QnPc+X9NcSPwOmzy2cBVTSmWITmJ3x2LQ6P3w+PBVENW17rOh4+fkA3ZYGWV+j3xwvxQ7ijj9v/dqza7rMPwWA/41loFt2VtUb5rJd5O1KpwhC+/gHa+nbG5ua/styZw2F7u2NTKK2uXKj6JfgS/Zr4YFjOW/9vo12a4eSiBlX/FGhZH6F/BfE/WFOn53HHrWCJ2d9+GCc9ngH9rtnRHqXQos/IqtxRN/nRBZSWVyqtbL+FbcxX6hw7D7m7b0GCGM5cLJz19j/Ybu5r82jDVgElJH5EjhwWyZ1f87Xp29Sk2OvtgSNRongtNZ7ZE5T6KAIt+/zY1XoOhl8dgU6O1aDarJSr1VlxGl/2kUjSvskvR82B/FG2g2M0qYd817B+4CyOujcPq8svQ6/AA08CczltRoHIhNPu3pS67qHWZ/f12IiEgHjkL5sKI+LR//rSxNr+PtEYnURxAzICOGcg0MEfH42XDY309czSBHF23mZmW29RyHUo0LcUvSnG7YzE4JOMYm5lzmRW1EW3v1RFR6yO5gxG1gz4z8xR3s/Jt5IOx8eP5a6muQZ1UqP1nuVblcOq3k/BI1CwD13VMUy/Hbbr9e3JrcjvHFG8Y+e1kxm5WZEpJnjmOTUuADJAvb4rG0IuqX6529NiGPEVTuvDcP38PG5r78rnMXUQR5lAOQ2eFYMw1wx6aDozah4+vP8g6jLx99BbUoWTgqSEoWlf3L36Hpx1iZQ6VWW3rvAXTXn6XrjBnkf18tFrSmrtoWOa0Qjsv03QnMvXcN6fxMnuZlX+XrdBUxulZhrrwuLBnjk2BnGhjIvgXRwalQ3dj6vNvTX6q9fHMCZ19BlTyRWVWVELlcWMiVlX2RFuvDqjUXaIWCF9xEReWnEOnDV0lJb3S3xpqffz5/Sd0MuOXbpMnV82Aj6IewtfJBx4JE7nMqunvLmyAbJ0nh6TMKpXf1/Qss7pxOAH+nbfIyqzo97Vcu2/SPE3UUcllZktUG1hDYVuvbr3CykrLMCxsJBszN/qhKcOcd4/fgvzyzDU0lVnJSqiujmP/pBazXFG1f3WFwxDK8sicmDxzWs5RLcXS5bipgYUmPxwyFiZPGnoWoN/pAScHo1h9ReCjyzaUl+EOmiXyyXz6DBlDWGdnT3/cPJEIknxOfjTNmKHEdcUMiBlIJQNZDuak1s2KDI4PHwuSdbvS1yA5s8+4jS18UbJ5aVbmxO66iiGhwzPMIZs1zCkwB+29OyJqXQrMCfk3mA2QDYE5AaP34cObj+yZc+pXM4Y523siwitMo6dFZoQ5Pff0wZl/glNgjl80hl5QD3OotK710rZ8jd07d5fbBZOJaa7CimVWBHNC/j3DL2KGxIGR+/Dx7Qd03iRpFyvAnAFBg1Gsnu4PiYemHgQZQDpPlcCcqS++hUWO1BUEhuyzunW4K9zStojbEwsLG0u0X22+Un5THbOx42R2mEPzkEzl3RaqllB5ll2Mpr+6IH5/HHIWyoU2nqZRcjHMGbKb57+pQx+YEzLrNGhfqKsbw5yEidzNqr13J1TsJlHmEMw5v/gsOm/opmC2H0gm+o/foes2833pNnVu1Y1HHmBC7hjmEPwjmGOXg/0Dg349wfdkTZGuMOdQAvy7pD/Moa5LLWe5oeoARbAhgzkXpTDnp6Yg7zdSfprzvEoV5sSOwzpnH7T411XlmB9HP8LahhKPpTX1vYyHOScGcXtv+ZDBnBsTQUBa399pTXOVfG5ISWMKqE0fo+6G3kHSsySGi2KIGRAzkHYZyHIwh1JJwMZ34zbOaq2aVRU6UynDHFLyHDl+SuEM2NrmUSm3SrtTZF4jE8wp5VKGYc7VnTEizDHR6VlQYA46+HRClK/EP8a+RlHIwxxSXJCJp64RMGofPrw1f5jTfUcvhHtdlBhtqilxyJQwZ28fnPk7GI5NSnA3q8saYA592cpln1sV5tyahFyFFGFOpHc4zsw8bRTM+fTuo+wr/LvH70CdfvR9SGSYc/UpnKc6YVunrwRzlrVlZU52awsR5uhww8gSMKdsfjbGVo7l5Zag8S/NWJlDpYutl0nAqbFBqtV9g80D5lzbHYc2K9rJ1CUMc3w6oaK0zCpiZRjOLQqVwRyP6xO4vPPwpIN4efMleuzqZWw6MvT6DyMeYF2jNaxqYpjzqwTm2OS1RnFnRwT9z0xhTu6Z/DEoPZQ5DHNmu6moVF7dfoWVFZdhmBTmNP65Ge5fvId3DzMBzCFlzkwtMOf6BKyp56U2L7pcEDJljhqYQ8bCBF5oThLM0VdBq2n7ewbshKW1Jdp5G/8RhGAOgdDXd1+LMEeXEy4uI2bAiAxkSZhjRL6y/KpU5kFu92SAfHV7DIacFZU5ppgUVHLUZVM3VuaQWWeR6vYInXWay5C4w4ghMOfdR5R1L5vqw6Yp9t+QMeiYCeaQMofarqvrmpJpYc7MYJbok+nqlc2X1Cpz6GFN/gXz3tm72NhiHaiDhVqY889p7npmSCiXVLx78o67ZOgr35bBHCqz6riZy0wsrNNZmUMwZ28cLKwsTPJQakg+M9I6mR7mdNqC/OW0wJyfpTCniOlgDsHEPQN3cpmhqUMfZQ4pAKnrZLuVHSRqgesTuMyq/Ro5mLMqDOcWhDLIXd9kLQSYc2zGYTy5/AS9DvQ19SFkqPEEmDMucRLDHIJ/CQRz8tnwPfzkz8f5nqwp0lOZQy3Tt3fdyi/Pc/P8y90Jv2lfPs3zvcRhAVrOUYU5r++8xooKSzH0wggus2ryS3NW5rx58Jqfbcw1NCpzLj/GmvqrQZ2q1jdeg+Z/t1ApLRPK8uhaW1t/tdpSLF2OW/gN7q8O5uy/BvrYQ50tPcsuMRnM2T9sD/77+B86ru+iyy5qXWZH9214EvsELxNecFc/+gAshpgBMQNpkwER5qRNXjPtqARzSrtKlTn+VzDknGHdc75Ggsy5zIphDpkBkzJHgDmzT0vKrAyAOQdG7sXH95/YM+fkL8e1ysC/xrmgbTLM2d6LPXPoS7BQTiS/P5kR5vTa1xen/zklgzkxWy5jyHnV64glz3KlHwLMGX97MnIWzKlw2kiZc/rvYH64MyQY5iR9Yt8MCm0PktrGPzTlIJ7FPoWTFOak90MclVm19WzHZVbUEp0UCGJoz0BWgDkFvikA1/mqBuvLv1mCxj9JYY6cCs7YOcMwZ8BOTHv19WFO/P5rXGYllH6squKJDms7o0KXinyYEavCcHZ+CJdYMsxJmMCdE0/8dAz3Qu+i39GBxqYjQ69PHi+clxsT2SeF1CUMcwrkhKOzI+eJ7smaIl1hTsB1bO++FTPe/oC5tv+iy+bu+KZDOsEcNW26ZTDn/Ahs7bgZTX4mz5wHeHP/Nbptz7gwZ0zceJ4Lzf9qgWqDFH2C5D2WSJmjzldHlwtC2wcVuqYVYE7wEBSto7u3nabtB5DX4rP3JvEzIpjzIvEFl11PejAVOeysdTlscRkxA2IGDMiACHMMSFpWXmVDM1+Udi8DKxsrxGy7LMIcE00GhjmbuyNqbQTsHO1QuIY9QuVhTtw42DrqXmZFMOdT0mdW5pglzPkCzMktVeYQzJHzhsn0MGd/X5z++xT7LVDrX00whwwObQrmlPl4UP35ppbrMf7OZOQsoAhzonwiEPzXKYNhzoHhe/H5w2fZFzltEm+tMGfyQTy7JoU5HTan+xe5hYXn8osrvUxns8gmwhwd7k+ZHebQS2TBCgXgOk+1zGpF+aVw/qEJl1nJm43rkDati5AybE9/M4A5fwcj/sA1NkBe20Di40FlVh3XdUGFzhKYE+kVjtB5Z9B5YzesbyqBFrntc+PU7yeReOQGf/XPykFKEiEv6xr7SOBfwDUG7QxzfjQfmHP9QDyovIWVOQRz/NIH5iwuNh+u81uhat9qClOFSmzoGht6fgS2dPBD0/81k8Cce5kA5jT2QfM/1cAcwWPpxkSsqeul1ldHl+tJG8wRzjOp6DzLLcGg4KF6dZ3UtP1DEwLx6s5L9NjZW5dd1LrM9m5b8e7ROza8VufzZ/QGxAHEDIgZkGVAhDniZNArA/RQU6ZVWQnM2apeUaDXgOm4sNkrczZ3RzQpc4rbcplVyJzT3M1qrZM3xugLc0bsxadkKcxJRQaejqdAtqkv/31hGTiXWRHMsc+j1q8iUypzCOaQMsdJUmal6TpimCPXYeduyB1sck0bmKMsr9bWSUPbfDk4KRDP459JlDkEc57O4M536RXUFa7tyg6I3xuHbNmzcTmJGNozkNlhDs3DAhW1wJzvpTBHQ6mnIfOHYM7ufjsw/fX3hqyudR19yqwIGtOLnwBzqMMOlVlRGYUCzJl7hsus6GONAHOo417s7ozV5MDkyQa4LIhhTqJEmdPox6aSlsuFpTDnh2MM2DVFeipzlGEOqa3Kd6yQFmlRGHNx0flwXaAZ5gw5N5x/D5r8KoE5r++9YlWuuYamMitZpypS5jT2QbM/XFB9cE2Fw5D3WGJljhpfHV2OW+Zbp6ZTlXCeqax6ebmlJoM5x6YfxpOYJ+i13/jSSir3S3qVhHshd0FKJltH3bux6pIfcRkxA2IGUjIgwhxxNuiVAXqoKdu6HNe/alIU6DVgOi5s9jBnS3dEr02BOaFzz3CZlcEw54MU5vykvaY/HU+BCszpsZNgTjhyafCryIwwp/eBfgj+OygF5mhQuO3qsx02+VPaJQswZ8LdKbDJb6Nw2qLWRCD4T8OVOQxzPv3HX+wp3j97D2o32//4IDg0VOykkRrMeXH9OcOcre39vg7MWSWFOdlEmKPLtZ0VYE7BSgXRcq5qmRX5eTh/J4U5DrZqTdh1yaHyMmRQuqvvdrOAOQkB1xnmkNeHAHOonLJ8J8lLPt1/z86RgzmJE5G7SG6cmxeKSxujMCxslCEpyDTr3L9wjyEXqQsI5pCSi2AO/WaRMuf490fNEubMs5vFgC69YI7bwtao0qeqwnl/c+8NqJRRgDlNf2vOMOfV3ZcZG+ZcG8+eOU1/b64R5pDHkk/dVcbDHDUdJa8HxIPKmKg7HXXkGxwyDEVq2ht9zZHK7P75e+h7eIDRYxHM+ZT8CbdO3MTIqDHI901+o8cUBxAzIGZAfQZEmCPODL0yQLXjZdtIYI4m41a9BkzHhTMKzMnjkIe7WcnDnNGxHrArkVfnbO0fTi/nX1DGrQxOmiPM+fyFZeACzKGvnOraAmcmmPMp6ROoa5kAc4o3dORuVprKFQnmWOez4bIhijtnbsPPbQM0wZxTfwRh3I2JOs8R+QX3D92D/z6rwpx+xwaiuJOjzmMenBiIFwkpMGfyk+mwymWl8/rGLkj5beslgTkU5A0ihvYMZHaYQ1CxUOVCGmGO07eNuWxGU0c9Q+YPw5w+2zH9zVdW5vx1CgmBcjAnbjyXWVFJlTzMoZJe+ht54pEChWDOhSXnEb7yIkZeGmNICjLNOvRyS3mRwRxScgVcYzUpwZxj3x3he7KmSE9ljuClQmVWDHPkoF1anpBF9vPgvqiNZphzdjgbIDf73UUCc+68ZFWuuUaqyhwB5vzWHNWHKClzwh9gXeM1EGCOyz8tVUySdTlubR0lBZhDJsvUkc9UMOfUbydx83giNz4wNvy7bEG2bNlAptxkgF2oSmFjhxTXFzMgZkBDBkSYI04NvTJAP1LU6pLKrDS1VNZrwHRc2NxhTtetPdgzJ0+xPFxmRaaUXckAuaE3DIU55Jlz/IejWg0a0/EUyDZFKhB62KS2t/RlWN7oV35/MhXMef8JVAbUO6Afe+Y4NCjOZVaausLt7rsDOfJap8Cc07fh574BE+5N4U4q8kGKrqDfTxoMc/YN2Q18ATr4SuBH0vMkULtZfWFO4IQAvEx8IVHmtPNDesOc+flno713J4Y5X758EWGODhd3poc57fxQqGohtJyjqsyhtslO0xshPuAa7Bzzwn1xax0ylvoi9FJNZZJfG+YE/xmEG4cSJMqcequ53GFlpWXo7JdSfhPpHYGQWcH84r/RZZ3M34JAztl5oVzim5Xj3rm7krzckipzpEouMu1nmPOtGcEcalnd258NkOflnYVO61MUWGl5DhcVmQf3JW1QpbeSMuf+G4YN1PWUoGqzP6Uw53YGhTnRj2RG4r5UZvWrKswRDLMJ/pFnjrqOV7qci7eP3sKztPq24wRoyZOGPLBI+TQ4dBiK1DBemXPm72Bc2x+HwWeG6bKLWpfx77wFlrmtcG1XLAadHgr72kWNHlMcQMyAmAH1GRBhjjgz9MoAwZxv2pVnH4zLG6Mx9OJIvdb/mgubPczZ1gNULmMSmENlM/99QVk384Y5PXf3Zpgj7w2T2WFOn8D+CP4rKHWY028Hctha84sYxR0pzJl4fyobJyvAHN9InPr1JH9VNyQY5sgpWZJeJIHazVInm+LOuitzGObcfAnnac7Y0nYTJj+eDqvc6afMYZjjI4U5n7/I4JQhOckq62QFmFO4WmG0mO2mckoJbDhNk8KcEnnhvsg0MIc9LXpu45dqU4c+njkEcxIP3+B7iE9dL26pTJ458l2OIn0iEDIzmEtyBGiRq1AukKn6qT8NV/uZ+ri/1ngCzKGOVVRm1XBGIy6zylPMFsUbOYJ8Rgiwa4p0VebIKcLm55vN9z/BGykt80cwp9XStqjcq4rCZt4+eCspAwodxp451P2JlDkvbj43icluWh2TRmWOHMxZ12QNmvzSFDWG1lLYDQHmjL81GT51VqUNzJG2oBdgDsGywtWLGJ2Os3NCcGXLJQy9YPxzPcEceq4jO4b+RwfBwVn3cm2jD0QcQMxAFsuACHOy2Ak39nDlYc6lDRmrnj7DwJyiUmXOAjllzlUP2JXUo8xKHuakUtNv7JwwZP3/Pv7HXw4FmGOdP6WcKLPCnI/vPmJhobmQwZz6UmXOjhj+cqkcZKBqlScH2q3qwP90O/gWNrfaCE0wJ+h/JwxuQb9v8G4gW0pZkgBz+h4ZwC3UdY3A8QF4eSsF5kx6NA058uTQdXWjl6MXGDI9JmWOvAeQ0QNn4gEyO8whqFikehGNMKfhVGdW5uQtmc+0MEfaVcjUU0cvmPNHEHekksGcq+O4zKrrlh6yltUEc878c4rLrDa2kChQCObQx5rUVCemPjZzHO/e2bucFwHmsJIr8Bpsi9kxzDk67RDfk80B5rDxdt8drAhjmCPXgj4tc0tdBFsva6cZ5oQM4zIrl79bSmBO4gtW5ZpraII5QttxgigMc35uihrDlGCO1DBbBnPUtFxElhQAACAASURBVC/X5bjfPnwLzzIalDlSmENKO/L9MhXMOb/4HCJXh2FElPGllds6bYatgy2i10WxGrlk81K6HLa4jJgBMQMGZECEOQYkLSuv4tvIB+U7VIBVTitEr4/MUOaI5g5zuvn3ZGUOtYWlMqtzC0O5zGptg9UYrSfM2Td0D5fNlHEvg+PfaTdo/Brzmdpg08Nmzz0SZY68N0ymhTlvP4IeevsclCpz6klhzs4YDAlVhTnU2phkyjKYc+oWNrfeiIkPpnJ5lnxcWhdlVAv6vYN2IbtFdln3p+SXyaB2s/rCnIBxB/DqziuJMqfNJqQ3zCFA2NG3C8Oczx8/ywydv8YczyjbzPQwp80mFKlZBC1mqSpzSKXSYIoT4g/EI1/pfHBbqNq+3JDzKN9VyJD1ta2jD8yh9uI3jyVKYE4dL4wmmFNpGbpu64Fv2pfnzUSticTpv4O4zGpTy/UMLXIWzImYbVdwcOwBLpXMynE39I4kL3ckyhxByWVbXApzppoRzNkTh939JV3USKXYYU1nVOgiaUGflkEfKVovb4fKPZWUOVIgQZ4uVGblMlMKc25kcJhzfQL74qiDOYJhNl1HrMxR075cl3MhgznBQ1C0TjGFVah0kjxpSGlHpaJkMF24mvHKnLAVF3B+wTku6zc2tnXczKbHESvD0GNXb+6CK4aYATEDaZMBEeakTV4z7agEcyp0rMgGyNHrIjEsPON0ujB7mLO9J0vbTQJzhuzhOWj2MGdvH0R4hcE6r42snCizw5y+Bwfg1F8n4aALzMllhXZeUmWOFOZMejgNOWwV1S4Mc4xoQc8wxzI7lyhRyGDO4QFwbKy7Modgzuu7r+E01UkCc9Tsa1reHBnmrOuC+D1xIGBILZjF0J6BrABz7GvZw+VfV5VErKriiQaTnBAfEI98ZfLBbUHmgzm3jt9EmxXtGOaMivHgMiv6cEDedzKY81cQl1kJ0CJngZyI2x2LvQN3Ydqr77L0JSTAHDI59nX2Bim5rgfGs8cSlY4cnXKIAbumSM8yq2t74rBnwE4+Z0LJacWuldL8/BHMabOiPSr1qKywLQFIDDozlMusWvzrivsX7+N5wnNW5ZprpKrMkcKcxj81Qc3htRUOQ2aYfUvqmZOWMEcKZ4eeH4FCVY03GI70Dsfpv4PhkTDB6FNDMKdAxYII87zAZZ2C4brRA4sDiBkQM6CSARHmiJNCrwz4OvugQqeKsMhpiUu+IszRK3laFp6TayY/YJMyJ1eRXKzMOb/orEyZMypmLPKWyqfz5vYRzMkG7mZljlL5z8mf+WGz594+iFwdjhx2Kd4wmRbmvPmAhUXmQYA5xeo6sMImdtdV9cqcATthmTMF5twKuqkRkFxaH2VU1zJ6actuJQdzXiVjcdH53KJUL5jjcQCv771mZQ6piNId5tjNYoBD5Qb/JYswR5cbRmaHOTQPi9YuqhHm1J/YkGFO/rL5TQZzqB349u5bQV2FTB16KXN+O8mtgUmZ4117VQrM2d4T5dpKYc7aSJz+U6rMcZUoUAjmpKW6yNQ5Scvx7obcwSbX9eyLs87ZR6LkorK8Evm4zOrI5INmA3PkARx19mvn3RHpAXPI2L/tyg4qMOfdo3dYVnoRCOaQMqflLDcus3p2/VnGhDmRD0HPwNRFijq7NvqxsQrMkTfMJgPkZn+4qLQv12W+vn3wBp5ll2CgOmXO4QSQJ40AZ00Fc+g54sQPx/geYGxQWV3BSoVAzRlae6qW4Bk7vri+mAExAykZEGGOOBv0ygDDnM4VYUHKnLURGB4xWq/1v+bCZq/MIZizNgK5CkthzmIpzKm/GvrCnL1DdnNbyDLuZXFsxmGtrVO/xjmRwZx9fRDpFQ4r2xRvmEwPcw4NYANkkk4TzKEHcJKhKwd9YaXrrP3qjvxPMpijxoeGH8J+PGZw1zKCORY5LPjhnyJZCnP6HOqPEk1K6jxFAgjm3H8N56kSmKOuJEznwQxYUGjHG7cnFp+TPnHpiBjaM5AlYE6donCZqarM8aq6HPUmNGCYU6BcAbjOV+14Zcj8kcEcMkDOZsgImtfRG+acvMkd8RjmXPEAqZGoLXTZNuV4I1FrIxH8x0n2zGFocXcKbPLbIPFIArZ12oKpz7+FhbWFaQ8iA41258xt+LlJuggyzJnsxJ455LFE5vCHJwUytNYU6anMYZgzaBemvfwODHNWd0TFbmmvzGGYs6oDKnVXVObIYM7poeyZ03K2Gx5cfIBn8c+4xNpcQ6MyRwpzPBImcpmVNphDZVYEc5r+3twomDMoeCjs6yh2grohwBzp9Wyq1t9XtlzG4QmBXB5tbDDMqVwIMX6Xubyu2sAaxg4pri9mQMyAhgyIMEecGnplYK2TNyp1rcwvmVFrwkWYo1f2NCz8BZiTeya6b++FyDXhJoM52bNnQ2k384Q5n5I+8cNmr/19ucxK3uhXPkuZqTW5PCA5/depVGEOq2WsLVJgzsmbGjtEXd4QbVQLemVw9OH1Byyynwd9Yc4Bj/2gDiZUZsVmzWr8fUxxyWgaY67tv+i8qRuo3ODT+48izNEh2Zke5rTaiKL1isHln5Yq2VhVbTnqj5PCnPL54TrPNGVWQutg7mb1FWFO0K8ncOfUbS6z8q4lB3N29kLZ1hKYE+0bhVO/n+BrRYAWNvlsUuBxOpdK6jBl03URAeaQyTGVWcnK8krn4zKrwxPNCObsigV1Jpz64lsQYGnnlU4wRwM4evf4HZaVWsStqVmZM9cdDy7ew7NrzzMkzHkY/oAhztjr47G+qS8a/aBGmSMYZt+ZjDV10gbmkKk5GQyPvDwWBKSHXRzJ4MTYiN15FfuH7uH5Y2zQ+abSr6v+MVBXjmbs+OL6YgbEDKRkQIQ54mzQKwNrG3qjUrfKXGYV5R2O4ZGiMkevBKpZ+Mt/XzA3z78pMKeQRJlzYek5dNnaA2tJmXNlLPKW1r3Mau/g3chuKYU507S3TjV2/w1Z/9P7T/ywSTCHyqws5bxhMi3MkZoKEyBhmFNbqszZG4vBZ1SVOfSF1cIqRS1z80QitrbzU9vumzrPGGN0TWbLdE0LKqAPbz6A2s2SWXOJprorcw6M3Q/ySaAyKz/3DWo7bxkyX3Rdh66jzn7duMzq09uP7AMihvYMZHaYQ/OwWH0HjTCnnkd9VuYUrFDAZDDnxsHr8O+6lbsKZctuWpqjjzKHOtzdCb7NZVara67EqEtjQQCruzzMWReFU79KYY67RIFCMEe+ixMZImfVuHP6tuRe9mAqK3MEJVf+Mvm5zOrQ+ACtSob0VObIv4yzj83K9ipqmbQ4j+zP491JRQX0/sl7LC25kEuF6OWeYOnDsPt4EvsUvfb2SYtdMcmYmpQ5D8MecBcrDyqzauYLp++cUWtEHYVtyhtmM8z5rTmqD6mp9369vf8GnuWWMAizr62ozEk8egPkSTMyegy8qq8wGcwxZWnllnab2JQ5fu811B1fH3XH1dM7B+IKYgbEDOiWARHm6JYncSlpBhjmdJcoc0zVwjC9kmuuZVYymLOjF3vm0IOzAHOom9Wael6ZF+Yc6MtlVvIgIbPDHPKhCf4zSCeYI29KLIM5T6bDKpeVwmVjbBth7pwlB9QEmNM7sB9KNtO9pSjDnEdvucyKXoCEF8P0usYJ5pDZIpVZfXzzgVU6Yogwp1gDB26LrBz0IlR3bD2GOYUqFmTlgClCBnNef49sFl8Z5py+zWVWBHOElz/57jLUOjjof8e5zEoewMq/uOYulscUacmQY9wOviVTGTLMGd8A8YESjyUqszo47gADdk2R7jBn2B4ujdNkSpwWJ0GT2bIM5pwawmVWrvNb4eHF+3h69Sl67ssEMOdbZ9QaqR7mULmid51VaPZrGsKcqDHwqrECw8JGsj+NsZF4OAHbOm/hMj3y0DMmGOZULwK6F1YfVBMNpjoZM5y4rpgBMQNaMiDCHHF66JUBapNdqUcVNmaN8LqIEVFj9Fr/ay5stjDn8xdQeQj5GAgwh75oXFx2ng2QDYI50hKd0q5lcDSV1qlf45x8fPeRHzZ7EcxZHa7gDZNZYU7SiyQscVjApsICzKGuVNf2xalV5uwbvJtfBIUOUzePJ/LXTWoVrAJzNl0yyhtpd78dsMqdQ9Y566O0jbq+MGf/mH0gaT0rc6Q+E/SVP72CyhW7bunBypwPr5NFmKND4jO9MsdtA4o11AJzxtTDdVLmVDIhzDl0Hf5dtnKL6K8Jc07+chx3z9xJgTnSlz95mHNpfTRO/nKMy6y4NPL+VFjntcbjS49Bv/f6+rXpMOUy1CK35boIrnX2lpXl5S8nUeYc9DAjmLPjKvYPl8KcwnPRZrlqh6m0SP78fLPRfk0nFbPl90/fY2mJhRhIMIeUOQskypynMRkT5jwIu8/Gx6zMae4LpxlqYI5gmG0kzHlz/zWWl1uqVplz81giw7ERkaMZ0poK5tySlnKTZ06OPIodM/WdN1vabkLhGkVAY1bsXAnOPzTWdwhxeTEDYgZ0zIAIc3RMlLiYJANU8lO5V1V++Y5YdREjokWYY+zc+O/TfyDj1h47eyHSJwI2BWwkyhzP8+i2VQJzRl4eg3xl8uu8KcFvpYxbWRyZcpAf0M0pZLAgoB975lhaW8rMdzMtzHmehCXFF6DvkQEI/iOIpdPWttaI33+NH9iUg2FO9mz8kEyReOwGt3ed8nQGLHNaKix+mWDOdMPL6Xb33aFgQi1/fko210OZM3of3j19z545DHOkZqrpNfeoK1zXbT3YM+fDq2QuuRJDewYyO8whU19SUDT/q4VKIuirdp1RdRnmFKpSCC3nmEiZI4U51CKa1HWmDH3KrE7+fBz3Qu+izfJ2/NInvPz12N2bzfEpGOb8LIU5cqblz+KewbvWSi6lLlC+gCkPIUONJYM5j6aBPANlZXnlC7JnzsGxBxiwa4r0VOZc3R6DgJH7MOXZDCwsPFfSRahnlTTP97y8s9DRtwsqdKmosC0B5gwIGswwx31RG/bMeXLlCZdYm2toKrOSwZwESZlVw+lOqD2qrsJhyBtmk+l40/81Q42htfQ+VAHmUAl2kVr2CusLMGd4xCj2whoePorbgBsbQuc2oaOdMeNtbrMR9rWKMkwu1bI0l5uJIWZAzEDaZECEOWmT10w7KsOc3lKYs1KEOaY40TKYs0sKc/LLwRxS5tTVH+aQoS2pp0iZY9YwJ7CfpMxKrpOSfE4zkwFykhTm9Ds6kGEOPaBphTnSjmQqMOfZDFjaKMEcv0s4ZoQ3EsEc+fbwgnKqd0A/GAJzSJkj3xnHFNeJLmMQzOnm35PLrD68FGGOLjnLEjCnkSOa/6kKcwhw1B5Zh2FO4aqF0WK2my4pS3UZWbmCOcCcs3fRdnl7LscQYE7PPX1Q2q2MBOZsiMbJn1JgDnVmIsXgy8QXWFVlOYacH8G5yaoh30WQunkKZXnksVTcuQQCx+w3L5gzah8Df/I8a7WsbfrBnHVduNOpfCQ9S8ISxwWQwZzFbbjM6vHlxxke5mxovg4NpjXUCHPoAxrBnCa/NDU9zJGqdGUwJ2IUClQwHuY8uHgf65uuhUfCBOQualxpJcOc2kXx4MJ9FCMDejXdBLPqPUU8bjEDps6ACHNMndFMPh6pRKr0qcbKnPAVFzHykqjMMfaU//fxP9CXrR7yMKeaPS4sP49upoA5kw+yeaM5hbwnC8Ecqs8WyokyK8x5/+w9ljouhALMyWON+AMalDlDdnMqOqztzP8VTA/pq6s6mGNMOd2uPtthndeGjVIp5MvgSrmU1nnq7B+1F++fJXGZFcEcU3zh03njAORhTvKLJPbPEUN7BjI9zGm5HsUba4E5I6Qwp1oawBwTeE8onz19lDknfjqG++fuyWAOfcGnF0xlmHPix6NcZrWlzSZus00w582911j+jfoyj6x0TQmlJ+SLQ8qcutKyvAIVJTAnYLQEnmiKdFXm+MfI9odhztK2qNwrHZQ5drPQcb0WmHOSyqw2wX2JFOZceswl1uYaGpU5crCDYc7Uhqg9WkmZIxhmGwtzpNefWmWOFOZQeZVPHS8Q1DEFzHkc9Yjn+OhYD9iVyGvU6RFgDpVrFixfEK7zTaN6NGqnxJXFDGTSDIgwJ5Oe2LQ6LFKJVO1XnWFO2PILIswxQaI/f/gMqjnvubs3IrzDuZMIlVldXHEBXbf2kChzLo1BvrK6l1mxoW1uqTJnkhnCHKH19cH+XGYlb/SbaWGO1D+g37GBCP49CEVqSpU5GmAOtQj98uVLCsw5koBtnbawuaWFtYXCzLuy+bJRCqxdvbfDOr8Ne2tQyLqNHegLvWDOyL1IepEMp2lO2NQynWHOF4A8c0iZQ545Sc/fizBHh/tTZoc5G1us445szf5wUckGK3NG1GGgWqRGEbSYZSJljvRaNYWRqFEw58dj/GWcyqy464305a/n3j6s2qS4vPESjv9wBJ3WdwX5XAh+Ge+evMOykovQ/8QgODQorsNMypyLyGDOEynMGV2P50uhyoXg4OyIAKkSxhxgTsy2K7Kyr0X289BqSfrAHPL8IwPt8p0qKKSB7sFLii/EgJNDsKXdRrRe1o7LrB5HZ3CYc2MiNjT3RYMpqjBH3jCbSqCa/NwUNYYZUGYlwJyQYfysIB+3TtwEGQxTS3Kful6suMtvglLIp7FP4VN7FUZEj0b+csaVVvq13oBidRzwLO4pyEC99dK2mfMGIR6VmAEzyIAIc4w8CdRimILaRlcbUF1lNPLDeBj+QOXvjX9uqvI3uunFbL2i8vdKPSqbxKle30MlI9PwlRcVVgtfdRENpzqzx8mpP4NQ10P/doNV+1dHvjK6t9mW3wEh3/Q3ffPyIvE5LniHI6e1pBNQvfH1YW2kOeu5BaEgfxF1QWoT5+9STN/oBfNR5EOVRb98/oKQWafRa19fhHuFwSavNbd0JJjTY0cvrokedcUDeUsrfilRni/ULUAwxt3dfydy5LYCeeYcnBiISToqc0L+PQ0q+5IPkthX6FpJr+mjLS80EAGss3ND0O/wQIR5XcSTy49Zom1XMi+qD6oh29bpBSH4/PoDLLKn+E7YOtqhhlyrz4jV4Xj74I3C/uUukhu1RqV0mYhaE4nXd1/xMkXrFkO5tt+oHA+VG1BpQVoFARLKS/8Tg3HqtxMoUsOejUbj92lQ5gzdg8fRj2Q+BC8SnoOgzYx3P6js4tWtV7B3yG40+rGJwr/RV9mXN19ym2EKlbysjcTrO69w1T8GxZ2Ls2EmxaekT1hQYA6q9qvG9zZdg+Z4nlJ2aDStMTa2oIddJ/b3oY4fue1z8zD3zt3DjUPXVYYkXwHb4rYaN3Vh8Tkkv0rWuitn/gkGmbvG7ozB3ZC7fI8wlyhYsSAcm5REpHe4WewSyehrjagNU8Ec+Xuz8gGS0qP+pIayP9M8fh7/TGExmicNpznj3PxQVoapC+V7qrDMo6iH7JOkLqJ9I/kDRNPfVT0bCObkLZmX96V8l4poYaJSAMHTgu7/2gyQlfMi7P/d0LtIPJLA/yvkRfg3XZQ513bH4lH0I9w8dgPZrLKjrWd7hjk1R9bmslb6rSEfCwry2zo0IYDbShPYETy5yEB8kf18VBtY3eiv9Ok14Uu7lYVFjuygFsvKUX1wTdiVsOM/P4x4wPdd5ZB/Nnly5TFid1zl3wTKEeWFVAt5S0nmS7n25VHCuQR2D9ipct+lXBaqIilNM1SZQ9ukez4F/QYXa1CcGyRoi8dXHoNK/EhFROeOzrF8iRx9EKJ7uhDy91QqpyXoqRxhnhdAqlJtQffdLlu6o3xHRZhD6sjFDgtQfXANRPtGoaNvZ9y/eB80PynX8lF/UgPE7ozFq1sv+c8EMJTHS695JChzEvfH83VEQc8mhasVZgPk8bcmY32zNayGKVbPQWG3aP/pWWLyo2nsU9X4l2ay55Xn157hypbLKochP1+Ef3xz/w2Wl1uCwaHD+FlBPgTAKFzPI6PGIN83un/s05THFzdewKvqctQaXQe5CubSmm6aK9R5NW5XrNrlLm2IQqXuVfAi8YXk/qo0N0x9LtW9U5l6G+J4YgbMNQMizDHyzBB9fpX4ErYl7fjFVDnoq831wHgUrCxpG/jh5QfQgyfd6K2U3OLjdlzlBwPHpiVkw9w5dRud1ndBxe7p/1JC4IFqxB0aOiB7jhQlAH3JJI8TMujVK74Ad4JvQ/6roD7rk6HpoqLz+Uee9k3fvAgGsvTje//CPZN8zVhcbAFyF82NXEUUf/iSniaBHgblX7z3DdmDm8dvoEAl9bXN9CIROidEBnPCVl5E9+09NcIcenmh8hiqSyZgOO7mJOQqLNmPXf12wMbOGqVblsHBCYGY9FC3MisqUylUtTCbMFM8j3uG4o1KoPPGrvqcKmjKi/IgbvNasQEwnRu6jvI42qL/0UGyxVZU8YRF9mzII33Jf33rFWwK5FQwDCaZ8efkT7wuxeu7r2FhZcGmgELQPE5+mYQPrz/wQwUZQyrHJrf1eH37FeyUoJleB67Dwq0WtcGRqYf4AY06RiQEXsfA4CEqa4bOPoMbRyUvdPLR9+AAlb/Rl7rTMyVgWQi6d9ADNj340YtBzvw2sLC25K/zQmxo5ou3j97ArlRefNO2POpPTnnhpnubvvHlvy8o6uSImv2r49CkQPz34TPunb2HwXJfFy8uPY+gX0+gaL1iPDzBw3shd9H/+GC+12iK5d8s4Y5bdL1pC5e/XHHn9C3EB6i+rOl7PKZanq6jYvUdGO6SJ0Fxp+L8kv21guZ5DltrDDk73GQwR/neIRzb2wdv+doblzhJdrjbOm3m+2O+cpIXkPeP3+PVnVf8u7iwyDyGerrcU4UBCdZSi2j530753FbtW10BAAv/Rp1/aLsUVXpUZdhhiqD78bHvj2gdivPyIonv28pxfuFZEByzLWGHN/feKNy/dYE58r81dJ9pOMUZe4fukm2GfmuK1pFcf1S+GTL7tOzf5O8vhtwDTJE/Q8Z4ePEBGv3UBDly58DhyQdlc4E+lpAJa99DA+DYRPJsFbU2krtQyeaLmmcTAZALy1Be9v9/2+9X0o8ClbpWRuGqRXDqr5MKu0v3XYIWlaTGw4bCHFJe0Mv/54+fUaJpKdSb0AAbXXzZdFmbqbaVjRXI4Hp7t6348PaDbN9eJrxg9UbvA/1kfyNYQM+hBA7qT2iAxr+ofmRcVW05smXLhjwO2j1Umv3qwt295OPjmw/w775V9qfGPzblZ4or/ilA49PbTyBj4TFx47Fn8E68ufMaH99/ZIPu9t4S8//0DgHmHBy5n4EolTXT84XrbHe+fxPMOTL9EMikWFP03NUHXtWWK8AcetbZ2dNf5Rlffr4I49FzzIryS/keTS2+5YOef49+e1j2pw4+nbV+CNE1f9RKflf/7aku/ijiEeqMrcsw68CIvRrvu1V6VcP7p+/UPsekuhE9F1D3XKTnEOLiYgYybAZEmGOCU3fqt5OglymSIysHl0r89wUdfCW+F3dD73D5gbouL0TsjyiVxCwuNh9uC1qjSp+qJthT/YYg4EEve/KQQL8RFJeWN/ot06qc3kMptLns4Kd3XkgNQO1iR14ey18fTNEBgDpGqGv/SS/o9DAlD3PIlJjK09qv7qjx2Hf13QFruxxcZhW26iJ3s/Kpo172Sl+39g3dg/7HBzF0Gxs/HnkcJECDDW3zSmAOfXUlH4TUgh56SS5N3j3C+Qn0OID3T95xuZc+oSkv2sagF3x6EKYyJCFWVvZEbY+6aDBBAhkIcFDHDnrAEWJ1jRWoNbIu6k2oz3+6sPQ8IpTMudfUX83X0MOwB1x+1m5VB5VdIdk0lR40+V8zfQ7VoGXpQZ0e0KztrJEQoB7mGDSw3EpUukf3HTLwfBH/HCVblMYl30gMk4Nc9JWxbNtyaPyT6kO8IdtP/vgJH5I/wTaPBAaSYsqz7BIMCh4K+zpF+W/nF59D5OowjIiS+G0JLdvJS4i6DmkKatPa6MfGqDncNC/chhyfoescHBeAd4/ewunbRizPN9U91dD9OTsnBDHbLmPIuREmgTna7u2kjDn160l4JE6U7S6VCxYonx+u81rx32J3XsWB4Xu5Cw8pwtqt7shKEfkgtcWOHtvUKtNIMXp2bijGxI0zNCXpvt6l9VE4+dNxjLulCnNIwUdf952/b4xD4wK49EkInWAOdcKzyKbWhyzdDzSdNig0Z7DKY4ULi85zS3UKWWe+wH4o2UzSmS/KJwLBf51io1cKdfOXS1cN8Juj8ib3xW1Qpbfkmc1gmNN2E5vk03PPp7cfUW9iA1DJoKE+ZMe/O6JS3uRZdjGa/urCakEyxFb32+dVdQXqjKtnkApbl1NPniprG6zG6Kse2DdkN0o0K4WXN1581fkrD3PwBbArZcfPJi1mu/IzMd3LSOWaWtBvX+Ofmsh+s0i5SiXw1OVOCOX5IvydlMQryi/DkNDh3OLbnILmISm58pfLjxM/HsP425PNaffEfREzkOUyIMIcE5xy+oKm6es6tYiW79SjDZBc3hiN498d5R9rIZaWWMjS76pqSrhMsOtah9AGngzZtnwL7jKt9Yc5bx++hWeZxfyVf2sHP73zQh1LdnTfhjHXxvMXj6HnR7AKxZiYn382OqzprNKSkyTy9MIi75nAJrP5UnxJ1G2XFDXWtnIwZ1tPjTXM13bFYt/wPRgQNIRbxtPDEEmBKQyBOZ+TP4OOp+e+PgyBKA5NCMTre6/QfXsvvdKkKS/aBiGYczvoFsMpIVZU9kTdcfVQf3wD/hOVYNB1MvRiirqEOq4QyKkzVlLyF7bigsLDPP2NTD+pNItgjqaXnHWN1+CbduX5625aB7VpLVStcNrDnLVSmJPwHCVdSiN6bQSGR4yWHZ6pj1kTzCHlkaAEOL/oHKJ8wrnlMYUAc6hlu2OjFFWi8jmgB2ND/QfS+nymNj7BnLcP3zDMs6mO/gAAIABJREFU2eiyjl/gcxXSLmNPbUxj/p1hztbL3KnIFGVWgok7+X6Vlra8Fvbv0roonPzluIICZWvHzShUsSBazpWYYsq/5Myzm8VmvMr+GwKMn/76e5XSpYueF0CKr1FXJC/wGSEI5mh6EeL73KZLcPquEStIqGxGCF1gzt5Bu1id2M5b84eDjJAjffaRYU6vqmCYsyRlLshgjlxnPoIXZ/45jbHXx/Mm1D2bXPa7BENM5fnlfFEb2Qc4Q2EOGcgWrV0M756+AylcCOZo+hCoS54I5jyKegTqUCgEPU81/d0FkavDUcq1NJr+qlqKqPz7qsu29FmGOlvRuSP4RjCnlEsZLi/Llj0bhE6O+oxnimVlMGfEfiAblVjZ8bNJyzluesEc5Q8QpKbeM3AnPxcKsbjofLgtVP1ga+4wp0SzkihQrgBO/qweSJviPIhjiBkQM6BbBkSYo1uetC4VMvM0t8IlyKAcyi1/SX5NL1Ae1yewKZh8qPuCuazMYjT7tTmqy3mEmGCXdRpCMHITulvotJKWhQTlR/cdvVC2jf4wR5CdEoTZ0sFP77zQCwMZvVLuPcst4VIdKlEyJkjJ0sWvO77pUF5hmJsnErG1nZ/Mf4D+kb4qk0+FNiM4GcypZo/w1WGsiNFkSBe38yr2j9iLQWeG8TLyJskEjmzy5+SaeeUvu5qOV90XzCNTDuF5wnM2Z9YnNOVF2xjqFG4rKnmi7vgUmEOqjijvFBBA462osAxOM5zZl4UiYnUYQmeFYMy1lK/01Ja3zqi6XI5GsvWO67qo7Ar5IZB0nl6g0jpkMMfWGgkHr2PgKdUyK2P3gYAadQgjZQ596SzVoowCRKHx0xzmSAEsHR95FVGcW3gW0WsiZDAn+WUySIHY9/AAODbOpDBnfADe3pfCnBZmAHPmhuDK5ksYemGkSWCOvIm7Wpij9MC/rcNmFKyUAnPklYzckWx7TxVfK6FMVp0BuLLay9hrJz3Wv7whGse/V/x4I2z37LwQXPG7zMoc5dbXOsEcpY9I6XE8X3sbpO6o1KMKlw3Jgz11nfmUYY66ZxOCaUenHQK1mNYn6OXcdUErVO0r8aYxFuaQXw2VmDPMcVWv6tZl/058fxQPIx6id2AKzFlWehGa/dGClTmlWpRG09/UwJzKy1FvUn3UGaO/P6Iu+yWDOVekMKdFGby4IfEKEjo56jKOKZcRYE7giH1cYkY+SaS+Z5ijh7JSGebE7Y4FgVZlmCM/X4TjIC87erYZfHY4iiiVWZnyWA0Zi6AilSySMifolxNq1YWGjCuuI2ZAzIBhGRBhjmF5U1hL/iun8nBUH5urSG60XiZxciczNd+G3iwHJyNX+VB+wKB/o9agjX74OqUF6oCEMemicrO5ef6FoTCHjFxXVfbk8qgt7f30zgtJ+ckjYUzseCwrtQgDggarmNfpe3z04kGqFSpVkQ91IMy/6xbkLZkP7otaa9wMw5w8EmWOAsyJGoP8SgZ35LF0YNQ+DD47DKurr2TFRYEKkg4EhsAc2Uu1nELi2IzDeHLlCXrt16+NqKa8aMvvqd9P4tZxxXLF5RWXod7E+qg/TqLMoS/wYcsuYORlSYkOhbJig0wig/9MkdDTMquqeKL+xIZ4EP4AZOzZeVM3lV1ZU88L5K3RYJqTvtNA7+UZ5lSVKnPSCOZwuYp3R/bMeXXzJZdZKYMw30Y+KN+hgoqBp94HJF1BRZnz6C08Sy9mWCXAnPMLziLKN0UhRKbG9AKUGswhsN30f81ARskZLQ6ND2R/hYYznCVdvm5PZvPIrxXn5oXisl+06WCOoOrb0xtkQisf6hQoPP+rFELLORJlTuKRGyAfHSpLpXsHeX6QZ4Z8EJSk1tmkUrHKLTGxF4KULGS4OSwsxSfra+VW1+2qU+IK65I5PJVdM8wZvR+Tn+inzNGlpFfX/cwoy61t6I1K3SuzrxaZ9gq/Eeo68xHwD/n3DJcmU6h7NqHzc2zGEUy4N0WvFBCYdp1vPMzhbkB1Hdh8+MPLZNSdUB9+bht4f6jjpb5x4oejeBiuBHNKLULzv1oyzCnpUkotzFlZyVNt1yZ9t69peXq+oN9eOl+kzCntWpY/Psh3cjTVtnQdRwZzhu9DdguCOflw88QNtJztbhzMITX1kN2Y+uJb2a7wfJnXSsGYmv7RrGGO63r+8JK/bH72v1Pn+6VrrsXlxAyIGTA+A1kS5gQcPg7fjds4e7VqVsVkjxGwsbZONZuR0Zcxc94y/DBtHGpWT/Gw0fYgqfwCL/xwkaSUfiDkgzpHnVtwlstlhFhZ0RMNpjVE7VF1U90/Uy9AXRG2dd7C9b3aDPd03q60dbA6+KHLGOT7QQqLkdFjsKWdn955ifG/Aip3GB3jgaWOC7mcx6Gh4S1XZaUFal5g7obckXxFk3vwoq/RZBjnOl/yAqMuhC5U1M2K2pR320YGyCvZX0QZ5sRuj0HAmP1cLkZSaCo9onapFKRAsimYk7+2Kcv0NW1baEU74ORgNmulUPc1L7VzpS0v2tYN/iOIzThp+0Isr7AM9Sc3QD0PiR+OumuE2uc2/7sFqg2UdMFSV9ZBZXXO3zbG/fD7SHr6no2BlYPUTdWH1kL9iRJwlJZBZYLU7YS62dw4lJAmypwFBeegnVdH3DyZyMbOpMyJ8Loo86qh4yOvpQqdKsL5h5Sua8YctzLMoY54yuCU75fro2TePWRKTaUJfQ71R4kmqt1UhP0hKERfjr+GStGYnNC6Qrmi0/RGfF8w1PfC2P0Q1pcvVzRFmZXQ/Uydub06BQqpFqkzTIvZklbgN48nggCPYIBMJq30cikfd07fhp/7Bkx8MJXLE+UjdNYZXPW/wmVjGSVI+UGwnPzzlCN0zhlc3RbDMOfAyL2s8BRCF2UO+XJY5rJCOy9Vb7CMkh9991NQVpInWviKi6xUpRDmJn2QoN9DigivMITOllNvqnk2oXl77Lsjas+Ptn1b4rCAyweFrlGGKnP8Wm2AQ/3iDHOoxTcZIPP8vz+VuyDqG1TS9+DiffQ52F+26tKSC+HyjyvDHCqbafa7i8qwaf0M+iTmCdbU9eLzRcbdBHFJmUNqKcFrUt9jNXZ5AeYEDNsLC6vsEphz7Abfr7hMVq7ZhLZtKX+M5Q+K/2+iTepCIXi+zHFT6e716vZLUO7NUZlDUJGMuAnmBP8epOCHZmzuxfXFDIgZ0D8DWQ7mEJDx3eSP/30/Bfny2mG1rx9nbcRg7coDAeTQssowR5vEm7wBClYoIDN6fBb3TPJyHj0a+ctJVBRCXFx2AWHLL8geQujvaW0+p23KkDHr9u6KJr76TzG5NaQPTN38e6JcO9XW0KmN/Sz2KXufjIrx4BImfU35qKzgyNTDDMt0UQKktj/qvvgJ69w/f0/yBUfOG4O+KhepUUT2AqNufL1gjn8MAjwOYHjYSBU5rgBzyPsmcOx+Bc8FTcelzqyW6qHvhd4F+ZnoGtryom0MhjlHbrBiSgjP8kvRYGpD1BsrgTmsXpt5WvZFlf7GD0Pz3GWydnUvSeQN0OR/zblrxpt7r7mMQzlWV1+B2mPTzuhRfnvyMCfxsOIx65rn1JYjmNN2VQfcPnmTO3yRZ07EqosYEZ2iaqIXoIpdKvFLoylCI8yRA4SkCrm0MUVFIYM5B/urbY0r7BdBoWZ/uIBaDGe0YJhz9xUaTneWfF2/OwU2+fX/um6q45b/AGESmPP+E2i+yfttCfvKCodvFV+Kt5C5K90LZ0lgzu1Tt7C59UZWLJFPHHUmUe5Mde/sXY0GsGf+Dsa1fXFqS51NlTNTj8P3qemH1So/BKN36n5G3WLIGFoIXWDO7n47uNxIndG7qY/DXMYT7mWkzJG/z8lAo5wXnIphtppnE1aU/XBMwcNQl2NVfjk3FOZscl+P4g0d2QA56dl7VuZsbrVRLczUZb8Y5ly4z9BcCPZk/NeNS5Op1TTdX5VDuYxZl23ps8zTq09lTR4I5pRtXY49c8jHSF05tD5jG7qsDOYM3QtLawv2Ikw8msBKQn08z1RgDqmpla7nJcUXoOUsNxVfTAHmkEk9gW9zCoY5ThKYc+rPIIy7kWJub077Ke6LmIGskoEsB3MI3hR3KIq27i34HCvDHXUn/uatO/BetxnDB/XFouWrMbhfDwVljjbzReWHVvqR8qq2gr9KF6yo2KKajUHXhCsYlHrXXIkaw2uni1pA+djj913Drr7bQYaTpgr2QzAQ5siXqNFXXH3zEi01nBwTOw4LC81lI0By5Dc0tCkKyGh3XZM13C2DfHIo6AewWAMHuPzTUuMmCeZY5bLkMit5ZQ6ZxRYorwj/YqUwZ2TkaBUPoJ29/JGrcG7+EqkrzFFnuKetU5umg9BVaaG8fvCfQSoqFYI5Dac5oa60Xj96bSSCfj+p8PCwqMg8tFrWFpWlrWBjtl5R6eBFD63N/2rBngEvbrzgjl3KsaryctSf0iBdVHAEcwpWLsQKg7SCOTTH26xoj9tBN/H6ngTmyH+xpuM3tU+QCsx58g6knKJOfw4NJCo4LvHZlGJi/eHNB9A5JC8HoduMurlFMKf5ny1QbZBEgZWR4vDEg3h5+wWcZjQyqlTCVMdMpW7R6ySdzUwJc+TVD8K+qoOr9LtoX9MeLv+68mLUOnqT23qZOX3/o4P4y698kKqA2gKr6yRDIJgVbsGm954yVc6Vx9FmsEswJ3bHVfbvUv6SryvModbzbVe2T6vdN7txBZUhQSx5BaLM2H9vH+5WSEEw59y8sxgdm6KCVn420WZQre3glV/OjYE5jk4l2ACZOkqSZw7BHEM9DE/8dAz3z93jclYhGObMcmMD5OKNHfn+qhzUUcnpO2fUGiHxpDN1PI19KvMFJJhTru03eHH9OciHq+N6VW87U29f3XgKMMfGgsvjbxxOQMu5UmWOjgb2BHOcv28kyx1d08pKO1KJt/hXtcmJWcMcd8mzLBkgy3eFS49zI25DzICYAdUMZCmYk5ScjIWeq1GzWhUZzCFQs8hzNSZ5jECpkqptceX/PW9eO/zx7wIVmKOtLSrJYvkF/m/JC/yrWy9BNcgkBy+s1ElJ3sdAOFUkP63avzoaTE17Hw/l6RFH9b1DdytIQo29iIyBOfLm0fQyrG9eyEvl1B9BIJhDbZvVlQToc3xJz5NAD27USru4k+LceRz1iF+UyYTXtrjEG4m+6LCUWc3XL2G7uwfshFVOSxSpZo8In3AGXwT01MGcq9uu4OD4QFZyKZeyKMCcMYqeC5qO8eXNFyCgQaao5GdBoa1Tm6ZxtOVFW355W0r+MfQw1GCGE+qOlpgvcsnGD0cVWmEK3jAVu0paGat7YOK69LnueBjxAE9jnrKCQDnooZUevNKj9fW2jptRoFJBWNtaq6iR9JmD2pYV2sPfOpmItw/eMsxRVv4JPhPUZckUoQxz6KsyvTDIwxz2A5Ga79I21Rlvq9sX5XI6U+xveo1xeNJBvLz1AlRmZUyphKn2l0yohTb1poA56kxmhX0laHFsmqIChVSK9rXt4TJTAnPunbuHjS6+XELrVX0FBpwcgmL1JYbZQjyKeAjyeKIORHmK2Sr8W9D/pJ3wTqR0wjNVrtJqHG59PeWgWoPdkFmnQb+/pMxR/g3WCeb03YEcea3RdkUWgjmNfFChY0VQmZW8N5jMnFse5qgpaVeBOdSFzYBOPcov5wbDHLf13N2P7qHvHr/lMitSr1Gb+hx5cug9LVlle/auAsxZ4rgArnNasTKneCP1MEcZSOi94VRWkKnVoySeOeXaf4Pn15/jv+SvD3MODNmDHLmsWJlDsJjKoagtt67dCJVB2NXtMSoeWPT7SB/4hDJxIV2ydwUzVOYQVCxavxgrc07/HcwfLcUQMyBm4OtlIEvCnLZuLjJljTaY8+LlK8xfsgrDB/Vh0EP/rwxz3rxLRsz6Szgx5RCKNVKFQU+jH6HaiFpoKG13TB1N1lVfhcK17LmmXT7e3HnFX+p7nhgo+/PW5utASoc8SmbJ6TFlyFuE9mnETdPdqJcXmo92G7ugVGuJueXdU7dxfk6ITofz6c0HECQZGjcWe7pu0zsv7x++xcfkTxgUMRK0HwWrFEIOA4wEhZ398vE/PDh/Dz2O9OfzKR/Prz7F5ia+sK9XDNlzWPA/PYl6iBqj6qDBj5pLWg4N3weLnJas2riyPhrtN3XFpgY+6HduGPKWVfRYit8Ri5PTD2NA+Ej4lFuGQtULw8pWUkv/7OoTlOtQHiVcSuPo+ACMvJUigz31/TE8vfJEJeefkz/h0cUH6Ht2KPKVy8//fnH+WYQvOodCNRWPT9sJ05YXbeudn3UGt44movuhlG4bvtVWot4MJ1SVltZc87+KI2MOKFxr98/cQdv1nVFaakJ940A8AgftUVnGfVV7PI58iJgN0SigpiU9jdNyaWtU7JPih6XTxDRgoX09tyNf+QJ8vd86nojuB1OO2YDh1K7iXWYpms93x91Tt0DeNSWal0Lkiovof2F4yv2l2TqU714ZtSdJytiMDXpx+e/zf7CysuShPrxIhvc3y9AtsC9fCxThi84jzj8GvU9JXrw/J33CKsfF6Ly7Fxwaq95DhX3yqeCJxn+6oGLvKsbuZrqvH/TdUby++Qp1JjfArg5bMCJxArdQ/loRtSIMl9ZGol/oUCQlf4R1Dkvu2mJoaDuH17ZfRdCMIxieIDGbpdjVaSuK1CmKRr814/9/HPEQ/m4bUbi2PR6HP0TPowNQqGYRhd15FvMEW5quU7inCgu8uvkCdo550WW/fl33DD1eU6wn3L/l8yKMe3HeWdzYfw11pzkhcPAejH2S0lHp46fPyIZssLTMrnE3Dg7ZyzCnxaJWptjVDDHGNtcNKNuuPJtjC3Nb2HH6ve/o3wOOLhJPrkurIxDheQEDwlI8lpSfTWL9LiPk91MYcjWlLFWXRPB96o/mst8RMvL98OETrK31u953ttsMh0aOXGJF9++aY+pid+etGHl7IixzSu6v+kTIH0F4eP4BuuxNUaX6lPdEk39a4Mq6aNjXLwrn/0muR/mg59X63zZC5YGS7lymjpcJL2TPOIdG7uNzSJ45n99/Qivvr+P5ROfL0tICh4fvhVUea9g62vKzCeVqRxs/DI8fhxz5UvctWl/LC3UmN0TVIRI1acKeayrPY2sqLkej35upPHe8vfsG62qu4t/JAlIvRFPn3tDx6P5tX7cY8pXNj/Ozz2BQ9Nc3ns+TK/XzYejxiuuJGTD3DGQamENQ5q85i/H69RuVnDsUs2ePHBsba72UOdrGFHxz3id9wJOoR7h+IF7juaYWfsWbSFru0lfosCXnNS6bp1geVB2cUkZweW0U3jxQPab0mliWNpaoO9l0hrBLC8xD+41dUEb64h3nfxWHRu1H/W+ddT6kepMb4OrmK3rn5Qu+wDKPNeqNr4ez/57ReXupLVh9aE3kss+tsBiBsEivcJVVyQeiuJb2ywFD98LKxhIFqxbG5XVR6ODXFRvq+2DA+WEywCIMSrk7Mf0wRiVOUHs89rWK4lPSRxwZH4gxdybJ9sW/9SZks8gOx2bqzWZrjq4j8/O4H3KXuyEZEuryom2c87NDkBAQj/9r7yzA2zjWtv2mYXAccpiZHAccZmZmxlKSpk3SFM9pTzltGubEoYaZk4aZ0WFmZmb4vnfklVarlbRarSzJeua//ut8jXdnZ+6Z0c4+80LLDRYxc2L+MVS8X2niurjcPX6Hziw+ZVNNnub5zHw4UDa7oClLrkZ56OnNJ3Rtx1W7zeAU8ymjwT99cZO5lDx3SmJXiMsbL1DzNZY4BnpYq90zNvMwqjKkBl3efIme335msswZtYc6HvjQfPmMclMoT7N8hq3xN2/f0Zs37yhBfNPHxssHL2l89hHU7N/WlLaEKaj2vsG76OT8E9Rmqyk2EgsBo9MPpUaLm1PG8vYDIEfkHEnlfqtMef1QzNnUb534QCnepxQtqDebPr7Uy6tizsFR+8QHb7vdXejp81eUKEE8ckPLEe+1sZmGUeOlLWx+3+S/U9LEW1B/NqUpmpbK/mRKhfzs5lM6PCnSPC9Du4SJLJDy8uLOc+EOYq9w+uC8rT0vxBq1Pk/PP0nre68Sc0FZ+IDj3PIz4rdvRfvF1PNeX/Mlr16/EcJb3DimQwK1wvfET56Aqg6znznRqH74Sj2zK0+l7HVyUpyEccVBSNtdnc1N431Hg/nNKHNlk1v1oYgDdGDkXqvfQuXe5Pj0I7T9py3U9dSnLnUxggWSnyua5+K79+/pxcs3lCiBa2IOv6czlMssxBx+bxXpEU4L68+hT65+rlPM2UKcmKHZSkt8SP5trtC/qrDSSxuezrwe5R2emG8Mlfq2LOXvEOoSB60Xs5gzNXyC2OP823UZ8TuYwxG8fv6Gak+qr7UaQ697/vI1xYsbm1Z3XkZxg+JRcOZgsTep+Fc14nHpdraHpphnk0PHUXifklQwav9yesEJWv/5avr4smXNR7D492MFytfWWix7fPkxTQkbR623dRSHe75UFjaYQyFhqU1izt87qfPRj73evIQJXLdW83qj0QAQMIhAjBFztPLQEzNHqlvNMkfrc3GdiQCnJm84swnlqp9b/LcwNf9ilQjq5+ny7t07evD4BaUITuTpR+muf0n7RSLgXkiB1CKmReO5zSmi0BirtONS5Y5iLkjXsFnvyo+WWWVDYXcve2lIdTfcgBs5iOmZFaepwzbLJpzTUXOmpaJeyOZmQJfsVsFpmDmzGWezUqZjN+q5nCGq+rBaIgAym+rzmO8dtoc4k55UOCVs/lYFRWBeI4rSzcrscreuPWUobbK6EZmH5h8jDuzIxRwwW5ZtRq0tIhbFX7ZZP4xot6frWNt7tXAdKPllKZFeW2/cC6PaKQ/ab4SblRQnSy3uEafYXtPrX9FnqSjdj43qlz/VI2J79Vwp3GaUZfvvW+nM8tPCzYrTjHNGSalocbNiN9uEqRJRrVF1/AmJW239p+wkkVghXqJ45nhQXCEH0h2Y9E8RJy1bjRziGWpxDpV7E3bL1pOph91BK/xiCdSu181qeuUplLliVnp+5zk9uf5YBEDmxA+cpj6uwqpbCzh2Rbyy9bJwC5fKsHSDqfoQdrM6IDJYqsXzG5V9OJX7T3kq1KWwlse4fM39M/fFHofjd7GbVe5GecRv5esnr6jhjCYu12fEDVLMnOXtF1OC4PiUNEswcQzJqgOr04wq2rMRKoNHq615Edj/p0o2WRrV3N6N6JsRdQg32cJpxAHajj+3WyWkMKJ+1AECIOAagYATc5xls+K05WvWbzZnu5LjhJjj2uRSu/rvoP7UcHoTytXAJOZoESTcf6qphhgn5jjIhiIxU4sfw1m2slTJSuV/NJ2K+0rhDxiRkWZ7F3OTRmYdRmW+L0dFPvRM8EVv9T06xBzO2FZtSE3imDksqrCYs2fIbpHNTSoiJlebUCrR15iYXDZizoMXItsYZ0Pj+A9cdvTfRpyitdMuk7uXWrYZtXFRpvz11tjpee66Pmvo7um7VOrL0sTBf/XGvdDzbLV79g7fY874Y4SY8/LRS5EhkNMec1YceVH7gJGyoXBQ8kAtxznmWfcVqpkGpVhlHACZM1PJkxBoEnOazxOWTTVH1g4YvFPLTabstXIIoePINEu2PE5xzfuOZgtbULaaUWIOZw4dtZc+PGpxoVLuTQ5NPKgrU4/y41y3mFNpCmWpnI2e3XlGj689ovCeJYgTP3Caej1uVpt/jIortcESV2po2kFUY1hNiow4SGmLpTXHsJJPGj5QKf9DBSrU2UNiztl7FBE6lrrsN4k5eZrkFWLOq0cvxcGfN4pZzGm3SFjgcGry00tOUdVB7ok5asL2qKzDqNyPtnx9WsyJykbIYs6uATtFbEgUEAAB7xEIODGHUbNgM2X6XEG9cFgB+qJ7N0oQ3+RvCTHHs5ORT8gaTGtsEXNU0tZ6qgX+IubEjveBsMzhbBqSZY5a9jO1lL9KdqpiToUplLVaNiqn4h/vKfZa6t3xxzY6tfSklZgzIstQKvvf8lTEQ5k0tLTLE9ewmJOcY+YExadLGy+KAMFGFw76XG1wTbq08QK9ePiSslTKQrsH77IScyYWHUcF2xUyLMC6Usx5+fAlcTusxJw/ttHJxSeo006TmGPONiNLHazGQgSxHlTDnILeaF6erG9d39V099Q9kZlNnK7f/lLE9vBW2TtiDx0ca0pTb4iYEzXOnPY4UzmFmKMiWsyoOtVuwFVvMYnu556Yd9xupsFtv2yhc6vPCsscZUZJLWLOgmZzRRbFmiMCSMwpP1mktY6bMK5Vtrz3794Li2C5mMPzX5nZT7k3iZxwQFdwV/44L/+/imZLC71izrSKkylr1ezCMufR1YdUrEdxmltvlkhTz+7vrhaRmXLTRWorF3PSDKKaw2uJzJlpi6qLOcr+uPpcZ9dLGV477/tQiDl5m+UziTkPfUDMabuIEqZMKCxzTi8+ZbLMqeqaZQ5bYxaJsixWs0QXYtl/K9hYPj288IDG5bdOSOGMZXT9nd9hIaEhws1q18Cd9MkpiDnRxR7PAQE1AgEp5mAqeI/AwOA/qf4/jSh3wzyiESI70TfrqOeVLzzeKL8Qczosothxo8ScaSzmNDOdWqmksmcxZ8PXjtmxBcSKrkvFBlAqnN43W43sVO6/tsEOPT4IDh7AFhunFp+kjjssljks5rDoVLhrEW82zfBnz2s4m5LlTG4ScxQbbKMeJixZBlYXblYvHkWJOYp0vCzmhLYPo+K9SxryWBsxJ8pig9PhZoyKFSVEuyWWcVbLNmNPzGFxKn80BKg2BIaskvVfrqG7J+5SiS+jxBydrhJGtWsfWyaM3isy4Rkp5sjHWWqrmmjBH0Q8Hxxl9jOqr75aj1pmG6mtLOZwKmS2zFnUcj59+eQbcze0ijlJ0gZRjRG1fLX7hrdrGh9SVM8Crf0xAAAgAElEQVQm3KyOzjwssjKK8p5oQOI/qOmCFsJyh4tczJQaotyb6BVzlJYs7og52arlEJY5nKa6WE+TmNPn/lcUO779eEn2wG75aZONS+9QFnNG1KLICQeF20yl/qbscvIiLI1+triNGT1wHEtsfIExJIk5+ZrnF2LOi/vPqdGspkY/TlN9ZsscFnNSJRSWObyXqjaohhBzPrvaW1PMnLF5RlGJviWtxRxFBjt7bmxmMWffh5TKx2LmsIUYZ+Nly5zdg3bRxyct1r6aAOMiEAABQwlAzDEUJypzRkBsmKY0En7RXNj6ZON3661STTurQ+/fY5yYo5KmW8lGVcyJMkcv+5/yelF65D7hfrPIYrHBDxFizo8VqHAXiDmuQpfcktjN6tWT15S5Ymba9bf1KdrEIuOoYMcwKvGFZ8UcucWG0p3OLOYsaUlZq5my3KkV4TY2tCblb+k/QW6lfqzrt0ZkkOPYRO64Srg6B+xdL8ScKDcTI8ScFyrudNKz1UQLjjvBweA5VkSgFrV4ZhKLrT9vpgvrzlGpr8oSx7/p9/RbMyZNYk7TuZQkfRDVGB5gYk61bMLN6vjso9RpT1SmKknMmd+CskclXhBuhuP3UbdDFjcr5d6ExZztv2+jT89asrBpmatKSwvdYk6FKeLQhTNZPbz0QLhZza0/i/o8+IpiR2XI1NIe6RoWcy6uv0DtNpkCz3MZknog1R5VR8TMSR2Wmir/Wc2mSo4BxO6QBTtYEnO48lxn18otUNgyJ1/L/MRxdDjwc6PZ3hVzlrVZSIlTJxapydnKudpg98QcDiuwvu8a+uxabzMWFnPKfl+OwhQHVr4u5qTKn0qIOUrXbWfjjb+DAAgYTwBijvFMUaMDAoOS/UV1JzWgPI3ziquO/HOINv1nA/W4ZMm25CmAfiPmxImyzJkus8zZ/xGlzJvSCg0LYZu+d8yOxZzlXZaI0zypcKDInHVyiVg0vlREYNwFx82xVLhtwzMPER98YR7y1/dW/4VlTo7kIgAyZ5uSm74b1SYpYDBb/rx69pqyVMxCO//aYeXfPqHwWCrUuQgV/9yYjHVKyxwpMK48looy0PW71++IP6SaL25JWavbF3M4oHON4bUpXwv/S02+/qu1dPvILSHmuOMqYdTckAeANUTMuf+CeL61kQW6ltqq5uo5vfI/lLliFuGOEqhFcOlmbTUpseDAuxc3nBdiDrtM9Xvmmpgzv+kcSpohmKoHUDYrKRYcW+Ycn3vUHGCdmQ5I9Ac1mddcBEjmwgHAD004QF0jLVl4lHuTgxH7aUd/14O7Kj/O9Yo5bEGbo3ZOenbrGT24wGJOOM1tMJv6PvyaPohrPy29vfUkBMK156ndZoWYMzpKzAlNTZX/shVzRmQaIgIjF2zvGTHn0aVHNDbvSOqy70Na0mGRcKO9d+YePb/zjBrPaeaVnwfJMmdZ64WUOK1JzGELQxZzON6XS5Y5fUpSkY+LiX4c5TiH/y/s8/1SGZ1jBJX5rqyNmCO3WPI1yxx+h/F+lPcwyqQKXhkwPBQEApwAxJwAnwDR3f1Byf+iuhMtYs7hKZHEWRZ6XISYw2OxtONi+iB2LBEz5+iMw8LNanzBMSI4oI2Yo0EIO7XoJC3rvNhWzKmbi8p852Nizl+c5Ugh5mQaIky8Y5yY02i28DdnMefKFusMI0atyeEZB1PVATXowvpzIs0rx8zZ+adCzAkbS4W6eFDMefKKhqYeaBUYd9tvW+jsijPmrGVSthmnYk7qgVRjhJ+KOV+vpduHb1HJvqXF6breuBdGzQ12sWLrhI+OfWqIm9Xze89pRMYh9sUchWjhqxn1jOKrpR41q0npPhHfZOMF/WJOkzmUNGNgiTmc/SlLpWwiOPCJeZZseapiztDddGiiQsxR7E0Ojt+vK1OPYWJOuclCfGI3K44rE84xcxq6Ieb8spkurFGIOSF/U+0xdYWbVUjBEHUxJ+MQqty/KhVo55nU5JKY03lvN1raYTEVaFNQuFk9u/3U62LO0lYLKEm6JMLNigOWm8Wca70pQbIETpf52LyjqERvmZijEiOSxZzS35ahwoq4gJKYo7b3c/pgD1/A77AULOZkS077+D0iy5Dp4UejehAAARUCEHMwLaKVwOAUA6hORH2RsYALp//c8vNm6nG+l8fb4Q+WOa6IOVqEMDUxZ0rpiZS7QR6R8tuXyq4BO2xOVIdlHCxMvMM6eSaThrf6Py8axBw+UWWz+Yvrz9Obl2+FmLP9j21WaUQ5JWxYt6JUvJdnLHNeP31NQ0L+JnnKas7Uc3alRcwxZ5uRpQ5WGxeup+aoOsQxFfytcFywW5E3RQBkPl3XG/fCqH7vH7OX9g41bcKNsMx5fvc58XzjtMcZSplS0EtFzTrQVzPqGcVXSz1qv81mMefHTXRp8wUq/VU5YisbVy1z5jWeTcGZk1H1oTW1NCVGXDOjyj+UqUIWEQBZaeHJMXOazLVY5uwesosOTz5IXQ9aLHOUe5MD4/bpytSjtLTQa5kjLGjr5TKJOWfuU7Ee4TSv0RyRpv6DOK5b5ogMaavOUvstnczjPSTV31RnXD0RAJndZqoMqG4zF1ikrfxnVSrQ1kNizuVHNDbPSOq8p5uwzCnYLtQk5tx8Kg6zvFEky5ylLRdQUIYgEQD5+OxjVG1IlGWOXjFHJUbk6JwjqPT/x8YqrMjY6dNiToNZlCJ3lJgz0nQogAICIOA9AhBzvMc+IJ/MG6ba4+tR3qb5TGLOxIO09dct1P3cZx7n4U9iTqr8IXRs5hGHljmHJ0cSn+B2v2BfCBMfDJ0WCz97qUwuNYHyNMpLpb/xQTFnjizWAbtZZRhMFX6vQmEdwzw+P6LzAWYxJ0k8urLVM5Y5QszpX01Y5rx9/U64WSljQESEjqHCHxWj8M+KG9J9pZuVWcxZ2Ua41XDZ+stmOr/qHLXfavqoUEsdrNYY/vCoNaauyHbib4XFnJsHb1AptsxpOFt33Auj+s1ijhTrwAgxhz84ObYGuwumL5nBqplqv0EiWK0PZtQziq+WetS4SPexteqVrZeoVL+yJjGHY+bEMv1VS8wc/uhPljWZ+PgMlCLEnPJZhGWOMvYaiznsspOzbi6BY8/gXXT4n0iRWEAqyr3JgbH7dGXqUVpa6BZzykwSWT+f3n5K90/fE5Y58xrPEWnqY8WOmgwuDK6U7l763eVbB6ccQHUj6ouYOezKU+VvWzFHuOsOqC4sZjxRHl95TGNyj6BOu7sKy5zQDoWEm9XTG0+Ea5w3iiTmLGkxn4IyJaXgzMHEmaiqD6lJM6tPEzFv9FjmqMWIHJNrJJXsZ8l4JfVXyvLlk5Y5Udk42TLnwOh99OFRS+wpb4wXngkCgU4AYk6gz4Bo7j9vHmqPrWf+INObMUJPs/1CzOm0mGLFYjerEDo2K0rMicr0oPSb1mLVxNmhlnVUiDklJ1DeJvlEphRfKrv+3iH6bM5CQkTD0g+iiv2rUliHmCXmzG88h5JmDRbZrK5suyzcU4wuIzJzrIOqwjLn3dv3lLlCZptUu+zCV+STYhTe00NizrPXxCJMixWtKUulrKKLHLuBM/VIJ8RS6mB5thk1FuK3Y5xFCDaalyfr2/DtOrp54AaV7FPKdLquM+6FUW3kD1UpC4khYs7tZ8RZb9pu7EDpSyjEnMUnaWmHRaLPUvHVjHpG8dVSD/82K7lI923+70a6vP0SlWYxp8kckc0q1gemD3gtYg4LhsmzJxduIYFSplf9hzKVzSwsc+TZ8rj/nJqcMyOxpQuX3YN20pFph4T7slSUexMheA7e7XKmHqWlhV4xR1jQNsojAiDfO3lXpCZXzgVXxlbp3sr3soBVb2IDIeakyJOCqg60nS9SVkSOZeOJ8vjqYxqTa4SIlceWOYU6hdH90/fpyfXH1GS+l8Wc5vOFVQ6LORzvhi3dWMzpdb0PxQ+O7xTHuHyjKfzz4lT0k3BxrVqMyDG5RwqLTSmujlSpWcxRyWTq9MEevkCK+SfEnLH7RFZEFBAAAe8RgJjjPfYB+WT+sKs52uIqoTdjhB54MVHM2fqLY6smVTGnRATlbZafSn3lW2LO7oE7RZwgTlEqFRZzKv1ZlQq1h5jj6pznj+uKv1YRgVTfvXtPWSpksbGCYzGn6KfhwoTfiKK0zHnz/I04/W2xvDVlqWwRc6wCcapkm1FrC9dTZ7zFRdOI9kZXHRu/XU/X918TljnuuEoY1V7hQhKV2cxIMYcz5aQrnt6qmaeXnKIl7RfaiDnZa+YgX8uoZxRfLfUILu0WCrcZZWEx58qOy1S6XxkbawytYk6KHCmo6iBbSwstbfPHa2ZUm0oZS2cS2axOLT1JHbd3MXfj76D+1HBGE8pVP7f4NxZzjk63ftco9yZy6zVXeCgtLdwRczhRBFvm3D1+R2SzYjFHbqXlSruUgef5XiHmTGpAByIOUMpcKVXny7B0g6ja4JqUv5Vnsgg+ufaERuccbhZz2KWaLXMeX3tETee3cKWLhl1rtsxhMSerScw5Mu0w1RhWy30x578brGJEivTlsiDJUid8WsxpNJuCsyWj5NlT0MFx+6jbYYg5hk0+VAQCOghAzNEBDbfoJ6CMe6E3Y4SeFviVmJM/hI7POUqN5jSl8fYsczS4qKl9SE0uHkH5WhSgkv1K68HosXvUNtjD0g2mSgOqUKF2MVPMiZckHl3bcZVar21nONeRWYdSxV+q0IX154nek0hNrhT/eG4V7RFOxbp7SMx58UZ8MMjFHLUUuZxthjfuUupgVTGH421NqG/OhGc4MA9WuPG79XR93zUq1ae0W64SRjWRg7vuHLCDPjnVw5CYOU9vPaVRWYeJTDnpwhViztJTtKSttWgxtdxkMdZlvy9vVJf8rp7TKlykTnCGx6u7rpjEnEbWrjWaxJwGsylFruSqlhZ+B0pjg2dUn0oZS2USblZnlp82B1jn2wcm/ZMaTG9sEXP44GDmYSsrUOXeRAQJH+Z6cFdhafGlxW1Gt5hTaiLlaZpXWObcOXabwnuUsImfpBGNuGz771ttuPDvLlssCcucnOri37C0g6ja0JqUv6WHxJzrT2h0juHUcWcX4WYV1qWwSE3+6OpDr4s5i5vNE4kKWMw5PPWQsMyZVWM69brRh+Indd0yh+McbvnR2jWegyQX/6KE2XpHGtP7Z+9RROhYEdcpRe4Urgy1x6+VLIvZMicyYj91OwQxx+PQ8QAQcEAAYg6mR7QS4Mw28ow08hNiTzfEH8ScZZ2WCAzsZsViDgcAHJd/tNh0coBCedFi1aQm5kwKH0/5WxUUaZJ9qYg4BlMjrUzfh6YdRFUGVqPQtp5Ji+qt/vMJK6c75WxWnhJzRmUbRuV/qkQX118Q8TY4Zs7mnzZZBRvnucXxctg6x4iitMx5+/ItcQa75staUdYq2cQjTJl6LgqXHKkoUwertYXrqTepoXA98Ley6fsNdG3PVSrZp7RbrhJG9ZtFdCmzmRGWOU9vPiWeb+w6l7ZYOqtmnll2mha1ni9ifUhFBHetk4vKfO9bGfWM4qulHjUu0n3SfGExR2QwkgW91SLmzKk/i1LlSakaA0VL2/zxmpk1pgkXP3azOrNCIeYE/0kNpjYWMWi4sEvv8dnW8dmUe5N9o/bSvhGuB3dVWlroFXMml5wggr2zZc6dI7eFm5UyTb0r47Tjj202FktCzJltEnPsueUNTTOQagz3XBbBpzee0qjsw6jjji7CzapIt6LCMufR5YfErrfeKJJlzuKm8yhZzigxZ8ohqj7MRTFH8X7lOIc272B2xepl+w72aTEnav/CYo4yK5w3xgvPBIFAJwAxJ9BnQDT3nzdM1YfXMp/yyGM3eLop/iTmsHBzYu4xY8QchSn/pGLjqUCbUCrRt5SnkbtUv1pQyqFpBlGVQTFYzGHLnJ2escwRYs7/KtGFDedFHCYWc5QBs4VPv8pG0qWBk11sV8xZ2oqyVjWJOZt/3EiXN11yXcxJ9hfVm+y/Ys7V3VeoVJ8y4nRdHgNFL2t37pNbRBoi5tx4QpyS2a6Y02q+6DPEHMuoCTFHwUX6q7Dk2ntNWOYo01FrEXPm1ptFKfMGoJhTPAPFSRSHzq6wZMtjpgOD/6T6/zSi3A1NQrDInKgItq/cm+wbuZf26cjUw2JO8d4WSwvdYk6JCZSvhUnMuX34lnCzclvMWXJSiCZSsRJzsiVXDZitFLnc+d1Ru1cSczps70yczVMScx5eekDNFrY0+nGa6pPEnEVN5lLyXCmEZc6hyZHCzWpWTRcscxRijlqcQ34HF/usuI11LFsncbZJn7TMaTJHBIZmMefwpIPUNdKSFU4TYFwEAiBgKAGIOYbiRGXOCPApT/Whtcz+13r90p09R+3vfifmzDsmMnDYs8zR4qKmZso/seg4KtiuEJXo41tijlq62CGpB1LVIdUptE0MtcxhMWfXVWq9xng3Kz7tLPdDRbq44QJ9EDuWyCbFWXJ6XPzcvDzsmXjrWV98j42Y8+otDUr2FzVf0pKyVstuEnN+2EiXt1wSmY/MHxWKbDNqz1d+kOltozfuE24zO68IyxzxQSbLTuSN9sit+gwRc64/oVE5hosMZWmLKixzlp+mhS3mmfocVaaUmUi56uWmMt8FsGWOCheJjxRjSYg5nMr+wVcUO15s8WctYs6cujPtppr2xnyLjmfOrDmN0hVLL2LmnPv3rDlbHj+bf4PkQvDOv7bTiXnHqNPubuamKfcme0fs0ZWpR/ymfl7CbO2oV8yZVDxC7JPYzepW5E0q1rO4zTpyheuO/ttss3wlMmX5Ysuc4CzBqqnsle5nrjxTy7WSVV+HbZ1pScdFVPSjYsLN6sGFB9RskXctcxY1nksp8qSk4EzBFDnpINUYbhJzPr/ZV1jVOitKy1e17K18DVtdKePWmcWcyI8pRS7fcrNa0HSuSNkuLHOmHBSCEwoIgID3CEDM8R77gHyy8L8eYgmmp9cvXQ88vxBzOi+h9+/fU0j+ELHZFG5W+UZTpz3dhOuVvIi4F3/toE9O97CLQ1XMKTKOQjuEUfHeJfVg9Ng9e4bupkOTDlhtDIaEDKRqw2pQwdahHnuuNyrmzVCSjEEim5WnxByOQ1D2vxVEzJzYcT+gLBWz0iaNwRf1MlGKOe9evxOn4nIxh9twddsVarPeksFLZJuZ3dScOljt+SLuxTSLq4TeNnrjPimgrVnMeWYRNrzRHqPFHM48wymZO2ztTGmKprXqEltJKC0KRKaeBnmo9LdlvdF9n3im4NI8SthTtEjKflaKxZz6s1wXc+rMpJCCIVT5r2o+0dfoaMSsWtOFkMgxc86vtmTL42crXTR3/rmdTiw4LoLuSkW5N9k7fI+uTD1Ka0fdYk54hEgHzpY5tw7eFB/89iy5tPAVfV54nDrttPSZLXN4j8EHQ8GZk6mLOan+plpj6pozkGp5livXPLv1jDi+GwvBbJlT7JNw4Wb14Lz3xZyFjeZQynypTGLORNfFHGVMOrXsrXxNkU9tM0r6tJjTbC4FpQ+i4KzJiNOtdzlgyQrnytjjWhAAAWMIQMwxhiNq0UiAMyNUHVSDpDSXev3SNT7O6jK/EnPyhdCJ+Y7FHC3xhljMWdxmgVW8igmFx1KhzkXE6aEvlT3DdtOhCQesTHYHp/qbqo+oSQVbxUwxhwMgX999zSOWOZwhpOz3JjEnTvzYwjKHY3H0uGSxzFEG63R3PtiIOW/eieCjzRe3pKzVTZY5wkplxxWrdOycbabRTEvqYLV2KDPSuNvW6LxfWCNtuyQscxY2n0f9vCzmyE+IjbDMeXLtMXFKZj5dT1PEuZgzudQEytMoL5X+JsDFHLbSUpkLG75ZRzcP3hAZB9llqs/9ryh2fO2WObNrz6DUhVJT5T8DTMwpYhJzrLLlRWVtkgdPV7NSUe5N+H0UOX6/y5l6hKVFT4vbjF4xZ2Kx8VSwXSix2HHjwHUh5ijf5a78hglrpPnWApYUq4zFnKQZg0VMGGURKdvH1aO8TfO58jjN17LlEWdeZBdNtswJ715cWObcO3tPvDe8USQ3q4UN51CqAiFCzDkQsV9Y5syuNUOzZY6amLP992306dme5m5xRklOS86x6+Tl3ul7NCFsrNgP+ZplDr/DEqdNTMmyJqcj0w9ZxTn0xnjhmSAQ6AQg5gT6DIjm/osN08Aa4sSJizBlHrOPPjzi+Wj4fifmLDhOjec0tWuZw2LO7oG76OOT3e2OolqQTd4gFOpahIr38j0xR5kZgcWcGiNrUYGWpvkSU4pkmcNizo0916nV6raGd43FnDLflRduVnESxKbMFbIQx+LoefkL87NYzCnVrzQV/rCoIc+3J+awuXy2GjnEM1jMUcYJ0iLUaBF8DOmEByphMefK1ktUom9pt1wljGqap8QcTgedunAaq2aeW3nWJgsPizl5G+ejUl+XMapLflePmsWS1AkWc9i1hjMOspjT+14/ipMgjvizFjcrFnPShKWhSv2r+h0XvQ1myxwWEjkA8oV156ndpo7mqjijXp2I+pSnSV7xbyzmnFpsHT9GuTcRYo6OTD1Ktxl3xJzQ9oWI3ZAkMUeZFc4VVmquZULMmd+c2Mo3KENSIVYoi5KdK8/Ucu3zO89pROYhZjGneI8SxEIGW+ewRac3ipWYUzCEgjMqxJxbfYnf3c6Kqpjzxzb69IxFzIkIHUOFP7Iv5nCmqOQ5kzt7VLT+XYg5aRILN6ujMw5T530fRuvz8TAQAAFrAhBzMCOilcDw9IOpyoBqVKCtydKCTZkPjtvn8umXnkb7g5izvMsSevc2ys1qwXFqMrcZsQ8++/az2by8iODRg3fRxydcE3M4qF7hD203D3qYGnmP2lwQYs6oWlSgRQwTc6LMlOMGeU7MGZNrBJX+ppwIgBwvUVwh5vBHYs8rMjEn10gq9XVpKtzNM2LO+7fviUWYZgtbULaaJjFn4/frbayRtLhQaXHFMnI+GlkXp6O9tPkClexbxi1XCaPaJA/EaYRlzuOrj2hMrpEiuGrqMIWY8+9ZkcFLHieIM/XwST9bngRqMYtcKvGT1n+9VgS9ZTcrjn/T+24/YXHCRZOYU2sGpSmShir9EThijrBGCksjOF3aYJ0tT2ldopbZSbk3EW6/E60tRbXMVaXbjG4xp+h4Cu1oEnOu77smUpMvab+Q+j78WkszbK5RC/rMYg5njDowfh8FpUtKNUbYijnsolZ3YgPK09gkhBldnt99TiMyDaF2mzvSso6LKfwzFnPu0t1T96jF0lZGP05TfZKYs6DBbEpdKA0lzZiU9o/bRzVH1DZZ5mgVcwqOEbGTpHg48iyCUkN4PxbWrajN4ZpkmeOTYk6LeZQoJJEQc47NOiKyraKAAAh4jwDEHO+xD8gnD88wmKr8ZRFz9J5+6YHnT2JOqnyp6OTCEw7FHA4evXfoHvro+Kd2cahlTBFmvZ/Y+mjrYWrkPWyldXCstbA3KOUAqjW6DuVvUcDIR3m9Lo4hwj7ncdkyZ69nLHPG5B5Bpb8uRxfWnaN4QfEpc4XMtOFrazGHXWPKfFuWwroWMYSJ0jLn/bv3xCKMlZjz3XqbPnNcHXnqYLXGDEj8BzWZ25xy1MlpSFujsxKRjn3TBSrRp7RbrhJGtVmeItcQMefKI2IrL47HEVIotVUzz686S/MaW2fwmlwigvI1LyAsTwK1cJBepcglsVj/1Vq6c/S24DOnjutiDgdp5RTxlX6vEjB4Z9dh17I0woLp0qaLVgHWh3Dcl7F1za5C23/fSmeWW6cvV+5N1ALya4GpfL/qFXMmFBlHYZ0K09NbT+na3qtUrHtxIXZwMGw9RS0duxBzFragg+P2U5J0QepijoezCL6494KGZxxM7TZ1oqUdFlH458XpwZn7dOfkXe+LOfVnCwu3pJmCad/YvVTz/1O0s2ioW8zhOIcDdtAnpyxxDoWldBdbt/d7p+4Ru8T7opizqOV8SpgqoXCzUmaF0zM3cQ8IgIB7BCDmuMcPd7tIYETGIVS5f1Uq0M5kmaP39MvFx4rL/U7MWXSCmsyxb5mjJXg0b1j5xStPCyxMf7tbTov0sPTEPZwKlvskd7ljE++aY2K4mLPvOrVaZbyb1dg8I6lkvzJ0cd15ipc0voiZs77fGvrsam/z8HHQ2jLfeU7MofdELMLw6W/2WlGWOd+uoxv7bli5lolsM1MamlMHq4o57BIwzz/FnK0/baaLG86bxJy21jGsPLGWnNV5eEoksbVQ9wu9yAgx59Hlh8QpmR2KOY+/oVixY4mmTS4eQflaBLaYoyZymcWcL9fQneN3hOUSfzx+cedLkaWJixbLnFk1plPa8MASc0QGr4IhQsy5vNk6Wx5nZKo12hLEd/tvW+nMCmsxx2ZvMniXrkw9SrcZ3WJO4bEU2qkwPb/zjK7tjhJzOukXc3YP3ElHZx62WFFIv83zW9DBCfspcdokwvJEWTydRVASc9pu7CjEnOJflKAHZ+/T3eN3qfkyL1vm1JtNaQqnoaSZg2nf6L0myxxej7e/pLiJTevRUWFhT26ZoxbnkMWc0M6FqcQX1gkpzGLO4Y8peQ7fymbFgbgTpkgoAiCfmHtMJOhAAQEQ8B4BiDneYx+QT+YNU6U/qlDB9qZU03pPv/TA8wsxp+sSevv6nchmdZLFHHazyjOKOu7qSqlDrU+8tQSPVhNzlAEa9bD0xD1CzBm1lz48aomfxCbetcbVpfzNY5ZljhRAkC1mbnhQzCn1ZRk6v+4cxU+WQLhZrf9yDX12zSLmjMrOQZLLecwyxyzmzG9B2WtHiTnfrKMbB25YCVjK1MExUcy5sP6cEHOWtl9EfR/pc5Uwat2xmCOlqTdEzLn0ULiDqv1OnV99luY1miP6/EGcD0QXJoWPp/ytClLJLwPXMscs5shELml81/VdTfdO3hOWOcqPRy1izszq0yhdifRU6bfAscwRYkcLf6IAACAASURBVE4Bk5hzZetlq2x5yvTa237bQhyziAN2S8VmbzJop65MPSzmhH1ocZvRLeZEWWw8u/2Uru66Iixz2A2bg2HrKULMkcU3kawmWWhn95/EaZJQzZEqYo6Hswi+uP+chmcYQm03mMScEn1K0v0z9+jOsTvUYnlrPV11+x7JzWp+3VmUtmhaYZmzd9QeqjWyjktijhD2OLhxT1NwY+EaP8g6zqFISNGxsE12UV8XcxIkTyAsczhRB4cBQAEBEPAeAYg53mMfkE9m32jeYBbsYBJz9gzeRYenRkZLNHy/EnPyhdCpJSdFAGS7Yo6K+KGcVGrpb5WpU31lIqqJU/yRXzuiHuVrlt9XmmlIO8xiTpJ4dPPATWr5bxtD6pVXMjbvSJE9iYOBJkiRkDJVyEzr+qymXtf7mC9jMafcf8pToS6FDXm+0s2KK5UypkjuURu+Xku3Im9Z9dlpXAbZKbIkChnS4GiqZOvPm0WGnRJ9StHSjot0x70wqrlH/jkkAlFzZjMjxJyHFx+YArWrxPa6sOYczW04W/T5g7hRYk6x8VSgTSiV6FvKqC75XT1qIpdZzOmzhu6eviuCkytjdGgSc6pNo/SlMlDFXyv7HRe9DZ5Tb6ZII81iztXt1tnyhqYeSDX+36oiXwvTe2Tbr1uI3dw4HbZUlHsTFj/0ZOoRMVC6FjVni9Qr5kixVJ7ffkZXdlwWYs6KbktFMGw9ZTeLU9MsmYfk8cwORhyghCGJqNaoOjZVawlOr6c90j0vH7ygYekHU5v1HYSYU/LLUsLN6vaR29RihZfFnDqzhIUbZ7PaO2I31RhZW7g9yi3lHPVdKeawa/yeIbut4hxOLDJOHG7yu0Fe7p68S/w3tlROlt23AiAvar2AEgTHF5Y5HA6g0y5Lunt35gLuBQEQ0EcAYo4+brhLJ4GRmYdShV8qUWjHMFGD8rRIZ7WabotpYo6WTGBqYg6foLMpc9FPwjVxi66L1NzG2MS7zsT6lK8pxBxXx2FcvlFU4otSwjInYapEwjJn7RerqNcNi5gzMtswKv9DBSrUORrFnK/W0q3Dt6jlSouA5SxjivwUWXLXcpWHN6/f9ssWOrf6rNiwL++8RHfcC6P6cGTqIXNmM0PEnAsPiC3+2Nw+pIB1oPYLa8/R3AazRZ9jxzOl155YdBwVbGf7AWNU//yhHjWRS2r32t6r6f7Z+0LM4fg3n9/sS/GCTNlztIg5M6pOpQxlMlLFXwJHzJlbfxalyJNSiDnKbHlD0wyk6sNqUf6WJgvPrb9spvOrz4kMSlJR7k04xsyxmUdcztSjdJvRLeZEZTliy5zL2y4JMWflR8tEMGw9RRyc/RNJXQ58JG5/9+YdceB5zjQoxJyUiUR8OmURgednNaWc9XLpeazTe14+fEHD0g2mtus60JIOi6jUV6WFZc6tQ9bvCKcVGXiBZJkzr/ZMYeHGYs6eYbuo5qg67ok5o/fS3mHWcQ7Fb2HbQjbCtk+LOW0WUPygeMIy5+TiE8K9FgUEQMB7BCDmeI99QD55ZJahVOFni5gjNkzRFA3fb8ScV++IAyCfXnrKbJmjFotCLWCwclKppb9lSx82ZS7ycTGfmoNqAZ1ZzKk7qQHlbZLPp9rqbmOk1J6c3vTmQc9Y5ozLP4pKfG4ScxKFJBaWOWs/txVzKvxYkUI7mcRVd4uqZY4icPGGr9banLpytpk64y2pg5XtUAuk7G5bo/N+YQmwKkrMccNVwqg2H512mDZ8u06kqTdSzOGsJqnyp7JqJluG8Ye2UswJbR9m41pgVP/8oR5J5JJbLEntFmLOuSgxp4Y+MSdj2UziXRsoZW6DWZQid5SYs+sqtV7Tztz1YWkHUbWhNa3EnAtrzosMSlIxam/CbjMc60aKgeKWmPNxMWLLnEtbLwox59+PlwurED2FXdqPTLEVc5ovbinEHLbeVBNzOOZZ4znNKGddz4g5rx69pKFpB1nEnK9LC8ucm5E3rQR/PX3We49czElfMoMQc3YP3Uk1R9YR2eVcssyRpR0XB1bD99BHxyxJKybZsVK8e+KuEL190TJncduFFC9JXCHmsAU5ZzFEAQEQ8B4BiDneYx+QTx6VdRiV/5/l41EtXaanwPiDmMNm1G9evjWJOctOiQDI9rLEiFTe4/eJbAf2ipqYw/WxKXORj3xLzFFLtc4nh3WnNKC8jWOYmNNiHiVOnZiEmOOhTev4AqNFmlf+mE6UJrGwzFn92Upxyi8VsR5/qmi2lHN37amJOcqU4hyEWRkPQZltxkbMkVKcL2pB2WqYYu/4U+HsObwW2TLHHVcJo/p8dPphc2YzI8ScB+fvEwdW77zvQ/HbJS8X1p+nufVmiVgfseNHWeawa0HHMJugn0b1zx/qURO5pHav/WI1PbjwQFjmcPwbtqaLnzS++LMmy5wqUylj+UxU4afAEXPmNZxNyXImF5Y5N/ZYZwgclm4QVRtck/K3irLMYbfHdeep3SaLmGPU3oRdY0I7WIRKvWKOFDxXWOZsvkhFWcz5dLkIvquniGQTkw5Q14Mfi9vfvX5HfFjSfIlJzOG4arXH1LWp2tNZBF89fklD0wyiNmvbC8sczq7Iljmecj/Wws4s5tSaSelLR4k5g3eaLHPqWmeXc1Qfu8oV/rAYhX9mipnDruT7R1rHBbQXP8ws5hz9RKQA96WyuN1CipcornCz4n1qx+0Qc3xpfNCWwCMAMSfwxtyrPeYNU7kfLW4dO//aTifmRU8AtZgm5nBa90MTDlDXSNPmTK2oijm5RgpT5sIfFvXqXFA+XC04IPvr15vaiPI2yutTbXW3MQujS8zpWUJY5iRJGyQsc1b3XCnSqkqFT6PZFUOKYeVuv+yKOTIzfQ7CzBtVeaYSIeaMsWSbUbZDcgngU+Ss1bO728xov19KhcxijjuuEkY1nMUcTn/Nmc0MEXPO3Sf++Oyy/yNKmTelVTMvbrhg+gC61098aHMRQT8726bjNap//lCPWcyRiVxSu9d8vooeXnpAHMBciDnX+1D8YO1izvTK/4jsdXxwEihFiDk5osQcRVB5FnOqDqpBBVoXFDi2/LSJLm24SG03djDjMWpvooyBolvM4ayTPcLp2a2ndGnTBSHmrO5h/fvtytgqM4e+ffWWOCZd86Wt6OD4/RQ/OAHVHqsi5ng4i+DrJ69oSOqB1GZNlJjznUnMubHfOki+K31191pJzJlbcwaxhVvSjElp16AdIiOaW2KOSsZOe5n9fF3MiZswjrDMUWaFc5c97gcBEHCdAMQc15nhDjcIiBgd/61gDri688/tdGLh8WjxufUXMef1izcUki+ETi+3WOawGWvqsDRW5LWkdVcTc0bnHEGlvylDhbv5mJgzbh/t+nsnfXKqh7mfbNVRb1rMFHMShSQSljmeig0wruBoCu9eXJxAJ0kXRJkqZqZV3VdYnexynAgOkupRMSeoPzWc0YRy1c8txlXK1GMl5oT8LU498zVXj41kPkX2VzHnj610ZulpYZmz8mP9cS/c+Om1uvXojCPmzGZGiDn3z96jiNCxjsWcu/0oTsIoMScqU0/xz0sY1SW/q0eyWJKLXGYxp9cqeniZLXPK0Mxq00QGugTJEog/a7HMmV7pH8pcKcDEnEazKThbMorLljkKIWB4+sFU5e/qVKBNlJjzv010aaO1mKO6N9GRqUcZA0WvmCNlnWQ3q4sbzpvEHIUY78qk58OfyIj9Zkvety/fEgeeZzEnMuIAxQ2KR3XG1bOpkgPYN5VlI3TlmVqulcSc1qvbCcsczq7I8aJu7LW2rtJSl1HXmMWcGjMoY7lMws1q59/bqeboOsLKkOMWSb9ljp4pBbEu3sv0O6cW55DFnLzN81Opr8pYVXXn+B1iFyzO7ulrljlL2i+iOPFji/WmzApn1BigHhAAAe0EIOZoZ4UrDSCgzJ6z449t0eZz6xdizodL6fVzk5jDJx6czWpMrpHCJ1kp5mhJ635u5Vma33QO9Xv2rXn0RucYQWW+K2tYOmoDpoWogk8Hdw7YYSXmsIl3/RmNKW/DmGWZs6jlfEqYKqEQc24f9kzWjvGhY6jYp+HCMicofVJxUq800xcZXH6vIrJpGFHULHPYVa7B9MYWMScqU0+Lpa3MjxTZZkbWtivmmE+Rl7SkrNX8zzJnR/9tdHrJKREjZtWnK3THvTBijLiOozOP0Pq+pjT1hog5Z+4Tf7hwcNWUeRSWORsv2AQNVX7kGNUvf6pHzWJJav/qz/6lx1cfCTGHgxm7KuZMqziFslTJSuV/DBzLnPmN51DSrMEUN34cmzhkwzMMpioDLGLO5h830uXNl6jtBplljiKzH69ZPZl6lDFQdIs5+UZTeK/i9IzFnPXnqcin4bSm179WbrKuzHelW/abF2+IA8+zqC7EnCQqYo6URXBBC/JU4HmzmLOqHS3puEhkV7x39p6Nq5wrfXX3WknMmVN9urBo5dTkuwbIxByZlaGjZ3Ew7EJdi5BZzGHX+HH7qNthi2v85BIRlLdpfir1tbqYw/F12J3JlwqLbnHixRbtOrvyDHXY1tmXmoe2gEDAEYCYE3BD7t0Os5jDJy9hXYuIhrD7QXT53MY0MUeZnUJtZNXEHKPTURs1ow5G7Kedf+6gT05bLHP4VLDBrCaUp0Eeox7jE/VEi5hTaAwV+9gk5iTNGCwsc5QBNEdkHEKV+1elAu1CDeGiKuYE/0kNpjamXA1MljlSph6O1SAVzjZTY7gldbCyMfJT5KxVsxnS1uisZMef2+jUopNUoncpWtXD2joqOtshPevYrKO0tvcq4b5jhJhz7/Q94g8XjseRIncKqy5d2nSRZteeISzC4iaOK/4mUvbKAoN6g4G3n3kxSuRSO+Vf3fNfenw9SsypMlW4wyVIrt0yZ1qFKZS1WjYq90MFb3cz2p4/v8kcSpo5WFgMKK0dxe/cn1WpQFvT79zmHzbSla2Xqc369ub2KfcmfNCkJ1OPMgaKXjFHyjr5/PZzOr/2LBX9tLhNNkJX4CoTJrx5/oY48HyL5a2FmBMnUVyqM97aMic6sgi+fvqahoT8Ta1WtRWWOZxdkS1zrimCWLvSV3evNYs51aYLCzcWc3b8uVW4AgvLHJ1ijtI6its5ueQEytM4L5X+pqxVsyXLHF8Uc5Z2XEwfxIklxJzzq85R+62WrHDussf9IAACrhMISDFn5ZoNNGX6XEGrcFgB+qJ7N0oQ3+SPrlZevHxJQ0ZF0MHIo+LPHds2p9rVAyflp+vTyv4dNmLOb1ujzefWb8ScZ29ERhg2XzVb5mzvQqkLW7tZ7R60k45MOyRcG+wVs5jz9FuiWKarjE5HbdT8YDFnR//t9OmZnuYqhZgzuwnlqR8DxZyUUZY5R2+LDbXRZXyhMVT0o2JCzAnOnEycMCrjtYgT67+qmT9y3G2DPTGn/j+NKHdD0xhycNf75+8Tx7+RijJ1sLId8lPkrFX8VMxZeFJY5qz57F+ruEXuMtdzvxBzotLUGyLmnLon4uBw/K4UuRRizuaLNLvWDNFntkTjwvF1inxSjMJ7mgKDBmKRxBy1zDireq6kp9efUMl+pWlGlanU88oXlDBFQoFJi5vV1PKTKVuN7FTuv4El5gRlSiosc24fsbZ2VIrWm/67ga5uv0Jt1tkXc8RB09JTLmfqEWJOy4Ji7LjoFnOisk4+u/WMzq85R0U+LUbr+qwWAqyeonTxef3sNXGsshYrWlPk+AMUO2EcqhtR36rq91Lg+YUtKFtNzwSel9rR6t+2tJTFnP9VpHtn7tmkl9fTZ733SGLO7KrThIUbH4bs6B8l5nBmPpU4V2rPEpY5XSyxwdRc4yeXmkB5Gual0t8qxJxjd4jn0kfHP6XgLL5lmSPEnNhRYs6ac9R+C8QcvXMN94GAEQQCTsyJPHyUpsyYRz9805uSBSeliCkzBcduHdU/piQhJ6xgfgg4Bsw4dvEp/a0lXsu237ZEm8+tP4g5/LH96ulrs5jTZG4z4hg3nC1ATczhQKacQcZeOffvWeITy34yMUeZtcOAYTWkisgJB2j779vo07PWYk7DOU0pdz2TVUdMKYtazRcfZ8LNykNiTkTYWCrSrSidX3+OkmVJLsQcZSYlpfuBu3zVxBwOsllvckPK3cgi5nCmnmaLWpgfJ1IHD7Fkm1G2QxJzWPTKUjmru82M9vtFoPf5x0XMHHdcJYxq+LHZR83tMFLM4cx6yXNaZ165vOUSzao53UbMKfppOBXrEW5Ul/yuHjWLJakTQsy58US4WXEwY04hnzCla2JO9po5qOx/yvsdF70NXtB0LgVlCBJBtpW/qUp3UhZzru24Sq3XWtKXK/cmeq2GlTFQ3BJz+pYkFnPOrTpLRbuHm10j9TDax8F3R1kyKUkiSsuVbYSLc5z4cajOBGsxRwo8z7/VnsoiKFkImcWcn0xijlJs09NnvffIxRy2BA3KmJS2/76Fao+tR3NdEXMUgd6VGcW4fVNKT6TcDfL4l5jTaTHFihWLkmVLRhfWnqd2my1Z4fQyx30gAAL6CQScmMPiTYb0ac3CjFLcUaJkK56r127YFXv0ow/MO0Xw3a/LmDMpbft1i9ioRIey71diTr5UwhfZoZgzcCcdnXmYOu91TczhDEYVfq5kWDpqo2YyiznbfttK3c99Zqoyyl+/4dymlLtuzBRz2O1EmabbKJ4s5hTuWoQurL8gNl0s5izvskScKkpFBAYdWN2c5cXdZ6uKOcn/oroTGwhTci5Spp5mCy2WOcpsMzZijuQSsKI1Zankh2LOgO10Yq5JzJEsYtxl7c79x+ccMwdTNULMuXvyLnEWn26HP6bkOawtcy5vvUSzakwXsT7iBUVZ5kRl6inWPYDFHBWLJbOY02OlyGLE1h0czLjHpc8pUapE4s+aLHPKTabstXNQ2e8DSMxpNpeSpEsixJy7x62z5SkDvW/6zwYbNx7l3mS7TqthZQwUvWLOmNwjRWp6jpnDVrpCzOm3Rrjc6SmcFnvfiD3EbjtcJPemlv+2EZY5H8T9QPxOy0t0BJ6XhHoWldgyh7MrspijdIPT02e995jFnCrTKGv1bMIyZ9uvm0W2r7kNZmu3zFGIORzn8MiUSBFbTCpTykykXPVyU5nvylk1lwVJFgZ90TJnWacloq3B2YLp4voL1G4TxBy9cw33gYARBAJKzFGzsrl46QoNHRVBn3fvRlkyZ7RhyuLP2g1bzP8eFJSE/tOvl+q1RgxITK+Dg/nK02Jv/XlztCn7/iLmvHzyikLyhxBb1bCbFW8yOcBcmiJprabHrr930PHZR6nTnm52p835VWdpXuM59OWTbyjWByY/K6MzGBk1Zw9NPEhbf91iFnMkf/1G85pRrjq5jHqMT9TDljkcA4Mtc5QfHkY1cELhcRTWpTCdX3eeUuRIIcScZZ0XW4k5LKJUG2zfIsbVtqiJORxkk098zWJOr1X06MpDarrAYpnjTFSSnyJzIGd/K2Ktzjkm3KzccZUwqt/H5x4zpzk2RMw5cZc4i8+HRz6hZNmtLXOubLtsSq99ow/FT2pyZ+ZMPeGfFSe2zgnUomaxJLH4t/sKen7nmbDM4WDGroo5/5SdRDnr5KIy31t/IMZk1gubz6PEaRMLC5M7J++SPMA6H2CwSCBl7dv4/XqbALvKvYleq2GOgZK3ST5zQFvdYg7vlb6OEnOWn6GinxajDV+vEy53esr+0XuJgyBLYs6rJ6+IA89zrBq2zPkgjq2YE12B59mduuWKKDHntygxZ4t1TCM9fdZ7jyTmzKo8ldjCjS1ztv0iE3MefEWx48V2Wj27noZ2KkwlvigprhVxDqdGWrnG21urkpjz8YnuIhaUL5VlnZeIw7bgrME2WeF8qZ1oCwgECoGAFHNqV6tEYaEFxBg7EnMk8Ud+PVvqrFm/2eymxadkKNoJ/BM2XrwEE6dNIm56dPkhJUqdmJqtbqO9Ep1Xvn//nl68fEMJE5iCcPpi2dBrNZ3/9yzFSRSHEoUkpjrTGtLk/GMpJCw1xU1sOtWWCmc7YTGg5WZLRg5lny6tu0DLWiyg9GUsQuW17VeoyoialLe1aQ34Sjk+9TBt+GKNTVvrzmpMWar7X5wUR1z/7biUbuy+RrFix6IUeVNS/XlNDR+GmaUmE2/GXz58QXla5KcM5TLRyg5LbPjWGF+XcjYxJibR27fviP9/vHimFNRcxmUcRkGZg81uIg/O3qeQQqmJx1UqE3KOEpYHCUNM1gfKwsLe9Z1XqdGSFpS+rK3objg8rRW+13bh/qF7aO/AHRSUIamwuOh61hLkW1sNxl51ZtEpWt1tmZgL/LH5wQcfSCG1dD3o9fPXdPvATWq/vxsFZU5qVcf1XVdpYd3ZlK5kBjHfudzcd4PK/FSBQrsV1vW8mHATz+eF9ay5SP16cOY+pQlPR+G9S9Lc6tMpbfH0wnKCy7v378VYsZuDvXI78iYV7VWCivU1fUQ6LParcXanT/19RbvFdGv/DXFokSJfSqo/1/KbOinvGIofHF/sNbg8uviAkmZJRo2WWgRl1b1JykTUbF1bl/o5u+I/9OrRKyEAcHnP/+/de7HGXCn8nq40qDpxavL9w3ZTkvRB9OzuM+p6ursr1ZivPRxxkLb/sJnSFDMdCkm/qY2XtyT+29Utlym5Ing5f7Bf23GFGixoRhkrZtb1XC03jUo5iFIWSEV3j96hqiNr0f2z9+jI+IOUKjS1ltsNv0assVhEdw7dorDuxSgofZDYm0ht7H5XW9yimWWm0NsXbyhJhiDRxidXH4vYRK23WSxZ5laZRs/vPRdBluXlzbPXdOvgTepw6CNKksG0X/aVsubjFXRl4yWKnSC2mJdNVloyU3qrjYkT2o976q024bkgEF0EYoyYw6LMrwOG0ePHT2zYpU+XRogvCRLEF4GM5fFvXBVzHjx8RD/3H0wd2zQTgtCz56+ia6xixHNWdV0mPmbkJUW+VFTxr6oe758Qc169oYTxfVfMOTB8D11YfU6wSJ47JZX+vhyt6LjYLpvgbMmoyrCadv9+c/8N2v7jJpu/h/cpRZkq+5aFw8U158WmVV54U1XmfxUoXXh6j8+P6HzArj+2EW/WuaQukpbK/mx8CuG1PVbS40uPxDNyNshDqUJDaOdvW226WbxfacpYwZiN+pt37+jtm3cUXybmLGk+j96+eGv1XP44Lf2DxQVkeZuF9Oqx89/S8n9UplQFvbPBV50fGj+ET807QUenRIoq2NWo7gyLkBWd80561tVtl2l3/+3iP1l8i80fmhr74qi9NSPqUaI0pg9mqdw7doc2fb3O5rbCnxSjbHVzeqP7PvHMu0dv0+Zv1tttS/rSGSl383y0sc8a69/Ed1FiTpSlpb0K8rcLpTwt8zvvq0ZB0nlF3r2Cf9tYIBO/qUXTUtmfLL+pKzosppf3X1g1kH8Py/9exfxvansTfgdXGljNpY6t/3wVPTz3wHwP4+W9xwcOxDd7DyjyWXHR7mPTDotL2LKtzvRGLrVHuvj88jN0cMw+m3sr9K8iDpAub7xot95yv1YWB0qeKgvrzzZXzXsTFj1OzDYlHPFGkcScWBSL8rUpSAlTJbLamzReanERdtQ++TtYui5plmCqOqKW+baNvdfQ/TP37FZTa1J98XxfKvsG7aJLGy6IJkXX/t1Z/xMltD7sdHY9/g4CMYlAjBFztA6KqzFzlNezmDNo+Djq2qEVXK20QveR6/zBzcpHUPlMMx4+eUGJ4sehuHEtlh4+0zg0xIaAmpsVMPk2ASPcrHy7hzGrdVpi5sSsHvt3b/S6Wfl3r/279ZKbVdw4zl2p/LunaD0IgEBMIBBwYo6zbFZKNyq+fsS4KeY4Ofz3yCPHnKYzjwmTI6b1AWKO/40oxBz/GjOIOf41XtxaiDn+NWYQc/xrvCDm+Nd4cWsh5vjfmKHFIBDIBAJOzOHBZkFmyvS5YtwLhxWwEmaUYo7yeslli9Oao/gXAYg5/jVeYlMFyxy/GjSIOX41XKKxEHP8a8wg5vjXeEHM8a/xgpjjf+OFFoNAoBMISDEn0Ac9UPsPMcf/Rh5ijn+NGcQc/xoviDn+N14Qc/xrzCDm+Nd4Qczxv/FCi0Eg0AlAzAn0GRBA/YeY43+DDTHHv8YMYo5/jRfEHP8bL4g5/jVmEHP8a7wg5vjfeKHFIBDoBCDmBPoMQP9BAARAAARAAARAAARAAARAAARAAAT8igDEHL8aLjQWBEAABEAABEAABEAABEAABEAABEAg0AlAzAn0GYD+gwAIgAAIgAAIgAAIgAAIgAAIgAAI+BUBiDl+NVxoLAiAAAiAAAiAAAiAAAiAAAiAAAiAQKATCGgx58XLlzRkVAQdjDwq5kHHts2pdvXK5jnx4OEj+rn/YLp2/ab4t2/79qCw0AIO54yzexylRQ/0yai1/8x40PBx1LVDK8qSOaP5togpM2nthi3m/1aOp1r9npgDWvsRCNc5Ww+Rh4/SHwNHChTp06WhH77pTcmCkzpE4+werDH3Z9bFS1dowj+zqM9nH5nHQ7lWtP4mOltjzsbT/d7E7Bqc8dOzHhzd42w8YzZt43rHjK9eu0HdOrY2V8rr7tcBw+jx4ycu/SY6+53VMweM66n/1+RojelZD87ucTae/k80enrAe8IM6dNa7ev1rjGj50D0EMBTQAAEAoFAQIs5/EPPhTdT0suzY5tmQrCRXrZhBfOLFwG/AIaOiqDPu3ezEhDkk8TZPfwymDJjnvmDVf78QJhs7vZRvgEKCkpC/+nXyzwW/LdpsxZQs0Z1xcen9MLu+VFHhwKc0XPA3T7GpPudrQflmuIPjsgjx+iL7t0oQfz4qiic3YM15t4Mkn9EKMU1/tu8RcupXasmYnyY9YhxU6zWodrTHa0xZ+PpXm9i/t3O+OlZD87ucTSeMZ+4+z2UfxRWq1zeSszhv127ccv88cms79y75/A3w/ii/QAAFHVJREFU0dnvrLPxdL9HMbsGZ2tMz3rAvsOzc0YuXioP9fSsMU/MAc8SQO0gAAKBRCBgxRw16w75C1Z5Mq3cMPEkUW60nN2jPCVQbrICaeK501d7ljmOhDX+m1LgMWIOuNOPmH6vs/WgPJlWbpgkYaF6lQrmjxtn92CNGTOr1CxzlDUrBXD+O4/PmvWbzYK1szXmbDyN6U3MrcUZP2frQU30dnQPk1R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{}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 233, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 234, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 234, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case_PCM.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case_PCM.data['Total demand'] + s.storage_case_PCM.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 235, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_29384\\4223154146.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "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": [ "2023-01-01 00:00:00+01:00", "2023-01-01 01:00:00+01:00", "2023-01-01 02:00:00+01:00", "2023-01-01 03:00:00+01:00", "2023-01-01 04:00:00+01:00", "2023-01-01 05:00:00+01:00", 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" ] }, "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": 237, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 237, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 238, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n" ] } ], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2023, \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": 239, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] } ], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda(c.project_duration)\n", "\n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": "code", "execution_count": 240, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "146760\n", "73389\n" ] } ], "source": [ "charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))" ] }, { "cell_type": "code", "execution_count": 241, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-197325.99599999998\n", "-181332.0\n" ] } ], "source": [ "charge_times_pcm = print(sum(s.storage_case_PCM.data['hp_input_MW']))\n", "charge_times_hp = print(sum(s.hpcase.data['hp_input_MW']))" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 243, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_29384\\1396106630.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "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": [ "2023-01-01 00:00:00+01:00", "2023-01-01 01:00:00+01:00", "2023-01-01 02:00:00+01:00", "2023-01-01 03:00:00+01:00", "2023-01-01 04:00:00+01:00", "2023-01-01 05:00:00+01:00", "2023-01-01 06:00:00+01:00", "2023-01-01 07:00:00+01:00", "2023-01-01 08:00:00+01:00", "2023-01-01 09:00:00+01:00", "2023-01-01 10:00:00+01:00", "2023-01-01 11:00:00+01:00", "2023-01-01 12:00:00+01:00", "2023-01-01 13:00:00+01:00", "2023-01-01 14:00:00+01:00", "2023-01-01 15:00:00+01:00", "2023-01-01 16:00:00+01:00", "2023-01-01 17:00:00+01:00", "2023-01-01 18:00:00+01:00", "2023-01-01 19:00:00+01:00", "2023-01-01 20:00:00+01:00", "2023-01-01 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 245, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh', 'nomination_MWh', 'Prod. vol.', 'Cons. vol.',\n", " 'Imb. vol.', 'Day-Ahead Result', 'POS Result', 'NEG Result',\n", " 'Imbalance Result', 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 245, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 246, "metadata": {}, "outputs": [], "source": [ "# temp_comparison = pd.concat([s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']], s.storage_case_PCM.data[['Tsource (NDG)', 'Tsource (VDG)']]], axis=1)\n", "# temp_comparison.columns = ['Tsource (NDG) -after', 'Tsource (VDG) - after', 'Tsource (NDG) - before', 'Tsource (VDG) - before']\n", "# temp_comparison.resample('15T').mean().iplot()" ] }, { "cell_type": "code", "execution_count": 247, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 247, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 248, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 249, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 29.635,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=0.0),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=1.5, cop_curve=2.9, min_th_power=0.0))" ] }, "execution_count": 249, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "ws = case.assets['HotWaterStorage']\n", "ws.storage_level = 47.083 + 25\n", "pos = 35.650\n", "neg = 43.850\n", "dam = 68.400\n", "demand_vdg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg)" ] }, { "cell_type": "code", "execution_count": 250, "metadata": {}, "outputs": [], "source": [ "#e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg" ] }, { "cell_type": "code", "execution_count": 251, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 251, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_PCM.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 252, "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=2.5\n", ")" ] }, { "cell_type": "code", "execution_count": 253, "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": 254, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 255, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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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": 257, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Total net volume (MWh)-3,154-3,371
Total exported to grid (MWh)--
Total consumed from grid (MWh)3,1543,371
Total nominated volume (MWh)-3,154-3,154
Absolute imbalance volume (MWh)-1,096
Mean selling price (€/MWh)--
Mean buying price (€/MWh)9657
Total day-ahead result (€)-302,169-302,169
Total POS result (€)-119,444
Total NEG result (€)--10,399
Total imbalance result (€)-109,045
Total combined result (€)-302,169-193,125
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -3,154 -3,371\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 3,154 3,371\n", "Total nominated volume (MWh) -3,154 -3,154\n", "Absolute imbalance volume (MWh) - 1,096\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 96 57\n", "Total day-ahead result (€) -302,169 -302,169\n", "Total POS result (€) - 119,444\n", "Total NEG result (€) - -10,399\n", "Total imbalance result (€) - 109,045\n", "Total combined result (€) -302,169 -193,125" ] }, "execution_count": 257, "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": 258, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)393,966393,966
CO2 emission costs (€)140,949140,949
Gas taxes (€)33,68933,689
Heatpump VDG OPEX (€)-46,080-46,080
Result on electricity market (€)-302,169-193,125
Electricity taxes (€)-2,996-3,202
Grid transport costs (€)-28,897-50,256
HotWaterStorage OPEX (€)--3,000
EBITDA (€)188,462272,942
Depreciation (€)-46,080-50,080
EBITDA + depr (€)142,382222,862
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 393,966 393,966\n", "CO2 emission costs (€) 140,949 140,949\n", "Gas taxes (€) 33,689 33,689\n", "Heatpump VDG OPEX (€) -46,080 -46,080\n", "Result on electricity market (€) -302,169 -193,125\n", "Electricity taxes (€) -2,996 -3,202\n", "Grid transport costs (€) -28,897 -50,256\n", "HotWaterStorage OPEX (€) - -3,000\n", "EBITDA (€) 188,462 272,942\n", "Depreciation (€) -46,080 -50,080\n", "EBITDA + depr (€) 142,382 222,862" ] }, "execution_count": 258, "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": 259, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\styling.py:42: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-1,157,760
Regular Earnings (€)188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463
Irregular Cashflows (€)------------
EBITDA (€)188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463
Depreciations (€) -/--46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080
EBIT (€)142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383
Income tax (Vpb.) (€)-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357
NOPLAT (€)121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025
Depreciations (€) +/+46,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,080
Free Cash Flow (€)-1,157,760167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105
Simple Payback Period6.928329822458271 years
IRR (%)10%
WACC (%)10%
NPV of explicit period (€)-17,415
Discounted residual value (€)192,708
NPV (€)-17,415
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,157,760 \n", "Regular Earnings (€) 188,463 188,463 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 \n", "Free Cash Flow (€) -1,157,760 167,105 167,105 \n", "Simple Payback Period 6.928329822458271 years \n", "IRR (%) 10% \n", "WACC (%) 10% \n", "NPV of explicit period (€) -17,415 \n", "Discounted residual value (€) 192,708 \n", "NPV (€) -17,415 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 188,463 188,463 188,463 188,463 188,463 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 188,463 188,463 188,463 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 142,383 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 -21,357 -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 121,025 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 167,105 167,105 167,105 167,105 167,105 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 188,463 188,463 188,463 188,463 188,463 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 188,463 188,463 188,463 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 142,383 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 -21,357 -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 121,025 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 167,105 167,105 167,105 167,105 167,105 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 259, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 260, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\styling.py:42: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-1,257,760
Regular Earnings (€)272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942
Irregular Cashflows (€)------------
EBITDA (€)272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942272,942
Depreciations (€) -/--50,080-50,080-50,080-50,080-50,080-50,080-50,080-50,080-50,080-50,080-50,080-50,080
EBIT (€)222,862222,862222,862222,862222,862222,862222,862222,862222,862222,862222,862222,862
Income tax (Vpb.) (€)-33,429-33,429-33,429-33,429-33,429-33,429-33,429-33,429-33,429-33,429-33,429-33,429
NOPLAT (€)189,433189,433189,433189,433189,433189,433189,433189,433189,433189,433189,433189,433
Depreciations (€) +/+50,08050,08050,08050,08050,08050,08050,08050,08050,08050,08050,08050,080
Free Cash Flow (€)-1,257,760239,513239,513239,513239,513239,513239,513239,513239,513239,513239,513239,513239,513
Simple Payback Period5.251327094873383 years
IRR (%)16%
WACC (%)10%
NPV of explicit period (€)340,188
Discounted residual value (€)209,277
NPV (€)340,188
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,257,760 \n", "Regular Earnings (€) 272,942 272,942 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 272,942 272,942 \n", "Depreciations (€) -/- -50,080 -50,080 \n", "EBIT (€) 222,862 222,862 \n", "Income tax (Vpb.) (€) -33,429 -33,429 \n", "NOPLAT (€) 189,433 189,433 \n", "Depreciations (€) +/+ 50,080 50,080 \n", "Free Cash Flow (€) -1,257,760 239,513 239,513 \n", "Simple Payback Period 5.251327094873383 years \n", "IRR (%) 16% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 340,188 \n", "Discounted residual value (€) 209,277 \n", "NPV (€) 340,188 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 272,942 272,942 272,942 272,942 272,942 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 272,942 272,942 272,942 272,942 272,942 \n", "Depreciations (€) -/- -50,080 -50,080 -50,080 -50,080 -50,080 \n", "EBIT (€) 222,862 222,862 222,862 222,862 222,862 \n", "Income tax (Vpb.) (€) -33,429 -33,429 -33,429 -33,429 -33,429 \n", "NOPLAT (€) 189,433 189,433 189,433 189,433 189,433 \n", "Depreciations (€) +/+ 50,080 50,080 50,080 50,080 50,080 \n", "Free Cash Flow (€) 239,513 239,513 239,513 239,513 239,513 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 272,942 272,942 272,942 272,942 272,942 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 272,942 272,942 272,942 272,942 272,942 \n", "Depreciations (€) -/- -50,080 -50,080 -50,080 -50,080 -50,080 \n", "EBIT (€) 222,862 222,862 222,862 222,862 222,862 \n", "Income tax (Vpb.) (€) -33,429 -33,429 -33,429 -33,429 -33,429 \n", "NOPLAT (€) 189,433 189,433 189,433 189,433 189,433 \n", "Depreciations (€) +/+ 50,080 50,080 50,080 50,080 50,080 \n", "Free Cash Flow (€) 239,513 239,513 239,513 239,513 239,513 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 260, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.storage_case_PCM).show()" ] }, { "cell_type": "code", "execution_count": 261, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "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": [ "2023-01-01 00:00:00+01:00", "2023-01-02 00:00:00+01:00", "2023-01-03 00:00:00+01:00", "2023-01-04 00:00:00+01:00", "2023-01-05 00:00:00+01:00", "2023-01-06 00:00:00+01:00", "2023-01-07 00:00:00+01:00", "2023-01-08 00:00:00+01:00", "2023-01-09 00:00:00+01:00", "2023-01-10 00:00:00+01:00", "2023-01-11 00:00:00+01:00", "2023-01-12 00:00:00+01:00", "2023-01-13 00:00:00+01:00", "2023-01-14 00:00:00+01:00", "2023-01-15 00:00:00+01:00", "2023-01-16 00:00:00+01:00", "2023-01-17 00:00:00+01:00", "2023-01-18 00:00:00+01:00", "2023-01-19 00:00:00+01:00", "2023-01-20 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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": 262, "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": 263, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { 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", 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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_PCM" ], "y": [ -393966.04, 0, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "CO2 emission costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -140949.49, 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_PCM" ], "y": [ -33689.26, 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_PCM" ], "y": [ 0, -46080, -46080 ] }, { "marker": { "color": "rgba(109, 82, 107, 0.6)", "line": { "color": "rgba(109, 82, 107, 1.0)", "width": 1 } }, "name": "Result on electricity market (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -302169.48, -193124.88 ] }, { "marker": { "color": "rgba(242, 165, 65, 0.6)", "line": { "color": "rgba(242, 165, 65, 1.0)", "width": 1 } }, "name": "Electricity taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -2995.92, -3202.43 ] }, { "marker": { "color": "rgba(20, 85, 97, 0.6)", "line": { "color": "rgba(20, 85, 97, 1.0)", "width": 1 } }, "name": "Grid transport costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -28897.15, 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CEIAABCCgiAAyR1FYlAoBCEAAAhCAAAQgAAEIQAACEIAABJA5vAMQgAAEIAABCEAAAhCAAAQgAAEIQEARAWSOorAoFQIQgAAEIAABCEAAAhCAAAQgAAEIIHN4ByAAAQhAAAIQgAAEIAABCEAAAhCAgCICyBxFYVEqBCAAAQhAAAIQgAAEIAABCEAAAhBA5iR4B+bNXyCz59wRtdx7/Dg5e0an9GtvT9CTJhCAAAQgAAEIQAACEIAABCAAAQhAIFsCyJwGPBc9vVhm33KnXHj+OTJwwDYya/atUY/OjuOyTYLRIAABCEAAAhCAAAQgAAEIQAACEIBAAgLInAaQjLzZYfgwmTplYtTSlzsJGNMEAhCAAAQgAAEIQAACEIAABCAAAQhkRgCZUwfl+g0b5KqZs2T8HmMrMmfZy6/K1TNnyVkzOmXUyB0zC4KBIAABCEAAAhCAAAQgAAEIQAACEIBAEgLInAQyZ+rkg2X8nuOilr7MWfn2u0k40wYCEIAABCAAAQhAAAIQgEBTBAb/zdZN9aMTBCAQLgFkTgKZU29lTlEy56vnniBvLPufcN9EngwCBRPY66ip8m/HnVnwrPlN98yql+TfLr5A5J3385uEkSHQQgTaBm4lF/7LJTL2b0YF89RX/v5H8saGN2Trtk3BPBMPAoGyCGzaLLJiU1+ZOfG8QkpA5hSCmUkgoIoAMqdBXD3lzJxPX/NvMuUTu8sWvfuoesFardgPPtwovXv3kt692lrt0VU97wur3pKRA7eVf//8karqrlfsEyv+LLOemid7DA7nD89gwvEeZP2GD6Vfe99QHy+Y53p65UsyffwXZe8hHw/mma56bK68tW617Lj14GCeKcQH2bhps2zctEm26NM7xMcL5pk+2PiRPPL6c3LLoRcE80w8CAQgoIsAMqdBXj3lNitkjo4fLGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmTIN158xfI7Dl3RC33Hj9Ozp7RKf3a2xP0zK4JMic7lnmOhMzJk252YyNzsmPJSOkJIHPSMyujBzKnDOrMaQggc3S8B8gcHTlRJQRCJoDMUZIuMkdHUMgcHTkhc3TkFGqVyBwdySJzdOQUYpXIHB2pInN05ESVEAiZADJHSbrIHB1BIXN05ITM0ZFTqFUic3Qki8zRkVOIVSJzdKSKzNGRE1VCIGQCyBwl6SJzdASFzNGREzJHR06hVonM0ZEsMkdHTiFWiczRkSoyR0dOVAmBkAkgc5Ski8zRERQyR0dOyBwdOYVaJTJHR7LIHB05hVglMkdHqsgcHTlRJQRCJoDMUZIuMkdHUMgcHTkhc3TkFGqVyBwdySJzdOQUYpXIHB2ptoLM+cV/Pihf+advJQ5kiy36ytwbrpRP7Tk2cR8aQgACzRNA5jTPrtCeyJxCcTc9GTKnaXSFdkTmFIqbyTwCyBwdrwQyR0dOIVaJzNGRaivInH/+7jXy1JKlsvuuOycK5Yklz8k/fOkQmX78lxO1L6rRspdflatnzpKzZnTKqJE7ppp21uxbo/adHcfJoqcXy+xb7pQLzz9HBg7YJtU4mhqv37BBrpo5Kyo5yS3OhtGSZ5cGz6UnZojM6YmpxNSEzNERFDJHR07IHB05hVolMkdHssgcHTmFWCUyR0eqyJyuOWUhc1aveUcuuvRKWf76isoEe48fl0gq1HpzerLMseLkyUWLK+Vf8PXTZfye46LP474/eeKESC6Zj3nzF8jsOXd0eXQzxvI33pRFzyypYmf5Tpl0oEydMjEWmRnzteVvVOawjfy53DqN0Nlh+LCaY+r4qdZXJTJHSWbIHB1BIXN05ITM0ZFTqFUic3Qki8zRkVOIVSJzdKSKzMle5piVL5dcfp24ksAKC/PPWvKh0RvTHZnjjp31yhwragYPGlQRJ6bWiy+7Ro48bGr0vLbN+D3GVn1u+xjB4gsbt2ZfsrgrjeK4GdlzxbU3yKknHVu1iilu9c1d9/xKJh54QLRKyfS7/qYfy2mnnBj0qqVG71rR30fmFE28yfmQOU2CK7gbMqdg4E1Oh8xpEhzdMiGAzMkEY+6DIHNyR8wENQggc3S8GsicbGWOLy1qvQVWdqxd+27UxF2l4q/qsSt6Vqx4K9pmtfNOI+V3v3+sSz/zBSMr7luwsMv36m2z8lfNdEw7uiKcTL9169bJe+vWiVl1437PPlstOeR+vV+/9mjLk5U5pq/5/rz7HohW3Cx48KG6MseVM6bvjTffJueeMb2mcHHH7tfeHpVqmDfqZxl+Zp+9KquKdPwk664SmaMkP2SOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXmZCtzkq6e+e3Ch2WnUSOiVSNW7HxtekckEPxVKHblyJo171StdrHSp+P4o6J+7uoW81RGntiVL7VkjpUstp2/osX0e+SxJ+Sb551Z85yeWqtk3LGGDt2ui8xx620kc6z8+Y+fz4sC+/LhU+vKFjO2+bCroOK2vcWJKdOn1vYsHT/ROqtE5ijJDZmjIyhkjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE52cscd/WHLxHiBIK7msds93EljFtdnCiyIuWEY4+MXfliDzq+82e/jIbyD0A2gsg/VNmVSY22M5kxa50z48qmMaN3rarPP/Om3pk59twdO5d9jno/YaYmf3VNUkljVvU8+vhTXc7a0fETrbNKZI6S3JA5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZk73MibtxqtaZMe6BwVb01BJAcTLHCgorc6ZOPriyYsXdVlRP5pizbex2L0vD1pJU5sQJlriVOXHPa/o2OjPHtIm2bc25Q9a+977YVUy1fsp8mVNr65rdguWOg8wp/ncXMqd45k3NiMxpClvhnZA5hSNvakJkTlPY6JQRAWRORiBzHgaZkzNghq9JAJmj4+VA5mQrc2qdmVNv9U29c3ZcgWMqjVtFY77enZU59c6RSSJzmj0zxyXfSOa4Ymj1mjUNr1b3t1mZuZKemYPMKf53FzKneOZNzYjMaQpb4Z2QOYUjb2pCZE5T2OiUEQFkTkYgcx4GmZMzYIZH5ih/B5A52cocM1rcbVZxMsceBuxuOTLbrOb9+n6ZesgkMatG6skcf6WOERjz739QLjz/HPHPwkl6Zo6VHi8te0UOmrB/tIXKfNgrxONe92Zus/LHaSRz0t5mFXcAspmz0W1Wtg0HIBf7iw2ZUyzvpmdD5jSNrtCOyJxCcTc9GTKnaXR0zIAAMicDiAUMgcwpADJTxBJgZY6OFwOZk73MMSM2OnDXCh/Ttn//raX/VlvKlM8eFB3Y695IZb5vrzj3b8Byv2efIovbrEw99sDjJDLHzO3fiOXX1uiWr3pn5ix/480uN135Z+74Kda6mty08+dyr5DnavJyfm8hc8rhnnpWZE5qZKV0QOaUgj31pMic1MjokCEBZE6GMHMcCpmTI1yGrksAmaPjBUHm5CNzdKQfdpVJDzx2KdQ6zDlsUuU/HTKn/AwSVYDMSYSp9EbInNIjSFQAMicRJhrlRACZkxPYjIdF5mQMlOESE0DmJEZVasNWkDm/uP9B6TzvW9KWkPQWW/SVuTdcKZ/ac2zCHjTriQTsaiBT29kzOqNta/U+4rZg9cTnCrEmZI6SVJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSLUVZI6OJKgSAq1LAJmjJHtkjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyMnqoRAyASQOUrSReboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWSOjpyoEgIhE0DmKEkXmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSLUVZM5vnl8iZ999a+JAtujVW3507Kmy9/YjEvehIQQg0DwBZE7z7ArticwpFHfTkyFzmkZXaEdkTqG4mcwjgMzR8Uogc3TkFGKVyBwdqbaCzLn4P38hi1csl9GDhyQK5ek3XpPDx+0jHZ/aP1F7GuVPYNHTi2X2LXfKheefIwMHbJP/hCXOsH7DBrlq5qyogrNndEq/9va61cyafasseXapajbInBJfuDRTI3PS0CqvLTKnPPZpZkbmpKFF26wJIHOyJprPeMicfLgyamMCyJzGjHpCC2RO1xSykDmr17wjF116pSx/fUVlgr3Hj0v0x3lPeC/KrMGy6zj+KBm/57ioFC0yJ672tCznzV8gry1/Qzo7jqt0tYLnyUWLo68N335olbwxQmeH4cNk6pSJaafrEe2ROT0ihsZFIHMaM+oJLZA5PSGFxjWEKnN+8ODPZMSW2zYGQItSCXz44Ubp27d3qTUweWMCL69bKV898EjZe8jHGzdW0uLy398pr7/2mmzbL+z/d1ZJHDXL3LRps2zavFn69O6l/VGCrv+jjRvl2Q/elDlH/XOwz1n0yhwjHi65/Dq54OunV2SEgWv+SDcfWv/gLuoFyUKIFFWrP093azf9r7j2Bjn1pGNl1Mgdo+HtmGN3G10RPOZrCx58SI449POVNtff9GM57ZQTVa5cQuaU9camnBeZkxJYSc2ROSWBTzltiDLnuaXPyw+vmCWbNm5KSYPmRRPYvFmkra3oWZkvLYFefdrk1H/8qnzi4+HInDk/+aksuv8PIr15AdO+D4W33ywixFQ49jQTmt/lWw7YUr59+bfTdFPVtkiZY1dQjN9jbF1ps+zlV+Xiy66RtWvfjVhOnjih6g91d1VPvRU9/ooNdxyzWuO+BQu7jG+k0qJnlshWH/uY/O73j0Xfd8WT+f7sOXdUMrbfM+OZD7tixEirefc9EK02Wr9+Q7QSyQgHO6ep+4gvfV7+zzXfj57TfY56Nbh1m/k6ph0tw4cNqdpm5a98cus3/detWyfvrVsnZiVL//5byzfPO7MiR+JeXveZ3VUv7tf9HNw67RzzFyysPL+t3ci7uLZW1rj1uEzt9qq4lTpxz2Dm+Mw+e1UJRC0/qMgcJUkhc3QEhczRkVOIMmfpU8/K3TffJbvsHs4fnjrepvRVss0qPbMyery45M9y+Mlflk/sMaaM6XOZ8/b/e4usXrlKthue7PyLXIpg0IYE2GbVEFGPaPDhhx/KkscWy7dn/XuPqCePIoqUOUbSXD1zlpw1o7OuPPjtwodlp1EjojZW7Hxtekf0h7i/Zeaue34lEw88oMuKCytyBg8aVBEsZtz99t0nWrVhhI0RLebDnMFi21lBYQWIu4VpzZp35Mabb5Nzz5gezWdqe2nZK3LQhP2jupLIHCN7rGwZMmRwleyxW6fq1WDmMGKo1jarfv3ao+exwiyO3yOPPVEROFYc1Tp/xnx//v0PVrYtPff8C9E5NavXrKkSSOb5V65aFT3Pc0v/XBFZpq1haD5GjRwRW7uVXm5bu4XMfef91Vt2lZdtU09MJZU+efyMdXdMZE53CRbUH5lTEOhuToPM6SbAgrojcwoCzTSxBJA5Ol4MZI6OnEKsEpmjI1VkTtecunNmjhELrgzxV5CYVSb+Nit3NY+RNq54qfcW1RJHcauDXGHz8B/+WBE9Ri64NS97+RX53g2zY1eyJJE5VsD4Nfif+4LF3Z5US4jYA5CNcPKFmVtbvTr9w4TrraTyx3F5L3nu+SoBZHOK22bly6J6mfqra2x9Uycf3HDFjcn40cefqjprR8dvIRFkjpKkkDk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5uhIFZmTvcyJW5lTS27YA21NFVb0JBFApr0vjuyTxAkAt209mWNW49TacpSnzHFrTiJzXGFmnttmYntwAAAgAElEQVRdldKMzImTJf4KKf88G3frlN2CZbebuauKTH1xbeNuqfJljr8yJ04G2tyROTp+56quEpmjIz5kjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE52cqcWis96q2+qbc6pN62rTxW5vjXfidd8eJLjNBX5rjn3bjPuv++n+qyzcp9wxqdqRR3SHbS7VPIHB2/c1VXiczRER8yR0dOyBwdOYVaJTJHR7LIHB05hVglMkdHqsicbGWOGS3uNqs4mWPPfLErcaZMOjA6G2fer++XqYdMis5tqSdz/DNzzOe2rzkzx54DY8+Ycc/MsefpxG2zMs9gz3NxZY67Ncq0MdvBzId7AHKz26zixnYPkXa3ifnPE3dmjqkr7qDmuNUw/jYoe56ROTPH3XLmnpnzyB8er5x5VC9bU4d7PlIjmRN3AHKS26zs6h8OQNbxe1dtlcgcHdEhc3TkhMzRkVOoVSJzdCSLzNGRU4hVInN0pIrMyV7mmBH9rVLma+4WGXf7jDnUtv9WW8qUzx4Unafj3+bkX3HuVuzPk+Y2K3sgsLsFy5xH496y5d7g5N6cZWr+wpSJ8twLLzYtc9wbs9wbpFwhZrmlvc0qjcyxIsTewpXkNit/+5PL3f2evYnLXFVvP9y2/tsXdzW5aePfWubzMv24mlzH71zVVSJzdMSHzNGREzJHR06hVonM0ZEsMkdHTiFWiczRkSoyJx+ZoyP98qpsdMNUeZWVP3PSbVVupf75PuU/RboKOAA5Ha/SWiNzSkOfamJkTipcpTVG5pSGnomj/5foQ+nX3hcWPZwAMqeHBxRwecgcHeG2gsz5zfNL5Ky7b5W2hJFs0au3/OjYU2Xv7Uck7EGztASQObWJ2VU4pkWt69R9kbPk2aWVq9XTZtET2iNzekIKCWpA5iSA1AOaIHN6QAgJSkDmJIBEk9wIIHNyQ5vpwMicTHEyWAoCyJwUsEps2goyp0S8TA0BCCQggMxJAKknNEHm9IQUGteAzGnMqCe0QOb0hBRatwZkjo7skTk6cgqxSmSOjlSROTpyokoIhEwAmaMkXWSOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXm6MiJKiEQMgFkjpJ0kTk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5uhIFZmjIyeqhEDIBJA5StJF5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyNVZI6OnKgSAiETQOYoSReZoyMoZI6OnJA5OnIKtUpkjo5kkTk6cgqxSmSOjlSROTpyokoIhEwAmaMkXWSOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6Um0FmbPhoQfl7Uu+lTiQtj59ZdAlV0rf3cYm7kNDCECgeQLInObZFdoTmVMo7qYnQ+Y0ja7QjsicQnEzmUcAmaPjlUDm6MgpxCqROTpSbQWZ887118iHf14qfXbaOVEoHz7/nHxs0iGy1eFfTtQ+tEazZt8aPVJnx3GpH239hg1y1cxZMn6PsTJ1ysTU/bV1MKyWPLtULjz/HBk4YJu65S97+VW5+LJr5MjDprYEmzRZInPS0CqxLTKnRPgppkbmpIBVYlNkTonwmVqQOTpeAmSOjpxCrBKZoyNVZE7XnLKQOfYP97Vr361McMHXT5fxe46LPl+95h256NIrZfnrK6LP+/ffWr553pkyauSO0edWijy5aHFs/zzfrlaROfPmL5BFzyyRs2d0Sr/29tRIFz29WObd90CX/ubrl1x+XWW8jmlHV+SNeS9uvPk2OfeM6Q3lT+qCFHdA5igJD5mjIyhkjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE52csc+8e8L2/u/Nkv5YRjj5T16zdEImfKpAMrf+T7fYzsse2NaDDf/94Ns6uEj443rOdW2R2ZY2Xb1MkHVwSdeVIz5ty751Xl9NuFD8tOo0ZURJ1pYz5aYeVS0vSROUlJldwOmVNyAAmnR+YkBFVyM2ROyQG0+PTIHB0vADJHR04hVonM0ZEqMidbmZNkm1EtiVBPLtiVPB3HH1UlD9zq3RUhw7cfWtn6Y1aDXD1zluy800j53e8fi7pMnjhBPrPPXpUVJOZzu63KX5ljPr9vwcKon7uCyNQ7e84dlRKMvBozetcu26zcdnuPH1dZyWLrmnDAfnL73HsqddXb3uU+o1uLuxLKX+Xkr5Iyzzpl4oRoy5NdOWV5rVnzTtXXXS4u67gVNiajK669QU496diKuIn7LWD63n3vb+QrJ09rakWQjt8s6apE5qTjVVprZE5p6FNNjMxJhau0xsic0tAzcbQE/EPp194XFj2cADKnhwcUcHnIHB3hInOylTlWUJw1ozP2D/p6sqfeFpxG4/ord4xAeW35G5Gg8c9qsZ/v9+lPVr5vZI+t2ZU5/lYi87n5GDhgQNV2ITPmS8tekf323adK5pj2s2+5syKWzNgrV62KhM6KFW9F4sTW0UhY+c9o5jQ8hw7ZLlrpZEWX227o0O2ieuwKGtN+3q/vl6mHTJIFDz5Utc3KX23jtvW3YZk5Hn38qYoAi9sWV0sEJZU+On6DZFMlMicbjrmPgszJHXEmEyBzMsGY+yDInNwRM0EdAsgcHa8HMkdHTiFWiczRkSoyJ3uZU+9MlFrbc0wVtYRNktU+/moaVwyZ1SaurPGlif+5O5aRQvPvf7DLAb+1tn35tcbVZWsxz+zWVY+NaVvrLB9fGLk17L/vp7psabOJ+yuhLAd3+1utn+K4rVK1ztDxxzD1/eCHc+SwL3yu7goeHb9BsqkSmZMNx9xHQebkjjiTCZA5mWDMfRBkTu6ImQCZo/4dQOaoj1DtAyBzdESHzMle5riCIu4P+Vq3PcWtzLFiYvCgQXVvl3K3Qtk53a1DzcocK1HsNit3m5S7fcrO1a9fe9XKHFPXDsOHVc6HcVelNCNz3LHsc8ZJFHdef5uVPcsobltbrbZ+jr7M8VfmuNvckDmNfxcicxoz6hEtkDk9IoaGRSBzGiLqEQ2QOT0ihpYtgpU5OqJH5ujIKcQqkTk6UkXmZCtzkqyiSXpmTlKRY4VLnOgw3/NX/KRZmePSqfdsdtWMOeDZlVVlr8zxDxl2V/E8/Ic/1r3Nyl/x47Lwt1mZ7yXdPsXKnK4/c8gcHf+9EGSOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXmZCtzzGhZ3GaVRAr5csG/7eque34lEw88QLqzzcq9icmtafiwIdH09qr1WjLH347ln5mTZpuVP5Y9v2fUyBFVW6ncdgMGbBOdjXPEoZ+P6nUFzbKXX6k6z8fImFptBw7YpupFqXW+UZLbrDgAGZmj478OMVUic3REh8zRkRMyR0dOoVaJzNGRLDJHR04hVonM0ZEqMid7mWNG9LfrmK/5V5WbQ3uXv74iKqDRDUy2ylqH6roSyW/bnZU57u1RZlw7v/98dvuVaeNvI2t0m5U9eLnRmTlmbHesJLdZ+duf3D7u98y2qG+cO0N++JOfypOL/nLIs5+J+6bUq9Vn1jHt6KpryLmaHJmj478OyBy1OSFzdESHzNGRU6hVInN0JIvM0ZFTiFUic3SkiszJR+boSJ8qu0Mg6YHH7hz1bizrTi3a+7LNSkmCrMzRERQyR0dOyBwdOYVaJTJHR7LIHB05hVglMkdHqq0gczY89KC8/e/fEmlLlklbn74y6JIrpe9uY5N1oFXLEjDbxpY8u7TLbV9xQPwr4lsWWsyDI3OUvA3IHB1BIXN05ITM0ZFTqFUic3Qki8zRkVOIVSJzdKTaCjJHRxJUCYHWJYDMUZI9MkdHUMgcHTkhc3TkFGqVyBwdySJzdOQUYpXIHB2pInN05ESVEAiZADJHSbrIHB1BIXN05ITM0ZFTqFUic3Qki8zRkVOIVSJzdKSKzNGRE1VCIGQCyJwG6Zqr1syJ6R3HH1W5Qq6MFwKZUwb19HMic9IzK6MHMqcM6sxpCSBzdLwLyBwdOYVYJTJHR6rIHB05USUEQiYQnMwxV5a9tvwN6ew4rio3K2XsNXbuFXemYa2r35A5Ib/+2T8bMid7pnmMiMzJgypjJiWAzElKqtx2yJxy+bfy7MgcHekjc3TkRJUQCJlAMDLHvZd+8sQJVTLH3mc/fo+x0V315kTsq2fOkrNmdMqokTuK6Tv7ljsrp2mb07XNhxFCyJyQX//snw2Zkz3TPEZE5uRBlTGTEkDmJCVVbjtkTrn8W3l2ZI6O9JE5OnKiSgiETCAYmWNDiluZ499L78sdI292GD4sEj3mw5U75nN3m5WVO2N3G91l9U+eLwrbrPKkm93YyJzsWOY5EjInT7qM3YgAMqcRoZ7xfWROz8ihFatA5uhIvRVkTtt7i2Tj6zclDmRzWx/pvcMZIv12StyHhhCAQPMEWkLm+CtvDC67+uaEY4+Uq2bOErtqx3zPXbkzYMA2FZkzZvSuUdupkw8u/PwcZE7zL3mRPZE5RdJufi5kTvPs6Nl9Asic7jMsYgRkThGUmSOOADJHx3vRCjJn81t3imx4WWSL4YlC2bzhZWnrv6+0DTw4UXsadSVg/kZd8uzSyo6ReozMIoa5d8+Tb553ZrTbhI/WI9AyMmfefQ/I2TM6pV97e5SyL3NcQRMnc4758mGyYOFDVdLHjPPe+xsKeWsO/MF3ZNIuY6Rv7z6FzMckzRHYtGmztLW1SVtbc/3pVQyB/357pYwYuK3874mHFjNhAbO8sHip/Oq2e2TU6J0LmI0pukNg48ZN0rt3r+4MQd8CCCx77kWZOu1w2WX3TxQwWzFT/Oymn8qa/3lbth22XTETMktTBDZvFtm8ebP06sX/mGgKYEGdPvrwI3nuyT/JN67534XMuNWWf/kbpsiPMmSOf86ped69x4+r+juuuwx6yjEa/nOYBQj+36ymjXuciPm8Y9rRlR0ltc6L7S4j+usg0ONljv/yuljjfrDjXugsVuaYg5OHbz+0iyVdt+HDQpKe8P1LkTmFkO7eJBs3bpa2XiK9sDndA5lz7xfffktGDthWvjX58JxnKm74Pz+zVObd8nPZacwuxU3KTE0R+OijjdKnT++m+tKpOAIvPfuCfPHEI2SXseHInLtm3S6rV74tg7dH5hT3JqWfadPmzWKETm9kTnp4BfYwMufZJ5bIBdd9u5BZP9bet5B53EmKljn27764i2pMXfZIjO6C6Ikyxx4D4u8AiVt989uFD8tOo0ZEq3FMvx/8cI4c9oXPsTqnuy+Gwv49XuakZZrXmTlTJh0ow4cNibWlaWtspj3brJqhVnwftlkVz7yZGdlm1Qw1+mRFgG1WWZHMdxy2WeXLl9FrE2CblY63g21WXXPqzjYr/0zTWm+B2UFx8WXXyNq170ZN3Itv/FU9tVb0mB0a9y1YWJnCrnRxv96//9aV7Uvm6ytXraqsDrLzmL8PjWCqd2uye2OymdAXVbYI/4xX83Uz7hXX3iCnnnRsXVFj5shSdun4CaRKQ6AlZE6Wt1mZH5ZFzyzJdKlfklcRmZOEUvltkDnlZ5CkAmROEkq0yYsAMicvstmOi8zJliejJSeAzEnOqsyWyJxsZY5/23CtbN1VKVbsfG16R3SeqX+pzV33/EomHniADBywTdVwcStzzNcWPPiQHHHo56O2vsBxbzt25/HFjitl1qx5R268+TY594zpUQ3mey8te0UOmrB/l8czq5IeffypygU79u/XJxctrrT1b2y236i1PavMnw/mLoZAMDInbjuWaz7rGVOD2rWmrsWN+2H3f7iLiAqZUwTl7s+BzOk+wyJGQOYUQZk5ahFA5uh4N5A5OnIKsUpkjo5UkTnZyxxXfPh/u7nnxNiZ3f/D3kgbc1HN4EGDGt44nGSblX9Mh+2z1ZZbRqtkOjuOi8rw27nbpcz3v3fD7EQHFMetrkkqaYwkuvve38hXTp5WOR9Wx08RVXaXQDAyp7sgenp/ZE5PT+gv9SFzdOSEzNGRU6hVInN0JIvM0ZFTiFUic3SkiszJXuZcPXOWnDWjs2pLkb/DIm7FihU9SQSQqbqWzPEXB/jnpcadw1rrfFe7qMBdMBB3/qql6Msc/znr9UXm6PidkUeVyJw8qOYwJjInB6g5DInMyQFqDkMic3KAypCJCSBzEqMqtSEyp1T8LT05MkdH/MicbGVOrTNz6q2+qXfOTr1tW3Eyx0gZdxVN3Mocc37NdoMHyXvr1lWO3Ei6esbQcrdq+fT8bVZWOiU5MweZo+N3Rh5VInPyoJrDmMicHKDmMCQyJweoOQyJzMkBKkMmJoDMSYyq1IbInFLxt/TkyBwd8SNzspU5ZrS426ziZM74PcZWHTxsDiI226zm/fp+mXrIpGirUT2ZEyeBfHljVsrMv//Byk3G9pwcu50rrgZ725YZy/0w5/k0kjlxByCbPo1us7JtzD+zuu1Lx08gVRoCyBwl7wEyR0dQyBwdOSFzdOQUapXIHB3JInN05BRilcgcHakic7KXOWZEf6uU+Zp7Xo67rcncONV/qy1lymcPikSGf0tVrZujXHFkx7eSxh44/ImP7yzvvf9+JHPu/NkvU91mZbdEmQOQ3Zu3at2uZWqodTW5X6vPg6vJdfy+yKtKZE5eZDMeF5mTMdCchkPm5AQ242GRORkDZbhUBJA5qXCV1hiZUxr6lp8YmaPjFUDm5CNzdKSfT5VptmzZCszKndeWv9Hw0Od8KmbUsgkgc8pOIOH8yJyEoEpuhswpOYCE0yNzEoKiWS4EkDm5YM18UGRO5kgZMCEBZE5CUCU3awWZI+8vkk3Lb0pMenNbH+m9wxki/XZK3IeG1QTM6qIlzy6tbO+qxyduCxY8W4sAMkdJ3sgcHUEhc3TkhMzRkVOoVSJzdCSLzNGRU4hVInN0pNoSMkdHFFQJgZYlgMxREj0yR0dQyBwdOSFzdOQUapXIHB3JInN05BRilcgcHakic3TkRJUQCJkAMkdJusgcHUEhc3TkhMzRkVOoVSJzdCSLzNGRU4hVInN0pIrM0ZETVUIgZALIHCXpInN0BIXM0ZETMkdHTqFWiczRkSwyR0dOIVaJzNGRKjJHR05UCYGQCSBzlKSLzNERFDJHR07IHB05hVolMkdHssgcHTmFWCUyR0eqyBwdOVElBEImgMxRki4yR0dQyBwdOSFzdOQUapXIHB3JInN05BRilcgcHakic3TkRJUQCJkAMkdJusgcHUEhc3TkhMzRkVOoVSJzdCSLzNGRU4hVInN0pNoKMuf3y/8k33nk9sSB9OnVRy6e0CFjBo1I3IeGEIBA8wSQOc2zK7QnMqdQ3E1PhsxpGl2hHZE5heJmMo8AMkfHK4HM0ZFTiFUic3Sk2goy5weL7pU/v71cdhowJFEoz7+9XA4eubcctuvfJmpPIwgkJbB+wwa5auasqPnZMzqlX3t73a6zZt8qS55dKheef44MHLBN0mnUtUPmKIkMmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTldc+qOzLF/rI/fY6xMnTKxMvi8+Qtk0TNLEv0BX+/NMX/cm4/OjuN69Au27OVX5eqZs+SsGZ0yauSOlVotn6mTD5ZRI0fIRZdeKctfX1H5fv/+W8s3zzuzqo/55uo173Rpu/f4cXV52rmeXLS4Mv4FXz9dxu85Lvo87vuTJ06osDWZzZ5zRxfOZozlb7zZJU9b45RJB1Zl7w5gxnxt+RtV+fl1DN9+aJW8MZnvMHxYzTF79IuQsDhkTkJQZTdD5pSdQLL5kTnJOJXdCplTdgKtPT8yR0f+yBwdOYVYJTJHR6rIHGROHm9qLallJM+NN98m554xPZrWyJyO44+qCJZFTy+WSy6/TlzpEvc109eIEfPhSjP7LHb+wYMGVcSJmfviy66RIw+bGvXxa/T7NBJwvmRpJNqM7Lni2hvk1JOOrcgqK4DG7ja6Uqf52oIHH5IjDv189Djm8+tv+rGcdsqJwa7OQebk8VOYw5jInByg5jAkMicHqDkMiczJASpDJiaAzEmMqtSGyJxS8bf05MgcHfEjc8qROf5qjI5pR1ekhL8ixIoNKzVsxWZlysknHCPfueI6mbD/vnLv/AWydu274q5Y8YVEnEwxIuG+BQujYU3fI770efk/13y/y1h2tc2EA/aT2+feE7V3V7L4JONkiLsyxYoMV+aYMcxzzr7lzmh1Sr9+7dG2JH+lU6OfLncMd3tSo7HN9+fd90C04scIlXqrqVw5Y+qxkqrWdih3bLu9Km6lTtyzGVH0mX32qkivRs+v7fvIHCWJIXN0BIXM0ZETMkdHTqFWiczRkSwyR0dOIVaJzNGRKjKneJljZjSCwq4acaXA0KHbybxf3y9TD5kUnadi/tiff/+DlW03/uoPK0SGDBkcCQg7tpUfSWWO2bblj7V+/YaqlTN2Zct+n/5ktIqkloyxRP2tVu4WK7PVqVZ/9+sDBwyI3a7V6Ker1ioZn7UvilxejWSOFU//8fN5UTlfPnxqXdniryTy5VytLWZm7KTSpxGXnvp9ZE5PTcarC5mjIyhkjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE5+cgc95wWO4NdMbNixVtdBEWtc1F8IVJL5rirW+oJiXrbnGptO7JiKO4cnEZbi9zncuc2q1dqyRxX+hiZ46548c/OcVc0uUnW4unOOWb0rlWrfvwzb+qdmWPP3TFzNmJg6/JX1/hyq95vDCN+Hn38qR5/VlKzv/WQOc2SK7gfMqdg4E1Oh8xpElzB3ZA5BQNnuioCyBwdLwQyR0dOIVaJzNGRKjInH5lT7wBkI3PM2S1mS5T7YcWEXQFjv++u2Egic+ptFcpa5jRaMeLXYp7XnnHTnZU5tc7kccWJ+Xf/oOi4lTmuePO3uzU6tDratjXnDln73vvytekddVfm+DLHX5lTS0yZ50Dm6Ph9GnyVyBwdESNzdOSEzNGRU6hVInN0JIvM0ZFTiFUic3SkiswpR+bUOl/FihwrBrSvzLHyZNoxR8hv/vO3ctgXPtfl8N9mzsxpJHOaPTPHfRsaHYDsiqHVa9ZUzvmpdWZO3IHNjWSYrQeZo+P3afBVInN0RIzM0ZETMkdHTqFWiczRkSwyR0dOIVaJzNGRKjKneJljZnTPzDGfG2nz0rJXZKdRI6q2YJk/4r93w+zKdd2+YPBXt/if+1LDrA5Z8uzS6Awe8+HeJpV2m1Wt68d9ombOdevWRV/+ysnTorOAzEfcypykt1k1kjnN3Gbl191I5qS9zSruAOQkt1mZujgAWcfv0+CrROboiBiZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWRO8TLHyAz/Nit/K5W9XWr4sCFRgWfN6IxWtLhnxri3WS1/fUXlQfztOkYE2PGOOfJQeeKpxbFXgyeROf72MPcK8VpvvBU0fl3++Temf61DgOPa1tuWZMbyGZuvufU2EkL1zsxZ/sabXW668s/c8XnEXU0eV+fw7YdWDry20ouryXX8Pg2+SmSOjoiROTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXmZCtzik690Y1SWdaTdCVOlnOGNlbSbVXuc9c6zDkkNhyArCRNZI6OoJA5OnJC5ujIKdQqkTk6kkXm6MgpxCqROTpSbQWZ8/DyP8l3fn+btLW1JQqlT68+cvGEDhkzaESi9mU2QuaUST/93HY1kOlprpK3W85qjeRui6t1Fk/6KnpeD2ROz8sktiJkjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJtBZmjIwmqhEDrEkDmKMkemaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyMnqoRAyASQOUrSReboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWSOjpyoEgIhE0DmKEkXmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJtBZnzzKNPyU+u/lHiQPr07SPT/2WGjNx1p8R9aAgBCDRPAJnTPLtCeyJzCsXd9GTInKbRFdoRmVMobibzCCBzdLwSyBwdOYVYJTJHR6qtIHN+PnuuvPbfr8iwEdsnCuXVF1+RfSZ8Rv7u8wcmal92o2UvvypXz5wlZ83olFEjdyy7nKr5Z82+Nfq8s+O4XOtKyqCoerJ42KTP1J25zBwXX3aNHHnYVJk6ZWLdoVaveUcuuvRKGbvb6MzzROZ0J8UC+yJzCoTdjamQOd2AV2BXZE6BsJmqCwFkjo6XApmjI6cQq0Tm6EgVmdM1p+7InPUbNshVM2fJk4sWVwYevv1QufD8c2TggG1yeSn8P/p7krDIopYkYyQVH+5YSfvkElqCQZutz0qXjuOPkvF7jqs5k31Xp04+uKqd7b/89RVR373Hj5OzZ3RKv/Z2Md+74tob5NSTjs1UHCJzErwQPaEJMqcnpNC4BmROY0Y9oQUypyek0Lo1IHN0ZI/M0ZFTiFUic3SkiszJR+aM32NsZaWDEQgrV62q/EGc9ZuBzGmOaLOypLnZ0vdqtr6kMmfR04tl3n0PVL2XcSt1zNdeWvaKHDRh/+ghTL9HH38q09U5yJz070cpPZA5pWBPPSkyJzWyUjogc0rBzqR/JYDM0fEqIHN05BRilcgcHakic/KXOeaP39m33FlZneOv3umYdnRF/Ng/pteufTcqbPLECdEfzfPmL5BFzyyp/OFt2t14821y7hnTZc2adyrbrFavWSOXXH5d5aHcVRX+kxrJdN+ChVXzmE/sXFt97GPyu98/Fn3/gq+fXneVhxJwxgkAACAASURBVOkze84dUVt3Tn9Vjb/qwx3X52Ke/TP77NXleU4+4Rj5zhXXyYT995V75y+I5jzlxGPkjrn3VG01c2uyq6Pu/Nkvo/YnHHtklxVUZ552stz583vFXdFST6jY7+2808gKJ79mm5+Zs96KFzvWhAP2k9vn3iOm3pNPPEZ+ePNtlWfyRUstlm6uZl73/XLfAdNuh+HDqrZXxX3Nf2/MvNff9GM57ZQTM1tthszR8d8LQeboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWRO/jLHFRpWWAweNCiSNO62laFDt4sEg932YtrO+/X9MvWQSbLgwYcSyRxzZk6SbUmuHDIEzLy2JitBrGjxZZRPzLSff/+DFVnlCgG3Fisfpkw6MBIIrpDq16+9qgYzx28XPiz77buP/OS2udGU9twdO86QIYOr5JZ7bpBf03PPvxBtE5r/V3llxooTNabfa8vfqMxVj6UvV+zn+336k1F/f3zD0XyYrU9xLMzZNbavaef2HzBgm6rtTfVYmr7mbJt626zMu/WDH86Rw77wucp2KVd+mTFqbQ+stT2rO7/xkDndoVdgX2ROgbC7MRUypxvwCuyKzCkQNlN1IYDM0fFSIHN05BRilcgcHakic/KROe6ZOf7KG/+wYis/9t/3U9Ef4VZ2uJUlXZmTRObYP8bdrWCusHn4D3+sKY78c39qjWW377giptYKJSOvBg4YUPMQ51qre2qtoLFSzH0+y7LRmTmuXPMFiv+m+LLG397UaLtTo1rs+Ob9MSu73Oetx3LUyBENZU7c6po05+GY2s2qqXpn8qT5DYjMSUOrxLbInBLhp5gamZMCVolNkTklwmdqQeboeAmQOTpyCrFKZI6OVJE5+cgcKxLiJIxZgWG3UdnZrfDxt1nZ1TF5yBz34Ft3lUwzMseVV+aZ7FYrX+a4W8Dss5tnNDLHbhvzhVGzMsc/2NfM10ig2DZm+9HwYUO6nCnjvi3NyBx/C5TdhhW3Ssh9F/ztckbm1GLZrMzxV+bU21qHzNHx+z3zKpE5mSPNZUBkTi5YMx8UmZM5UgZMQQCZkwJWiU2ROSXCb/GpkTk6XgBkTr4yx1+54kqTRrdbJV0t456ZU9bKnDhx4suTuAN3Lf16Z9M0K3OaWZlj6rG1mH83kq3W6pO0Msc/CLuRWLIy52vTO2T5G29Wbf+qx7LRiiDzXHHbrFyR1eiacmSOjt/vmVeJzMkcaS4DInNywZr5oMiczJEyYAoCyJwUsEpsiswpEX6LT43M0fECIHPylTlWDpjVOOaP8jGjd+1yNoy9LWj8XuOis3GOOPTzUVGuzFn28itVhyibP6aXPLs0OqfGlzn+Kp64N9E9U8Y/r6beKqA4AeWfT+Oe9eOuzPHPebHPaP7pc6l3XlCcrPDFil+TOX9np1Ejqs7MqSU9rIB7882Vda+Ub0bmmGc15+n4ZyfVWpnjbsmrd/5QHMs4meW+C3GHHSe5zYoDkHX8bs+lSmROLlgzHxSZkznSXAZE5uSClUETEkDmJARVcjNkTskBtPD0yBwd4SNz8pc59g9tsy3GbF2x4sJuTerff2v55nlnij3rxf+6WW1jPtwtOscceag88dTiLrdZmbbuLUfduc3q7Bmd0aHBSVYT+Vt07LaxRrdZuYfs+rcz2S1I/vPY26wa3Trl8vJvs7KHKbt1u9uKktzqlFbmuNumTOb9t9pSxu4+JvawZCsBXZkTd3i2OWNp+esrovfDZeluw6p1m1Wt1T31bt2y7zJXk+v4/Z55lciczJHmMiAyJxesmQ+KzMkcKQOmIIDMSQGrxKbInBLht/jUyBwdLwAyJ1uZoyN1qqxHII+VJz2ReDO3UqU5JDnNM3MAchpaJbZF5pQIP8XUyJwUsEpsiswpET5TcwCykncAmaMkqADLROboCLUVZM4zjz0lP7nqhyLSliiUPn37yPR/mSEjd90pUXsahUXAv548rKerfpq4bVW1nteu2Bm72+jK1e1ZsUHmZEUy53GQOTkDzmh4ZE5GIHMeBpmTM2CGr0uAlTk6XhBkjo6cQqwSmaMj1VaQOTqSoEoItC4BZI6S7JE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyMnqoRAyASQOUrSReboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWSOjpyoEgIhE0DmKEkXmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyMnqoRAyASQOUrSReboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMj1VaQOW3L/0s+euTi5IH06iu9JnxX2gbtnrwPLSEAgaYJIHOaRldsR2ROsbybnQ2Z0yy5Yvshc4rlzWzVBJA5Ot4IZI6OnEKsEpmjI9VWkDmbF10nm95+XtoG7JwslLeXioycLL12PSJZ+xStZs2+NWrd2XFcil7pmy57+VW5euYsOWtGp4wauWPNAYqqJ/0TZNvDPOeSZ5fKheefIwMHbFN38HnzF8jcu+fJN887sy67bCts7dGQOUryR+boCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWROTE7dkDnrN2yQq2bOkicXLa4aePj2QyORcOfPftltmZNEwDQjc1aveUcuuvRK6Tj+KBm/57jUL3B3+6eeMGGHRU8vlnn3PSBnz+iUfu3tlV5G2syec0fl8wu+fnrluc33Xlv+Ru7SLeEjBN8MmaMkYmSOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXm5CNzxu8xVqZOmdhl8CQiptGbk8UYcXN0V8Z0t3+j527m+1auTZ18cJWgilupc9c9v5KJBx4Qrdwx/X7wwzly2Bc+x+qcZsCn7IPMSQmsrObInLLIp5sXmZOOV1mtkTllkWdeQwCZo+M9QOboyCnEKpE5OlJF5pQrc6wAWf76iqgQd3WIv8pn8sQJ8pl99pJLLr+uUvTe48fJySccI9+54jqZsP++cu/8BdH3TjnxGLlj7j1V26zclShxK4WM4LhvwcLK2P/w5UPlvx76Q9VKnXorfvz+HdOOjoSW+/X+/beubF8yX1+5alVlxYxlMWXSgVG/emzqrapxEzX13njzbXLuGdMr26vivhb302rmMB9xUk7HT7eeKpE5SrJC5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyNVZE55MseXF65k6NevPdquNXjQoMpWn98ufFj223cf+cltc6Oi7bk7dpwhQwZXxIgvXYyYmH//g5UzY557/oVoy9H8v8obM1bcyhp/u1G9VUFx/c3XFjz4kBxx6Oejmn2B445n/n2H4cOqRI4VOy6bNWveqRI05nsvLXtFDpqwf5cwzRarRx9/qgsrK89MByud/M61tmfp+MnWVSUyR0leyBwdQSFzdOSEzNGRU6hVInN0JIvM0ZFTiFUic3SkiszJR+YkOTPHyILZt9xZESzulqCBAwbUPMDYFypxEsWVOUOHbheJobitX+5YtWTMFdfeIKeedKwMGLCN2H+PO1Q5yTYr/5ltn6223DLazmQFVT02JrHv3TA70QHFcatrkp6HYxjefe9v5CsnT6s6a0fHT7auKpE5SvJC5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyNVZE4+MifJmTlGWLhbpmwlZquVkTn+9iD7/WZljn9ujF0pY/5Za2WObWNWzAwfNiT2IGFbVy2Z4z+n3eJlb5XyxY0Zrx4bczhz3JaxuFuqfJnjb90y29T8g5Ht8yBzivsdhsxpwDqJKS0iLmROEZS7Pwcyp/sMixgBmVMEZeaoRQCZo+PdQOboyCnEKpE5OlJF5pQrc+JuWTIVNTqbxgoY8888V+a4tZh/N1uSat10FVeHkTLuKpq4lTlmtc92gwfJe+vWVcRKmi1O9bZ++dus7PPUEmXu24DMKe53WDAyp9bBUb7xjDsky7RxLaVrGpE5xb2MIcyEzNGRIjJHR06hVonM0ZEsMkdHTiFWiczRkSoypzyZ45+ZYyox8sF8jBm9a9WZOWYL1rxf3y9TD5kUnUGz6JklXQ4Odq8Ub3Rmjjl/Z6dRI6rOzLHbvPxVRfbrb765srIlLO7tjuvvyxv/7B57To65RcrdClaPjZ3bSqV6MqfWYceNbrOyf1ebf3IAcv6/y4KQOeYHwBxoddTffzE6bdu8fBdfdo18bXpHZED9HxD/h9T/YWm0BzL/WLrOwMqcMqinnxOZk55ZGT2QOWVQZ05LAJmj411A5ujIKcQqkTk6UkXm5CNzkpyZY2b2t/24W5D875nbrNztUOb/3Hdvs6onc8xc7qKBuNusrEyyW7/cg4Hdw4nrvdnu9ijT30oay+MTH99Z3nv//UgK3fmzX6a6zcrWbA5ANn8jr137blRKva1Sta4mt7Jm9pw7Ko/j3yTG1eTF/Q4LQub4uOLkjbskzP++/0Pmyh0z9kWXXlm5Ws7+chi72+jKQVNFxIXMKYJy9+dA5nSfYREjIHOKoMwctQggc3S8G8gcHTmFWCUyR0eqyJxsZY6O1NNVaf5uvP6mH8tpp5xYud473Qjltk6zZctWmvSQ5HKfLJzZg5Q5/taouMOh7OqbE449sssp5e7KHXP6uJU5dtle3CFYeb8SyJy8CWczPjInG455j4LMyZsw49cjgMzR8X4gc3TkFGKVyBwdqbaCzJHl/yUbf/9vIm1tyULp1Vd6TfiutA3aPVn7wFuFIDbitlXVis0879y75yW6LSvw6At7vCBljr//L84q+jLHFTRxMueYLx8mCxY+1OVqunff31BIWAf94DsyaZcx0rd3n0LmY5LmCGzatFna2toS/zevuVno1V0C//32ShkxcFu5cOKh3R2qx/R/YfFS+fVt98io0Tv3mJooJJ7Axo2bpHfvXuDp4QSWPfeiTJ12uOy8+yd6eKXJy/v5TT+VNf/ztmw7bLvknWhZOIHNm0U2b94svXol/AO68AqZ0BD46MOP5Lkn/yT/dM3/LgTI1lu2FzIPk0AAAnoI9HiZU+t6NYM4bp+fkTQrV62quioti5U5Zm+lfx2cqcH8P6xFfPzd9y9F5hQBuptz/EXmmP8Dg/8B1k2UuXZ/8e23ZNSAbeVbkw/PdZ4iB//zM0vl3lt+LjuN2aXIaZmrCQIffbRR+vTp3URPuhRJ4KVnX5AvnXiE7DI2HJkzd9btsnrl2zJ4e2ROke9S2rmMyDFCB5mTllyx7Y3MefaJJfLP1327kIn7tfctZB4mgQAE9BDo8TInDco4kWP6+6dxN3NmzpRJB8rwYUOk1jV4aepspi3brJqhVnwftlkVz7yZGdlm1Qw1+mRFgG1WWZHMdxy2WeXLl9FrE2CblY63oyW2WemIgioh0LIEgpE59a5Wy/I2K7MX0L3Srqg3B5lTFOnuzYPM6R6/onojc4oizTxxBJA5Ot4LZI6OnEKsEpmjI1Vkjo6cqBICIRMIQub418/ZwNxtWH4b9wo1095IGnvFWlw/98q6WiuA8nxRkDl50s1ubGROdizzHAmZkyddxm5EAJnTiFDP+D4yp2fk0IpVIHN0pI7M0ZETVUIgZAJByJyQA7LPhszRkTIyR0dOyBwdOYVaJTJHR7LIHB05hVglMkdHqsgcHTlRJQRCJoDMUZIuMkdHUMgcHTkhc3TkFGqVyBwdySJzdOQUYpXIHB2ptoLMmffoE3La976fOJC+ffrITy84V/bZlcsYEkOjIQS6QQCZ0w14RXZF5hRJu/m5kDnNsyuyJzKnSNrM5RNA5uh4J5A5OnIKsUpkjo5UW0HmXHjzbfLUS8tk9xE7JApl0YsvyZF/t790HvLZRO2zaOSfjeqPaY/acI/MyGJexsiGgL252j8CJW50m+XY3UZLZ8dx2RSgfBRkjpIAkTk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5uhIFZnTNacsZE7cWajueaZd/w+SDXLVzFkyfo+xMnXKxC5FNZI59S7R0fEm/qXKRs+Zx7OYG6OvnjlLzprRKaNG7ph6ClPzFdfeIKeedGxVf/8d8M+zjeuTevJAOiBzlASJzNERFDJHR07IHB05hVolMkdHssgcHTmFWCUyR0eqyJzsZU6tVRrmohrzESdrGr0tjSQHMqcRwdrf767MMbm+tvyNqlU2ZsyLL7tGjjxsaiVv87WXlr0iB03YPyrGvCePPv4Uq3NEBJnT/PtbaE9kTqG4m54MmdM0ukI7InMKxc1kHgFkjo5XApmjI6cQq0Tm6EgVmZOtzGm0XcrOZuTLunXr5L116+TJRYvl+GOOkCXPLq1amWOFwNq171aKjNvGY+WRbWRWgJx8wjHynSuukwn77yv3/lUiffO8M2XJc89Xbj427d3x/Jr6999aTB+7WsV8/74FC6Np7PcGDNhGLrr0yso8plZ/BVKt25atRJlwwH5y+9x7ZPj2Q+Xju+wkC3/3SOV5O6YdXXel0vLXV0Rt3XZunZMnTqjIkriVMqedeqJcf+OPowzsh2EyauSI6Lns+LVWVdm8p04+WMbvOa4yhqlhh+HD6oo7U8/1N/1YTjvlRBk4YBsdvzByqhKZkxPYrIdF5mRNNJ/xkDn5cM16VGRO1kQZLw0BZE4aWuW1ReaUx77VZ0bm6HgDkDnZypykqzzMH/uPPPZERZb4EsiKhymTDoyEQNqVObb9kCGD5ewZndKvvV3MHPN+fb9MPWRS9LmRLPPvf1AuPP+cSCb4NZnvL3pmSdT/uaV/lnn3PVAZywgk82Glh53HfM3dLmbazb7lzqo5Vq5aFY2zYsVb0eqV/T79yS7Cpd7ZQD4b81yP/OHxaMWLW7OtZfCgQdH4vmC5655fycQDD5A1a97pss2qVltfusQJGVdemRqMpLKM3betlgjS8Zsj2yqROdnyzG00ZE5uaDMdGJmTKc7cBkPm5IaWgRMQQOYkgNQDmiBzekAILVoCMkdH8Mic7GXOjTffJueeMT0SJP5qELuCxN8W5cscX4I0K3PqSRFfPPk1mRqswFnw4ENV4sdSi6vLFSo/uW1u1NQe9OvOab7un1XT6DlNH5+NrSVuVZRt+41zZ8gPf/JTsWLHTd3nYMeJa+u/Labv3ff+Rr5y8rRIkJmPWmfoxP1GMMw/s89eVat6dPzmyLZKZE62PHMbDZmTG9pMB0bmZIozt8GQObmhZeAEBJA5CSD1gCbInB4QQouWgMzRETwyJ3uZE3eYri8aksgcdyVMI8nhj1ervb91y91KVU/mGFHhbl+y247Wr98QbUdypZErgYzMcbcbuaKjOzLHZePLHHfLk3leK9dMO3frlBVrcaupakm4JDLHX5lT74YrZM5fiCJzdPz3QpA5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZk63MqXVmTjMyx92elIXMsSLna9M7opUgaVbm2FUnhpb7LPvv+6kuMqcnrszxtzk1WiHkvhX1ts7VOvcmyZk5Zg5kDjJHx38p/lolMkdHXMgcHTkhc3TkFGqVyBwdySJzdOQUYpXIHB2pInOylTlmtLjbrNLKHF/e1Lohy1bvChQjXuLkjy8lzJjfu2F25dyeeitzzJk0O40aER2GXE/mxNXtz+GemeOvYkpygHTceUJmG9gRh36+6hygfv3ao/N7zHapE449suq8IJeFPcTZri7yzxaqJ3NqnXuT5DYrDkD+fz97rMzR8d8LVuYoyQmZoyMoZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWRO9jLHjOhv0zFf829cMl+zZ8nUOu/lksuviwo025refHNl1XYmt3J3Pvc2K//MHHer1PBhQ6IhzprRGUmaejLHHIBsazF97C1RjZ7TtG10m5Wd3z6PeztXrdus/O1iSW6zcp/dzOVuf3JrNF83V4bbm7v8tv4bE3c1edw74N+IxdXkyBwd/5VwqmRljo7IkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5uQjc3Sk3/0qG23/6v4MPX+ENAce26dppk/PJ9F8hazMaZ5doT2ROYXibnoyZE7T6ArtiMwpFDeTeQSQOTpeCWSOjpxCrBKZoyPVVpA58x57Qr56zfXS1taWKJS+ffrITy84V/bZdZdE7Vu5ETLnL+k32gbnviOW2djdRldWZrXyO2SeHZmj5A1A5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyPVVpA5OpKgSgi0LgFkjpLskTk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5uhIFZmjIyeqhEDIBJA5StJF5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyNVZI6OnKgSAiETQOYoSReZoyMoZI6OnJA5OnIKtUpkjo5kkTk6cgqxSmSOjlSROTpyokoIhEwAmaMkXWSOjqCQOTpyQuboyCnUKpE5OpJF5ujIKcQqkTk6UkXm6MiJKiEQMgFkjpJ0kTk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5uhIFZmjIyeqhEDIBJA5StJF5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyPVVpA59//nffKNb5yXOJC+ffvK92+YJXvuuVfiPjSEAASaJ4DMaZ5doT2ROYXibnoyZE7T6ArtiMwpFDeTeQSQOTpeCWSOjpxCrBKZoyPVVpA53/3upfLsn5bIrrt+IlEoixcvli9+6VA5/vhpidrTCAJZE1i/YYNcNXNWNOzZMzqlX3t73SnmzV8gc++eJ98870wZNXLHrMvJfTxkTu6Is5kAmZMNx7xHQebkTTib8ZE52XBklOYIIHOa41Z0rxBlzp/umSmj1v1CNhcNk/lSEzAZtaXuRYeiCSx/f4h84v/7UdHTFjZfkTLH/hE+fo+xMnXKxMozmj+2Fz2zJNEf5rNm3xr16+w4LvrnoqcXy+xb7pQLzz9HBg7YJvqa32b1mnfkimtvkFNPOrbuH/Np6qgXkBln9pw7qppc8PXTZfye42TZy6/K1TNnyVkzOtWIBf95Jk+cUOFvM31y0eLK87rfj2NhGhoe5sPPzo43eNCgyhw+azPma8vf6PJ9fy7L3PSv1aewH7RuTITM6Qa8Irsic4qk3fxcyJzm2RXZE5lTJG3m8gkgc3S8EyHKnI1/+K5sevcV2fSx7XWE0KJVbtq0STZt2ix9+vRuUQJKHnvjh9L37Sel16F3KSk4fZnaZY4vasznF116pQwZMrgih+KETxypLGRO3FxG4PzX7x+Vaf9whDqZY5jMv//BiizzV8UYjmaVjBV0voxpxNSXLI3a1xJzRuAteXZpldS7655fycQDD4gkn6nrBz+cI4d94XNqJJp9R5E56X+vldIDmVMK9tSTInNSIyulAzKnFOxM+lcCyBwdr0KIMueJ+dfKv/7yKenbmzUfPfkttCunSKknpySySUQm7rBZzj73Bz270G5U1xNljhUyy19fET2ZXWFhRMkll19Xedq9x4+T0049Ua6/8ccydfLBlZUv8xcslHXr1lX+cHeFgRErF192jaxd+240jl1F4n99+PZDK2LAXfFh5rRbe4xAMPO8t26dmJUpHdOOjlaMmA+7csiNJm4Vi322WnPYlTwTDthPbp97j5i6zj69U666bpZYPm5NZj7/WVyG5t9rzeW/RjaHjuOPitjaD/frY0bvWiVzTBuT07z7Hog4LXjwobqrriwTk9+okSMarqByx7bbq8zz3njzbXLuGdMrq7NqyTrzdXdVWDd+dArriswpDHX3JkLmdI9fUb2ROUWR7t48yJzu8aN39wggc7rHr6jeIcqcM2feKM8ue1F2+JutisLIPE0QMKtyNm/eLL1792qiN12KIvDBRxvliZffkiU3XFPUlIXP09NkjgHgrvSwYuJr0zsioeBvobJywm67MaLCfJjPP7PPXpU+OwwfFv0R/9uFD8tOo0ZEqzP8seNWhfgrU8z8dizz74889kTVWSxWlLhbfNxQ47ZZ+at5zLgrV62KZMiKFW9F8mm/T3+yamuZGdPwsGJlyqQDo+er9bkVMvWex3/56q1oshzMyhc3L5uH3TbXSOaY9lbGbLnVxyorfGr9INh8rZDxxZ/pZ6RanLCJE0GF/8A1MSEypwloZXRB5pRBPf2cyJz0zMrogcwpgzpzWgLIHB3vQogy55zv/0heXblSdh0+TEcILVolByDrCH79Bx/Kbx5fJIu/f5WOgpuosgyZ456vYku2q0uMvPDPlHEFTpzMcf9I/4+f3yt/97efkdVr1sijjz8lR/39F2uu9vDP8PFlTtwZP+5cP7ltblS+vwrHP7vFXeUTJ3P8Z3LbmPEbnbHj9vcFTJpVNP5BwvXkh53zhGOPrJI5vkyqd2aOu9qn0fYq+56Yea2ks19Leh6O4Xr3vb+Rr5w8reGhyU38KOXWBZmTG9psB0bmZMszr9GQOXmRzXZcZE62PBktHQFkTjpeZbVG5pRFnnmROTreAWRO15y6c5tVkgOQjczxt8y4f6zHyRx7jsqXD58abe857ZQTZc2ad6I/3D/32YNkzu13VbbgxG11sis5askcXz5Z8VRL5rjU/DNmaskqu9rH9HXPhaklcwyH+xYsrExlt4v5AiZO5tR6njiZ4x9Q7EoVU7NdmeOO6a6MSSJprLwyY0/57EF1t0H5MsdfmeNvOXOzQObo+L2rtkpkjo7okDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5pQjc9KuzLHCZMzHd5H316+PDhq2B97uOHx7+Z+3V0erZ/zDeZOuzLHn8fg04sRS3JvtrpYxkqne85n+jVbmuNuwjIBJuzKn1vP4EGKF0wAAIABJREFUtTd7Zo47TiOZ456ZM3DAgIarkPxtVpZXkjNzkDk6fu+qrRKZoyM6ZI6OnJA5OnIKtUpkjo5kkTk6cgqxSmSOjlSROcXLHDOjOYPFXk2d5Fwb08du53FXhdjVK/ZrvrzxtwTFnRETd5vTvF/fL1MPmSRxK3PitgG5siVOkJh5v3fD7MrZO/6ZOfXkjy+o/PHtodHuQcv+7VT2efyVOZZrmtus/DemkcxJe5tVra1fjW6zss9i/skByDp+/6qrEpmjIzJkjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE5xcscIxRq3WZlqnG/526p8aWFaetLEvs1eyNW//5bS/+ttqxs7XG3YNW6zcqMYeVQrfN73Bu3THu7BcrSdM+RSXqb1VkzOitXaru3VdlnGLv7mKoDkm0NhtH7762TU086ttLfP8em1oHBcfX6z1Nr61ytvvbr5rnNh7+Ny5dT/htY62pyV+i5c9hzebiaXMfvXNVVInN0xIfM0ZETMkdHTqFWiczRkSwyR0dOIVaJzNGRKjInW5mjI/Wwqkx6bbemp0564LH7TM306SlMOAC5pyTRoA5kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJtBZlz//33yT+d94/S1taWKJS+ffvK92+YJXvuuVei9jQqnoB7OLJZufPN886srMopvprsZ/QPlY7bHuaLnLl3z1PLAZmT/TuUy4jInFywZj4oMidzpLkMiMzJBSuDJiSAzEkIquRmyJySA2jh6ZE5OsJvBZmjIwmqhEDrEkDmKMkemaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyMnqoRAyASQOUrSReboCAqZoyMnZI6OnEKtEpmjI1lkjo6cQqwSmaMjVWSOjpyoEgIhE0DmKEkXmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UkTk6cqJKCIRMAJmjJF1kjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5ujIiSohEDIBZI6SdJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyOnsqpc9PRiueTy6+SCr58u4/ccV7eM1WvekYsuvVLG7jZaOjuOK6tk5lVIAJmjJDRkjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlJF5mSb0/oNG+SqmbPkyUWLqwYevv1QufD8c2TZy69EcsT9mDxxQkV+WHlivt+//9ZyyonHyE0/vl3Wrn03tlAjWZa/8abMnnNHzTHdb9jxO6YdLVOnTGwoZ6649gY59aRjZdTIHSttrbRZ/vqK6Gt7jx8nZ8/olH7t7WK+F9cnW8qMFhoBZI6SRJE5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZk21OVuaM32NsrCwxMmX2LXdGYmfggG0i+WFWs3Qcf1Rl5Yvfxla47OVX5eqZs+SsGZ1VcmXe/AWy6JklFaFiazD9rGSxY8yafWv0rytXreryPZ+EGfe15W9UrbIxNVx82TVy5GFTK89nvvbSslfkoAn7R0OY+h99/ClW52T7agU9GjJHSbzIHB1BIXN05ITM0ZFTqFUic3Qki8zRkVOIVSJzdKSKzMk2p7QyJ659d2WOeaK4cY04uv6mH8txX/57ufHmW7usuHFJ2P5TJx9ctb3KyKAdhg+ru6rHznPaKSdGwooPCDQigMxpRKiHfB+Z00OCaFAGMkdHTsgcHTmFWiUyR0eyyBwdOYVYJTJHR6qhyZxHH/2DzPhfX80F/l133S07jhhRd+y0MiduW1IWMscU6a/YcVfMNJIycULGjOdu57Jbx3xhU0sE5RIKgwZBAJmjJEZkjo6gkDk6ckLm6Mgp1CqROTqSReboyCnEKpE5OlINTeb84Q+PyOkzTssF/ty7fi4jRoxMJHPSnJljzsb55nlnVrZOZSVzzDjz7nugsp3KCJzP7LNXtNKm1hz24czWqbvv/Y185eRp0Vk45iPNeTjuXLmEwaBBEUDmKIkTmaMjKGSOjpyQOTpyCrVKZI6OZJE5OnIKsUpkjo5UQ5M52lbmmLfEFytZyRx3Zc6KFW/JjTffJueeMb3mWT3uGxsnc/yVOfVuuELm6Pj57ylVInN6ShIN6kDm6AgKmaMjJ2SOjpxCrRKZoyNZZI6OnEKsEpmjI9XQZE7Z1NNus4pb8ZKFzPHr8EWM5eTepOWyq3XuTaPtWXYMZE7Zb6Ku+ZE5SvJC5ugICpmjIydkjo6cQq0SmaMjWWSOjpxCrBKZoyNVZE62OTUjc7JemePfZmWe0FyX7t+wZVbfuKt1XBK1zr1JcpsVByBn+061wmjIHCUpI3N0BIXM0ZETMkdHTqFWiczRkSwyR0dOIVaJzNGRKjIn25ysBElzZo57kLARO5dcfl1UlH+WTr2ryd2DiU1fd8VNrX6NDiqOu5rcjG2vU1/++oqozr3Hj6u65pyrybN9p1phNGSOkpSROTqCQuboyAmZoyOnUKtE5uhIFpmjI6cQq0Tm6EgVmaMjpzKqTHPgsa2vmT5lPBtz9iwCyJyelUfNapA5OoJC5ujICZmjI6dQq0Tm6EgWmaMjpxCrROboSBWZoyOnsqq0K4XqHXbsipyLLr1Sxu42Wjo7jiurZOZVSACZoyQ0ZI6OoJA5OnJC5ujIKdQqkTk6kkXm6MgpxCqROTpSReboyIkqIRAyAWSOknSROTqCQuboyAmZoyOnUKtE5uhIFpmjI6cQq0Tm6EgVmaMjJ6qEQMgEkDlK0kXm6AgKmaMjJ2SOjpxCrRKZoyNZZI6OnEKsEpmjI1Vkjo6cqBICIRNA5ihJF5mjIyhkjo6ckDk6cgq1SmSOjmSROTpyCrFKZI6OVJE5OnKiSgiETACZoyRdZI6OoJA5OnJC5ujIKdQqkTk6kkXm6MgpxCqROTpSReboyIkqIRAyAWSOknSROTqCQuboyAmZoyOnUKtE5uhIFpmjI6cQq0Tm6EgVmaMjJ6qEQMgEkDkN0l295h0xV8V1HH+UjN9zXGnvAjKnNPSpJkbmpMJVWmNkTmnomVhEkDk6XoMQZc6ZV8+Uh+fPky369tURQgtXuXmzSFtbCwNQ8OibNm+WD7YaIH+c8yMF1VIiBCAQIoFgZM68+Qtk9pw7Khl1TDtapk6ZWPncSpnlr6+IvnbB10+vkjNu/73Hj5OzZ3RKv/Z2QeaE+Nrn90zInPzYZjkyMidLmoyVlgAyJy2xctqHKHO+8Y3z5LEnnpAt+/cvB2oLzvreO+/Ipo0bUz35ZtN682Zpa8LmbLnNNtK7d+9U89G4OQIm19VvvSm/+93vmxuAXhCAAAS6SSAImbN+wwb5yW1z5ai//6IMHLBNFwFjvn/VzFkyfo+xkeBZ9vKrcvXMWXLWjE4ZNXJHWfT0Ypl9y51y4fnnRP1nzb41wtrZcRwyp5svWKt1R+boSByZoyOnUKtE5uhINkSZ86//+i/yxON/lAEDBugIIYAqX3rpJfnggw8Ke5JRo0ZJe3t7YfO18kQbN26UFStWyIIHFrYyBp4dAhAokUAQMsfnFydvbrz5Njn3jOmRrPG/b+TNDsOHVVbyuHLHjO1us7IrdcbuNjqSPUV9sM2qKNLdmweZ0z1+RfVG5hRFmnniCCBzdLwXIcqc999/T37609t1BBBIlbfeMkdWrVpV2NMce9zxsu222xY2X6tP9Ld/u7/sttvurY6B54cABEoiEKTMMStvLr7sGvna9I5oK5W/8sawtqtvTjj2yKpVO+Z77sqdAQO2qcicMaN3jdpOnXxw4efnIHNK+glJOS0yJyWwkpojc0oCz7QRAWSOjhchRJmjg3xYVf785z+T1avfTvVQH320STZu2iTtW/RJ1c80PvzwI2TgwIGp+9EBAhCAAAT0EQhK5rjn4rhn5hiZM+++Byrn4MTJHFfQxMmcY758mCxY+FBlq5aN+t331heS+kGzviuTdhkjfXun/w97IQUySUTA3EDRq62NQwt7+Pvw32+vlBEDBsmFEw/t4ZUmL++Fxc/Lr2+7R0aN2Tl5J1qWQmDjxs3Suzcnm5YCP8Wky557UaYef5jsvPsnUvSiKQS6TyC6zWrjJtmiL2ffdJ9mOCNsvVW/cB6GJ4EABDIh0ONljhExl1x+XezDugcVuw38bVRZrMwxBycP335o5VwdO9/6DR9lEkSjQf7u+5fIpF12Q+Y0AlXy9zdt3CRtvcwNFL1KroTp6xF48e23ZNSAbeVbkw8PBtSfn1kq997yM9lpzMeDeaZQH+SjjzZKnz78kdbT833p2RfkSyf+vewydnRPL5X6AiPw0caNkcxp34JbxwKLtluP06+d/0O3WwDpDIEACfR4mdMsc3M71WvL34jOtTErbbp7Zs6USQfK8GFDuqzwaba+tP3YZpWWWDnt2WZVDve0s7LNKi0x2mdJgG1WWdLMbyy2WeXHlpHrE9jwwUfywYcfSX9WYvCqQAACEIBAHQJByByzverOn/1SzPk37nXiRsCY26uyvM3KSKJFzyyp2rJVxBuGzCmCcvfnQOZ0n2ERIyBziqDMHLUIIHN0vBvIHB05hVglMifEVHkmCEAAAtkTSCxzzIHBK1etipUYVpYMHjSo0BueXBymvvsW/L+rAd0zc0w79zwd8/kFXz+96hBjI2lmz7kjGtLdvmX7dRx/VKV9PRbZR/SXEZE5eZHNdlxkTrY88xoNmZMXWcZNQgCZk4RS+W2QOeVn0KoVIHNaNXmeGwIQgEA6AolkTpzQ8KeJO5cmXSm0rkcAmaPj/UDm6MgJmaMjp1CrROboSBaZoyOnEKtE5oSYKs8EAQhAIHsCiWXOFdfeIKeedKyMGrljbBX+uTTZl9raIyJzdOSPzNGREzJHR06hVonM0ZEsMkdHTiFWicwJMVWeCQIQgED2BBLLnIsuvVLsViOzJckcBjx+z3GViliZk3047ojInHz5ZjU6MicrkvmOg8zJly+j1yeAzNHxhiBzdOQUYpXInBBT5ZkgAAEIZE8gkcwx05pzYsyHuR3KyhxbjpE67vezL5MRkTk63gFkjo6ckDk6cgq1SmSOjmSROTpyCrFKZE6IqfJMEIAABLInkFjm2EOOTQljPr6L7LLzyKia9Rs+kAULH5I331wpF55/jgwcsE32VTIiByAreQeQOTqCQuboyCnUKpE5OpJF5ujIKcQqkTkhpsozQQACEMieQGKZY6f2b40yX588cUJpt1hlj6RnjsjKnJ6Zi18VMkdHTsgcHTmFWiUyR0eyyBwdOYVYJTInxFR5JghAAALZE0gtc0wJcdussi+NEV0CyBwd7wMyR0dOyBwdOYVaJTJHR7LIHB05hVglMifEVHkmCEAAAtkTaErmZF8GIzYigMxpRKhnfB+Z0zNyaFQFMqcRIb6fJwFkTp50sxsbmZMdS0ZKRwCZk44XrSEAAQi0KgFkjpLkkTk6gkLm6MgJmaMjp1CrROboSBaZoyOnEKtE5oSYKs8EAQhAIHsCyJzsmeYyIjInF6yZD4rMyRxpLgMic3LByqAJCSBzEoIquRkyp+QAWnh6ZE4Lh8+jQwACEEhBAJmTAlaZTZE5ZdJPPjcyJzmrMlsic8qkz9zIHB3vADJHR04hVonMCTFVngkCEIBA9gSQOdkzzWVEZE4uWDMfFJmTOdJcBkTm5IKVQRMSQOYkBFVyM2ROyQG08PTInBYOn0eHAAQgkIIAMicFrDKbInPKpJ98bmROclZltkTmlEmfuZE5Ot4BZI6OnEKsEpkTYqo8EwQgAIHsCSBzsmeay4jInFywZj4oMidzpLkMiMzJBSuDJiSAzEkIquRmyJySA2jh6ZE5LRw+jw4BCEAgBQFkTgpYZTZF5pRJP/ncyJzkrMpsicwpkz5zI3N0vAPIHB05hVglMifEVHkmCEAAAtkTQOZkzzSXEZE5uWDNfFBkTuZIcxkQmZMLVgZNSACZkxBUyc2QOSUH0MLTI3NaOHweHQIQgEAKAsicFLDKbIrMKZN+8rmROclZldkSmVMmfeZG5uh4B5A5OnIKsUpkToip8kwQgAAEsieAzMmeaS4jInNywZr5oMiczJHmMiAyJxesDJqQADInIaiSmyFzSg6ghadH5rRw+Dw6BCAAgRQEkDkpYJXZFJlTJv3kcyNzkrMqsyUyp0z6zI3M0fEOIHN05BRilcicEFPlmSAAAQhkTwCZkz3TXEZE5uSCNfNBkTmZI81lQGROLlgZNCEBZE5CUCU3Q+aUHEALT4/MaeHweXQIQAACKQggc1LAKrMpMqdM+snnRuYkZ1VmS2ROmfSZG5mj4x1A5ujIKcQqkTkhpsozQQACEMieADIne6a5jIjMyQVr5oMiczJHmsuAyJxcsDJoQgLInISgSm6GzCk5gBaeHpnTwuHz6BCAAARSEEDmpIBVZlNkTpn0k8+NzEnOqsyWyJwy6TM3MkfHO4DM0ZFTiFUic0JMlWeCAAQgkD0BZE72THMZEZmTC9bMB0XmZI40lwGROblgZdCEBJA5CUGV3AyZU3IALTw9MqeFw+fRIQABCKQggMxJAavMpsicMuknnxuZk5xVmS2ROWXSZ25kjo53AJmjI6cQq0TmhJgqzwQBCEAgewLInOyZ5jIiMicXrJkPiszJHGkuAyJzcsHKoAkJIHMSgiq5GTKn5ABaeHpkTguHz6NDAAIQSEEAmZMCVplNkTll0k8+NzInOasyWyJzyqTP3MgcHe8AMkdHTiFWicwJMVWeCQIQgED2BJA52TPNZURkTi5YMx8UmZM50lwGRObkgpVBExJA5iQEVXIzZE7JAbTw9MicFg6fR4cABCCQggAyJwWsMpsic8qkn3xuZE5yVmW2DFHmLF/6J1m38Fuy5RYflomWuZMQ2CwibUka0qZMAu9t2EK2Ovjbsv2uY8osg7lbkAAypwVD55EhAAEINEEAmdMEtDK6IHPKoJ5+TmROemZl9AhR5siKx+SDP14pH7TvWAZS5kxB4KMPN0qfvr1T9KBpGQTaN7wifT79j9I2ZJ8ypmfOFiaAzGnh8Hl0CEAAAikIIHNSwCqzKTKnTPrJ50bmJGdVZssQZc7qVxfJOd+7Vv7ng15lomXuJAQ2bxZpY2lOElRlttmufZNcfvqZMnDHvcosg7lbkAAypwVD55EhAAEINEEAmdMEtDK6IHPKoJ5+TmROemZl9AhR5vz2qcVy/o2zZezwvykDKXOmIPD/t3cvMJbdd33A//ucTfxYE4XYXrt5YwfbwWkEDbh1iINdWCgpOIY4tsmCsg1gN083KJZQKkVIiQohDxqXgiO0AScBR21V1Lo0Fo6I6lIELVbitERg8DMxGCd+xbv2Pqpzy5meubkzc+7M/947v9/5jBTBes79n///8z33zp3vnHPuM0ePlV07nZkzBdlCNr3rK39bfvHgm8vFF3z7QvZvp8MVUOYMN3srJ0CAwDQCypxptBa4rTJngfhT7FqZMwXWAjfNWub8y5t/p3zPy75tgbJ23UfADZD7KC1+mzv+95fLL7zpjcqcxUcxuBkocwYXuQUTIEBgQwLKnA2xzf9Bypz5m29kj8qcjajN/zHKnPmb2+P/F1DmxDgalDkxcso4S2VOxlStiQABAvUFlDn1TWcyojJnJqzVB1XmVCedyYDKnJmwGrSngDKnJ9SCN1PmLDiAAe9emTPg8C2dAAECUwgoc6bAWuSmypxF6vfftzKnv9Uit1TmLFLfvpU5MY4BZU6MnDLOUpmTMVVrIkCAQH0BZU5905mMqMyZCWv1QZU51UlnMqAyZyasBu0poMzpCbXgzZQ5Cw5gwLtX5gw4fEsnQIDAFALKnCmwFrmpMmeR+v33rczpb7XILZU5i9S3b2VOjGNAmRMjp4yzVOZkTNWaCBAgUF9AmVPfdCYjKnNmwlp9UGVOddKZDKjMmQmrQXsKKHN6Qi14M2XOggMY8O6VOQMO39IJECAwhYAyZwqsRW6qzFmkfv99K3P6Wy1yS2XOIvXtW5kT4xhQ5sTIKeMslTkZU7UmAgQI1BdQ5tQ3ncmIypyZsFYfVJlTnXQmAypzZsJq0J4CypyeUAveTJmz4AAGvHtlzoDDt3QCBAhMIaDMmQJrkZsqcxap33/fypz+VovcUpmzSH37VubEOAaUOTFyyjhLZU7GVK2JAAEC9QWUOfVNZzKiMmcmrNUHVeZUJ53JgMqcmbAatKeAMqcn1II3U+YsOIAB716ZM+DwLZ0AAQJTCChzpsBa5KbKnEXq99+3Mqe/1SK3VOYsUt++lTkxjgFlToycMs5SmZMxVWsiQIBAfQFlTn3TmYyozJkJa/VBlTnVSWcyoDJnJqwG7SmgzOkJteDNlDkLDmDAu1fmDDh8SydAgMAUAsqcKbAWuakyZ5H6/fetzOlvtcgtlTmL1LdvZU6MY0CZEyOnjLNU5mRM1ZoIECBQX0CZU990JiMqc2bCWn1QZU510pkMqMyZCatBewooc3pCLXgzZc6CAxjw7pU5Aw7f0gkQIDCFgDJnCqxFbqrMWaR+/30rc/pbLXJLZc4i9e1bmRPjGFDmxMgp4yyVORlTtSYCBAjUF1Dm1DedyYjKnJmwVh9UmVOddCYDKnNmwjq4QY8980w5+vTTU6/7yNPPlKXdu6Z+3M7du8uOXdM/buodecBIQJnjQFiUgDJnUfL2S4AAgVgCypwgeSlzYgSlzImRU9Yy5+d/89PllS95YYwQEszyvv/5R6X537y+/t4r/0Fp/udrPgJ/8ud/Wd7/k1eXiy/49vns0F4I/J2AMsehQIAAAQJ9BJQ5fZS2wDbKnC0QQo8pKHN6IG2BTTKWOV/92tfK1f/qI+Xhxx7bAsLDmMKO+/+y7Hjgr+a22GNnvbAcO/tFc9vf0Hf0rXtPKze/+23l9G85begU1j9nAWXOnMHtjgABAkEFlDlBglPmxAhKmRMjp4xlTgz5XLO8+bd+s/zWb31i6kUdP36ibN++berHXXPNm8rV1/zE1I/zAAIEYgkoc2LlZbYECBBYlIAyZ1HyU+5XmTMl2II2V+YsCH7K3SpzpgSzeVWBh7/2RHnut5xcdUyDESCQR0CZkydLKyFAgMAsBZQ5s9StOLYypyLmDIdS5swQt+LQypyKmIaaWkCZMzWZBxAYlIAyZ1BxWywBAgQ2LKDM2TDdfB+ozJmv90b3pszZqNx8H6fMma+3va0UUOY4IggQWEtAmeP4IECAAIE+AsqcPkpbYBtlzhYIoccUlDk9kLbAJsqcLRDCgKegzBlw+JZOoIeAMqcHkk0IECBAoChzghwEypwYQSlzYuSkzImRU9ZZKnOyJmtdBOoIKHPqOBqFAAEC2QWUOUESVubECEqZEyMnZU6MnLLOUpmTNVnrIlBHQJlTx9EoBAgQyC6gzFkn4a8/+lh53wc+VA5cdUW58OXnL+x4UOYsjH6qHStzpuJa2MbKnIXR23EpRZnjMCBAYC0BZY7jgwABAgT6CKQsc2469Knypf/z5fLe97yznLb31JFDW8o8+JWHRv++4frrVpQzt3729nLo5ltG33vFheeXd1x7sOxZWlp+3KLLnBt/7mfL+X/912Xbtm19crXNggROnPh/OxbTggLou9ujx8rdP3J5+cnX/0TfR9iOQDUBZU41SgMRSCmgzEkZq0URIECgukC6Mqcpcm67/fNl35mnL5c5h48cKR++8aZy4QXnlf2XXVLuuff+8pEbbypvv/ZgecHzzy53fuGucuiTn1nevhmj+Tp44I1bpsz56uv3l2+86IXlxI6d1Q8CA9YTOH78+KhwU7rVM53FSLu+9kg59WUXlNPedcMshjcmgTUFlDkOEAIE1hJQ5jg+CBAgQKCPQKoypzm75oEHv1q+65XfsaKcacqbj3/i0+Vdb33L6Eyd8XKnKW/O2nfGqOhpvrrlTvPv7mVW7Rk+573snFHZM6+vh37sh8rSRf+obNu1e167tJ8NCLjMagNoC3jI0fvuKTv3nV32vv3nFrB3uxy6gDJn6EeA9RNYW0CZ4wghQIAAgT4Cacqcpsi584tfGl0e9Wdf/vMVZc74mTcNTHv2zTVXXr7irJ3me90zd/buPXW5zDn3nJeOtt1/6Wvmfv8cZU6fw3nx2yhzFp9Bnxkoc/oo2WZWAsqcWckal0AOAWVOjhytggABArMWSFHmNGXNrbd9bvk+N+Plzfj3J5U53YJmUpnzhte/rtz++TuWL9Vqg3n8ycOzzmg0/jcOXF62v+qiUpyZMxfvje7k+PETf3eZ1UZH8Lh5CBx/4N6y44yzytLPvHMeu7MPAisEnn76eNm9ezsVAgQITBQ4dvxEaS7b3rVzByECywKnnLSHBgECBFYIbPkypyli3v/Bj02Mrb1R8e1/cMfyzYu7G7b3zbnn3vtWnKkzqcxp76fTfG9SmdPcOLl7H552P81fT+bx9fWr/mnZ+T3/0GVW88DexD6OHT1etm0vZft2v6htgnHmDz12/z1l55lnlWdf9y9mvi87IDAu8OSTR8pJJy2BIUCAwESBo0ePlaPHjpc9S7sIEVgWWNrtvpkOBwIEVgps+TJnI4GNn5lT4545l7321WXfGc9bcQbQRua20ce4zGqjcvN9nMus5uu90b25zGqjch5XQ8BlVjUUjUEgr4DLrPJma2UECBCoKTCIMqfmp1l1783TfHT5vL6UOfOS3tx+lDmb85vXo5U585K2n0kCyhzHBQECawkocxwfBAgQINBHYBBlTgPRfgpVc7lU83XD9detuIlxU9IcuvmW0ffay7easqZ93IGrrljevrl58sOPPLJ8j54+0JvdRpmzWcH5PF6ZMx/nze5FmbNZQY9vIIv4AAAgAElEQVTfjIAyZzN6Hksgv4AyJ3/GVkiAAIEaAinLnBowW20MZc5WS2TyfJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5qyT8Ncffay87wMfKgeuuqJc+PLzF3Y8KHMWRj/VjpU5U3EtbGNlzsLo7biUosxxGBAgsJaAMsfxQYAAAQJ9BNKUObd+9vZy6OZbVqz50ksuLgcPvHH039pS5sGvPDT69w3XX7einOk+/hUXnl/ece3Bsmdpaflxypw+h5NtlDkxjgFlToycss5SmZM1WesiUEdAmVPH0SgECBDILpCqzLnzi19aLmG6wR0+cqR8+MabyoUXnFf2X3ZJuefe+8tHbrypvP3ag+UFzz+73PmFu8qhT36mvPc97yyn7T213HToU6OHN0WQM3OyPwXqrk+ZU9dzVqMpc2Yla9w+AsqcPkq2ITBcAWXOcLO3cgIECEwjMIgypylvPv6JT5d3vfUto7JmvNxpypuz9p0xKnqar2650/y7e5lVW+6c97Jzls/6mQZ8o9u6zGqjcvN9nDJnvt4b3ZsyZ6NyHldDQJlTQ9EYBPIKKHPyZmtlBAgQqCmQqszpXmbVvcRq/MybBrA9++aaKy9fcdZO873umTt79566XOace85LR9vuv/Q1c79/jjKn5mE/u7GUObOzrTmyMqemprGmFVDmTCtmewLDElDmDCtvqyVAgMBGBdKUOV2A9uyZy1776tHZNk2Zc+ttn1txCdZ4mdMtaCaVOW94/evK7Z+/Y/lSrXZ/jz95eKP2Uz3uGwcuL9tfdVEpu3ZP9Tgbz1jgxMrxj584UbZtK2Vb2TbjHRt+MwLHH7i37DjzrLL00+/czDBlLP5NjeXBwxF4+pmjZfeuncNZsJUSILAs0OfdwbHjx0vzfmLXjh3ksgn0OQBWWfMpJ+3JpmE9BAhsUmDLlzlNEfP+D35s4jK7Nyoe36C5ofEDD351dClUjTNzmhsn7zvz9OX76rT7O3zkmU1G0O/hj179I2XHd19Utilz+oHNa6uxH8rHjh4v27dvK9u2b+Kn9bzmPuD9HL//nrLjzLPLs6+7flMKUt4U32Af/PiTR8opJy0Ndv0WTmDIAn3+CHD06PFy9OixsmfPriFT5Vx7nwNglZXvWXI85DworIrAxgW2fJmz0aV1y5wa98xpzvLZd8bzvukMn43Ob9rHucxqWrHFbO8yq8W4T7tXl1lNK2b7mgIus6qpaSwC+QRcZpUvUysiQIDALARSlDnNDY1v/b3fL/u//7UTP0685qdZNSXRap+aNYuA2jGVObPUrTe2Mqee5SxHUubMUtfY6wkoc9YT8n0CwxZQ5gw7f6snQIBAX4EUZU6z2OYeOLfd/vnldR+4+seWP52q+Y/tfXSay6Warxuuv27FTYybkqa9gXL38q1JH03e7OvhRx6Z+DHofeGn3U6ZM63YYrZX5izGfdq9KnOmFbN9TQFlTk1NYxHIJ6DMyZepFREgQGAWAmnKnFngbKUxlTlbKY3V56LMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBElbmxAhKmRMjJ2VOjJyyzlKZkzVZ6yJQR0CZU8fRKAQIEMguoMwJkrAyJ0ZQypwYOSlzYuSUdZbKnKzJWheBOgLKnDqORiFAgEB2AWVOkISVOTGCUubEyEmZEyOnrLNU5mRN1roI1BFQ5tRxNAoBAgSyCyhzgiSszIkRlDInRk7KnBg5ZZ2lMidrstZFoI6AMqeOo1EIECCQXUCZEyRhZU6MoJQ5MXJS5sTIKesslTlZk7UuAnUElDl1HI1CgACB7ALKnCAJK3NiBKXMiZGTMidGTllnqczJmqx1EagjoMyp42gUAgQIZBdQ5gRJWJkTIyhlToyclDkxcso6S2VO1mSti0AdAWVOHUejECBAILuAMidIwsqcGEEpc2LkpMyJkVPWWSpzsiZrXQTqCChz6jgahQABAtkFlDlBEj7y2beVHWecCDJb0ySwtQW2bSvl6MMXlKXX/PTWnqjZpRRQ5qSM1aIIVBNQ5lSjNBABAgRSCyhzgsR74u53lxM7X1rKtp1BZjzMaR49eqxs376tbN++fZgAUVZ97G/Ltj1nlW1nXB1lxuaZSECZkyhMSyEwAwFlzgxQDUmAAIGEAsqcIKEe/4ufK9tOfnkp23YFmfEwp+kyqxi5n3j6obJt17eWbadfFWPCZplKQJmTKk6LIVBdQJlTndSABAgQSCmgzAkSqzInRlDKnBg5KXNi5JR1lsqcrMlaF4E6AsqcOo5GIUCAQHYBZU6QhJU5MYJS5sTISZkTI6ess1TmZE3WugjUEVDm1HE0CgECBLILKHOCJKzMiRGUMidGTsqcGDllnaUyJ2uy1kWgjoAyp46jUQgQIJBdQJkTJGFlToyglDkxclLmxMgp6yyVOVmTtS4CdQSUOXUcjUKAAIHsAsqcIAkrc2IEpcyJkZMyJ0ZOWWepzMmarHURqCOgzKnjaBQCBAhkF1DmBElYmRMjKGVOjJyUOTFyyjpLZU7WZK2LQB0BZU4dR6MQIEAgu4AyJ0jCypwYQSlzYuSkzImRU9ZZKnOyJmtdBOoIKHPqOBqFAAEC2QWUOUESVubECEqZEyMnZU6MnLLOUpmTNVnrIlBHQJlTx9EoBAgQyC6gzAmSsDInRlDKnBg5KXNi5JR1lsqcrMlaF4E6AsqcOo5GIUCAQHYBZU6QhJU5MYJS5sTISZkTI6ess1TmZE3WugjUEVDm1HE0CgECBLILKHOCJKzMiRGUMidGTsqcGDllnaUyJ2uy1kWgjoAyp46jUQgQIJBdQJkTJGFlToyglDkxclLmxMgp6yyVOVmTtS4CdQSUOXUcjUKAAIHsAsqcIAkrc2IEpcyJkZMyJ0ZOWWepzMmarHURqCOgzKnjaBQCBAhkF1DmBElYmRMjKGVOjJyUOTFyyjpLZU7WZK2LQB0BZU4dR6MQIEAgu4AyJ0jCypwYQSlzYuSkzImRU9ZZKnOyJmtdBOoIKHPqOBqFAAEC2QWUOUESVubECEqZEyMnZU6MnLLOUpmTNVnrIlBHQJlTx9EoBAgQyC6gzAmSsDInRlDKnBg5KXNi5JR1lsqcrMlaF4E6AsqcOo5GIUCAQHYBZU6QhJU5MYJS5sTISZkTI6ess1TmZE3WugjUEVDm1HE0CgECBLILKHOCJKzMiRGUMidGTsqcGDllnaUyJ2uy1kWgjoAyp46jUQgQIJBdQJkTJGFlznyDuvueh8uVP/vxue30xS94bvn0v3nz3PY39B0pc4Z+BCx2/cqcxfrbO4GtLqDM2eoJmR8BAgS2hoAyZ2vksO4sTjzwsXLiqS+vu50N6gjcfd+T5Y3v/pM6g/UY5cVnP7t86pe+s8eWNqklsP30q0o55VW1hjMOgd4CypzeVDYkMEgBZc4gY7doAgQITC2gzJmazAOGIHD33X9R3vDjV8xtqS9+8UvKb//OZ+a2PzsiQGBxAsqcxdnbM4EIAsqcCCmZIwECBBYvoMxZfAZmkEjg8ScOl91LO8vSrp2JVmUpBAjUFFDm1NQ0FoF8AsqcfJlaEQECBGYhoMyZhaoxByugzBls9BZOoLeAMqc3lQ0JDFJAmTPI2C2aAAECUwsoc6Ym8wACqwsocxwdBAisJ6DMWU/I9wkMW0CZM+z8rZ4AAQJ9BZQ5faVsR6CHgDKnB5JNCAxcQJkz8APA8gmsI6DMcYgQIECAQB8BZU4fJdsQ6CmgzOkJZTMCAxZQ5gw4fEsn0ENAmdMDySYECBAgUJQ5DgICFQWUORUxDUUgqYAyJ2mwlkWgkoAypxKkYQgQIJBcQJmTPGDLm6+AMme+3vZGIKKAMidiauZMYH4Cypz5WdsTAQIEIgsocyKnZ+5bTkCZs+UiMSECW05AmbPlIjEhAltKQJmzpeIwGQIECGxZAWXOlo3GxCIKKHMipmbOBOYroMyZr7e9EYgmoMyJlpj5EiBAYDECypzFuNtrUgFlTtJgLYtARQFlTkVMQxFIKKDMSRiqJREgQGAGAsqcGaAacrgCypzhZm/lBPoKKHP6StmOwDAFlDnDzN2qCRAgMK2AMmdaMdsTWENAmePwIEBgPQFlznpCvk9g2ALKnGHnb/UECBDoK6DM6StlOwI9BJQ5PZBsQmDgAsqcgR8Alk9gHQFljkOEAAECBPoIKHP6KNmGQE8BZU5PKJsRGLCAMmfA4Vs6gR4CypweSDYhQIAAgaLMWecg+Pqjj5X3feBD5cBVV5QLX36+Q4bAmgLKHAcIAQLrCShz1hPyfQLDFlDmDDt/qydAgEBfgVRlzj333l9+4Rc/Wh5//Ilyyiknl59/99vKC55/9siiLWUe/MpDo3/fcP11K8qZWz97ezl08y2j773iwvPLO649WPYsLS0/TpnT95Aa9nbKnGHnb/UE+ggoc/oo2YbAcAWUOcPN3soJECAwjUCaMqcpcj5y403l7dceXC5wWojDR46UD994U7nwgvPK/ssuKePb3vmFu8qhT36mvPc97yyn7T213HToU6OHHjzwRmXONEeTbYsyx0FAgMB6Asqc9YR8n8CwBZQ5w87f6gkQINBXIEWZ05Y1+y99zcRLoZry5uOf+HR511vfMiprxsudprw5a98Zo6Kn+eqWO82/u5dZtWf4nPeyc0Zljy8CXQFljuOBAIH1BJQ56wn5PoFhCyhzhp2/1RMgQKCvQIoyZ/wSqmbx3Uulxs+8ab7fnn1zzZWXrzhrp/le98ydvXtPXS5zzj3npaNtVyuN+qLbLq+AMidvtlZGoJaAMqeWpHEI5BRQ5uTM1aoIECBQWyBFmbPamTfPfc5zRmfPNGXOrbd9bvk+OJPKnG5BM6nMecPrX1du//wdy5dqtUE89sRTtTMxXmCBo0ePl+3bt43+54sAAQKTBJ5+5ljZvWsHHAIECEwUOH78RGn+t3PndkIElgVOPflZNAgQILBCYMuXOU0R8/4PfmxibO3ZNw899DcrLqNqNu6ejXPPvfetuCfOpDKnvZ9O871JZU5z4+R9Z56+fF+ddkLNX098EWgFnjr8dNm5a0fZtcMvao4KAgQmCzz+5OFyykl78BAgQGCiwDNHj5Wjx46VZy3tJkRgWWBp904aBAgQiFXm9Mmruczql3/l18qb33Tl8s2Pu2fjjJc9G7lnzmWvfXXZd8bzvukMnz7zs81wBFxmNZysrZTARgVcZrVROY8jMAwBl1kNI2erJECAwGYFtvyZOX0X2NwD5+FHHhldStV8dT+9quanWTUfYX7nF7+04pKtvnO0XX4BZU7+jK2QwGYFlDmbFfR4ArkFlDm587U6AgQI1BJIU+a0hc2f3nnXyObSSy5e8WlT4zdJvuH661Z88lVT0hy6+ZbRY7s3T24fd+CqK5a37xZHe5aWamVhnAQCypwEIVoCgRkLKHNmDGx4AsEFlDnBAzR9AgQIzEkgTZkzJy+7IbCmgDLHAUKAwHoCypz1hHyfwLAFlDnDzt/qCRAg0FdAmdNXynYEeggoc3og2YTAwAWUOQM/ACyfwDoCyhyHCAECBAj0EVDm9FGyDYGeAsqcnlA2IzBgAWXOgMO3dAI9BJQ5PZBsQoAAAQJFmeMgIFBRQJlTEdNQBJIKKHOSBmtZBCoJKHMqQRqGAAECyQWUOckDtrz5Cihz5uttbwQiCihzIqZmzgTmJ6DMmZ+1PREgQCCygDIncnrmvuUElDlbLhITIrDlBJQ5Wy4SEyKwpQSUOVsqDpMhQIDAlhVQ5mzZaEwsooAyJ2Jq5kxgvgLKnPl62xuBaALKnGiJmS8BAgQWI6DMWYy7vSYVUOYkDdayCFQUUOZUxDQUgYQCypyEoVoSAQIEZiCgzJkBqiEJECBAgAABAgQIECBAgAABArMSUObMSta4BAgQIECAAAECBAgQIECAAIEZCChzZoBqSAIECBAgQIAAAQIECBAgQIDArASUObOSNS6BvxO46dCnRv/fwQNvLPfce3/5yI03lbdfe7C84PlnMyJAgMDCBbwuLTwCEyBAgAABAgQITC2gzJmazAMiC3z90cfK+z7wofLgVx5aXsa+M08v733PO8tpe0+dydKUOTNhNSiBkcCdX7irHPrkZ1Y8h9vn+YGrrigXvvz8DUvVGmfDE5jTA5U5c4Ie2G5We/50fyZulGQoz83Gp/G67fbPL1OdcsrJ5eff/bbRH4Ru/ezt5c4vfqm849qDZc/S0kY55/64w0eOlA/feFP50zvvWt73pZdcPPqjV/vVvC79wi9+tDz++BPL/+2G668bvaY3r/vv/+DHyoGrf6zsv+yS5e83HoduvuWb/vvcF2iHBAgQmJOAMmdO0HazNQQmvQGs8cZyrdXNevytIWsWBBYjoMzZvLsyZ/OGRvhmAWXO5o+KSWVN85r34Ff/elRiRC9zLrzgvNE62nLnuc95zqjQacuatrxpJJvj6TP/4T+Va668vPzZl/98VNqcfPLJ5V1vfcvoj3HN93/5V36tPPHEE+Wy7/veFSXP5pMwAgECBLamgDJna+ZiVjMSmPTmcvzNUPuXnXYK3TcT438p6v4lqX3z0Tyue7bPWmfmNN976qmnypNPPTX6C1X3L27tm5fumUTducyIyLAEQgn0LXNWe342i+3+5bv7HBz/i3jzV+Dzzv220aWSF1/0qvLb/+53R1bd14Hx8rbZ7623fW70l/OHHvqb0WNf9MLnl//2h3+8/NjveuV3jP7KPD5W+9p00rOetbz9eq8B3Tl357XWWN0yp5nD+KWgk4xDHSQmuxCBvmXO+Bmz3WN8tZ/HtZ+bhw8fGZ21e97Lzlk+C+YVF55ffvSf/ED5pY/+29HZIc2/2zNgNvLcbENonm//8T//1/LPfurqNc+maQuOtvAYD3H8/cj4+472bJ61Xgea713xIz+04ozl7jqbfa51hsz4GTbjZ8qsduBNWlv7Wvkzb/6J8qsf/82y2rqbMdttz33Ji8ueZ+1ZLrYOP3W4/Nlf3L3mYxfyZLBTAgQIzEhAmTMjWMNuTYHVzsw5a98Zy38duvX3fr/s//7Xjt5kNW/YPvv7fzC6hGPPnqXRacH7L33N6DTf5s1Iu23zV6J//WuHVpz6/MCDXx39hWm9Mud//PH/mnjKdPvm8rLXvno0t+YN1cc/8enlv0JtTWGzIjBfgT5lTrPNas/P5jXh9j+4o/zoD//AaOLN8/XhRx4Z/dLWPge7l2u1v9i86jv//uj5Pf6asl6Z01w2cPnr9i8/p5t/t2ONnyHT/iLbvbRg/JKyrna3mG7+e/N61f6le62xHn30sRUFTrOG7mtiM85av1jNN3F7iyLQp8xpt5n0c675mbvaz+PGoClfaj03u2VO93n9vOc9d+JrwbTPzW5mfcuc9vWo+x5hPPtJZ+ZM8zrQFiPN/23e14znsdq/GzTgnawAAAtuSURBVPdzz3npiteY9syYN7/pynXvCTipzGnn3bw+/uqvf2LNewu2Zc5PXf3j5Tdu/p3S/N/fvfW28sP7Lx392+tVlFcJ8yRAYLMCypzNCnp8KIFJ98xpFrDaX5O6v1zt3Xvq6M1j+6azu/DxX+C6xUtzWnDzNekGyGv94jc6jbhzL5D2zU9bJoWCN1kCMxLonnEzvou2BFnr+Tl+r6xuObTaL4zjZ650x1+vzOk+dvyX3fF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" ] }, "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": 265, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 266, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "EBITDA", "orientation": "v", "text": [ -0.5686047900000001, -0.38014254999999997, -0.29566321 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -568604.79, -380142.55, -295663.21 ] } ], "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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"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": 273, "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": 274, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "ename": "OperationalError", "evalue": "(pyodbc.OperationalError) ('08S01', '[08S01] [Microsoft][ODBC Driver 17 for SQL Server]TCP Provider: A connection attempt failed because the connected party did not properly respond after a period of time, or established connection failed because connected host has failed to respond.\\r\\n (10060) (SQLGetData); [08S01] [Microsoft][ODBC Driver 17 for SQL Server]Communication link failure (10060)')\n(Background on this error at: https://sqlalche.me/e/14/e3q8)", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mOperationalError\u001b[0m Traceback (most recent call last)", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\cursor.py:991\u001b[0m, in \u001b[0;36mCursorFetchStrategy.fetchall\u001b[1;34m(self, result, dbapi_cursor)\u001b[0m\n\u001b[0;32m 990\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 991\u001b[0m rows \u001b[38;5;241m=\u001b[39m \u001b[43mdbapi_cursor\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfetchall\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 992\u001b[0m result\u001b[38;5;241m.\u001b[39m_soft_close()\n", "\u001b[1;31mOperationalError\u001b[0m: ('08S01', '[08S01] [Microsoft][ODBC Driver 17 for SQL Server]TCP Provider: A connection attempt failed because the connected party did not properly respond after a period of time, or established connection failed because connected host has failed to respond.\\r\\n (10060) (SQLGetData); [08S01] [Microsoft][ODBC Driver 17 for SQL Server]Communication link failure (10060)')", "\nThe above exception was the direct cause of the following exception:\n", "\u001b[1;31mOperationalError\u001b[0m Traceback (most recent call last)", "File \u001b[1;32m:1\u001b[0m\n", "Cell \u001b[1;32mIn[273], line 3\u001b[0m, in \u001b[0;36msetup\u001b[1;34m()\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21msetup\u001b[39m():\n\u001b[0;32m 2\u001b[0m _c \u001b[38;5;241m=\u001b[39m Config()\n\u001b[1;32m----> 3\u001b[0m s \u001b[38;5;241m=\u001b[39m \u001b[43msetup_model\u001b[49m\u001b[43m(\u001b[49m\u001b[43mc\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m_c\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 4\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m s\n", "Cell \u001b[1;32mIn[17], line 6\u001b[0m, in \u001b[0;36msetup_model\u001b[1;34m(c)\u001b[0m\n\u001b[0;32m 4\u001b[0m s\u001b[38;5;241m.\u001b[39mtime_fw \u001b[38;5;241m=\u001b[39m TimeFramework(start\u001b[38;5;241m=\u001b[39mc\u001b[38;5;241m.\u001b[39mstart, end\u001b[38;5;241m=\u001b[39mc\u001b[38;5;241m.\u001b[39mend)\n\u001b[0;32m 5\u001b[0m \u001b[38;5;66;03m# s.minute_ix = s.time_fw.dt_index(freq='1T')\u001b[39;00m\n\u001b[1;32m----> 6\u001b[0m mipf \u001b[38;5;241m=\u001b[39m \u001b[43mMipf\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mstart\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43ms\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtime_fw\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mstart\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mend\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43ms\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtime_fw\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mend\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfrom_database\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43madd_days_to_start_end\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[38;5;241m.\u001b[39mdata\n\u001b[0;32m 7\u001b[0m s\u001b[38;5;241m.\u001b[39mmipf \u001b[38;5;241m=\u001b[39m mipf\n\u001b[0;32m 8\u001b[0m s\u001b[38;5;241m.\u001b[39mbaseline \u001b[38;5;241m=\u001b[39m CaseStudy(time_fw\u001b[38;5;241m=\u001b[39ms\u001b[38;5;241m.\u001b[39mtime_fw, freq\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m1T\u001b[39m\u001b[38;5;124m'\u001b[39m, name\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mBaseline\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", "File \u001b[1;32m~\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:99\u001b[0m, in \u001b[0;36mMipf.__init__\u001b[1;34m(self, *args, **kwargs)\u001b[0m\n\u001b[0;32m 97\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m__init__\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[0;32m 98\u001b[0m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39m\u001b[38;5;21m__init__\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m---> 99\u001b[0m forecasts \u001b[38;5;241m=\u001b[39m \u001b[43mget_imbalance_forecasts_from_database_on_quarter_start_time\u001b[49m\u001b[43m(\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mstart\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mend\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mNLD\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[0;32m 100\u001b[0m forecasts[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mPublicationTime\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m pd\u001b[38;5;241m.\u001b[39mto_datetime(forecasts[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mPublicationTime\u001b[39m\u001b[38;5;124m'\u001b[39m], utc\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[0;32m 101\u001b[0m forecasts[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mPublicationTime\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m forecasts[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mPublicationTime\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mdt\u001b[38;5;241m.\u001b[39mceil(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmin\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", "File \u001b[1;32mc:\\users\\z004yn8c\\onedrive - siemens ag\\documents\\github\\asset-case-studies\\pyrecoy\\pyrecoy\\pyrecoy\\prices.py:671\u001b[0m, in \u001b[0;36mget_imbalance_forecasts_from_database_on_quarter_start_time\u001b[1;34m(start, end, CountryIsoCode, tz)\u001b[0m\n\u001b[0;32m 668\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_imbalance_forecasts_from_database_on_quarter_start_time\u001b[39m(\n\u001b[0;32m 669\u001b[0m start, end, CountryIsoCode, tz\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mutc\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 670\u001b[0m ):\n\u001b[1;32m--> 671\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mget_price_data_from_database\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 672\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mImbalancePriceForecasts\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 673\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mQuarterStartTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 674\u001b[0m \u001b[43m \u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mPublicationTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mQuarterStartTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mFeedToGridPrice\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mTakeFromGridPrice\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 675\u001b[0m \u001b[43m \u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mPublicationTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mQuarterStartTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mForePos\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mForeNeg\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 676\u001b[0m \u001b[43m \u001b[49m\u001b[43mstart\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 677\u001b[0m \u001b[43m \u001b[49m\u001b[43mend\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 678\u001b[0m \u001b[43m \u001b[49m\u001b[43mCountryIsoCode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 679\u001b[0m \u001b[43m \u001b[49m\u001b[43mtz\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtz\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 680\u001b[0m \u001b[43m \u001b[49m\u001b[43mto_datetime_columns\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mQuarterStartTime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 681\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[1;32mc:\\users\\z004yn8c\\onedrive - siemens ag\\documents\\github\\asset-case-studies\\pyrecoy\\pyrecoy\\pyrecoy\\prices.py:614\u001b[0m, in \u001b[0;36mget_price_data_from_database\u001b[1;34m(database_name, time_index_column, database_columns, rename_columns, start, end, CountryIsoCode, tz, to_datetime_columns)\u001b[0m\n\u001b[0;32m 605\u001b[0m end \u001b[38;5;241m=\u001b[39m end \u001b[38;5;241m+\u001b[39m timedelta(days\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m+\u001b[39m\u001b[38;5;241m1\u001b[39m)\n\u001b[0;32m 607\u001b[0m data \u001b[38;5;241m=\u001b[39m session\u001b[38;5;241m.\u001b[39mquery(table)\u001b[38;5;241m.\u001b[39mfilter(\n\u001b[0;32m 608\u001b[0m and_(\n\u001b[0;32m 609\u001b[0m table\u001b[38;5;241m.\u001b[39mcolumns[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCountryIsoCode\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m==\u001b[39m CountryIsoCode,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 612\u001b[0m )\n\u001b[0;32m 613\u001b[0m )\n\u001b[1;32m--> 614\u001b[0m data \u001b[38;5;241m=\u001b[39m \u001b[43mpd\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mDataFrame\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdata\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 615\u001b[0m data[time_index_column] \u001b[38;5;241m=\u001b[39m pd\u001b[38;5;241m.\u001b[39mto_datetime(data[time_index_column], utc\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[0;32m 616\u001b[0m data\u001b[38;5;241m.\u001b[39mindex \u001b[38;5;241m=\u001b[39m data[time_index_column]\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\pandas\\core\\frame.py:843\u001b[0m, in \u001b[0;36mDataFrame.__init__\u001b[1;34m(self, data, index, columns, dtype, copy)\u001b[0m\n\u001b[0;32m 841\u001b[0m data \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39masarray(data)\n\u001b[0;32m 842\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m--> 843\u001b[0m data \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mlist\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mdata\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 844\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(data) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[0;32m 845\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m is_dataclass(data[\u001b[38;5;241m0\u001b[39m]):\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\orm\\query.py:2903\u001b[0m, in \u001b[0;36mQuery.__iter__\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 2901\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_iter()\n\u001b[0;32m 2902\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m-> 2903\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrow\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mresult\u001b[49m\u001b[43m:\u001b[49m\n\u001b[0;32m 2904\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01myield\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrow\u001b[49m\n\u001b[0;32m 2905\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mGeneratorExit\u001b[39;00m:\n\u001b[0;32m 2906\u001b[0m \u001b[38;5;66;03m# issue #8710 - direct iteration is not re-usable after\u001b[39;00m\n\u001b[0;32m 2907\u001b[0m \u001b[38;5;66;03m# an iterable block is broken, so close the result\u001b[39;00m\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\result.py:382\u001b[0m, in \u001b[0;36mResultInternal._iterator_getter..iterrows\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 381\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21miterrows\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m--> 382\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrow\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_fetchiter_impl\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m:\u001b[49m\n\u001b[0;32m 383\u001b[0m \u001b[43m \u001b[49m\u001b[43mrow\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mmake_row\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrow\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mmake_row\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrow\u001b[49m\n\u001b[0;32m 384\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mpost_creational_filter\u001b[49m\u001b[43m:\u001b[49m\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\orm\\loading.py:147\u001b[0m, in \u001b[0;36minstances..chunks\u001b[1;34m(size)\u001b[0m\n\u001b[0;32m 145\u001b[0m \u001b[38;5;28;01mbreak\u001b[39;00m\n\u001b[0;32m 146\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m--> 147\u001b[0m fetch \u001b[38;5;241m=\u001b[39m \u001b[43mcursor\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_raw_all_rows\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 149\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m single_entity:\n\u001b[0;32m 150\u001b[0m proc \u001b[38;5;241m=\u001b[39m process[\u001b[38;5;241m0\u001b[39m]\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\result.py:392\u001b[0m, in \u001b[0;36mResultInternal._raw_all_rows\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 390\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_raw_all_rows\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m 391\u001b[0m make_row \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_row_getter\n\u001b[1;32m--> 392\u001b[0m rows \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_fetchall_impl\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 393\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m [make_row(row) \u001b[38;5;28;01mfor\u001b[39;00m row \u001b[38;5;129;01min\u001b[39;00m rows]\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\cursor.py:1819\u001b[0m, in \u001b[0;36mCursorResult._fetchall_impl\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 1818\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_fetchall_impl\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m-> 1819\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcursor_strategy\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfetchall\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcursor\u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\cursor.py:995\u001b[0m, in \u001b[0;36mCursorFetchStrategy.fetchall\u001b[1;34m(self, result, dbapi_cursor)\u001b[0m\n\u001b[0;32m 993\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m rows\n\u001b[0;32m 994\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mBaseException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m--> 995\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mhandle_exception\u001b[49m\u001b[43m(\u001b[49m\u001b[43mresult\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdbapi_cursor\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43me\u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\cursor.py:955\u001b[0m, in \u001b[0;36mCursorFetchStrategy.handle_exception\u001b[1;34m(self, result, dbapi_cursor, err)\u001b[0m\n\u001b[0;32m 954\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mhandle_exception\u001b[39m(\u001b[38;5;28mself\u001b[39m, result, dbapi_cursor, err):\n\u001b[1;32m--> 955\u001b[0m \u001b[43mresult\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mconnection\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_handle_dbapi_exception\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 956\u001b[0m \u001b[43m \u001b[49m\u001b[43merr\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdbapi_cursor\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mresult\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcontext\u001b[49m\n\u001b[0;32m 957\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\base.py:2134\u001b[0m, in \u001b[0;36mConnection._handle_dbapi_exception\u001b[1;34m(self, e, statement, parameters, cursor, context)\u001b[0m\n\u001b[0;32m 2132\u001b[0m util\u001b[38;5;241m.\u001b[39mraise_(newraise, with_traceback\u001b[38;5;241m=\u001b[39mexc_info[\u001b[38;5;241m2\u001b[39m], from_\u001b[38;5;241m=\u001b[39me)\n\u001b[0;32m 2133\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m should_wrap:\n\u001b[1;32m-> 2134\u001b[0m \u001b[43mutil\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mraise_\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 2135\u001b[0m \u001b[43m \u001b[49m\u001b[43msqlalchemy_exception\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwith_traceback\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mexc_info\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;241;43m2\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfrom_\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43me\u001b[49m\n\u001b[0;32m 2136\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 2137\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m 2138\u001b[0m util\u001b[38;5;241m.\u001b[39mraise_(exc_info[\u001b[38;5;241m1\u001b[39m], with_traceback\u001b[38;5;241m=\u001b[39mexc_info[\u001b[38;5;241m2\u001b[39m])\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\util\\compat.py:211\u001b[0m, in \u001b[0;36mraise_\u001b[1;34m(***failed resolving arguments***)\u001b[0m\n\u001b[0;32m 208\u001b[0m exception\u001b[38;5;241m.\u001b[39m__cause__ \u001b[38;5;241m=\u001b[39m replace_context\n\u001b[0;32m 210\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 211\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m exception\n\u001b[0;32m 212\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n\u001b[0;32m 213\u001b[0m \u001b[38;5;66;03m# credit to\u001b[39;00m\n\u001b[0;32m 214\u001b[0m \u001b[38;5;66;03m# https://cosmicpercolator.com/2016/01/13/exception-leaks-in-python-2-and-3/\u001b[39;00m\n\u001b[0;32m 215\u001b[0m \u001b[38;5;66;03m# as the __traceback__ object creates a cycle\u001b[39;00m\n\u001b[0;32m 216\u001b[0m \u001b[38;5;28;01mdel\u001b[39;00m exception, replace_context, from_, with_traceback\n", "File \u001b[1;32m~\\AppData\\Local\\anaconda3\\Lib\\site-packages\\sqlalchemy\\engine\\cursor.py:991\u001b[0m, in \u001b[0;36mCursorFetchStrategy.fetchall\u001b[1;34m(self, result, dbapi_cursor)\u001b[0m\n\u001b[0;32m 989\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mfetchall\u001b[39m(\u001b[38;5;28mself\u001b[39m, result, dbapi_cursor):\n\u001b[0;32m 990\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 991\u001b[0m rows \u001b[38;5;241m=\u001b[39m \u001b[43mdbapi_cursor\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfetchall\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 992\u001b[0m result\u001b[38;5;241m.\u001b[39m_soft_close()\n\u001b[0;32m 993\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m rows\n", "\u001b[1;31mOperationalError\u001b[0m: (pyodbc.OperationalError) ('08S01', '[08S01] [Microsoft][ODBC Driver 17 for SQL Server]TCP Provider: A connection attempt failed because the connected party did not properly respond after a period of time, or established connection failed because connected host has failed to respond.\\r\\n (10060) (SQLGetData); [08S01] [Microsoft][ODBC Driver 17 for SQL Server]Communication link failure (10060)')\n(Background on this error at: https://sqlalche.me/e/14/e3q8)" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 275, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "ename": "NameError", "evalue": "name '_s' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "File \u001b[1;32m:1\u001b[0m\n", "\u001b[1;31mNameError\u001b[0m: name '_s' is not defined" ] }, { "ename": "NameError", "evalue": "name 'result' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[275], line 2\u001b[0m\n\u001b[0;32m 1\u001b[0m get_ipython()\u001b[38;5;241m.\u001b[39mrun_line_magic(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mresult = routine(c, _s)\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m----> 2\u001b[0m npv \u001b[38;5;241m=\u001b[39m \u001b[43mresult\u001b[49m\u001b[38;5;241m.\u001b[39mhpcase\u001b[38;5;241m.\u001b[39mnpv\n\u001b[0;32m 3\u001b[0m npv\n", "\u001b[1;31mNameError\u001b[0m: name 'result' is not defined" ] } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# sensitivity:Storage temperature\n", "values = range(80, 120, 10)\n", "param = 'storage_temperature'\n", "kpis = ['npv','irr','spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "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": 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