{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 2, "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": 10, "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 = 0\n", " storage_capex_per_MWh = 100_000\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": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 13, "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": 14, "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": 15, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 16, "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_21320\\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_battery]\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": 17, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 18, "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": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 20, "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": 21, "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": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.08224016788466" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['CO2 prices (€/ton)'].mean()" ] }, { "cell_type": "code", "execution_count": 23, "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": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 26, "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": 27, "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": 27, "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": 29, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=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 * heatpump_vdg.max_th_power\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", "\n", " # print(capex_vdg)\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", " # # print(capex_pcm)\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_vdg)\n", " s.storage_case_PCM.add_asset(waterstorage)\n", " # s.storage_case_PCM.add_asset(heatpump_vdg)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 30, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "300000" ] }, "execution_count": 30, "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": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=0.0)" ] }, "execution_count": 31, "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": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " 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": 36, "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": 190, "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": 191, "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": 192, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 193, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data['cop'].fillna(2.5, inplace = True)" ] }, { "cell_type": "code", "execution_count": 194, "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
2023-03-19 17:53:00+01:00134.62131.34131.34131.34131.3441.95684.5216.3112.06670...0.00.00.01.2500.017-0.0060.00.0000.00.000
2023-12-30 09:11:00+01:0073.5068.3868.3867.7863.5929.92777.2514.946.60270...1.00.01.02.6750.000-0.0000.00.0170.00.017
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2 rows × 28 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-03-19 17:53:00+01:00 134.62 131.34 131.34 131.34 131.34 \n", "2023-12-30 09:11:00+01:00 73.50 68.38 68.38 67.78 63.59 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-03-19 17:53:00+01:00 41.956 84.52 \n", "2023-12-30 09:11:00+01:00 29.927 77.25 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) ... \\\n", "2023-03-19 17:53:00+01:00 16.3 112.066 70 ... \n", "2023-12-30 09:11:00+01:00 14.9 46.602 70 ... \n", "\n", " from_storage_vdg_MW to_storage_MW \\\n", "2023-03-19 17:53:00+01:00 0.0 0.0 \n", "2023-12-30 09:11:00+01:00 1.0 0.0 \n", "\n", " from_storage_MW storage_level_MWh hp_output_MWh \\\n", "2023-03-19 17:53:00+01:00 0.0 1.250 0.017 \n", "2023-12-30 09:11:00+01:00 1.0 2.675 0.000 \n", "\n", " hp_input_MWh to_storage_vdg_MWh \\\n", "2023-03-19 17:53:00+01:00 -0.006 0.0 \n", "2023-12-30 09:11:00+01:00 -0.000 0.0 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2023-03-19 17:53:00+01:00 0.000 0.0 \n", "2023-12-30 09:11:00+01:00 0.017 0.0 \n", "\n", " from_storage_MWh \n", "2023-03-19 17:53:00+01:00 0.000 \n", "2023-12-30 09:11:00+01:00 0.017 \n", "\n", "[2 rows x 28 columns]" ] }, "execution_count": 194, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 195, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1174.0800000000002" ] }, "execution_count": 195, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['to_storage_MWh'].sum()" ] }, { "cell_type": "code", "execution_count": 196, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.to_csv('storage_data.csv')" ] }, { "cell_type": "code", "execution_count": 197, "metadata": {}, "outputs": [], "source": [ "s.hpcase.data.to_csv('storage_data_hp.csv')" ] }, { "cell_type": "code", "execution_count": 198, "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": 198, "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": 199, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2023-01-31 03:40:00+01:00102.97125.87125.871.00.00.01
2023-12-19 10:46:00+01:0086.1071.7871.781.00.00.01
2023-02-08 02:49:00+01:00150.00119.71119.711.50.50.01
2023-07-07 00:16:00+02:00114.0094.0094.001.00.00.01
2023-12-27 21:08:00+01:0024.74-40.6276.491.00.00.01
2023-12-25 22:58:00+01:005.0086.2386.231.00.00.01
2023-10-07 09:43:00+02:0068.66-18.64-18.641.50.50.01
2023-09-05 00:55:00+02:0092.1975.3675.361.50.50.01
2023-03-07 02:09:00+01:00100.00103.24113.181.00.00.01
2023-12-09 13:59:00+01:0088.69124.26124.260.00.01.01
2023-09-06 14:35:00+02:0075.4874.5787.571.00.00.01
2023-03-09 04:23:00+01:00111.22117.01117.011.00.00.01
2023-09-21 16:08:00+02:00105.8288.5588.551.00.00.01
2023-11-16 16:45:00+01:00158.24123.39123.391.00.00.01
2023-09-25 19:17:00+02:00379.59111.61111.611.00.00.01
2023-06-16 18:59:00+02:00135.35123.21123.211.00.00.01
2023-03-31 22:00:00+02:0086.73111.70111.700.00.01.01
2023-03-21 16:18:00+01:00101.12160.68160.680.00.01.01
2023-12-25 00:06:00+01:00-1.91-59.93-59.931.50.50.01
2023-05-27 00:34:00+02:0089.7256.0656.061.00.00.01
\n", "
" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-01-31 03:40:00+01:00 102.97 125.87 125.87 1.0 \n", "2023-12-19 10:46:00+01:00 86.10 71.78 71.78 1.0 \n", "2023-02-08 02:49:00+01:00 150.00 119.71 119.71 1.5 \n", "2023-07-07 00:16:00+02:00 114.00 94.00 94.00 1.0 \n", "2023-12-27 21:08:00+01:00 24.74 -40.62 76.49 1.0 \n", "2023-12-25 22:58:00+01:00 5.00 86.23 86.23 1.0 \n", "2023-10-07 09:43:00+02:00 68.66 -18.64 -18.64 1.5 \n", "2023-09-05 00:55:00+02:00 92.19 75.36 75.36 1.5 \n", "2023-03-07 02:09:00+01:00 100.00 103.24 113.18 1.0 \n", "2023-12-09 13:59:00+01:00 88.69 124.26 124.26 0.0 \n", "2023-09-06 14:35:00+02:00 75.48 74.57 87.57 1.0 \n", "2023-03-09 04:23:00+01:00 111.22 117.01 117.01 1.0 \n", "2023-09-21 16:08:00+02:00 105.82 88.55 88.55 1.0 \n", "2023-11-16 16:45:00+01:00 158.24 123.39 123.39 1.0 \n", "2023-09-25 19:17:00+02:00 379.59 111.61 111.61 1.0 \n", "2023-06-16 18:59:00+02:00 135.35 123.21 123.21 1.0 \n", "2023-03-31 22:00:00+02:00 86.73 111.70 111.70 0.0 \n", "2023-03-21 16:18:00+01:00 101.12 160.68 160.68 0.0 \n", "2023-12-25 00:06:00+01:00 -1.91 -59.93 -59.93 1.5 \n", "2023-05-27 00:34:00+02:00 89.72 56.06 56.06 1.0 \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-01-31 03:40:00+01:00 0.0 0.0 1 \n", "2023-12-19 10:46:00+01:00 0.0 0.0 1 \n", "2023-02-08 02:49:00+01:00 0.5 0.0 1 \n", "2023-07-07 00:16:00+02:00 0.0 0.0 1 \n", "2023-12-27 21:08:00+01:00 0.0 0.0 1 \n", "2023-12-25 22:58:00+01:00 0.0 0.0 1 \n", "2023-10-07 09:43:00+02:00 0.5 0.0 1 \n", "2023-09-05 00:55:00+02:00 0.5 0.0 1 \n", "2023-03-07 02:09:00+01:00 0.0 0.0 1 \n", "2023-12-09 13:59:00+01:00 0.0 1.0 1 \n", "2023-09-06 14:35:00+02:00 0.0 0.0 1 \n", "2023-03-09 04:23:00+01:00 0.0 0.0 1 \n", "2023-09-21 16:08:00+02:00 0.0 0.0 1 \n", "2023-11-16 16:45:00+01:00 0.0 0.0 1 \n", "2023-09-25 19:17:00+02:00 0.0 0.0 1 \n", "2023-06-16 18:59:00+02:00 0.0 0.0 1 \n", "2023-03-31 22:00:00+02:00 0.0 1.0 1 \n", "2023-03-21 16:18:00+01:00 0.0 1.0 1 \n", "2023-12-25 00:06:00+01:00 0.5 0.0 1 \n", "2023-05-27 00:34:00+02:00 0.0 0.0 1 " ] }, "execution_count": 199, "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": 200, "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": 200, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 201, "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": 201, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 202, "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": 203, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2023-05-05 16:16:00+02:0091.1686.8186.811-0.3451.02.90.00.0
2023-07-25 06:05:00+02:0089.0070.8270.821-0.3451.02.90.00.0
2023-03-11 22:34:00+01:00124.08149.35149.351-0.3451.02.90.00.0
2023-02-08 00:14:00+01:00160.0496.55163.381-0.3451.02.90.00.0
2023-08-14 16:24:00+02:0081.48-412.6682.551-0.3451.02.90.00.0
2023-09-09 09:57:00+02:0089.7756.4556.451-0.6001.52.50.50.0
2023-03-01 01:35:00+01:00119.90107.72107.721-0.4001.02.50.00.0
2023-08-02 13:42:00+02:0033.08-83.3965.061-0.3451.02.90.00.0
2023-03-22 12:07:00+01:0073.04-100.18-100.181-0.6001.52.50.50.0
2023-12-17 13:18:00+01:0040.03-50.71-50.711-0.6001.52.50.50.0
2023-11-25 23:48:00+01:00111.15-102.21-102.211-0.6001.52.50.50.0
2023-11-03 19:26:00+01:0091.50-9.94-9.941-0.6001.52.50.50.0
2023-08-28 18:12:00+02:00130.0070.1370.131-0.6001.52.50.50.0
2023-09-01 05:35:00+02:0097.2089.0589.051-0.3451.02.90.00.0
2023-04-08 04:34:00+02:00110.78118.03118.031-0.3451.02.90.00.0
2023-09-27 18:12:00+02:00179.9082.9099.141-0.6001.52.50.50.0
2023-06-15 00:14:00+02:00107.12138.41138.411-0.0000.0NaN0.01.0
2023-12-27 16:21:00+01:0079.16-18.61-18.611-0.6001.52.50.50.0
2023-05-03 15:07:00+02:0050.00-54.00-54.001-0.4001.02.50.00.0
2023-03-23 15:56:00+01:0054.00-258.95-258.951-0.6001.52.50.50.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2023-05-05 16:16:00+02:00 91.16 86.81 86.81 1 -0.345 \n", "2023-07-25 06:05:00+02:00 89.00 70.82 70.82 1 -0.345 \n", "2023-03-11 22:34:00+01:00 124.08 149.35 149.35 1 -0.345 \n", "2023-02-08 00:14:00+01:00 160.04 96.55 163.38 1 -0.345 \n", "2023-08-14 16:24:00+02:00 81.48 -412.66 82.55 1 -0.345 \n", "2023-09-09 09:57:00+02:00 89.77 56.45 56.45 1 -0.600 \n", "2023-03-01 01:35:00+01:00 119.90 107.72 107.72 1 -0.400 \n", "2023-08-02 13:42:00+02:00 33.08 -83.39 65.06 1 -0.345 \n", "2023-03-22 12:07:00+01:00 73.04 -100.18 -100.18 1 -0.600 \n", "2023-12-17 13:18:00+01:00 40.03 -50.71 -50.71 1 -0.600 \n", "2023-11-25 23:48:00+01:00 111.15 -102.21 -102.21 1 -0.600 \n", "2023-11-03 19:26:00+01:00 91.50 -9.94 -9.94 1 -0.600 \n", "2023-08-28 18:12:00+02:00 130.00 70.13 70.13 1 -0.600 \n", "2023-09-01 05:35:00+02:00 97.20 89.05 89.05 1 -0.345 \n", "2023-04-08 04:34:00+02:00 110.78 118.03 118.03 1 -0.345 \n", "2023-09-27 18:12:00+02:00 179.90 82.90 99.14 1 -0.600 \n", "2023-06-15 00:14:00+02:00 107.12 138.41 138.41 1 -0.000 \n", "2023-12-27 16:21:00+01:00 79.16 -18.61 -18.61 1 -0.600 \n", "2023-05-03 15:07:00+02:00 50.00 -54.00 -54.00 1 -0.400 \n", "2023-03-23 15:56:00+01:00 54.00 -258.95 -258.95 1 -0.600 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2023-05-05 16:16:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-07-25 06:05:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-03-11 22:34:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-02-08 00:14:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-08-14 16:24:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-09-09 09:57:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-03-01 01:35:00+01:00 1.0 2.5 0.0 0.0 \n", "2023-08-02 13:42:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-03-22 12:07:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-12-17 13:18:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-11-25 23:48:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-11-03 19:26:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-08-28 18:12:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-09-01 05:35:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-04-08 04:34:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-09-27 18:12:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-06-15 00:14:00+02:00 0.0 NaN 0.0 1.0 \n", "2023-12-27 16:21:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-05-03 15:07:00+02:00 1.0 2.5 0.0 0.0 \n", "2023-03-23 15:56:00+01:00 1.5 2.5 0.5 0.0 " ] }, "execution_count": 203, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 204, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 204, "metadata": {}, "output_type": "execute_result" } ], "source": [ "none_count = selection['cop'].isnull().sum()\n", "none_count" ] }, { "cell_type": "code", "execution_count": 205, "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": 205, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 206, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 207, "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": 208, "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": 210, "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": 212, "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": 213, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.898550724637682" ] }, "execution_count": 213, "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": 214, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-181331.99999999994" ] }, "execution_count": 214, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 215, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.345" ] }, "execution_count": 215, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 216, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-197325.99599999993" ] }, "execution_count": 216, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 217, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.6" ] }, "execution_count": 217, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 218, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.664410724677149" ] }, "execution_count": 218, "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": 219, "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
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" ], "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": 219, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 220, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 220, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['cop'].isnull().sum()" ] }, { "cell_type": "code", "execution_count": 221, "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": 222, "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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GFbzDd329DbzxF/nffUgtxzycLer/6CmZo5LL2c76+lGLnze7uZRYrejYWzvsvv/dBxX899WK7XOxEtsekS1HaO3OGTfH4YennarIoXdYL4AyDyuwfvo8pX1hpXtuwvHhLpk6QmuXTATdqGmBegmtPbEV1q1MlIwrOuYG64Sben8E5t4o3+LnFTnyn/U+VFePj9Da1dND52pEgNC6RiaKbrpWoNFD69CsH8v75Xx5ol8r8q2/1O1JO65dgHQMAUmE1h0vg2J2WpvQ+tqb7lBzc7NOOuFYDd9pmFWxufWxMe7eo5sVVC9d+oXuvOsfuuCc06zd23aovfceu2riSd+1rsndXZ0fcldq0RJaV0qWeutCIPTUWZLSnQZJ5R6o77O51nGE8e2PU3y3M8pdvavqI7Qufjr8H89W8F//p8hR9ynVbSPrvsbe1Z8pMu4OBZ/9eeb48BFXdFqx/4NpCj7/KyW2PNTa7Vmuhye+SuEpRym+53lKbHO4rGP2X/iNtfM6vvdF5WqmLuvxrlyk8MPftk5VMEe15z8Cb/9Tgbk3KHbgb5TY/KA2nya0du+SCD11juT1Kzr6Ous/v+EZZyu+9beU3OE7Cj90rKJjblRy4B7uHUCD9IzQukEmmmFWVKAeQmvz4j9zWx4Fuik65jqlAz0rauaWyj3RFWp64EjF9vmp9SJDHs4IEFo7406r9SVAaF1f88loqi/QyKG1OSnN/J89Mu5PCr70+8z/40ddXf1JoEUEGkTA3gm85NOl1ojNLXlPP+VE3X7n3frvvLeyCpdceJYVuJrgdPI992fLmsA1HAplQ+4R++6tf059VIM2HmAdnz3locc1c/Ycq3zPnj106UXnZndu57dtyphg1z7Wu6O2Opua9nYo59522O6XqcPsgD7p+AnZIDk/qG/vOhModyW0PvjA/fT6W2/r1JNPsALqR554SpsO2lgL3v/ACq0jkagVbp/yve9YPqaNN99+V4sWL9HpPzgLpLR+AAAgAElEQVTRCrJN0L3JoIGWjx1gd29q0vMvzbVI7Dkq59IltC6nJnXVnYC5j1340e8pOuoPSm6yb8XHZx/XHN/jR4rv8O2Kt+d0A4TWXZuB8EPfUarf9taxlZ41SxU95HYrrM6eDpB/fHhOM/7/Pargi79VfMgxiu91Ydc60MlVgdfukP/DaUoMGa/Aq7cpPuzEun/xRbkQgy/9Tt7P5ipyVOaXMPsReO2P8r9zn2Kjrm73/siE1uWagfLX41v6ikxwbb7W/K/eqsS2Rym+xzlWQ+YEAm/zYnZbl5+96BoJrYsm4wIE1hGo9dDas3qpQjPOVrrHJpnb8vjDDTXLgVdukn/hLLWMf7Chxu2mwRJau2k26EutChBa1+rM0W+3CDRqaB189lL5lv5X0UNvV6rnpjK3aww/cYoi3/qzUn23d8v00A8EShLwNH8q7+pPS6qjKxenum+sdI+N17k0Nwg1n3zw0Sc18oB9tWLFynWOB88Pa821Xy5blt0pbI67zt0ZbEJpsyP46MMPtdrNLW8+Nvee3rBvX2sncX7YbELZGbOezd43Or+fHRnk12P6fPMdk7Nhual38ZLPrDZz3zf15X7c2XVdCa1NGD1j9hztudvOWvLZ5xo0sL/1NvdI8Nwxmvd3Gra9Xp77mo745lgNGLCR5TVu9EFtXjxgB9XF9KmY9UNoXYwWZRtSIPjClfJ98oJ1PztPKimlEtl/nvTa9zPPJ2U9l4x22Sq2388bZpcDoXXXlom9UzrVc5NsYG3XlDk+fMt2d1AHFkxV4OU/KL7Dd7PBWdd60PFV5ljNpgeOto4tj+9+puJD/1+5m6jb+jyRZWp6cIKSG+8lxZrlXfauzH010/4mRQ+5pcP/LBFau3tJhJ+YKO9X860XIpkXJNmP7O760ddn5pyHYwKE1o7R03AdCbgptPa/94h8H0yTJxGxfh/xJO23Uevjjh6JwaMUO+DKOpqVwoeS2W19lGJ7X6TE1t8s/EJKlk2A0LpslFTUwAKE1g08+Qy9LAJdCa3NpojEsOOV6jW4LH2odiXB566Qb8mLmcA6ZwzmqHDzMJuYeCBQDwKB1ycpMO/PVR9KfPgPFN95Ypt27YDXDo5zP9ne8eAmSDUP+7jq3DLm+fXdAzs3WM0PxXPDZhOam4B2+I5Ds7uuzbXTZj7T5r7Q7SHmh9bt9dk+htv0wX4/HA61CYU7u27hx4s0+e9TsoF6Z5NpHw9uQmvzMPX236ifteM6/4hvOzT/f98Zr7/9Y6omHPUtmXtXm8fQIdu2OT4896hwe6d77vHi5VpghNblkqSeuhUwu1mDcy6TPH7JF1TaF5S8QcnnV9oXknwByROUAiHJG8j884WUNs9bZQOZa1qvy7yf+Vy6taxVl6nT31S3ju0NjNC669Mdfvi7io34xTpBpr1b3+zWNaG2/Qi8fZ8Cc69XfMeTFN/1h11vuIArA//9k9K9N7OOH+dRnEBgwQPyLpqj1AZbK91nS6V6b6VUn6063fFFaF2ccbVL+z6ZI//8fyo69uZ1mjbH9HtXfKTIN++sdrdoL0eA0JrlgEDpAm4JrQPzJinw+p+V2nCo0uF+Sge6Kx3sIQV7SsHuSgd6SOa5cG/rRWH2c6Zco/0enj/rgVdulX/hDHZbl/7l0KUaCK27xMZFCLQRILRmQSBQmkCxobU5Rtv/3kOKDxmv+F6ZkLeWHuZ2dr5Fzyp66G3W5o/ch3fZOwo//gPrZLTUhpl7wfJAoJYF3LbTOv+Ibvt47o5Ca/t4ajMH+YFse6F17hHb5hr7eO7cwNgcfd1eaJ17PLm51hxdbh9H3tEaaC+0to8nt6+x+5AbVPfp3btNKGzC5Y6u62po3d5u6dyd1sbcBM/HHDlOzz7/byvYXvDu//SfV1+3dmjnhvaE1rX8XYC+I4BAQQKE1gUxtV8o0dLhH1dNoJ3aaCfF9v2ZdW1g/j0KvHKL4ruepviO3y+hUS51owChtRtnJa9PHXy9elctztzbukq3oKgBKUe6SGjtCDuN1pmAG0Jrs9PH3AYlvvs5ig/9bp0JV3441m7r+8Ypts/FSmx7ROUbpIU2AoTWLAgEShcgtC7dkBoaW6CY0Nqc4ud//0kldvi2/O8/poi5bV07RwC7VTTw76vl/3CmoofeolSfbdrtprnPtZIxRUdf79Zh0C8E6kJgfTuni91pnX/EdrE7re2jsIvBbS+0zg3a8+uydzebMuZh30+7s+PIizmKOzfYN/eqzn3kB8922V13HqZwU9jqi3nu9j/frc02GaS+G/Rpc7/v9gLvC845zbr/dbke7LQulyT1IIBA0QKE1kWTFXSB/8MnZY44Mvcl9L//uMyuo/juZys+9PiCrqdQbQkQWtfWfOX31tyCwrvsPUUOm1zbA6nh3hNa1/Dk0XXXCDgdWoeevkC+JS9Zx3ubY755dE0g8Opt1u+OLcc+1rUKuKrLAoTWXabjQgSyAoTWLAYEShMoNLQ2p/j533s8E/husJ3CT56mVLf+NXOblUxgPSOzw7rP1h2ieZe/q/Bj31dk3CTrFB8eCCBQHgET8E6bPkvjDhkl+4hpe7d07969dMVV1+mk4ydY91A2j/wQOv+e1vk7rfPD3dz7VNu7nO0jwE1gbu6JPf6IcVYwm39P6/y+diSwvntam+vs+3abcNcOitPptHXsuR0s548197qu7rReX2ht2rB3eNv3qrbHY3ad28+Zcuy0Ls/XALUggICLBQitKzc5TVOPljw+eZqXKL7n+Ypvf2zlGqNmRwUIrR3lL7lxc0RT04PHKDryd0puOqLk+qigeAFC6+LNuAKBfAGnQmtPvFnBWT+Wd9n/FBv1eyUH7MbklCDgia1Q+IHx1osdE9sdXUJNXFqsAKF1sWKUR2BdAUJrVgUCpQm0F1p7V32itMdr3dbKu/w9eZZ/KN/iFxQde2P2dnXer+Yr/MRERQ69Q6mNdiytExW+2nqB3oIHMv3vt/4gOvTMxVKsud3bfVW4q1SPQF0L5B+DnR+MTr7nfmv89vMmLLWfyz2uu73jxHMDV1PHtltvqdVr1mTvBW0H1atWNWu7bbay2jFHY9sheW5b5nP20eWdTUh+aG3K5h9RPnrkiOx9uc3nc8N3E97bj46uq9ROa9OuGfPUR6bp0ovOzQbo+QG+XY6d1nX9pcngEECA0LpyayDw7oMyrx41R4Qntj6scg1Rs+MChNaOT0HJHTD30vJ+9Y4ih99Vcl1UULwAoXXxZlyBQL6AE6G1p+UrhWaeJ/PW+sNjB0c7MlvFCQRe+6N1zGfLhEeLu5DSJQkQWpfEx8UIWAKE1iwEBEoTyA+tfZ+/rtDT50mJiFWx2VWd6rOlEttPWOc+z8E5P5d31RJFvnlnaZ2o4NWB1/8s/1v3KDrmxoLvU+39+n2FHz3RCq15cWQFJ4eqEXBIoLNjtB3qEs1K4nhwlgECCDgmQGhdWXpzX8fENodXthFqd1yA0NrxKSi5A57VS2VOR4gd+GslNh9Zcn1UUJwAoXVxXpRGoD2BaofW5pSK8PQzlPYFFB19Y03dQ9HtK8jsXg9POUqJXX/IST1VnCxC6ypi01TdChBa1+3UMrAqCeSG1nZgney7nXV6X6rvkE574Vm1WE0PHavYiMuV2GJslXpceDOBt+5W4PW/KHrw9Ur237nwCyUF//UzeSLLFD3k9qKuozACCLhTIH8nde4u7456nH9NbrmePXu02aFc6VGboN0cob7k06XtNpW/o7vS/alE/YTWlVClTgQQKEiA0LogJgoh0KkAoXV9LJDgS7+T9/M3FDnib/UxoBoaBaF1DU0WXXWtQDVDaxOqhqafLXn9io6+Rulgb9e61GrHAvMmyf/ug2oZP1XyrT2qrlbHUwv9JrSuhVmij24XILR2+wzRP7cL2KF108oFCs38kVL9hig66lrJHy6o64G5N8i/cJZajrrPVb8/BN6+T4HXblP04Gu6tFs6u9t6zA1KDtyzIAsKIYAAAgh0XYDQuut2XIkAAiUKEFqXCMjlCEgitK6PZZDdbT3iCiW2GF0fg6qRURBa18hE0U1XC1QttE60KDzjHCmVVHTsLUoHurnapVY7l91tvctExXf4Tq0Oo6b6TWhdU9NFZ10qQGjt0omhWzUjYELrbiveUY9nLlCq77bWruRCA2szSE98lcIPHKPEjicovuNJrhh3YMEDCrxyU2tgvXuX+xR89lJ5Vy9VZNyfulwHFyKAAAIIFCZAaF2YE6UQQKACAoTWFUClyoYTILSunykPvPwH+T59RZEj762fQdXASAita2CS6KLrBaoSWiciCj19vjyJiKJjb1I60MP1LrXcwcAbf5H/7fvUMv7Bov5gXctjdrLvhNZO6tN2vQgQWtfLTDIOpwQin/xXGzx7QWaH9cHXdennf2D+vQrM+5OiB/1W8gbaGYpHaX/IqjvtC2d2ZPtDXfq9zvvlfPkWPSdPy5fW8d2e6NfyrPnC+pf7sHZYD/pGSazeFR8q/MgJih58rZKD9impLi5GAAEEEOhcgNCaFYIAAo4JEFo7Rk/DdSRAaF0/k2n+s9005QjX3gesfqTbjoTQul5nlnFVU6AaoXVoxrnyRJYresjNHAlehcn1JFYrPGW8Ejt/T/GhJ1ShxcZugtC6seef0ZdHgNC6PI7U0pgCJgAOzThHyT7bKDbG7LBu6jJE6OkL5YmtkBJRKRmxXnBo3jcnuXT2aDnuCaVDfQpq17fkRYWe+ZnMPbfT3QcoHd5AaupnvU039c28DfezPleuR3DOL+Rd9Yki37yzXFVSDwIIIIBAOwKE1iwLBBBwTIDQ2jF6Gq4jAULrOppMSdZu6yX/VuSo++trYC4eDaG1iyeHrtWMQKVD69DTF8jT/Kmih95W8B8zawbPxR21dlvP/6ci46dyFHuF54nQusLAVN8QAoTWDTHNDLICApnA+lzFe2+tNQf9QcFuPSvQytoqrfDahNgmzE6aQDui0JzLlBg8WvHdzlhv2/4Ppyv43C+tsvFhJ663fLkKeFcuUvjhbys66molN9mvXNVSDwIIIIBAngChNUsCAQQcEyC0doyehutIgNC6jibT3Aes5Ss1TTlcsf1+rsRW4+prcC4dDaG1SyeGbtWUQCVD69AzF8u77F3rHoLppn415VLrnfXE1yj8wFGuujdlrZt21H9C63qdWcZVTQFC62pq01a9CHiXLVDoqXOU7r25vtz/WgWCTQqF2jvWu7Ij9r//hAIvX6PIhIeUDnQcmgcWTFHg5WsV3/sixbc7urKdaqf24JzLZY4Kjxw2uept0yACCCDQKAKE1o0y04wTARcKEFq7cFLoUs0JEFrX3JStt8OB/1wn/8f/UssxD623LAVKFyC0Lt2QGhCoVGgdnPNz+T5/PRNYd+sPtAMCgbfulv+NuxU5xvwRuZsDPWiMJgmtG2OeGWVlBQitK+tL7fUnkBtYR0ffqJVxn4I+ryOhtdFtmnq0Elt9U/FdTm0XO/DaHQq8+VfF9v+FElse4siEeFctVvihYxU96ColNzvAkT7QKAIIIFDvAoTW9T7DjA8BFwsQWrt4cuhazQgQWtfMVBXcUWu39YPHKLbXhUpsc3jB11GwawKE1l1z4yoEcgUqEVqbYx99S19V5JDble6xMeAOCVi7raeOV2KH4xTf+QcO9aL+myW0rv85ZoSVFyC0rrwxLdSPQH5gbV6YtmpN1NHQ2v/ewwrMvVGRCY+u80K54Iu/lf9/j7oiLA4+d4W8X72tyJH31s+CYCQIIICAiwQIrV00GXQFgUYTILRutBlnvJUQILSuhKrzdQbm3iD/wtnstq7CVBBaVwGZJupeoNyhtfnDpO+T5zM7rAmsHV8/gfn3yD/vz4pMeFjpQA/H+1OPHSC0rsdZZUzVFiC0rrY47dWqQHuBtRmL06G16YO5VVZi+2MU3/H7Wd7gM5fIv+SlzL2kB+7hOLu92zp2wJVKDB7leH/oAAK1KDBtxmzNe3O+zjtzosKhUMWGUK12yj2Ar1es1BVXXaf+/TdsY7Tw40905dU3auutBlvPL3j3f5r89ym67OLz1ad3L6sbkyZnXlAz8aTvWm9NXdfedIdO+d53NHjzTcvd1YrUR2hdEVYqRQCBQgQIrQtRogwCnQsQWtfnCvFEV6jpgSMV2/M8JbY9qj4H6ZJREVq7ZCLoRk0LlDO0tgLrRc8qOu5PSvWsjf9U1/TkFdL5ZFRNU45UYsgxHR7ZWUg1lOlYgNCa1YFA6QKE1qUbUkP9C3i/fl+hJ8+w7mFtjgTPvfWHG0Jrc89q/2t3qGXCI5LSCs26SN6vFig65nqlNhzmmgkKvnClvF+8xW5r18wIHak1gWqFydVqp9z+dtDc3Nysk044VsN3ynz/M4G0Ca679+hmhdaRSLRNIN1e2D3vjbfWCbbL3d9y10doXW5R6kMAgYIFCK0LpqIgAh0KEFrX7+IIzL1J/g+nq+XYx+p3kC4YGaG1CyaBLtS8QLlC68DL18j/4QxFx/1RqV6Da96lngYQmH+v/PMmsdu6QpNKaF0hWKptKAFC64aabgbbBQErsJ5+ltK9Nl0nsDbVuSG0Nv1oum+c9cJt3+IX5Vn9maKH3KxUn226MOLKXeJZvdS6B3dsxC+V2GJM5RqiZgTqUMDeLbxqVbM1ukEbD8juFDah7MzZc6znR48ckd0tvD6G/DrNtWNGjrB2Jee3Y+oyu5iXfLrUqvaSC8/KhsJ2yN29qUnPvzTX6kN+Pfn9MtdMvuf+bBdzxxOJRnX9rZP033lvWZ83AfS4MSPXN5zs7uiDD9xPr7/1tk49+QQtXfqFHnniKW06aGMteP8DK7Q2D1P/uNEHWWMwDjNmz1FLS4uO+OZYa2e16d/iJZ8VbLnezlWhAKF1FZBpAgEE2hcgtGZlIFC6AKF16YZurSGz2/ooxXc/W/Ehx7i1mzXfL0Lrmp9CBuACgXKE1oHX/ij/ggcUHXuTUn2HuGBUdKGNgNltPXW8kpsdqOSWoyWPT6mmDZXuuQlQZRAgtC4DIlU0vAChdcMvAQA6EfAuf0+hp87JBNZjblDa332d0m4JrQNv/1PmdlnpbhspOuZmpXpt5sq5Db7wG3m/eIPd1q6cHTqVL/DZiqg+WxmtOszAXiEN7L3u8d/t7YDOfc501ISxG/btu96w1Q6G7eDWfDxt+iyNO2SUZj/7QptjyO2yw3ccaoXHdth99mknWaGvHUDnBtn/mvOithi8mRUA55c3u5hvvmOyLr3oXOvzubuaw+FQmzEUc0x3blkTQu+5285a8tnnGjSwv/U292j13FDavG8eJqQ215gxmRcCbDJoYEFhedUXSAcNElq7ZSboBwINKEBo3YCTzpDLLkBoXXZSV1UYeOVW+T+cppYJj7qqX/XUGULreppNxuKUQKmhdeDNv8r/xt2KjrnRVUc/OuXp1nb97z8h/7tT5Vm1WOaFVeaR2mA7RQ77q1u7XDP9IrSumamioy4WILR28eTQNUcFsjuse26SCawDPdrtj1tCayUiCj1zsWL7Xap004aO2nXWuNkFbl7QF9v/F0pseYhr+0nHEDACf31+ke56flHVMb6332b6/n7rvvAkP7TOD5NNRws91to+EnvMqAPWCWbz2zGh8w23TtKPzpyYvb9z7j2g13eceH4/8+8fndvnFStWtttWIQFybmhtLEw7/TfqZ+24zg/iTZvTZj5j7bx+4OEntP8+e+rrFSv0n1df14SjvlVz97M24yW0rvqXKg0igIAtQGjNWkCgdAFC69IN3VyDtdt66tGK73K64jsc5+au1mzfCK1rdurouIsESgmtzbHTgf/eoejoG5Tsv7OLRkVXOhVIROT76h2FnjpT0dHXKbnx3oCVIEBoXQIelyLQKkBozVJAYF2BbGDdY5CiY809rNsPrM2Vrgmta2gigy/9Tt7P5ipy1NqjgWuo+3S1gQTcvtM6f7e0mRoTMN951z90wTmnqU/vXp3OVv7x4PZO6fZC6/w683cq5+5iNo3mH/FtnrOP+c7fxZwfWuceT24PoJAjwnND6wEDNmpzBHj+mOyyxxw5zgqvT//BiTKBuTlKfOzBB+qefz5YkKGbvhwIrd00G/QFgQYTILRusAlnuBURILSuCKurKg28drv87z6klgkPS751j1VyVWdrsDOE1jU4aXTZdQJdDa0DC6Yo8MrN1n0VCaxdN60FdSj43OXyNi9R5NA7CipPofYFCK1ZGQiULkBoXbohNdSXgHflQoWm/VDpHhtbt1/pLLA2Iye0Ln7+s/e23vdSJbb+ZvEVcAUCDSpQzp3W+YS5wfGLL7/S5ijtYnda24G1fUx5sTutCw3d88fQ2VHiHdkN2XorrYlEdMJxR1tB+5/+co91/+uvln+93iPW3bYMCa3dNiP0B4EGEiC0bqDJZqgVEyC0rhitayr2xJsVnnKkEsMnKj70u67pV710hNC6XmaScTgp0JXQ2v/eIwq+dJX1R9TkgN2d7D5tlyDgXblI4Ye/rejYW5UcsEsJNTX2pYTWjT3/jL48AoTW5XGklvoQsALrJ09XuvvAggJrM2pC667NfeDfV8v/yfNqOeahrlXAVQg0oEB7R3+bMHbGrGd12cXnK/9+0J0RmYDXHJl99OGHWsVy61748SJN/vsUq06zWzs/hG7vnta5O63zQ+r8o8jzx2F2Xs9/590Ox2Da+2jhIh044hudznoxobWpyL4Xd+4ubtOXmbPnZHeF19IyI7Rez2yZhffba27Jltpl+DDrfPhwiJ1OtbTQ6as7BQit3Tkv9Kq2BAita2u+utrbwGt3yP/O/Ur127ZtFd6Q0qEeUqC70oGeSuxwnNLdNupqMw15HaF1Q047gy6zQLGhtf+DaQo+/ytFR12t5Cb7lbk3VFdtgeC//k+e+GpFR19f7abrpj1C67qZSgbioAChtYP4NO0qAe/KjxR68ozWwNocCd6zoP4RWhfEtE4hT8uXappyhFJ9hygdaJL83ZTqPkDJHY5TqtfgrlXKVQjUuUDukduDNh6QDZXtoNUMf/TIEQXtEM4/vrtnzx669KJzrXtWt9eOqfuKq67Tkk+XWsr2UeLm/fbuaZ2bD5q6e3bvpjEHH5i9f3Z+n79ctiybH3bWt86muNjQ2u5j7ljMczffMTlrUUtLitB6PbNlFuqggf01fKdh67wSo5Ymmr4i4EYBQms3zgp9qjUBQutam7Gu9dcTXyPvsnekWLM81r9VUny1FFspT3SVFRZ4v3hTiS0OVnzP87vWSINeRWjdoBPPsMsqUExo7X//cQVf+LVi+/9CiS0PKWs/qMwZAe/ydxV+7PuKfHOSUv2GOtOJGm+V0LrGJ5Duu0KA0NoV00AnHBbI7LA+Q+lu/RU9xBwJXlhgbbpNaN31yfMuWyDvqsXyrF4iz8pP5FvysnXrm9j+l3e9Uq5EAIGaE8i9P3bNdd5FHSa0LnIy2nu1RZFVUBwBBFoFCK1ZCgiULkBoXbphvdTg//gZBf/1M7VMeFTppn71MqyKj4PQuuLENNAAAoWG1v6PZio45zLFdzhO8T3OawCZxhliaNaPJY9X0ZG/b5xBl3GkhNZlxKSqhhUgtG7YqWfgrQLZI8GbNlT0kJuVDvYuyobQuiiuTgv7Pn1ZoZnnqWX8g0p3H1C+iqkJgQYUsI++bm/oubuqnaCxjwu3d20Xekpz7u7s/H7n7jx3YkxuaJPQushZMAvKPCaexD0li6SjOALrCBBasygQKF2A0Lp0w3qqIfzwd5UcuJvie19UT8Oq6FgIrSvKS+UNIlBIaO1b9KxCz1ys+HZH8z2qDteF2WEUfvxkRY74m1K9t6rDEVZ2SITWlfWl9sYQILRujHlmlO0LeFd9otC0U5XuYmBtaiW0Lu/qMqfQpPpup9i+PytvxdSGAAII1LkAoXURE9zeDeJbovEiaqAoAgjkCqTTUks0pm7hIDAIINBFgVgsIZ/Pa/3jgUBw8XPq+fz/aflh9ynVjVd0F7IiksmU4omUwiF/IcUpgwAC7Qi0RGIKhwLyeDzt+gQ/fVE951ysyNZHavXuF2BYpwK9njlfqWAvNe/7yzodYeWGFY+nlFZawYCvco1QMwJ1LrBmTUzduvG3hTqfZobXjoCvebF6PX22UuE+WjnyBqWDvbrkFI0l5fN65Pfzt4UuAeZdFFzygno+dwn/Ny8HZg3V0RQK1FBv6SoC7hQgtC5wXjq6cfnqNdECa6AYAgjkC6TTaUViCfEDnbWBQNcF4smkvB6PfF7+Y9l1xfq6coOZExXfYIiad2e3dSEzm0qlFE+mFAoQWhfiRRkE2hOIxhMK+H3Wz6P8R/DzV9R7zo8VGTxOq/b4CYB1LBD84r/q/ez5WnbI3Ur22LSOR1r+oZnf55ROK+DnZ1H5damxUQRazN8WgnwNNcp8M86MgG/1YvWZfa5SoT5aceB11ovHuvqIJRLymb8t+HgBVVcN86/b4KnvK77RcDXven65qqQelwt07xZyeQ/pHgLuFyC0LmCOOgqsC7iUIggg0IkAx4OzPBAoXYDjwUs3rLcafJ88p9Dsn3D/rAInluPBC4SiGAKdCHR0PLhv6X8Vevo8JbYYo9i+/4dhAwiEnzxNqR6bKrb/ZQ0w2vINkePBy2dJTY0rwPHgjTv3jTpy60jwJ09XOrxBl+5hne/G8eDlX0n+hbMUfPZStUx4VOmmfuVvgBoRQACBOhQgtF7PpLZ3JHgdrgOGhIAjAoTWjrDTaJ0JEFrX2YSWaTjhx05Squ+2iu17aZlqrN9qCK3rd24ZWfUE2gutvV++pfCMc5TY9ADFRlxevc7QkqMCviUvKvT0hWoZP1Xp7gMd7UstNU5oXUuzRV/dKkBo7daZoV+VEPA0f6qwuYd1sKei425XOti75GYIrUsmbLeC8EPHKrnp/orv8aPKNECtCCCAQJ0JEFqvZ0InTb5XM2fPaVOqZ2YaCnMAACAASURBVM8euvSiczV4c448q7OvB4ZTZQFC6yqD01xdChBa1+W0ljwo3+IXFJr1Y0WOul+pnpuUXF89V0BoXc+zy9iqJZAfWnuXvaPQ9LOUHLSPYgf+ulrdoB2XCIQfOUGp/jsrts9PXdIj93eD0Nr9c0QP3S9AaO3+OaKH5RGwAuvppyvt76boobcpHepTlooJrcvCuE4l/g+nK/jiVWo55iGlQ6W/uKAyvaRWBBBAwD0ChNbumQt6gkDDCRBaN9yUM+AKCBBaVwC1Tqq0dlv32Uqx/X9RJyOqzDAIrSvjSq2NJZAbWnu//p9CT56p5MZ7Elg31jLIjta36F8KPXMJR2EWMf+E1kVgURSBDgQIrVkajSBQqcDa2BFaV24FNU09WonBYxTf/czKNULNCCCAQJ0IEFrXyUQyDARqUYDQuhZnjT67TYDQ2m0z4p7++Ja8pNDTF7Dbej1TQmjtnjVLT2pXwA6tA82LFZp2qrXLNjry97U7IHpeskD4oeOU3OQbiu95fsl1NUIFhNaNMMuMsdIChNaVFqZ+pwUqGVgTWld2dv3/e1SB/1yvyISHlA70rGxj1I5AjQjYJxwP2niALrv4fPXp3atGek43Ky1AaF1pYepHAIEOBQitWRwIlC5AaF26YT3XEJ42Uakemyg24pf1PMySxkZoXRIfFyNgCZjQuo93ubpNP0OpfjsQWLMu5P/wKQVf/C1HYRa4FgitC4SiGAKdCBBaszzqWaDSgbWxY6d1ZVdQ05TDldjmCMV3ObWyDVE7AjUgMO+NtzT571NcH1Yv/PgT3XDrJP3ozIk1davgSDSq62+dpM8//7KN8dcrVuqKq66zVoh5oYB5mI9POn6Chu80zPq4vbkxLzDYZNBAjRszsiqri9C6Ksw0ggAC7QkQWrMuEChdgNC6dMN6rsH36csKzTxPkSP/rlSvLep5qF0eG6F1l+m4EIGswMrPPlT/589XuveWio7O/CeYBwLWUZhbjFV8tzPAWI8AoTVLBIHSBQitSzekBncKeNZ8rvC0U8t+D+v80RJaV3b+Awumyv/qLYpMeFTpQLfKNkbtCLhcYNqM2Zr35nydd+ZEhUMh1/a21kPr1c1rtO8+e2TDZuP+wktztXrNmmyYnR9Im4//Pfc1XXrRuVZQbwfducF2pSeM0LrSwtSPAAIdChBaszgQKF2A0Lp0w3qvwfyBI9V9gGIHXOnoUANv3S35m5TqMUjpHhsr1X1jyR92tE+m8VoLrT3xNfK/80/J45G8IckXUNqXeStvUGlfUDL/su8HrI/T3tbnTXnzvgvsHZ98OlAWAU/LVwo8carUZ7BiBxNYlwW1TioxR2EG/3NdZrd1kOP+OptWQus6WfQMw1EBQmtH+Wm8QgJWYP3k6dbv79Fxtysd6lOhlthpXTHYnIqb7j9MiR0mKL7j96vRHG0g4EoBE5xOvuf+bN9GjxyhMSNHWDuaR+y7t/459VHZR4avWLFSV159o1atalbPnj3WCVKHbr+dZs6eY9W1y/BhOvqwQ/WHG/9olTcfFxqK28Hskk+XZus6/ZQTdfudd+u/897K9vWSC8+ydiTnjiG3HTvkzh3HeWdN1PW3TFJu3bn9MtfYY7QbstsxH3fUVmeTa++0/sYeu+nFua/q9B+caBW//c93yzz38BNPZUNrU//iJZ9p4knflbnub/+YqqamsPpu0McKu03/7rzrH7rgnNOqdoQ7obUrv3TpFAKNIUBo3RjzzCgrK0BoXVnfeqjd99l/FJrxI0UOv1upPltXfUgmZA3O/ol8S19t03Y60EMtEx5xPDytpdDaE1+l0Izz5IksU7qpn5RMSMmoPKmYlDT/4pn3E5H1zrP5g1fLcU+stxwFEOhMwBNZrtD00xULbqT4ITfK5/UChkAbAWu39TaHK77zD5DpRIDQmuWBQOkChNalG1KDuwTMCwPDT56mtCeg6CG3ZH7/r+CDndYVxG2tOvD2P+R//a/WC/p4EXHlvWlhrcCnLV/ps5avqk4ysKmfNm7ne1f+Tms7uN17j12t8NQ88nf4mmOrb75jshVc9+7dyzrW2oTWprxdtn//Da2gOhKJrnPsdWeDz99t/OCjT2rkAfvKhOb5x4PnH59trv1y2TKr3aVLv7AC6NxxmPLmYcJuu59jRh1gBcIdfWzvajZOM2Y92+Gu6I7GZIfW40YfpCWffW4VGzSwv/W+eZt7NHtuKG3G+8gTT2mvPXbVG2+9Y9ma/k+b+UzBLwAoxyIjtC6HInUggECXBAitu8TGRQi0ESC0ZkEUImBCpXS4r2IH/qaQ4mUr44mtUGjG+VaIGh17U/YPLd6VCxV68nQldvq+4jt8u2ztdaWiWgmtPbGV1osPlE5lLAvYtWheMKBUPBNsJ+NSKmqF255EVMFnf674rj9UYutvdYWNaxCQJ7pCoSfPsL6ul+7xS/Xs04fQmnWxjoB1FOZrf1TkmAc5CrOT9UFozRcPAqULEFqXbkgN7hHIHAl+mtL+kKJjb614YG1GTmhdhflPRGS9oG/H7yk+NBPM8UCgGgJ/fu9R/eXdx6rRVJs2Tt7uMP1g28PXabe90Hp94bAdxA7fcai+sdfubULp3M+ZMDj/484GbpfdsG/fbGBul2/veHATUpuHHa7nljHPr+8e2LnX5wfguUH9kO22se5LbcZr30u60AA5N7QevPlmuvamO9Ste5O143rhx4vahNamTfP5U773HX29YoUVbBtfsyvblJ/y0ONVvZ+1MSS0rvqXKg0igIAtQGjNWkCgdAFC69ING6EGs8s59NTZihz2V6U22K4qQzY7A0xYLl9Y0bE3Kx3q3abdwPx75H/jbrVMeFgyx1s79KiF0NoKB6efKXn9BQfW6+MMLHhA/ldvV+SYBwoKwNdXH59vLAFPvDkTWAe7K3rw9Vq+OqlePZsIrRtrGRQ82qb7xikx7HjFh2WOpeOxrgChNasCgdIFCK1LN6QGdwjYO6xNbyKH3lGVwNq0RWhdnfkPvHmX/PPvVcv4B9ltXR1yWpFUCzut2wut83f42juiyxlamwWSfzz4SSccmz0aO79f+buyc0NfU1d7obW5xj7G3JQxR6K3t4u5vdA693hyc20hx57nhtZmh3dun/ODclOn/XlzTPieu+0sE5j/6S/3aOzBB+rBx56U2bFt6qnWg9C6WtK0gwAC6wgQWrMoEChdgNC6dMNGqcEKkIO9FB35+4oP2bvyY4VmnKN09wGKjr5OaX/3ddvMvsr8RMWHHl/xPnXUgNtDa+v45afOtoL96NgblA70LJtV+KHjlNx0P8X3+FHZ6my4ihIRedIpSSkpnZTSaSll3pqPM/+sz5vPmTJtPpcp77Gfy9bRtpzHXJuy60i31rv2OY9p02q7tU3llLeeS5d9WnyLnlM6EFbU3MPa36TlK1YTWpdduX4qDMy/V/437+KPs51MKaF1/ax3RuKcAKG1c/a0XD4BT/Rr64WBnmRUkUNvV7pb//JVvp6aCK2rQ+1JrFZ4yngldj1V8SETqtMorSDgMgE37bTOp1nfzulid1rnHh8eDoWsgNg87NA696ju9kLrrgTG+aF17hjbC63NfPzv/Q/V1NSkCUd9y7p3tXlu2fKvtWjxEmvHtXmuWg9C62pJ0w4CCKwjQGjNokCgdAFC69ING6UG3+fzFJp+hiLf+otSfYdUbNjeZQusY6xNG9GRv+v01ePWbus3/+ZokOHm0DqzW/0syexmHWMC6x5lnTffomcVeuZiRY66T6mem5a17nqtLPD2fQrMvb7yw/MFJY9XaXmtt9l/Xl/Oxz6lrc+1fc4qa+4tba63P59bT04daXOtdR9qU4ente7Mc9bnsm3b77e+9QeV2P7b2eOeCa0rvyRqugXzIqUHjlJi+CmKb39sTQ+lUp0ntK6ULPU2kgChdfVm27v8XYWeOlfm9jXmvrxpb1DyBSRfsPX9zMdp8/uM9blg6/utZeznA02KD59YvY67vCXrdkDTz7JuwWIF1j0GVbXHhNbV4w7MmyT/e4+oZcIj1WuUlhBwkUAhoXX+/Z7bu6e1fe/nUo8HnzZ9lsYdMkomVM4Nre17Z9vtGMLcfgzefFMrhM69p3V7O7PNdSakzj+KvL37dv/2mlt0yYVnWTub8+9pba7P7WtHU1psaG3fU3zrrQZn711txmn6UsjO7nIvLULrcotSHwIIFCxAaF0wFQUR6FCA0JrFUYxA6KlzrD8aRQ++ppjLCi7rW/qagrMuUnLQXoXdP9sFu63dGlp71nyh0FNnSaFemcC6vd3qBc9MxwWtHfihPooedFUZaqvvKoIv/Eb+hTMV2/sipbtvnAmFrQDYhL25Aa8dMrcTKueWV2uo7A/XPByhdc1PYcUHEHhzsvzvTFHLhEcr3lYtNkBoXYuzRp/dJkBoXZ0Z8X45X6GZ5yk5eKSSWxwsJWPyJGNSKr72fevjqJRMSIlI6/Pm40w5q3wyJt8Xryu2x7lKbHtUdTrv4lbM7tvQ9HPkWf2Zoof+Ualem1W9t4TW1SM3L1AIP3C04tb6P7J6DdMSAi4RKCS0Nl21w9RVq5rVs2cPXXrRuTJBcX7YW0pobdrJP77bDo3N50xfJ99zvyWXGybbz+WGuu3dAzt/DD27d9PQHYZk74lth8OmflPXmtUt1v2lzTjz2zcf20eXdzaVxYbWtufQ7bfL9iv/RQPVXDqE1tXUpi0EEGgjQGjNgkCgdAFC69ING6kG80em8LSJioybpNSGQ8s6dN/i5xWadZESW4xVbMTlBdcdmP83+d/4myLjp2Z3bRZ8cRkKujG0Nn+sCk8/Q+lwX0XH3FRRF7MzPvz4yYqOvUXJAbuWQbT+qrDuKT77InlWLbZeQJDqs039DbLEERFalwjYAJd74msUnnI4f5ztYK4JrRvgi4AhVlyA0LrixLJObnr6fCW2GKPYNy4pucHA63fKv+BBtRz7WMl11XQFiYjCM86WZ+Unio67XaleWzgyHELr6rIHXr1N/o+eypw6xgMBBBBoDenvvOsfuuCc06p6HLfb8Amt3TYj9AeBBhIgtG6gyWaoFRMgtK4Ybd1WHJpxriSPFb6V6+H/YJqCz//K2iUR2+cnxVVr77Yedrziw04s7toylHZbaO1p/lTh6acr1X2gYgdfV9HA2uYLzrlM3hUfK3LYX8sgWl9VWMdfzrrIupd4dMz1SjdtWF8DLNNoCK3LBFnn1QReu0P+D6fxx9l25pnQus4XP8OrigChdWWZfZ++rNDsnyo+ZLziu59TlsYy9/Y9WoldT2vce/smItYLAbzL31f00FsdfXEkoXVZlnXBlZgXxprbp5j/Pye2GlfwdRREAIHiBHJ3Ord3ZSE7l4trsbjSubu8c3eTd1ZL7u7v/HKF1lFcL6tbmtC6ut60hgACOQKE1iwHBEoXILQu3bDRavB++ZbC005V9JDbley/c9HD98Sb5X/7PnmXvWv9M7uCzSO+40mK7/rDouszFwTm/13+N+5yZLe1m0Jr78pFCj11pnV/6ejB10r+pi55FnuRp3mJmh6coMTW38qEsulU5p/M26SUyrz1pNOZj+3PW2/TkuwyKXms5/LL2HWl5EmZz7VXT+t1SreWseuxy5q3mX55TL/MUZNVeiQ2P0jxfS+tygsIqjSksjdDaF120rqs0Prj7NSjM3+c3fLQuhxjVwdFaN1VOa5DYK0AoXXlVoNv0bMKPXOx9QLT+G5nlLWhwBt/kX/B1Ia9fURo5vnyfvGGomNvVKpfeU/CKnaiCK2LFSu9fGDuDfItfkGRI/9ZemXUgAACCNSJAKF1nUwkw0CgFgUIrWtx1uiz2wQIrd02I7XRH3MfOqUSio69uagOe1d9Yt2zWumEUhvtrPQG2yjVb3ul+m1X2j2XHdxt7ZbQ2rtyoULTz1Kq9+aKjjKBdXXvcxyYf4+8nzwvydyPOe8+zV6fiZIl637M3tYy5j7OrWW9mefS5m3uvZ2tunLKmPezZTyS2t4HOp1XX6as3V7mfauM6Uduf0yb5mOPfQ9pu2+tZa167XrsMnbfcutrbcPql0fyhYr6+mjkwoTWjTz7xY09MPem1j/O3lvchXVemtC6zieY4VVFgNC6Msz+j2bKnMoTH36K4jufUvZGrN3WDxyjxM4nK77Dt8tev5srNDvXfZ/9R5HRNyi10U6Od5XQuvpT4Gn5Sk1TDldsxC+tY/d5IIAAAghIhNasAgQQcEyA0NoxehquIwFC6zqazCoOxb63tQmtkwN2K6hl8weV4OyfKTVguKIH/rrsgV7grbvlf+NuRY55qKo7Wt0QWntXfJAJrPtspeioa6oeWBe0ACiEQCcChNYsj0IFrN3W941T7IArlRg8qtDL6r4coXXdTzEDrIIAoXX5kf0fTlfwuV8qvvvZig89vvwNtNYYePMu+d/6u1omPFz2/2NUrNMlVmx2rvuWvKTowdcrOWCXEmsrz+WE1uVxLLaWwL+vljl+P3LU/cVeSnkEEECgLgUIretyWhkUArUhQGhdG/NEL90tQGjt7vlxc+9CT18gT2ylIuMmrbebgbf/KXN0mfljlfmjVSUenvgahR84Solh31V8p5Mr0US7dTodWluB9bQzlOq7jaJjb6nauGkIgXIKEFqXU7P+6wq8/Af5PntNkSPuqf/BFjhCQusCoSiGQCcChNblXR7+9x9T8IXfKL7XBRW/33T2/wE7f7+i4Xh5hbpeW3DOz+X/6GlFx9yg5MA9u15Rma8ktC4zaIHVeVYvzdw+5cDfyNyWiAcCCCDQ6AKE1o2+Ahg/Ag4KEFo7iE/TdSNAaF03U1n1gXiXvaPw4z9QdPR1SvXeUp7IcpkdcJ41X8oTXSbFM/cM9nz9ofwfz1bsG5cosc3hFe1nZrf13xSZMLW048aL6KWTobV32QKFnjpHqX47KDrq9w2zs6SI6aFojQgQWtfIRLmkm/YfZ6OjrlZyk/1c0itnu0Fo7aw/rdeHAKF1+eYxMP9eBV65SfG9LlR8yDHlq7iTmgLz/yb/m/eoZfyDdX3qUPDF38r/v0cVHfl7JTfdvyq2hTZCaF2oVPnLmReIeJe9q8hhfy1/5dSIAAII1JgAoXWNTRjdRaCeBAit62k2GYtTAoTWTsnXR7uhWT+27i2a+0g39VM6tIHSTX2VDvVRumkDpTY7sCrH1lm7LKaOV2Lot6u229qp0Noc0W7uLW7uXxc9+Jr6WFCMomEFCK0bduq7PHDrj7Nff6DIN9d/2keXG6mhCwmta2iy6KprBQityzM1gdfvVGDenYrtc7ES2x5RnkoLqSURsXabJoYdr/iwEwu5oubKBF6+VoEFU1x7iwxCa+eWlHfVJwo/dJyio/6g5Cb7OtcRWkYAAQRcIEBo7YJJoAsINKoAoXWjzjzjLqcAoXU5NRuvLk/LV/KuWqx0uLfS4T5KB3s7jpDdbX3MA0oHelS8P06E1t4v3sgE1gN2tf4wwQOBWhcgtK71Gax+/7N/nHXZ0ajVl8i0SGjtlDzt1pMAoXXpsxmYe6MCb/9Dsf1+rsRW40qvsMgaAvP/Lv8bdykyfqrSgW5FXu3u4mbnutnBHtv/F0pseYgrO0to7ey0BOdcLu/KjxX51p+d7QitI4AAAg4LEFo7PAE0j0AjCxBaN/LsM/ZyCRBal0uSetwikL2nndltvfMpFe9WtUNrE1iHZ5yr5MDdCawrPrs0UC0BQutqSddXO+aPs56WzxUde2t9DawLoyG07gIalyCQJ0BoXdqSCL7wa/nff1yxEb9UYosxpVXW1auTUTVNObKqpy51tavFXBeYN0mB1/9c/d3rxXRSEqF1kWBlLp59Qd/o65XceK8y1051CLhLYNqM2Zr35nydd+ZEhUOhsnUuEo3q+lsnafiOQzVuzMiy1UtF1RUgtK6uN60hgECOAKE1ywGB0gUIrUs3pAb3CVi7rV+frMiEhyq+27qaobVv6SsKPf1jJQftrehBV7kPnh4h0EUBQusuwjX4Zd4VHyj8yP9T5NA/WrdKaOQHoXUjzz5jL5cAoXXXJYPP/0r+D6YpNuJXSmxxcNcrKsOVZqe3f96fFZnwoNL+7mWo0dkqzP9rAq/eVtX7g3d1xITWXZUr33XBf/2fPJGvFD3k9vJVSk0IuFCgHkLrSZPvtWQnnvTdgoTnvfGWfnvNLTrphGPbBOrGYvI992efz7dpL4hf+PEnuvOuf+iCc05Tn969Cmq/lgoRWtfSbNFXBOpMgNC6ziaU4TgiQGjtCDuNVlgge2/rLUcrNXhU8a15/Ep7/ZLXJ1lv/VL2Oft5n9Iev+LpgNZEE+rdI1x8OzlXeJo/lf9/j8kTWSZPZLkUWS7vmi8y7yej2ZKJLcYqNuLyktriYgTcJkBo7bYZqZ3+BJ+5RJ5ERNHR19VOpyvQU0LrCqBSZcMJuCm09i1+Qd6v3pF8AckbVNoXlHwh63fStN+8DUj+cOb3U38w87EvpLT1fMi6rlKBrXflQvnee1ze5e9affTEVlp9ie5/uZKbHeD8ujG7raeOV2K7oxUfPtH5/pTQg8A79yvwn+sU3/1sxYceX0JN1bmU0Lo6zp214l3+nsKPnaToIbcp2X+48x2iBwhUSKBSoXWFuttutV0JrU043aNHj2zY/PWKlbr2pjvU3NysMQcfaIXZ+YG0+fjKq2/U3nvsmg3I68Gvs7kitK7mSqYtBBBoI0BozYJAoHQBQuvSDanBnQL+9x6W78Pp8iTjUioppRKZf+mEPPb71ttk5rlES5cHkuixqWJH39fl681uwdCMH1n3BE/13lzp8AZStw2tt+lw39Z/Gyjdc5Mut8GFCLhZgNDazbPj7r55ly1Q+PGTrfs3pvpu7+7OVrB3hNYVxKXqhhFwS2gdeP1OBebdqeSAXeRJRKVkzHoBo8d6a/7F5UmsLmhe4rufo/jQwnZwFVKh+Z5r/c7aY2MlBwxXus/WSm2wtVL9hhZyedXKmLDX/9ofM7utAz2r1m45G/K/94iCL12l+C6nKr7TyeWsumJ1EVpXjLaoikOzLrK+V0TH3FDUdRRGoJYE7NC1e1OTnn9prtX1Sy48S8N3GiYT5F5x1XUa8Y299MSM2Vq1qlm7DB9W0FHi+buSS2knPxjODZMXfrzI2jVtPwrpn9lpPW3mMxqy9VYKN4WtgNq0EWmJaMH7H2SPNLeD7FO+9x0N3nxTmevefPtdLVq8RKf/4ERrZ7UJzDcZNLBuj0AntK6lr2b6ikCdCRBa19mEMhxHBAitHWGn0RoQMLu1JRN2rw28rbA73Rp+twbeyZaVanrhCiW+8VMlNj+o6JF5v5yv0Mzzldz0G4rtzw7qogG5oC4ECK3rYhodG0To6QskX7Chb5tAaO3Y8qPhOhJwPLRORBR8/gr5lvxHsVG/U3LAbuvXNWF2KiYlYlIqLo85nac12PYtnC3fkpcUGfenzK7sEh++pa8qOOsiJbccq9g+Py2xtspf3nT/YUpsc7jiu/6w8o2VuQX/h08q+NwVig87UfHdzihz7ZWrjtC6crbF1Oxd9o7Cj/9AkXGTlNrQXS8oKWYclHWXwIqFK7Ty4xVV71SvzXur9+De67RrH4ltB9UmmJ389ym67OLzrbImtO7ff0MrqDaPQu9T3V5obXY3d6WdzkJrOzg2fSvmeHATWp98wnH6yz33WW8fnTZTh48bbX2cex/u3FDavL/TsO318tzXdMQ3x2rAgI0sj3GjD7JC/np8EFrX46wyJgRqRIDQukYmim66WoDQ2tXTQ+dqQMDc09o37051/+gxtUx4tKgemz/+hZ6+UIktRiu27/8VdS2FEagnAULreprN6o/F+8UbCj/5Q0WO+JtSvbeqfgdc0CKhtQsmgS7UvICTobVn9VLrd0Kzgzo6+galem1euqc5JvvBY5XY+jDFdz2tpPp8i5+X2b0Z3+E4xfc4r6S6qnVxYMEU+V+9TZHxU5UOrRt4VKsfxbbj/2imgnMuU3zIMdZ9rGvpQWjtntkKzTzPup1AdNQf3NMpelLTAv+fvfMAc6Ja//832WSzy1KW3qSKIh2k2VBBUFFBBCyIiAWRCwj2q/dnubaLV69SVGxYsKHSFJWuKBaq9F5F6tJhl91kk03+/zPLLNkhyUz6zOQ7z+ODm5w55z2f90zOzHzP+57fX/oVf7z0W8L7cMn/XYZL/6/TWe2GEoRFYSFaD7y9b4koqzUddrBIayF+ZzgcpVJvq7WzYOEfWL1uQ0mEtzJtdyTpwYVoLWwRdf+xeDkuuagdOl9+yVmivOjv3n0HcMdtvfHZl9PQt9f1WLT0T4lj08bnmXo/a9FHitYJv1TZIAmQgEyAojXHAglET4CidfQMWUNqExCidUH+KVSf2x+eJjfD3XygJiC2v35E+q9PGy6CQlPnWIgEwiRA0TpMYCx+FgHH3OHwZVZGYafnUpIOReuUdDs7HWMCiRatrYfXI+3wBsB5HLYt0+ArWwuuq16Dz5Eds57Z/pqL9D/+g4Jek+ErUzWiem3bf0D6Hy9Jwre7+V0R1ZGskzKn9ISnwbVwtx2aLBPCajdt90I4fn4CbrEfd8fHwjpXD4UpWuvBC8U2pB1cA8ecIXBe/xG8lRrrxzBaYlgCeoy0DiYIC8hK0VpOrS2Lz8EcEa1o7d9OPEXrnJxDJcJzRobjLNFaFsj73NgdC39fgvvu7o/NW7Zh2Yo1aH9hSynNuBoLww5WitbaXadcSaH9TJYkARIIRoCiNccGCURPgKJ19AxZQ2oTEKJ1vsuDygfmIX3ZaBTcNEXagzrUYdv6DdIXvwJ3myFwN78ztQGy9yQAgKI1h0G0BNJy/oRj7gNw3vgVvOXrRFud4c6PhWht//MN2DdMkuYwX1YN+DIrwVumKorO65HS+4UbbjDQ4IgJJEK0FpHU9iWvw7ZjlmSnL7MKvGJf6Oot4W7SLyZpvJUAMn64G94K9VF42bNhsxG/V+lvFwAAIABJREFUCeK3QUT8ishfox22LdORvnwcCvpMj+ligHhwSNu/RNoyyNOwOwovfToeTcS9TorWcUccVgNCtBZzeuEV/wnrPBYmASMQSPVIaxH1LR9KoV18Lu9r3aZls5L9r8Vn73z4KerUroVKFbNNu5+16D8jrVWuYnnj9337c1CrZnUpr77IWc+DBEggegIUraNnyBpIgKI1xwAJREdAFq0rlM1Axow74K3aDIUXPxm0Uvvaj2Bf9T7cHR6Fu3Hv6Brn2SRgEgIUrU3iyCR3I2PWoGJh5pKnkmxJ4puPVrS2r3wH9o1fwd3kNsCaBvh8sBQchvXgGngrNUJhpxcS3ym2SAIJJhBv0VpsZeD49VkpVbW77TB4KzeGz14u7r2UtqOZOxzO6z8MawGKfcXbsK//VBJQhZBq1KM42rob3G0f0G0XircMehieOlcYOmMIRWt9DbG0A8vgmDcSzp6fw1uhgb6MozUkECWBcERrWZ/zTxcerPloIq2V7fjvsy3vYb1h05YSfVBrynLZ1mDR4oFEa3GOSD8+f8GvJftxy+VWrV5f8lmUbtDt6RStNbqGkdYaQbEYCYRBgKJ1GLBYlASCEKBozaFBAtER8Bet0/Ytll44OXt8KkXNKA/7stGwb5ps+Jd/0RHj2SRwNgGK1hwVsSCQtvcPOH56FAW9p8OXVT0WVRqmjmhEa3kxlavrGBTV7FCqz9aTu5DxbT8E+s4wcGgoCWgkEE/R2rb9eylNd7LSPovfRhTmwnXtu5popC8aBdu271B4+Yvw1Oui6Ry9FrJtnYH0Za+jQOxtrZINKRl9EIsZMuaPhKdmRxReOSoZJsSsTYrWMUMZs4oyZg6Ct1xtQy+GiBkMVmQqAlpEaxFEKh8D+9+sKbI4EtE6VDuycCzsuLV3D6xcsx4PPzBYCmr1D3Zt3aqZarrucEVrwWjajFl46rERqFf3HAmF+GzeTwtNH1hL0Vrj5U7RWiMoFiOBMAhQtA4DFouSQBACFK05NEggOgL+orWoSUSyiMN19ZulKk7/7TnYds6R0rN56l4ZXaM8mwRMRoCitckcmsTuZHw/EEVVmxtyL9BosEUqWts3fAb7n+Ph6vxfFJ3TKaAJ9iWvIi1nlRSpxYMEzEwgXqK1uP8T94GuK19GUZ3Lk4LQemKHlBGo8IqX4KnbOaQN6T8/Cdu+xXB1fhlFNTsmxd5YN5o57SZ46lwOd/uHYl11VPVZj26CY85weKu3hqvL/6KqSw8nU7TWgxdK2yAv6HPe+CW85evqz0BaRAJxIBBOZHU0zSeqnWhsTNVzKVpr9Hww0brAWaixBhYjARJQEvD5gHxXIbIy0gmHBEggQgIutwc2WxpsVmuENfA0EkhtAkVeLwo9XmSm2yQQtuNbUX7uILjqdUPaqQNIO7YFliIXfLYyyLvsBbirtUttYOw9CQQgIJ6JHA47rBYL+ZBAVATS9/6Csr8/g+M9p8GbUTmquox0cqGnSErpnW4vnou0HBlbpqDMqjeQd/GzKKwTPJLS6jqOCt/fioI2w+Fs2ENL1SxDAoYkkJfvQlZmbN8tOPb8jLKL/o28i56Fq05osTje0LKWv4r0nOVw1bwEVtcxWF0nYHUekf7fUphb0rwvvRxyL30J7iot421SwurP2PkDRP+P9Ziqm7nBdmI7yi8YAU92Y+RePgo+65n9SRMGJsYNOQs9sFkt0vsFHvohUGHefSiq0BB5HYJvYaUfa2lJJt9xRz0IQonJItJ44ueTA7ZRrlzZUlHJaobEUrT2j7oO1G7Xzp0waGA/NZP4/WkCFK01DoVgorW4KeZBAiQQGQGfzwdXoQcZDntkFfAsEiABuD1FSLNYYE2jaM3hQAKREPAWeeEp8iL9tGgt6sha9z5sJ3bAU76+9IJA/OvJPi+S6nkOCaQEAZGxQLzgtFC0Tgl/x7uTleYORGH1DshrNSzeTemmfo/HCx98sGsUCsps/xZlV41BbrvHUVBPfa/arE2fInPrVBzpPgk+W6Zu+k1DSCCWBJwud0zfLTj2/YYKi57GyfZPwln36liaGlFdQqAuv+QF+OxZ8DoqwuuoIKXL9maI/68Eb3r50/9fMaL69X5S5Vm3wlXzYuS1fjDpptpy/0b2zw+gqFw9HO/0KnxpxhesBVTxbkEsQEzju4WkjzF/Axx7F6LC4mdxpPuXKCqTWtun6MoRGo0pW8Ycvwcau8tiJBAXAhStNWJlenCNoFiMBMIgwPTgYcBiURIIQoDpwTk0SCA6Asr04NHVxrNJIDUJMD14avo9Xr2WUvEuehkFfb6Bz1EhXs3oqt5w0oPLe+sWXvQEPOf11NaPIhcyp94Ez7k3wN12qLZzWIoEDEYglunB0w4sg2PeSIR1nRmMl9HMtW3/Ael/vISC3tPhy0qecGc9uRuO2YPhy6oB19VvwWcvYzSUQe1lenD9ujLjm5vhrdFW+k3iQQIkQAJmJ0DRWqOHKVprBMViJBAGAYrWYcBiURIIQoCiNYcGCURHgKJ1dPx4NgkIAhStOQ5iTUDav7TBNXC3GRLrqnVZn1bRWt5b1912ONxNbw+rL7LYXdB7miS28CABsxGIlWgt9oB3/PggpOuscV+zYTJ0fzKn9kJR7YtReNE/k9IPS94+ZMy+Hz5HNlzXvg2fvWxS7IhXoxSt40U2+nptf81F+q//RkHf7+DLTJ3tU6InxxpIgASMSICitYrXAuWjZw56Iw512qxHAhSt9egV2mQ0AhStjeYx2qs3AhSt9eYR2mNEAhStjeg1fdts2/Yd7MvGwNn3G/js5fRtbAys0yJa23b9hPSFT8Hd4m64W98XUasZM+6At2IDFHZ6IaLzeRIJ6JlALERr6+H1yJj3ANytBoW9METPbMxim23HLKT//kJSoq0tBUeQMfNeaYsFV/d34Es3XyYQitb6vlKkBX3ndIK7w8P6NpTWkQAJkECUBChaRwmQp5MACUROgKJ15Ox4JgnIBChacyyQQHQEKFpHx49nk4AgQNGa4yAeBDKn3gjP+b0kkdbsh5pobft7AdJ/+T+4m9wGd7sREeNI278EjvkPoah66+I6xB64WdXhaXUvfOnlI66XJ5KAHghEK1pbD2+AY94D8DTrD3fLe/TQJdoQgEDGt7cCPi98ZaoCFjt8WdVQ1PBqFNVoHzdeFudROOb8A/BZigVrR3bc2kpmxRStk0lfvW3b9plI/+NFFNz8vbSfPQ8SIAESMCsBitZm9Sz7RQIGIEDR2gBOoom6J0DRWvcuooE6J0DRWucOonmGIEDR2hBuMpyR9s1TYFs1AU6RztpEe4YGckQo0bokwvr8m+Du+FjUfhSpjy35ORBpbi0n9yBt92/wNO8Pd/M7o66bFZBAMglEI1pbj26GY+4D8Ijr7MJ/JLMbbFuFgDV3Lywn/4LYWxq5+5B2aB18tnS4rnknLuwsrhNwzBaCtVtqw8ypmSlax2UIxbRSKdq6bhe42z0Q03pZGQmQAAnoiQBFaz15g7aQQIoRoGidYg5nd+NCgKJ1XLCy0hQiQNE6hZzNrsaNAEXruKFN+Yozv74Onqa3mV5QDSZap+35FY4F/4Tn3BtQeMm/4jIe7Jsmw7b6AxT0mQ7YMuPSBislgUQQiFS0th7fDsfsofA07AZ3h0cTYSrbiCEBISpnTOsDd9th0qKDWB4Wd540NiyFJ+C89l34smrEsnrd1UXRWncuOcsg+5bpsC8fi4I+38LnMF+Kev17gBaSAAkkggBF60RQZhskQAIBCVC05sAggegJULSOniFrSG0CFK1T2//sfWwIULSODUfWcjYB++apsK94CwV9vzX13taBROu0fYvh+PFheBpcg8LLno3r8Mic0hOe83pK+/jyIAGjEohEtLae3AXH7CEoqnM5Ci9+0qhdT3m77Rs+g23d53DeNDVmmTkkwXruCFjyD8J17bvwlqttes4UrY3h4swpPeA593q42wwxhsG0kgRIgATCJEDROkxgLE4CJBA7AhStY8eSNaUuAYrWqet79jw2BChax4Yja0ltAhStU9v/8e69tLd1ox6mFlSVonVazopiwVoIaZ2ejzdi2LbOkCK3pFTsjNyKO282EB8C4YrWIs20Y/b9KKp9MQov+b/4GMVaE0OgyIXMb26Bp8G1Ead3T8v5E9bdv8F6ZCPSjm4BPE74MqvAdfUb8Javl5h+JLkVitZJdoDG5u0bv4Zt1btw9v3G1Av6NOJgMRIgARMSoGhtQqeySyRgFAIUrY3iKdqpZwIUrfXsHdpmBAIUrY3gJdqodwIUrfXuIWPbJ6KtbSvehrPvdNO+nPUXrdMOroHjxwdRVLMDXFe+nDDnZU7vA0/dznC3HZ6wNtkQCcSSQDiiteXUAWQIwbpaaxR2ei6WZrCuJBGw7ZyD9N+eQ0Hv6fBlVQ/LCvuGSbD/+QaKarSHt/IF8FVsCG92Q3grnhdWPUYvTNHaIB70OCHtbX3BzXC3vMcgRtNMEiABEtBOgKK1dlYsSQIkEGMCFK1jDJTVpSQBitYp6XZ2OoYEKFrHECarSlkCFK1T1vUJ67iUCvP8m0z7clYWrcsV7IRjzjB4q7WG66rXEsZXNGTbORvpi15GgYi2zqiU0LbZGAnEgoBW0dpScAQZswdLgmQiF4bEoo+sIzSBjBl3wFuxYVgZKtJ//TdsexbCdfkLKKp9aUojpmhtHPdLKfHXfAJnHxFtXcY4htNSEiABEtBAgKK1BkgsQgIkEB8CFK3jw5W1phYBitap5W/2NvYEKFrHnilrTD0CFK1Tz+eJ7rGUCnP1BNO+nBWiddrxbcj+eSS8Fc+F65q3E41Yai/j234oqnEh3B0fS0r7bJQEoiGgRbS2uI7DMWswfOXqJHxhSDR947naCEhbK8wdDmf39+Gt0izkSRbnMTh+ehQi6t7VbSy82Y20NWLiUhStjeNcizsfGVN7wdNiANzNBhjHcFpKAiRAAhoIULTWAIlFSIAE4kOAonV8uLLW1CJA0Tq1/M3exp4ARevYM2WNqUeAonXq+TzhPRapMEX66gv6wt3i7oQ3H+8GCw9uQfkFI+DLrg/XVWMAW0a8mwxYv23XT0hf+FRxtHVWjaTYwEZJIFICaqK1xXUCjtn/gK9MFbi6jYu0GZ6ncwKOHx+BpfAEXF3HwFJwFBbncVicR2ApOAa4jgM+r9QD29YZ8DkqSIsXfGWq6bxXiTGPonViOMeqFfvaj2Db+LWUEj9Z9w2x6gvrIQESIAF/AhStOR5IgASSRoCiddLQs2ETEaBobSJnsitJIUDROinY2ajJCFC0NplDddod+8YvYVvzMZxCUDVRKkzryb+RPmsIisrWhOfqN5Let4zv7oS38vkovOQpnY4EmqUnAum/PS+llvdWagxvxUbwVTofnjqXh72ncCz6pCZai7HtS8+C66rRFHhiAVyndVhP7IBIE+5/+Gxl4MusWLz1gSMbvoxs+MrVlPYE9tmydNqTxJtF0TrxzKNp0eLORcaUXvC0Hgx3k1ujqYrnkgAJkICuCFC01pU7aAwJpBYBitap5W/2Nj4EKFrHhytrTR0CFK1Tx9fsafwIULSOH1vW7EdARFtPuwmeZrebJhWmJW8fMmbfjyJHZRy/4nWUKZ/8vaTT9v4hpcx13jgJ3vL1OARJIDCBIhccv/wfrEc3w3PejcVl3PlI279MitJ3dXk14eSCidZC2HHMGQ4Rae3s+UXSF4YkHEwKNmg9sgGARRKpfVnVU5BAZF2maB0Zt2SeZV/5Lmzbv0dB3++SaQbbJgESIIGYEqBoHVOcrIwESCAcAhStw6HFsiQQmABFa44MEoiOAEXr6PjxbBIQBChacxwkioB9w2ewrfnEFHtbW07lSIK1z5aJY53fhNdeFlmZjkShDNlOxsx74S1bE4WXv6gLe2iEvghYPKeQPv9hWPMPwnnNO6VEQUv+IWR+c7MUqe+p3zWhhgcSrcW+r465w4r3LRb7HJc7J6E2sTESMBIBitZG8laxrWIxTubUXnC3fQDuxr2N1wFaTAIkQAIBCFC05rAgARJIGgGK1klDz4ZNRICitYmcya4khQBF66RgZ6MmI0DR2mQO1XF3hACVMbUXPC0GGDra2lJwBBmzB8NnSYOr+3s45cuCz+fVjWiddmAZHPNGwtnjE3izG+l4RNC0RBOwOI/BMW8EUOSC65rx8GVWOcsE+4q3YdsxM+GRf2eJ1h4nMuYNh+XkHri6v8vMAYkeLGzPcAQoWhvOZZLB9j/fgG3n3IT/5hqTFq0mARIwAgGK1kbwEm0kAZMSoGhtUseyWwklQNE6objZmAkJULQ2oVPZpYQToGidcOQp3aB93SewbZiEgt7TDbkvrcV1HI5Zg2HxFcF57XvwZVZGvtOtK9FaDDDHnCGAvSxcXf6X0uONnT9DQMoOMOcf8Nmz4Lr6TfgcFQLisbjzkDGtLzzN+yd0cUkp0VqkL5//IKzHtsN17dvwZp9LV5IACagQoGhtzCEiRVt/3R2FFz8JT6MexuwErSYBEiABPwIUrTkcSIAEkkaAonXS0LNhExGgaG0iZ7IrSSFA0Top2NmoyQhQtDaZQ3XenZJo65Z3wd30dp1bW9o8S+EJOGYNgcVTAOe175akVdajaC32hM2YOQjO6ybAW7mpoTjT2NgTsJ7cBcfc4dKYdXUdA5+9bMhG7JunwL5iPAp6T4PPkR17gwLU6C9ai2hw6+H1UjS4t1LjhLTPRkjA6AQoWhvXg/alr8G257fiBX08SIAESMDgBChaG9yBNJ8EjEyAorWRvUfb9UKAorVePEE7jEqAorVRPUe79USAorWevJEattjXfgTbxq8NFW0t7a07+36ISGtJsC5bq8RZehSthXGO+Q8BRQVwXfNOagws9jIgASH+irEgxF9Xl1c1ZzjInNYbRbUuQuFFjyeErCxaO358BGkHV8LZ7U14q3DBRULgsxFTEKBobVw3im1HMqf0QOFlz8DT4FrjdoSWkwAJkAAAitYcBiRAAkkjQNE6aejZsIkIULQ2kTPZlaQQoGidFOxs1GQEKFqbzKEG6I4UbT2lBzytBsHdtJ/+LZb31s3dC9e178Fbvk4pm/UqWluPb0PGd3fCdfUbKKreVv+caWHMCaTlrIAQgYtqdoCr83/Dqt/2989I/+VfcPb8HN4KDcI6N5LCQrSuvfpFpO1bDFfXcSiq1jKSangOCaQsAYrWxnZ9+qJRsOasgLPXZGN3hNaTAAmkPAGK1ik/BAiABJJHgKJ18tizZfMQoGhtHl+yJ8khQNE6OdzZqrkIULQ2lz+N0hv76gmwbZmOgpumao78TGTfrCd2wnpsKywndyNt7yJYTu4p3ls3gHinV9Fa8HL8/AQsBYfh7D4hkfjYVoIIiP2nLQXHYHEek/xscR4FXCcAnw/wFMC+YRI8Da5G4WX/jsiijFn3Fe+B3XVMROeHc5Lvx38hK+cPaR/2ohrtwjmVZUmABABQtDb2MLDk7UPm9L4ovPxFeOp1MXZnaD0JkEBKE6BondLuZ+dJILkEKFonlz9bNwcBitbm8CN7kTwCFK2Tx54tm4cARWvz+NJIPbG4c5ExpRc8rQfD3eRW3ZiedmAZHD89DhS5JDG9qNL5Ulrlosa94S1fL6Cdehatrce3I+O7AfBWaSaJj96K58FXqRE8dS4HbJm64U5DwiNgPbYFjnkjYREC9enDZ8uCL7MifJmV4cuoKP2Hio3gPv+m8Cr3Ky1SiwvhuqhqC8BWBt5K58NXsSE8da6I6WKT9N9fgG3HLLiueg1FtS6O2F6eSAKpTICitfG9n/7b89KCOWePT43fGfaABEggZQlQtE5Z17PjJJB8AhStk+8DWmB8AhStje9D9iC5BChaJ5c/WzcHAYrW5vCjEXthX/kubNu/R0Hf73Rhftqe3+BY8DjcLe5G0bnXwVuutia79Cxaiw4I4dGatw8iistyci/S9i2Cp9kAuJvcoql/LKQvAmkH1yBdpPyu3wWe82+EL6MSfFk14makNH5y98Jyar+UcSBtz+/wtL4vKjHc39j0xS/DtnUGDrf7N8o0uTpu/WDFJGB2AhStje9h68ldyPi2H1xXvowisbiMBwmQAAkYkABFawM6jSaTgFkIULQ2iyfZj2QSoGidTPps2wwEKFqbwYvsQ7IJULROtgdSt30RbZ05uSfcbYfB3bhvUkGk7V4opdJ2tx0Od9Pbw7JF76K1sjO2XT8h/ffnUdBrMnxlqobVVxZOLoG0/UvhmP+gtODA3e7BpBhj+2se0n99FgV9Z8CXWSUqG+xLX4N981Rpv+2crDaoUrFsVPXxZBJIZQIUrc3h/fSFT8F6cg+cN3xsjg6xFyRAAilHgKJ1yrmcHSYB/RCgaK0fX9AS4xKgaG1c39FyfRCgaK0PP9AKYxOgaG1s/xndevuf42HbOSup0da2nXOQ/ttzcHd4OCLx3GiitRgzGT/cDW92QxRe+rTRh1DK2C+Lxe5Wg+BueU9S+y2Nnwr1UXjZsxHbYV/+BuwbJ5Xs33r4WB5F64hp8kQS4J7WZhkD1hM7kTGjP1xXvY6iWheZpVvsBwmQQAoRoGidQs5mV0lAbwQoWuvNI7THiAQoWhvRa7RZTwQoWuvJG7TFqAQoWhvVc+awW+zJmzm1F9xtH4C7ce+Ed0qkJ0//4z8ovOgJeM7rGVH7RhStRYppx5wh0r6Z3uxzI+o3T0ocAfvmKbAvfR3ujo/FLC13NNZbD61Fxuz74bz+I2nP93AP+6r3YV/7kSR6expcI51O0TpciixPAqUJMNLaPCPCseCfsJzKYbS1eVzKnpBAShGgaJ1S7mZnSUBfBCha68sftMaYBChaG9NvtFo/BCha68cXtMS4BChaG9d3ZrFcRFza/pqb8Ghr+8avYF8+Voo29jTsHjFOI4rWorOOHx8GfD64uo6OuO88Mf4E7Cvfg33dx6UE3vi3qt6C2P/d4jwKZ/cJ6oX9Stg3fAH7n2+i8JJ/wXPuDSXfULQOCyMLk8BZBCham2dQWI9uljKiuK5+A0XV25qnY+wJCZBAShCgaJ0SbmYnSUCfBCha69MvtMpYBChaG8tftFZ/BCha688ntMh4BChaG89nZrNYjrYubD8SnvN6JaR79jUfwr56Ago7PQdP/W5RtWlU0dp6fDsyvhsA19Vvoqj6hVEx4MnxIZC+aBRs274rSaEdn1Yiq9V68m9kfHsbCq/4Dzx1r9RUSaiIcYrWmhCyEAkEJUDR2lyDwzH/IcDrluZoHiRAAiRgJAIUrY3kLdpKAiYjQNHaZA5ld5JCgKJ1UrCzURMRoGhtImeyK0kjQNE6aejZsB8B+/IxsP31Y0KirUVb9o1fw3XlKBTVuSJqPxhVtBYdF3t5W49uhbPnZ1FzYAWxJZD+85Ow7f4FrqteQ1Gti2NbeYxqS1/8CtL2LUJB7+mqNdq2zkD64pfhbjcS7ia3nlWeorUqQhYggZAEKFqba4BYD61DxuzBcF77HrxVm5urc+wNCZCAqQlQtDa1e9k5EtA3AYrW+vYPrTMGAYrWxvATrdQvAYrW+vUNLTMOAYrWxvGVmS21FBxB5pQeKLz4SXga9YhbV+1LX4N981S4rnwZRXUuj0k7RhatLacOIHNabxR2+jc89a+OCQ9Woo2AGPMW5xGITAOW/MOwFBwGPC7pZGvOSliPbEJhl/+hqHobbRUmoZTFeQwZ0/vC02oQPA2vldKFW1zHi/vjPAYU5hVb5ToO++ZpcLe+D+4Wdwe0lKJ1EhzIJk1FgKK1qdwpdcYxdzhgtXMbD/O5lj0iAVMToGitwb2z5i3AxM8nSyVbt2qGB4cOQobDoeFMFiEBEghFgKI1xwcJRE+AonX0DFlDahOgaJ3a/mfvY0OAonVsOLKW6AnYl42GbfdCTVGbkbSW/sd/YNv+PVxCCKx9SSRVBDzHyKK16JB9+TjY/v4ZBb2nxYwJKwpOQF44cVYJWwZ89iz47GXhy6gA94XD4K3aQvco7Ws/gn3V+wHt9DkqwJdeFrCXRVGdy+BueW/Q/lC01r2raaDOCVC01rmDIjAvLWeFJFw7r/sA3spNIqhB+yn2TZMh7sPEIeYhiDnJlgGkZQA2B3zSv2KeKv5M/q6o7uWGmKu0k2BJEiCBaAlQtFYhuHrtekz8YgqeeeIhZFcojwkTJ0lnDBrYL1r2PJ8EUp4AReuUHwIEEAMCFK1jAJFVpDQBitYp7X52PkYEKFrHCCSriZqAJf8QMqfeiMJL/gXPuTdEXZ9/Bem//rs41XKXV1BUo31M6za6aC0ifTOm9YGn9SC4m9wWUzas7AwBS+FJpP/8L1hP7kLhRf+Er0xVScwVoq4Qdw17eJxIO7IRPnsmYMsq7k9GxbC7Q9E6bGQ8gQRKEaBobc4BkTHrPvgyKsHV+b9x62D6olGw/TUPhR0ehc9RHhZ3HiyuXMCdJ2XMkP/fIv5fZNBw50r/ivuHopodGQkeN8+wYhIwJgGK1ip+EyJ17Vo10L1bZ6mkUsQ2pttpNQnogwBFa334gVYYmwBFa2P7j9YnnwBF6+T7gBYYnwBFa+P70Ew9sC95FbZ9i1Fw09SYdcvx8xNI27cYrqteR1H1C2NWr1yR0UVr0Q/7uomwrZ8EZ+8pxRFWPGJKwHpiBxw/PgpfejlpHPoyK8e0fjNURtHaDF5kH5JJgKJ1MunHr+20fYvg+PEROHt8Am92o5g2JERnx4LHYDm5RxKevZUah1W/9cROZMzoD3ebIXA3vzOsc1mYBEjAvAQoWofwrdPlwpjxE9CqedMS0XrX33swdvwEjBw6CPXqnmPekcGekUACCFC0TgBkNmF6AhStTe9idjDOBChaxxkwq08JAhStU8LNhumk5VQOMqfdhMJLnoLn3Ouis9vjhBCsrYfWovCq0Siq1jK6+oKcbQbRGh4nMsXexA27w912WFw4pWqlaXv/QPrCp+Gt1hqiFqmsAAAgAElEQVSuK14EbJmpiiJkvylac1iQQHQEKFpHx0/PZ2f8cDe85Wqj8PIXY2am9dhWOH56VFqoJgRrX5lqEdVt3zwVYtsL53UT4K3cNKI6eBIJkIC5CFC0DuFPWbTu3vVKtGrRTCqpFK3FTTEPEiABEiABEiABEiABEiABEiABEiABfRCotGYMMg4tR36tK2ApcsLiccJa5JL+FX9biwqKPy9ywSp9VgCL1x3QeK8tE4cuehmu7PjuBakPctFZUfbvmRDsT5zXH/B5pf8sKP4XPlG3Fxbx/9JnvuL/94kvTpc9fU5xYR8s3tPnWuSyZ8pbxHm+otPn+30vzitpQ25H1FdctrhNYcPpNkr+lm0QXxUVt3+6nBgnyT5y692AYy1GJNsMtk8CJEACJGBAAmUO/IEqy/+Nkw37SHOg9fQ9kKWoULoXku6HpM/E38X3RxZvIayeUyF766zcCofbPwevrUxUVKoufRr23F04VadrVPXo4WR7x6F6MIM2kIChCVC0DuE+LZHWFK0NPf5pPAmQAAmQAAmQAAmQAAmQAAmQgMkI2ApyUGnlK4DVBp/VDp81Hb408a8dPosdkD+zpZ/5f/GZskxaOtxZteEpU9NkhOLXnarLnoHFfQqwWIsbkf61wGexAD5L8d8W6QvAIj63FuvHp8sVfyYKFH9fXPh0Ob/6ir8Xp4r6/MsWtyvVe7qM9L3PWlxvSd2nz5PKBLBValeuu9herbaK+iSNXrZB7qvcp5J++dkqfSbOKW7X599/qw3OSi3i5zTWTAIkQAIkYHoCVf58EdbCE8X3QWni/igdPksafGniX1vx/ZD4XL5PShP3S+JvcQ8l/pXLiHup4vsrV8Vm8KU5omZndeei8or/SKK50Q/v9e8avQu0nwSSToCitYoLuKd10scoDTAxAaYHN7Fz2bWEEWB68IShZkMmJcD04CZ1LLuVUAJMD55Q3GzMhARMkR7chH5hl4xFgOnBjeUvWqs/AkwPrj+f0CISIAESSEUCFK1VvL567XpM/GIKnnniIWRXKA8hYotj0MB+qThe2GcSiCkBitYxxcnKUpQAResUdTy7HTMCFK1jhpIVpTABitYp7Hx2PSYEKFrHBCMrSXECFK1TfACw+1EToGgdNUJWQAIkQAIkEAMCFK01QJw1bwEmfj5ZKtm6VTM8OHQQMhzRp77Q0DSLkICpCVC0NrV72bkEEaBonSDQbMa0BCham9a17FgCCVC0TiBsNmVKAhStTelWdirBBChaJxg4mzMdAYrWpnMpO0QCJEAChiRA0dqQbqPRJGAOAhStzeFH9iK5BChaJ5c/Wzc+AYrWxvche5B8AhStk+8DWmBsAhStje0/Wq8PAhSt9eEHWmFcAhStjes7Wk4CJEACZiJA0dpM3mRfSMBgBChaG8xhNFeXBCha69ItNMpABChaG8hZNFW3BCha69Y1NMwgBChaG8RRNFPXBCha69o9NM4ABChaG8BJNJEESIAEUoAAResUcDK7SAJ6JuD1emG1WvVsIm0jAV0TEIs/LBYLLBZdm0njSEC3BHwAfF4frFZeRLp1Eg3TPQGvzwurhfdzuncUDdQtAZ/PBzEfWXlDp1sf0TD9E+C7Bf37iBbqmwDfLejbP7SOBEiABFKFAEXrVPE0+0kCJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACOiRA0VqHTqFJJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJJAqBChap4qn2U8SIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAES0CGBlBatnS4XxoyfgFWr10uuGdj/ZnTv1rnETcdPnMTzL4/Gvv050mdPPjIMrVo0C+lGtXNmzVuAiZ9Plupo3aoZHhw6CBkOhw6HBk0iAe0ExLh//Y33cO+dt6Fe3XNKTpwwcRLmL/i15G/lNRashVDXido1pt1qliQBfRBQG9Or167HqNfekoytVbM6nnniIWRXKB/SeLVzOBfpw/e0IrYEdv29Bx988iUefmBwyTWivNfTej+ndo+odo3FtmesjQTiT0BtLopk3gh1jto1Fv8eswUSiA8BMe737juAQQP7lTQQ6Vykdl1yLoqPD1lr8giEGtORzht8t5A8f7Ll5BEINBeJZ6UXXx2H3Nw8vltInmvYMgmQAAmQgAYCKS1aC0FNHOKBUn4gHHh7X0mYlm+IWzVvKgnZYnIfO34CRg4dVEqU82esdo64AZ/4xZQSwcG/fQ2+YhES0B0B/wfHcuXK4qnHRpRcH+K7z76chr69rpfEA/kGefjggSEXf4S6TtSuMd0BokEkoEJAbUwr5x7x8Ll63YaQC57UzuFcxGFpNgL+L/WVCzvEd1O++QF33NZbWiQoxv+b700sNV8F4hHqHlHtGjMbX/bH/ATU5qJI5g21c0JdY+Ynzh6akYC/2Na1c6dSonUkc5Hadcm5yIyjKLX7pDamI5k3+G4htcdUKvY+1Fwkvtt34GBJsJa4pg4fPcp3C6k4UNhnEiABEtA5gZQVrQNFhvrfBCujdZQPjcKvygle7RxRvnatGiU3CMobaJ2PFZpHAkEJBIu09j8h0DUUSMgOdZ2cOHGyVBRdoDrpJhIwEgG1eUO5Qlr5MkcW67p1ubxkblE7h3ORkUYIbQ2HQKBIa+X5ykWK4ntxzcz7aWHJokK1e0S1aywcm1mWBPRAQG0uUps3As1Foc4RfVZm6OFiXj2MBNoQCwKBotu0zEXhvlvgXBQLb7EOPREINaYrVCivOm/w3YKevElbkk1Ay1wU6J20ci5Sm2vU7hGTzYHtkwAJkAAJGJNAyorWgSKn/SPYNm/ZVioqWrhX+TJFOZkHm/DFuSLCR6QilyO3xWdaoreNOaxodaoR0CJaBxIKlA+WwYRtOcvB8RMnVK/LVGPP/hqbQKh5Q2QBUc47yusomFAgqMhpKf3PaXx+I85Fxh4ytD4EAS2idbD7P3/RWu0eUWQRCXaNqW0jQweSgB4JRPsMo5yL1O7nBANlBistmUT0yI42kYCSgBahINA8E867BS33iPQMCRiNQKjnnuwKFVTnDb5bMJrHaW88CWiZiwLdeynnolDXJd8txNODrJsESIAEUptASovWyn0PlaL1rPk/l0qTohYBIF74BDtHFq27d72yJDUyRevUvvjM1HstorXa9SN4yC85g10nQrQO97o0E2f2xXwEQs0b8gtJ/wwdgRZ/KKkoVzsHEq05F5lvLLFHxYsBlfd2/ly0ZucIVI//PaIQrcO9LukfEtAzgVg/w6jdzwkWoZ7DRCp/HiRgVAJqQoHWuSge94hGZUq7U4NAqGcYIVqHO2+ozUV8t5Aa4ypVe6k2F2l9H813C6k6gthvEiABEkgugZQWrUOt8NcSaa10XbRRCskdCmydBCInoCZaa9krx1+0DpaRgJHWkfuIZ+qTQLSR1oF6xdXQ+vQ1rYo/gVCitfziskqlSqX2GQ1kFSOt4+8rtqAvArF+hmGktb78S2sSSyCUUBDOXBSPe8TEkmBrJBAegWgjrZWtqc1FfLcQnn9Y2lgEQs1FgVLpB+sd3y0Yy++0lgRIgATMQiBlRWu1/QrV9nYL9pLTf/Wn8iaZe32Y5bJhP5QEQonWWgVruU7uac3xlUoE1OYatT2kArFSO4dzUSqNsNTqazDROhyRQBBTu0dUu8ZSizp7awYCanNRJPMG97Q2w8hgHyIhEEwoCHcuUrsuORdF4h2eo2cC0e5pHahvfLegZ4/TtngSCDYXhSNYC/vU5ppI7hHj2W/WTQIkQAIkYA4CKStaC/f5rxhTplxVCs5a9p1SO0e5WlpLumRzDDP2wuwEgonWamM80A1zqOtE7RozO2f2z3wE1Ma0cu5R7jsVaE9rtXM4F5lvHLFHxQQCidZa0rCK68p/T2u1e0S1a4z+IAGjEVCbi9TmjUBzkdo5oZ7DjMaP9pKAP4FAQoGWuUi50FftuuRcxHFnNgJqY1pt3uC7BbONCPYnGgKB5iItKcGVc5Hadal2vxdNH3guCZAACZBA6hJIadFafhBctXq9NAIG9r8Z3bt1LhkN8guYfftzpM+efGRYyX7U8gvNw0ePltr3Wu0cceMw8fPJUn2tWzUrdW7qDkP23KgElNeQ/7h2Ol14/uXRkK8fuY/+4z7YKs9Q14naNWZUlrQ7dQmojWnxIDjqtbckQLVqVsczTzyE7Arlpb8DCQXi81DniO85F6XueDNjz5XXkOhj186dpDTg8jyTm5tXquvy9/L1oBSt1e4R1a4xM3Jmn8xNQG0u0nJv1q3L5aWepUKdo3aNmZs2e2dGAv7zgtw/+f2BlrkoUHYqteuSc5EZR1Jq9ynUmFabN/huIbXHDntfTCDUXOR/X+bPy/9dd6C5SG2u4bsFjj4SIAESIIFYE0hp0TrWMFkfCZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAeAQoWofHi6VJgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARiSICidQxhsioSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIHwCFC0Do8XS5MACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACcSQAEXrGMJkVSRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAuERoGgdHi+WJgESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESiCEBitYxhMmqSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAEwiNgONF61rwFmPj5ZDz5yDC0atGspLcTJk7C/AW/nvV5eDgClxZt7t13AIMG9gurutVr12PUa2+VnNO6VTM8OHQQMhwO6bPjJ07i+ZdHY9/+HOlv/z7t+nsPXnx1HHJz86TvatWsjmeeeAjZFcpLf8sc5MoH9r8Z3bt1Dss+FiYBEiABEoiMQKLmIqfLhTHjJ2DV6vUlhirnP7UeyPNjsPki1FykNo9xLlKjz+9JgARIID4E5Pnh4MHDpZ4R5N900ar/s0M0VijnCeVziVrdWuYy//lGWb/aPKb8Ptx5Us1+fk8CJEACJBCYgDw/VKtWpdS7Lvl91rkN65X6PFYc5fp79+yu+T2YlrnI/9lG+f4u1FwU7TwZKy6shwRIgARIgARIgATMQMCQovW8H39Bg/p1cd/d/SUBWNywihvIAwcPYfjggaXE7Gic5P/ypGvnTmGL1uKGt1aNapI98g1ylUqVpHrkv1s1byrdZIs+jB0/ASOHDkK9uudAtL3vwMGSG3DRv8NHj0o3/OL47Mtp6NvreknElm+QB97eN2Z9j4YbzyUBEiABsxMQv++JmIvE7/uUb37AHbf1luY7MTe8+d5EPPXYCGmuUDvEXOM/X8gveOS5Um0uUpvHOBepeYDfkwAJkEB8CMi/36fy8nHJRe1KnhnE7/Yfi5fjVH5+zERr5XOJaGP1ug2ahQi1uUz5HORfv/K5RzmPKetW1hUf+qyVBEiABEhAEBC/wa+/8R7y8vIgAinkwBLx/kr8HmeVLaN5rtBK1D/AI5zgDbW5SMx1E7+YUjJ3ij6IQ35/F+qZKtp5UmvfWY4ESIAESIAESIAEUoGAIUVrEfUsjvYXtpRuisXN5HkN6+PbmXMhC7fKlY7+qyTllxmdLumIr6Z9d1YUs9LxkUZaB6pHfsGTk3MIH3zyJR5+YLAkPCuFA+W5yhto/+/Vzk2Fgcw+kgAJkEAiCcjzgtpcpMya4b8ASn4pn5WZid8XL4eWxVHRLlIKJFKHMxeFEio4FyVyBLItEiCBVCcg/+Ze3O5CLFq+AkPuGSAheefDTyE+E89FcqS1MiuGfySyeI4qKCjAqYICKauHFgEg1HOJFr8o5zLls1Yo4Vltrol2ntRiP8uQAAmQAAkUE5BF66uuuBRr1m+UAkvEu64ZM+finFo1sXn7jhLROthcJP9ud7q4A2bOWyDVG2yBrtxe/1tvwvTvZ0MOAonEH8r5QsyHtWvVKFkEFs07uGjnyUj6w3NIgARIgARIgARIwCwEDCtad+vcSboRvqV3D3w3az56dO+K/44eXyJai5tEcQhRW74Z7dbl8pKoZpF6u2O7Npqip2MlWvuv1Ax0E+v/vXKAhRIKlBEHZhmc7AcJkAAJ6JWAPC+ozUW//LoI9evVkaKilb/VwVKMh+pztBFkypcz4c5FoeYpzkV6Ha20iwRIwIwEZPG2e9crpexM4hAZnsT/i3/laLGMDAdmzfkJ3a/pImXskDKF/LSwVCTZkuUrNWfwEO34Z4CStz0Kh7FyLlPOLaGEZzVROtyMJOHYzbIkQAIkQAKlCcgi8r133oZ5C36VAkvkeUj8KwdtiLOCzUXiO7FtnjLFuJK1/+9/4/MbSVsoRSNa+89F1atXPau+UM9danNRtPMkxxkJkAAJkAAJkAAJpDIBw4rWIkWPnHKob6/rUK9uHelGN1iKbP+XIeG+9I+FaK0UBsTfs+b/XCpVUjAxIJi9/tHkWqIiUnmgs+8kQAIkEEsC/vOC1rlIGR0WbnpVtegyLf1TzjPhzEXBIgY4F2khzzIkQAIkEFsC/qK1eA4S6VnLZGVKEde7/t5dKsWpf8tqgnEoK+XFVuHuae1fZ6C5TBndFkoMCPW8JBYl5+bmgXtax3assTYSIAESCEbAX7QWZcRvdLWqlaWI6wUL/wi6lYT/XFShQvmQ7/JEvf5znv/2e5GK1sq5SFm/aDPUe8Ngc1Es5kmONhIgARIgARIgARJIdQKGFq39X7Y7na6zbnTFjeT8Bb+W+FhOvZpo0TrQin+t0W1aItdiIWSk+oXA/pMACZBAOAT8RetQc5H8+yxSrsqHvMgoHNFarqdKpUqaMoQE6kugFf9a5yItkWuci8IZQSxLAiRAAtERUL5g9xd+lb/tyq0qypUrWxJZHSqDRjALI017Gmwu0xpprSVyTS36LTrqPJsESIAESMCfgL9oLUcriwwgQlhWPusEm4u0iNbK7f/8bQg3gCPQXBToOSbYe0Mtc1Gk8yRHFwmQAAmQAAmQAAmQAGBo0Vp5s+wfaa28kUxWpHWwF/3iBlhtH1EtgrXMIBbR4LwgSIAESIAEtBEI9psbKG2dLDRHGmkdL8Fa9FTLXKRFsOZcpG3csBQJkAAJxIpAoKgwuW7/l+UnTpyEiEAePnigJCJEE2kt1+8vUojtL7QcoeYyLXtaaxEJZDuUkdta7GMZEiABEiCB8AmEmg/8RWuxz3WwuUiLaK20LNLFsqHmIi17WmudiyKZJ8OnzzNIgARIgARIgARIwJwETC1aC5eJNOLKG9NYRVqrRSaEWl2pvMlW2qS2f86Ub37AHbf1lvamU+7Zbc6hyl6RAAmQgH4IhCNay2nrlL/VWiKttbyQUZuLQn2vNheFmsdEfzgX6WdM0hISIIHUIhCOaD12/ASMHDoIQmBWLkRSm0MEVTFfiX2yhegt/+2/L7baXKX2vfK5Rzk/hrJRnPvb4mXof8tNkm3hLPpNrRHD3pIACZBA7AmEI1oHm4tiJVqrvedTm4uUzz3KuSfUXKQ2T8aePGskARIgARIgARIgAfMSMK1o7Z96SKTAK5dVBk2bNJZEbLWbWdnd4qZ11GtvlfK+vEealtRzyvTkoiL/dHzKFEf++6/Je+Eoh55cRll3uCmRzDuk2TMSIAESiD8BLaK1eLnvP4/Ic1G3q65A926dz0qZF8hqZRo9uYy83YXaXBQslV7rVs3w4NBBpRY+7dufI1XvPxepzWOci+I/1tgCCZAACQQioFW0zq5QXtpjVN4ySYjP4pBFbC2itXIuUu5prfZspTaXCXv850v/+tXmMXHumPET4L8NB/e05jVDAiRAAokhoFW0FsEWweaiWInWaguCtcxF/u/hQj0vyXTlMnIkeW5unvSVcp5MjDfYCgmQAAmQAAmQAAmYg4DhRGu9YBc3vDNmzsV9d/eXXvrzIAESIAESIIFEE+BclGjibI8ESIAESEBJQAjOy1askRYH8yABEiABEiCBZBAQonj7C1uWZAVJhg1skwRIgARIgARIgARIIHoCFK0jZChWYIpDRMvxIAESIAESIIFkEOBclAzqbJMESIAESMCfAIUCjgcSIAESIIFkEhAR3+98+CmG3DMAIsMIDxIgARIgARIgARIgAeMSoGhtXN/RchIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIwPAGK1oZ3ITtAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAsYlQNHauL6j5SRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRgeAIUrQ3vQnaABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABIxLgKK1cX1Hy0mABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEjA8AQoWhvehewACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACRiXAEVr4/qOlpMACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCA4QlQtDa8C9kBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEjAuAYrWxvUdLScBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABwxOgaG14F7IDJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJGBcAhStjes7Wk4CJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEAChidA0drwLmQHSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESMC4BChaG9d3tJwESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAEDE+AorXhXcgOkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIBxCVC0Nq7vaDkJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJGJ4ARWvDu5AdIAHjEvABKCz0wJFuM24naDkJJJmA21OENKsFVqs1yZaweRIwJgGvzwuPx4t0O+ciY3qQVuuBgMvtQbotDRaLRQ/m0AYSMBwBT5FXstmWxvs5wzmPBuuGgLPQgwy+W9CNP2iI8QiIdwtWqwVpfLdgPOfRYhIgARIwEQGK1iZyJrtCAkYj4PX6cCw3H5UrZBnNdNpLArohcDKvABkOOwU33XiEhhiNgNvtQb7LgwplM4xmOu0lAd0QOHbiFMqXy+RLTt14hIYYjUC+0w2fz4usTIfRTKe9JKAbAoeP5aFKxbK6sYeGkIDRCOTmu5CeZoXDYTea6bSXBEiABEjARAQoWpvImewKCRiNAEVro3mM9uqRAEVrPXqFNhmJAEVrI3mLtuqVAEVrvXqGdhmFAEVro3iKduqZAEVrPXuHthmBAEVrI3iJNpIACZCA+QlQtDa/j9lDEtAtAYrWunUNDTMQAYrWBnIWTdUlAYrWunQLjTIYAYrWBnMYzdUdAYrWunMJDTIgAYrWBnQaTdYVAYrWunIHjSEBEiCBlCVA0TplXc+Ok0DyCVC0Tr4PaIHxCVC0Nr4P2YPkEqBonVz+bN0cBCham8OP7EXyCFC0Th57tmweAhStzeNL9iQ5BChaJ4c7WyUBEiABEihNgKI1RwQJkEDSCFC0Thp6NmwiAhStTeRMdiUpBChaJwU7GzUZAYrWJnMou5NwAhStE46cDZqQAEVrEzqVXUooAYrWCcXNxkiABEiABIIQoGjNoUECOiHw69ajeHb6JlVrHrz6XPRsXV21nBEKULSO3EtPTtmAJTuOl6rgyguq4Jme55d81uWVPyJqYPKw9qicZY/oXHHS1OX78dZPO1XPf/nmpujQIFu1XCoXeHvBX5i8bJ8qgnfubIHza5RTLccCiSdwMLcQt729/KyGx97eAi3O0b/PDpxw4fZ3/zzL/nG3t0Dz0/bPWJWDMXO3q8L9942NcXnjyqrlEl1Ai2j99LRN+H3bUVXTZj18ERw2a8By6/bkYsQXa1Xr0FJg/J0tcUGNslqKskwUBHYezse9H646q4Z372qF86plRVGzsU+dt+EwRn2/RbedqFjGhqnDO4Rln5Z7po4NszGqb9Ow6mVh4xN44PM1WL83L+yO+M95Wp/zwm4kwAk1sx34fHDbWFTFOnRC4KeNh/Hid2f/5v70+CVBLVy1+yQenrROtQf3d66PW9vXClru/omrsTXnVMh6ymWk4dsRHVXbirZAnzeX4li+J9pqYna+P/+XvtuKHzceKlV32/oV8OotzWLWntaKHvlyPVb+fUK1uL/9YnyJcRbuMaxLA/RpVzPc03RR/o0fd2D6nwdK2XJ+9Sy8M7BVyWcDJqzA3qNOXdibTCNuaFUdD19zrmRCQWERrh+z5Cxz4vGc1/+9P7H/uCtk19XmvG9WHMC4+TvCxtfp/Mp4rlfjsM9LpRP+PlqAuyasPKvLb9/ZEo35nJpKQ4F9JYG4EKBoHResrJQEwicgv8x4vV/zoCe/8O0m3HlpXdzYpkb4DejwDIrWkTtFiNY2qxV9Tr9k+HzRbpTLsJ8lWt/dqS5anFNeU0N7jznx2uxt+Hpoe1QpG7loPWX5fny9bC/+dcMZAV1pgF3Sc8MAACAASURBVHiJMurmpuhI0Tqkb8Yv2IlVu05i6FUNApY7fqoQz8/YgrfvbIHGFK01jfNEF8o5WYh+7yzH49edhxoVHHB5vHhy8gaM6dcCLevoX7Tef8KF/u/+iX9efx6ql3fA5S7Ck1M2wl90F6L1x7/twjM3XhAUr7jm4/EyIxb+1CJaPzVtI7w+4JYOtQM2uS3nFMb/tBOhROu1e3Ix8ou1GNW3CRz2tIhMP+XyQAjobw1oiSY1KVpHBDGMk2TR+uke56Ni2XTkFrjx7Debkeqi9dz1hzB23g681KdJCc3cPCeyyqTDag28aCMM7FEVXbL9KOauOxiRaD34ynq4oGbg3+Wpy/fB7fFCLLjjkVoEhGhdo3wmrg9j0bByztPynOcs9AA+HzIckd+DL9x8GEt2HKNobbIhKsTEV2dvK1k0s+VAHt5Z8BdCidZCtBTi5Su3NIUtLfDv8iszt6Jnmxq4Lci9jcA4+OPVaFS9DK5uHnjR/PIdx/Dd6hx8OyK8hUKRuKj3m0txTfNq6HhupaCnn8gtQIVymZFUr/mcDftyMeGXXaX4C9H66KlCDLi0jlTP9D/3I7/QkxTR+uEv16F8ph29LgwsJq/fexIfLPy7lP1CtD6e78YdlxTbr+V46bvNuK3DOYYWrTfszYNYuCGOuWtzsONQ/lmiddt6FXDlBVW1IDFFGZH1w261wJ5uk/rzwcK/0KBKGTx8TSPp7wJ3Ea4fvQTDr2qAhqcXcMbrOU8snL64UUV0Or9KQLZa5jwhWn/6x994OsRzqrLyLxfvQbrdiud7BX+2NYWzo+yELFo/1eN8VCqbjjynB89M3wQuro4SLE8nARKQCFC05kAgAZ0Q+HXLEbz0/VbMfviioBaJm7ZbO9SmaK0TnyXTjCcmb0DN7AyM7NZQMmPUD1vgLsJZovULvS/ApY2CP9j790E8pA36aBW+HtoOVcqmR9w9IVp/u2o/Ph10YdA6REQTRWt1xEK0FmLY67cFXsxyKLcQt769nKK1OsqklThw0oXb3/kTH97bGvUrl4HT7cV1oxdjdL/maFVH24KSpBkPQBatPx7UBnUrZZa8qFCK1pMW78akIe2Cmtr99cV48vrzDBtpLUTrSln2khc2yo7KEU1aROsfHuyIzPTIROtcpwc3jltK0TpBF4UsWouxXb18Oo7lu9HnzWXSC00RjZOqx5z1h/D2TzvxzQNnRAq9pAefve4Q3v95Z0Si9X9vaYr29QNngBFROmJx338pWqfcsBeides62bj38rqa+66c87Q858UiPbh4OS8Wjn5xPyOtNTvLAAVFBO/oOTvw/YPF0cx/7jqBx75aH1K0XvH3CTz6ZegyIpNI1+ZV0S+EaH3fx6tx5QWV0f+icwKSEpk33py/I2Gi9eArG+Da5sEFxESkBxcLQ8QCTmWktQ8+CPFGHG/+tBO7DuXj1VsTH2ktROvzqpfFP06LsUrH/bH9GJ6aWtr+F77bgjQLQi46V9Yz4P0V6NWmpmFFa+W8/umiPfh9y5HSorXB+xjJz5syPbjyGUgWrf2fBeP1nKf2/lPLnKeljJLTq7O2IdfloWitMoBk0Vrcc4jF+ccLPOj9xlKK1pFceDyHBEjgLAIUrTkoSEAnBLS8zBA3bbe0r41eFzLSWiduS5oZ/5y8AbUUonVhkQ/P9jyTwkgIw5GI1l/9ox2qlotctBbprL9bdQCf3KciWvdtgo4NKyaNoREaFmnWtx/UIFoPaIHGQaLDjNBPM9sop9dWitYiq0ZrA4jW+467cMd7f0IpWvtHin+78gC+XLJHVbR+4vrzcIVB04P/39SNqFxWXbSe+dBFyLAHjmhaszsXD05ai1iI1m/e0RJNazHSOt6/HTsO52PQh6uksV1atG6J86unLn8hDL+zQL+i9Xs/78S0CNKDi4jEdiFE6z1HnVLUIo/UIjD8szVoUzd80dp/ztPynEfROrXGVTi9nb/xEMaEKVprEbaFaH1Vs6q4vWPgLDLCRrGguXOTKiFF6zfm7cCMkfGPtL7pjaW4v7M+RWs5fbu/aP3XoXz8Lxmi9aR1OK9GYkTrG9vURF+DpgcfO38H9h9zlmRQEaL1b1uO4F2/9OB3vL8CNxlYmA/nd0YuG0i0rljGjkeuLY60zi8swg1jlpTKuiVE63g854lsZbd1PCdo0I4WQXr6igOYHOZiLkm0dnrw/E2MtA41hnYdKcDdH6yUFsr5i9bMCBbJlcdzSIAElAQoWnNMkIBOCCzcfASjftgqpRYNdlC01omzdGDG419vQO1KGRjZtTjS+uUftsJV5D1LtH6xTxNccq42YVh+OR+taP31sn34nqJ1TEaJWKW/82A+Xrst8Cr9w3mFuGX8crxN0TomvONRiRyp/NG9bVCvcqaUHlw82BtHtHbijvdWYOJ9bVCnYmbJPmZK0fqrpaEju7qPXownrjOuaP2vqRulDBTyfm7KsbJ690k8NGkdfnioIzKDpP7WUkZtDIpV/zeOXQqK1mqkYvO9nIHky3+0Q7VyItLaA7Gn5jsDKVq/u2Anpus00joeorXY+3L3EYrWsbmyjFXLsM/WoG29bNzTKYxIa8Wcp+U5LxaitVhEpjYfG4s+rRUERDTzuHk78N1pYViLIK2ljBCkuzRVF61DlRGC+ri5OxMiWvd6Yyn+0aUBrmmW5EjrncelrX78I61FpLIVFvxfj/OkQSsWHu9Mkmj90Jfr0Lh6WQwJEmm9aPsxiMWY/vaL7abEmssnQ2zvpbwaxX7PPVvVwM0h9kTX8xUstjnZfzy0aC32VO7TthZ6tzXmvt2R8FeK1mJbouwythLR+lShBz3GLMW421ug+TnFW6rE6znvtneWo18I0VrLnDftz/2Y+ue+sLbN+N/sbThZQNFabfz8dSQf93ywCl8MaYsa5R04UeCBWFxE0VqNHL8nARLQQoCitRZKLEMCCSAgvcyYuRWzHgouWoub5r7tauMmRlonwCP6bkKI1udUysCI06L1f2duRYHbK+0ZKx8i0lrsN3mxRtFaToMqv5yPlIAQrX9YnYOJg9oErULY9p++TXARI61DYhaidahV+ofz3Lhl/DKMH9AcF9TUf6rpSMeUkc9Tptc2qmj9yaALpd8cOSWcf3pzLS8MREr0x7s3wpUXBN6TLJk+1rKntRCtRQaKh64+N6CpJVHUGkTrUNHYahzyXB70HLsUb9zREs0Yaa2GK+rvZdFaXswlp717+86WaFwjtSOtlcKwXtKDi9Tl7/xUWlDXMhDEfYlI4yr2rgx0vPnjTuw6kp+U/Um12M8y8SMgROt29bJxdxiitXLO0/KcFyvRWi3zSfxIseZ4ERCitX80s5bU34kSrUXq8jFzd5YI6vFiIOoVovXQLg1wdZJF66U7j0Ns1aUUrf3Ta4stnrbnBF94HE9OaqL14h3H8C9FenNJtE4Dnry+OL25luPO91egR2vjitZj5m1HzglXyV7xny3eg4WbjuC9u1qVdJ+iNfD09E2okGnDo6cjrUtE6/4t0Lx2sWgdr+c8IVrfflEd9GxdPeCQ1JLtKxLR+rXZ26RU1y8w0jrkT4EsWssZqU46PejFbay0/HyyDAmQgAYCFK01QGIREkgEgV82H4EQHsXL7GCH2W6avV4fjuXmo3KF1N0XMtKx9djX61G3ciYeuKo40lqMnXy3F88pROtwhGHl3p2R2iZE65mrc6R0wsGOcAX1SG0x+nnSS/LDwfdDk0Xrt+5ojia1KFrr0d/K9NqyaC2i59vUDSyO6KkfYg9XsWfdp/ddiNoVz4jW/pHiIjXb5OV7Q65gFy8zHuveCJ0NKlqLvQurldcgWofYr1rLvtdqvpdF63H9W6J57dQVTdU4xer77YdO4b6PVuProe2kSHvu1VZMdtbag5jwy1+l9o3Wk2it3G9by3jQJFqHmI+1tMEyxiQw7NPVaNegIu6+THuktXLO0/KcFyvRetKSPfhySDtjwqbVAQko943WIlov/+s4xCJnf2FVWbla6m9RXm3fa+V+2/F04Y3jlmB413PRrWnwBZCJ2NM6mGhts5yJVBai9bac4Fs8xZOT2IqmSc1yuP/K+gGbCSRaPzdjMxxpVinFs9ZDiNY3tK6BWwwaaV0sWhdiVN8mUpeFaP3LpiN4XyFamyloRItvz4q0nr4J5TNs0nOcOAI9i8TrOe/Wt5ej/8WhRWu1OU+I1tNW7MdnIbauU3KRROt8j7TVHo/gBJRBL7JozYxgHDUkQAKxIEDROhYUWQcJxIDAz5sO45VZ2yhax4BlKlTx2FfrUbfKGdH6lZlbcSpK0Vq5UjJSjl8t24dZFK0jxVfqPJGO9O/DBVL0V6DjyCk3bn5rGShaxwR3XCrZd7w4vba8J7RoRIgjRhWtnW6vtJreX7QWe4VNUROtxyzBY9eea2DRegOq/f+0Z8EirdfuycXIL9aGTA8eC9H6THQDReu4XLCKSrcdPIXBH58RreW0d+PvbIkLUjjSeubag/hAp6L13PWHMP6n0vttaxkrqqL1Tzux61DwRWRa2mAZYxIY+ukatG+QHZ5orZjztDznxUK0nrEqB18s3k3R2phDLajV4nftrR934tsRxftGr/z7BB75cn1IQXrZX8fxTxXR+r6PV+OKCyrjjovOCdr2PR+uQrfmVdGvQ+B9r3/aeBivz9mO7x/sGHfqN45biuFdGyZdtA7EVple++0Ff2FrTh5ev6153LkoGxg5aS2ahhCtl+w4BrEY039Bw7+/3YwMW3ii9cAJK3F9q+qGFa1Hz92OgyfPiNafL96DnxWitdie7+b25sl0qGUwKkXrZ6ZvQjk/0Vreqsh/Ae11cXrOu+Xt5bgjhGitZc6bunw/pq8MT7R+fc42HDtF0VptvMjbC8qZGsU+4OJ3mqK1Gjl+TwIkoIUARWstlFiGBBJAQHqZMXs7ZoZ44Lvj/RXofWFN0+ypw0jryAeWEK3rVSmD4Vc1kCp5ZdZWnHJ58Vyv0unBxcrhjhpTcO86UoC7P1hZsidNpNZ9uXQvZq89iI/vDR1pHc5+25HaYvTzJNH6SEHQdKRHT7nR961lePOO5mjKSGtdulsWreU9oYWRQhz5323NcKEBI60DpTfXIlpfP3oJHhWidRNjpgd/csoGVK/gwIPdAqcHX7cnFyMSIFrnFxbhhjFLMM4vJZ8uB75JjDojWrdHlbJ2MO1dsWMl0XrhLkwd1r7E03qJtC6OSNyOb0doF1Dk37VQv8vJ3J/UJJeTYbshROsODSrirsvqaO6Dcs7T8pwXK9H680W7IbY04GEeAsWi9Y6S3zUti+C0iNZiUdblGkTrq5tXxW1BROsFGw/jf3O244cUEq0DRbEr02u/s+AvbDmQJy3yTPQhROtmNctj8JX1Aja9JMCe3EK0zrRb8c/rtEda3zVhJa4zuGh9KLcQ/+lTHGn9xZK9+GnDIUy4u3UJNyFa39K+NnqZZHs+LWPxLNH6m00o60jD492Lx4YsWvtvVRSv5zwhWg+4pA56tAqcHlyI1mpznhCtv1m5X8oapvUQC3GOnirEi72LxwaPwARk0VreRinQ2CA7EiABEoiUAEXrSMnxPBKIMYEFmw7jf7O2S1FawQ4hWt/Upib6tKsZ49aTUx1F68i5P/rVetSvWgbDu5wRrfNcRXi+15kURkIYG3VzU3RskK2poRLR+v62qFHBoemcQIWEaD1n7UF8pCJai3RLlzaqFHE7qXDiuPk7sOeoE6/c0jRgd2XR+o3+zdGsNtOD63FMyOm15T2hhY1qEX166ocYf3dOWIHPBl+IWtkZCJTeXEvaNfEy45Frz0UXg4rWYu/CmtkZGNmteEsG5bFuby5GfL5WijQqk54WsIyWyCg135eI1re3QPNziveR4xE/AlsPnsL9H6/G5GHtUTmLorVM+oc1B/HRr7swRbeitRB3iiMStRxatm0QovWOg8nZn1RLH1gmfgT+8ckaXNSoIgZeEp5o7T/naXnOi5Vo/dmi3fiaonX8BkQSap6z/hD8tz3QIloHSmGtNP3+iatx2fmVMeDi4JHWYkHztS2r49YgKaAl0Xp26HcYsULWc+xSjLi6Abo2qRq0ykSkBw8kWivTawvRenNOHkYnIdJaLKJsUbs87rtCu2j97LebkWW34vFwROsPVqJ7iLERK7/Hqx4RaX04txAvqYjWt3aojRvb1IiXGbqrN6BonZ5WMjYCRdPG6znvlvHLcOeldXFDCNFabc6bsnw/vl21H58OCk+0PpJ3Zmzozkk6MWjHoXyIbSbkbZQCReHrxFSaQQIkYEACFK0N6DSabE4CWh74xL6ivSham3MAhNkrkRKuQbUzovWrs7ZJq16jEa3/PloAsWL6iyhF60lL92LeukP48J4zq5SV3ROiHUVrdaePnb8De0OI1sfy3ejz5jJQtFZnmawSRhetdx8rwMD3V0YvWo9ZgkeuMa5o/c/JGyTRXk20/u7BDshKtwUcblr2oFQbpwXuIogXQ+MoWquhisn3W3JOYcjEM6K1/KLurQEt0aRm6u4p/v2ag/jYhKK1/7YHygEk9ifdnkPROiYXlsEqGfLJGlwcrmitmPO0POfFQrT+bnUOPv2DorXBhpiqubPXHcI7C85se6BFtA4UTRuJaH2XijCpZUGGagc1FugxdilG6kC0/nPXCYisZ6HSa+tZtA60oOHZbzYjKz180fraFtWCRuFrdGvSiimjaQNFWvd7Zzlu63hOSovWyrERaN/i6+P0nHfz+GUYGEK01jLnTV62DzNWHwhLtFYuaEjaINV5w9sPncJ9H53ZRinQfuc67wLNIwES0DEBitY6dg5NSy0CYj+o11RSaw2YsAI3tq6Jvoy0Tq3BEaC3D3+5DudWy8Kw05HW/5u9DScLPHj+ptKR1i/f3BQdNEZay6L15/e3Rc0oIq3FA9/89RStYzFIx87bAZFe+r83B460PpbvQZ83l+KN/s3QrHaFWDTJOmJMQI5UFinJalfMkGo3UqS1/Lvw2eC2qJVdnIFBmd5cS9o1kdL6oWsa4qoQ0TExRq+5Orfbg3yXBxXKFvsn0PH41xtQu1IGRnYNFmmdhxGfr0Eo0TrQS07NRp4uWFBYBPFiaOztLdCCkdbh4gu7/JacPAyZuEaKKK6UZS9JiZjqe7V9vzoHE3//G5OH6i89+PyNhzBu7k7MGKk90trp9uK60YulNK6t6wTOWpLM/UnDHrg8IaYExMKVS86rhDvDiLRWznlanvNiIVqLa/OT3//G137XZkxhsLKkEBCi9bsLdmL6A8W/a6t3n8RDk9Zh5kMXIcNuDWhToH2LlQXF2L5UJdJaLQW0ltT3sYKm5V4yEZHWge7nRKRyGb/02u/+/Bc27s/FmH4tYtV9zfU88PkatDqnAgYFibQOlDr+GUUKaC2NiSj8awwtWm+DyFomp4AWC+/nrzuED/wW3t/2znL0S3XRWjG2TxR4cNMbS+G/gFPLtallTCnLiG3Q7upUDze0rBbwdC1z3tfL9uH7VQfwSRjpwYVo7Z86PhLbU+Ec5TZKpwo96DFmKbexSgXns48kkAACFK0TAJlNkIAWAuJlhljtKVKLBjuEaN2zVQ3cHCQ9l5Z29FSG6cEj94YQrRtVz8LQzsXpwYVoLR4gXlCI1v+9pSna19eWHjyQOBWJhUK0/nF96Qc+ZT1C9BIC+2XnMT14KMZCtN5/3Amx+CDQIYvW425vhubnULSOZLzG+5xgorVI+d5O47UZbxtD1R9oMYtSdJdEa5W0a+JlxoPXNAyZ0jFZ/dQqWp9TKQMjgojW6/fl4YHP1khCWVlH4EjrWIrW4iVoyzpMDx7vMSOL1lOHt0fFMmdEa/99/OJtgx7rD/SSUC97WgvReuzcnfguDNFazmCgKlonaX9SPY6BVLJJi7Cn5KGc87Q858VKtFYuKEklX5m1r0K0fu/nnZg2vLRoLbYVy7QH3pJEk2j9yRpc0qhiyAUZmkTrWdskAT3eh7iuHlbJ2pNM0do/vbYQrTfsz8XYZInWdSpg0OWB04MHE63LOWx4rHsjzW6858NV6Na8KvoF2e9cc0VJKvja7G04nu+Rsr+JI1C2OCFa335RHfRsHXhP5SSZHtdmlenBxYKMTJsVT1xfvKd1MNE6Hs95QrS+u1M9XB9CtFab84Ro/YNYbDmojWZuQrQ+eLIQo/pyT+tQ0GTRWt5GqUS0ZkYwzWONBUmABIIToGjN0UECOiHw48ZDGD1nR0jR+s73V6BHa4rWOnFZUs14eNI6NKpxRrSWHrqiFK3PpAE+E1EZSScDpdZS1kPRWhvZMfO248BxV1DRWvi89xtLQdFaG89klJKvK2WktZlEay17hWlJ6ZgM/4g2tYjWj329HnUqZaqK1t+O7ADx0i/QERPR+nR6cIrWiRktmw/kQexnK4vWctq7VBetpXSMimhOvYjW4n56TISi9eh+zdEqSKS1SPW6haJ1Yi48nbWiZd9fpcnKOU/Lc15MROs1BzHxt12lsiDoDCfNiYDArLUH8f4vf5WI1mt25+LBSWsRSrRevOMY/jVlY6kU1sqmtaS+HzhhJa5vVR23BFk0/8vmI/jvzK0JEa21pCBOhGgdaLsXZQrl937ehfX7T+pStA60J/cz0zehXEb4onXXZlVxe8faEYzq5J+ifH/y5dK9mKvY4uzWt5ej/8WpLVr/+9vNyPATreX3D/6R1vF6zuvz1jLcE0q01jDnRSJai3cwOScoWqtdpVsPnsL9H5/ZRim/sAhicRG3sVIjx+9JgAS0EKBorYUSy5BAAghoiQxRe2hMgJkxbYKR1pHjfOjLdTi/eln8o3N9qZLX52zDsVNnVgqLz4QwHI4wJkeEfjb4Qmnv1kiPzxfvgdi7b8Ldofe0fu6mC9CJkdYhMRev8nVhVN/AkdbySmeK1pGO1vifdyaDwZnrSlyb4WRBiL+VwVvYdaQAIv2f/173ykhrsVfYdypp13qOXYoHujVEt6ZVktmdgG1rEq2/Wo+6VTLxwFWB04Nv2JeH4Z+twbcjOkgv/QIdgV4ShgtDTmMcSlwLt06WD05g04E8DJVE6w6oWMaGM2nvWqJ57dTd03rGqhx8tqj0vrl6Ea21RLQqPS6n3Q+1GCSZ+5PyGk0ugcEfr0anxpUx4OJzNBuinPO0POfFQrT+Yc1BfKTYb16z0SyoWwIz1x7EB7/8Jc1F4li7Jxcjv1iLHx7siMz0wJHWi7Yfw/9NDS1ai0VZHRtWxF2X1Qnad7VF8ws3H8GomVsxKwGR1tePXoJHrz0XnZsEv5dMhGi98u8TeOTL0ntaK9Nrv//LLqzde1ISbxJ9iPvRNnWzce/ldQM2HWgR5dPTN6FCpg2PXqs90vreD1fhKgOL1srt1b5atg+z1+Tgo3vPROTe8vZy3JHiovVzMzYjPc2CJ68/XxpPcqa38Xe2xAU1iu+F4/WcJ7ZBu/eK+riuReD04FrmPOHXWatz8HEYkdYi292BE86g72ASfU3rtb0tOacgstHI2yjJmYu4jZVePUa7SMBYBChaG8tftNbEBLTswUfR2sQDIMyuCdG6cfWyGOInWvvvySSqC3ff3EBpjMM0Syr+2eI9+FmLaN2rMTqdXzmSJlLmHLXUVLJoPbZfM7Sow/TgehwYwfaEDme/+WT2q0S0HtIWNcqf2dPaf0GMEK2lPW5DvAyI18uMWLDRKlrXq1IGw68q3pJBeWzcn4dhnyZOtA6VxjgWTFhHMQFZtJ72QAdkZ/qL1i3QvHbqpmcXovXni3bjq3+0KxkqehKtX5uzXRJztB7ySzY10XrTgeTsT6q1HywXHwJCtL78gsq446LoRGu1vdZjJVp/+OsuTB12Zr/5+FBhrYkkIInWC8/4tUS0DpEeXItoPfTTNejQQF207tmmJvq2qxmwy5Jo/cNWzHo4/unBJdG6+7nofIE+RGvRZ4eteE9xIVr7p9dOtmh9Yb1s3NMpPNFa3Oc8EoZoPeijVejS1LiR1q/O2oZcp0faskwckri5JgcfK0TrAZfUQY9WqZseXBKtrRY8eUNp0frtO1uicQJE60FX1Ef3EKK12pwXyK9qv99qW7SpnZ8q38uitZyRSsv9dKqwYT9JgASiJ0DROnqGrIEEYkJg3obDeGPeDmk/zGCH2p5SMTEkgZUw0jpy2CIl3AU1yvmJ1ttx9FQhXux9Zt+dcEXrvcecGPD+CvinMY7Ewk8X7YF4gfH+Xa2Cnn7t64vxfzecR9FaBbCaaH3S6UGvcUtB0TqSkZqYc4wuWv91JB/3fLAKX4QQrbWkXbtx3FIM72rcSOtHv1qP+hpE629GdED5IJHWgfYQDHcUujxedH99MShah0susvLyYgRZtC5Je9eforVeRWuR6eV/YYrWsl9DRYaI/Uk37qdoHdmVZOyz7vt4Na4IU7RWznlanvNiIVorxU1jk6f1MgERTegvzKzbk4sRItI6hGj9x/ZjeEol0lqI1u0bZOPuywKLm6L9ARNW4MbWwUXrX7ccwX++T4xofd2YJXhMRFonWbRetfskxFZdpURrRXrtCb/swpokRVoP+2wN2oYrWk/bhOwy4YvWIuq9fxgLevR0Vb8yayvyXEV4vlexaC2eZ2YqRevxyzDg0ropLVo/P2ML7Fb4idZu9HlzGfxF63g95/V+cynuCyFaa5nzRNr32WsPllqMoDYOx87fgf3HnEG3aFM7P1W+35KThyETz2yjpCVzUaqwYT9JgASiJ5CSovXqtesx6rW3JHq1albHM088hOwK5VVpyuc9+cgwtGrRTLU8C5BAOATEy4w35++QUosGO+76YCW6t6yOW4PsKRVOe3ooS9E6ci+MnLQWTfxEayFuHs4txEt99CFa/7r5CN4LIVoL0eVfFK1VB8Drc7bjcF4h/uPnV/+TxOpw8ZA4tl9TtKiTrVofCySegByp/Pn9bVGzwplI5VE3N0XHBvr32c7D+RDp/yYNftJl8gAAIABJREFUaYfq5dMlgMr05tJLHpW0azeOW4JhVzXE1c2qJt4JKi1qibQWaSAbVCuD4V1CR1pPf6CDlF4x0LF053E8MXlDyP0l1eBQtFYjFNvvZdFa9qscQZDqe7V9u/IAJi3Zgy+H6C/SesGmw/jfrO2SmKP10LIHXzL3J9XaD5aLDwERTRiuMKOc87Q858VCtBZ7H0/wSyMdHyKsNdEEvl9zEB/7pX1ftzcXIz5fi+8f7IgyQdKD/77tKJ6etinkPcewT1ejXf2KuDtIRK7op1jQ3KtNTfQJEmktROuXvt+K2QmItL5u9GI83r0RrtShaK1Mrz1h4S6s3n0Cb/RvmejhAjW/BtqT+6lpG1Epy46Hr9GeHlz8Nl7ZpEpYWSgSDiNEg0K0PuXy4rle/4+9846L4uj/+Cc2FCuiYkdQVFABGxpjL7H33hv2bqqpT3q39957jT0matSoFFEQpClIkY6AFAFRf7/Z4+Bcd2/njit73Mwfz/My7M7Ofmb2dmfe8/18m3BHCc1nRq73wuT36mOAGUdaf3c6BCXfAT7Lj7Qm7n4j1nlh42RnLl0dKfqa5w1d44lZ3ezQp7nw/JHmnXeA5Cq/n/CG7bvUOFz9dxhIQMcvI4VTtEmdby5/D47LAEkzoUyjpJwnsTRW5jIC2H0yBfSrgNlB64jIaKxavxWL5rrDtn5dnL90Bb7+D7B4rjvKWigWk4WKKuhm0Fq/g9Jca1csZjzCqYXii2wEWvdpUQNj3OoUC5kYtNa+Gwm0dqpVEbO6KnJaE2idmP4m3CRg6fcxzdCqPp1ttDLSerd7K9Stqn1OaxJpfSMkGZsmi0daE2i9rL8DOjdh9uDqRgGB1skZb25GUD1eCa1XjnGCc335A1DtR7zpnimWE/qnEY5cHkG5FyW0PjinDWpULITWqvbmQpEJ/Psiixlze9ijtwlDa/salpgnAq2VNtKGgtZ/jGmGlpS/7XIfY3JunxJaKyPoWa42RW8RaH3QI5rbzKIscrEHJ9D6twuPcE4De/DCXOXiEfQEWvvHGCc/qZyfEXNomzYWuPx3Hs08T1fQesu/j3E8P/exOfSPOdwjgda7bkTgyFyF7bsSWp9e7IbyZYQ3ylFB671+aGNbRRJaD21VC8NaC9uDE2j99cngIm3Io+1DAq0/6eeALmrmj4bIaa2MtD63pD3KkhBUAARaq9prGx1a21mJRtArobVqpLgCWpfB0t4NabsD2rhQUFdugAN/PReKzBev8M3gQmh9lpfuiIPWHW0xwFk4p7IBmmnwS6Rn5aBMyRKwsCjNXZtA6xJ4B58PdOD+XQitXdDYpjz33/Q1z6OB1lLvPAKtL/knYvs0V2otCbQmqfNIOixWxBVQQmulI5VynsQcwdioYQowBXShgNlBawKpn8TEwX3yWE4/PsQWEpUcs233QUyfNBarNmzF5HEjWKS1LkYfq+MNBf4KSMT6y+E4uUA80nrqtrvozaA1Gzn/P1kglnDNa1fCzK62nB5i0FoTsBGTmo0Jm31QVGi9+2YU/gt9qh5ar7iNZf0YtJYazMsvPuQmhqq276rnpOfkYfAqTzBoLaWk8f4uZq9tKtA6LCkL7tvvcblrq4tAa5Ir7IJfvNod7EPWeGJOdzuThdZLD/qjkU15zO0mHGnNn7QLjTiP8FQsK2KkNamXbEjS5LfdeKPf9K/8ICYD8/cW5ipX2t6ps5E2/buWvgMCrQ95PsH+Wa0LDpYLtL4alIRfNYTWGTl5GLTKE6vV2L4bMz+pdI+wI/SpgDbQmv/Oo5nn6QJaX/BPxOar4Qxa63NAGKHuM77x2P1fJA4XQOsMLNznh6JCa/J+U5f7mNzqhC0+GKYOWoc+xdcn1Ed060qyvhTzR0NAa9+oZ1hywB9vQOvjQbAqX6ogUnnbtUjci0o1SqS1VK7yu5FpIA5CqtD682OBqFaxDJa8Tw+tZ+70Racm1pj4bl1ddbFB6/nlXCiyVKD1Ea8YkGdtl3vLgnaQiOKpnWzRn0HrAmidnPkCI9d5YdMUFzjUUEBrfc3zpOqleeft93iCfwISsU0DaL3mnzBEJTNoLfVA8jdtZ794BbK5iEFrKeXY35kCTAEaBcwOWm/ddYDTRQmtU9Oe4dufV4iCaFWoXblyJbXH0gjOjmEKiClwMSARGySg9bTt99CreXWMZZHWZj+Q+NB65aVHiE/LBQFhpCgtZDUBGzGpOZiw+Q52zWiJelbltNZ4180o3Ap9io1qIq1pdspr3YBidOIfFx4iJUscWisX2leMcYILi7SWZc8rI5X5OaF/HOGI9iYQaR2WmAWyYM+H1qr25iRX2EUJ2zWpnfLG7Dwae3CSu7BRTWlorbRHE7ofj7AULDsaWORoJE1dNIypralfOyAmAwtUofWLl+i/wgMrx7aAc72Kpn57Wrf/pE8cDnvJE1r/G5wMshBNYAJtUW4AWz3eGc3rKKwu+cWY+Ulp74Mdpx8FSIqMHs2qY1w7eqcr/juPZp6nK2i96Uo4iOsHK8VHgdO+8dijAq2V76Y/F7mhgoVwpPWN0Kf4SgImE2jdsn4VTO8sntN6/OY7GN66tmikNc11dNUTNE5dhoDWflHpWHzgzZzifHvt7dcj4RORirUTDG8PTux6iZvTlI71BKUXysn92bFAbnOqOUHrn8+GIjvvFf6XH2l91DsWf96Nxe4ZrQp0G77OC9PMHFp/fzqE0+OLgY25/0/KeIFR69+E1vqa50lFcBNoLfXO0wZar/0nHBHJWfhtFEsLqu73m59GiaWx0tXbjtXDFGAKEAXMElrXqV0TfXt140aAOmhN/rZ8zWZMnzSGsxIXOjbv/z9yWGEK6EKBSw8SsfnfCByZU2i1yK93xm5f9HCsjjHFJaf169dIz8pG5fLaA1JdaG+KdSw5FIDmtStien4OMrIbNP5ZDr4fWgitB672xG+jnOBStxLVLcam5WDytrvYOsUF9atq3yd7bkfj9qMUrBvfQvS6pG0f9mmILo2ZPbi6ziER9KnP8wpsy/jHZuS8xLB1Xvh9lBOcKfuZajCwg3SmwOOk55i52xd7Z7QqsNd+f/ltfDukKdrby9/SPTzpOWbt9sWBma1gXUFhD07a//3QpnDLz8lN7MEvBSZiyyTxlAAjN3hjRmdbWea0znv5Etm5L1GhnOL+hMpHhx9wkdazuijcLfglNCET8/bex6HZbWBlKZ7T+osTQfiriHkfif4/j3CkTv2gs8FshhU9iM3A4gP+ODavLSpalER23ksMWs1+c0/di8dR7xjsUYlGSs98DktLC5R8R2GVaqxyLfQpfj3/EGcW0kO79JyXIAvTK8c2h1MtYWhNAMT9J8+wYkxzY90au66RFCDv8B5O1TG6TW3qFvDfeTTzvOzcPLzGK5QrI/4ukmoAiejefC0CR9XMJ6XqYH+XnwJn7ydg761o7luMFP67SajFNx+m4H9/Bqv95lh80B8udStjqgjcJPWSueHQ1rUxxNVGUBia6+hK0QGrPfFpv0bo2KiqaJXPMrJQqYKlri4pWM/96HR8cDgApxa0RbnSJbljvjoVhKqWZbC4lz33753/RYHYcK8ea/h3xvx999GuoRUmtheOgPaNfgbyXXt6oRssSuXbm58MQvUKZbCwp6L9NGXuXj+852CN8Rps6KGp11DHEFeW3LyX+CI/V/Nxnzic9o3DjqmFNtKjN93B1PfqoU9z87EHz8rJRakSJVCmtGI+89O5ULx+DXzWX2EPnpzxAmM338GGic5oWF3xrOlrnjd8vRfmdG2Ank7COa1p3nkHvWJwJTARm9TMU/ljbv2Vx4hMfs7Nt1gRVyAoLpNzgDw6tw0qlS2F3LxXIL/Tv450hGs9uhSFxVXfUvm/rcX1/th9MQUMoYBZQmsiLE2kNYmy/v631UhPz3irL5R5rVPTswzRT+waZqDA5eCn2HMrBjumiE9sFh8KQufGVTGsZTH5aH4N5L18BfZC13yAf3YihFtYndBesYC25Vo04tNz8EV/haVX7svXGLPZF98OboTmtYUXYPlXjU/PxZy9D7B6rCPqVrHQvFH5Zxz0isOdiGf4bYRiN65QGbfVD/O61cd7DeUP7bQWQgcnrrsaifTsl/i0j7AlcVbuS0zYdh8/DHGAYy2FPRcr8lIg4mk2lhwKwuZJzVCtvCI32LAN9/BZP3u0saXbUGLMO3qc/BxLDwdj66TmqFpesXhB2v9Ff3u0qq9o/4l7Cfg3+ClWjm4q2tSpO/0x8d3a6N5EfKHRWPf5+tVrvHr9GiVLisO2L089RKMa5TD5XeFIu0eJz/HR0WBsn9Kcy2koVO5EPsMPZ8NwfA59TjWheoj+Xw9sBJe6dL/txtK1OFw3KC4L5H27Z1oLlLcoiZy81xi7xRffDWmEZiJwszjct9Q9nPVPwmnfBGwcX5jr7/XL13inxDvAO1Jn6/fvt8LSsOqfxzg4Q3wTDb8FZAPYpO338dOwxmhiIww79nrEgNjF/zhU/NtGv3fGajeWAosOBaFrk6oY6ko//+K/82jmea9evQZeAyVKav8QXQl5ip3/xWDXVMODMmP1jzlc92JAMo7eicOWSYqov5D4LHx6PAS7p7dAhTIKaMovHuFp+OVCuNpvDm4+WbsCJrQT35Axe98DDHKpgX7Nqwlex/NxGn4+r/46uuqj0Zt9saSnrdpNn3kvXqFUfp5pXV2XX8+D2Ex8cTIU+9ydUS7/Wj+eC0PVCqUxu7MiuvmAZyzuRafjl2GGf2d8dDQEbRtUwqg2NQUl8I/JwFenHuLADBdYlFL83nx/Ngw1KpbGzPz202j30ZFgtLWrLHodmjqMecyqyxF4kfcKH76vmGef8UvE+YBErBtb+G0zbed9jG9fBz2aym/+oi/tXr58De5zjvwPSUP3dwRev36Npb0acP8mqcvcdwdg+agmaGCtCHTQ1zyPfJtN71gXXRpbCd4uzTvvmE88bjxMwYpR4vNUfuXb/nuC6KfPufkWK+IKhCZk4ZNjIdg9rQUqWJQsWIP8ZlBDtKhjvo5URLEqFfW7eYqNS6aAOShgdtBam5zWyoEgZSVuDgOG3aP+FKDJx6JNTjX9tbjoNZPFmZT0LFhXZrBNUzUX7PPjdsa750f9rfo7DLEp2fh5pGKSpU0+mbi0HIzbdAc73VsWKdJ6x41IeIalYsMkcTs0Yq/6Yd+G6NZUeAFEUz2K6/G/nX+IZ9l5+G6o8CSLQOsBKz3wx2gntLRlGwDkOA6U9toH57QpiLQm9s7fD3dEh4bCE3A53cfDhEyQnHUkj2K1CgroTtqvam9OY7s2fK0n3Ls0QN8W9Iv+htKBxh6c2EA2rVkRs7spFmz4JSQ+E7N3+eLovLaomr85gX/MrUcpIDkDL3/coUi3RvT/bXQztLY17x3sRRKR8mT/J+lYuO8+lBaszPZOIdzxO7E4dicG+2bKL6f19ZBk/HgmlMvVSVvIe3bIak/OxpUAHKFizPyktPfBjtOPAlO33UXvFjUwRoP0TPx3Hs08Txf24CTqbN0/YTi1sJ1+xGC1GkWBP+/FY9+tKC5VCylKS9ZTC91QsazwRjnyW/j1yWC13xz8+aTQzZG54ai2dTCklTAA/e/hU3x53DA5rcn3zzdDmqCTGqcuQ9iD+0enc9GFZ5e0K4i05ttrk/mwd3gK1k2k30Clq8FFvkc7OFTFpA7C9uDKnNyq7V929AFsKltgcS/6nNbkOu86VMVkkevo6n70Vc9PZ0Lw4hXw1SDFxgLybXPCJxZ7VOzBh631xAyZzl/0pUt6Vg7KlCwBCwvFvO/HMyF4+Rr4Mt8ePDE9F6M3eGPLVBc0rK5Yx9PXPG/QKk8s6GWPXk7Ca0Y077y9t6NxNTAJW1Ui6KW0W3c5HOGJWfh9NLMHV6cV2cxJ0kyovotYGiup0cX+zhRgCtAqYHbQWjVHNbH8JhDb1/8BFs91R1kLC+7fly5fw1efLkGVym9GQDFoTTus2HHaKHD+fgK2/vsYJB+mWCHQuptjNYwXsXrS5rrGPIdBa+3VJx+HrvUrw72zwqqWQOuYlGz8kg+tn+fn3Vwxtjlc6tFFcyqh9Y7pLWGbv2tWmxaSSbpXeCrWT5SA1n0acuOZFXEFfj0fiozsl/iWQWuTHSaPEjMxY4fvWzmhvxvWFO+psTeUyw0T2+tZO31xZF5bWOfDWDIZ/WG4I97Nh+4EWl9+kKh2MYAsZkzv0gD9TBRaLzpwH45qoLWQTvw+vPkoBV/oCFr/OsoJbRqwjSr6fk6UC9OnF7uhfJlSYNBaobjcofUPZ0JxQQtovW6iMxxFIugJtL4baZz8pPoe56x+9QpM2XYXfZ1tMFqD9Ez8dx7NPE930DqcW0BmpfgocOpuHA54ROPg7Deh9cmFbpwlq1ChgdYEvLaoUwkzRFKfkHoJtB7tVgeDW8oEWg9tik4O4lGvhoTWZxa3g2V+pPuyo4GoUakwJzTNfFhfI3TWLl90bGyNie+K2INHPcOSA/44u7gdyuW3/9MjD1CrSlksyrc3p2nb7N1+aK8mdzZNHcY8hkDrPBUYS75tjvvEcimdlEVfuZqNed9S1xaC1iQrphLuJ6TnYswGb27eZ59vD66ved7AVZ5YKAmt1b/z9tyKxrXgZGyZQr+BhEDrsIQs/DGGQWt14yUgJgMLCLRe5IaKFop3EdtcLfWEsb8zBZgCtAqYHbQmwvjeD8BPf6zjNKpdy+YNQM2gNe3QYcfpWgFuMeNaBJc3UawwaK1r1U23PgKtW9avgumd63M3sfrvMDwRgNYrx7aAcz06a564ZzkYt/EOigytr0fC+7H6neX9V3rgw94MWkuNQA5a57zk8h8LFeXmBBZpLaWk8f6uhNaH57ZBtfyc0GQyZ2rQWjWCWCtovc4L0zvbmjS0dqpVEbO6CkdaKyPSVeE+f9QxaG2851DbKyuhtXJhmkFrhZJCC7spaZmoVLEcSpYwbk5rAmo0hdZpz/NAFqbVQWuS09ongkFrbZ8lUz6PQOt+zjYYpQm05r3zaOZ5uoDWlx4kYe3fJNKaQWtTHnP8thNofdAjGgc0hNZSv4W6gNa6+rah6S/y/Uk28nY0NrTOd2HhQ2ubyiSntSJSeeeNKHiGp6jdxE1zz9ocIwWt/aLSQRyE3oLWVmWxSIOc1nN2+6GdCUNrfgQxg9aK0caH1vyI9AJoPc0V9tUUFsjD9TTPI9B60ft26OkonNOa5p1HoPX14GRs1gBar78SjkfxDFpL/f4oobXSkYocz6C1lGrs70wBpgCtAmYJrWnFYccxBQypwLn7CdhGAa27OlbDBBZpbciukeW15u31QysetI5+mg0SfUfK89yXIGBYG2i9fborGlhrn4OFLOzeoYDWH/RuiO4s0lrt+Pr1XCgycqWh9e+jndCK2YPL8lkttNc2TWgtZHvNtzffdzsaVyRs18hixrROtujvbJr24GRht1ltaWitaqPOH5C6stAk+v8yygltWaS13p/5+9HpWLT/PvjQmkRetKxvvvbsx7xjceLum9FIcoLWUpa4/IGT+jwPwyig9Z2IVKybIO4io/cByS5gFAWmbL2Lfi6aQ2vVdx7NPE9X0HrNpTAupQErxUcBMWh9YoEbKpcTjrQmkYU/nlXvOkG+bZrXroSZXRXOXUJl7EZvjGlXVzTS2pyhtdKFhejGt9cm0NojLEVtuix9jVCS1qdTE/FI6wJorWJv/smRB6itBbR2s6+CqR0Vm+hNrfxwOhSv8LrA9lrIRWbIGk/M7maHPs2Foamp3TNNe4Wgde6r1/h6UBPu9PhnuSC/C1t50Fof8zySBm1xb3u10FrqnacttH4Yn4nlY5rTSGa2x/g/ycDCfX4FaZSIEAxam+1wYDfOFNC5Agxa61xSViFTQDsFzvolYMf1CC4fpliZsdMXndVMQLS7svHOYvbg2ms/b48vWjewwrROiknimn/CEJn8HL+NUlgYKSNwV41rgRZ16SKtlROQbdNcYZe/a1abFhILTZ9I9Qu7ZAKypLc9eojsmtXmusXxnF/OhSIr9xWXv02oKDcn/DbKCa0ZwJLlEFDaRvNzQktFisjlZkLiMzB7lx+OzW8LK8vCnNaqkeIkV9i/Qept10as88KUTrYYYMLQWt3CrlBEPb8PdQmtfx7pBDc7Zg+u7+dEaGGX5WoDjnrH4tTdN/M+ygZahz7F1yc0y6+akpXH5WNcP8kZTWsK57TeQeEio+/xyOo3jgKTt95Ffw2hNf+dRzPP0xW0Xn0pDKcZtDbOYNHTVU/6xOGw1xPsn9Wau0JQXAbm7vbD8QVuqCICrf8NTsbPZ0NxXk2qBJL6RJ2LDLnWmI3eGNe+Hga52gje3a1HKfhcB6lPaKSjcSoyiD24AKjh22vvuhmFWw9TsHGS4Tc6kTWjLk2tRQMd+BvyiPYfH36AulXLYqEGkdZz9/hxGyin5q9H0PShnI75/nQI15wv8nM1n/CJw1HvJ9g3U/GckTJ4tQfm9rBH72ZmDK3PhiDn/33U/zdYsR6hdOdTXTPS1zyPBGEsVbNmRCKtpd55u29G4b/Qp9g0md4efMOVxwiNy8DysQxaq3tm/fNdJ1Q38JDfaZbGSk6/dKwtTAHTVYBBa9PtO9byYqYAWczYeSMCR+aKQ2upXbOmJgmD1tr3GIHWbRpYFUwS1/4TjojkrLeg9epxLdCcElorrZ50Aa2l8j4Sq6fF79sxaC0xBDho/eIVvsmfJPIPV25OYNBa+2dJ32eK5YQ2PWjtBivLwlxVfGh9LUi97drI9V6Y3NG0obW6vI9hiVkgKTxUbeD5Y4tBa30/bbqvX8hCk0HrfGh9LxZ73AvzPsoFWt8IfYqvtITWGyY5o4kYtL4RCe9w9alPdD8CWY1yUIBA6wEuNhipgT04/51HM8/TBbT+OzARq/4KZ9BaDgNHh23gQ+vguAwQa2ZJaH0uFOeXtBdtCbGIdlST+oScKAWtb4el4LOjgbj8cQcd3rFwVXKB1kKWuBy0VolUJqDsphGhddem1hgv4s7HT31C1CbQup51WSzoYU/dj/z1COoTZXIggdbv4B18PtCBaxF5zo4IQOt5PezxvhlDa7L5Jfv/k1rzobWqO5++5nkEWqtz56N553HPYuhTbNQAWm+88hghDFpLPqlKaK2aKoFBa0nZ2AFMAaYApQIMWlMKxQ5jCuhbgTN+CdjFoLW+ZS429fN3NnPQOikLv41WRFpn5b4EiWbWBlqrWj1pIxjJze4blYY148V3lkvlJ9LmusXxHDJJfJ4nDa1/HeXIbWJgRX4KKO21VXMdk8ncN0ObopOanHxyuRPlwuix+eLQmsZ2jVvMeK8+t/Avt/LiRR6ycvJQuUJZ0aYt2OcH57qVMaOLsIWmElofmtMG1SuWEaxHG5gmVBEZPz+NdEI7Fmmt96HkG/UMSw74v5H3kdneAUe8YvCnb1wxgtYvMHytFzZOdkZjG5FI6xuR8ApPNUp+Ur0PdHYBtQpM2uKDga41NYfWKu88mnmerqD1yothXEoDVoqPAiQC9IhKpLXQtxn/bq8GJeGX8w8loXXTmhUxu1sDUbFGb/DG+HfFI63NGVqfWuSGihaKDZ18e21tQJmuRizZRNnNsZoktFaNjvzocADqW5fTGFqrOr/pqv2Gque70yEo+Q7w2YDG3CX5m0PIfxu82hPzetiZPbRWXY+IS8vBuE138Ba01sM8r/8KD3zQRzylHIHWUu88zvVAC2gdHJ+BFcweXO3jKLQBhqWxMtQvGLsOU6D4K8CgdfHvY3aHJqLAGd947P4vEsRCVqzM2uWL9xyqYlKHeiZyV+qbySKtte9GsrteNYfU2svheJyYhd/zoXVmbh4GrvTE6vEt0LwOnT14YnouyMLE1qmusK+ufU7rrf9GwDdaPbQetMoTC3rZo5dTNe1FMIMzf+LZcfFvOfvFK/RbcRu/jHREWzsGreU4JJT22iT1Q9XyhfbaxPK9U2NrOTb5jTYJWVCSyahqpDiB1jdCktXaro1a74WJ79XHQBOG1i51K8NdDFonZcF9+z0cnNMGNUSg9XUtbIuFBggHrUc4op09e+b1/QDdi3qGpQRaq+R9ZNAaOOwVgzP34rB7hvwirbVxNHia+QLE2lIdtDZmflJ9j3NWv3oFJm71wWDXWhjRpha1VPx3Hs08TxfQ+p/ARCy/GMZttGGl+CjAz7UrlLqFf7dXgpLw2/mHOKcm0nrJQX80samgFlqP2uCNiR3qiX6/kbzNywwYaf39cEd0aCj+/WMIe/AHMRmYv9cPpxa6oWJZBbTm22vTfBvra4QSaN3dqTrGtasjeAlldOSfi9xQIR+6f3QoALbVLDG/hx11s+bt9UOr+lUwvbNp5rTmQ2uSO/6QZ6ENPxHCHNcs+Dmt+enKYtNyMH7THeyY3hK21uW48aKveV6/lR74qHdDbhOGUKF555HvN7K5RhOrfhJpHRSXjpVjW1A/D+Z4oDLVAH+exNJYmeNoYPfMFNC9Agxa615TViNTQCsFuMWMm1E4PKeN6Pmzd/miA4PWWulb3E4i0JoAiykdFRsY1l0OR7ggtHZG8zrCUUN8TZIycjFqfdGh9ZZ/I+AnAa3JruX5PRm0lhqXBFrnvnyNrwcJ57TOyXuFvssZtJbS0Zh/F1pY7LP8Nj4f4GBS0PrEAjdUzs+bKASt/wtJVmu7JrXoacw+oo20dqlXGe6dhSOtw5OyMJ1Ba2N2o16urYTWZNG/bOkS3DUYtFZA67O+8djl3rJAd7nYg2sDrZMzX2AkB61d0NimvOBYIpE6tx+mgFiIs2JeChBoPcS1FoZrAq15oI9mnqcLaH05MAl/XHzEoHUxG6JvQ+tMkHWBY/PbwspSsSGSXzhofeERzqnZwEA2ZTWuKQ2tyYZ5Maccj/BULDvywGD24D8Md8S7RobWgbEZmLfnbWitaq8tb2idgYX7/PAWtK5uifnd6aFPoejeAAAgAElEQVQ1AfctTRhaf/tnCMin3bL8SGsGrRW/Inxo/eu5UGTmvgLZcE2KElrvdG+J+lXzobXE5hZtf5I5aN2nIbo1FYbWNO88bTYdbrr6GIGxDFpL9VsBtF7cDuXKlCyYJzFoLaUc+ztTgClAowCD1jQqsWOYAgZQ4LRvPPbejAKxFhUrZHL6rkNVTGaR1gboEXlfYvZuP7zbyKpgLBBoHZaQhT/GKOzBM3LyuJ3BayY4o1ltzaD1lqkuaFhdeNGWRhUCre8/ecZZk4sVBq1plAR+OhOCF6+ArwYpbMv4hUFrOh2NeZSQhaMpQWvlwtzJhW6olB9Nwrc3p8nbR6D1BDX2ksbsIxpoLbUw9zg5C9O23cOB2W1gU0nYHvx6SDJ+OBOKC0vF80vS6ED0/3GEI9qzSGsauYp0jBJan1/aHhalCqH1r6Oc0KZBlSLVbconE2h9zjceZMFSWYoDtN40xQUONcSh9S0j5Sc15bFSHNo+cYsPhraqhWGtNYi05r3zaOZ5OoPWFx5x7hCsFB8FCLQ+7hOLvfnuFsrUM6ouPvy7vRKYhN8lxsLSg/5wsKmAOWrswUkE5aSOthjgXENQUENDa6nvH0NEWgt9GxN7bVvrwkhlmtQ5+hqhZBNlz+bVMdZNLNJaAa1V7c0/PBQAu+qWmKcBtCapc9Rt6NTX/emqXg5alwSW9VfMswm0PugRzX3LK4s5pjQTgtYZuS/x7ZCmnCwxqTmYsPkO9w2oCq31Mc8jjnIf922EruqgtcTv3A4t0rsQaP0gNh2rWKS12sfNLyodiw/cf8uRiqWx0tWvFKuHKWDeCjBobd79z+5eRgr8eS8e+25JQOvdftwitTK6VkbN16opzB5cK9m4k/gbGNZfCcfD+Ewsz8+7k56Th8EaQ+sXnLXT5ikuaCSyaEvT4s1XI+AfIwWtPTCvh71Z5Yei0Y5/zI9nQpBHAa1/HtEUbvZVtbkEO0fPCijttVVzQpPo+GX9HdC5ifztwUWhtYq9OZcrTALmSOVE1HM3qK2eBlpLWSAqofX+2a1Rs5KF4PV0Ca2lIo2MqWdxuvbdyDR8cDAAfGj9yygntDVjaH3IKwbnZQqtbz5KwRfHAjWK+kvKkP7+MWZ+0uL0TJnivUzY4oNhGkJr/juPZp6nC2hNQOVvF9VH15piH5h7m495x+LE3UJoHZqQiVk7fXFkXltY56ee4WvERSBSQOtGNuUxt5t4dO3I9V6YrAZae4an4lMDRlrLCVqruhDx7bX33o7Gv0HJ2DLFxeDDd9r2e+ilBloHxGRgAc/enHzr2NfQAlqrSZ1j8BvX8ILf/BkMi5Il8Gl/B+5M8ju9/3YUDqpA6wErPbC4tz16OlbXsHbTPfwtaH0+FBnZL7nUUKTEpGZjwmafN6C1vuZ5fVfcxidqoDXNO2/H9Uh4PU7F+on0Tjk061mm28O6a7lv1DMsEUijxNJY6U5jVhNTwJwVYNDanHuf3busFBD6SOY3kG8JLasb0KIxDFprIVr+KXyr+A1XHiM0PuMtaL12gjOcKCOtlfaYRYXWZGdqQEy62kjrIWs8Mbe7HYPWEkOAQOuXr4EvBwpHWpPTSdQlg9baP0v6PlMoJzSZgC/rZ1rQWjVvHxdpzYPWUra5YzZ6Y1z7ehjkaqNvyTWunxZat7atgmmdhPP2RSQ/x9RtdyEFrX88E8oB0KIUoj+D1kVRkP5cBq2FteKgtV88dk6XX6T1rUcp+FxjaK1Ij6Lu+4dEzUmlQaAfWexIU1JAG2jNf+fRzPN0Aq0pLKFNSXvWVoUCBFqfvBuLPfmR1g8TMjGTBlpLWMUTUNnQxlISWk/paIv+IpHWBAZ9cthw9uBSMMQQkdbKb/u3oLWKvfa+29G4akRo/X7z6hgjEmktlJObZizwn0cu0tqEofX/TgWjbClpaL2ktz16mDG0/u38Q6Rn570FrXfNaIl6Vgp7cH3N88ic+dN+DugistGbJg0Cgdbej1OwbiL9BhIa50D2fgKU0JqfRknqd5ppxxRgCjAFaBRg0JpGJXYMU8AACpDFjAO3o96wI+JflkBrN/sqmNpReNHcAM3U6SUYtNZezlm7fNGxsTUmvluXq4SD1nEZWD62OfdvMrEgFtzrJjrDsRadPbgSWquzx6Rp8cYrjxEYp95OiUDrOd3t0LuZ+exaptGOf8wPp0PxCq8lofVPI5qiHYu01kZivZ+jjFRWXdiSmoDrvVEaXKBgYWuRGypalOLO5ENrkivMMzxF7Q52spgxtl1dDG5ZU4OrG+ZQKmi9xxdtGlhhqgi0jnz6HFO23sX+Wa1Rs7JwpPW14GT8dC4U55cUHVp/P9wRHdTkdDSMcsX/Kj6RafjwYMAbUbvcRqGRTnCzM1978IOeT3DxfgJ2FBNonZieCxIlpC49ijHzkxb/J03edzh+8x2MaFMHQ1vRv7/47zyaeZ7OoPX5hyALyKwUHwWOesfi1L1Y7HFvxd2UElofntsW1SoI57T+JzARKy6G4YyanNY0ltAj1nlhWmdb9GshbA9ucGg90gnt1Lx/DQmtjy9wQ5Vyim9jvpYEWpMo0K1TXQ0+EMkmyj7ONhjdtrbgtZXf9qqpf2is4vmVLdx/Hy3qVMKMLrYGv0ddXPDrU8GwLF0Cn/QrjLTmOx/2X+mBD3o3RHdH4ZzKumiH3OrgR1oTaP0sOw/f5UdaP0nJBkmbsdu9FepWLcs1X1/zPCl3Mg5aS7zztl+PxJ2IVKybQB9pzaA13agUS6Mk5YhBVzs7iinAFDB3BRi0NvcRwO5fNgoI5dDhN27uHj/OjlJs0Vw2N0PZEAatKYUSOIzsru/UpBBaE1AcHJ+BFfn24GRiMURDaP008wXIwsTGyS5obKN9TmvSlqC4dKxUkwNo6BpPzOpmhz7NGbRWNwq+Px2C15COtP5peFO0a8jswbV/ovR3phC0lsrPpb/WaF5zgYWgCrQmObk/U7E3p8kVNnajN8aYMLSWev8qofW+Wa1RSwRa/xucjJ91BK2/G9YU7zViz7zmI1qzM+5EpIFYfl7+uEPBiQRam3uutgOeT/CXTKH17bAUfHZUM3twJbQmcMG+uqXgIDFmflLNRi07WtcKaAOt+e88mnmeLqD11aAk/HL+YZE3R+laQ1Zf0RQ44hWDP33jCqD1o8RMzNjhi8Nz26BahTKClf8dmIiVFNC6gUp0sFBFw9d5YboaaO39OBUfGzLSWgbQOjguAySYQDX1D99ee7/HE1x+kGgUaD1l2130VQOtheYmSw/4w6Gm+vzm/PFBoHXz2pUws6vpQuvypUvg43xofdo3HntuRuHwnMKc1v1XeOCDPuYNrX+/8BBpWXkgcw9ShKC1vuZ5/DknfwzSvPO2XYuET6Rm0HrrvxHwjU7DmvH0oLtov/KmebYYtGaOYKbZn6zVTAG5KcCgtdx6hLXHbBUgixmHPJ9wUVpiZZ5EpJepicegtfY9NmOnL5cPVxlpzYfWac/zQMCwJpHWKVkvMHytYaD1sLWemNmVQWupEfDd6RC8A+ALCXtwBq2llDTe34WiGfqt9MDHfRqia1P579r3f5KBhfv88OciN1TIj7Tm73qnsV0bt+kORrvVMdlIaymnEyW03juzNWpXEY60Jgsrv+ogAo5AUwatDfNMM2gtrDNZjP87IBHbpxVGkKWkZaJSxXIoWaKEYTpH5CoeYSlYpiG0TkjPxZgN3hxcEIPWJD/ptaBkzkKcFfNSgLy/RrWtgyEaRFrz33k08zxdQGtdbY4yrx6W/90e9orBmXtx2J1vDx6WmAX3HffUQutLD5Kw+lIYTi9yE71Bfh5mQWi91hPuXRqgr0iktdB7Ul+K0jidGCLSOiQ+A7N3vQmtSaSyan5wo0LrrXfRz8UGo0QirYWg9ZKD/mhiUwGzuzWg7j4CrZvVrohZXenPoa7cAAd+fTIY5csUQuszvvHYzYPWZM72Ue+G6GbGkdZ/XHiIVBVoHf00G5O2+nDpCupYKSKt9TXP47t78YcFzTtv67UI3ItMA0mbR1vIOb5RDFpL6SWWRolBaynl2N+ZAkwBGgUYtKZRiR3DFDCAAjSLGQRat25gJZpT0wDN1OklGLTWXk4Crbs0tcaE9gp7cH50sxJar5/kjKY16ezBC6G1Mxrb0J0jdAfEqpxM5pVR30LHMGhN1/cEWpfAO/h8oMK2TKhwUX8s0ppOUCMcJZQ3jlsA6dMQ3UwIWp9e7IbyZRQWiARaf9q/ML8YB60lbNe0WfQ3VHfR2IMTaN3O3gpTOtYTbFZUynNM3nIXktD6wiOcU2PVSXPPDFrTqKSbY0Sh9QhHbjyYayGL8f8EJGJbMYHW8c9yQaKEtk5zhX014UhrAq3/NVJ+UnMdZ3K5b20W4/nvPJp5ns6g9dlQnF/K7MHlMn500Q4Crc/6xmOXe0uuOiW0PjSnDapXFI60JtB6zaUwbtOhWPnocABsrS0xv4ed6DHD13pihpqNxoaG1r+McuKc58SKYaF1W1hZKuzZ+fbaQu9JXYwFmjpIuhoaaK1qb64NtF504D6capkutP7qZBAqWJTEx30V82wOWv8XCWK7ryymNGejGRs0x/DtwQm0JutE3w9z5E4Xg9aabu6iaQsVtJZ452kDoLU5h+Z+itsxSmjNd6RiaayKW0+z+2EKGEcBBq2Nozu7KlPgLQVO+sThsJdEpPVeP7SqXwXTO7Oc1uY+hMju+q6O1Qqg9aarj/EgtjCPdOrzPAxb4wnNoHUeyMLEhknOaEIJuoX6Yf2VcDyMyyzIry10DLmOul375t6/yvunhdY/DmuC9o2smWwyVKDAXnuhGyqWVUBfYjX3IYHWJrBr3/9JOhbuu483oPWK2/ikb6OCSHGaXGFkAX9kW81yghqqO2mg9ezdfmhPBa1boXYVRdQBv3B513QErb8d2hQdHZg9uL7HiJDtKVlAM/dcbbKG1uGpWHbkwRuW7lLjJO5ZDsZtvMNBeDsRaG3M/KRS7Wd/168C2kJr1XcezTxPF9D6WnAyfjwbigsMWut3UBi49regdVIW3Lffw8E5bVCjiNC6vnU5LOhhL3pHUhuNzRNaZ2L2Ll8cndcWVcvnQ2uevTZJo3HJ/01HEkMNm8lb76K/mkjroLgMzOXZmy8+cB9Na1bUKNKaQGtHDc8xlAY01/nqRBA3N/uobyPu8DN+Cdh1IwJHVKH1itvc301hozHNPdMcw4fWyy8+RHLGC5DoWVKUG3X5kdb6mOdJQWuad542Vt/EUvxuZKpG0dk02ha3Y3wi0/DhwbfTKDFHsOLW0+x+mALGUYBBa+Pozq7KFHhLgRM+cTjq/QT7Zorbg8/f64eWDFqz0fP/O1wJtCbAa3x+pPXmqxEIiH2GVfl5pFOyNAfQStCtE2gdn4nl+fm1hTqM5Edz72wrajXHOlmhwLd/hqBUCeCzAY1FJeEACoPWsh0ySnvtUyo5ofuv9MCHJmI15x+dDmL/d2ZxO1iWKcnpzM/JTTOx1yYnqKE6lQpa7/LFuw5VMbmDcKS1UNQBv/1XApPw+4VHOLukXZFujTzzDFoXSULqk70ep+ITXq5OBq0BIYArF3twz/BUfKoltN4+3RUNrIUjrY1p9Uo9YNmBelFAm1yd/HcezTxPF9D6ekgyfjjDoLVeBoIRKz3kFYPzvvHYmR9pHZ6UhekS0PqvgESs+yccpxaKR1qTXNR1q5bFwp7i0Jqkm5rVTTylkxC00JdU5P376ygntDFypHVoQiZm7XwTWvMjlQ96PsFfRoLWk7b4YKBrTYwUsQcXysmtTdS0NqBbX2NDm3oJtK5UrhQ+7KOA1mf9ErCTB6378jbqanMdUzvnbWj9CMkZuQXQujAlUuFGXX3N8zhoPbQpOols1KV55235NwJ+GuanJhuyfSIYtJYau2KOVAxaSynH/s4UYArQKMCgNY1K7BimgAEUoFnMINDatX5lDvYVh8LswbXvRQKtuztVx7h2dbhKCLT2j3mG1eNacP9WQuuNk+mtvrWJzha6g3WXw/EoQRpaT+9si34i+dG0V6Z4nUmgdekSwDIJaP3DsCZ4l0Vay7LzhXJCE2j9Qe+G6G4Kkdb50JqA1nKlC6G1atQBgdb3olKxZrx4rjCymDG8dW0Ma11Ldv1EC607OFTFJBFo/SQlGxO3vJnfjX+jHLS++AhndWAPrm4BR3YCm3CDxKC1uedqK3bQOi2Hy8fIoLUJP6x6bDqB1mPb18MgVxvqq/DfeTTzPF1Ba5KnVdWqk7rR7EDZKsBBa7947JyusAdXQusDs9vAppKwPbgCWofh1ELxjXKfHHnA5aSVgtazu9uhd7PqgvoYGlr/NroZWttWFu0rQ9iDK6H1kXltYZ0faS0ErS/eT8CO/D4z5OAi0HpQy1oY0Ub4m7sQWhfamxNo3axWJczsSr/OpI2luCF1kLrWlyeCUJkHrXdcj+Ai6JWFQOtP+xWmRJKqszj8XQhaJ2Xk4sf8SOtCaN0atatYcLesr3me1EZdAq2l3nkEWt9/UrhORtNHNC5iNPUU92MYtC7uPczujylgXAUYtDau/uzqTIECBY7ficVxn1jsndFKVJUF+/zgUrcy3LvQTybkLDGD1tr3Dtld36NZIbTmf4wX5qd2QWOb8lQXUubBXjfRGY61tM9pvfZyOMITsvDHmGai1x2xzgtTO9miv3MNqraZ60Hf/BmMMiXfwbL+6iOtvx/aBB0cmD24HMeJkL32gJUeWNLbHj0chRcA5XQf96PTsWj/fQ60llNGWpOc3CqR4jR5v/S1mKELrWig9axdvujY2BoT360reEkaaH05MAnLLz7iotaLUqSs8opSNzv3TQWEonaJ/uaeq00ov7NcIq2FNhpIjevYtByM33SHgwu21uUEDzdmflKp9rO/61eBMRu9Ma6I0JpmnsegtX770ZRrJ1G7qgD0cXIWpm27h/2zW6NmJQU04peLAYnYcDkcJxeIR1oTV4paVmWxSE2k9ZA1npjb3Q7vi0BrZU5TkkfdgthD6bGQ968coPXDhEzM3OnL5T6uVkFhD06ijh1V8jvzNxroUZa3qp641QdDXGthuAi0DonPwOxdfm/YmxNXpRZ1KmGGButMS3mW6Ia8R11c68vjQahiWQof5Edan7ufgG3XInBMFVovv41l/R3QuYn5zLP50HrFX4+Q8CwXP41Q2IMrofW+Wa1Rq7L+obW6qF0aaM0P7qAZOzuuR8L7cQrWTXShOdxsjxGD1swRzGyHBLtxpoBOFWDQWqdyssqYAtorQLOYwaC19voWtzOnbb+HnirQmuTq8VPZQfo08wUIGN44mR5aP8vOw5DVntAFtH6cmIXfR4tD65HrvTClI4PWUuPyf6eCYVGKQWspneT8d6W9tmpO6IGrPLH4fTuTgNZ+UencQpwqtObn5KbJFTZhiw+GtaplspHWZHGyUxNpaL3bvRVntSlU/glMxIqLYUWG1n2W38bnAxzQqbH5LKAZ6xn3EMiPzKA1sOdWNEgewS1TChfz5AKthfKQS40fJbQm1rv1qwpDa5Kf9G//RC7vNSvmpcDoDd4Y/65mkdb8dx7NPE8n0Dr0Kb4+EcQirYvZECW/P3+pRO1GJD/H1G131ULrC/6J2HiFAlpXKYtFvcTtwQev9sC8Hvai0Ppe1DMQeGlO0PpRYiZm7HgTWvPttUke8nMq0fGGHJLE+WdIS3XQ+u2c3NpC60Y1y2NuNztD3p7OrkWgtVX5UljaW2EPfv5+AshGXFVoTb65P2PQ+g1orfz9UYXW+prnkW9utdCa4p236epjBMSkFzgS0gygHTci4R3OoLWUVkLf3FLR8VJ1sr8zBZgCTAGlAgxas7HAFJCJAmQx44RPLPZIRFo7162s0Q5YmdyeYDNYpLX2vUOgda/m1THWTWEPzodGSmi9aYoLHGrQRVrrDFr/E46IpCxuJ7xYIdB6ckdbDGCR1moHAYHWZUuVwKf9HUSP4yZzQ5vgPRZprf0DpcczhXJCE2i96H079DSBSOsCaK1iD06g9Qd9Cu3N+ZtmhOQkixlD1Syg6bELJKumibSWgtYxqdmYsNkHUtB65V/hOL1IPOpJsrEAGLSmUUk3x4hBa3PP1Uag9fXgZGwuJtA6JjUHEzbf4fLFqoPWl4yUn1Q3o5nVoq0CBFpP6FAPA13o7cH57zyaeR6D1tr2UPE/j0Br1d+fAmg9qzVq5kc68lUg0HrTlXCcUBNpvezoA9SsLA2t5/dsiF5O1QSFNjS0/n1MM7Sqb1x78EJo3QbVKijs2fn22hy0VslDbshRSqD1UDUbRUPiFdBa1d6cQGvnOpU0cvRbetAfjWxMF1p/cTwQVcuXwdLeDbnu4aD1v49xbH7hd7o5fnMLR1rn4KcRTpxOQr8/+prn6QpaP4hNx6qxijR6NIVAa6/wVKyfKJ76iqae4n6MGLRmaayKe8+z+2MKGEYBBq0NozO7ClNAUoFj3rE4eS8We9zF7cHJZKJ5bc1yDUle2IgHMGitvfhkd33vFjUwRgmtr0XANyqtIKdscuYLjFznxS0oN6KE1unZeRi82hNrJzjDqbb29uBr/glDZNJztdB61HovTHqvPgZosACovVqme+bXp4JhWboEPuknAa2HNMZ7jYUXk0z37otHywvstVWg76BVnljQy150AVBOd+4b9QxLDvjj3JL2KEsSrAMgObmXqtib0+QKIwtog9Xk1zPmPdNA6xk7fdGlqTUmtBe2B1dCr10zWqKelXCk5t+BiVj9Vzj+LCK07muGVoXGGh8eYSlYdjTwjahFqQU0Y7XVkNcl0PpGSDI2TZZfpLWQVaGUNspNJ+qgNd+eV6pO9vfio8CoDd6Y1KGeRt+s/HcezTxPF9D6RuhTfMUirYvP4Mu/E356AiF7Xv5NE2i9+Wo4jqsAOP4x5P1mU7kMFvdSQDuhQuaG83uKf7MqobXqd6K+OoC8f0n6qZZGhtZhiVlw33EPh+a0QfWKCmjNj1Qm0Pqsbzx2uSvykBuySEW9KnNyq9qbc45+9SrDvTN9GroPDgbAvoYl5nU3zUjrz48FwrpCIbQWembMMSUPH1qvvPQIcak5+HmkAloLpSfQ1zxPyt2I5p238cpjBMWlY6UG0HrnjSiQOcCGSQxaq/vtEkrJY47PjCF/39m1mALmpACD1ubU2+xeZa3AUe9YnGLQWtZ9JKfGTdl2F31UoPW2a5G4F5VaAK2TMl6AgGGNoHVOHgavKjq0Xv13GKKePsdvo8QjrbVZAJST/oZqy9cng2FZhkFrQ+mtj+sIRSpLLQDqox3a1im0GMnPyU2TK4zk1xvsWgsjRPLrads+XZxHA63J4mRXx2qS0Fod9Lr0IAlrLoUVHVqvuI1l/cwrv54u+lmbOm6HpeAzBq3fkm73zSj8F/q02EBrZU56dZtOSH7SC37xXN5rVsxLAW02WvLfeTTzPF1A6/8ePgWxvL38cQfz6qRifrfaQGsSNbrl38eS0LpGpTJY8r44tJbaaCm0uVEf3ZGT9wpk054soHVSFty3q4fWR7xicMZI0Hr85jsY3rq2aEoeoZzc2kJruxqWmG+i0PqzY4HcpgPl+GfQWvHk8qH1qkthiE3NLoDW4UlZmL793hvpCfQ1z5OC1jTvPG2g9a6bUbj9kEFrqd9yz/BUfHrkwVube78Z0oSlsZISj/2dKcAUkFSAQWtJidgBTAHDKEAmNqfvxWG3GntwsoO3We2KmNW1gWEapeersEhr7QWesvUu+rrYYHTb2lwlBFrfjUzloqRJScrIxaj13tgy1QUNq9PZg6fnQ+s1E5zRrAiR1gRaRz/Nxq+jFLtxhQqB1hM1tFrUXi3TPfOrk0GoUKYkPpaItP52SGN0ZJHWsuxo5WKeak5oU4TWqrkKCbRe3Nu+wN6c5AqTsl0jixmDXGpiZP5vlpw6ixZad3OshvEikdY0OXEJtF77dxhOLSyaPXjfFbfxaT8HdGnCclrrexzdepQCEomjCoBYrjaALObdCn2KjcUk0loJrdXZ+xNofd5I+Un1Pc5Z/eoV0CalDf+dRzPPY9CajUQxBfbdjsaVwCRsnerKHaKMtN47szVqV7EQPO3c/QRs41kd8w/kQzuhiqRS2hR856o4CumjJ5XQevnY5nCtV0n0EkkpGahmpb1jGE3bw/Kh9cE5bVAjP9Kag751KxfYa9M88zTX0uYYAq1HtKmDoa1qCp5eCK0L7c3n7/VDy/pVML1zfepLfngoAA2qWWJ+D9OMtBaC1nxLfS5qdGhTdHKoSq2LqR8oBK2JI80v+ZHWyvF/YHYb2FRSOA3oa55H9P9huCPebWglKCsNtN5w5TFC4jOwYkxz6q7hvnMfpmAji7RWq5lYGiUGramHGjuQKcAUUKMAg9ZseDAFZKIAzW5ckivJsWZFzO7GoLVMus1ozSDQup+LDUblA6Dt1yNxJyIV63jQmixu2Fe3pGpnRk4eyG761eOd0byO9pP9VX+HISalcGIjdHGSH3D8u/UwyJU+PyDVTRSzgzhobVESH/dVbw/+zeDG6NSE2YPLsfuFFvMGr/bAvB72eL9ZdTk2+Y02CeUqJAuYC1XszQm0DoxVb7s2aYsPBrjWLPjNktON00Lr7k7VMa5dHcGmx6XlYNwm9TlxFdD6EU4tbFek2++34jY+7tsIXZuyZ75IQlKcLAatzW0Bky+V0GJeSlomKlUsh5IlFGkEjFV8ItPw4cEAjSJNldB6z4xWqGNVVrDpxsxPaiwt2XUVChBoPaWjLfo716CWhP/Oo5nnMWhNLa/ZHciH1lEpzzF5y13sndkKtasI/2Zx0PpaBI7NayuqF9mUVU0l0lToQPLNt/h9O/RwFP5mLXAUWtwO5cqU1FvfyAlaKyNNVaEdP1KZxl1BX2IRaD2yTR0MEYHWypzcqvbmBFq3sq2CaZ3oofVHhwJga8LQmm+PfzEgERsuh+OkSh54c9yo+Ba0/vYtmBMAACAASURBVDsMT1QCEoQ2behrnkf0/3GEI9rbFw1ah8ZlgGx4oS3EUegmb3Mm7bnmdJwQtCZ54D/rzxzBzGkcsHtlCuhLAQat9aUsq5cpoKECNHmPFh+4j6YMWmuobPE8fPLWu+ivAq13XI+Etwq0TkzPBQHDmkDrzNw8DFypA2h9KQyqu3GFemDMRm+Ma8+gtdToJHkJK5Rl0FpKJzn/XQl9z6pEoAxZ44m53e1MAlrfjUwDyVmnGmnNt4qksV3j/2bJqc9ooDWxwevRTBpaE+tgW2vhnNZ/BSRi3T8k0rqI0HqlBz7u05BBawMMopuPUvCFQKS1uUNrkuuPWKerRqDIBVorf7M0sUcm7jCTtvqAQWsDPFQmeIkR67wwtZNm0Jr/zqOZ5+kCWgv9Zpmg5KzJPAX23o7GVZVIa+VvljpofdYvAduvS0Nr1Zy+QsLzU8Lwj7kfnY5F++9D1VFIHx2Y/eIVyKY9OURaK3P6qoPWNHns9aETqZNsohzVVhxaC+XknrfXD621gNb1q5XDgh72+roVvda77OgD2FS2KMjpTr7T1zNo/ZY9ON9FTzl+VJ0G9DXPk4LWNO+89VfC8TAuUyNovedWNP4LSX7DUUivg9FEKyd5v8nmD9VvbpLGYRmD1ibao6zZTAF5KcCgtbz6g7XGjBWgieBg0NqMBwjv1vm7WTlo/TgF6ya6cEcmpOdiDIHW01xhX40u0roQWrdA8zoVtRZ75aVHiEvNKch7xKC11lLiyxNBqFS2FD7q20i0EjKZ+9+QxujM7MG1F1qPZwrlhCbQek53O/Q2gUhroahFIWgdLGG7pq/FDF10HQ20nrb9Hnqqg9bPcjBu4x1sn+6KBtbCv7lCERzatL/fSg981KchurFIa23k0+gcIdtBzirSzHO17bgRCc+wVGxQsU2UG7RW3Wgj1enKqEUpaH3WSPlJpdrP/q5fBYav88L0zrbo14I+0loIWp/zjcdOd/Gc6Axa67cfTbl2AlCuBSdjyxTFPI9mo80ZvwTsvB6Bo2oirb84Hoiq5UtjaW/xeUb/lR74oHdDdHcUdncpgNZ6tgd//uIl+q/wwIqxzeFiZHtwJbTeP7s1alZS2LPz7bU5aH03ltsMZehCoPVotzoY3FLYHlwIOs7b44s2DawwVZNI68MBqFe1HBb2NE1oTXLx1qpSFot6KdovtLmUfPN9N6wp3mtkvvbgBFpHPX2O30Y143QSitTX1zyP6P/TCEe0E4m0poHW6y6H41FCJpZrYA9OfnNvhCRjk0oaHEM/x6ZwPbKB9TMBaP1pf5bGyhT6j7WRKSB3BRi0lnsPsfaZjQIctJbIlbfkoD+a2FRg9uBmMyrEb5RA64GuhflhyQKyd/jb0HrbNFfYUULrrNyXILvpV48vOrSOT8vBTyPEc1qP3eiNsSzSWnIkE2hduVwpfNiHQWtJsWR6gJC99tA1nphtwtCan5ObRFqHSNiu8VMayKm7aKF1r+bVMdZN2B48/lkuyO+aFLTeeDkcJ1RsB7XRgSzaftiXQWtttNP0HCFoTWzvPh/ggE6NzTenOPnm8ApPxfqJzgWSygVaC/3mSvU7jdUujb2z1HXY301TAQKt3Tvboq8G0Jr/zqOZ5+kCWgulNDBN1VmrVRUgAOV6cDI250NrmpQGBFrvuhGBI3PF7cG/PB4Eq/KlJKH1h70bopsItPaPTsdCEmltIGi9cmwLONcT31xtiJzWEcnPMXXbXfChtaq99vE7sTjhI1NoLZCTm4PWdlaY2pHeHvzjww9Qt2pZ04bWVmWxKB+6C6XxYdAaWPNPGCKT34bWh+cW5kTX1zyPg9YjndDOrorgS4HmnUegdVhCFv4Yo4DuNIVBaxqVwLkuvQWtV9zGp/0YtKZTkB3FFGAKqFOAQWs2PpgCMlHgkFcMzktA66UH/OFQswLmsJzWMuk14zVj4lYfDHIphNbEqtMzPKVgAVkJUDSB1sod7KvHtUDzutpHWq/46xESnuVyu2LFitQOcOMpK68rk8WkypbS0PrrwWRiIP/8yPJS1zCtEbLXHrbWEzO72qFPc/n32Z2INJCcdaq2X/yc3BuuPIZUrrAp2+6ir7MNRretbRjhNbgKDbQmi5Pvt6ghCa3V/eZe8E/Epis6gNYrPaBuAVmDW2eHSiggBK2J7d1n5g6tr0fC63HxgdaRT5+DLLjundkatasooub4heQn/fNuLHYbIWqOPajGVWD4Wk+4d2mgGbTmvfNo5nm6gNZCC8jGVY9dXRcKaAWtiTPEf5GS0LqKZSl8oGZzLLdRjri7iEHrJ+lYuO8+zixuB0s95rR+nvsSJOpbDtBa+c7YP6s1alZWvDP49toEWh/3icVeI7wzyCbKMe3qikZaC+XknrvHD23tqmgMretULYS+uhjrhqzjkyMPUMeqELoroDVJ4+NW0AwGrYG1/4QjIikLv41WQN+HCZmYudMXb0BrPc3zpKA1zTtv7eVwhGsIrUlKhmtBhRuFDDkuTelaQpsGSBqHj/s2YmmsTKkjWVuZAjJVgEFrmXYMa5b5KXDQ8wku3k8AyYcpVgi0blSzPOZ2sysWAr169Rop6Vmwrly+WNyPIW9i4hYfDG5ZCyPa1OIuS6A1ySmjtOqMo7Cq5bdXCa1XjWuBFgxaG7I7Ra9FbPusLEurXUwikzkGrWXRXYKNUNprq1rVFgdoPbeHfYG9OZcrLF697RqB1n1a1MAYkUhlY/YgDbSWaj9NSgYCrTdfDcfx+YWLYdrct5RVpzZ1snOEFbgR+hRfnQhiudp48my/Hok7KilJyJ/lFml9bkl7lC1dgmpo00LrU/discfd8FavVDfBDtKbAtq8s/nvDJp5HoPWeutCk694980o/Bf6tMCqVhlpvdu9FRfpKlRO+8Zjz3+ROKwu0prC0UkqJYl/PrQ+vdgN5cuU0pvWtPNUQ0RaK98Z+2a1Ri0ltObZaxNofexODPbNbK03TcQqHrPRG+PUOJopobVqpPic3X6cBfOUjvWo20ugb20Ve23qE2VyID9SnEDrNZfC8OeiN6H198Md0aGhlUxarf9mpGfloEzJErCwKM1djEDrx0lZ+D0fWocmZGIWB63boloFxTFS8yRtW03WOX4e6QQ3kUhrKmjNaz9NWwi0/jeoMCUDzTnmeIyQPTuB1iS1HUtjZY4jgt0zU0C3CjBorVs9WW1MAa0VIIsZf/knYvs0V9E6lh70RyMbBq21FrkYnUig9ZCWtTA8H1rvuhmF2w/fhtZkE4StdTmqO1fuYC8qtF5+8RGSMnLx43AWaU0lvJqDaHLNMWhdVJX1e75QTmgStTXDhCOt+Tm5CbR+FK/edo1EKvc2cWitLlI8MT0Xozd4Y+s0V9iLpGQg0HrL1XAcKyK0JmkclqrJL6nfEW1etQtC6xW3sayfAzo3MV97cA5aR6Ri3QT52YP7Rj3DkgP+0ARaK61eVQEEf6Rz+UkZtDavH4D8u9UGWvPfeTTzPF1Aa7KBdRkvv6RZdloxu2kCrW+GPsXG/PyqManZmLDZB5LQ+mYUDs9pI6oG2ZRVSSINEYHWH/dpKBo15/8kAwv3+cFQ0FrKEcyo0FrFXvuETxyOej+RJbQWyslNoHX7RlaY3IEeWvNzQpvaY/fR4QDUty6HBT0UOa3/DkzE6r/C34LWPwx3xLvmDK0vh+Nx4tvQ+si8trAur4DW+prnkXWOX0Y5oW0DYXtwmnceP1KcZpzuux2NqwxaS0olCK1XeuAj4s7RtJrk+ewApgBTgCmgTgEGrdn4YArIRIEDnk/wt38iiLWoWPngYADsa1hiXncWaS2TbjNaMyZs8cGwVrUwrLUi0ppbzHiYgo2TFAvIcWk5IBbcO91bon5VSmj94iWIBZyU7ZrUTRNonZyRCzLBEyvjN9/ByDZ1MKRVTanqzPrvnx8LhHWFMhygEitkMvfVIAd0bSp/q2lz7Ewhe21t8mMaSzvvx6kgkQiq9uAkJ/esboX25iRXWLjKYoZQW6dtvwd1OaGNdX/kulSR1lvvop+LDUaJ2JuTjTqj1ntj61RX2Fe3FLyd8/cTsPVaBI7NE88vSaPDwFWeWPy+HXo4smeeRq+iHHM99Cm+5kVakwiCT8w8V9u2a5G4G5mKtTKE1n5R6Vh8QLP8qgX5SVWsXvnjxpj5SYsyhtm5RVeAvPNmd7crcBehqZH/zqOZ5+kEWoenYtmRN9/ZNO1lx8hbAbI5+ZbKPC8mNQcTNt/BrhktUc9KeJ7357147LsVhUPqoPXJIFS0KMVFxYkVqXdeQEwGFuz140BfBQv9RVpn5b4E2bS3enwLNK9j3JzWUSnPMXnLmykliL22m11hpPJJnzgcMRK0JpsoJ3Soh4EuNoLdKvTOm73bDx0aWWGSBtB62dEHsKlsgcW9xOepcn6yCLS2tbbE/B6KtbV/AhOx8q9wnOZFWv84whHt7c030pqfEzokPhOzd/ni6Ly2qJoPrfU1zyPrHL+OckIbMWhN8c7j5+SmGZP7PZ7g8oNEbl7HirgCQmmUpFJKMD2ZAkwBpgCtAgxa0yrFjmMK6FkB8mH0T4A0tLarYYn5DFrruTfkXz2BvsNb134TWqvswI9Ny8F4LaH1irHN4VKvktYiLL/4EMkZLySh9Yg2dTCUQWu1On92LBDVKKD1l4Mc0I1Ba63HrD5PFIPW0zvbol+LGvq8tE7qJnlrP5GA1iRXmOoOfKELk8WMns2qY1y7Ojpply4roYHWk7feRX8KaL1lqgsaVhdOeXHufgK26QhaL3rfDj0ZtNblMBCs63pIMr4+GfzGpg2Wqw3c5ot7kWnyhtaL26EcZX7VgqgzCWhtrPykeh/o7AJqFeC7i9DIxX/n0czzGLSmUdY8jyFpoIgNrnJzshJaq9ucTAutK1iUxMd9HUSF7bviNj5Vs1FLCa1PLXLjALi+SmZuHgau9JQZtG7F2WOTwrfXJtD6sNcTkLzXhi6jNnhjIgW0VnUXIRCyg0NVjaF1jUoWWPK+iULrQwGwrfYmtF5xMYzLz64sBJoyaB2ORwmFaaBC4jMwe5ffW9BaH/M8XUDr1X+HIerpc/w2SpGTm6YwaE2jEiAGrT/o0xDdHVmkNZ2K7CimAFNATAEGrdnYYArIRAGaD6MPDwWgQXUGrWXSZUZtBh9a77kVjf9Ckgts47SB1tkvXoEsxhcVWv9x4SFSsl7g+2HqI60ZtJYeQgRaV69YRu1iAJnMMWgtraWxjhCC1iPWeWGaCUNrvlUqgdYRiVn4LT/XmZDW07ffQ49iDa1fYNR6L0hB6+3XIrhFnqKUQas8sZBB66JISH2uILSWsEqlrtyEDyTQ2jcqDWvGy88e/H50Ohbtv4+zGkBrofye/O4hkdYMWpvwoC1C0wm0ntvdDu83o3e34L/zaOZ5uoDWnuGpIJa9qu4oRbh1dqpMFCDQmtjgbsh31KKZ5xFovf92FA7OFrcHJ5uyyluUkITW6lJiPIjJwPy9fjActHZG8zoVRHvGEPbg0U+zMWmrD/bOfBNaq9prn7obh0OexoPWJGJ6gEiktVBObgKt32tsjYnv1qUe9SQVQY1K6uep1JUZ4UD+2trlwCQQxzg+tP5phCOX79tcCj+nNUkD9TD+bWh9bH5bWFkq7MH1Nc8j6xxkftnatrKg/DTvPAKtyTNLIrZpC807m7au4nycILRe6YEPWBqr4tzt7N6YAgZTgEFrg0nNLsQUUK8AzYfRR7zdoKau6atXr5GSngXrysJRaaZ+f/psP4HWqtCXQOsbIcnYVJDrTNo2jt++nLxX6Lv8NpaPbQ7XIkRaE2idmpWH74Y1FZWAb2+uT61MuW6axYDefxCrWrKblX4x1ZQ1MbW2C9lrj1zvhSkdbdHfWf6R1kKLASQnt3uXBuibHynO5QpLzlK7g919xz10dzLdSOtJW3ww0LUmRorYgydnvsDIdV7YPMUFjWoIv9PO+iVg540IHJlbNGg9eLUn5ve0Ry8ntoNd378HBFr/cCYUF5a2L7gUZ3vX17xztW39NwK+0fKE1v7R6VhIoPWSdihXuiTVEFFC6wOz28CmUhnBc4yZn5TqJthBelNg8GoPzO/ZUKPfXP47j2aepwtoLeSOojdhWMUGU2DHjUh4hadi/UT6NFAEmh70iAb5XRMrX58KRvnSJfBxPzWR1stv47MBDujU2FqwmsDYDMzb44dTC91Qsaz+Iq0zcvJANu2tmeCMZrWNC62fpGRj4hYf7JnRCnWsFJHWfHtto0Lr9V6Y1NEWA0TmGUpovXdma9SuYsG1f9YuX3TUEFrTbK422EOixYUItLarXph670pgEn6/+Ijb9KYsBJr+NNIJ7eyEcyprcVnZn8KH1huuPEZoXAa3RkRKcFwG5yxwbL4brCwVz7y+5nlS0Jrmnbfq7zDEpGTjl5H00JompYfsO9IADbwR+hRf8dIokTQOS3rbszRWBtCfXYIpUNwVYNC6uPcwuz+TUWDf7WiQD2V1eVMItK5frRwW9LA3mftS11AGrbXvRpKvemTbQnttAq2vBydzwISUmNRsTNjsozbXGf/quoLWv194iLTnefhuKIPW2vew4kySK0zKdo1A60/7NUQ3Bq2LKrdezheaTBNoPVnNYpJeGqJlpR4CucIItJ7epUGBvTlNrjCymNHNsRrGt6eP4NCyyRqfRmMPPnGrDwa5SEPrTVNc4CACrc/4JWAXg9Ya948xT7gWnIwfzwpA6z7kN9d8Nw1s+TcCfjKH1iRSypLSHjwsKQvu2+/h4Jw2qFGRQWtjPnNyvLY2G4X47zyaeR6D1nLsfXm0acf1SJDvST603jG9JWythXNa00Jry9Il8IkaaN1n+W18TgGtTy50QyU9Quv0nDwMljO05tlr0+ivr9ElNc8ohNaFkeIzd/qiUxPNIq1p0ljp6x51Ue8HBwPQ0MYSc7spclpz0PrCI27Tm7IwaA0QaE0swVeMUUDroLgMzBWA1vqY5+kEWl8K49bGNIXWl/wTsX0ay2mt7lm7HvoUXwtA68W97VkaK138SLE6mAJmrgCD1mY+ANjty0eBvbej8W9QMrbkQ0ehln10OAD1rRm0lk+vGa8lBFqPalsHQ/JzQpPxcy2oEFord4Dvdm+FulUVO8Cliq6g9W/nH+JZtnpoTXanD21VqyAnt1TbzPXvxOKxZhULLO4lniuszx+38Em/Rgxay3SQCEUqExtpdREQcroVYkdJIv5VrUaHr/OCak5uGts1k4fWW3wwuGUtjGhTS7B7nma+ALF93zjZBY1thCOtz/jGY/d/kThc5EhrzaP+5DSmTKkt/wYn4+ezoTivGmm90gMf9jZvaL35agT8Y55h9bgWBd2ZkpaJShXLoWSJEkbtYv8n6Vi47z5n70kNrROzuCghddCa5Cc94v0E+2YaPj+pUQVlF+eiOxf00szdgv/Oo5nn6QJaC7m7sC40fQW2X4/EnccpWDdRsTk57lkOxm28A3XQmian8v9OBaNsqRL4tL94pDWBRt8MaSIZaa13aJ2dB7KBZO0EZzjJMNKaH6lM7NkP3I5SG+mur5FJvkendhJ3dIpKeY7JW+6+YW8+Y6cvujS1xgQNNpd+fiwQ1hVKY2nvRvq6Fb3Wu/SgPxrZlC+E1kFJ+P3829D655FOcDPjSOuNVx4jWAVaK90Vji9wQ5VyhZHWuobWyrWp38c0Q6v6wvbgNO+8lZceIS41B6QfactBzyf4i0FrSbmE0igNXOWJRSyNlaR27ACmAFNAWgGzhNa+9wPw0x/rOHVq17LBV58uQZXKlQTVUj2WHODq0gyL57qjrIXCRocVpoCuFOBDR6F6Pz78gAOQC3uySGtd6W6q9RBoPdqtDga3rMndAonguKqy6UHItozmXsnCxB9jmqGlyMSApo5fz4ciI/slvlUTaU2iFoe41sJwEQBEcx1zOIZA61pVymJRL/Fnvs/yW/i4TyPOepkV+SkgCK03eENdrjk53YUQtOYvhhFoTX5z1O1g12YxzFA6UEVab/HBkJbiv1kpWS8wfC0FtL4ZhcNzxK06ae5Zm/yqNPWyY95WgIPW50JxfkmhPTixvVtq5rna5A2tM7Bwnx9OL3ZD+TJ0VrWPEjMxY4cvDs1pg+oikdbGtHplz6ZxFSDQeqGGC7D8dx7NPE8X0PpORBqIMxfLaW3cMaPrq3PQOiIV6yYo7MHjn+Vi7EZvbJ/uigbWloKXo4HW3/wZDIuSFNB6aFN0cqgqeB1l1OWJBW6onA+wdH3/pL70fGi9bqIzHGsZ1x5c6WimujlcCFpL5RTXh06kTvKdPq2zbYEjEv86ypzcqvbm5Dera1NrjRyRvjgeiKrlTRhaH/CHQ80KmNOtASfR1aAk/HrhEc7x7MF/GeWEtg3M1x6cQOuguHSsHKvYqKiE1qrPvD7meUporW5tiuadR6B1fFoOfhpBD60PecXggl88tzGIFXEFhNIoabPRj2nMFGAKMAWEFDA7aB0RGY1V67di0Vx32Navi/OXrsDX/4EoiCZ/r12zBlxaNEN2Tg5Wrt+KalWrwn3yWDaimAI6VYBv7yxUOYHWdaqWxSIGrXWqvSlWRhYqxrSr+wa0VrWXLwq0VreblUYrDlrnvMS3Q8TtwQm0HuwqHrVIcx1zOOaTIw9QmwJaf9SnEXowaC3LISFkrz1qgzcmdqiHgS42smyzaqNuh6XgM16kNVkMm9KpMFceTa4wspjRWUPbQUOJQwOtJxB3CCpo7YzGNsKLqad947FHR9B6Tnc79G7GNqroe4yQBcxfzj98C1qbe662TVcfIyAmXaaR1gpo/eciN1Sw0AxaH57bBtUqCNuDM2it76dNvvVrEzXEf+fRzPMYtJbvGDB2y7Zdi4RP5NvQets0V9hVE4bWJ4g7hNcT7J8l7g5BoHWZku9gWf/GorfIRVpTQGvVqEt96EVcvIas9oScoPWuGS1Rz0phz8631yaR1vtuRXGboQxd+I5I/OsLQWttHJEItLayLI0P+phopPUBfzSuWQGzVaH1+Yc4p7JRkYx/Bq0fIzAuHaskoLWu53m6gtYr/nqEhGeaQ+vzfvHYyaC12p8vBq0N/evOrscUMC8FzA5aEwj9JCauADrzIbZU90tBbqnz2d+ZAmIKkMWMGyHJ2DRZYfslVDiAZcWgNRtFwJiN3hirAq33ezzB5QeJBTnRhSajNLqRiVmRofW5UGTmvuKs5MTKpC0+GKTGapemreZwDM1Glb7Lb+FDBq1lOxyEIpVHb/DGBBOB1rcepYDY/6lGbfFz5a26FIbY1Gy1tmva5MozVKfSQOvxm+9geOvaoikNUrLyQHJ9b5jkjCY1haG1rhYwh67xxGwGrQ0yPK4EJYGkvFBdwCQAa/H7dujhaL6bBkjUjeoCJukMudiDB8RkYMFezaD1w4RMDjgQ6/5qFUoLji0GrQ3yyMnyIsRdQdONKvx3Hs08j0FrWXa/LBq19VoE7kWmcdbYpCSk52LMBm+og9bH78Ti2J0YtSkNvv0zBKVLAMsGqIfWxD2ro0ikdXBcBubs9oO+oXXa8zyQ7x95QOscTNh8B6rQmh9pSjYq7r1pJGi91hPuXRqgb4saguNXaHM7gdbEtWtcuzrUY/7L40GobFmKm4eaYlly0B9NbAqhNXHX+eVc6FvQ+tdRTmhjxpHWZKPig9hCaP0gJgPz9/pBNSWAPuZ52S9eod+K21g+tjlc6wk7o9JEWiugdS5+GuFIPUwPe8XgHIPWknpdC07GT7w0SiSNw/yemqVUkbwQO4ApwBQwSwXMDlpv3XWA62hlpHRq2jN8+/MKTB43goumlir881+/fi11Cvs7U4BKgb23nuC/0CRsmCQOrUle0VqVy2JhLzuqOuV+0KtXr5GSngXrysL5P+XefmO2b+ymOxjbvi4G5UdqHvCIweXAxIKc6NEp2Zi89S72zGyJ2pXpclqT++nx2y2QiVlrW+G8QTT3/Ov5h8jKeYn/qYHWU7bdQ38XG4xk9uBqJf3kSCDqWpXFgp7iz3x/YlX7vj16NhNemKDpM3aM/hQQgtZk08m49vUwyFX+kdZC0JrLyf1efQzI//0h0DouLVut7RrfNlF/imteM4HWz3PzUKm8+G+lFLROfZ6HYWukobUurCKHrfXEzK526NPcfKGp5r2s3RkctOZZRWpjFazd1eV7Ft8qkrRULtBauZh6apEbKlJGWocmZGKWBLQ2Zn5S+Y4E82iZNikB+O88Aq3/C0nGRjWbk59nv8BrvIJlWe3TkPlEpuHDg8wevLiNTAKtfaPSsGa8AlonpueCbIDcOs0V9iKR1jTQ+rvTISj1jjS0/m5YU7zXSNgePCQ+A7N3+eHYfDdYWdK5W2jTP0povX6SM5qKbA4k9SalZMC6in7XFuLScjB+sw92THdF/ar5kda7/NC1iTXGtVdA37O+8dh9KxqHZotHumujA805xBFpRpcG6C3ynfgkNRuTttzFLveW3DyTFALduztWx9h2tWkuwR3z5clgzhL+w94Nqc+R04FLDvijaa0KmNVVYQ9+LeQplxJG1R5cF2sjcrpnmrakZ+WgTMkSsLBQbOLb/G8EAp6kY9W45ty/Awm03ncfJxe4oWLZktx/m73bFx0dqmHCu/SbHqTaQqA1Wecg9uBi0Jq88z469AD/fPSuaHUrLoVxv5k/DhN3AeSffNg7Fud9iT24q1QzzfrvQs8MS2OlGBLvvPOOWY8NdvNMAV0oYJbQuk7tmujbqxunnybQmuS33rX/6Bs5sMlHMStMAV0ocNQnHt6Rz/DzEAfR6n48H44alUrD/b26urgkq8OEFZi9PxDDW9qgl6NiAeGkbyJuhKbg9xGKnfIxaTlYfDgYa8Y4wqaicNSQ0O2P2uKHL/rZw7mOeK4wKdnWXo0CsXP6oKet6KGLjwSjR1NrDGxRTao6s/779+fDUKeyBaZ2EJ8ATtrpj9md66KDvfnkQMXdqAAAIABJREFU2jKlQeETlY6fL4Tj8AzFQiMpcw4EYqirDd7Pf37lfD/eken49eKb7Z+97wGGt66JXk0Vvz9b/4tGYvoLLOsjvrnikxMhaGtbGSNayRPUkz2I6uaW8w8Gon+LGujbzFqwu4htpfueB/hxqAMaVVMsYPLLX4FPcfJePNaPpd/pL1SP+94ATHCrja6NreQ8dIpF224+SsPG61HYPUWxUEfK1F0BmPpeHXRuZL6/uXs8YvAo8Tn+N6BwoZoszshhM29oQhY+P/UQ2yc1QwULxWKqVAlLysanJ0KwaYITrERyspLn98S9eGwo4vMr1Rb2d/kpMGmXP2Z3rIcODek3dPLfeTTzPG4rvMS7SEqd+zEZ+O5sGPZOa8HZPrNSPBTY7xmLwLhMfDdIEdGanPkCc/YH4vfhjVG/qvCGu3MBSbjgn4TVo8VBzcrLESj5zjtY0K2+qFBkbvjR+w3Q1lY40jEs6Tk+PRGKLROc9JrT+ln2S7jvCcBPQxzQsLrwd5aheptEus8/GIQVI5ugThXFJpMPj4WgYyMrDHFRbCj8O+gpjt6Jw8bx9Hl0ddV+qe/E2Ge5WHQoCCtHNUHtyvntPxqCjo2tMMSZfkPkb389RoWypTCns2muTX11+iEa21hy39Sk3A5Pw9orkdzvp7LoYm1EV/1qrHr2ecQiOCEL3w5UfPOFJGThC/KdNbkZKpRRfGfpY56XnfcKk3b4438DG8KppvBGFJp33ubr0UjJeoFPetMH/py+n4R/gpKxcqS4c6Cx+kNO170Vnob1VyOxZ2rhMzNtdwAmv1sbXRzMe55azUr79VQ59TFrC1PAmAqYJbQmgmsaaU2A9drNu/DFRwu5XNisMAV0rcCum//H3nmHV1Vsbfyld0LvvUlN6CCCioL0Ir0XpUkHyxX16tWrYqU3adJBioB0QbBdhYSWAFICCSEQkhBIIIUkBPi+tcNJTja7zOn7nLP28/gHZpeZd2af2TO/We8Kx9+XY7FkWCbYkD9jxtZ/UNonD6a2d8/drPL6cKS19b2IcuIOeTYzUnOj/w0cOntLsomj49qd+xix/BTWjWmCck8m0yJPI3vwr/vXsynS+os9waBJxn96qH/kU9k6+5VGv2biu7lFyu9p57z9wzlUKpEPk16uplq1LrOPYuor1dCeI60N2fxKkcqUk36gm0Ra/+/yHZD9n7k9uDwnt4jt2rjVgWhVsxiGtapouHYSsQcf9N0J9G1WHq82LqNYfhHbSrIX3nTsOjaOsy2/IdmQj+ZIa6f0o8PnY/Dt/ivYM61FxvPY9g5YfOQqKLpu9oBMmG+USOvzNxMwYW0Qdk6mCCCxqL9LUYmg36itE5qhWAHljX4UaW0PpwSndFx+iF0V6DL7GN7qWB1t64hvtJSPeSLzPHvYg5+6dhdvbjqHfdNbIk/O7HbVgW/mOgWW/RaGoOuZkdYxCanot+i4lBaqWknlnNbbjt/E9lM3sW50Y9WCU6R1dmTD+93UN83T3FA70jr993PbxGZSfmNHHSJpWOjZFFTiaFhAkdb0XbhqVKOMSGu5vfbuoGis+TNMSjvh7INs1Me2VXfkiYhLxpClJ7PYm7+28jTa1y+Jgc3FI2U/3H4BBfPmwDud1PuPs+tuyfOmbDyDemULY8yL6RvtKT/v57uDpd9P02GPtRFLymSEc+WR1vT7c+bGPcwblA4mz95IwOT1QTB3tHHEPO9+6kMp0nr2wPrwU7EHFxnzZh24jNsJD/BZb/FNw1sCIrA7MEpyI+BDXYFfL8SAXBbN0yhRpPUbnMaKuw0rwArYQQGvg9bW5LRmYG2Hnsa30FWAFjOOXo6V8mGqHWQPXqpwbkx7haG1rqAefoIcGm3yv4Gfz97CShm0Xj+2Cco+2UEtIglNzGzN2zRzzyWkPnyMj7prQOsVp9DZl6G1XpsQtK5cIj8mvqxlD34UUylvUH22B9fT0xV/V4LWtNDVv3l59GikDEBdUU61ZypBa7KkHGy2aYagtWS7prEYMG5NEJ6tURTD3Rha92tWHj1VoDVFWvecp51r0V45cXsvDMCo5yur5io0Uv9x97JI0PrAFeyZag6tj2Fiu+poX1ccYLm7DvLyE7QOjkyQ8gyaDqNBa/Nci3r6Z9rbqkMXV+Yn1Ss//92xCkjQulN1tK0t/s7LxzyReZ49oPXp8HuYvvEsQ2vHdgmn310OjWISHoBStSwb6YfqJZUjEAla7zh1E2s1oPWnuy4hmwC0/rR3HbSqrhw1Z0qvoLXpxx6CmaD1kuG+qFVaPYLNKdD6XgoGLTmB719vhMrF06O+5dB6T1A0Vv0Zhi0ugtbjNKBRRFx6Tm5z6E7Q+pX6JTHAEmi944LkaOKu0HryhjNoUL4wRr+QCa0/2x2M/TJo/c2AemhcSdxpwx793ZX3kEPr5b+FIdBs04wJWv80pTkKPknD4oh5nglazxnYAL4VCylKIjLmEbS+k/gAn/YSh9Zbj9/ET6duYo3G76cr28goz5agtSyNkt6mGaOUncvBCrACxlfA66B12LXrmLtoOaaMHyVFTBPEDjz7D6aOH4W8efJI/z54+PcMC3AlS3DjNyuX0B0VWPVnOPxDY7FoKENrd2w/Z5dZnlOWoPWBM9HS5JkOU6T1hrFNUMZCaP1lv7poVsV629OZuy8h9ZE+tO7kWxr9OdJas+u89cM5VCmZHxNf0obWU9pVwysMrZ39Ggo9768rsfhg2/kskcqeCK1j4lM1d7DTYkbLakUxorX7RlprbTSIT04DReAuHOqLOmWVF1PtCa1ff74yOjfgjSpCL6ENJ/1y/hZmHwjBbhm0nvByNbxST9xC04YiGPLSRUdCcTkqEbMMHGm9fVJzYavai5EJeGMN5WTVhtZr/wrH5jdsc0owZINyoTQV6DznGN7pWB0vWgitzcc8kXmePaE1RT3lzcWR1p7StZf+GoazEZmRjiZovXSEH2qUUobWBF12nr6JtaPUI60/2xWMx3iMD7qlp5dSOmhDM0UoPqsDrbdMaIbiKk4V9mgHsvftvSBAygtfq7R6zmpnQuuVrzdEleLpke6vrzyNdmaRygStv/8jTHLwcPahl1NWCVqPXHEKHS2cm3+04yIK5M6Odzq7Z6S1ErSmOpncpSjdWadZR6Wcyo0YWmP+4PR1yrM34jF5/RnsmtocBXKnO9o4Yp53/8FD0KaxuYMaoEEFbWitNeZ9u/8y4pLSJMcI0UPk91P0Xp583pELMfhmX1ZHKobWntziXDdWwLkKeB20JnkJRM/8dqGkdLmypbPkqJZD6+WrN+LQkT+ytEqhQgXZJty5/dQrnvb9n9cQEBqnCa3f23YeJQtxpLVXdAidSvZdFIDhz1VCV7/0/LA/BERgf1BUBrQOu30fNPl0BbT+fPcl/L87OD7srr4AYs3E2BvbnSweq5bShtZd5xzFZIbWhu0eSpHK7gSt/wy+A7L/M7cHH7DkOAaZ2ZvPOnAFtxO0oTUBoRZuDK3J0n1Aiwqq0fEmaL1giC/qllOG1jtORmJzwA3pd9mWo8/CALzG0NoWCYWvPXT+FubIoLXeYrDwzd34xIWHQ3El2pjQ+kJkAsavCYIl0Np0zbaJzVE0v7KlONlErmFo7ca91vqid559FO90qmERtJaPeSLzPIbW1reRp1/53a9XcS4iPsOel3Ja910YAC1oTfa2PwVG6kLrR3iMf9sArS9HJ2LMqkA4GlpTpCR9/xgBWkfdSwV9F5pDa7m99t4z0Vj5u2ugdY95x6C1ue7m3RQMltmbj1hxCpZuKCfAmz93dvzLTaH1pPVB8Kvgg1GmSOvgO/jIbM7D0Drd7n/572EIDM9MT3D2ejwI+JtDa0fM85JSH6LrHNuh9Tf7L+OuhdBacqrQ2fTj6eOOSP2OnI/BN7I0Sr0W+GMMp7ESkY/PYQVYAR0FvBJac69gBYyowPd/XMPxq7FYONRPtXjvbzuP4gVzY3oHtgc3Yhs6s0w0aR/RpjK6+qZH2m0OiMDeoCisehJpffV2El5bcRobxjVBmcJ5hItGu+m/6FsXzataH2lN0PrhY2gugFhjQSZcCQ86cfqms6heqgAmaERad517DJNeqoIODdI3MPBhLAWUoPXgpSfQt6m61bSRavCHbAGHyiYHuCK2a+PXBqFZ1SIY2bqSkaonlUUkpzWB+oFa0DolDT3m+mP+EF/UU4HW209GYuvxG1g/xjZoTZuWRrSujC5Pfv8NJ6gHFejgPzGYdzAEu6Y0z6gVRRBo2W56UPVVq7LgcChCo5Ok6CPTYRR7cFPU9I+TmqNIPrGc1iZorXWNK/OTekOfMnIdO80+inc718QLzxQXLqZ8zBOZ59kDWgeG38O0jWexZ1oL5MuVQ7i8fKKxFVhy5CrOR8Zj7sD0nLImgPvdCD/UVIm0prnh7tORmva2InM2mht+3qeO5JajdFy5lYjR3wdKuZtLFHRcTmsTqNeqM5XPGZHW0fGpGLD4OFa81hBVS6RHWtOG7A4NSmXYa+87Ey3Bvm0uiLQm55+JlDpKJY2JKSe3ub35iOWn0NnPstRdH+28iHw5s+PdLu4ZaS1B64o+UsodOuQbdZMfPAJtWqJUKA1Vciob+5fDutLJ7cFX/H4Np67FgTbm0nHmejymbDgjuRDlz50+zjhinpeYmoZuc/ylzTr1VSKtRca8r/ddBqVx+u+r4pHWP564ie0ntdMrWKeuZ12llEap9wJ/jHqhCqex8qym5tqwAi5RgKG1S2Tnh7ICTysgLWaExWHhk49BJY3SoXUuTO9QwyMkfPToMWLjk1DcR93iyyMq6oBKELQe2SYTWkjQOjBKyk1FhwlabxzXFKUL5xYuAS1MzOxbFy1sgNZkNae3a1++G124gF52IkHrGqULYHxbdXtwgtYTX6qCjgytDdk71KB1n6bl8apKfmQjVUQUWscmatuuSYsZVYpgZBv3hdbm0eXyNkpISUN3J0Lr4a0zNy0Zqb94WlkIWs8/GALK22c62PYOIGh99VYSvulvXGitFTUt76fnbyZgwtog6EHr1S7KT+pp75W71Yeg9YzONfG8pdDabMwTmefZFVpPbYF8T2CCu+nN5X1aAYLWFyLjQbld6RCJOqa54Z7AKKx+MjdU0pVSOqXpbDSW5oZ96khuOUpHJrRuihIFxeeclrazSHQ53dOZ0Hr5aw1RzQxam9trS9D6t6ugscjZhyi0No8UtwZa/2fnReRlaO3s5nX485Sg9clrmeuUJmhtvjnKEfO8DGg9uAHql1e2B8+A1hpjHkFrcsT6xEJo/ePJm1jHOa01+xtBa3JcM0+jRND69ReqcBorh7+p/ABWwPMVYGjt+W3MNXQTBVb+cQ0ndKD1Bz+eR7ECDK3dpEkdWszeZA+rAa1DY5Kk3FqugNaf7rqEx9COtJbn/XKoWG588+kbz6JGGW1o3W3uMUxgaG3YVlay16ZIa7eB1pduwzy/GwkttzcXyRU2YW0gmlYp6rbQuv/i4xj8bEV0b6jsaGCC1vMG+6J+eWV7cNq1v+1EhM2R1v0WBWAYQ2unvPNK0Jpt74AFv4TiaowxofWlqASMW035qdWtvtWgtZalOOUnXcXQ2invndEeQjlNZ3SxDFrLxzyReZ49oHVQeDymbjyDPQytjdaNbCqPHFqL5HcWhdYPdFI66UHrkFtJGPX9aWwe71hoLZLH21nQ+lZ8Kui70Bxay+2195+9hWW/hroEWtMmykntNSKt76Vg0JITWezNhy8/hS4WRloTtM6TMxtmdFFPCWZTx3fwxRPXBaFRpSJ4/fn0DbXyjcamnMreHmktH78yxhkzRw9HzPMy51bq0FpkzPtqXzASkh8ytHbA+/TL+VuYLUujROuUr3MaKweozbdkBbxPAYbW3tfmXGODKiC33VEq5r9/vIAi+XPizY4caW3QZnRaseQ7GClvGeVbNO2mD4lJwqiVp7HpjaYoVUh817vewoRIBQla0/GBRn40Wtx4qW5JDGpRXuSWXnvOtE1nUat0QbzRtoqqBt3nHpP+TnnI+DCeAkqRykOWnUSvxmXRq0lZ4xVYVqI/Lt3GZ7uDsX96y4y/ELTu1yzT3lzKFXZf23ZtwrogNKlcBK+5aaR1v8XHMUQDWotEAxC0tseufSrLsFYV0dWP33lHv0A/n7uFhb+EYufkzEgpGn9He3mutvm/hOBazH18bcBI60tRiRi3OhDbJjZD0fxiVrWmSOsdk5ujcF5lS3FX5id1dD/n+2sr0HHWUbzftSba1BK3B5ePeSLzPHtAa6UIOG5f91dg8ZGroA05swfUlyoTm5QGGouWDPeV5glKxw8BEdhn5sKldM7MPZeQ+vAxPur+jKpIei5cpjnnD280RUkL5pyWtkpMQir6LTqOZSP9UL2kukubMyKtTWVZPrIhqpVMtweXRyoTtF76ayh+dEGkdbe5/pjySlW0q1NSUWZTTm5ze/Nhy06iW8My6NusnHDTfPzTReTOng0zurovtG5sNjd5ClqnPkSXOccwe2B9+HmxPbg8vYVSdLMj5nnxT1IvaW0IFhnzvtobjITUh/ikp7g9uL1SOgm/TG564qHztzD359AsaZTkjpBuWjUuNivAChhAAYbWBmgELgIrQArQYsbp8DjMH5yeK0bpIGjtkz8n3mJo7fWdRp4rhqD1LrO8ZdYuIOjlLRMR/r+7LiE7suH9bur5rRhaiygJELR+pnRBjGNoLSaYAc/yBGj9+e5g7JNB677NMu3NCVrfu69tu0aLGY3NohmM1FQiOa0JFA9tVRHdVEBxUupDdJ1zDPM0LOzslR9NryxG0tbdy5IOrUOwc3KLjKpwrjZAgta37+PrfsazBzdB660TmknuRCLHPxEJoIgr2pxQSANar3BRflKROvA5jlPAWmhtPuaJzPPsCa3Nc406Thm+s7MUIGgdHJkg5dalwwStFw/zxTNlNKB1UBRWvZ6eOkrp+GJPMFIePtKF1l/0rYvmKqmjrN0obal2SqBY6R7OhNbmAF0JWn93JBTk4OHsg6D11Feq4mUdaG0eKU7QunujsujTVHxD7Sc/XUKu7HBbaE1zk6aVM1MXqUFrsuX3rahsT+3stnXG8+T24AStA67GYdHQ9HVKpTzSjpjnmaD1/CG+qFdO+XdOKb+2XCOC1ompj/BxT/XNOfJrGFqL9TSC1vN+Ds2SRomg9Yg2nMZKTEE+ixVgBbQUYGjN/YMVMIgCy38PQ2D4XW1ovf0CfPIxtDZIk7m0GGRPOvqFKujUoJRUjq3Hb+KnUzex5kneHZNVm6W73hlau7RZn3o4WTzWLlOIobWxmsWi0lCkstxee+iyk3jVTSKtf794GzP3ZIXWcntzkVxhcgs+i0R08MlC0HpRAIY+V0kfWg9qgPoVlBe2th2/iR2nbmKtjfnRyJJyiAZAd7BcXnX7A+duYZEcWi8MwKjnK2eMv14lyJPKzjsUgvA7xoTWwdGJGLsqEJZA63MRCZikA62l/KQMrb2xu4O+jWmx25JIa/mYJzLPswe0Pns9HpM3nJHyS+bnnNYe018XHQnF5cjEDGgddz8Nveb7Qwtab/K/gf1nonWhdXLaI/ynh3aktRa0NqWkstTdy9LGybDkNotuVrqHc6D1A1CqFnNoLbfXpu+HJYddA61pE+W0DtVUoXV0fCoGyOzNhy4/iR4NLYfWObMD77lppLXc0vqvK7H4YNt5HH6nldS1TPbgXg+t/7yGgNBMaH06/B4ohZl5TmtHzPMoDzXlZ9eC1iJj3pd7g5FkIbTecTISW47fsDmlk6W/c+52vlIapb6LAjCc01i5W1NyeVkBQyrA0NqQzcKF8kYFlv8WhsDr2tD6w+0XpAiQtzuxPbg39hHzOr863x9j21ZFx/rptl8SDDl9E2tHNZb+feVWIkZ/H2hxfjFamPusdx08W72o1RLTrmu9CezoVYF4sXZxDG5ZwerneMOFUzaeQR0daE2TubEvVkJn3zLeIInb1VERWi8/iZ4Ny6K3BdEMrqr4bxdv44u9wdg3LdMenKB17yblMuzNpVxhKdq2a5PWB8Gvoo8E+4x2iEBraQL+XCVVS27TwtbcQQ3QQAVa0+ainWa/09bqMGDJcQxqqZ5f29r78nVPK0D2nkuOhGKHWaQURRC85uW52uYeCsGNO8n4ql/dDNFi7yaicKF8yJE9u0u70uXoRIxZFYgtE5qhuGCk9dkbCZi8Pgg7pzRHoTzK9uCuzE/qUkH54enQ+tXaaFOzmLAa8jFPZJ5nF2h9Ix6T15/BrqnNUSC3cl8WrgSfaBgFFh4OxZXoRMx6Yg9OKVloLrhomC9qq0Rab/S/gZ/PRON7jUhrCeY8eISPdaD1l/3qolmVIop6XL2dhNdWnMbGcU1RurB4SipLxVUCrUr3cAa0vp34AH0XBmDpCD/UKJVuVS631yanlkWHs34/WFpna88nS+s3O1THS3VKKN5CaQMAbajt2ciyuYmIu5q1dXDGdePXBqFZ1SIY2To9p/XfV2Lxvhm0NrkoaX3bO6Oczn6GPNJ61Z/hOBYSK22SocMErfdOa4m8FGoPwBHzvHvJaeg5zx8Lhviirkqk9VmBMY8cJe6naf/OyTXeeSoSP/jfwIaxTZwtv1s9j6D1gkPkSJXpKEEbeoZpzJndqoJcWFaAFXCpAgytXSo/P5wVyFSAFjOCbtzDvEENVGUhaF0wbw6800nddtmdNH306DFi45NQ3Ec9L5U71ceZZVWE1mYRfJnQuhlKFBSzx6Ty08Lcp73roJWN0FrPKoyg9Qu1i2MIQ2vNbkPQum7ZQhj7onpOa4LWY16shC4MrZ35Cgo/SykntDXRDMIPtPOJBK1pUZMWJkyHErROTNG2XZMWMyr4YNQLbgytNXaN33+S904PWps7YljbVAytrVXO8usIVMrtPTlXG0DQOiI2GV/2NS603jxe/PvHBK1/mtIcBTWgtavyk1rec/kKeypA38afvFobrS2F1mZjnsg8z57QWqsv21MbvpdzFCBoHRKdhG8HpKdkMEHrhUN9Uaessm0uQeuDZ29h5WsNVQsp2eYKQGvaoNRUB1pvGNcEZQrncZggJmhtnodZ6WHOhNbfjfBDTTNobW6vrZRexGHiyG5M0PqtDtXRVgdam0eKW+MC5QnQunnVohjRuqKkoBq0pvU5NRclZ7WpM5+jBK2PhsRiiQxaU+qoPBSpYILWdp7nmaC11u+cCVprjXkErfUcJeT6MrQW63Hp0PpKljRKBK213MnE7sxnsQKsACsAMLTmXsAKGESBZb+F4YwetN5xAQXzMLQ2SJO5tBg95/vjjZeqokO99Ehrea5UayKN6D72gNYf/3QRuXNkw4wutVQ1oiio5xla6/YhsnisX64wxryoDvpoB/Johta6WrrqBCV7bWvyxrmq/L9eiMFX+69g79TMnL5Dlp1ELzN7c5FFT3eH1nqgUsRCcEtABHYHRmH1KPX8kiLtPHDJcQzkSGsRqWw+h6C1HFRS1P2I1pXRxTc9PYc3HnMPhuBmXDLIMtZ0GCXS2ppNeyKROkp9wRvb3hvrTN/G/+1VG8/VsDDS2mwBX2SeZx9one4awNDas3rqgsOhuHorCd/0T4fWIjBnw7Eb+OXcLRDkVTvIKUdv0yH1/6/710OTyj6Ktwm7fR8jV5yCo6F11L1U0PfPytcbokrx/Kp1cga0vpP4APRdaA6taUOquYuSEsxxVq/sMvsY3upUHW1rK0dam/KDm0Nr+be9SFk/3XVJOu2DbupzfpH7uOqcN9YEoWWNohjeKh1aE5h9b2umPXhiahq6zfHHvMENUL+89+a0Xv1XOP6+nAmtT127izc3nYOjobXI5hyRTYcz91xC6sPH+Ki7eE5rhtZib6WSo0S/xccxlNNYiQnIZ7ECrICmAgytuYOwAgZRYOmvYTgboRNpTdA6dw6805kjrQ3SbC4rRo95xzD+5WpZoPWPJ29i3ZNcqaacjpbYY1JlrFmYk4vwn50XkSenPrRu80xxDH2W7cG1OpEotB71AtkWsz24y15IjQdL9tqynNByC0EjlttUpiMXYvC1ArR+1cxCUMRekqC1bwUfjHbTSOveZAndRh1UmqD17IH14VexsGKTbg6IwB47QesBLSqgRyN+5x397lAe42W/XcWPEzNt7zhXGzDn4BVExqUYHFo3RYmCYla1ppyIWpbKSlH3ju5/fH9jKGDNt7F8zBOZ59kTWmtZ3RtDVS6FJQos+CUUV2McA6310rsIQ+uxTVDGx3GR1pH3UjBoyQlDQeslw/1Qq3S6Y5zcXlvJNteSNrfl3M5zjuHtjvrQ2tzeXO6iJPJ8gtaPAfzbTaH1uDVBeFYDWiekpKH7XIbWErQOvgPq73ScvHYXbylAa3vP8+Lup6HXfH9oR1rrp3eZufsSUh9ZDq03HbsupT3gQ12BA+duYbEsDQJB6yHPchor7jesACtguwIMrW3XkO/ACthFAVrMOHfzHuYOVLcH/2jHReTPnR3/YmhtF83d+SYErSe8XA2vmEVabzsRgfVj0vPumKD11gnNUEwwpyNdZ83CnFzHj3ZeRL6c2fFuF/XNFWNXB6J1LYbWen2QoHWD8oU1QR9Zxb/+PENrPS1d9XelnNDDl59CF7/S6NesnKuKJfxcgtbf7LuCPdMyI61pYa5Ho7Lo8yQnN0Hr+w8e4T8aORFFNmAIF8rOJ4rktCZo/bpGHuPkB4/QefZR6EHrvYFRWGVjpPWg706gf/PyDK3t3A+UbkfQevlvV7HNDFpzrrZ0aB11NwUz+xgv0jrkVhJGfX8aP7zRFCULiUHrM9fjMWXDGeye2gL5c+dQ7FlKC3NO6IL8CAMoYM23sXzME5nn2QNan4tIwKR1QVJ+yUJ5Oae1AbqPXYpA0DosJkmKeKYjPjkNlB5IK9crRVof/ucWlo9Uj7T+et9lxKek4ZOetVXLqQetr925jxHLT2ECn9E/AAAgAElEQVT92CYo6wRoTTm6KxfPp1peZ0RaxyY9QO8FAVgy3Be1Sqfbs8vttQlazz8YIrkeOPsgaP1Ox+p4UTXS+gHoW8Y8UpygdZ+m5fFqY/ENkZ/tCsYjPHZfaL06EK1qFsOwJ5HWlLd5hlmkdSa09kX98so2/M5uW2c8T24PvuavcPwv+A6+k0Hrw++0yiiOI+Z5Jmi9aJgvapdR1l9kzCNo/f/TVHzYXdwR4KfTUdhwNBybGFprdjn6Nl5yOBTbJ2X+zvVffByDGVo741XlZ7ACHq8AQ2uPb2KuoLso8N2vV3H+ZjzmaEHrnReRPxdDa3dpU0eWkxYqJrarhvZ1022/tp+MxNbjNzKg9aWoRIxbHYhtE5uhaH7LclpbaoEorydBa71+SmV7jqG1bhcRsVSmHcivMbTW1dJVJ0j22vsuZ8kJTYt7nd0FWp+PwTcHrmCPmT24PCc3RZKnPHykabvmiMUMe7WpELRe4I9RL1RBpwbKltApaY/QadZRzBpYHw01Iq33BkVh1eu22YMztLZXy+vfZ++ZaKz4PQzbJjTLOJkiCGiBs6tfaf0beOgZs3++guh7qZjZp05GDY1iDx4Sk4RRK62D1rQ5J18uZWitZIHooc3L1ZIpYE3qHPmYJzLPswe0/iciARMZWntcH57/Swiu3b6Pr/s9gdYpaegxVxtarz96HUfOx2hC62/2X8a9+2lSzna1g/r/NwPqoXElZXtwp0Hruymg7x/a+FepmKuhdRp6L/DPAq3l9tqHzt/CvJ9DXQOtZx+VghxeeKa4YrPeTnyAvjJ7c4LWfZuWR08LoPXnuy/h4WM3jrSWrUccC43DjC3/wARjaUMHvWfzh/iiXjnvhdZr/76OPy/dzoDWJ8Lu4u0fzmXoRJ3MEfO82KT092zxMF88owKtRcY8a/opQ2uxYVQpdc6AJccxiNNYiQnIZ7ECrICmAgytuYOwAgZRYMmRq7gQqQ+t9SJYDVIdoWI8evQYsfFJKO6TbqvFh7gCZFU1qb0WtE7AuNVBVkFrWrhoXVM8b5+81OQIUCB3dk0be4LW5jubxWvuXWcKQ+s2FdG1YVnvEsdNaivZa7sxtD58PgbfKkDr7n5l0PdJpLhIrjBazKhXrhDGvljFcC0nAq17LfDHaBuh9Q8BEdhnJ2jdr5llC4uGE91NCrQnKBor/3gaWnt7rjZ3gNab3miKUoKR1kHh8Zi68Yy0OSefSqQ1QeuFv4Rg5+RM1wk36cZcTBsVsBZam495IvM8e0LrHZObozBHWtvY8sa5fN6hEITfeRpaa8G0dUev41cBaE15Y/9rB2i9bkwTlCviOHvwm3dTMNhg0NocpsnttQlaz/05FLtcEGndafZRvCsArc3tzWlDgKXflgQD0yyMYDXOWwXInd+egtZPHA0YWl/HHxdvg+zk6VCD1vae55kcDUSgtdaYZ40jAEHr9X+HS649fKgroAatB3IaK+42rAArYAcFGFrbQUS+BStgDwVoMeNiVAJmD6ivejuRXMH2KIuz7sHQ2nqlu831x2QzaL3jZCQ2B9zAhrHp9uAXIxPwxhqC1s1RNL+4PSAtzH38am20sQFafyiQe12eQ8p6JTz7SoqWaVjJB6Oer6xa0V4LAjCydQV0Y2htyM5AUS5fH7iCvWaRyiNWnEIn39Lo7wb24L+cv4XZB0Ik21zTQTm5uzYsk2FvLmK7NmXjGdQpUwjj2rontCYb/rFtq6Jj/ZKK/cwUaf3tgHpopBKNtMn/Bg6ciQZZW9pyWGPhaMvzvPna3UHRWPVHGCjVhulg2ztg1oEriElIxee9jRdpHRqThNdXnpbyEJYuLGYPHhh+D9M2ntWE1q7MT+rN76AR6k7fxp/1roNnqxcVLo58zBOZ59kDWp+/mYAJa4Mkq06ffOLf/8IV4xNdosDcQyG4cScZX/VLT8kgYltM0ZG/X7yNZU9Ak1LBv91/GXFJaSCXLaVD5NsmPPY+hi87hXVjGqNckbwO0yciLgVDlhoj0lrJtlj+bab0/ewwcWQ3JuefGV1q4nmVSOs7iQ/QZ2FWe3NrXHysyRXsLA1EnjNmVSDaPJOZrsw/NA7vmkVa30tOQ08dG36R57jbOXJ7cPlvyfGrcXhnc2ZEOtXPEfM8pX4q11JkzLMm9/quwCis/Sscmxlaa3ZfpTRKA5ccxwCG1u722nN5WQFDKsDQ2pDNwoXyRgVoMeNSZIJkLap2fPzTReTOkQ0zuojnYzGylgytrW8dgtZTXqmKdnXSAcrOU5H4wf9paP3jpOYoYsGilV2g9fYLKJg3B97ppJ7TmoB6yxpFMfxJDinrlfDsKwlaN6pURMpZrXaQbdaI1hUZWhu0KxC0/mZ/1pzQI1ecQkc3gtZzZJEi8pzctGiVpmMPSFGMtT0YWlP3o99PPWj989lbWPmaen5JkW7M0FpEJfucQ9B69Z9h2DI+E1qz7V06tL6dkCqBPNNhFHvwq7eT8NoKy6D16fB7mE7QWsMenKG1fd4pd7wL/bZ/3qcOWlYTh9byMU9knsfQ2h17h3PKTNA6IjYZX/ZNh9aJqWnoNscf8war59ol0GQeHalU0lkHLiM2UR9aa6U+uX4nGcOWn3QatF49uhEqFnWtPThFp9NmRvNcu3J7bXIqorHSfNOnc3oLpHQ173WtiTa1lO3BlXJyWwWt91xC6sPHmumBnFVna54zelUgXqhdHENaVpAuD7gah3+ZwVgTtF441Bd1ynqvPTi5Nvx2IXMDjBK0dsQ8LxNa+6FWaWVnRlFoTe37QTfxNdTdgVGgXN4MrbXfLAlay9IoWfNbYs37y9ewAqyA5yvA0Nrz25hr6CYKLD5yFcEi0Dp7NszoKv7BZeTqM7S2vnW6zjmGqR2qqULrC5EJGL8mCFZB657PqE5yRUr84fYLKJQ3J97uVEP1dILWLaoVlWArH+oKTFgXhMYC0Hr4cxXRvRHbgxuxL0n22grQukODUhjQvLwRi5ylTEr2hnJoLZIrzBGLGfYST8QevOd8f4zTiLSmsujlfdzofwMH7QStezcph15N+J23Vx9Quw8tWq3+3zWG1jKBCHTcTnhgaGi9YVwTlCksZlVrgtZ7p7VE3lzZFbsDQev5B0Nckp/U0f2c76+tgD2gtcg8z57Q2tLvf+4DxlZg7sEQRMQpQesGqF++kGLhRaE1gaFPe2VuQDK/mSnSWgRarx3dGOWLOjLSOhlDlp6EkaC1OcyU22srpddxVi/rOOso3heA1ua2y9ZER1J6oJT/37X6nx7POKtqdn0OQesXaxfHYBVobdqcwNA6a6oBOdynRnHEPM+Ue93cxl7eAUzQWmvM+++uS8hmDbT+3zVsNtu0atfO5yE323smGisUoLWlqQY8RA6uBivACthZAYbWdhaUb8cKWKvAoiOhuByViFka9uCf/HQJObMD7zG0tlZmj7muy5xjmN6hGl42i7TedOy6ZIdJh8iuUyUx9Ca5IgL+e/sFKY+eFrQevzYIzaoWwcjW6hHEIs/y9HMmrA1EkypF8VobjUjrhf4Y1qoiejC0NmR3IHvAWQdCJNtZ0/HaytNoX78kBroBtFYCNSOWn0Inv0x7c5FcYdM2nUWt0gXxhpvag/eYdwzjX66GDvWU7cGpbQlsfN2/HppU9lHsixuO3cAv525hhY2R1kOWnUSvxmUZWjvhjZfsAWWLVtYs7DqhqE59BFnKUqSWOegwSqR12O37IDcLSpdSxsd+0NqV+Umd2rj8sKcUoN/2mX3qSJstRQ/5mCcyz7MHtDZtWrU0PZBovfg81ygw5+AVRMal4IsnkdZJqQ9BG5jnDWqA+hWUoTVFCf4v+A6+G56eh1bpUHLNMD8v+cEjdJ59VHKCa1ixsOI9bsQmY+iyk3A0tDY9Z82oxqhQTB2Ox8QmoERRx0bFKkXgyqMLlZyWnNV7JOc0jU3osUlpIKcu80hxa1xkvtgTjPtpj/Cxm0LrUd+fRts6JTKgtTyC2GQD7+3Qev3R66D+vHxkulOU3Ead/p8j5nkxCQ/Qb1EAvhvhh5qllCOtRcY8gtbZkQ3vd1N3AZS/m0pOS856f93pOXuCovG9LI0S/Rb2bVYerzYu405V4bKyAqyAARVgaG3ARuEieacCtJhxJSpJshZVO+iDK0c2htbe2UOy1pqg9ZsdquOlOiWkP/x0Ogobj4Y/Ba13TG4uAWTRQ89OTOQ+//7xAnzy58RbHdUjrQnGNq1alKG1jqCSTlWKYqQGtO6z0B9DGVqLdE2XnKOU047yrbZzI2i94FAIdk5unqGfPCc3QevHeKxpu0bWuzXLuDe0nvByNbxiI7Q+/M+tjEUfazskLQ6/ytDaWvksuk4ppx3b3gFKeVCNAq2v3bkP2lhjCbQ+de0u3tx0Dvumt0Qe2h2qcNBvuTxVgkWdiU92WwUkaN23LlpULSJcB/mYJzLPswe0vhiZAHIzYmgt3FRucSJB66i7KZjZJ90e/P6Dh+gyWx9a/xV8BxSlqHbM/vkKYuKzpnowP9cErWcPrA8/g0BrPTjuDGgdn5yGHvP8IY+07t+8PHo0Sgc1Ry7E4Jt9WdMDOauz6aX7UsrJbQ20/nJvMJIeuDe0fqluSQxqke58dSLsLt7+4RwOv9NK+reSTs5qQ1c+R57Tmjbdms9flKC1I+Z5Jmi9dIQfaqhAa5Exz5o1VIKxq2TpgVzZJkZ9tpJOnMbKqK3F5WIF3E8Bhtbu12ZcYg9VYOHhUITeSsI3/bWhtaW7BI0sF9uDW986tFDxVsfq0u5gOghabzgajk2ySGsCTWTVLXoQtJ7RpSaef0Y5B5bIfQhaF8mfE2/qQWsdGCvyLE8/RyQiXYLWz1ZAj8blPF0Ot6yfUnQeQeuX62Uukhi5Yul5XK9g5+TMSHGC1h3N7M0/lWzXtHew02JGjTIFML5tVcNVV8QenBYnJ7arhvZ1039zlQ6RSGt7Qeuejcqid1O2B3d0Z6Kxdf3f4fjhjXQXEzoYWgPf7L8Mss3876u1M3QxGrReP7YJygpGWotC69kHQlySn9TR/Zzvr60A/bZThGtzC6G1+ZgnMs+zL7RuhqL5c3HTeogCBJej76VKEf90mKD13EEN0EAl0nr1X+H4+3IslgzzVVWB7nsrPhWf91a2Bzc9Z87ABvCtqBzRLRoBbWtTiEZ0OxNaLxjii7rl0qO6yYVlYMuK6N6wtPRvgtZf77+CvWZOS7ZqIHo9/WZ98mpttK5ZTPESpQji/ouPY0iriujml15+keOrvcFITH0kRXW740GR1lrQ2hSRbm6j7o71tLTMStDa3CnqWGgcZmz5JwPu0/0dMc+LSUhFv0XHsWykH6qXVI60zoTW6mMeuVVS5hdLUiwqRRBbqqM3nE8R6Wv+DMtio07QmtNYeUPrcx1ZAccrwNDa8RrzE1gBIQUWHA7FVQFobWk+FqGHu+gkhtbWC995zjG83SErtDZfWP8nIgET1wVJ0ZEWQevZR/Fu55p4wQZo/cGP51GsQC5M76ARab0uCE0qF9G0vbZeHc+5kqJlmlfTtlHvsygAQ1qWR0+G1oZseIK+8w6GYNeUzEhl+SKJIQv+pFA/n7uFhb9QpHUmtCbr3VcalMqwNxexXZu+6SyqlyqACS+5J7TuPtcfk9rrQ+uv+tVF0yrK0Xhyez1r233o8pPo0bAs+jC0tlZC4evUoLW352r7et9lkD2qkaH1ujFNUK6ImD34yWt38damzOgqpQ7iyvykwh2WT3SIAlZBa9mYJzLPswe0vhSVgHGrg7B1QjPpW5wPz1DgKWid+hDkuqUFk1f9GY6jIfrQ2hyGy9W6L/AcyrUtkmva1pa4ficZw5br25A7BVqnpKHHXH/MH+KLek+gtTxS+dcLMfhq32XsndbS1qpbfL0etFbK1dxv8XHJuctSaJ2Q+hCf9MzcwGZxYV14gdz5Sh5pTWlQei8IAEPrGzh07hZWPklvdCwkFjO2ns8KrR0wz6MNNbSZQgtai4x5H/90EbmzZ7MIWivlanZhVzXso3cHRmGNLI0SQ2vDNhcXjBVwOwUYWrtdk3GBPVUBWswIu5Uk5cNUOyiajY4PutXyCBkYWlvfjBK0pkjr2ulRf2Rhuu6vzGiwDGg9pTkK5RGPtKa8Zf+yEVq/v+08ihfUhtYE1BsztNbtAAStKYfiiNYVVc/tuygAgxla62rpqhOUckK7G7RedDgUOyZlQnd5Tm4R2zWy3q1WKr/XQ+tfL9zGshHqVp0i/XTYspPo3oihtYhWtp4jdzGh+9FiTN+mtFHIe3O1EbQme1SK5DIdRom0Do+9j+HLTsESaC1fqFbqN1J+0gNXsMcFUXO29mO+3jYFCAB92a8umqlsSFK6u3zME5nn2QdaJ2Lc6kCG1rY1ueGulkdEi0RAE7QmuETATe1Itx3PjOCWn2eC1loR3RFxKRiy9ARWj26EikXzOUw7E7ReN6YxyhVxbU7rhJQ00GZGLWj928XbIPtsV0Hr//aqjedqKEdaK+XkJmg9rFVFdLUk0npfMBJS3Bday+cz8g1sJmi9ZLgvapV2bJ50h704VtxYHmm90f8GDp7VhtaOmOeZoDXl0q5WMr9iTS5F6Y95ErTOkQ0zuoivoe47E43lv4dh24RmVijoPZdI0PqvcGw2c6QasuwkenEaK+/pBFxTVsCBCjC0dqC4fGtWwBIFFvwSirDbSfi6nza0fgzg3wytLZHWI88luPxOpxp40QxarzX7YDwXkYBJ/w+Gf5rSHAUthNbm97VGvPe2nUeJgrkxvUN11csJWjeqVASvP1/Jmkd4zTXj1gTh2RpFMbyVNrSmXFyvNmF7cCN2jHR77aw5oQlak7X/4JYVjFjkLGU6cO4WlhwOxXYZtG5nZm9O0DpnNm3bNVrMqFoqPya6aaR1t7n+mPJKVbSrU1K1zfTAxrqj1/H7hdug3Gy2HAStuzUsg77N+J23RUeRa3eeisSmY9ex8UnqDbqGc7UBXyksVBsPWmuDDfP2F4bW+12Tn1Skr/I5jlOAftu1XDSUniwf80TmefaE1lsmNENxjrR2XKdw8p1nHbiC2wmZuadN0For1/T3f15DQGgcFg1Vh9ZzD4Yg8m5yRq5sebVEcmeboPWqUY1QqZjjoLXohiRnRFqboPW8wb6oXz4dZsrttQlaf7E3GPtcFGktAq3N7c37LQrAsNaV0dW3lHDvVtrAJnyxAU4k56gOZumO5ND6TuID9FkYIOWFr1Va2Z7aANWwexGUoPXPZ6Lx/euNpGeRg8N7skhrR8zzouNTMWDxcSx/rSGqldCG1lpj3n92XkTenNnxbpeawlpJ0Pq3q9g2MXPTtvDFXnSiPHCGqk7Q+lVOY+VFvYCrygo4TgGG1o7Tlu/MClikwPxfQnDt9n1NaP3ZrmA8wmOG1hYp65knd6KIaDNoLbfmOXsjAZPXWwGtZRHc1qhH0LpkodyY9oo6tJ60Pgh+FX0w6vnK1jzCa66haJlnaxbThNa0yDCgRQX0asL5bY3YMdLttUMlq37TMXpVIF6oXRxD3ABa7z97C98dyQqt5Tm5RXKFvfXDOVQpkR8TX3ZPe/Cuc45haodqutBaK+/p2r+v44+LtkPr4ctPoYtfafRjaO3wV14NWnt7rjbKYym3BDUKtBa1kDXvPELQ2oX5SR3e0fkBmgpYA63lY57IPM8e0Do4OhFjVwVK+SVLFGR7cE/p2rMOXMbthAf47Enu6eQHj0AbmGcNrI+GFQsrVvP7P64h4Ko+tL4ZlyzlbFc6klIfgr5/5g1qgPoqubNv3k3B4O9OwNHQ+tqd+xixXN9FwxnQOjE1Dd3m+GPe4AaoXz4917fcXvv3i7cxc08w9k13jT24FrQmp5Qe87JGipNz13AroLU8VYg7vXMErTv6lkb/J9/Tp67dBcFXarM8ObPjduID9GVojU3+N7D/TDRWPYHWf1+JBTnrHX6nVUZzO2KeF3UvVcoVrwWtRca8j3ZeRD4LoTXNf5f+GoofGVprvtJKaZSGLjuJHuwI5k4/hVxWVsCwCjC0NmzTcMG8TYF5h0JAC220k1/t+Hz3JTx8zJHW3tY3lOrbadZRabeoKff07qBorPkzTFqkouPsjXhMXn8Gu6Y2R4Hc4vbgXWYfw1udMm3HrdGachyVKszQ2hrt5NeMXR2I52oWk+za1I7+iwLQn6G1PeR2yD0oUnmRLCf0mFWBeN6NoLV80i63NxexXXv7h3Oo7MbQmnJHTu9QDS/rRFrP7FsXLaoq57QmaP3npdv4brhtkda0aNuZobVD3lf5TXecjMTmgBvYMLZJxp/Y9g6S5WlS6iN83POZDF2MAq1vxCaDFszWjm6M8kXVLWTN2/r41Ti8s/mfLAuw8r4g5SfdfwV72R7cKe+ekR5C0JrSNzWp7CNcLPmYJzLPswe0vhydCPrGYGgt3FRuceK3+y+DrIo/7VVHKm9K2iPQXFALWq/84xpOXI3FwqHq3xxzD4UgIjYZX6pAayU4Kxcs8m4KBjkRWq8f2wRlffKotpszoHUGzDeH1hSp/FylDHvtPy7dxue7XQetP+1dB62qF1XUKV4hJzdFFI9sUxldLIi0/mb/ZdxNSgMBcnc8Rqw4hc6+mZtAT4ffw/SNZzOgdUzCA9Dm8O9G+KFmKe+NtP4hIAL7gqIyoPVfV2LxgQxaO2KeF3kvBYOWnMCK1xqiqkqktciY99GOi8ifO7uUAk/0YGgtppRSGqWhy0+iR0NOYyWmIJ/FCrACWgowtOb+wQoYRAFazKCFNrVJIxWToHXaI+DD7uL5WAxSPcVicE5r61uHFipmdKmJ558pLt2EoPXqP8OwRQatd09tgfy5cwg/SILWlCu7TnqubGuOGVv/QanCefQjrSv4YNQLHGmtpTFB69a1imPos+o20gSt+zUvj95N2SrYmv7q6GsIWi+W5YSmBeU2z2i3q6PLJXp/mrQv+zU0iz2a3N6coHWeHNq2a7SYUalEPkx6uZroo5123oMHaUhKSYNPQXXARdD6zQ7V8ZLGbyOBDT1o/b9LtyWbQVsOhta2qGfZtQytlfWSoPWDR/i4h2dAa4pG/JcItN532SX5SS3rtXy2vRWwFlqbj3ki8zz7QuumUqoePjxDAYLWcWZwUBhah8Vh4RB1e3C9fpkJrTNtsOWKmqA1WQdXLu44e3BTpDVtIitjFGhtFoEut9cmaP3Z7mDsd1GkNUXlP6sDrc3tzQlav/Z8ZXRuIG4PLu+X7va2yb+n1aA1pfWp4e3QOjBKclOgQw1a23ueZ4LWK19viCrFle3BM6G1+phH0LpA7ux4x0JoLXcac7f+7YzyErTeeDQ8Sxolgtbd/TiNlTP052ewAp6uAENrT29hrp/bKKC305kqMnP3JaQ+eoyPumcuErpNBRUKytDa+tbrOOso3jOD1nuCovH9H2HYOuFJpPX1eEzecAYWQ2sBMKNX6ne3/IMyRfJgant1e3AqW4PyhTGaobWmnCJwk3I9UW5bhtZ6PdM1fyfou+RIKHaY5YQW2YzgmtI+/VSlnF4ErV+sUyLD3lwkV9jbm8+hYrF8mNzOTaH17GN4s6MAtO5TBy2qKUe2rPkrHH8F37EdWq84hU5mdoZG6SueWI7tJyOxRRZpTVG8Pb08V9sXe4JxP83Y0HrNqMaoUEws0to/NA707WJudSnvz67MT+qJ75Y71ckqaC0b80TmefaA1lduJWL094H44Y2mUqoePjxDAXlEqwlafzugHhpVUnYAWPH7NZy8pg+ttZzelHI3PwWtn0RDaoEle7RC2O37IDtnI0BrU67vuYMaoMET23S5vTZBa4JlWuOKPXRRugf9ZmlB68x2zbQ3770wAK9bAa3NHQAcVR9H3VeebscErfdOa4m8ubIjJiEV/RYdh7dD680BEdgTGIXVT6D1/y7fwb9/vJClbztinmfaEKP12yIy5n244wIK5s5hEbRW2nTuqH7ozvdVSqM0bNlJdG1YhtNYuXPDctlZAYMowNDaIA3BxWAF5h4MgVZOKVJo5p5LSH3I0Jp7C0CTUbLlbFMrPdJ675lorPw9E1qfuR6PKRvOYM+0FsiXSzzSmvKWTdeJJtTTnxZ+yxbJiynt1eEUQ2s9FdP/TrmPKZpeK9KaobWYlq46SyknNOUqf04ngt5V5ZU/l35bVvwehm1PNsSY+qV5Tm7KFZY/l7btGlnvEkByV2jdec4xvN1B24WCfpc/71MHLVWg9eq/wvH35VgsGaYe9STS7vIcfCLX8DnWKfDjiZvYdiIC68dk2oNTBEHPhmXRu2lZ627qAVfR92hK2mP8x4CR1hFxyRiy9CTsDa2l/KR7g7FvmvPzk3pAl3HrKtBv+zcD6qGxChxUqpx8zBOZ59kDWofcSgJtLGNo7dZd7qnCf73vMuS5g6lfakHr5b+H4fS1u1igEWmtl2tdyUZaXjhT3llHQ+urt5Pw2orT2DCuCcoUdq09+P3UhyAHHnNoLbfX/iP4Dj7anhXsOatX6n2PKtm+917gj1EvVEEnCyKt5bnWnVU/ez2HoHVXv9LS5m86AsPvYdrGs5KjCkHrW/Gp6L/4OJaN9EP1kt5rDy4CrR0xz7t5NwWDvzsBLRcHkTHvw+0XUDBvDrzTSdwe/GdK7yVzSrNXv/Ok+xC0/sE/axol+WYQT6ov14UVYAWcqwBDa+fqzU9jBVQVoMWMyLvJmNlHPae10iKhO0vKkdbWt54StDYHSxnQemoL5LPAHpyg9TSdvK16pf7Xln9QrmheTNGIqCRoXb9cYYx5ke3BtfQkaG0OB5XOJWjdp2k59Hky4dZrH/67cxVQyolF0LqVTq5y55ZS/WnyDTF0pnwzBUHrArm0bddoMaN8Me3fBVfVWcQeXILWlDqhtnrqBL1FQoLWRy/HYrEdoHWHBqUwoHl5V0nmNc9Vg9benqtNaROlUXJam6D16tGNULGomFXtsdA4zNCJtNUceMQAACAASURBVJag9R7X5Cf1mhfOoBXVg4NKxZaPeSLzPHtC601vNEUpjrQ2aI+yvFgEreOT0/DJq5m5g/U2UxC0Dgy/i/mD1TfKLfglFGG3k/B1v3qKhTJBawLfdcsVVDzHBK218s5aXuOnrzBB643jmqJ0YXUXAWfktDZB6zkDG8C3YiGpsHJ7bVdD65kazj8Z0NrM3pyg9egXq6Jj/ZLCzTXrwBXcTkiVorrd8aCI0O6NMnPvmqC1adO/CVovH9kQ1Uoq21O7Y731yhyflILcObIjT55c0qkErXefjsSa0Y2lfytFWjtinmeC1mRLXqmY8vecCVprjXkErQvlzYm3O9XQq3rG3wlaL/wlBDsntxC+xhtPZGjtja3OdWYFnKcAQ2vnac1PYgU0FZhz8Aqi7qZoQmslO0Z3lpWhtfWtJ4fWcgvfoPB4TN14BnsshNbd5vpjyitV0a6O+IRVXguRScuUjWdQt2whjH2xivUieMGVchtmpSoPXHIcvZqUy9gl7gWyuFUV6d1c9ttV/DixeUa5x60JwrM1imJ4q4qGr4s89QAVWG5bL5IrTNrMouPA4CoxhKD17KPSYocetNayY1z1ZziOhdgOrV9beRrt65fEQIbWDu8yStCaFjm7NfTuXG1K6WqMA61TMGTpCSn3otoip7zj0Hs5Y+t5TRtXV+YndXhH5weoKiBiw6x0sXzME5nn2QVaxyRh1MrTUn5JLbDHTe5eCny1LxgJyQ+fgtZf96+HJpWV7cGX/xaGwOsC0DomCXQfpYNAeY95/lK0thq0jo5PBW2gXf5aQ1Qr4TiwFxqThNcF+rZToPWDh+gy+xhmD6wPv4qFJenk9tp/Bt8BwTJX2YNrQeuk1IegjermkeK9FvhjjBXQmiy0P3dTaE3OOeabEOXrJxl928uh9ZaACPwUGIm1o9KhtVLfdsQ8LyJO/3suRGDM+/f2CyhsIbQ++E8MFhwiaJ05f3evUcM5pd1xMhKbZWmUKFd8J7/S6M8BFc5pBH4KK+DBCjC09uDG5aq5lwKzf76C6HupoAmG2vHl3mAkPciaQ9C9apm1tAytrW89CVq/WhttahaTbkLRnMt+DcW2J2BMvlNY9End5/pjso3QWiSnEQH1OgytdZuFoHXbOiUwuGUF1XMHLTmOVxla62rpqhMke+3frma8m1SON9YEoaWbQOvdQdFY/WcYtoxvliGhPCe3lCssj7btmkjaAFe1kQi07jT7KP7VqQZe1Im0/rR3HbSqrpzT+vs/ryEgNA6LhtpmD06Ltu0YWjulu2w7fhPbT93EuifRJfRQuZ2kUwpisId8vvsS0h4BH3avlVEyo0BrkcgcuZxHQ2LxHkNrg/UyYxTHBK1nDayPhk/glEjJ5GOeyDzPHtBaFOyJ1IHPMY4CX+0NRkLqQ3zSM2uktRa0XvZbGIL0oPXhUFy9lYRvVKA1WZL3nOePhUN9UaescqR1RjSqg6G1CU7puQg4A1onP3iEzrOPZoXWMnttpWhUZ/UoWieY2bcuWlQtovhIpZzcr873x9i2lkVai/yuOavO1jxn6LKT6NkoM92L3KnO5CLg6A0Z1pTdkdfII623Hr+JnadvZkBrJRcBR8zzTM45WpsQRcY8yr/tkz8n3uooHmnN0Fqsh20/GYmtx29kSaM0YsUpdPJlaC2mIJ/FCrACWgowtOb+wQoYRAH66KdJn9ZOVQlapz6Schl7wsHQ2vpWpMkoWcS1NoPWS38NzYjmlOdkEn0SQetJ7auhfV11C1y9exG0rlQ8Hya9rJ7TmqB17TKFMK4tR1pr6UnQ+qW6JTGohboNMEHrno3Loh9HXep1TZf8XSknNEHrFtWKYkRr40daE7Re82cYNsug9XNm9uYErQvl0bZdo8WMMkXyYGr76i5pB62HikLrdzvXxAvPFFe9Ff0u60Hr46GxWDjUzyYNCFq/XE/7d8GmB/DFGQoQtN5x6ibWyqB1F7/S6OfFEQQErR8+Bv7dzbugNblKuCJqjl9J1ylgC7Q2H/NE5nn2hNZ6eX9dpyg/2RoFCFonytYA6JtDD1qfuXEP8wY1UH3kwsOhCLUXtHZwNKoJWuvla3cmtDbfzCK313Y1tP6ib10014HW5vbmBK3HvVQVHeqJu615ArR+tXFZ9GpSVnpHMqD1tBbIlysHnGV9b81vgiOvUYTWZt/CatDa3vM8kXQvJmitNeYRtC6SPyfetBBazz8Ygp+mcKS1Vl9Tg9YdOY2VI19Rvjcr4DUKMLT2mqbmihpdAfroj4nXzgmkNGE1er20ysfQ2vrWo4WK//aqjedqZEZam0Pr0+H3MH3jWeyb3hJ5cmYXfhBZwE1sZyO0/uEcKpXQhtbTNp3FM6ULMrTWaRkRODXouxPo2agMQ2vhXu7cE5XstcevDULzqm4CrQOjsOavcGx+o2mGcPKc3GR/WDif9g72GVv/QWkfN4bWs45iRpeaeF4HWpv/Lst72vd/XMPxsDgsHGJbpLXIZhbn9nLPfZo8uoRqSrZ3nb0cWn+2KxiP8NiQ0DrybgpoXLTEHvzvK7F4f5uOPXjwHXzkIqtXz33DjF8zpYhKkVLLxzyReZ49oLUp7y9Da5FWcp9zlNzW9KD10l/DcDZCG1ovOhKKK1FJ+HaAsj343ftpIJi5aJgvapdRjrQme+h+i47D0Xl/TblrN49vihIFXZvTWmkzi9xe29XQ+st+ddGsikqkdepDdJlzDObQuud8f4x/qSpesQBai6Q9MPJbNmTZSfQyg9Znr8dj8oYzMOW0jryXgkFLTmDl6w1RpbjjrO+NppEcWss3cFK6FPkmPkfM827EJoOi4deMaowKxfIqyiQy5n3w43kUK5AL0zuIR1ofOn8L834OZWit0zkpjdKPJ7M6Uo1ccQodGFob7bXm8rACbqkAQ2u3bDYutCcqMOvAFdxO0IHWlM8qJas1mDtrwdDa+taTQ+sD525hyeFQbJ+UvhvUemh9DBPbVbcp0vqtH86hSon8mPhyVdUKElCvVYahtV4PoNy17XQiKgd/dwI9GpdBv2bq0dh6z+G/O04BilRe9UcYtk7ItNeesDYQTasWxcjWlRz3YDvdeVdgFNbKobUsJzflCvPRhdbnUapwbkx7xT0jrTvOOor3bITWK/+4hhMMre3UM51zG3kePwlarziFzr7eHWn96a5LeAxjRlqbFpm/f70RKhfPJ9RR/roSiw90oLUr85MKVYJPcogCJhtd89y1Ig+iHOnmY57IPM8e0Drs9n3QgvGGsU1QxiePSFH5HDdQ4Is9wbifljVFGM0Fv+pXF01VwOR3v17FuYh4zUhrgtaXoxIxa0B9RRXi7qehly60foB+iwKwbKQfqpcs4DA1r9xKxOjvA2FUaC231xYZVxwlFvUNTWitkJO7x7xjmPByNYuhdWRcCiiq2x2PwUtPoHeTchmR1mdvxGPy+jPYPbUF8ufOAdMmOG+H1nIwqQyt7T/PE4HWImMebUosXtAyaP3L+VuY83ModnGktearrQStaf2qPaexcsefRC4zK2A4BRhaG65JuEDeqgAtZtxJTMWnvdRzWn9F0Dr5oWQL7QkHQ2vrW1EJWi8+HIoddoDWlk5Y5bV4c9M5VC2VHxNf0obWNcsUxBtsD67ZCUQ++glad29UBv3ZHtz6F8qBVyrlhJagdZWiGNnGPaD1ur/CQXaMpmMc5eQ2szcnaF0kn7btmnwB34GSW3xrEXtwgtbvd62JNrW07cG1Iq0JWp8Mi8MCO0Ra6+W6t1gEvkBRAYLWu05HYo2ZPTjnagMIWtPxgQHtwa2JjBKJiGNo7Z0/EiZobR6RKKKEErTWm+fZE1qvH9sEZRlaizSVW5xD0Do57RH+0yMzRZgemCRo/c/NeMwdqG4PvvjIVQRHJehC68XDfPGMaqR1OrReOsIPNUo5A1o3Q4mCuVTbzRn24KZIa4pQb1TJRyqL3F7b1dBaa0OD6XfN3N6coLWlG9fnHgzBzbhkt4bWfZqWx6uNy0htaILWu6Y2R4HcOTOgtSWb4NziB0WnkPJIawKT205EZOQtJmj92e5g7J/eMuNOjpjnmaA1pegpX1Q50toErbXGvHRonRvTO4hvnCZoPftAiLSBgQ91BahvbD+ZNY2SSNAFa8oKsAKsgIgCDK0FVNp38AhWr98indnQrx6mjh+FvHl457KAdHyKBQrMOnAZsYlpkuWz2vH1vsuIT05jaG2Brp56qjx36s/nbmGRGbQ+de0uCB5bmnvRGmswucb03Gql8mOCFrTedBY1SzO01uufIvZKtEu8e0OG1npauurvu8le+3/XsuSEnrAuCE0rF3ELaP3T6ShsOBqOTeMyobU8JzflCitaIKem7dp7286jZCH3jbSm39yPez6jC61pU1nrmulpG+THit+v4XR4HOYPts0efPSqQLxYuzgGt6zgqm7tNc/dHBCBPYFRWD2qUUad6Xe5o29p9PfinNb/3XUJ2ZEN73ermaFL7N1EFC6UDzmyi6ckcURHMuWgtCQySgRai5zjiPrwPV2rwP0nNrpzBzVAgwqFhAsjH/NE5nn2gNbX7tyXUhgwtBZuKrc4ceaeS0h9+BgfdReH1kuOXMWFyHjJAlrtoHMuRSaA4KXSEZuUBsrVvGS4L2qVVrYHv534AH0XOh5aX45OxJhVgdgyoRmKF3AttCat6LvQHFrL59AiaScc1fn0rONNaQ+yQmvLU4TNPRSCiNhkfOnGkdZ9m5ZHzwxonYDJ64NggtY376aANodbkm7EUW3qzPvqQevfL97GzD3BUho60+GIed71O8kYtvwktKC1yJhnTdkOn48BBRUxtNbueZJ1/OmbWDuqccaJIuntnNmf+VmsACvgvgowtNZpu8Az57B6w1Z8+O40FPEpjOWrN0pXjBo+0H1bnUtuSAW+3X8ZcUna0Pqb/ZdBuaX+y5HWhmxDZxZKDq0P/hODBYeuYOfk9N2gJ6/dxVtWQGv5LnFr6jR901lUL1VAE1oT2K5eOj/Gt1WPxrbm2Z52DUX0ddTJCTRk6Ql0Y2ht2KaX7LVl0HriuiA0rlwEr7lBpLUStKac3M2qFsmwNxfJFWbNLndnNapIpLUotP741dpoowKtl/8ehsDwuzZDa1q0fb52cQxhaO3wLqIErSmC4JX6JTHAi90tjAyto+NTMWDxcax4rSGqlhDLQSkCpEXOcXiH5Ac4XQFTRKKl0Fo+5onM8+wJrdeNaYJyRXiTvdM7jIMeOHP3JaQ+ehpaky1z86rKeYtFofXFqATMVrEHj016gN4LAjSh9Z3EB+izMADfjfBDTQdGWgdHJ2KswaD1NwPqofGTSGu5vfbRkFi8t/W8xRvI7dGF9KC1Uk7u7nP9Mal9NYtShBG0vnEnWbKpd8dj0HcnpPRaJmh9LiIBk/5/jvbTlOYomCcnIuJSQPNsb4fW209GYuvxGxmR1r9dvA1yfzCH1o6Y54XH3sfwZaeEoLXWmGdNFPiR8zH45sAV7OFIa81Xe+vxm9gpg9ajvj+Nl+qWxKAWnLrOHX8XucysgJEUYGit0xoEqcuXK4NO7dtKZ8ohtpEak8vi3gqIAGnpHB2w7U4qsD249a1Fk9HPetfBs9WLSjdJh9Yh2Dk5Paf1ibC7ePsHyyOt5fm4rCkh5auuUaaAJpAWica25tmedg1Fy3Ty047oo8l0V7/SGNCCoy6N2P4Efdf9HY7NZvbaBK0bVSqC1583vj34zlOR2HTsOjaaRVpL0LpKZqS4yEKFNfnEnNWewtBaA0hTWfXA9vLfwhB43T7Qus0zxTH0WX7nHd1HfgiIwL7AKGnB0nSIpG1wdLlcff9PfrqEnNmB97rWyiiKUSKtTdB6+WsNUU0QWotYfzO0dnWvc83zk1IfouucY1Je4PoWRFrLxzyReZ59oXVjlCuibKfqGiX5qbYo8PnuS/h/d3B82D3zN5e+OWb2rYsWKtCarL8vaQBpKo8e2DYB6SXD/VCrtLL1t8g5ttTddO2lqESMWx2IrROaoZhBIq2/7l8PTSqn24P3mJc1UtkdoLV5pHi3uf6Y8kpVtKtTUri55h0KQfid+/i6Xz3ha4x0IkFrSq/Vo1G6PbgJWu+c0hyFJGidjCFLTzK0PhmJLQE3sGFsE0mnXy/E4Mt9l7FvWmaktSPmeaYo6nVj1MczkXNmbP0HpQrnwbRXxO3BJWi9/wr2TGN7cK13VimNEkFrTmNlpF86Lgsr4L4KMLTWaLvklBTMWbQcfvXrZkDrsGvXMXfRckwZPwqVK1VA2sNH7tv6XHJDKTDr5yu4dz8tS64qeQFn/3xFisYmi1JPOAhaJySloHBBXlSxtD1f+faoZCVvWqg4dD4GlNN624Rm0q1Oht3Fu1vP4+c3MycTIs/ot/g4Rj1fGa/UE5+wyu/79uZ/pJxmY1+srPrIf209jyrF83FOa51GGfV9oBRp3adpWdUzR648jU4NSko7xfkwngK7A6Ox4dh1bBiTaZs1deNZ+FX0wcjWFY1XYFmJCLrThHTt6ExoN3n9GTSpUgTDn0svP+W0LlEoN6a0q6Zanw93XJAWGae2F18wcJY4aWkPkfLgIQrky636SPrNpVySrWqkbxRSOrrO9ce7nWuo2oNTTuszN+Ixe4Bti3u0aeC5mmQPzu+8o/vIluM3ceBsNJaP8Mt41JjVgXi5bkmvtgenXIa5smfDO51rZOgSn5CMAvlzI7uL7cFj4lMxaOlJfDfcD1VL5BPqIn9djsV/dl7U/GY6GhKHD7dfsPi7SqgAfJJhFSBo3XN+AGYNrIf65cTtweVjnsg8Lzk1DXj8GHnzqFsf6wlFkWmvrwzEqlENUc6H51d6ernL37/cexkPHz/Ge10yUzLQd8mnveugeZV0aCo/vvs1DGSp/bVGFOyy38Nw4WYCvu2v/F1CQHrAkhNYNNQXNUopO1dQNHb/xSewcKgvaqqcYw+dg6OTMGFtEH54owmK5ld/R+7G34dPIbHfflvKRfp/0acOGj+B1r0XBuCNlwj6lpBu6x8ahw9+dM2YQWX7sm+djHzb8npSpDVB6q/61kFDU07uBQGY1K4qXqqdXn6Rg1KTXbuTLOngjsfQZafQt1k5dG9YWir++ZsJmLLhLLZNbIZCeXIg4m4yRiw/jRWv+aFiUcf3KaNoSBuo6BsvV+6cUpF2norC1uOZc0GKtCagu2tKerAEHY6Y5xGQprUQStFT1kfZOURkzCNHsNI+eTDpZfV5qlz7Xy/elnJa75ycvrbGh7IC207cxN6gaKwYmTlPGrsmEC8+UwIDvTzSOmcO16ZL4j7LCniCAgytNVrRBK07tXsRfg3SP+Tl0Jp2uPLBCthLgeZVCuOt9lVUb7f0j3AcuhBrr8fxfdxcgXc7VkXjiukLaL9fjsOCI9eeqtHm0ZblTh297hzu3n9oszJdG5TAsJblVO/z6d4QBN1IsPk53nCDoS3KoZuv+gLCtC0XcSMuxRukcNs6Fi+YC4sHZi7o/Puny7gYleQ29aFc1AsH1M4o73s7gnH51v0s5W9XpxjGtFaP/P3q56s4HnbPbeqsVNC321dBsyqFVesweOUZPHj4WLOOtcsUwCfdbAP3726/hJCYZLfW0p0KX75oHszuk7lZ8K1tl6RFWm8/nq9ZBBNfNJ5bBOVXfWPDeauaR+ub6cS1eHx5INSq+/JF7q/AJ92ro7ZKpKlS7ZTGPL15nj1Uunk3FVM2X7DHrfgeBlOgVXUfTH0pc0Nwv2VBuiWsV64APuqi/s2xzj8CPwXG6N7ny161ULW48iYImjfS/NFZx7IhdeGTLx2mufJQ0n9i20p4vka6Xfup6/GYuc91Y8a/u1RDg3LKecgpP/qQlWeekm/KS5XxXHXlTRBKWn//1w3sO3fblc1g87NHta6AV+oUk+5DGyPe33n5qXvO6fcMyqlAU5sL4AY32H/uNlb+dSNLSfPkzIa1Ixtk/D9HzvMWDKiNUoWUNxaLjnmv1C2GUc+JO1T9FRKHOb88vbbmBs3l9CJSKpI5fXmeJBf+8DutnN4W/EBWwNMUYGit0aIikdZLDod4Wp/g+rhQgQrF8qJ1deW8VFSsgLB7uBLtPqBDV8rHwKPHj5E9ezbdU/mEpxV4oVbRjF2nYbeT8XdI3FMnDWiWbncleuw8fQuUv8/Wg8BMwydAXelev12Kxc27DFpFdG5YsTBql1HPy7n3zC0p1322bPweiejpinMK5MmZZePBLxfu4FZ8qiuKYtUzC+XNgS4NMt0XDp2/g5iErOWvWTo/mlRSB7p/Xo7D9Vhjgr7Hjx9TcJvuWNS6ZlFU0MgRuvVkFNJ0oHWpwrnx0jPpi2PWHgf/uQ0Cc3w4RwGf/DnRqV7mxiFavItLYv0pirlF1czF7bS0R5CiClw8FCWlPsJPgdEWd44c2bOhb5P0aCulIyIuFb8H37H4vnyBZyjQrm5xlNCwJJbXUmnM05vnkQMVaCzKYf1LFJ+Shj1B+hDSM1rFu2pBDlUtq2X+5m4KiNQVoLRPbrStpf7NEXg9QYou1Ts61iuBIvmVQXFy2iPsOGX5b67eM9X+3rNRKeSl/BQqx4MHD5ErVw5rby98nZL+z1YrgspP4D7Nc2m+66qjbe1iKK0C+qhMiuWvXgSVi4k7NJy6Fo+LUYmuqqJdntu0ig9qlEyPoqZva/rGlh9dfEtIduHecjx8+Bi0PJftyRpdcPR9KfWc+ZErRzb0bpz5zeTIeV5Xv5IomFv5nRYd82qVzo/GGvNUeduGxybjf5efXlvzlj5gST3l86QD526DHDi8/Rj3knhkv7drxfVnBdQUYGit0zc4pzW/PKyA4xTgnNaO05bv7D0K3Eu4L1lJ5s7lPZNp72ldrqkzFBDJae2McvAzWAF3VsAoOa3dWUMuu3crYI+c1t6tINeeFQBiYhNQoqhyhDHrwwqwAvoKxCelIHeO7MhjQ6oK/afwGawAK8AKsAKsgLYCDK11ekjgmXNYvWErPnx3Gor4FAZBbDpGDR/IfYsVYAVsVIChtY0C8uWsAACG1twNWAHbFGBobZt+fDUrQAowtOZ+wArYpgBDa9v046tZAVKAoTX3A1bANgUYWtumH1/NCrACrAArYB8FGFoL6Ljv4BGsXr9FOrOhXz1MHT8KefPkEbiST2EFWAEtBRhac/9gBWxXgKG17RryHbxbAYbW3t3+XHv7KMDQ2j468l28VwGG1t7b9lxz+ynA0Np+WvKdvFMBhtbe2e5ca1aAFWAFjKYAQ2ujtQiXhxXwIgUYWntRY3NVHaYAQ2uHScs39hIFGFp7SUNzNR2qAENrh8rLN/cCBRhae0EjcxUdrgBDa4dLzA/wcAUYWnt4A3P1WAFWgBVwEwUYWrtJQ3ExWQFPVODR48dISExB4YJ5PbF6XCdWwCkKJCWnIlfOHNJ/fLACrIDlCqQ9fIiU1DQUyMcuOparx1ewAukKJCQmI3/+3MieLTtLwgqwAlYoQOPQ48ePkZfziFqhHl/CCqQrcDchGT68tsDdgRWwWoH7yQ+QM0c25MqV0+p78IWsACvACrACrICtCjC0tlVBvp4VYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVbAagUYWlstHV/ICrACrAArwAqwAqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsACvACrACrAArYKsCDK1tVZCvZwVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFbBaAYbWVkvHF7ICrAArwAqwAqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsACvACrACrAArwArYqoBXQ+vklBTMWbQcpwPPSToOH9wXndq3zdA07u49fPLFbETcjJL+34w3J8CvQT1NzfWu2XfwCFav3yLdo6FfPUwdPwp58+SxtR35elbApQpQv581fyleHzYAlStVyCjL8tUbcejIHxn/lr9jaoXWek/03jGXCsEPZwWsUECvTweeOYeZ3y6U7lyubGl8+O40FPEprPkkvWt4LLKiofgSwysQdu06VqzZhOmTxmS8I/JvPdHvOb1vRL13zPBicQFZAZkCemORNeOG1jV67xg3ECvgrgpQv78REYlRwwdmVMHasUjvveSxyF17CZdbTQGtPm3tuMFrC9zfvFEBpbGI5kqffj0P8fEJvLbgjZ2C68wKsAKsgBsp4NXQmoAaHTShNE0Ihw/qI4Fp0wexX/26EsimwX3uouWYMn5UFihn3tZ619AH+OoNWzOAg/nz3ajPcFFZAcUFmEKFCuKDtydnvB/0Pqzb9CP69OwiwQPTB/LEMcM1N39ovSd67xg3DSvgbgro9Wn52EOTz8Cz/2hueNK7hscid+slXF49BcwX9eUbO+hvW3fswZABvaRNgtT/FyxdnWW8Urq/1jei3jumV17+OytgNAX0xiJrxg29a7TeMaPpw+VhBUQUMIdt7dq2yQKtrRmL9N5LHotEWoXPcScF9Pq0NeMGry24Uw/gstpDAa2xiP4WERmdEaxF71TMnTu8tmAP4fkerAArwAqwAnZVwGuhtVJkqPlHsDxaRz5ppFaQD/B619D55cuVyfhAkH9A27Vl+WasgBMVUIu0Ni+C0jukBLK13pO7d+9liaJTuqcTq82PYgVsVkBv3JDvkJYv5phgXfuXns8YW/Su4bHI5mbjGxhUAaVIa3lR5ZsU6e/0zhw8/HvGpkK9b0S9d8yg8nCxWAFVBfTGIr1xQ2ks0rqGCiJ36OHNvNxBPUUBpeg2kbHI0rUFHos8pcdwPUwKaPVpH5/CuuMGry1wX2IFMhUQGYuU1qTlY5HeWKP3jchtwgqwAqwAK8AKWKOA10Jrpchp8wi2i5cuZ4mKJnHliynywVxtwKdrKcKHrMhNkdv0/0Sit61pVL6GFXC2AiLQWgkUyCeWEea9mwAAIABJREFUamDb5HIQd/eu7nvp7Lrz81gBWxTQGjfIBUQ+7sjfIzVQQGUy2VKaX/NMrRo8FtnSYHytoRUQgdZq33/m0FrvG5FcRNTeMb00MoYWkAvntQrYOoeRj0V633MktNzBSsRJxGsbiCvuVgqIgAKlccaStQWRb0S3Eo0LywoorLeZz2GK+Pjojhu8tsDdiBXIVEBkLFL69pKPRVrrEby2wD2OFWAFWAFWwFEKeDW0luc9lEPrfYd+zWKTohcBQAs+ateYoHWndi9mWCMztHZUt+b7OlsBEWit9/5QmU2LnGrvCUFrS99LZ2vBz2MFLFFAa9wwLUiaO3Qobf6QP0++21kJWvNYZEkr8bnuooAetBZ151C6j/k3IkFrS99Ld9GQy+mdCth7DqP3PUcqa83DyMqfD1bAXRXQAwWiY5EjvhHdVVMut3cooDWHIWht6bihNxbx2oJ39CtvraXeWCS6Hs1rC97ag7jerAArwAq4VgGvhtZaO/xFIq3lTWdrlIJruwI/nRWwXgE9aC2SK4eerheZw5HW1rcRX2lMBWyNtFaqFe+GNmZbc6kcr4AWtDaNLyWKFcuSZ1SpVBxp7fi24icYSwF7z2H0vueo9hxpbaw+wKWxnwJaoMCSscgR34j2qyXfiRWwvwJacxiRSGt5ifTGIl5bsH8b8h2No4DWWKRkpa9Wcl5bME6bcklYAVaAFfAmBbwWWuvlK9TL7aa2yGm++1P+kcy5Przp1fKuumpBa1FgbVKMc1p7V9/x9trqjTV6OaSU9NO7hscib+91nlt/NWhtCSQgdfS+EfXeMc9VmGvmqQrojUXWjBuc09pTewvXS08BNVBg6Vik917yWKTXEvx3d1PA1pzWSvXltQV36wVcXnspoDYWWQKsqSx6Y40134j2qiPfhxVgBVgBVsBzFfBaaE1Nar5jTG65KgfOInmn9K6R75YWsUv23K7HNfMkBdSgtV4fV/pg1npP9N4xT9KU6+IdCuj1afnYI887pZTTWu8aHou8o295Yy2VoLWIDSu9V+Y5rfW+EfXeMW/Unuvs3grojUV644bSWKR3jdY8zL3V5NJ7uwJKoEBkLJJv9NV7L3ks8vae5nn11+vTeuMGry14Xp/gGlmvgNJYJGIJLh+L9N5Lve8962vAV7ICrAArwAp4swJeDa1NE8HTgeekPjB8cF90at82oz+YFmAibkZJ/2/GmxMy8lGbFjRj7tzJkvda7xr6cFi9fot0v4Z+9bJc680dkevungrI3yHzfp2cnIJPvpgN0/tjqqF5v1fb5an1nui9Y+6pJJfamxXQ69M0EZz57UJJonJlS+PDd6ehiE9h6d9KoID+v9Y19Hcei7y5x3le3eXvENWwXds2kg24aZyJj0/IUnHT303vgxxa630j6r1jnqcy18jTFdAbi0S+zdq/9HyWuZTWNXrvmKfrzfXzPAXMxwVT7UzrByJjkZI7ld57yWOR5/Ujb6+RVp/WGzd4bcHbew/XX74OIB+LzL/LzNUyX+tWGov0xhpeW+C+xwqwAqwAK2BvBbwaWttbTL4fK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsgGUKMLS2TC8+mxVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVsCOCjC0tqOYfCtWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgByxRgaG2ZXnw2K8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsgB0VYGhtRzH5VqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKsACvACrACrAArwAqwAqwAK8AKsAKWKcDQ2jK9+GxWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBVoAVYAVYAVaAFWAFWAFWgBVgBVgBOyrgdtB638EjWL1+C2a8OQF+DeplSLF89UYcOvLHU//fHlrRM29ERGLU8IEW3S7wzDnM/HZhxjUN/eph6vhRyJsnj/T/4u7ewydfzEbEzSjp3+Z1Crt2HZ9+PQ/x8QnS38qVLY0P352GIj6FpX+bdDDdfPjgvujUvq1F5eOTWQFWgBVgBaxTwFljUXJKCuYsWo7TgecyCiof//RqYBof1cYLrbFIbxzjsUhPff47K8AKsAKOUcA0PkRHx2SZI5h+0+mp5nMHW0ohHyfk8xK9e4uMZebjjfz+euOY/O+WjpN65ee/swKsACvACigrYBofSpUqkWWty7SeVb1a5Sz/3146mu7fq3sn4XUwkbHIfG4jX7/TGotsHSftpQvfhxVgBVgBVoAVYAVYAU9QwC2h9cFffkPVKpUweuRgCQDTByt9QEZG38LEMcOzwGxbGsl88aRd2zYWQ2v64C1XppRUHtMHcolixaT7mP7tV7+u9JFNdZi7aDmmjB+FypUqgJ4dERmd8QFO9Yu5c0f64Kdj3aYf0adnFwlimz6Qhw/qY7e626IbX8sKsAKsgKcrQL/vzhiL6Pd96449GDKglzTe0diwYOlqfPD2ZGms0DtorDEfL0wLPKaxUm8s0hvHeCzSawH+OyvACrACjlHA9PudmJCEVi2bZswZ6Hf7r6PHkZiUZDdoLZ+X0DMCz/4jDCL0xjL5PMj8/vJ5j3wck99bfi/HqM93ZQVYAVaAFSAF6Dd41vylSEhIAAVSmAJLaP2Kfo8LFMwvPFaIKmoe4GFJ8IbeWERj3eoNWzPGTqoDHab1O605la3jpGjd+TxWgBVgBVgBVoAVYAW8QQG3hNYU9UxHs8a+0kcxfUzWrFYFO/f+DBO4le90NN8laVrMaNOqBX74cddTUczyhrc20lrpPqYFnqioW1ixZhOmTxojgWc5OJBf+3/snQV4FFf3h3/FJYTgEEiCQwgEd/fg7l4vheJuLQ4FilQoxVr8o7Q4wYO7BS8eJAS34PL/n7uZze6w2b3rkjPP8z39Qu7cufPeyc7OvPeco/4Crft7U/vGhwuZz5EJMAEm4EgCyn3B1L1InTVDdwGU8lI+ZfLk2LP/MGQWR1m7SMmQpDbnXmRMVPC9yJFXIB+LCTCB+E5A+cwtW6IY9h0+iq8/7SCQzJy7APRv9FykRFqrs2LoRiLTc9SLFy8Q/eKFyOohIwCMPZfIzIv6XqZ+1jImnk3da6y9T8qMn9swASbABJiAhoAiratXLo/w02dFYAm961q9fhOy+WbB+UuXtdI6rnuR8rldsWwprN+8XfQb1wJd5XjtWjXBv2tDoQSBWDIf6vsF3Q+z+mbWLgKz5h2ctfdJS86H92ECTIAJMAEmwASYgKcQcFtpXbNqRfFFuGXTBlizYQsa1KmBCT/9qpXW9CWRNpLaypfRmtUqaaOaKfV26RJFpaKnbSWtdVdqGvoSq/t79QVmTBSoIw485eLk82ACTIAJuCoB5b5g6l60Y9c+ZA/wE1HR6s/quFKMGztnayPI1C9nzL0XGbtP8b3IVa9WHhcTYAKeSECRt3VqVBHZmWijDE/0/+m/SrRYsmRJsWHjNtSpXU1k7BCZQrbt1IskO3D4mHQGDzqObgYopeyROYzV9zL1vcWYeDYlpc3NSGLOuLktE2ACTIAJ6BNQJPJnHVtj8/ZdIrBEuQ/Rf5WgDdorrnsR/Y7K5qlTjKtZ637+58ubW5RQskZa696LMmXK8FF/xp67TN2LrL1P8nXGBJgAE2ACTIAJMIH4TMBtpTWl6FFSDjVvXBcB/n7ii25cKbJ1X4aY+9LfFtJaLQbo5w1bwvRSJcUlA+Iar240uUxURHy+0PncmQATYAK2JKB7X5C9F6mjw8xNr2oqukzm/NT3GXPuRXFFDPC9SIY8t2ECTIAJ2JaArrSm5yBKz5oiZXIRcX0t4rpeilPdI5sSxsZGqSy2MremtW6fhu5l6ug2YzLA2PMSLUp++vQZuKa1ba817o0JMAEmEBcBXWlNbegzOmOGdCLievvOvXGWktC9F6VO7W30XR71q3vP0y2/Z6m0Vt+L1P3TMY29N4zrXmSL+yRfbUyACTABJsAEmAATiO8E3Fpa675sf/ny1UdfdOmL5Jbtu7RzrKRedbS0NrTiXza6TSZyzRYiI77/IfD5MwEmwATMIaArrY3di5TPZ0q5qmzKIiNzpLXST/q0aaUyhBg6F0Mr/mXvRTKRa3wvMucK4rZMgAkwAesIqF+w64pf9We7ulRFqlRe2shqYxk04hqhpWlP47qXyUZay0SumYp+s446780EmAATYAK6BHSltRKtTBlASCyrn3XiuhfJSGt1+T/dMZgbwGHoXmToOSau94Yy9yJL75N8dTEBJsAEmAATYAJMgAkAbi2t1V+WdSOt1V8knRVpHdeLfvoCbKqOqIywVhjYIhqc/yCYABNgAkxAjkBcn7mG0tYpotnSSGt7CWs6U5l7kYyw5nuR3HXDrZgAE2ACtiJgKCpM6Vv3Zfnjx09AEcjdvuwkJII1kdZK/7qSgspfyGzG7mUyNa1lJIEyDnXktsz4uA0TYAJMgAmYT8DY/UBXWlOd67juRTLSWj0ySxfLGrsXydS0lr0XWXKfNJ8+78EEmAATYAJMgAkwAc8k4NHSmqaM0oirv5jaKtLaVGSCsdWV6i/Z6jGZqp/z98p1aN+6qahNp67Z7ZmXKp8VE2ACTMB1CJgjrZW0derPaplIa5kXMqbuRcZ+b+peZOw+RufD9yLXuSZ5JEyACcQvAuZI62m/zkaPrp+DBLN6IZKpewhRpfsV1ckm6a38rFsX29S9ytTv1c896vujsTHSvrv3H0K7lk3E2MxZ9Bu/rhg+WybABJiA7QmYI63juhfZSlqbes9n6l6kfu5R33uM3YtM3SdtT557ZAJMgAkwASbABJiA5xLwWGmtm3qIUuClSpkCBQLzCYlt6susMt30pXXc5F/0Zl+pkSaTek6dnpw60k3Hp05xpFt/TamFo770lDbqvs1NieS5lzSfGRNgAkzA/gRkpDW93Ne9jyj3oprVK6NOzaofpcwzNGp1Gj2ljVLuwtS9KK5UekUKB6Fn18/1Fj7diowS3evei0zdx/heZP9rjY/ABJgAEzBEQFZa+6T2FjVGlZJJJJ9pUyS2jLRW34vUNa1NPVuZupfReHTvl7r9m7qP0b5Tf50N3TIcXNOa/2aYABNgAo4hICutKdgirnuRraS1qQXBMvci3fdwxp6XFLpKGyWS/OnTZ+JX6vukY2aDj8IEmAATYAJMgAkwAc8g4HbS2lWw0xfe1es34Ysu7cRLf96YABNgAkyACTiaAN+LHE2cj8cEmAATYAJqAiScDx0NF4uDeWMCTIAJMAEm4AwCJMVLFgvWZgVxxhj4mEyACTABJsAEmAATYALWE2BpbSFDWoFJG0XL8cYEmAATYAJMwBkE+F7kDOp8TCbABJgAE9AlwKKArwcmwASYABNwJgGK+J45dwG+/rQDKMMIb0yACTABJsAEmAATYALuS4CltfvOHY+cCTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJuD2BFhau/0U8gkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABNyXAEtr9507HjkTYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMwO0JsLR2+ynkE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJuC8BltbuO3c8cibABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJiA2xNgae32U8gnwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNwXwIsrd137njkTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAG3J8DS2u2nkE+ACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJuC+BFhau+/c8ciZABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAm5PgKW1208hnwATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMwH0JsLR237njkTMBJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAE3J4AS2u3n0I+ASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJiA+xJgae2+c8cjZwJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAm4PQGW1m4/hXwCTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAH3JcDS2n3njkfOBJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE3B7Aiyt3X4K+QSYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAu5LgKW1+84dj5wJuD2B9x8+4Fn0K3h7JXP7c+ETYALOIvD85WskTpRQ/I83JsAEzCfw9t07vHr9FimTJzV/Z96DCTABQeBZ9EukSJEECT5JwESYABOwgADdhz58+IBkSRNbsDfvwgSYABF4/OwlUvO7Bb4YmIDFBF68fINECT9B4sSJLO6Dd2QCTIAJMAEmYC0BltaSBK9F3MCcv5aid/cv4ZPaW3IvbsYEmIAxAu/ff8DDp8+RLnVKBsUEmICFBJ48eyFecCbhB0sLCfJu8Z3Amzdv8fzVW37JGd8vBD5/qwg8fBwN71TJkTABS2urQPLO8ZbA85dv8OHDe15AFW+vAD5xWxC49/AZ0qfxskVX3AcTiJcEnj5/hSQJEyApL6CKl/PPJ80EmAATcBUCLK1NzMSjx08wcvxPuBUZBd8smTB8YC+W1q5y9fI43J4AS2u3n0I+ARcgwNLaBSaBh+DWBFhau/X08eBdhABLaxeZCB6G2xJgae22U8cDdyECLK1daDJ4KG5JgKW1W04bD5oJMAEm4HEEWFpLTilHWkuC4mZMwAwCLK3NgMVNmUAcBFha86XBBKwjwNLaOn68NxMgAiyt+TpgAtYRYGltHT/emwkQAZbWfB0wAesIsLS2jh/vzQSYABNgArYhwNJakiNLa0lQ3IwJmEGApbUZsLgpE4iDAEtrvjSYgHUEWFpbx4/3ZgJEgKU1XwdMwDoCLK2t48d7MwEiwNKarwMmYB0BltbW8eO9mQATYAJMwDYEWFpLcoxLWr99+16yB27mLgRWRGzH09fResMtnDYPiqbN5y6n4DbjfP/hA54+f4nUKZO7zZidMdBX715jyZVNHx26um9J+KXIJP798tNb2Bl19KM2nXPXt/uQ19zYjfsvH+kdJyhNTpRMV8Dux3bnA9x8fgebbx386BRa56yJZAmSSp/a8xevkDhJIiROmFB6H25oPwInH17Ekfvn9A7glTg5mgdU1/5b6M29uP3igdmDqJK5OLJ7ZYlzv0VXQvHm3Vuz+20aUA3eiVOYvZ81O1yLjsT2yCMmuyiTsRDyeweYbGdNg1MPL2Nv1EkkSRT7N5Q4YSK0yxFiTbcuve/VZ5EIu/0xf0fcM1waDA/OYgJPo18gRYqkSPgJ17S2GKKDd1x8ZSNev3tj9lGbBFRB6sSamrHhDy/g6P3zZvfhqB0yJEuDetnKO+pwVh3n5eu3+ID3SJ4kiVX9qHded2MP7r58qPfP+VJnR9kMBbX/Nv/iWpPHDEiVBVUzFde2W3B5Pd69N/wupFSGgiiQOrvJPrmBZxLYHHkAN6Pv6p1crlTZUDFTEaPXXIVMRZA7VTaroDx59hzeXo79TmvVgE3svPL6Tjx69USvVaG0uVA8baA9D+uwvqPfvcDyK1vNPl6CBAnQMWdd7X47oo7iytNbev1kS5kJNbKUNLvv+L7D81evkShBAiRJnEgaxfbbR3DtWaRee3+vzKiWuYR0H3dePcT663s+at8sezWkSuTYv+m4npNMnUym5GlRJ2s5bbMV17bh6ZvnpnZz+O/b5KyNpAkSO/y4cR1wc+RB3Iy+I35dNUtxBKSM+32HywzaxEASJeLnIXeZKx6n6xJgaS05N3FJ60dPXe8GJHlK3CwOAl8cHI3bL+/r/baFXw10zFGPmdmawAfg7bv34Bu6cbDP3j1Hmz1DPmo0vODnKJk2SPz7jrtHMensgo/arKn0k61n7aP+eh6djEvPbuj9e6OslfF5rsZ2P7Y7H+Dog3MYcer3j05hYdlR2pfBMuf3/t0HfPIJ8EmCT2Sacxs7E1h+fQv+urJO7ygZkvhgbpkR2n8bcHwGzjy5bPZIBhTojArpC8e5X6s9A/H83Suz+51VcjCyJM9g9n7W7LD/XjjGnJlnsotvcjdHXV/7Coe1N3fh90v/6I2FHuT/rjDR5PjctcHueycw4cx8p9wz3JUZj9s4gQ90L6L7EN+K3OZSabVnEJ6/e2n2eH8rOQjZkmcU+y2L2ISFVzeY3Yejdsibyh+Ti/Zy1OGsOg5loMIHIEFC2/4R9Tn2E/57GqE3trpZyuObPM3Fv7149wot9ww0Ofay6QthcIFPte0a7Iyb6xe5mqBh1kom++QGnklgxMmZOPpQfzFL5YzF0Dd/B6PXT498bVAjUymroLx98x6JEnuOLOh6eDyuP4/SY9I0WzV0ydnAKk6usvO914/QZf8PFg1H9z3HxDN/Yte943r9lEgTiBGFvrSo7/i807t3HyC+zpnxboGe6ejZTncrna4ghgZ9Jo3y3JOr6Hd82kft/yg1FJmTpZPuxxYN99w7gfEGnpNM9R3onR0Ti/TQNvv0wEjcfaW/aMxUH474/ZLyY+CV0LELAYyd1/cnZ+HIw7OiyaACXVAufbAjMNj1GD6pXIevXU+UO2cCdiTA0loSLqcHlwTlAc1abR+CFjmqo3n2auJsvt4zHsXS5ceX+VnA2Xp6OT24HNEnb6JRb1NvzCw/EEE+OcROFdd9hQklv0W5jJovdBSxOyl8ETaGaL7oH75/Fr32T8Wueh9LUbmjyrfqsnM0qvoWQ8fcmtXOPfZPQS7vbPiuQEv5TuJhywN3T6PvwenaOTr3+Cq+2D0Oq2tOQpokqaSJcHpwaVQOafjXxfXYfuso5lUaKo63KmIX/rywFv9Un6A9fte9E1EoTW58E9hUekw1Q7tjUOFOqJYl7hXrNUO/w6DgjqjmK7eq/Ub0HbQJG4YlVUYhW0qNgHDUtvP2MQw5MtPoZ1TzbYPQLldtUFSfPbfll7Zi6ZUtWFFjnDjMtsjDGHfiT2wOmWHPwzq17223DmNc+F/YHDLd4fcMp544H9xuBDg9uN3Q2q3j2qE90De4HWr6ykmim8/vofX2IVhU5Qf4p8wsxjX/4jrsijyOORU/Xlxpt4FLdjzn/GrQd61ZFQZJ7uHcZvZKD/7VnnEokb4AvsjXSJxg/4MzkDF5WvQt1E78TAsX6Fr4uWxfUHYxQxvdE5++fYGxxb/W/pqeRcYU/xqVMhfV26V12DA0C6ginqd5i58E+hyYhmxemdArqLUA8MPROeK/I4rFCiy6fiaW6q6N+K+/qQ+6FmiOutnKWgXN09KDtw/7HnX9y6JtztqCy7f7fkSQT050DWxmFSdX2fnOy4dotnUg5lcaBorGl9l2Rh3HkMO/6T1DDD86C0kSJMLQIpqFNZNOLkLUiwf4sVR3mS65jQ4BS9KD03ykSpwCAwt3Ej1NCP8Lj14/w7gSXaXZnnx4CfSMHFp7KlImSo6I6Ci0CxuOZVVHwzeFYxdXUzawMcfnYUudn6XH//u5f3H8wX/4rdwA7T7Ntw5E+9x10DigsnQ/9mx4+tEV8X57Xa0p8E6c0p6HMqtveieWJUV6bLi+F0OLdEGVLLFZXczqiBszASbgUQRYWktOJ0trSVAe0IykdcscNdAse1VxNt/snSBSg7O0tv3ksrSWY/r4TTTqC2k9CEE+mlR7amm96dYBTAlfgtCQqeL3lJ645/6fHCKtO+8chepZS6BDrjri2HTcnN5ZWVqbmN79d0+h38EZ2jk6//gaPt89lqW13J+Fy7b68+I67Ig8hrkVNdJ6dcQuzFdJa7qvFE6TF18HNpE+DyGkC3c0Ia1Ni23dA1IaLnq57AxpveP2UYw8NhdbjbwMaLFtMNrmqmV3af2/S1vxvytb8HeMtKYXFWNPzPdoab311iFMCF+ITTELnZR7Br2ccaV0cdJ/INzQ6QRYWjt9CsweQK3QHugf3A41JKX1ref3QM9JutJ63oW12HP7BGa7oLSe+98a7L9zKt5L6y93j0OpDEH4PF9DcY0MOPQzKG26Iq0pPW9IaE/8UrYfgtPmNngdjT/xJ55ISmtaDNckoLJ4nuYtfhLofWAqKDVwzxhpPfLYHHz4/0QCamlNQrFMTJr6Bpv74JtAltbqK6Zd2AjU9y+PNjlriV912zcJBXxyeIy0jnr5ECT25lcajlypskr9weyKOoHBh3/Ve88x7OgsJEuQGEOKdBF9TD61GLef32dpLUVUv5El0nrw4d+QOklKDAjuKDqbGL4AD18/NUtahz+4KBZl0PuslAmT43p0FNo6SVpbsoB51rmVOPbgvJ60pgUZHfLURWN/18g8cvrRVXz9/wvZ1taagtQuJK37HJiOrCnTY8ONfRhcuLNIEc4bE2ACTICltYlr4NHjJxg5/ifcioxNyVOjakV83qkNXz0eSoBexrTKUQNNWVrbfYZZWss1id7ZAAAgAElEQVQhVqT17+UHiodU2khajy/5LcrHRFoLaX1yKUJra9KBU31Binh2hIBQS2uK8M7h7cvS2sT0fiStn0Tg811jsKrmJKTlSGu5Pw4XbEXSeqdO1Nnq67sx7/xq/FsjNtU0SesiafPiq/zy0prkwsDgDkajqCka25wHvVvP76LV9qFYXGUk/FJmcihNktajjs01uoK95bbBoBrvyv3YXgMkab386lYsrz5WHCIs8ghGm7m63l5js1e/JK0nhi/UZudw5D3DXufE/TqXAEtr5/K35Oh0XxkQ3B7VfeVqfka+uA/6XF5Y5XttvUEhraPCMbvCYEuGYNd9aGx7o07ij3geaU3SunSGIHymlda/IEMyH7OkNUXNPXkdjTElvtHOmYi0LvENKunUKaZfkmRr4F9B3L95i58ESFoHeGVBj6BWAsCoY3Pw7v9z339f9HO962dSqe/EtUlbw8198XVgU9TNFlsP1hJ6nhZpLaR1QHm0yaGR1t33TwalIO5awDMirRVp/Wfl4cjpJSetd0edwCAD0jp5giQYXKSz4DTl1GLQQiu6xngzj4Cl0toniRf6B2tKAPwYvgD3Xz0R76tkN0VaU+bAFAmTQckItrTKKGR1cEYwW0rrjnnqoZF/RVkMdm139vFV0HeCNTUng+bLVTaNtM4gpLU5WeNcZfw8DibABOxDgKW1fbhyr25MQP2S3BK54Man79Chs7SWw/34zTNQyjS1tKZ0SxUyaerbxiWtKb1tsoRJ5A5kYavOO0eietaS2khrktbZU8W+qLCwW4/fbd/dUyJFo5LC/XyMtF5Z40ekS+otff6cHlwalUMaUqrU3ZHHtVFnJK3nnl+NlTaQ1qbkgqXSelGVkfB3sLQOkxDDdD9ulbOmNvOJvSZw2aUt+PvqNj1pPer4PKNR4PYai6P63XLrIH7UKSmhSGtH3DMcdY58HMcSYGntWN62OBpl8KDFUOZK6wWVv0d2ryxiCK4urV1VqBuaP3ulB6fSM2VU0jp9stToV6i9GEb02xcI2Wg80pqk9ePX0RgrKa11JZstrlXuw70IqJ8FSVq/xQf8YEJafxXYFPVYWutNtiFpnd87AN8W0NSkd/eNUnhTOSBrpfXQI78jRcKketL6ZvQ9TC7N0trca8QSaU2LCKi8ma60vvfqiShnJ7vFJa2dkRFMU0bJvFJRFGl99P45UdJP2ZpuHYBOeeq7jLS2tByd7Bxa2o5KStDChNAb+81aTGnp8Xg/JsAE3IMAS2v3mCcepQMJqNORUl0Vqu9lTkScA4fr1odiaS03fVQPiFKmUU2+wNSx6cF1pfXGmwcw9dRSbFAirR+cR499U0R6W3tL6047RqJmtlJonytEnJA6JZzcWca/VnvvnBQpGhVp/d+TCHy2awxYWrv3taBOlbrm+m5QXU1daU21pIqly29W2QmqN9nfRERcjQ3dzKoDFVuf1PHSWiYFt7pch72ujKWXtmCFjrSWSV1ur7E4qt/Ntw5icvhibUmJow68ZzjqHPk4jiXA0tqxvG1xNFroNCi4k9EMHrrHuf3iAVpsGwRdaU0puPfdOeWS0cyuLNQNzZ+9pDWVnimXsRA+zdtAHHbgoV+QTkdaP3v7HHU29sKv5fqjUJpcBi8tSvVKzyNqaT22RFdUjFlAq+xINXjr+ZfTpjO2xbXKfbgXAXWpKMqs8xbvP5LWk0v3QKn0BcTJNdrcD18GNmFprZrqttuHo2FARW3mgu/2TUa+1J4jrZX7yl+VRyCHl6/Uhb7nTrj4HFOeoWmnIUdmwitRMgwqrERaL8HN6LssraWI6jeyRFqL+0pSb/RTIq1PLsS9l4/NktYnHlwQ6e831Z6G5ImSwZllrCgj1fjwBdgcMl2a4B/nV+HIvbN60rrJlv7okrcBGrpIpLVSjs7czH7SECxsSO8P/bwyI/T6PvQzo2yNhYfj3ZgAE3ATAiyt3WSieJiOI6CR1rVFLS7aqK5KIZ/cZtUeddxo3ftILK3l5k+R1pTeML+OtNZ9UUTSetqpZVhfe4ro9NiD/0APtY6S1rX8SqNdztri2LRS0s8rk7aOmdxZxr9Waml94cl1fLprtJCb6ZKmlgbCkdbSqBzSUP2SfO31PZh9fqVYjKBslkhrqjfZN7it0dqjJK2HFf0UlTMXkzpXQ/VJpXa0QSNZad0iR3U0z17NBkeMuwuNtN6O5dXHiEY7bx8TL790X4bZdQBO6FxI65NLtCUlHHnPcMLp8iEdQICltQMg2/gQQloX7oRqWUpI9axExOnKBVeuG63OfCJ1kk5sZE9pXT5TMLrkqS/OjiLiqAyNIhdipfUAFEqT0yABSvX6QFWflNKD6y6gVXbsuOMH1PYro30ucCJSPrSTCKil9ejjc/Hm/Tv8UOwL7Yjo+tGV1o239MPn+Rqjvl95q0btaenBSVo3CqiEVjk1NeJpUXoeHz90C2xhFSdX2dnQYihTY9t7JxwDDErr5OKeRttPp5fixrMocY3xZh4Bi6W1zmKoSScX4e7Lh5hQspv0wbXSOmQ6kidMCmeWsSJpPSF8ITaFTJMe/+zzq3H43pmPpXW+hmjoV0G6H3s2jA2SMO99kz3HRH0rQS+hNw6gd6HWqOVb2t6H5P6ZABNwAwIsrd1gkniIjiVA6YkoYrSxjrQu6JML3wQ2dexA4sHRWFrLTfLD109FnS+qF0grq2lT15ELvbkfM04vw7pamprWioDYFPOlX+5IlrWil1MhfmXQViutpyObV0b0CmptWYfxZC/1A7ciran2cXqW1m57FahraJK0/uPcSqyqqS+ti6cPxBf5GkmfJ0nrPsFtUdO3VJz7VN/QDSOKfoZKmYtK9atIa936pFI72qCRplbYX0ZXsFOkdfPs1dEih72l9Wb8c20H/ldttDiz+CCtqaTETydjs3Mcv38B3fdPgiPuGTa4fLgLFyTA0toFJ8XEkMwtKWEojStlEjl47zR+Lz/I5QCQtN4VeRxzKg5xubEZGpDdpPWuMSifubCetNZN4/r0bTTqbuyN38oNQEEj0lpdn5SeRaheafmMwXqno87A5BbweZA2JdBj/xTk9vZD9wIasUrS+vX7txhZ7Evtcej6mVK6J0qmDxT/RtL6s3yN0MBKueNp0rpN2DARTNEyR6y0zp06lq1NJ84JnUW+uA8qB2TOs4ghaT34yEx4J0qOgTrS+vqz2+Ia4808ApZIa1pEkCGZD/oWaicORtL6zosHmFiqu/TBlWcRJehCkdbOKGOlLqMkcxIkrQ+pvg813tIfn+VraPXnmszxZdpY+r5Jpm9r2iglJSg9eC+W1tag5H2ZgEcRYGntUdPJJ2MLAs23DkT73HVYWtsCpok+WFrLQabIhkYmpPWGm/vxs460dqSA6LDje9TxK6snrbOmzIDeBdvInWA8baVObXbx6Q102TkKLK3d+4JQR52tu7EXs87+qyetv9ozDiXSFzBPWm/shT6F2hiV1mIxS/GvpaW1JS+KbDU7mlphpqT1UBFlbW9pveTSJvx7bSdLa5LWMSn5bDXP3E/8IcDS2v3mmrJzDCnSBVWzFJcafNTLh6DnJN3ao4Ze0kp15oBGf15ch50srUXpmQo60nrw4d/gk8RLW3v0yZto1NtkQlqfXIj7Lx8LSa1scUnrzjtHonrWkuiQq44DZpkP4YoEKBpYV6yOOT4Pr96/MSGtbSN3PE1atw4bhqa60lq1IMAV59+cMVmygFadrYyON+Twb0iVOIVWWk89vRQRLK3NmQptW8uk9c/IkCyNVdJanfXJmWWsKCPVpPBF2GhGpLWhRXy2Woxj0UQa2El53/RP9QlikYGrbJSdI0cqX2y8cQA9CrZC7awcae0qc8PjYALOJMDS2pn0+dguSUBI6zx10di/khgf1VUp4JMDXQObueR43XlQLK3lZk8rrSsOQT5vf7GTWk6RtP7l9P+wtpYmPbi6JpDckSxrRdK6rl9s7bq+B6fDNwVLa1M01dL60tMb6LxzFMx9iOD04KZIO/b39MB64O5pUYOetvU39mLm2X+wuuYk7UBIWpdMH4TP8zWUHhzVmzS18thcaW1JSj7pAZtoSNKaaoUZS7tGL+qaBVQBpQi350bSeuW1nVimRFpHHRcvvzw5PThFWk89GVtSwpH3DHvOJfftPAIsrZ3H3tIjk7QeWqQLqkhK6zsvH6LZ1oGYX2k4cqXKKg5rKB2mpeOx9X5/XVyPsMijmFtxqK27tkt/9oq0JmldMUsRdM5dT4yb7m/eSVJiQHBH8bMirWeWH4ggnxwGz02T6vWRXn1S+s4xoeS3KKeKtO6yczSq+hZDx9x17cKJO3V9AuoU1mOPz8eL968xShVp/VOZniiRThNpLWq/2iCNridKa93vwurU665/NRgfoSWlivbdPYX+B2fo17RWfa5NO70MV59Ggq4x3swjYAtpPfnUYtx+fh8/mhFprZbWllwb5p1p3K1FGaXwxQgNmSrdpaFyKbYqeyA9CBMNLz29CVpY9nf18ciULI2turW6H+VzbdON/fg2qCXqZC1jdZ/cARNgAu5PgKW1+88hn4GNCdDLmI556qGRf0XRs5DWqXOgawGW1jZGDZbWckQpHR994aX0hnnjkNbrb+zDr2f+xtpak0WnioCg1aEpEiaTO5CFrdqHfY96AeXQJkct0UO/gzOQJUU69C7Y1sIe48duu6NOiLqCihhTpPWK6uOR0YyHCJbWrnW9qKPOSFr/dnYF1tTU/G3S9uXucSidIUikC5PdpKV1iW9QKVMRqW4Vaa1bn1RqRxs0olphE8MXGl3Bro4uscFhDXax+OImrI7YhaXVRonf74wH0nrjzQOYfnqptqRE+IOL+Hbfj2I+7H3PsNc8cr/OJcDS2rn8LTk6lZQYXvRTVM5cTGr3WGk9DLlSZRP7/HF+FY7cO6tXw1GqMwc0Imm9/dZRzKsUv6X1p7tGo3KWouikI611IxIfv4lG/U29MbP8IAT5ZDc4M4bqk2qkdTeUy1hIbx/18Rww1XwIFyPw3b7JoqTVtwWai5GRtH7+7hVGF/9KO1K6fqaW6YXi6fKLfxPSOm8DNIx5B2PpKXmatG61XT/rkKdJa0uiaQ1Ja3UGCZLWV57eEtcYb+YRsERa0yKCTCnSoU/M+x+S1pHP72FSqe+kD370wXlRs31LnZ+RNEFiWBKFL30wEw1pce+Uk0sRWltTek9mI2m9784p/BGzcJ32abS5H74MbIJ62crJdGH3Npef3QSV8Pi72jhkSp7W7seTPQCVlMjlnQ2bbhxA1wLNUTdbWdlduR0TYAIeTICltQdPLp+aZQSabh2ATnnqa6V19/2TEeidnaW1ZTiN7sXSWg7q/VePQfVwdKW1unYtibFfz6zQSmtHCoh2YSNQP6C8nrTOrPPQIneW8a/VrqgTGKwnrTUrX1lau/e1oI46owUlv539W09af7F7HMqYKa2p3mTPQq1QyzfudFnqWvemSCr1SZ0hrWVqhanr+Jk6H0t/v+jiRqyJ2K2V1uq/TUv7deX9Qm/uxwydkhLKPYMiClImTO7KQ+exuSgBltYuOjFGhkX3DJJIstKaIm3pOWl+pVhpPevcShy9f84lpfWCSxuw7eaReC+tKfK5im+stFbXfn385hnqb+pjM2mtjux2v78MHrG1BOj9SX7vWGk97sR8RL81Lq3ps6VznvosrVXwW20fgubZq2tL5VDt1xzevviuQEtrp8kl9rekbvH+u6fEInndjEi0EDxNklTasgfTz/wPl5/cZGltwSxbIq1pPnTf/0w5tVhIZ7Ok9f3zIHmpSGtnlrGyRFrPu7AWe6NO6knrhpv74qvApi4jra88u4WOO37A8mrjkNmVpPW+KciVOhs23zyAbwKboa6LSH4L/nx4FybABGxIgKW1DWFyV55BQL3KV71S2DPO0jXOgqW13Dzce/VYrD6n9IZ5vP3ETpTScZhOdAzVzZ2pE83pSAFB0rqBfwW0zllTjI1W2mZMnlZb00juLONfK3U0p3blq5npmjjS2rWuHXXUmSZ1/3LtghIa7ee7x4rIpE/zNpAefL1NvfBdUGujNZ5IQIwt0RUVMxWW6tdQfVKpHW3QSCbtWtvtw9EooBJa5axhgyPG3cXCi6FYd30vllQdKRqpsyDY9eBO6lxdUkJ7z6g9FSkTsbR20rS49WFZWrvf9JlbUkL5Pjqv0jDkjom0Jml97MF5/FZugMsBIGm99eZhIdndYbNXenAqPVPNt7g2XfeQIzPhlSg5BhXuJLA8ev0MDTb3we/lB4qSWIY2ipqLen4fE3VSvdL1Qz+XzVBQbxf6jlM+UzC65KnvDth5jHYgoM5UN+7En3j29gXGFP9aHI3qW9Oz7LQyvVEsXT7xb+psd5YOy/MirYeIMjnNs1cTSHofmIoAryzoEdTKUkQutd/N6DugzEqLq4yEX8pMUmOjMkxUjkxXWg889AvSJfVGv+AOog+S1pee3BDXGG/mEbBEWmvKw6XXZtqbcmoJbkbfxeTS8pHWR+6fA2USUObVmWWsKCPV1FNLscGMSGuS1nuiwjG7wmAtcLq3upKEvRYdCcqSuKzqGDFfrrLRO/c8qf2x5eZBfJG/Mer7lXeVofE4mAATcCIBltZOhM+Hdk0C6npKdAPN6+OPboEtXHPAbjwqltZyk2foJaG6DiFJ69916uY6UkCQtKZUbopYGnDoZ2RIloaltYnpjVNam5muiaW13N+Ro1qpo87UcpDGYckLXZLW3YNaIcRIjSd6gTyuRFdUMFNa69YndRQnIa1PLjGado2kdcOAitoFMfYam5DWEXuxpFp8k9axiylOPryErnsnIpSltb0uM4/vl6W1+02xpdJadxGl60vrQ6IGtzts9pTW1bOWQIdcdQQGjbROhkGFO4ufFWk9q8IgBKY2nB7cUH1Sun6oXmkZlbSmbDJlMxY0a2GeO8wPj1GegJDWPjnQNVBTXo2k9dO3LzBWLa3L9kaxtLHSukOeumjsX0n+QAZaeqK0bpmjBpplryrOlqS1v1dm9AxqbRUnV9lZkdZLqoxCtpQZpYYVp7ROlhr9CrUXfQhp/fgGppVlaS0FVaeR5dI6A3oXbCN60kjrO5hcuof04eOS1s7ICEbSetqpZVhfe4r0+IW0vn0CsysO0e6jkdauk+46Ivo26N3d0qpjkNXFpDW9cydp/Vm+RmjgV0GaOzdkAkzAcwmwtPbcueUzs5AApWH+NF9DNIy5UVJdlTw+fiytLeRpbDeW1nJQlXSMupEtNUO7Y0jhzqiSpbjoZO31PZh17l+srjlJ/OxIAaGOhmRpLTevO28fEy8OldXESromc2sMsbSW4+2oVuoX+JSG+efT/8PaWrEPvZ/vGoPymQubFYVE9Sa7BbW0qbSOrU86HLlSZXUUInEcmbRr6iwO9hrgwgsxkdYx0nrPnXBQxIZuBIe9ju2sfilt/a9n/tZmAFDuGRRR4JUohbOGxcd1YwIsrd1v8syV1kq5Gl1p/fu5f3H8wX8uGWm98FKoeAHK0nokqmctqZXWQ4/8jpSJkmql9cPXT0EpTI1Ja0r1Gvn8vpDUyhaXtP5y9ziUNrMEivv99fCIjRH4dt+PCPLJqZXW40/8iSc60vrlu9egZ1kSioq0br51INqztP4Ia8ttg9EqZ02ttO5zYBr8vDJ5jLS+EX0HVA7IHGl98N4ZEAfd7+kDDv2C9DrSesaZ5bj4+DpLaws+qiyR1n0OTEfWlLHS+qfTS3HjWZRZ0vrw/bOg9PfKvDqzjBU9v08/9T+zpPX8i+uwO/K4nrSm0huuVKM5IjoK7cKGY1nV0fBNkcGCq8M+u1BJiXwi0vqQ3rt4+xyNe2UCTMBdCLC0dpeZ4nE6jEDjLf30VndRXZXc3n7oXoAjrW09CSyt5YjGiqXYGoL0oD+4cGdUjZHWa67vxuxzq7Cq5o+i05MPL6Pr3gkipZG9BYS67qz6oVHuLONfK7W0vvosEh12fG92jSGW1q517ailNa3Unn56KdbV+kk7UKr3WMFsad0H3wa1QB0TkdbjS36L8hmDpaAYqk8qtaMNGpG0/umk8bRrJK3rB5RHmxy1bHDEuLtYcGEDNlzfj8XVfhCN9t4JB32Oeba03ovfdEpKKPcMiihIlSilXXlz555JgKW1+82rkNYlvkGlTEWkBn//1RPQc9KcikOQ19tf7DPz7L8If3gBv5brL9WHIxsturwRm64fwJ+V43ekdacdI1EjW6y0HnZ0FpInSILBRTSR1g9eP0WjzX1FHc78cURaU9Qc1Z7VrU9K1w/9TIJad/t6z3gUTx+IL/I1cuR087FciABJ64I+ufBNYFMxqgnhf+HJ62jxeUObIq2nl+2Domnzin9rvm0Q2ucKQeOAyladiadFWrfYNhhtctZE05hIa5KD2bwyopeHRFpfj45C27DhWFplFLJKRlobltb6md5+Prsc/z2KAF1jvJlHwDJpPQ3ZvDJpr8upp5ci4tltTCndU/rgh+6dFZkEtNL65UPQYha6h+f0cuziasqU9vPpZXrP76ZO5M+L67Az8rj4jqRstOj826CWRp/fTfVry99bskjElsePqy/KzkGZXrZGHkKnPPXRyL+iIw7Lx2ACTMDFCbC0dvEJ4uE5ngC9jPk8X2wdDZLWubyz4bsCLR0/GA8/IktruQk2FA1J0ppq0VXLUkJ0QtJ6zvlVWFlDX1o7QkCQtG4aUEXU26JN1JTSWeksd5bxr1Vc0vp/1cYiS/J00kBYWkujckhDddSZofRiJK0rZimCzrnrSY9JZqU2vUCeUPJblDNTWutmcZAekJUNSVpPPWk87ZqQ1v7l0San/aV16I19WBRT0zq+SOuZOiUlTj28jG/2ThARBSytrby44+nuLK3db+LpnjG2RFdUlCwpoUhrSn2ZT0dan3x0Eb+U7edyAEhab7y+H5Ra1B02e6UHJ2ldM1spIQRpI2mdLEFiDCnSRfysSGuqw5kvdYBBVIbqk9L1Q6lfS6UvoLcPSeti6fLjy/yN3QE7j9EOBEhaF/LJja8Dm4jeSVo/fh2NsSppPaNMXxRJl0e0IWndLlcImrC01psRktZtc9VCk4Aq4t/VEa12mD6HdqlIa3MiP2Wl9fnHEZhRhqW1uRNqqbTWzQBA0vra09v4qYz10toZZawMlfcyxZGk9Y7IY6BsNMomkynNVL+2/L0lNeRtefy4+hIlJVLnENLaFmUiHDFmPgYTYAL2J8DS2v6M+QhuRqDR5n74In+stO65/yfk9M7K0toO88jSWg5qVMwqU90v7DVDv8Ogwh210nr19d2YqyOtHSkgWocNQzO1tE7qjX7BHeROMJ622nH7KChFo7Ka+Fp0JNqHfQ+W1u59QaijzgzJ2U93jUalLEXNktYyNbHMldb3Xj1Gky394QxpLVMrjP4e6vmXs7u0/uvCBmzUk9YnQWUOPDnSet2NvfjdgLReV2sKvBNzpLV7fwo5Z/QsrZ3D3ZqjmiuttXJTR1r/dvYfnHp0ySWl9eLLGxHK0hodd/yAWtlKa6X18KOzkFRHWmsXIxiR1ppUr1Sf9DvtJReXtKYFUEXT5mNpbc0fp5vv23XvRASnyaOV1hPDF4ja6Yq0fvHuFWqFfgddaa2Rs7VZWqvmXiPziYtGWvc9OF2k9VVqB7v5pQJL0hWrI3KJQf+DM5AxeVr0LdROIPnlzN849+QaS2sLLhBLpLW61vq008tw9WmkWdJavRjBmWWsNGWUluuV9zKF8q+L6xEWeVRPWtfb1Avdg1oZLe9lql9b/p4yprTaPhSLqoyEf8pMtuzaqr5ESYnUObEt8hDa565jdcYNqwbDOzMBJuAyBFhau8xU8EBchQDV9PoqsCnqZSsnhkR1VXJ4+7K0tsMEsbSWg6rU89FNjVQrtAcGBndANV9NpPXqiF2Y+98arKwxUfx8+tEVUKSDIwQEffFtnr0aWuSoJo496PCvSJMkFfqztDY6wWGRRzDq+DxsrfOzaBcRfRsUWbqs6hj4pkgvd3EA4EhraVQOaUjSWjfqzFAa7C47R6OKb1F0MiPSmu5NXwc2Rd2Ye5Ohk9FI624ol7GQ1Lkaqk8qtaMNGlGtsBkm0q5Ruvw6fmXRNmdtGxwx7i7++m89Nt08gIVVNenB9909JV5+ebK0Xnt9D/44t1JbUkK5Z1Dt9dQsre16vXlq5yyt3W9m6Z4xrkRXVJCMtFZqH+tG5P56dgVOP7rsktJ6yeVNWH99LxZU/t4tJsdekdZ0Lw3xK4t2MffSEUf/QOIECTG0yKeCi/JdQDeCXg2Mouauq+qTxiWtSVgWTpsHX+XXRNnyFv8I0MKFImnzaq+BH8MXiIh++ryh7cXbl6i1sQd+LttXXCu0Ue3mNjoRxZZS87T04JQeuV3uOlqZ3+/gDGRJkQ69C7a1FJFL7ac8/y6tOgZZJZ9/1bWP6YSIS+YU6dAnhsuvZ1bgzOMr4hrjzTwClkhremeaPVUW9AhqJQ42/cz/cPnJTUwt00v64Gpp7cwyVutv7AVdQ2trTZYe/4JLG7Dt5hHMqxQbaV13Y2/0KNgKtbOWlu7Hng1vPb+HVtuHYFGVH+CfMrM9D2VW30Ja++TE9sgjNlm8ZNbBuTETYAIuS4CltctODQ/MWQTUYkD9BcxZ4/LE47K0lptVRVpTesMcXr5iJ5LWA4Lbo7pvSfEzSet5/63Bvypp7QgBQdKahDWJa9oGH/4NPkm8WFqbmN6wyCMYfXwetqiktTkP7XQIltZyf0eOaqWOOiNpPeXkUoTWjq1pTdK6qm8xdMxdV3pY6gVVhnakF8gTS3VH2QwFpfpVXlTr1ieV2tEGjUha/3z6f0ZXsKtftNvgsAa70Ejrg1hYVSM24ou0nn1+pbakxOlHV/H1nnFiPlha2+tK8+x+WVq73/zSPWN8yW9RXrKkhCKtdWsfk7Q+88g1xQBJ63URe7GwCqKB9hUAACAASURBVEtr3QVgJK0TfZIQw4rqS2tj3wUM1Sel64fqlZZMH6h38avrGbvfXwaP2FoC6mh7ktYU0U+fN7Qp0prKCgSnzS3+jaR1a53azZaOwROltW7koVrOWsrJVfazZNF2XNJaV+aTcDz92DUXVLkK+7jGYam01g30IWl96ckNTCvTW/p045LWzsgIRtL6t7MrsKamedJ6683DmF9pmPacSVr3LNQKtXxdQ1pHvrgvPmtpMV92ryzSc2Pvhsr3hu2Rh21yH7D3eLl/JsAEHEOApbVjOPNR3IiAOgUrpboJ8IpdNehGp+LyQ2VpLTdFt188QIttg/S+XNYO7YH+OtJ6VcQu/HlhLf6pPkF06kgBQas1W+aogWbZq4pjDzn8G7yTpMSA4I5yJxhPW9FK0rEn5mNzyAxBQEmPxtLavS8IddTZ5lsHMfnkEj1p3XnnKFTPWgIdctWRPlkqXfFlYBNtFhBDO9IL5B9LdUcZaWn9BI239IMzpLWmVhilXYv7ZQClNK3tV0YbHSYNy8yGf/63DltuHcKCGLGx/+4pEbHhyZHWa67vxpzzq7XZOUg6fbVnvJiP1Im9zCTIzZkAwNLa/a4Cc0tKUHpfek7Sk9ZnVuDsk6sumYJ1yZVNWHeNpbW61MaIY7ORCAm00lopFUJ1OPN4+xm8kCnV67VnkUJSKxtdP1SvtES6j6U1RUx1DWzmfn8UPGKbEPhIWp9ciPsvH2ul9fN3L0HPsrrSmp4nW+WogaYxz5OWDsTTpHWzrQP1arxSJqBMOhHFlnJylf0sKY915P45UAk/3e/p6rTprpwFxFXYxzUOS6S1uqSiJdL6wN3TIv29Mq/OLGOlLqMkM2cUaa2W1nU29kKvQq1dRlor7xV1g2Fkzs3ebZSSEttvH9Z7r2jv43L/TIAJuDYBltauPT88OicQqL+pD7oWaI662cqKo/c5MA1+XpnQM6i1E0bj2YdkaS03v4ZWRIaE9kTf4Lao4VtKdLIyYif+urBOK60dKSAMSetUiVNgYOFOcicYT1ttizyMcSf+1Err69FRaBs2HMuqjha1ymQ3jrSWJeWYdup0dFtuHcSk8MUIDZmqHUDnnSNRPWtJs6Q1yeXP8zVGfb/ycZ6IudLaUH1Sx1ACNLXC/jYqrTvtGIma2Upp63Daa2xqaa1+aWKv4zqz39XXd2OuAWlNEQWUKYM3JmAuAZbW5hJzfntzpfXjN89Az0mzKgxCYOrs4gRcuW7o0subsSZit0iD6Q6bvdKDU+mZ+v7l0SZnLYHh+2OzkRCfYFjRz8TPSgpWY9KaBMSVJ7f06pPGJa2775+MQO/s6FqApbU7XHf2GCOVqCqWLr+2rvmkk4vEdTYhJtI6+t0L0LOsWlrrLoK2dFyeJq2bbh2AjnnqobF/JYFkwKGfkSFZGm3tZks5ucp+V59FgjIr/a/aWGRJnk5qWEfvn0eP/VP0pHWfA9ORNWVsrW915iupjrmRIGCJtKb5yOWdTVtSccaZ5bj4+DqmlZWPtFYvGnZmGSsqozTr3L9YXXOS9FWx8FIottw8iPmVhmv3CdnYC71dSFpHvXwIKjmgW3ZQ+gTt2JAWOhVOkxfbbx/Ry+Box0Ny10yACbgBAZbWbjBJPETHEqCXMd8GtUCdrGXEgUlaZ/PKhF4srW0+ESyt5ZAq0prSGwak1KTxoQf9PsFtUVNHWi+4sB4rqo8Xv1ektSMEhHpl/OAjM+GdKDlLaxPTG5e0XlplFLKmzCh3cXB6cGlOjmpI0lo36oyk9Y/hi7AxZJp2CJZK68/yNUIDvwpxngq9QJ5U6juUzhAkdbpaaV1hMPKlDpDax1aNSFr/dvZvo2nXSFrXyGae3LdkfBppfRgLqowQu8cXaT3v/GptSYmzj6/iy93jxHywtLbkKuJ9WFq73zWgkdbdUC5jIanBK9L69/IDUcAnh9iHpPX5x9cwvWwfqT4c2YiltYa2kNYB5dEmR6y0ToBPMFwlrY2lYDVUn5SuH6pXWjxdfr1p/W7fZOT18Ue3wBaOnG4+lgsRIGldPH0gvsjXSIxKI60fis8b2hRp/Wu5/iiUJpf4N3qebJGjurbclKWn44nSulOe+mjkX1Eg8VRpvbzaOGROnlZq2hVpTSW2kiZILPYhaZ3NK6P2nR1J65MPL4KuMd7MI2CptM7t7YfuBTSf+yStLzyOMOu7QVzS2hkZwUha/3FuJVbV/FEaHknrzTcOCiGsbCSt+xRqo31nJ92ZnRreefkQlL2BUpjnSpXNTkcxv1uS1kXSkrQ+imYBVcS9gDcmwASYAEtrvgaYgIpA/U290S2oJUK00lr/CzADsx0BltZyLG89vyce5ClSxD9lZrGT+gvwyms7sPDiBvwdI60dKSCoLk6bXLXQJKCKGNuQIzPhlSg5BnGktdEJ3nbrMMaF/4XNIdNFuxvRd9AmbBhYWsv9XbhqK/UL/K23DmFi+EI9aW1JBHHjLf3xWb6GJqX15NI9UCp9ASk8Sn3S2U6R1nsx8+w/RlewWyL3pU5c1Wj++bXYFnkUf1XRvGRQ11SzpE9X32d1xC7M1ykpce7xVXyxe5yYjzRJUrn68Hl8LkiApbULToqJIZF0nFiqO8pKlpR4/CYa9JykK61/PrscFx6ZF03lKFLLLm8BfdZxpPUINPCvIOpE0vbD0Tn45BNopbXMS+y4pDXVKy2WLp/elPbYNwW5U8fKC0fNNx/HdQiQtC6RvgA+z9dQDOojaf32BUI29sSv5QagUJqcok2r7UNtEmHnadK6yZb+6JK3ARpqpfUvyJDMx2Mira88uwUqB/R3tXHIJCutH5wHfc7oS2v97Igzz/6L8IcXWFpb8LFgkbTeNwV5fPy0i5Xou8F/j8yT1vvungKlv1fSg99/5bwyVpoySquwsoa8tF50eSM2XT+gL61V2REtmA6b7qJkVnFGnXBjJ6KUlKBI6yYBlUWKcN6YABNgAiyt+RpgAioC9Tb1QvegVlppra6Pw8BsR4CltRzLm8/vobVKWqvr4/x7bQcW6UhrRwqIFtsGo+1H0joZBhXuLHeC8bQVyczx4Qu00vpm9B20DhuGJVVGIRtHWrvtVaF+SKfFCTTPm3QirenlTK1spc1Key1eWuVriIYmIq3NkdaG6pM6CrxMrTBLan9bMv5559dge+SxeCWtV0Xswp8GpPWqmpOQlqW1JZdRvN+HpbX7XQLmSusnb6JRb1NvzCw/CEE+mvTglqQAdRSp/13ZgpVXd2Jx1ZGOOqRVx7FXevC224ejYUBFrbQeeWwOPnwARhTTpAdX0oUai7wS8/zkOkhS0/bq/RvU2NBN/KyW1uraplZB4Z3dksBXe8ahZPogrbSefGoxop7fF4tkaHv29jnoWVZXWtMzULOAqkJcW7N5mrSmRauf6kjrgYd+QbpkqdGvUHtrMLnMvpef3QQt5jVHWh978B8oo8PmkBlIljCJOJfeB6bC3yuztqTf7+f+xfEH/+G3cgNc5lzdZSCWSGt1hg1LSofsvXNSZBJQpLUzy1hpyiiZJ60XX96I0Ov7QfWila12aA/0C26nLenn7GvAmSnXjZ27UlJix+1jYoFOq5wsrZ19rfDxmYArEGBp7QqzwGNwKQJ1N/ZGj4KtUDtraTEujbROj94F27rUOD1hMCyt5Wbx1vO7YvX5oioj4Z8yk9jpY2kdhkWXNooHPtoUae0IAdF82yC0yxUiVkXSNvTI70iRMCkGF2FpbWyGKW30xPBFWpmpSOvFVUbCL2aeZa4QrmktQ8lxbdQv8NUR9TQSqt0W4lcW7XLWlh6YOtLC0I4kICyR1rr1SaUHZGVDmbRrJK2r+RZHx9x1rTya8d3nnl8DekhW0rnFh0jrlRE7oVtSgtL7fr57rIgoSJfU2668uXPPJMDS2v3mle4ZP5bqjjKSkdax0noggmLSg1ME7qUnN7Qy05UokLSmRZ20GNAdNntJa8ri09i/svYlMEnr9/iA74t+LrBEvXgA+i5PdThzpcpqEJX6u83Ld69RM7S7qFdaLK1+pHWv/VORPVUW9Ahq5Q7YeYx2IEDlRqhUDWUIoo2k9e3n98XnDW1P30aD3rmQUCwYE2mtkdbWp4X1PGndD5/ma6RdtCqkdVJv9AvuYIeZc3yXl57eBGVWomxxmZKlkRqAIWmt/txhaS2F0mAjS6R19/2Tkd87AN8WaC76JGlNmf9+LttXeiB774RjwKFfPpbWTsgIRlla5v63BitrTJQeP0nrDdf3YUHl77X71ArtgQHB7VHdt6R0P/ZsqESvz644BPm8/e15KLP61pXWuuVMzOqEGzMBJuBxBFhae9yU8glZS4AeoHoWaoVavhpp3e/gDGRJkY6ltbVgDezP0loOqiKtdWWm+jr991oYFl/ahOXVxopOFQHhKGndPlcIGsdI62FHZyF5giQsrU1Mr7rWsaF5lrlCWFrLUHJcG3U0kqZ2eWwaeBoJSes6fmXR1gxp3XTrAHTOU1+bHtDQGZGAmFK6J0qmD5Q6YaU+qbOk9ezzK42mXeuyczSq+hZziLTeefs45lceJrgdundWRGwoK/2lYLpZI5LWCy+s15aUOP8kAp/vGsPS2s3m0ZWGy9LalWZDbix0z5hU6jshl2Q2RTTNLK8vrS8/uSlqG7vatvzKVvxzLYylddgwvXSbo47NwTsD0poWbuX0Miyt1WngFWlNtcyLps2rN/XqiEdXuy54PPYnQNK6TMaCIkKYtimnFiPSgLTW/SyhxRVNWVp/NDmNt/TDZ/kaacsDDTr8q8iI42nSekX18cgoKa2P37+A7vsn6UVak7TO4e2L7wq0FAxnnVuJYw/Oc6S1BX/ulkrrQO/s6FqgmTjir2dW4MzjK1ZJa2eWsSJpPe+/NfjXDGm95PImrL++9yNpPTC4A6r5lrBgJmy/izZ63QkLAYydDUnr4ukDsSPyGOr5l0ObnLVsf/LcIxNgAm5HgKW1200ZD9jeBNQRrCStM6dIhz4caW1z9Cyt5ZAaisBVZwT45+p2LLm8+SNp7YioueZbB6J97jp60jpZgsQYUqSL3AnG01abbx3EpPBF2lrHhiLqZdCwtJah5Lg26rqPGmn9p3ixomztw75HXX/zpXWnPPXRKKamnaEzslRa69YndRQpmVphJK2r+BZFp9z17DqsOedWY1fUifglra/twEKdkhKx0noi0iVNbVfe3LlnEmBp7X7zaqm01o2ONFTr2FVIkLRecS0MS+N5pDVFsDbVqRFJ0votPuCHmEjr2y8eoMW2QSLbiDFprVuf1Ji07nNgOrJ5ZUSvoNaucinwOBxM4Ivd41BWJa1vPb8nFsnQZihrA0lrW9Qy9bRI60ab++Hz/PrSOk2SVOjvMZHWN0CZlSyR1ptCpiN5wqTimlKXJSBpffT+OdDCCN7MI2CJtO62bxIKpM6hJ61PP76MX8r2kz74njvhoEwCyqJhRVr/UWEQ8qfWlCRx1EZllOZbIK3XRezFwiqxkdY1Q7/DoOCOLiOtnVkazNjcUUmJEukLYNft4wjxK2PWwn5HXRN8HCbABBxPgKW145nzEV2cQMjGXuhdqLU20rr/wRnImDwt+hZq5+Ijd7/hsbSWm7Mb0XdAD/K6tY7VtddXXN2OZZc3439KpLU2as7+AqLZ1oHokKcuGvtXEic0/OgsJEmQCEOLfCp3gvG01aZbBzAlfAlCQ6YKAoZql8ugYWktQ8lxbdQv8LdHHsHYE/P1pHW7sBGo71/erFXE6r8zQ2dEAuKnMj1RIp1spHU06qvqkzqKlKZW2Gqjadc+3TUalbIURWcHSOvdUScwLybS+vD9s6CIDU+OtKaUuYsuhWpLSvz3JAKf7RojIgrSs7R21J+BRx2HpbX7Tae5JSUM1aGddnoZrj6NFPceV9uWX9mGv69uw7Kqo11taAbHY6/04FRiqHl2qhVcXRx31LG5ePvhHX4o9oX4OfLFfbTcNljU4czh5WtwbOr6pC/evUKt0O8wo0xfFEmXR28fLq3lFpebXQdJ5UbKZwpGlzz1xXGmnFqCm9F3Mbm0Rlo/fvPx90+qvd4ooJLVtUw9TVo33NwXX+Zvgvp+5QW7wYd/Q+okKTEguKNd59BRnV98egNddo7CP9UnIEMyH6nDnnhwASRJN9WehuSJkol9euyfglze2fQirVlaS+H8qJEl0vrbfT8iyCcnugbGRFqfXYHTj8yT1vQsRpkElOcvRbA6IyMYZaT668I6cV3KbkuubMLaa3uwqMoP2l2ojMagwp1QLYtrRForWdacsWDdGEfKzlEqQ5CQ1jWzlQJlceSNCTABJsDSmq8BJqAiQNK6T6E2qOlbSvxmwKGfkSFZGpbWdrhSWFrLQVWkNUWKZE2ZUexEoqlbUEuEZC0jfiZpTbX7llUdI35WBATV4bF31BzJtI556mkjQEcc/QOJEyRkaW1ieoW0PrkUobV/Ei0pAqHV9iHiQcc/ZWa5i4OiFZ69QLKkiZEkcSLpfbih/QioX+CHRR7BGEPSOqA82uSQT30lMhroLA4xdAYkIChFa/F0+aVOMDbSZRCCfBy7gp2k9bzzq42mXSOJWjFLEcdI6zvhmFdpqOB25P45EbHh6dJ68aWN2uwcF55cBy0SYGkt9afDjQwQYGntfpeFudI6+u0LhGzsiV/LDUChmDq0dM+79ixSlKZwtY2ENYlrltYkrauhRY5qYopGH5+LN+8/ltZUhzO7VxaD00ipXs8+uYoZZfqI3yvSmuqVFk6rL605S5mr/SU4fjxqaf3T6aW48ezOR9JaV5zQgs6G/hVZWqumi6T1V4FNUS9bOfGbIYd/g7cHSmtzvn+GP7gIkqRqaZ3b2w/dC7QQnP44vwpH7p3lSGsL/vwtldYFfXLhm8Cm4oi/nf0Hpx5dMivSWi2tnVnGiqT1ggvrRQYA2W3p5c1YE7H7I2k9uHBnVM1SXLYbu7YztGDIrgeU7JykNZWq2RV1HNWzlkSHXHUk9+RmTIAJeDIBltaePLt8bhYRCAntib7BbVGDpbVF/MzZiaW1HK3r0VFoGzZcvHTzTZFB7ETS+tuglqgTI601L+a2fiStzXkAlBvNx63UtXZHHJuNREiAYUU50toYU5LWP51cig0qaU0ppQJSGn5paKg/ltaWXrn22U/9Aj8s8ghGH5+HLXV+1h6QXsw18K+A1jlrSg9CnYbf0I4kIKaV6Y1i6fJJ9WsoPaPUjjZoRLXC5l9Ya3QFO0nrCpkLayN1bHBYg138cW4V9kWdwtzKQ8TvFWlNc5Y0QWJ7Hdap/f5LdV4vbdJm57Ak0sWpJ8AHdzkCLK1dbkpMDsjckhKx0ro/CqXJJfqfenoprj+LwuTSPUwez9EN1N+NHX18c49nv0jrISLKmsQ1bSStX79/i5HFvhQ/K4smjX3/VNcnffH2JWpt7CGERHDa3Hqnygu+zZ15z2v/OX1/01l0qJHWsZ8ThmSUJd+NDZHztEjrBpv74JvAZqirI61TJU6BgYU7ecSFoyyaNGehvSKtN4ZMQ4qEMZHW+6Ygj48fugXGSuvD987g9/KDPIKTI0/CUmldyCc3vg5sIoZK0vrkw4v4tVx/6aFTqabBOpHWzowKXqkqoyRzEnFJ6yGFO6OKi0jrp2+jQWUGKW1+kE8OmdNySBulpMSu2ydQLWtxltYOoc4HYQKuT4CltevPEY/QwQRqh/ZAv+B2OtL6F6RPlhr9CrV38Eg8/3AsreXmOCI6Cu0+ktZ90LVAc9TNVlZ0okmBGCutlQdAc1JtyY3m41ZNtvRHl7wNxOp42jTS+hMMK/qZpV3Gi/023jyAqadipbWSntFYpIshMCytXetyoRf4Ec9ua6POdtw+ipHH5mKrjrSmFIgNAyqaJ623DUK7XCGi3p+h7dX7N6ixoZtZ0lp5cNWtT+oomlQr7E8T0ppeepZ3gLSedXYl9t85rZXWR++fF2kGqQ55soRJHIXEocf55+p20MsVpaSEIq3NqSno0AHzwVyeAEtrl5+ijwZotrR+9wK0uFdXVKpllCtRUGchcqWxGRqLo6T1mOPz8PL9G4yKkdZKeRqj0lqV6vX5u5egZ2bD0pqfnV39WrP3+NSZctTfjQ2l/RWlc8zMQmToPDxNWtffRM/8sdJ68JGZSJUouUg57AmbJdnhFGlNJbZSJkwuMHy3bzLy+vhrpfXs86tx8O5pUGpp3swjYIm07rp3IoLT5NFK65ln/8WJh/+BnjFlt51Rx0UmASXTlTOjgkUZpYsb8LcZkdbLLm/Bqms7sbjqSO0p07P50CJdXEZaGyrzIjs/9mxH2TnKZSwEiravnKUoOtm5NJg9z4X7ZgJMwHYEWFrbjiX35CEE6AG8f3B7VPctKc5o4KFfkI6ltV1ml6W1HFZFWi+tOgZZU6QXO2lWXauldWwKREdGzQlpna8hGvpVEGP7/thsJGRpbXJySVpPO7UM62tPEW1vv3iAFtsGgaW1SXQu3UD9An/n7WP44dicj6S1uXX7WmwbjLa5apuW1mV7o1hauUhr5cHVWdKaaoUZS7umTi9pr4knaX3gzmnMiYm0PvrgPHrs83xpvUynpMSlpzfQeecoMR8Zk6WxF2ru14MJsLR2v8klaU21qEukC5QavCFRqU77K9WRgxrR4hzdzzkHHdbiw9hTWrfMUQPNslcVYxt7fD5evH/9kbQ2Vp5GnerVmLQWz85JvdEvuIPFLHhH9yZA0rpSliJa8aDOQqRI6z8qDEL+1JryNO3Dvke9gHJmlc4xRMkzpXXsM/+QIzPh5ZHS+kfxuSGznXx4CSRJ1dI6X+oAfFuguehizvnVOMDSWgbnR20sldZUKuKr/JpI69/P/YvjD6yT1s4sYyWk9aVQ/F1tnDRDKtW38urH0pqyD1bOXEy6H3s2NJQxx57Hk+1beebfffuEQ0qDyY6L2zEBJuBcAiytncufj+6CBGqF9sDA4A6o5ltCjI4fvO03SSyt5dhGRN8GrT6netW+etI6dtU1pQZfcS0MVPeaNkdGzTXe0h+f5WuIBjHS+oejc/DJJ8BwjrQ2OsGhN/djxullWFdLU9NakdZ/VR6BHF6+chcH17SW5uSohuoX+CSt6QWTbn3kNmHDhHyml8iym0Za10KTgCoGd3n57jVqhnbH9LJ9UDRtXqlunbnammqFLbyw3ugKdmXV9ad5G0idj6WNfj+7EgfvnsGcSoNFF/FBWqsjEC89vYnOO0eK+cjE0trSSyle78fS2v2mn6T11DK9UDxdfqnBGxKVU04twa3ndzGp1HdSfTiykTqjhCOPbcmx7CWtW24bLDK7NNWR1s/fvcLo4l+JYdL8tdo+FIuqjIR/ykwGh66W1tExUfeU+lVJFa/sOPjwb/BJ4oX+LK0tuQw8Yp9Pd41GlSzF0DF3XXE+JK2vPo0Ui2Roe/j6KahW8+wKg0GikTYhrf3LoU3OWlYx8DxprV8STCOtk2FQ4c5WcXKVnc8/iQBlVlpVcxLSJkklNSyttK49FSkTaSKtu++fjEDv7CIqnTaS1vvvngYtjODNPAKWSOtv9k5A0bT58GX+xuJgFklr1TOzM8tYURmlxZc2YXm1sdLwSFqT7F4S8z6Odqy+oRtGFP0MlTIXle7Hng2NLTiz53FN9a1kV9sTFY7ymYLtXhrM1Hj490yACbgGAZbWrjEPPAoXIlAz9DsMCu6oldaDDv+KNElS8YO3HeaIpbUc1GvRkeJBXlda04P+V4FNUS+mvhV9Sf7n2g6ttFai5hwhIBpv6YfP8jXSk9Z0ZiOKcXpwYzO84eZ+/KwjraNePEDzbYPwZ+XhyOmVVe7iYGktzclRDdUv8A1J69Zhw9DUTGmtfumsPh9LpLUzV1vL1Aqj+lZlMgSJRTH23CiF3aG7Z7XS+tiD/0SawU0h05E8YVJ7HtppfatrvWqldbVxyJQ8rdPGxQd2XwIsrd1r7pSSEuZIa6WO8c9l+4IiqmibcmqxqInsitLakpfOzpxFe0lrWvTWRkdajzsxH8/evsSY4l+L070ZfQf0vcSYtKb7ZPjDC9r6pMa+P1B6V+8kKTEguKMzcfKxnUigy87RqOobK62nn/kfLj+5KRbJ0Pbg9VM0UknrDju+Rx2/smibs7ZVI/c0aV1vUy90C2qFOlnLCC5Dj/yOFAmTYnARD5HWj6+BFqmaJ60vo+veCdhQ+yd4JUohuHTbNwkFUufQSuu5/63B3jsnxcII3swjYAtpPevcShy9f07UTpbd1M/MzixjRYvellzebJa0VgeR0HnT4kC617qKtFa+xxkq7SE7T/ZoR9k5KmQujL1RJ1EuUyGW1vaAzH0yATckwNLaDSeNh2xfAhSpRjWCqmXRRFrzanH78WZpLcf26rNI0IM81R7Nkjyd2KnR5n74MrCJVlpTDZ2VEbErOx0ZNUdj+SJ/Y9T3Ky/GNvLYHLzHB3xf9HO5E4ynrdbf2IdfzyzH2lqa9OBRLx+i+daBLK3d/HpQv8BX1+ei06OIpubZq6JFjurSZ9tq+xC0ylFDGyml3vHFu1eoFfodZpTpiyLpNDLB1GYsUsrUvtb+Xibt2pe7x6G0A6T1b2f+wZF75zG7kiYa4/j9C+i+f5JHS+vlV7aBxPWyqqPFOV9+dhOddozE8mrjkJmltbWXd7zcn6W1e027stBpWpneKJZOrqSEcp/RldaTTy3G7ef38WOp7i4HgO4ziy9tNOulszNPwl7SmhZEthPlRTSZWsad+BPP3r7QSusb0XdAGWAWVxkJvzgirSlq7sSDWGltLFOLp9XcdeY14a7HpnIj1bOWQIdcdcQpqKX1/VdPQIueZ1ccgnze/qJNxx0/IMSvDEtr1aTX3dgb3xVsiZAYaT3s6CwkT5DEY6T1ucdXQYtUV9ecJAJFZLZTDy+DInt1pfW3+35EkE9OdA3URFrPu7AWFLXJ0lqGqH4bS6T113vGo1i6/NpIa0uk9Y7bRzHyTvv7QgAAIABJREFU2FxtSS1nlrGijFTLLm8W799kN3q2WnFtuzaIhPZzOWltwfsC2fO3ph1l56iUpSj23g53yLO/NWPlfZkAE3AcAZbWjmPNR3ITAiStBxfujKpZiosRk7ROzavF7TJ7LK3lsCrSWlcmqEUxSetV12Jr6Dgyak4t0Ecdm4N3LK1NTq5GWv+NtbUmi7aKtJ5faThypeJIa5MAXbSB+gV+3NK6GlrkqCZ9FiStdWtSqnc0JBNMda5Ia2estpaRCSStS2UIwud2jrSOU1rXnobkiZKZwuiWv1e/WLny7JZ4YczS2i2n0yUGzdLaJaZBehBaaV22N4qlNU9a6y6Oonte1PP7mOii0trcmpTSAO3Q0L7SOkSUJaGNpPXTty8wNibSWpHWlNI0W8qMBs9MnerVmEygSNCUiZJ6TPpiO0y1x3dpSFpfenIDtEiGNkVaz6k4BHl1pHVtvzJox5HWetcHSeseBVuhdtbS4t9JWidLkBhDinTxiOtIkdZrak4WZQVkNkVar689BakSpRS7kLQu6JML3wQ2FT8LaX37hFgYwZt5BCyV1sXTB+KLfI3EwSyV1qOOzcWWOj+LPpxZxkpdRkmGoHpBMO0jpHWJb1ApUxGZLuzexpLMbHYfFACS1pWzFMW+qJMokb6A3Z/9HXFOfAwmwASsJ8DS2nqG3IOHEVBLa0pxlipxCgws3MnDztT5p8PSWm4ODMkEdUrupZc3Y/W1XVhcdaTo1JFRc+pU5SSt3+IDfuBIa6MTvP7GXvx6ZoVWWt95+RDNtg7E/ErDkCtVNrmLg9ODS3NyVEP1C/xdUScw+PCvejWtSUA3z17dbGlNkdnNsxsW3YbStpo6Z2fWtZJJ2/rVnnHiwVV5AWLqfCz9vVpaUzQZpRncGDINKRJ6qrTeihXXwrTRAMp9Rjejh6U8eb/4SYCltXvNuyXS2tDLzkknF+HOiwcuKa1lylC40qzZTVpvHYh2uetopfV4ktZvnosX6bRdj45C27Dhog5nXNKaBMSxB+fxW7kBYh9jaVs9LRLUla4RdxlL550jUT1rSW2k9Ywzy3Hx8XVMK6tI68dovKU/dKU1ZXupma0U2ucKseo0PS09eJ2NvdCzYGuttB5+dBaSJEiEoUU+tYqTq+x89vFV0CJVc6T16UdXQJG962pNgXfiuKX17tsnxDXGm3kEbCGt/zi/CofvncHv5eVriodFHsHo4/O00tqZZazUZZRkCBrax9WktVIahj6LZRcsypy7tW2opEQVX4201l38YG2/vD8TYALuTYCltXvPH4/eDgRqbOiGoUW6oIoSaX1kJrwTJWdpbQfWLK3loCoC+m+dWqP0oE91Xhv4VRCdLLmyCWuv7cGiKj+Inx0ZNddgcx98E9gMdWPqa9MK2bcf3uGHYl/InWA8bbXuxl7MPLtCPKTTdvflIzTdOoCltZtfD/QC/+7Lh5hQsps4k91RJzDIgLQ2JqANIaCU4hSZHZe0tkRAO7OuFdUKo8U2xtKu0QspRzy40uKRY/cv4I+Kmrpr4Q8uiogNT5bW/7uyBRTtTpKCNiWjx7KqY+CbIr2b/xXy8J1BgKW1M6hbfkwlO8f0sn1QNG1eqY7ikta69zypjhzUaGXETiy8sB5/Vx/voCNadxh7SWtaENkhdx00jom0nhD+F568jtZK64joKLQLGy4WMWWNI9JaLa2fvIlGvU29Rb3SIJ8ceifuaVLNulmNn3urBfTPZ5fjwqNYaX3v1WM02dIfcysORR5vPwGJRHeNrCyt1VdMyMZe6F2oNWr5aiKtRxz9A4kTJPQYaX3m0RV8tWe8WMSdOrFcpPXpR1fx9Z5xetK6696JCE6TB18HNhGc5l9ch12Rx1laW/ARZIm0poXGJdPHZseafX41Dt07bZa03h55BGNPzMfmkBli1M4sY6WJmt4Kei6S3QxFZ5O0HluiKypmKizbjd3b0ZimlumF4uny2/1Ysgeg7BzVfItj352TKJo2nzbNvOz+3I4JMAHPJMDS2jPnlc/KCgIkrYcV/RSVMxcTvXBdLitgmtiVpbUcW620rj4emZKlETuRtP40X0M0NCGtHRE1p5HWzVE3W1kxttHH5+LNe5bWpmaXpPXvZ/8RNbxoU6T1vErDkJsjrU3hc9nfy0prY6m+DZ2cpg523CnFrZHWuvVJHQWWpPWyK1uMvgxQ10ez19hIWlMd61kqaR0aMhUpEya312Gd2i9J65VXY0tKXIuORPuw78V8sLR26tS47cFZWrvX1CnSWjfVt6kzMBSdrbnnPcKEkt+a2t3hvydpveDCeqxgaY0OeeqisX8lMQckrR+/jsbYmEhrRVovqzoavikyGJwndarXWGk9CEE+2fX2GXFsNhIhgXie5i1+EiBpXcuvtDbVN0nr/x5FgBbJ0KZIa91nHnV0tqXkPC3S2pC0TvRJQo/5+4qV1lOQOiZq2tTcK9J6ba3YfUhaF06bB1/lj5XWOyOPiYURvJlHwFJpXSp9kAiqoI2k9cG7pzGrgnykdVzS2hllrAyl+jZFMS5pPa5EV1RwMWn9U5meKJEu0NQpOez3SkkJirTW/Tt22AD4QEyACbgkAZbWLjktPChnEqi+oRuG60jrIUdmwitRMq7LZYdJYWktB1Vbn1pHWtPq9C55G6Chf0XRyZLLm7A2IjbS2pFRc/U39UHXAvrS+vX7txhZ7Eu5E4ynrdZe34NZ5/7VSmtDUQcyaJ48e4FkSRMjSeJEMs25jZ0J/HhyIe69fKx9gb/nTjgGHvpFLz14y22D0SpnTTTLXlV6NK3DhqFZQBVQhLahzZL61JZIC+kBm2goUyvMYdL69Aocf2BAWteeipSJPFNaL7u8BauufSytl1Ydg6wcaW2ryzxe9cPS2r2mW8m0YY601qaVLNMbxdJp6mCr73muRGFVxC78eWEt/qk+wZWGFedY7BVpTVl8Ouapp5XWE8MX4OHrp6AX6bRFRN9Gu7ARMCatKdXrkXtnRWQ1bY/fRKO+iLT+WFp/f2w2EuITDCv6mVtw50HankDHHT9Atz71L2f+xrkn1zCjjEZaG1qoq66DbemoPE5ah/ZE7+A2sZHWYlGI5/x9GRLQpubeUHT2N3snoEjavFpp/efFdQi7dQzzKrG0NsVT/XtLpDWleC+dIVZazzm/GvvvnsYfZkjrbZGHMe7En9pIa0sWZJt7rnG1X35lK/6mBdZVR0t3aSiLGEU1u6K0nlK6J0qmdyVprSkpsf/OKRTyya3NmCANnxsyASbgkQRYWnvktPJJWUNA1B0p/jUqZS4quhl65HekTJSUpbU1UOPYl6W1HNRLT2+AHuQpUiRjTKQ1vYDqnKe+VlovvrwR6yP2YWGV70Wnjoyao5dW3wa1RJ2sZcSxxxyfh5fv32AUS2ujE7zm+m7MPrcKq2r+KNrdf6Wp76abKk/mCmFpLUPJcW3oBf79l48xPibqbO+dcAxQSesW2wajTc6aaGqGtG4TNgxNjUnrty8QsrEnfi3XH4XS5JI6YSVqzhxpIdWxRCOZWmH0AsoRKcJ+Of23SAn+e0yk9cmHl0ARG6EeLK0pNfuaiN3akhIy0kJiWrlJPCbA0tq9Jl95GWxupg16TpqmK63DF+D+qyfae54rUVgdsQvzWVqLNMyd8zZAo5iFrj+GL8ADHWmtPDMYW7REUXNUnzRWWj8DLVr9vfxAFFClB//h6BxxGYwoxtLalf4eHDmWDju+Rx2/smibs7Y4LGW0OfvkqlZa33n5EJS2fn6lYcgVk12KappWy1pcWwfb0vF6mrSuHdoDfYPboaZvKYHE0xaFGKpPbWrulTrYuinF1c8Mf11cj+23jrK0NgXTwO8tkdZf7B6HshkL4tO8DUSPc/9bg313TpknrW8dxrjwv7A5ZLrow5llrCgj1T/XdoiyGbLbv9fCsOTSJr3SV/Sdid4JlM8YLNuN3dvRmCaX7oFS6QvY/ViyB6DsHDWyaaR1kE9OdA1sJrsrt2MCTMCDCbC09uDJ5VOzjIAhaZ0iYVIMLtLZsg55rzgJsLSWuzgUaU2RIhmS+YidSFp3ylNf+wKKpPWG6/uwoLK+tHZE1BxJ625BLRESI63HHp+PF+9fs7Q2Mb0kreecX4WVNfSl9ZyKQ5DX21/u4gDA0loalUMaql8GxyWt2+aqhSYBVaTHRNK6SUBlUFpxQ1u0VloPQKE0OaX6NVSfVGpHGzTSSOttRlewq6MmbHBYg12QtCZRPbPCAPF7RVpvqP3T/7F33nFRHG8Yf+wF7B3sXVHs3WBH7MbEEk2x/WJiF7tGjRV7TYwm9m7U2BVQsSt2pYgNlC4qCkixoP4+7xx7HOuBcwd37B0z/wGzU54Z7nb3O+/7wDJrbkN1m67tfg6tVZ6mKUXapeuAReeKV0BAa8UvUZIB6hvBJPdClH/nKUkFgtYbHxzG/rYLlTSsZMdiqEhreXYmWjPNgwY8B13l/qSR71XQmlK/VsuXND347Fvr8QGf8HudwSahuxhk2itA0Lpjqab4rrw9a5yg9d3Ix6BDMlQSofV0VMhjzX5H0LqVVV38WLFjqgZkjtB6vG0/tNWA1pmRCdPNJJOBBK2PtV+KPFktuNZegtaH2y1B/uwqH2xt0Not5AY7GCGKbgroC62bFquJAZU6s84IWl965ol1zadwd+4Wch3zPbbC1WEFu0aC1roeruPuMIWKBK33+5/FTh2h9Q5fV+xpPU/dMt0zkX1KU4VB68UNR7LIeKUUgtbtSjbElefeqJa3LIZWF9BaKWsjxiEUSE8FBLROT/VF34pUgEHr+r/CrlhtNr5pN/9GzszZMLX2AEWO15QHJaA13+o9eh2EAedms5duhXPkYxfR6XRNf7rtfi5wCXTHlhYz2N+NGTXXyXUMRtr0QXvrRqxvpzubEBP/FnPqDeGbYAatdSjwAjbcP4QDCS9T6QVi95Pjse6rqagioLXJ7gp52k16YJ947Y8k6cG/dZuMfhUcGITmLX1PT0e3MnboXV47tI6Oj0UHlzH4q+lE1NARWq9o4oi6BVWpXo1VCFjv8z+d4gl2egFVq0Blg6cI+8N7D7xe+WlAaz8MvbQAurxAM5ZuadXPzseuOOp/SZ2dIzAmDH3PTGfrYW1RNK26Ee1kIAUEtDatxdbHUoJmSM9Jml6I9J0X8S5a7Y+sJBXk91lKGpu2sRgKWlMWn4FVuqJrqeasW3lKd8lS6N/W81AiVyGtMlGqV3qZLPmT0pp3OTGWRdFV/Qxab0A8PmKmgNZK33IGG9/3Z35HpzJN8V25BGjtsw/eEX4gb1oqYW9e4dtTk7C5xXSUt1RB64Hn56BFiTr4qWKnVI3L3KC1vfMoTLT9Hm2sGjBdzC2TAd1/0/2+LgdF70U+AUX2Hmq3GAWy52G6kKVQvcLV8L8q3djPW32P41TwNWyym56q/ZQRL9YHWg++MA/NitmqofXGh0dw8ekd9l6Dt5wKuYaFHtvgIkHrD29h7zwS6ZERTG6jxDMHgtzbfZ2xt7WTuroKWg9H06I1eZowSh0a06KGI9C4SA2j9MfTiWQpcSXMC1XylcGw6t/yXCbqCAWEAmaugIDWZr7AYnq6KyCH1tNv/o0cAlrrLiTHFQJac4gE4GFUIHuQ14TW9KD/faWOan+6bb7OcA26ogGtjRc119HFEaNq9E4CraPj37A0+6IkrwBFANEpZAlaU6rGbifGCWht4ptmgccWRL6LUb/Av/zcCxOurkoKrU9NQr+KHXSC1uQ3SR72yUHr1/ExoP9FXaC12p80XaD1KezzP5MitKYU3bYFKhkeWnvtgVdEIrSWXqCZNbT2c8XRgM+hNUUUlBTQ2sQ/hdJn+AJap4/u+vYqZecgiGRbsCJ3M3JoLf/O427ICBVVGW0SDwcaoctUdWE4aD0eA6t0U0PrxZ7bmacwRX9ReRwdAnphnBK0pvtVStspQWvyxO56YpxWaD3n9ga8+xiPWcImKFX7wZQvpnvWzmWaqaH1Xz7/wSvCNxFax70EHeDUhNaDzs+FXYnaAlrLFr6d80hMsv1BDa1n3VqPT5/MJ/2+5yvVQVFdoPX9SH8QJBXQ2jCfEnpB6/Nz0ax4rVRB65MhV7HIY7saWqenjRVlpDrkfx47Ws3iFvmA/1nQOzlTgNZKA+mUncOhVBNcDfNGxXylMKJ6T27dRUWhgFDAfBUQ0Np811bMTE8F6GXMvPpD8VWxWqwFgtbZM2fFb7UH6tmiuCw5BQS05tsbErQmuFkoIdKaQeuKHdA9IVKTbpBPBF1lD/9UAmJU0NoYUXMEykbX7A17KynSejOi4+MEtP7C8srTVqqhdfMp7IQpbxHpwXmVMk49eoEf9S6GZeygkhy01vz/5RkZvQDsUro5+pRvp7W6BK3Jb9JG5i+ZXPtqaK3hT8ozlrSos+fxKfxH3l8ppF0jaF2zQEX8Wq1HWnSZbBt/eO0BpSf8q/kEVkeC1kftlyJvNr5UhQYdoAEa3+nnimOBl9SWEkExz0Ap6AW0NoDYGaRJAa1Na6ETLSUmoGaBCtyDp+ekpY1Go0Hhauwa+Xced0NGqCi3YTFCl6nqwpDQelCVbuiSEGmtgtavWPQXFQla72nthOK5Cmqdg9yfVILWlPpVfs8qbIJStQ3M4mL5PWty0JoyhJWztGJzJmj9VYna6C8irZPsAYLWk21/RGur+uz3BK0/mlH6fQlaO7dfDousubj2vwStD7ZbjIIakdb1C1fH4CpdWRsUaX0y6Jr63QhXw6ISU0BfaN1c4/+XIq0vPL0Dsj3jLQStF3vsgLPDcnZJetpYyW2UeObAoPWj49jbZr66Ot0zLWw4Ak0UFNWsxJTlBK07ELR+dhfl81pjZPVePJKLOkIBoYCZKyCgtZkvsJie7grQl7hT/aFongCtZ9z8B1kzZcG0OgJa665mylcIaM2n6IOoAPYgT97HhXLkZRfJ0wvLU2BJqV6NASAoJfGYmn3U0Hr+nc2Iio/DPBFpneICHww4j80Pj4C8yqmkFLWSUkMCWvP9HxmrFu3/1+9j1dDa/bkXxssireXp/XnGJo9akV8T9T4GnVwdsabZZNjkT+ovmVL7cn9SnrGkRR3yCjvw5FyKJ9iHXV4Em/zlMbSaYX2tVnn9C59If6xupkpbKfnrHbFfinxmCq13+LnAWcNSIjjmGfqcmYYdLWehlEWxtFhi0UYGU0BAa9NacMlSYnXTiajJaSlBM6TvjCWNRqFh4epswkq+5zsSeBH/3DuAg+0WmcTiGApadzsxHv+r2h2dSzVjOhC0fhb3kr1Ip+IXHQzyk6TosGLJQGuW6jXMQ+1PmlJ2IGETZBLbzaCDlGcHWuOzHx6vHmJ1U9XhwKdxL9HTbTI7OFfWsgT73WBZpKa+AzS39ODtnEdgcq2f0LqEClqTZ3w8PplN+n3PV76gQ6oEKi2ycELrqAC2XzTfjQy56ISGhW0wKAFay7PQ6bufMuJ1+kBreaaETY+O4lzoLWz46jduCU+EXMUSz51wbr+MXSNB6/SwsSIbpSP+F7G95Uzu8R8IOIetD49hnwxaKy0VN93HzW8wDM0U5LPNLCVKN2XQulxeKwGtuXedqCgUMG8FBLQ27/UVs9NDgc+g9a11yIrMAlrroeWXLhHQ+ksKqf5+X8uDWU+3Kehbob06vbAcWhszas7BZQwcZdBaE9rxzTLj1aIHmy0Pj6qhdUr+gCmpI6C1svaOE0FrjUMb5AE57urKJOnBe5yaiB8rdVKn9+eZgdwfUH5N5PsYdDYhaM3jFWYsaL3SazfuRQZoQOsn+OWiE8wZWm/3c4GLFmi9veUslBbQmudfUtSRKSCgtWltCSk7R2qhtfw7T0kqHA26hL999md4aE1pvH+u+rUaWi/x2oGw2HA1tPZ9HYz+53SD1uFvo9D95HitljZK3hNK2p/mPJa+p6ejWxk7taXN2nv7cedlIrQOjQtHL7cpSaG1zBNXX33MH1qbl2e8x8tHoPt9XaC1tgP9P19wQqMiidBafp+r737KiNfpA63lnvSbHx3FWR2htWvIFSz13KWG1ulpY0UZqY4E6AatKSCB3u2YArTWzCyqhD3ODueXboZrz++itGVxjLbpo4RhiTEIBYQC6ayAgNbpvACie+UpID95NoNB60yYVmeQ8gZr4iMS0JpvAbWlwFJBa3t8XaYla2TLo2NwC7mBTXbT2M8StDZG1JyD82iMte2LdlYNWd9K9jfkU9w4tSiF1NZHx9UPNhK0Jr/Aavn4I2UFtDbOevH2Qi9rNdPja4PWX5+cgP6Vu6Bb6a94m4V0Avm78vZar4l8H43OrmOxttkkVOdMD04Nyf1JuQeUyoo8adcYtM5XHkOrGzbSeoXnbtwnaN1cirSWoPUS5MtmmcqZKvNyuaVESOxz9D79G4soKG1RXJmDFqNStAICWit6eT4bnJSd46+mE1EjFZHWFFUbHf9GkZYwBK3X+vzHfE9NoRgq0rrLibH4pdo36FSyKZOBoPXT2HBQ9BcV39dB6H9uNktpWixnAa1SsUjrp3cYpKYS/jYS3U9OYKlfK+ctneQaJaeMN4V9YA5jJLuRr8u0QK9ybdl0CFrffvkA9HlDJST2BXqfnoptLX9HGYuESGsBrbUufdvjwzG19gC0KlGP/X32rQ2I//QBM+v+zxy2CiRo7eKwArmz5OSaUyK0TrRO+98FJzQpWgMDK3dhbRC0dg68rLbB4WpYVGIK6AOtB5ybg1ZWdfFjxY6sDYLWZ0JuYaMdf6Q1QetlnruYvzmV9LSxooxUxwIus88o3iLPokfX0XP24oYj2YEKpRQaE9mY2RWrrZQhQcood/3ZPZS0LIoxAlorZm3EQIQC6amAgNbpqb7oW5EKyD0+fr+1DpmRCdMFtE7z9RLQmk9SCVrTS7cCCb5NdDqdvG17lG3FGiFofTrkpvrBQEr1aoyoOYLW42z7om0CtF7osRUEYOclePryzTLj1ZL7HukLHQW0VtbekafFvPriLsZeWZEk0pqg9YDKXdBVB2gteT31Ld9e64Sl/aProQe5P6mx1OSB1sMvL2YHOIZV/9agwyJo/SAyEH82H8f6uRvxGEMuzsfhdkuQP7v5QuuTwVexyW46m3Nw7Av0OT1VQGuD7jTzblxAa9Na30RLiUmw0fGgk+YLWCWngj4WdAl/+exjn+WmUAwJrX+t9g06JkDrpV47GDSkdaQiQWuKDiuaDLSmVK/nQ2+r/UklaE2pXyvlLZVEXvEcYAq7zbBjJGjdo0xL9CzXhnX0970DuPXy/mfQWvOgnBw66jtCc4u0Jmj9W+0BaJkArefc3oB3H+Mxq+7P+kqkqOskaO3afgVyZeWD1g+jAkGRvfvbLkThHPnYfGj/NC1WEwMqdWY/6wMdFSVMOg5GX2jd2roefqjQgY1cHlDBMx2C1ss9d+NY+6Xq6ullY0X757iOhx4OBZzHxgeH2b6UitxShUcHQ9dh0LreL7ArXsfQXXG3T9C6S+nmuP7CB1a5i8Cxxnfc14qKQgGhgPkqkCGh9R1Pbzgt+ZOtqlWJYpg+aQzy51P5xMqLf0AQ5ixaidevo9V/+tI15rtdMsbM5NB65s31yJQJAlobYPkFtOYT9V7kE/Ygpgmt6XR673Jt1dBafpo1MWrO8Kle2zuPwnjbfkmgNfkzkze8KMkrsN//LLY/Os4iW6hI6Z11jZQV0FpZu2ze7U2I/fAWc+oNYQPTBq0pOokiAXSB1j+enQmHUo2RHLTWN1I/vaA1j1fYCPclqJq3jMGh9XLPXXgYGaSG1j6RT0BpBs0ZWsstJSRorRn1pKz/LDEapSsgoLXSVyjp+BItJVIHreXfeUpS4VjQZfzlszfDQ2vKwkIZSxKh9U7Qc4IErR+9DsKAc7NZ5p/koDU9Z5zTgNYv3kaCDuBpg9aLPLaCPK/Fc4CS/huMO5Y+Z6bhmxSgtbaDcnTf1VgjUlbfEZsbtG5zfDimaUDrubc3sghUc4HWlDaeDqnqAq2lzyxNaD1YFqlP6Z2PBlzSKVJW3z1nbtfpA60pW0cb6/pqaK16zriuzgLIo5FL8BWs8FIGtNYnUv9Q4AVsvH9I8dCaPlNm1BmkKGhNlhJdy3yFGy/uoUTuQnCs0Zdny4g6QgGhgJkrkOGgNUHoFavXYdTQwShTuiSOnziNO153MXroYOTMkUMrtNasb+b7QUwvIYXLggbD0bRoTaYHQWsqM+qK9OBpvUEEtOZTVBtAIWhNKde+SYi0pgiIcxq+QcZM9WrvPAoTbb9HG6sGbEL0soq87uY3GMY3wQxaa7//GWz3dcHe1k5MAX09iQW0VtYGopdJbz6+x+yECAjt0Ho8Blbphq6lmnMPnqB1+1KN0S+ZSGs6KEK+lf80n4yqOqSXT68T4DwvkwhaV8lXGsOr9eTWSZ+KDFpHBeHPZqpIa+kzV/OgkD7tKvka+cskKVXn1ha/o6ylKlWnKEIBXRQQ0FoXtdK/rpSdY02zybDJz29JQt8ZlFa6cZEabBLy77z0n1niCAhar767F0fsM3akdWdXRwyt3hMdSzZh4iz12ongmOdY0kgVaS1FLf7XZgGK5MyvdQnl/qTP30Sgx6mJ2Gg3DRXzlExyzWLP7aC/LxDPAUr6dzDqWMhu5NuyrdGzXGvWL0Va3wy/hzXNJrGftR2ulnsS6ztgc4PW9JlLB2FbFK+r+M9cfdbsdvhDjHBfDFeHlciV5fP3sdralKC15mfW4PNz0ax4LXWktT6exPqM3xyv0Q9az0Ib6wYyaH1NndGJRyfnYHes8t6No/aq9OBU0svGimyUXIOuYEuLGTxDZ3UIWm+4fwgHFB5p3c55BKbW6q/O3sA9QQNWpOwc3Uu3YN8TRXIWwLia/QzYm2haKCAUMBUFMhy0JkgdHPIUg39SpZuQQ2z5wn3p76ay0GKc/ArQjdHChiPQJOFlzKxb6/Hpk4DW/Ary1xTQmk+2KWGjAAAgAElEQVQrCaDQSzfJX1UbtNZM22fMVK8ErSfZ/oDWVvXZhBZ5bkP4m0gBrb+wvAStd/i6Yk/reaxmYqpO3V4gC2jN939krFryCIhrL3zgeGV5kvTg3U+Ox6Aq3dBFB2j909lZsC/V6IvQel3zKaiSrwz3dNMTWh8LvJSi19zIy0tQOb9xoPWjqGD80Wws001bdgtuQU2kIkFrt+AbakuJ0LhwkO2EgNYmsoAKHKaA1gpclBSGpK8liTZordSov+PB7vjTe4+A1q6OGGbTCx2sG7Mdscx7F4Kin30GrTWjFuVbh1K9ngm9ySKrqUjQepPdNFTQCq1fgQ6Bi5IxFSBoTcCawDWVf+4fxI0XPp9B6x0tZ6GURTFWZ8hFJzQsbINBVbqmSjRzhNaaqXwpu0Xcx3fqw7GpEksBF0vQ+oTDKuTMkp1rRJKlgRxaNy9RG/0rdmJt8GR04uosA1bSF1q3tW6I7ys4MMXkGZ14ZCRo/Yf3vzhinzQ9+LLGo1G/UDWeJtKsDkHrE0FXsbmFykaJpxwOvID1WqD10kaj0aCwccef0ngJWk+p1R+tEiwHeOZm6DoErb8u0wI3Xtxnh+cEtDa04qJ9oYBpKJDhoPW6zTvZykjQOiIyCrPmL8NPfb9FrZo2n62aPD24PDX4+/gPprHSYpTcCrR2GYr59YaxhyYq8zw24sOnT5hWayB3G6IinwKfPn5CVOwb5LPMxXdBBq1F0HqY+0Lsb70I+bJZMBW+PzcDPcq2RI/SCZ7WvsdwKewO1jSdzP4eGvcC/c5Nx6bm01HaorhBlet4YgzG236PVsXqsX6Wee/E87cRmFf3V4P2a+qNHwg4g38fn8KOFrPZVF7Hx6LbqXH4s/F4VMtXjnt6sXFvkSN7VmTNmpX7GlHRcArM89iE+I/xmF57MOvkRrgPxl1bidMOf6k7/cZtIgZV7oqOJZtxD2TQxdloU6JhsunBKRXnN24TsLbZFFTOk9RfMqVOWjn/ioUNRqBBoercY0mLirseu8Il2B0bmyf/MsDx6nL2MnxYNcN6Wq/03oXHr5+CXopQeRAVgCGXnLCv9UIUzJ4nLaaruDa2+R7H2bCb+KfpVDa2sDcv0efMVLYeItJacctlEgN6HRsHi1w5kDlTZpMYb0YfJFlKfO02Hn81ncRsGHgLfWc41R+OxurnpKTfebztGKOea4g7VvvsxYE2i43RXar7ePsuHp8+fUTOHHzghrfDbqfGYli1nrC3UkHrVXd3IzDmGfvup0KR1j9fmoe9reajUII/rLzt7X7OOB16A+uaqb4znr95hV5npmB9s2kon8cqSfXld3ciLDac7RNRMqYC/c5Owzfl2qBH6ZZMgA0PDzNo/WeTCezn4Nhn7Fl2q91MlMxdlP1u2OWFqFe4GgZW6pIq0SKiYpEvj/m8W6B3U7Nq/4zmxWozXRZ6bUHs+7f4vc7/UqWTUi6+/eohHK8uw/G2y5GDE1r7vQ7B4EtzsLvlXBTJUYBNhe7bvypeG9+XV3kq//vkJI4FXcSm5vyRskrRJL3HEfvmHbJlzoxs2fnfLQy6OAdtrRvhu7Lt2PDp0MDJkKtY30x10ImnuIRcwZp7+7C/daInNO3/hfVHon6hqjxNpFmdHY9d4BZyDet0GP+xoEvY8OgQ9rZUWb9RofEvajAS9Qoad/wpCSF/d5dmoqWioR/O/47upe1wM/w+uw9xtDH99ODZsmZJhSLiUqGAUIAUyJDQ2tqqODq0U4GeL0Fr+TYh6P3i5Ut1OnG6KRbFvBTocn4Mfq/xM+oVUJ2GW3xvKz5++ogJ1X4yr4kqYDafAHz48BFZs4gXnCktx/3XARh3exm2N5mNvFktWdX/XZuDLtZfoatVC/bzzgAXXH3hhWV1VZGCT9+Eszqr609CqVyqE+yGKt9enIDRVfqheeFarIs/Hv6Ll+8iMd3GPB6mDaXb4ZDzOBh8FusaqB7moj/E4rtLU7Go1ihUzcufqvMj/SMByJzJUCMV7eqiwNL72xm0lr4zbkc8wDTPv3D4q8RUZz+4T8MPZTvBvrjqBTJPGXFzIeyK1EXPUm21Vqf04D9emY7ldceigkXSVJ0ptU/feTNrDEHdAsZ9mN4X5IZTYVexup4qVaS2MtVjNcpZWGFwhe48EuldZ+2j/xAUF4bZNVUHbR5GB8Dx1jJsaTQLBcwUWu8OdMXl555sv1AJe/sSg6/Oxh/1JqBMbpEeXO/NlIEvpAOemZEJmcR3kUnsAoq0/t59GpbWcUQlS/6DTvSdMd1mMBoUVB3ulX/nKWnyp59dxz+++7GjyVwlDSvZsXxIuKHLksY3dHRv+XPFr9GqqCoj0lrf/xAcG4ZZCd95vjFBGH1zCbY0mokC2fNqHd+ewJM49/wWVtUdz/7+/F0EBl6ZiVV1J6CsRdLvjL999yMo9qm6fZMQXwwyTRUYfG0Oulm3QBerr1i7258cx82Ie1hSewz7OSTuOYZcn4e19afAKlcR9ruxt5ehVr7K+LGcKlJW3xJvZu8W6DN3avUBaFzIlkmy4sFOxMTHYUp18wio8Ih8CLrf39tsIXJkzsa17E9iQkHPRRsazUCR7CpLA/oMa1KkJnqXsmc//xd8Gq4hl7GmwRSuNkWlRAXou4ju5TLrcEM37MYC9h3zbak2rKG9gafg9uxais95cs1Phl3FpseHsa2x6kA/Fdr/s2r8ijoFKht1iVTfeTfZdxxvcX3qjq1PjmKrbPz0fFk7v3HHn9KYe1+egl8r9kDLIqp7AiWU/12biy7WzeEZ4QfLrDkxqrIqM64pl/x5c5vy8MXYhQKKUCBDQmtSnjfSWr5KFHm9fssuOI74GfnzaX+oU8TKikHorQClvVvccCQaFVG9jJl9awPi8REz66ii5kRJOwVEenA+Lb0jnuCXi044ar8UeRMirfucmYZvyrRSe4VtfHgEF8M8QKmBqRgz1as8xZDKy06kBfzS6u57chr/Pj6J3a1UL1Oj42PRwWUM/mo6ETUKlP/S5eq/i/Tg3FIZpeLsW+sRj0/q74wb4fcw2n1ZkvTg5D09pFoPdCrZlHtM/c/NRhvr+mqvMPmF5CNPacfXfzUVlfOW5m5X/p3HfWEqK273c4Fr4JUU066Ncl+KCnlLYmT1XqnsLeXLl3ruwJPXT7GyqSOreD8qAOSNd6DtIhTKYZ73euRPei70NtsvVMLiXuJbt8lsPcpbWhtUb9G4eSog0oOb1rrSQSf6Lvqn+WRUzcd/UI6+Myjtc9OiNdmElfyc5BJ8BZRJQ9MfU8mrFPvmPYu0powFaVk6ujhiVI3eaG/diDW7wns3/KNDQSlLeb/zVKler4PSgbPvjDev8O2pSVq/M/68uxf3I/2xsonqUJQoGU8BsrHqXa4tepRVBYpQytyrL7yxtpkqI1hQzDNQOthdLWfD2kIVaf3Lxfks0vp/VbqlSjCzTA9e/1fYJURaO93ZjOj4OFDKcHMoN1/ex6jLS3Gywx/c0NovOhhkm7S3zXwUy6mKtB54fg5alqiLHyt2ZD/v9juJg/7nsKPVLHOQyahz0Cc9+I9nZ8KhVGN1RjB6znMJdNfJE/pY0GX85bMXh9stUc83vWys5N95PAtwNOgS/vbZj4PtFiUZ//LGY1DPyJHiKY23s+tYDK3+LTqWbMIzLaPUIUsJspPweuWLrJmyYFod8ziUYxTxRCdCATNWIMNBa109reVrL6C1Gf83JExNfmM05/YGvP/4ATPriqjRtF59Aa35FPWOeMwe5I+1X4o8WVXpwelBv0eZluhZTnWadcODw7j8zIu9fKTyNO4lerpNZg8K5SyTpu3j65W/FkHrqbX6o2WCL84Srx0sLSB5w4uSvAJ7n7hhz+NTamhNp+YdXEZjddOJqCmgtcluHYLWH/AJvyccdKI0VwRfz3daq55TlxNj8Wu1b9BRB2g94NwctLaulwK0jkT3kxOY32SlvPxRc3J/UmMJT15hJ4OvYpNd8unBCfaXz2ttcGi9xHMHAl6HYUVTVQQQpQcfxKD1wmRTpRpLJ0P1s+nRUVwIvY11ErROABC0HhXyCGhtKN3NuV0BrU1rdclSotuJceywY5V8/OnBVdB6GJoWVUX9yb/zlKSCa8gVLPfcze6fTaEYClrTgcgxNfvA3koFrVfe/RePo0LUlhgEmAdfmIeD7RYna4kh/86WDjppe85Y47MfnhGP8GcTVVS2KBlPgV5uU/BdBXt8XSYhPfiDw3B/5oW/E55TA2PC0PfMdOxuNQdWuVWR1r9eWoA6Bavg56qpy65jjtB6Xv2h+KqYKqPZ/DubERUfh3nmAq21PCd96T/mcXQICJLube2EYrkKsury5yQ6GL7f/yx2tkyM2v1Su+LvKgX0gdY/nP0dHUs1xXflVZHuO/xccDzwMra2+J1bVkqvvcbnPxxql2jpkV7QesujYzgdchMb7fjTmyc3/hWNHVG3UBVuHQxdkQ65D6rSDV1KNTd0V9zt00Eneq9599VjfNR4j8LdgKgoFBAKmKUCGQ5aE3ResXodRg0djDKlS4Ig9h2vu+p03/TzCbdzmD5pDIukPnv+MsqWKcXqUpF7Ypvlrsjgk9IGrd99jMesuj9ncGXSfvoCWvNp6vXKjz3Iy6H112VaoFc5VapgOsHu/tz7M2htjKi5tseH47faA5JA66ex4VgkoHWKC7znsRv2PtEGrSegZoEKfJsDgIi05pbKKBVn3VqPT5+AGXUHsf4kaK0ZQaA64aw7tG5llRhBIJ/Mi7eR+FpPaE0HTJoUqWEUfaROVCfYr30RWpfLY4VRNr0NOrbFHtsRGP3sM2i9v+1CFE7G39OgAzJC4yw7x9M7WqD1NOYjLopQQFcFBLTWVbH0rS9l59AHWs9vMAzNEqA1fecp9QUjQetlnrtwvH2iPUf6qp5y74aC1g4uY+Aog9Z+UcGg6C8q9yKf4H8XnL4IrU8EXVVnR0npcOw/9w8y/+I1zZK3/1DyOoixpV6Bnm5T0FcGrTUPVwfEhKGfgNZcQtO7KTm0fv0+FnPrqyxtTL1oy0j1pTlJ0HpPaycUT4DW8oxUBK3/8z/LovlF0U0BfaD192d+R6fSSaH1sYDL2NaSH1pTpPJaLdBaMwumbjPRvzZlpDoTcktnaP2Xzz51pPjbj+9B78mUBq2/OTUJP1TqyDyklVIkaH0/wh9vPr7HbPHuXSlLI8YhFEhXBTIctCa173h6w2nJn0x4qxLF1ICafpZDa8269PfatWzUgDtdV050bjAF5NB67u2NoBsOAa3TXnIBrfk09Xzlh6GXFrCXbpZZVd4ofU9PR/eydmpovY7Srj33Vp9gN2aq1zbHh2N6nYFoUbwuG9tSrx0IiX3B0uyLkrwCFGW998lpFmVAJeZDHBycKdJaQGtT3jczb65nw1dDay1p7zq7OmJo9Z46peWSp72Ta/T8TQR6nJqIjXbTUFEH6EjfeekHrRNTjWpb8zHuy1E2TwkjQOttCIx+gRVNValSH0YFsjSDZg+tNSwlnr15BXqJoev+MeX/VTH2tFVAQOu01dPQrYW/VWXnoGwLVXS0lNCE1vLvPEOPW5f2BbRWqUX3lo623yWJtNaE1j6RT/DzBScW3VYgex6tEsstPVKyIaJDUZfCPNUHaXVZM1HXPBQgu5F+FRxAB6ypyPdEQMxT9DszA7tazYV17sKsjoi01r72dJ/uVH8omidEWi/w2IKodzFmA62vh/uA7vc1M1J96b/gSXQoKLI3KbSehTbWDdQZqeg5e5//GQGtvySmlr/rA63p/7lzmWb4rpwq0nqnnyuOBlzSCVofCbyIf+4d+Cy9dnpAa8pIdS70Fstgxlvk6c3ffHgHyki4ookj6hZUTqQ1ZcLoU76d2r6Bd36GrEdj6l2+HR5GBsCcDuUYUjPRtlAgIyiQIaF1RlhYMUf9FaAHA/L4alC4Gmtk3u1NiPv4Tpz20l/SZK8U0JpPVAlaO7dfDousudhF9GDQtfRX6F1eFWlN0PqahleY5DVnjFSvBK1n1BkEu+J12FiWeu1ESOxzAa2/sLzyh+nYD2/Q3nkUS6doW7Ai3+YQkdbcOhmr4u+31iEzMmF6HVWk9a2XDzDy8hKccFiFnFmys98RtB5m0wsdrBtzD4vSVduVqI2fKnbSeo0ErclvUpdIWbk/KfeAUlmRIq3dgm+keILd8cpylLYsjtE2fVLZW8qXL/bYhqCYF1jeRAWtH70OwoBzs/FfmwUokjO/QftOr8blL5D1PfSQXuMX/SpPAQGtlbcmKY1Igtbka19ZR2itCVAIWmfKBPV3npJUOBFyFUs8d8I5o0daO4/GWNu+aGfVkC3Pqrt78CgqkEV/UZGgNfmI5s9uqXUJKdWrs4Y/qQStKYqujEWJJNdQWtUzoTd1etmvpH0jxpJ6BQhaf1/BAd01oPVFjYNyErTe3WourBKg9dBLC1GrYCUMqfp1qgZgjunBNQ8KLfTYioh30ZhnJpHW+kBr/5hQUGTvv63noUSuQmy/9D83C22tG7J9R0WV0cxNfTg8VZsqg12sL7TuUro5g6FUdj52xRH/i9jecia3egSt190/gANtk3pCU/a+xkbOCEbQ+nzobdA9Em85HuyOP7334Ii9ypNbgtYrm4xFnYKVeZsxeL0+Z6bhGw2bQYN3yNGBBNJ9XwfjxZtIZkMjilBAKCAUENBa7AGhgEwBbdA69sNbzKk3RGiVxgoIaM0nqOcrX9CDvBxaaz4YUCq+6y/uYm0zlad1IrTWDWDxjShpLfqfmVvvlyTQOjjmOZY0EpHWKekpT1smoLU+u0951xC0zoJMmJYCtO7kOgbDbXrrDK2/KlEb/ZOB1lKkrH7QOtGf1FiK8niFEbQuZVkcYwwMrRd5bEOwFmi9r818FM1ZwFiSGLWfDQ8OQzNVpwStdfVEN+qgRWeKVkBAa0Uvz2eDkywl9IHWmqlq5Qe1lKQCg9YeO+DssFxJw0p2LIZKD04HIsfZ9ksKrSMDWfQXlbsRjzHk4nyW0jQlaK3pT0oZlSidpzZoTYDbJfCKOpW4SYgvBpmmCnx7ahK+r9ghKbTWsCSRoKMcWtsWqIRfqglorbkY9Jwth9av3r1m0dfmUK698AHd7+sSaa1t//x0dhbalZRD60QbLnPQylhzSC9ofTjwAtbfP/gZtE6PjGB0uPfC0zt6QOt/ccR+KVsqpUJreVS8sfZVSv2QpcR35dvhSfRTEfyihAURYxAKKEQBAa0VshBiGMpRgB4MljUejfqFVJHWTnc2ISZeQGtDrJCA1nyqerx8hGGXF7GXbhZZEiOtNaH13/cO4Gb4PbV/nL4Ai29ESWvJofUy710Iig7Dkkaj9Gkuw1yz2+8kDgScxc4Er624+DewdxGR1qa+AWbcWoesGtD6dvhDjHBfnCTSuqOLI0bW6AUHHSKtB5+fi+YpQGt9syuoIq2ND63JK+zsF9Kujb2yAiUtixkcWi+8sxUhsS+xvInqM8v3dRDIG8+cofX6+4dwRcNSQl+AZer/r2L8aaeAgNZpp6UxWtL3oIrcX1X+nWeMsfP2cTLkKhYLaA1751GYYNsPbRMirf/w2YOHEYnQ2jviCX656MSiw/Jl0x5pTalejwVewtYWKn/S4NgX6HN6KouiK21RPMmS0P3toYDzOkXY8a6pqGcaCsg9Uylq8ULobWZHQEVK76wZKUvPujXzVxTQWrbE8vv0RR5b8dKMoPXVF3dB9/u6QGttkfo/np2J9qUao1/59kxBirKmrGZ0MEIU3RTQB1qTdV23MnbqLIC7/E7gcMAFnb4HDgVewIb7h3Cg7UL1gNPLxoqg9UWNgzY8CjoHu+MP70RoHffhLeydR2JV43GoXagSTxNGqSM/4GGUTr/QicpSoj0CY55B075ECWMTYxAKCAXSTwEBrdNPe9GzQhWgG6PljcegXqGqbIROdzYjOj6ORZKKkrYKCGjNp6cErV0cViB3lpzsIkqJ1alMU7VvkBxaGzPVK4PW9X+FXbHabGzLvXchUEDrLy4uvdQ76H8OO1rNYnWlB5s/moxj6fF4S1R0HHLmyIbs2bLyXiLqGVCBGTf/QdZMWTCtzkDWy52XDzH88mK4OqxEriw52O8IWo+q0RvtrRtxj2TwhXloVswWAyp11nqNBK03t5iO8pbW3O3KIzi4L0xlRYLW576Qdm3slZWwtigCxxrfpbK3lC8naB0a+xLL1NA6mKUZ3NtmPoqZaaQ1QeurGpYS+qYKNujCiMZNSgEBrU1quaDvfaL8nk8FrTOrv/OUpMKpkGtY6LENdP9sCsVQkdYErSfafo82Vg2YDH/e3Yv7kf6glKVUEqH1UuTLZqFVKkr1etQ/0Z80EVrPQmmLYkmuUcEikZbXFPacocZI0PrHSp3QrfRXrAv5PZ82T2KC1jXyV8Cv1XqkaljmmB58QYPhaFq0JtNlkec2hL+JZNHX5lD0g9Zh6HdmehJPdILWDqUao28CtN735DQoq5mA1rrvEn2hdfeyduhVTmVdJ3/PwTMKgtYb7x/Cfhm01tz/PO2kRR0GrTUsDXjadAm+gpXeu3DUfhmrru+7HZ6+UlNn4Pk5aFGiTrKWY6lpW99rVdDaASExz3Evyh+rGqvuT0QRCggFMrYCAlpn7PUXs9eigDZo/To+DvMEtE7z/SKgNZ+kyULr0k3xXXl71khy0NoYqV61QeuA6KfMG16U5BWgE8iH/M9/Bq11PY0roLWydtn0m38je+as+K22DFq3X4FcWVWHTjq4jMHoGn3SFlrHvQQ98OkDrTX9SY2lJo9XmApaF4Zjjb4GHdbCO9sQGhv+ObRu7YRiuQoatO/0anzd/UO4pgVaUxRUFR38bdNr/KJf5SkgoLXy1iSlEUkZeTbaTUPFPCW5By/PriM/qMXdkBEqErRe4LENrhkcWrdzHolJtj8kgdaaL4W9Ix7jl4vzWUrTlKC1pj9pSOxz9D79G7a3/Bxa7/c/ix2+LtjTep4RVll0oUQFepyaiJ8qdU4CrTWz6zyODgFBxj2tnVA84T6LoLVN/vIYWu2bVE0pI0Brc/J8TQ203t1qDqxyF2H75Yezv6NDqSZJoPVuvxPM91oU3RTQB1p/d2Yavi7TIgm01swoxzMCytCx8cFhLdDa+BnByEbp0jNPrGs+hWforA5B6xVeu3GsvSo9uJRFT9eABO4O9az4vwtOaFK0BgZW7qJnC2l/GVlK9KvYAWGxL+Hx6iFWN52Q9p2IFoUCQgGTU0BAa5NbMjFgQyrw9uN7tD0+HCsaO6JuoSqsq/l3NiNKQGuDyC6gNZ+s6khNDehFD2YdSyVC67X39uP2ywf4q+lE1qiU6tVY0FrT33CF9248eR3K0uyLkrwCFLWi+QJQ8j0S0Nq0dw1B6xyZs2Fq7QFsItKhE1eN/18HlzFwrNkH9lb8kdb0gNm0WM1kI62fxr1ET7fJ2NJiBspZWnGLSAAiPaA1T9q1cVdXwiq34aH1gjtbERb7CkubjGS6+UUHg1Kn7TVjaP3P/YO48cJHbSkR/jYK3U+OZy9nquQrw71/REWhgKSAgNamtRcSLSWmoUIqoLX8oJaSVHALuY75HlsFtHYegcm2P6G1VX22PKvv7oNP1BN1JJPXKz/8emkBjtovRd5kIq3lqV6DY56hz5lp2NFyFkrJIq0JPGx6eAT/tVmgpO0gxmJEBb4+OQEDKndB14RI6y2PjuFM6E3Qc2ly91mUlah6/nICWsvWSZ4eebHndpYpg6x9zKGQVQ3d7+uSHjwwJgx9z0yHJrRmWeg0DvT/9+Q06HNLQGvdd4k+0Jq+D74p0xI9y7VhHVKUOx1gkmzQeEZxMOA8Nsu+O9LLxooyUrk/98Y/zSfzDJ3VcQ25guWeidA69sMbtHfW3fqNu0M9K9IhtbqFquLnqt31bCHtL2OWEhU7sM82zefTtO9JtCgUEAqYkgICWpvSaomxGlwBNbRu4oi6BVXQeoHHFkS9i2Hpj0VJWwUEtObTU1t6YXkKLDm0NmaqVzn0Wnn3XzyOChHQ+gvLmxy0pnSNdQpW5tscAESkNbdURqk47ebfyKkFWmum99cHWv98wQmNUzgVLUFr8pssa1mCe65yf1LuC1NZkSft2virq1A8dyGMNXCktRxaa4sASuV0FXe5HFqTP2K3E+MEtFbcSpnOgAS0Np21opEmQuvpqJCH31KizfHhmFFnEOyK12ETlh/UUpIKbqHX4XRnC044rFTSsJIdi6HSg7cjaF3rJ7QukQCtffbhbsRjUPQXFQlaU3RYnqza04PLfaolaE1AoqRF0SRzOhp0CX/77MfBdotMQncxyLRXgEHrKl3RtVRz1vhW3+NwC76BjXYyaK1hwzLCfQmq5S2LodVFpLXmitB9+qKGI9C4SA32axW0fgVKmWwORR9oHRTzDBTZu6vlbFgnfP7IrdP2+5/BDl9XkfFBj02iP7RuhZ7lWrMeyU98n/8Ztka8haD1lodHsa/NfPUl6WVjRdCa9ubfOkLrZZ67cLy9Kj24UqF1Wlkx8K4rTz0GrSt1xKu3UTqnZedpX9QRCggFTFMBAa1Nc93EqA2kgBTpqAmNCFpHvovBPAGt01x1Aa35JL0d/hAj3BfjhMMq5MySnV1E0Lp9qcbol+DbtMZnf5JUOhK0NkaqV/nDBEFrv6hg5g0vSvIK7PRzxdGARH9A6fNnhcahGR79BLTmUcl4dX67sRa5s+TAlNr9WadSpLWzw3JYZMnFfufgPBpjbfuinVVD7oERtG5UxAaDqnTVek1oXDh6uU3Btpa/o4yFbtBa05Oee0CprEjQ+lKYZ4on2AlaU3rucTX7pbK3lC9fcHsLnsVFYElCpLUErSk6o0SuQgbtO70aJ0uJWy/vq7NzvHr3Gl1PjGPrUTVf2fQalujXhBUQ0Nq0Fi9MT0sJgtbT6wxEi+J12YTpoFauzNnV33lKUkEFrTez+2dTKPyD0+IAACAASURBVIaE1lNq9UerEvWYDKt99sE7wg9/NhnPfvZ85YehlxawF+2WWXNrlUruT6oNGkkXUorUVd67WbpxUTKmAt1PTmD3q100oPWp4OvYZDeNCeL7Ohj9z81icKpozgLsdwStq+Ytg2HVv02VaOaYHnxxw5HsGYAKQetncS+xsOGIVOmklIvdn3uB7vd1ibSWPn80D830OzMDXUo3R5/y7djUCFpv93VhWZNE0U0BfaA12UUQsP62bCK03vvkNIuG5y0HAs5h28Nj2CuD1umREUxuo8QzB4q0Xuq5C84J0DrmQxx75qdU1zULVOBpwih1Rl1eikr5S2F4tZ5G6Y+nE8lSIup9dJIDTjzXijpCAaGA+SogoLX5rq2YmR4KaIPWCz22IuJdtIDWeuj5pUsEtP6SQqq/33r5ACMvL0kCrSl1rX2pRmpo/ZfPf/B89Ujt/6JO9WoEf1Jt0No3Koil2RcleQV2+LngWMBlBhmpaMv0wKOfgNY8KhmvDkFri6w5MLmWClp7vvLF0EsLoQmtKVXYONt+OkHrIRed0LBw8tA6JPYFep+eajLQmrzCLj/zShFaT7i6CkWNAK3n396C5xrQ+kl0KPPGy4jQmiIKqglobbwPDDPqSUBr01pMKTvH5hbTUd6SP9KabJSmaUBr+UEtJalwOvQG5t3ZlOGhNa0ZWZZI0JqeGbwifDWgteo+JSVoTaleDzw5hx2tZrElltLzakY6Smt/MuQqFnvuVL+4V9KeEGMxjgJkNzKoSrcUoHUQ+p+bnQRa07Mu2ZMIaJ10jeg5WxNaL/HagbDYcLOB1pefe4Hu93WB1toyPXwOrc9iu6+zgNZ6/MvrB62nstTgidDaDXufuOkGrf3PYtuj44qA1pSR6vqLu1jbjD89+ImQq1ii8d0XEx8HBxflQWvHK8tRxrIERtn01mN3GOYSys7Rv3IXxMTHwjnQndmdiSIUEAoIBQS0FntAKKChgDZP2UUeW0FpM+mEnyhpq4CA1nx6aoPWdDq9rXVDfF/BgTUifwFlzFSvcq+hVXf34FFUoIDWX1hegtbHAy+D0jlLhbQk2F+3kMqegKcIaM2jkvHqTL2xBpZZc7FUnFSkCCbn9sthkVUVaU3QerxtP7TVIdKa/KfqF66OwclEWkvQenvLmShtUZx7wrTn5tb7RZ3qlfvCVFYkaO3+zCvFtGsTr/2BIjkLGDzSmqD1izeRWNxYFbXiHxMKSjO4u9Vc5qltjkUeaU2H87qcGMvWQ0Brc1xxw89JQGvDa5yWPUjQml4MlrO04m6aUk1PrdUfLROiduUHtbgbMkLFM6E3MFdAaxC0/q32APWaUXYmz4hHn0FrzfsU+fJQqtf//M+o/Um1ecpK15jaYQEjbMUM1wVB68FVuqNzqWZs7tt8nXEy+Co22U1nP/u+VkFr8j0vkjM/+11aRf+ZY6T1kkaj0LBwdabTUq8dCI0NZynDzaHoA61DYp+DInt3tJyFUhbFmAwErclDvXf5tuznA1oAqDnoZYw56Aute5Vri2/KtmJDJGBN3xv0LMVb2JrJDhqkl42V3EaJZw7swJbHDnZQnUoitJ6ImgXK8zRhlDrGst/SZTLMUqJyF8TFv8VB/8QDcrq0IeoKBYQC5qeAgNbmt6ZiRqlQIO7DW9g7j2QeX7UKVmItEbSmqNX5DYalomVxqTYFBLTm2xc3X95nD/InO/yBHJmzsYsIWrexboAfKnRgP8tT/UnQ2hipXlXQejiaFq3JxvKHzx48jAgEpbkWJXkFtvu5wEV2kpS0pLTq9QpV5ZZOQGtuqYxSccqNNcijBVprRjDZO4/CRNvv0caqAfeYCFrXK1wN/6vSTes1wbEv0Of0VGxvOQulE17g8DSeXtCavMKuvvBO8QQ7QevCOfNjfM3veaaidx2n25vx8s1rLGqs8geUoPWuVnNhbabQeu29/bjz8qE6O0fk+2h0dh2Ltc0moXr+cnprKS7MuAoIaG1aay9ZStDBubKW/JYSBK01U03LD2opSYUzoTcw5/ZGdv9sCsVQ6cHlKd3llkLabEzkesn9SQNiwtDvzHRo+5489/QWaF/oEjlpCusjxsivQLcT4/Fzta/RqWRTdhGBqBNBV0GZHag8eh2EAedmY3/bhSicIx/7HT3rVsxXCiOqpy5lbUaA1nRQlaKvzaFceuYJut/X5fNCgtaazzx9T09H97J2IHBKhQDo1kfHk/gjm4NexpiDvtC6d7m26JEKaL3f/yx2+Lok8SFnz6n1f4VdsdrGmLq6DzrcezP8HtY0m8TdL0HrRR7b4eKwgl0THR+LDi5jmBVTDQVB60nX/kShHHkx3vYH7rkZuiJZSgys0hXvPrzT+bCDoccm2hcKCAXSTwEBrdNPe9GzAhWIi38De5dRSaG15zaEv4kU0NoA6yWgNZ+oN8PvY5S7HFrPRhvr+onQ+u4+eEcm+tMZ059UG7R+EBEA8oYXJXkF6AWOa9CVJOmPBLQ2/R0z9fpfyJMtNyYlRFp7vfLDrzKvyHbOIzHJ9oc0hdbaXuDwqEkvs2fUGWT0SGser7CJ1/5E4Zz5DA6t593ahFdvo9XQOiDmKYvYMGdoLYcWErRe02wybPILT2ue/x1RJ6kCAlqb1o6QsnOkFlrLD2opSYWzT29i9q0NGR5a073lnHpD1D7k8kNLfNDaDfv8T4PSgVNJ6Xvy4jMP0EtxXSCUkvaNGEvqFeh6YhyGVOuhhtZ0UNc18IoaWj+MCsTA83OSQmv3paiYV0Brufr0/5s00non6J7ffKC1B+h+X5fPC20Hdb87Mw1fl2mRCK0DzmHrw2MCWuvx76wPtO7lNoX5iUvQet+T0yBbCV0ircmHfIevq8lC61Mh17DQY5saWr+Oj0FHF0fFQWsl3rdRdo6BVbrhw8cPIq2/Hv+z4hKhgLkqIKC1ua6smJdeCsR+eMPStv7ZZDxsC1ZkbSz23I7nbyKwQERa66VpShcJaM0n6Y3wexjtvizJw9yAc3PQ2rqeGlr/eXcvfCKfsAMXVIyZ6pUephc2HIEmRWqwvmks96L8saqxgNYprfBW3+M4GXRN/QKH6pKWyxqPRv1C1fg2BwARac0tlVEqErTOm90CE21/ZP15RzwGRUkfa78UebJasN9RpNpk25/Q2qo+95gIfNcpWAU/V+2u9RrJ300zVR5P43J/Up5r0qIOT9o1Y50En3trEyLfRmNhQqS1FEG2u9UcWOUukhbTVVwbckuJyPcx6OzqyCIKbESkteLWyxQGJKC1KaxS4hill/7bWv6OMha6RFqPxORaP6J1CdX3l/yglpJUoIjfmbfW41QGj7SWZ1SR20NQ1o3hlxezF+25s+TUuoSqVK+J/qQp2Wi4P/cCpR/VBUIpad+IsaReAbIb+bXaN+iYEGlNlkiaPqUPogIw6PxcHGi7EIUSIq3pWbd8XmuMrN4rVQMwx0jrpY1Go0Fh1bPhMu9dCIp+hiWNzCPSWp9DLtoskfqcmYZvyrRkvspUDgacx+aHR1gKelF0U0AfaN3TbQr6VrDH12Vass7+e3Iau/xO4N/W87g713ZNemUEo8Ndt18+YMCZt7iFXMd8j61wTYi0jnofg04KfLaafvNvZM+cFb/VHsg7NYPXo+wcg6t2w6dPn7DxwWF2oEkUoYBQQCggoLXYA0IBDQWSh9avWPpjUdJWAQGt+fRMDlq3sqqLHyt2ZI3IQbEErY2R6pUeJshXq3ECtF59dx98op4IaP2F5SVofSr4mtrfjaqTlpovJnh2iIDWPCoZr86U638hf3ZLTEhIuSVB66P2S5E3mwa0rvWT+qU/z+h4ofXOlrNR0qIoT5OsjtzrkvvCVFbkhdYFc+RVa5nKLpO9nEHrdzFY2EhlA6JOe9pyNqx10NJQ4zNEu3JordQXK4aYu2jTMAoIaG0YXQ3VamKk2kyUtijO3Q1lCpls+6P60JX8oBZ3Q0aoaGppqg2VHpwXWru2X4FcWVOC1on+pBK0JiBRIlehJKt57YUPHK8sF9DaCHtcqV2ooPW36FiyCRsiQevjgZdBmR2oJELrRSxNLRUBrbWvpvxAswpah7Hoa3MoqYHWmoeuVNC6FXqWa81kIWi9ScAvvbaI/tC6PYt2p0IAeqffiSRR018aDF2zWxadbWrQ2sljC044rGRTTXy2UlYWq5k317Pxzag76EtLYrS/E7T+X9XuyJQpE9b6/IdD7RYbrW/RkVBAKKBcBQS0Vu7aiJGlgwIxH+Lg4DxaS6S1gNaGWA4BrflUvR7ugzHuSV/+UEq1liUSoTX5SN+PDFCDYmP6k2qD1ncjH6ujvvlmmfFqCWhtnms++fpqFMieRwNaP8EvF51gaGgdFPMMlBpPV2hNUd9Ta/VHyxL1jLogPF5hci0NNcC5tzYi8l2sGloHxoShL3l1mjG0Xu2zD94RiZYS0osVpfmuGWrNRbtpr4CA1mmvqSFbTLSU0A1a2zuPYvYWUqYQOqiVTyO7iCHHrGvbAlqrFPsStL4d/hAj3BcjJWgtT/X6JDoUP5z9nUXRyaH1rZcPMPLyEpaWPUfmbLoum6hvBgp0dh2LodUTofVOP1ccC7ykhtb3owIwmEVaJ0JretYtl9dKRFrL1l8OrZd770KgGUHrC2F3QPf7umRmCI0LB6Wj1oTWvU//hm/LtlZD60MB50XEpp6fJfpA62/dJqNfBQc1tNaW6vtLw9GWUjy9bKzIRunOKx0jrUOvw+lOIrROzGKlLGg95/YGvPsYj1l1f/7Skhjt72Qp8XPVr5Etc1as9N6Fo/bLjNa36EgoIBRQrgICWit3bcTI0kGBmPg4OLiMxuqmE1CzQAU2giVeOxAWG87SH4uStgoIaM2np7aIBUqpZleiNn6q2Ik1suruHjyMTPSRNuZNMj1Mk69WoyI2bCxyGMI3y4xXa8ujY3ALuYFNdtPUk5f7lvGoIiKteVQyXh15Suu7EY8x5OJ8HLFfinwJkdYU3Ty19gC00gEUD720ELUKVsKQql9rnYy+oJWg9ZRa/XUaS1qoKU9Pqq1NY8GQOTc34vX7WCxIiLTW9wBAWuhirDYoI4bm4SLJd21104moWaC8sYYh+jEjBQS0Nq3FlCwltrechdIWxbgHTzZKE2y/RxurBuwaYx0u4h6gRsVzYbdZ+nJdYIg+/aTVNQaNtK7/K+yK1WZDlWc6kSCzq8NK5MqSQ+t05BFwj6ND8OPZmdjT2gnFcxVMco3kkZ0SBE8rzUQ7ylSA7EaG2fRCB+vGbIA7H7viqP8lBhmp3I/0x+AL83Cw3WIUzJ6H/Y6i88tYlsAom96pmpQ5pQd/+/E9y4i0vPEY1CtUlemywns3/KNDWWYucyjnw+5gio7Q+mncS/R0m8wOQZS1VNlb9D49laUGJ3BN5VDgBWy4f4iloBdFNwX0gtanJuH7ih3QPSHSer//WZ29iVU2FIkZPWjU6WVjRRmpPF89Yu+Fecvp0BuYd2cTTjisYpcYM4iEd4xUz+nOZryOj8O8er/ocplB61J2jl+qfYMcmbNisccOODssN2h/onGhgFDANBQQ0No01kmM0kgKJELrxJe2BK2fxoaz9MeipK0CAlrz6ZkctP6qRG3014DWjyIDsaKJY8JNsvH8SeWgVZ52lm+WGa8WQevTITex0e439eQFtDb9fcCgdc58GF/zezaZRGi9BPmyWbLf6ZOSm6C1bYFK+KVaytBaVx9m5q+tY6rytFglXmidN1tuTKr1U1p0mWwbKmgdhwWNhrI6ErTW1R/coINM48blNg7R8bHo4DIGAlqnsdAZqDkBrU1rsSVorevnHEHr8bb90NaqIZswQWuCTuMTLDGUpIKA1qrVoHvLefWH4qtitdjPyUFretGeM0t2rUso9xqVoPXe1k4oJoPWki3KsfZLkSeryhZFlIylAEHr4Ta94KABrY/4X8T2ljOZEBK0phSwlJ2ICkHr0pbFMdqmT6rEMkdovaKxI+oWqsJ0IWj95HUoljUW0HpLixkoZ2nFdCFo3atcW3xTthX7WQWtD7JoflF0U0BvaF2pI7qXtmOdMWj96Dj2tpnP3bkKWruBnmWlos8zM3eHKVTU531WctD67+aTUS1f2bQYVpq0schjK8LfRmF+A5UtlhKKylLiG3ZwThP8K2FsYgxCAaFA+ikgoHX6aS96VqAC0ktbzfSYS712IFRAa4OsloDWfLJefXEXY6+sSBIpQinVmmtA65V3/4VvVBDooZaKMf1J5aCV0il5RjxiafZFSV6BzY+O4mzoLWz4SkBrc9onE6/9icIa0Non8gl+vuCEI/aJ0JpSnU2vMxAtitflnvqwy4tQM3/FZKG12oe51VxY5y7M3S7zJ631o07+2tyNp1Bx7b39uPPyYYon2ClCLo8RoPXsmxsQE/8W8xv+ykasL8xJC12M1cafd/eyl8Yrm4xlXWrLNGOssYh+zEMBAa1Nax31zShBNkrjbPuqobX8oJaSVNAngi89x2/ISGun+kPRPAFar7t/CNdf3MWaZpPYdG++vI9Rl5ey6LDkoDWlet3p68rSgVPxiw7GT2dnMSBRLGeBJLLdi3yC/11wwuF2S5A/u+qwnigZS4FOrmMw0qYP2ls3YhPf5XcChwMuqKG1tj1Cz7qlLIsJaK2xVd58eAc6XEqH0usWVEFreuZ/HBViNtBan8NFYXEvQemo5dC6d7m26JEArQ8HXsB6Aa31+uDRB1p/c2oSfqzUCd1Kf8X6POB/Ftt0hNYErPf5n2b2TFJJLxsrfTIHngm9gbkakdYR76JBMPaf5pNRVUHQWolBWZKlhGXWnJh6Y43JZMjR6x9MXCQUEApwKyCgNbdUomJGUEBKjymH1iGxL1j6Y1HSVgEBrfn0TA5aNyteCwMqdVY/wGqD1sbwJ9UGrT1epQyj+GZu3rU2PTqKc1qgtWaqdR4FRHpwHpWMV2fitT9QJGcBjKvZj3UqQWvNl7f0PzOn3hCdoXWN/BXwa7UeWicTEPMU/c7MwC59oLXtj2p/UmMpRYdbvvQ5QdDaMltuFgluyDLr5nrExr/7DFrrmjbXkGNM67b/8NmDBxGJlhIStKbDRrYFK6Z1d6K9DKCAgNamtciSpcTOlrNR0qIo9+AJWo+17Yt2CZHW8oNa3A0ZoaKA1iqR6Z5DDq2vvfDG2maT2d9vht/HKPcvQ+sdvq7YkwCtfV8Ho/857dD6YVQgBp6fw9LyFsqRzwgrLbpQmgIdXRwxqkbvZKG1tntjgtYlLYthjIi0Vi9nctDaLyqYpQw3h3Lu6S2dIZUErTe3mI7yltZMBvK47lO+XRJove7eQRxsJyKtdd0n+kDrHqcm4qdKnZNA662PjmOfDpHWlBp8n/+Zz6B1ethYUUYq70g/nYIwzoTewJzbG3Gywx9M8lfvXoO8mpUGrZVoMUDZOYZW74l82S1AhyFNxdZF1/8tUV8oIBTQTQEBrXXTS9Q2cwUkaE0nz23yl2OzXeq1E8Exz7GkkYDWab38AlrzKaoVWl+Yh2bFbJNAa80HWGP6k9LLMPLValC4GpsQTwQl38zNuxZB6/Oht7H+q6nqiZKWZEXQuEgN7skLaM0tlVEqTri6CkVzFVRDaymaRDMFIq3z3Hq/wK54He4xUaS1Tf7yGFrtG63XSNB6d6u5sNIh0treeRQmaviTcg8olRV5MjJMubEGebLmxORa/VPZW8qXE7SOi38Hp4RI65DY5+h9+jcWEVTaorhB+06vxglaP4xItJSI+RAHglECWqfXiph+vwJam9YaStCaIpqsdYHWLmPgWLMP7K1UEZQErYvkzK/+zlOSChfC7rD05aby8tOQkdaUBrRZUVu2POvvH8KV596glKVUJGhNL9pzZM6mdQnl/qQStCYgUVQWaZ1SFLaS9ocYi+EUIGg9umZv9efEbr+TOOh/DjtazWKdastCNPbKSlhbFIFjje9SNTBzSg8uQWvKilOnYGWmizy7WqrEUsDFekHrN6/w7alJ2GQ3HRXyJELr7yrY4+syLdmsjgRexN/39oOev0TRTQF9oXX/Sp3RVYq0DjiHLQ+P4r82C7g7J2j9H2X1kEVap4eNFUHru5GP8UeTcdzjP/v0Jmbd2oBTMmi9rvkUVMlXhrsdQ1eUPwMauj+e9glaD7PphQLZLTH+6iqTuW/jmZuoIxQQCuivgIDW+msnrjRDBRJTKk+GTX6V78gy710Iin4moLUB1ltAaz5R6cXSuKsrk9y8Udq9psVqqqG13N/KmP6kBODIV6t+IRW05vGq5Zu5edfa+PAILj69g3UCWpvVQhO0Lpa7EMbW6Mvmpc23Tx9oPfzyYlTPXy5ZaO0fE4rvz/zOUneWyFWIW1PyJ52QDtCaxyuM0oNRmjBDQ+uZN9fjbfx7zGv4C9MtOPYF+pyeatbQetXdPXgUFai2lIj98Aa0FwS05v7XERVlCghobVpbQrKUIO9Iq9xFuAffwWUMxiSB1kmzi3A3ZISKF595mFTEjiGh9YIGw9A0AVpveHAY7s+81ND6Rvg9jHZfluJLYpbq1dcZ5GFNxfd1EPqfm82ABB1a0CyJe0u3Q3RG2BKiCyMpIP+c+PfxSRx4kgit70Y8xpCL83HEfinyZVP5ntOzLn0WCWiduEhxH97C3nkkVjUeh9qFKrE/yO/fjLSkBuuGoPXMW+vVoI+no2dvXoHSUWtC655uU9C3Qnt8XaYFa+Jo0CWs9flPQGseQWV19IHWX5+cgAFVuqJrqeastYMB57H54RGdoLX8c4LaSS8bK7JRuhflj1WNVTZKPEW+l1++e41uJ8axdz1V8pbmacIodXiewY0yEI1OyFJihE1vZrE2xn25gNbGXgDRn1BAoQoIaK3QhRHDSh8FIt/HgE55rWkmh9ZhWNJoVPoMyox7FdCab3Hdn3t9duKQoHWTojUwsHIX1shy713wf/1U7W+VCK0noGaBCnwd6VlLQGv9hEsOWi9sOAJNRKS1fqIq4Co6HVxcC7Q+2G4xCmbPw0aoN7TOVw5Dq2uPtH4SHYofzuoHrcfb9lP7kxpLQh6vMILWFllyYkptw0Zaz7y5Dm/j4z+D1tta/o4yFiWMJYlR+5FH6kjQmiIKahVUvRgVRSigiwICWuuiVvrXTczOkTpoLc8ukv4zSxyBgNYqLeieQw6tLz/zYilLqVwP9/niS2K5P+mj10EYkAy0lrKV6Jp6Xkl7R4wldQo4yDIyEIyiaH0pgtI74gl+ueikBVoXhmPCoU99R2BOkdZx8W9g7zLqc2gdmZgpR1+dlHKdPDqVZ1yJ0HoaKuQpyS4hj+t+FRySQOs1PvtA9kyi6KaAPtC6+8kJGCiD1pseHMb+tgu5O5dnZKALGbROBxsrika+HxmgM7TW9GMOfxuF7ifHKw5aKzHAhLJzjKzRC8VyFcTIy0twwmEVcmbJzr13REWhgFDAPBUQ0No811XMSk8FIt9Ho7PrWKxtNolFtFEhGBgQ/ZSlPxYlbRUQ0JpPz8vPvUAvBTXTG/58wQmNithgUJWurBHKCBCosU+N6U9KL8PIV6teoapsLHQjfDP8HijNvijJK0CRLpeeeYJSRklF9WJxOJoWrcktnUgPzi2VUSqqIkUSX7rdjwrA4PNzcaDtIhTKkZeNgUHr+r/Crlht7jGNcF+CqnnLYFj1b7Ve8zg6BD+enYk9rZ1QPFdB7nbl/qTcF6ayIk/atd9urEWuLNkxtfaAVPaW8uW/3/wH7+I/Yl7DIaxiSOwL9D49FVtb/I6yluYLrTUtJbS9GDWo6KJxs1NAQGvTWlIpO8euVnNhrYOlhNyrVn5QS0kqXHrmwdKXi/TgSe8t2aHJMA/1/ee1Fz5wvJJyZNOBgHPY+vCY2p9U8q0mIFFY5lv9NO4lerpNhjkf/FLSPlfiWOT3lnKvWu+Ix/jl4nwctV+KvAmR1mn1WWJO0FrbgUKCaQ8iAkApw82hnJH5APPM6fmbCJCH8ka7aagoQetTk/B9xQ7onhBpfSzoEuhZ44i9gNY8mmrW0Q9aj8egKt3QJSHS+lDAedC7jgM6QOtdfidwOOACy3QllfSysaKMBg8jdfs/k6e6D38bCYL5ZAVXWUGR1vJsK7ruD0PUp+wco2v0YdniyBLNxWEFcmfJaYiuRJtCAaGACSkgoLUJLZYYquEVkKA1eXxVy6dKD05pl/2jQwW0NoD8AlrziaoNWg+56ISGhZNC66DoxIwAxvQnJQC3orEj6haqwib0z/2DuPHCR0DrLywvPTBoRrpQdQGt+f4nlFxLnt7wQVQABmmB1vPqD8VXxWpxT4VOHZMf1pegNaXupFPKvIWiYcbW/A7trBryXpIm9ehFkk/UkxRPsE+7+TdyZs5mFGj9Pv4j5iZA69C4cPRym2L20PpxVIg6O4e2FJRpstCikQyjgIDWprXUErTe3Uq3FM6UwnGkTR+0t1Z5WhNoKpG7UKqjIw2hHh0MnHjtDwGtjw6BZhYffaA1pXolf1LysKYiQWsCEoVk0FoCSpvsEqMgDbG+ok3lKkDQepxtX3UWnz2P3bDP/zR2JXjVStD6WPulyJNVlR5cbq+j7+zMEVprWrdQ2mKyHjInaD33ziYWWclbXryNBKWj/gxaV+qI7qXtWDPHgi5j9d29AlrziqpRT19oPbhKd3Qu1Yy1dCjwAjbcP5RqaJ1eNlYsDb+OGQ3Ohd3G1Ot/qe85JGi94avfUClvKT1WwjCXbH50FOdCbzOYrpQiWUpY5y762YEmpYxRjEMoIBQwvgICWhtfc9GjghWIeBeNLifGMo8vTWj95HWo+sWugodvckMT0JpvybS9dCNo3aCwDQYnRFov9dqJ4BjyXlelsTcWtH778T3aHh8uoDXfUiaptf7+Ibg/91anZ6Q/ylM48jQrIq15VDJenbFXVqKkZVGMsenDOk2E1okvdmmd9YHWlfOXxvBqPbVOxi86GD+dncX8JnWF1o4a24sPcwAAIABJREFU/qTGUorHK4ygdY7MWfFb7YEGHdaMG/8g/sPn0HpLixkoZ2ll0L7Tq3E6kKd5byNBa3oJWqdg5fQalujXhBUQ0Nq0Fk+ylNAHWpPvoIN1YzZheXYRJakgoLVqNeie4zNo/fQOS1lK5eqLuxh7ZUWKcF/uT6rt3kZae6X6eCppb5r7WAg0aVrPELTe+8QNu1vNYVP3euWHXy8tgBxaF81VEONq9kuVPOYErbU9z/PcP6dKQCNffDr0BubpCa01YSB5XP/wGbTew1LQi6KbAvpA624nxuN/VeXQ+iDLNMZbdj52xRH/i0kireWfJbxtpbYes1GKDMKKJo7cTcmhtXS4QmnQepuvM04EXcXmFtO552boipKlRGmLYiAbxEPtFqNAgq2aofsW7QsFhALKVUBAa+WujRhZOijw6t1rdD0xjkGkqgmR1nTDoplCMx2GZbZdCmjNt7Ta0htSSrV6havhf1W6sUaWeu1AcMwLLGk0kv1sLH/SNx/eoZ3zCHZDX7egKtJ63f1DuPbCG2ubqbzyRNGuAOl09bk3OyQjFXqxOL/BMDQrasstm4DW3FIZpSK9+C1pWUwNrbWl0KR1dqo/FM11iLQedXkpKuYrhRHVtUNr39fB6H9uFva2mY9iOQtwz1U62WxvpYqaM1bhSW84/ebfyJYpK6bVMSy0nn7jb3z8AMxp+DObvpTalB7my1taG0sSo/Yjtz7R9llu1AGJzkxeAQGtTWsJJUuJf1vPY+kYeUtnV0cMs+mFDgnQmg5qWVsUgWON73ibMFo9bZmKjNa5Hh3FvnmPT58+wiJXDj2uTv4SuudY1HAEGhepwSptenQU5zWirHigNaV63ajhT6rN+kQaQeT7GNA+0bTbStMJicYUr4A8pS8Ba0oRTodkqHi+8sPQSwtwvP0yWGbNzX5HWRGK5CwgoLXG6mqz++Kx11H8BtEYoFvodTjd2axTpLW2tMuULvynSp3RrfRXrPXjwe74w3s3jtovMyU5FDFWfaA1vUMdUq0HOpVsyuZwOPAC1t07iIPtdIDWfq44GnCJWUtIJb1srBi0jgpigRm85XzYHUy5vlp9AExbGnvetgxZT9vhAEP2x9M2rbOj7XfssPjA83OYF7rceoSnHVFHKCAUMC8FBLQ2r/UUs0mlAhK0Jo9ZSsNKRUDrVIqawuUCWvNpywutyYd1cUMVtJb8Sf9oMg61Clbi60iPWhLo0IzOowjiqwJaf1FNbXBfQOsvyqb4CuQLWdqyOEYnRFo/eh2EAedmJ3n40medR7kvRcW8X4bWlLqzqA7QmvxJR9fsjfSA1g8jAlM8wT7j5j/ImimLUaD1p4/A7AYqaB0W9xLfuk1mJ9DNGVoHalhKCGit+I8WxQ9QQGvFL1GSAUrQek9rJxTXwVKis+tYDLPpmQRaa2YXUZIK7s+9WPpy4Wk9hD0fNCpiw5ZHnhqUC1oHXsDG+4fYvQwVCVofbLcYBWXRUFJ06OqmE1GzQHklbQkxFiMpQNB6ku0PaG1Vn/W478lp/Pv45GfQ2rn9clhkzcXqkP98kZz5BbTWWCMJWq9uOgE1C1Rgf1ntsw93Ix6DnvHNoaig9RaccFjJPZ3wt1HofnJ8Eq9ggtb9K3VG1wRo7RzsjlUCWnNrqllRX2j9S7Ue6JgArY8EXsQ/9w7oDK2PBV5i9kxSSS8bK33eAV8Iu4PJWqC10qwy6ADRPv8zarsGvTZJGl8kHU6omLckfjw7U+fMcWk8HNGcUEAooBAFBLRWyEKIYShDAXU6Mxm01vWUnTJmo/xRCGjNt0YXn3lg0rU/k7x0o0jruoWq4ueq3VkjS7x2IFQLtF7VeBxqFzI+tL4iiyDmm2nGqkXe39df3E0Ska5PBK6ItFbWviFoXcayBEbZ9GYDk6D1f20WsJdxVPSF1hXylsTI6r20Ttj3dRD6n5vN/CZ1hdajavRW+5MaS00erzAVtM6MaXUGGXRYFGmtDVpvspuOCnnMM9J6mfcuBGmD1o0dUbeQKmuGKEIBXRQQ0FoXtdK/rmQpoQ+0Hlr9W3Qs2YRNQp5dJP1nljgCAa1VWtA9hxxanw29BUpZSoXu2SnNe0pwX+5PSp66gy/MgzZoLR2CMvTBWSXtNTGWpAq0cx6JybY/pgCtfTH00kLIoXXhnPkwvub3qZLTnNKDR8fHgjIiyaG1d4QfyOfaHIpbyHU4eegHrcnioEre0kwG8rgeULlLEmi90utfloJeFN0U0Adak8Xir9W+SQKt/763n6V55i07/FxwPPDyZ9A6PWysyEbp8esQLG88hnf4kEPrZ29egdLWKw1a//fkNHb5nQBl2lFKoTTw42z7scCxfmemY1erubDOXVgpwxPjEAoIBdJJAQGt00l40a0yFZBObWreAPO8WFfmbJQ/KgGt+dZIfgNMV5EPWJ2CVdTQerHndhYdSOn/qBjLn1TqRxOOb3hwGJefeSXxauabacaq9fe9A7gZfg9rmk1ST1wfr2MBrZW1b8a4L0e5vFZquKwNJuvjXT7afRnK57VOFlprg+M8ynRyHQNNf1Kea9KiDk/atRm31iELMmG6oaH19bXAp8yY1eB/bGphb17hWwW+ZEgL3aU2lnrtRHDMc7WlxNuP79H2+HD2cqZeoapp2ZVoK4MoIKC1aS202lKitROK6RBpLX8xLc8uoiQVeGCsksZryPTgSxqNQsPC1dl0tzw6htMhN7HRTgWteeA+pXpdfz/Rn/Re5JMUfSfpPofSqopDUEraYcYbC1lHTa71E1qXUEVayyGJx8tHGHZ5EZwdlsMiiyrSmg5oF8qRF+Ntf0jVQM0JWr+OjwFlRNLMWvCXz3/wivA1G2h9KuQaFnhsg6vDCu511xZo0v3kBAys0hVdSzVn7bgEX8Fyr10sBb0ouimgD7SmLCyaB9qOBl3CGp99ONxuCXfn2/1c4BLoji0tZqivSS8bK7JR8n/9FMsaj+YevzzQJPF5UlmHoA8EnMPWh8fYQXelFMrOMcG2H6rnL4fep3/DjpazUMqimFKGJ8YhFBAKpJMCAlqnk/CiW2UqoC3VEPlufimFqTJno/xRCWjNt0a80PpZ3EssTIDW2tJ28/WmWy0JWmtGU2x8eASXwjwFtP6ClAJa67bXTKW2HC5LYEAzAloFrYejadGa3NOSw3D5hdrSkPM0Tr6Tw216wSHBn5TnmrSow5N27fdb65DZaNA6C2Y1GMymptST8Wmhu9QGQeuQ2OdqSwn6Pe1LAa3TUuWM1ZaA1qa13mpo3WY+iulgKUG+lZopQOXZRZSkAk/aayWN11jQeqvvcbgF39AJWlOq13X3D+BAW5U/qQStCUjkz275mYz0faIJypWksxiL4RUgaD2lVn+0KlGPdbbf/wx2+rqqI/skaO3isAK5s+RkdSitLqWaF9A6cX0kaP1X04mokZBqf43PfnhGPDIraL3QYxtoL/AWbZZ+BK0HVemKLgnQ2jXkCpZ5CmjNq6lmPX2htaZ1yLGgS/hLD2jtGniF2TNJJb1srAhaB0Q/xdJG/NBabuknQWul2U3Jv8/12SNpfQ1B64m238OmQAX0dJvMou3LWpZI625Ee0IBoYCJKSCgtYktmBiuYRUIfxsJuuGldGmV8pZinRG0fhARAPLsFSVtFRDQmk/P82F3MEXDH4euokjr2gUrY0jVr1kjFGn9/M0rBsKoGMufVPLOphRltgUrsr4JWl8M8wB5w4uSvAIErW+9vA96ESEVesk3t/6vsCtWm1s6EWnNLZVRKpL3tGYab21ggNaZDpg0KVKDe0wErcvmSUw7Lr/wYVQgBp6fgwNtF6JQjnzc7RK0HmbTS+1Pyn1hKisStH4cFZLiCXaC1pk+ZcKMuoZNDz7t+hpkQhbMqq+KtJag9Ua7aaiYp2QqZ6rMy5cyS4lwdXYOGiXtS4ooqF+omjIHLUalaAUEtFb08nw2OH0tJQhaD6nWA50SfCu/dKAqPVUR0FqlPn2204v3BoVVn+0ErU8FX2cpS6lcfu6FCV/w/pb7k/pEPsHPF5xwxH4J8mXTDq11PZyXnntF9J22ChC0nlqrP1pqQOsdvq7Yk5COVoLWru1XIFfWRGhdIHseTBCR1urFiHofg06ujiwrl03+cuz3BK09Xj1kKcPNoZwMuYrFHjtY1D1vkaD1P80no2q+suwy8rgeXKU7Opdqxn4maL3UcxecRaQ1r6zqevpB66SHoAlar767j31H8JZtvs44GXwVZM8kFYLW6WFjJbdR4pnDZ9A67iW+dZvMIsfLWVrxNGGUOseD3fGn9x6d1sbQA5MsJWoWrAjypzfnZ3BDaynaFwqYkwICWpvTaoq5pFqBF28jmR+OJrT+8+5e3Ivyx6rGAlqnWmBZAwJa8yl6Luw2pl7/K4nXHPmA2RaohF+qqaD1Is9tePEm4nNobeDUfLEf3oA8aD6D1k/vgNLsi5K8Amvv7cftlw8+h9b1foFd8Trc0glozS2VUSoStK6YtxRGVO/J+pN8Q/dqpGDVB1p/KQXrg6gADDr/f/bOOj6qYw3DL+5JCO6uIQR3d6hT2kKB0lKsFJdiLb01tGgptBQtbi2F4lrcIbg7BA0ESAgQ4P5mNmezOVk5u1nfd+4fvWRHn5ndOWfe+b7vJxtE6/ju3JwCCYCIFXb5cZhZ0fq7Q9PxOslr/K+szgLaUenrA78hqYFofTf6oXxhNnwWcFTbrqp3zPH5uGVEtDYUNlzVN7brmQQoWnvWvCneOQy9gGgZwTsb+qNj8ThhwFLoCi11OioPRWsdWeOi9X69MLDrzjEM2D/JbExr4er191N/6eOTnnx4CZ13jjArWg+r0BU1s4U4anpZrxsTEOFGvi7zmYFo/R/mXVgL8SwsUmj4OXTb/TMMRevBB6bAP2U6DCj9SaJG5k3uwSNeREJcLjUUrY29PyYKmIsLb7i5D2OsFK0fPn8CEapiao1BKBErWqv3JilaH11glRjuYhRu07wtorU63NTq67sx+aQQRrXHFNddqIrbmwQQV4Wx0oVRuiM9hmhN6r301tNwaTXsbqK1O3ohkCElSrdDmczF8M6GftL4RcS3ZiIBEvBtAhStfXv+OXoVAUW0NrzZJW4Innp0maK1A1YLRWttUI2J1iIOWHBAYZVoHYGRFb+UlSrxSR0dT86YaD3r/CrsCDtC0drC9FK01rb+PS1Xz91jUSQgD7qV0InWl57cxCf/fScP6pS4oeIAWcSfr2KFpXXfvROQJ3029ApqaRRJnGg9WsYE1Jp08UlboFnuqlqL2CWfEK2vPAkz63bt+8PT8QrOEa2TITm+q6ATx41dYLPLoN2oEiFa3466rw8pIbqmFjbcqLvsigcQoGjtAZNk0EVFtP6r/khkSR2gufNqazZ3Fq333zsFceFr+xu/ax6fKzM60j24oRcNtTWbFtFaWM39ZlS0Hgv/FOkSYBMH0EK0rJ29nCuRsm0XERCi9Tdl2+vnf/mV/yDWXQLRuslEpEmWSvZSXND2o2gdb8biROtBCArQWRQb89Tlomm2S7NStD62wCqL6IgXTyBiKKtF604l3tN7AbFFDLfLgLygEltF6x5BLdE4V2VJQGfNu9gG0TrOC4iox1VhrHSi9V2MqdxD84yqvZYoorW7ubrefPMARhydY1Ucec0QbMwoReuQdqiQuUSsd4m43zwbq2QxEiABLyBA0doLJpFDsB8BxbpKuEsrFOsSVIjWJyMuQcTsZbIvAYrW2nhuu3UYQw7+Fu/QTYjWpQIK4YsSzWUlo4/OgYjJPkIlWjs6Pmnky6dosraXdFEWnLGQ7Mvs86uwLewIptPS2uwEG3PvJt2D09Ja2xfDTXP12D0GRQPyJhCtl9QbjuxpAmWvxTz/XKkHKmcJ0jwKIVrnTp8NvU2I1mceXUWH7T/hn4Y/y5iAWpNOtH4fzWJdvWotl9h8IlbYtSe3zd5gF6L1S7zGdw62tB6yfwpSJEmJ/1XQuSFXRGvxG1bUL29ih+qW5dUhJZR1yRikbjldHtEpitYeMU36TiohJf5uMAqZrQgpIUTrz4u9o48bqvYu4k4UKFrrZkM8cxi+DwjxcMP1ffq4oWqXpsbmUB2f9MTDy+iyczhWNRoLPyOitfDCNKB0W9TLWcGdlgT74iQC9dd0w7dlP9d7jpKi9fk1WFp/hOzBkfvn0H3Pz9jQ5BekTpZS/k2I1hlSpMXAkHaJ6qV3WVrrxNnfqw9EyVj34N4mWtti9amI1oZcROiKLiWa699nhGj989F5VsXKTtTC86LCtojW6tjTQrSedGIRVjUap5mMsLTefOMgZtb6Wl/GVWGsRBilm1H35Pu61qQWrcOe3seHmwdjbp3/IV8694nP/N+tQ/jh8AxsbDpJ69Acnk+I1oNDPkWlrCUTnC06vHE2QAIk4LYEKFq77dSwY64goMSxjCdan1qGEw8vSvfHTPYlQNFaG09TonVQQEF0LfG+rGTU0TkINxCtlUMqR8cnjYx5iibrEorW/4Udlq51mUwTmHLqLxx7cD5eTDJxyDPUwDJBCz+6B9dCyXl5uu8Zg+J++fBlyRay0ctPwtD2v/9hcb1hyJEmk/ybbaL1RORKlwV9SrUyOpgzEVfQYccwq0VrdXxSZ5HSEivsh8PTEfP6Fb4rp4s17ag0eP9kpEySSi9a338WgXc3fiW9RRSjaO0o7KzXywhQtPasCVW8c1gvWn+F9sXextt5asgBC+8ihf3jQmK4E4UD909BxNz2ZUtrxfOSoWg97+I6rLu2R7osFWnnnaMYuP9Xs5x0rl6X6mNgnnh4CV12jjApWqsFDHdaF+yL4wmoL+Euv7oNc86thghHINLh8LMQlzwNRevBB39DhuRppLVdYpI3idaKG2y1aH3o/mnpMtwbkm2iteI2Pc4aU30JV8TKHnV0nltZk3rKfNkiWjdd1xu9g1uiUU6dpfXaG3sw8fhirG6s3T34n+dXY8vNQyrR2jVhrIRHqjArRes9d4+j/75f9HupEL0/2jLE7UTr7bdDMfjAZLd6NhLeOYaU+QxVswZDCNi/VOmHMpmKeMpXhv0kARJwEAGK1g4Cy2o9k8Dt6AdosWmgjPFVKEMuOQghLB1/eIGitQOmlKK1NqjiNuT3h2dgk8FtSBEHTNy4VkTrkUf/hHixHV6hq75ScWDgaNH6SUwUxEvK5GoDEJyxoGzb2AuHtpH6Vq7JRi7EqN3paSFC0VoLJeflEaJ1Cb/86FpSd6HkSmQY2mxNKFpba9Hab99E5ExrWrQ+HXEZHXcMl/EmM1phaS1iwBm603MWKS1u18Qt8JjXLx0uWg/aPxmpk6bCt+V1ltbCa4WwJvRm0Xr0sbm4Fx0XUkKM25bLFM5aL2zH/QlQtHb/OTLsoeKdY3mDUchkhaX1exu/wmcGorXau4g7UTh4/zSE+3JfFq2jXz6XB8CG4YLmX1yHtQai9Y7boRhk4QBb5+pVxCcdI6f4+IOL+GLXSClIZEie0D24EJC6lvwATXNVcaclwb44iYBatP7n6nb8eW6VXrQ+FH5GXniJZ2l98Dekp2gdb4YePH8McbnU0A32H2f+wcF7p7xGtF53Yy8mHF9klbj56EVkAhfCwiK9a8m4cEebbu7HyKNzKVrb8J23RbRusq43+hiI1rbMq/DWpzZ8cFUYK+GR6vbTcBnOS2vae/cExPu68sxxI+oeWm4Zgnl1vkPedNm1VuPwfFpCgji8E6oGhOHGN2U+Q50c5RN4h3F2X9geCZCA+xCgaO0+c8GeuAEBRbSeXXsoCqanaO3oKaForY2wMRc+UrT2L6AXxoRoHfE8EsMqfKGv1BnxSRXRekq1ASgVK1obc+2kbaS+lcuUaC1iAIoHdq2JorVWUs7Jp/5uKqL1oro/IWfazLIT4rtpm2idGX1KfWx0IIpovbLhGASkTK95sEK07lj8XbyZp7rmMvbIKETrm1F3zbpdE6L1i9cx+L5cJ3s0abIOnWidGt+Wby/z6EXrGoNRzD+fQ9t2VeVCtL4fHaEPKaGsS2vd1ruq/2zX/QhQtHa/OTHXozjRejQypfLT3HkpWhd9C2/nrSnLCNFa/E4q3kU0V+SEjBStAb1oXbUPygUWk9SFaL3m2m6IOJsiaRet4+KTKqL1msbjkD552gSzKbyVdCj2jtOfLZywrNiEBgJStK7wBWplKyNzC9F69rl/8Vf9kfLfimgt3NOmSppC/k2EwkqfPDUGhXyqoQXTWbzJ0loRrf+oMQjF/XUxrb1RtJ54YqFVbqTjROuBCIp1my5E6y+D4i7KCNFaxO3d0GRiotaTLxa2VbTuG9wKDXNWksiEaD3++EKIPUJrMhZizlVhrIRofedpOEbZRbT+HnnTZdOKweH59t07CRF2zJ0u9Bl6G7TlnMTh0NgACZCASwhQtHYJdjbqrgTEbboWmwfJGF+KaG0s7qy79t/T+kXRWtuMbQ07iB+PzIwXd0btgnhE6Gw8ehGVQLS2VhjT1qO4XI9jIiFcAKpF6003DkC42WcyTWDyyWU4ERE/9IASz6cuRWuPXToi3ryh6/6rkbfQeuu3WFj3J+RKhGgt3I1lT5sJfU2I1qciLqPTjuGwVrRWxyd1FngtscJ+PDIDz17F4AdHi9b7JiN1sjjROvz5Y7yzoR8MDwmdxcVZ7Yw+OkeK8yMqfqlvUhwSCIuCKllKOasbbMeLCFC09qzJVEJKLG9gnWjdfNMAtCvyJt6JFa3Vz6PuROHQ/TMQMbcNhTF36p+6L1HRL/D69SukS5PKbt00JlovuLgeq67uki5LRdLiKlS4ev3FID7psQcX0XXXSClIGBOtheeyNkWa4d28tew2FlbkOQTUovWKq9sx8+xKiHAEIhn7bn598HekTZYKg8tQtFZm2tjz6LQzK7D/3gn8Xn2Q5ywIMz1V/7ZoGZSx8wd17OPNNw9g+NHZ0pqfyToCNonWa3uhb+mP9aK1cPs+9thCrLVCtJ51fhW2hx3B9JpD9B12VRgrW0RrtRgsLmd/tOVrzKvjXqK1O17oE3vGj+U7o3b2cvJy/8iKX6Ja1tLWLVzmJgES8DoCFK29bko5oMQQuPU0HB9sHiRjfBVIn1NW9fvpvxEafi5e3NnEtMGycQQoWmtbDVvCDmJY6Kx4L11qy5bhobPx5EWUvNWuJGfcUjR201lYWm+6sV+62WcyTeDXk0shhMZJVfvpM1G09vwVI0TrUgGF8EWJ5nIwVyNvo/XWoQlE67GVe6Fi5hKaB/zVvl+QzYxoffLhJXTeOUK67vRPod3SWlhDfV7sbbwVG59Uc4cSmVHECrsVdd+s27WfjsxE9KsXDhetB+6bjLRJU2NoBZ2ltTHLlkQO1+2Kjzo6R45THVJCWBRUpWjtdvPlCR2iaO0JsxTXR8U7xz8Nf0agFSEl3t80EJ8UeUMvWqu9i7gTBWPWnO7UP3VfHCFaP335DI3W9sDEqn1RNrCobHLBpfVYdSVOtN52+wiGHJhi1upKWM0ZWkMee3ABXXeNwtrG45EueZoEWEUcz48KNEDz/HXdGTn75iAC4h10WIWuqJktRLaw4toOzDyzQi9aGxNNvjk0FWmSpqRobTAnxjz/TD+zAvu8SLTWhR6I8+KgZUka8/T2xvre6B70EZrEhiTYHHYA4nyEorUWovHz2CJaN17bE/1Lt0aDWEtrW0Trmef+xc5boTI8k5JcFcZKF0bpIUZW7KYZoFq0vhF5By23foP5db5HHjeytD5y/xy67/kZ65tMRJpk9rskpxmUkYyGISXUl54SUy/LkgAJeDYBitaePX/svZ0JKKK1cJeWP30OWbsQrY+En5WWpEz2JUDRWhtPU6J10YC86FbiA1mJeCl7HPMUw8p30VfqXNF6EIICdG7L5l5Yi4039lG0tjC9QrQ+/egKfqnSV59TiNaDQtqhXo4K2hYHALoH14zKKRmFaB0cUBhdSrwn21NE60V1f5QxqUWyJd68EK2zpglEv+DWRscRJ1qPhX+KhPElTQ1eiNbtDeKTOgUSACFa3466b9btmhCtn758Lm9eOzIJ0TpdsjT4pvxnshljMQQd2b4r6hai9cPnTxJ456Bo7YrZ8I42KVp71jwqovWKhj8jo5WidVsDC1opWgcUQNcS77sdAGNxc92ukwYdcqRo/UuVfiiTqYhsTYjW/17ZKeNsiqRVtDaMO6sXrZuMl/unOn28ZSjey18bHxSo787I2TcHERDPueJSXA0D0XrGmRVYHmtpbUq0Tp00BYaU0T2L2Zq8yT24XrSuOQTF/PJKJEK0FrFzRZxrb0g60XqJvHSrNSmi9eRqAxAcG55MiNY9glqica7KshqK1lppJsxnq2j9Vek2qJ+zoqxQitZHF2Btk/GaOyJF69tHMa3GYH0ZV4Wx0onWEdLiV2syJVovqPMDcqfLqrUah+ezdOnM4R0w0oChaC3Ow4aEfGpVuDxX9JltkgAJOJ4ARWvHM2YLHkQg7Ol9fLh5sHSXli+dTrSeeno5DoefoWjtgHmkaK0Nqu6l6894MZl67h6Lwv550L2kIlrPwpOYaPykEq0dHZ804kUkhDuu36sPlIeWIs27uA7rr+2VbvaZTBOYdGoJzj68Kq1flNRwbQ8MKv0J6uWkaO2pa0dYHpXOWEQvWl+LvI2PhaV1nR+QK/aFVbyYja/SG+UzFdc8zAH7JyFL6owmResTDy+jy87hWNVoLPysEK3V8Uk1dyiRGYXbtbvRD8zeYB92ZBYiX8b/XUtks0aLD9j3KzIkS4evy+tcUgoxV8RQM/xdc0S7rqxz5NE/8eh5ZALvHMKioFrWYFd2jW17KAGK1p41cbaGlJBunws3xbv5assBq72LuBOFw+FnZcxtYWmXOllKd+qa0b44RLSOiUajdT2lV5+QQJ1ovfDiBqy8uiNOtL51WMYTNhffUggQ447FxSc9Gn5ezv26JhOQNlnqBONp+9//0CxvNbQUQ3coAAAgAElEQVQq0MjtubOD9icgnnNF+JHqse5dV17bgeln/oEIRyDSgfun0HvP+HhrbuihqUiZNDm+LqPzemNr8i7ROgLicqlwl1w0VrSecXYldt85LkPYeENafX03ppxaKsMbaU2RMU/RZF0v6QkxOGMhWUyEK+sV/BEa5dSJ1uLSv7j8KsJDMFlHwBbRutHanhhYuq3+DGPDzX34+eg8uUdoTUK03nX7WLy17aowVsbCKFkax/57p9Bnb9zv2vXIO2i19Zt4ZwCW6nDG57ZedHdk3wytq4XVvuEFCEe2y7pJgATcmwBFa/eeH/bOyQRuRt2DcGdG0do54Claa+Osi8mkEq33jEVhvzjR2pi4Ix7+HC9aP8Gb6+OLO0K0Xndtj3Szz2SawC8nl+BcRHzRWv3Cp4UfLa21UHJeni92jUSZwKLoXFxnaa1+YX326gUarOlmg2j9K7KkDjAjWl9Cl50jrBatRXzST4u8ibdj45M6i5QW0Xp4aMLLOI7o31d7J8EveXq9aB3xIuHvmiPadWWdI4R3DiMhJRhDzJWz4tltU7T2rPlTDi2FUBCQUntIiRabB6FNoSYeIVorLjB9WbSOehkNcQBsKFovurgRIsaw3tLaAaL1p9t+QINcFeVaYfI9AmrR+t9rOzHtzHK9aK0WdwShbw/9gRRJk1G0Nlgu955FQFwuNRStjQl7nrzCVl/fhSmnllknWr98iiZr44vWTdf1Ru/glnrRemvYQfxI0dqmpWGLaK2+eL/x5j6MtlK0NnYhw1VhrIRHqvBnj+TlG61JfRnH2MV1rXU5Mt+ZR1fRYftPsDY8jCP7ZChaqy+gOLJd1k0CJODeBChau/f8sHdOJqCI1uIlPm+67LJ1YWl96P5p/FZ9oJN74/3NUbTWNsdCtB5xdA7WG9xU7blnLAr55UaPkh/KSoRoHfXyWTw3uuLhb3Sl7qjiwPikirgjXJSV8Ne5B59/cR3WUrS2OLlCtD4fcQ0TqvbR5xWi9QAD11oWK6F7cC2InJpHiNZlA4uhU/F3ZbuKaK24BlNE6wlV+qBcpmKa+zZg/6/InNof/YPbGC1z4qFOtF7deCwyJNfuHlyI1u2KvKmPT6q5Q4nMqBOtRaww04cBQrR+HBMdL+xBIps1WlyI1v7J02NIrKW18rv2W/W4sAeOaNeVdQrR+pGRkBIUrV05K57dNkVrz5q/OEubMfBPYZ1o3bpQE7xnYGltGBLDnSi4Y9xGc3wcYWmtiNa/Vu2P0oGFZfNCtP7nyjbMr/u9/Pc2jaL12GMLsbbxOFlGsbRe33gC0iRPaGktDsRr5iiDdoXfcKclwb44iYB4BzV8nhCi9R+nl+OfhjpLa1OidfIkyfBNWVpaK9OkiNYzan6NIn555J+NuVB20rQ6pBkhWv926i+IUBVaU2SsaG34u2ZMtP7hyExsoqW1Vqz6fDaL1iGf6EOcCdF61NF58c6vLHVEiNZ77hyP5/reVWGshGgtwkWJMAdakynR2jBEmNa6HJnvwuPrEBfL/qo/Ul6Id4ck9oxhFbqiZrYQ6e3sixIt0Cx3VXfoGvtAAiTgQgIUrV0In027H4EbUffQcssQzKvzPfKmyyY7+MeZf3Dw3imK1g6YLorW2qBuurkfo47OjedeqdeecSjol0svWgv3V9GvXuCHcp30lTpDtFbc6AoXZcVjResFF9dj9bVdELHhmUwTmHhyMS48ug4hXirJFndItLR2r1WmFq1vRN5By63fQBGto18+h4jVJC4rlAvULloP3P8rMpkRrY8/uAjR9prG45A+eVrNUN7fNBCfFHnD6aK1iBV2PzrC7A324cIaWCWsah6YFRn7752EgBQZMKRcO1lKCXvgzaK1YPsk5mmCkBKG7jytQMisJACK1p61CJSQEv82Ggt/K0JKfLB5MD4u1FgvWouQGMLttOJdxJ0ohIafg4i5vb7JRKRJlsqduma0L44QrY2JO4svbcTyy3Gi9X+3DuH7wzPMijvC1euYYwv0orUltp13DkflLKXQvuhbbs+dHbQ/AZ1oHRduZNX1XZh66m+9aK2O/Sp68O3haUiOpBStDaZDXO4Ul0tn1voGhTPklp94m2itXhtaVqOxyzhN1vVG3+BWaJizkqxCy++alrZ8MY9tonV3DA75FHVzlJfIxPnVyKNzrRKtRbz2ffdO4Pfqca7vZRirYm/j7Tw1nDoVIoxSxPNIDKvwheZ2D94/DXFGp4TauBp5G61FiLC6PyFX2sya63F0xstPwiBCeCypNxzZ0wQ6ujlN9Ys9Q1wQqJEtRIZE+LzY23jLyXOuqaPMRAIk4FQCFK2dipuNuTuBm1F38dGWr+OJ1tPOrMCBeycpWjtg8ihaa4NqzL2SiANWwC+nXrT+8cgMPHsVk0C0HlWpO6o60NJa3EB9e0M/GXvIULRedXWXdLPPZJqAMdFauDrrV/pjNIh94dbCj6K1FkrOyyOsnctlKq63tFb2lfl1vkeedNlgq2g96MBkBKbMgP6l2xodzLEHF9HVBtFaxict0gzv5q3lPEgAtMQKM+bC2hGd7L/vFwQk99OL1o9eROKN9X3kvh8UUMARTbq8TmOu1w0PDFzeQXbA4whQtPasKVO8c1grWn+4eTBaFWqE9/LVkQNWh8RwJwqWrIHdqa+iLw4RrWNjvxpaJC65tAl/XdkqL9OJtDXsICxZJIp3kZ+PzsfaJuNlGUtW7OIygwiVonidcTfW7I9jCahFa7U1rTHR+n+HpyEZkuCbsp8nqnPeFNP6TvQDiMulhqL1rPOrsCPsCKbVHJIoTu5SWG2Fr6VfT2Oi0WhdTxj+rol36L6lP9aL1lo8SGhpyxfz2EO0NhbezhJLce66XyVauyqMlfRI9SLKKtH60P0zEN4Q40TrW2i99Vu3E60Vt+XuZAFu+A6qDkNjad3wcxIgAe8lQNFaw9yu2bAFs+ctkTnLhAShV9cOSJ3K/W9raxgas6gIKBZxirggPjb28ERw9iFA0VobR2ndYHBQJEoJ0Tp/hhzoGfSRrOSHwzPw4nUMvldZWhvectfWmnW5wp8/xjsb+mFajcEo5p9PFl5waT3+vbJTHyvPuhp9J/eEE4tw6fFNGdtYSeoXbi00KFproeS8PEK0Lp+5BDoWe0c2qr4M9fTlMzRa2wMTq/ZF2cCimjsmROuMKTPgK5Oi9QWIQ+K1jccjXfI0muuVonXhpvr4pJoLJjKjFrdrthwY2NKtfnsnImOKAAwp94ksrojWU6oNQKmMBW2p0u3LmAopobhmc/sBsINuR4CitdtNidkOKd45VjUaCz8rLK2FaN2yYEM0z19X1q/2LuJOFBTRel2TCUibLKELa3fqq+iLI0TrJzFREG5zJ1f7CsEZC8khC9F62ZWtWBgrWm8JOwjhsWmjGTe66gu0h8PPosfuMTAVL7z7njEybFDXEu+7G2b2xwkEhABheHFaHbd4790T6Ldvol7cEV0SonVSJMFQitb6Gbod/QDiOX1WrW9QKNbSWojW28OOyDjX3pBWXtuB6Wf+0cc71zImRbSeVLWf9PQhkvBW1r90a/3Fb4rWWkgaz2OLaN1gTTd8XeYz1Im1tNaJ1rPlHqE1GfNw6aowVtIj1Yso/GSFpbUiWou9NFXSFLgSGYY2W/+HRXV/Qk43srQ25l1U6xw5Kp/YMxRvXx9tGYIPCzTA+7HPmY5qk/WSAAm4PwGK1hbmKPTYCcyevxRDB/ZGgL8fps1eIEt0aNfK/WeXPbSagNqNq6jAmJsaqytmAaMEKFprWxhql3yiVJ+945EvfXzROub1S3xXrqO+UvUtd22tWZdLL1rXHIJifnll4YUXN2Dl1R0UrS2gFKL15cdhGFellz6n2rWZltmgaK2FkvPyCNG6QuaS6FDsbdmo+sVQEa1/qdIPZTLpDlq0pMEHpiAgZXrLonWT8UiXzArRevMgtCnUxCWitQgvYM7tmi2u2bSwVOcRonVgigAMjhWtH8dEotm6PvB20frpq+cJvHNQtLZlBbGMIEDR2rPWgSJar248FhmSp9PceXGY+FGBBhStNRPTntGxovUABMdewlpyaTOWXdkST7QeFjrLrLigDlVkSbQWLlIL+eVG95IfaAfAnF5DQB2iavX13ZhyailWNhwjx2hMtP7u0HQkSQKK1garIE60HopCGXLJT2afX4VtXidar8DyBqM0r3/lXUotWn9Vug3q56wo66ForRlngoy2itYiHn3t7OVkfZvDDkAIv4kVrV0VxsqWEFWHws+g5+6x8gKYoWi9uN4w5EiTyfYJsXPJ20/DIayZ/6z9LQqkz2nn2m2rTndu+SWqZS2Nj7cMxbv5a0nhmokESMC3CVC0tjD/QqTOlTM7mjbU3SZXi9i+vXy8b/TXI++glUHsUTHCGWdXYs+d45haIy62iveN3DUjomitjfv6m3sx9thCfRw5Uarv3gnIkz4begW1lJX8cHg6Yl6/MiJa6x7+HJXuP3uEdzf2ly7KKFpbR3n8iYW48vhWPNFaWMP0Dm6JRjkra66MorVmVE7JKOI4VsocJGMxiXQz6h7EIf+8Ot8hb7rsUKwDrBWthxyYAr+U6TCgtM4aWJ0UizLhutMa0Vodn9QpkABoEaS1WGPbo799905EJgPROs4yLe6Q3x7tuFMdwqou+tWLBKK1sCiola2MO3WVffEQAhStPWSiYruphJSwRbQ2tIBRh8RwJwrHHsR6ILFyX3TVGBwhWiuXsCZXi9vPll7eDCFcC9egImkRF4TV3Iijc/TxSZXDeVOW1mJfzZM+q/49xVVM2a5rCKhF6zU39uDXE0vwbyOdaL3n7nGI0CyKG13xt+8PT8fr18C35egeXJk1RVyaVStOtP7z/GpsDTuEGTW/ds3k2rnVFdd2YMYZ60RrJdSS4btUo7U9McBQtL59BOLdyXCN2bnrXludLaJ1/TXdMNRAtBYePCxdhlIDnHp6OQ7dPx0vLKOrwliJMEqPY6IxrHwXzfOsvsylxI52N9H63rMIiFjhhmEHNA/SQRkNRWsRb7tZnmpoVbCRg1pjtSRAAp5CgKK1mZmKfvYM4ydPQ0ipknrR+srV65gweRp6du2AfHlzY/v1o54y1+ynBgL3nz3EmNPzMLXiYORIk0WWmH9lLbbfOYyuRXlTXANC67K8Bl6+eo1kyZJYV87Hch8OP4M1N3dhQfWf9CP/9thvSJksFd7OVVP+bdGV9fBLng5flWynz/PWtt74pMAbKO6X32HEHr+IwvCTMzG+XF8USp9btvPPjf+w/NpW9CnR2mHtekPFK25sx7OX0fg++Av9cFrtHIKmOauhbGAxzUMUlz+SiP8l1VyEGR1IYPLZJaiRpQxa528qW7kVfR8d9/2IXsU/RtZUGfHs1Qt8d2wqRoR0R5C/dtfTP52ciRcvX+D9vPWM9v5y5E1MPf83FlUfgbTJtIcw+XzvD6iUKQjVsjjucouxDi+7uhkpkqXAkJKfmZyNSWcX4UrULfk75sg06+JKFEqXW7/PR8Y8Rctdg9GpcHPkT5fDkU27rO4lVzfIyw0DSn4ab88Q69aademyAbBhtyPw8uVrJEuaBOAjndvNjbEOCbeVv5//CwurDbMqpITYzyoEltTvGVPOLkWVzMEO/522BerJR5cw4MhEDC3VAamt2BdtacseZV690tWS1I7Pc8Ii8Yfj0zC6TE/9+8DKm9ux5OpG9C/RVrZ39ME5/H19C5bWMG3puP3uEYw7PQ/fle4sy1x8cgPTLizHspqjkTJJ8gTD//74H0iaJCneyV3bHmhYhwcReI3XGBI6Gd+V6oxygcVlzzfd2Y+p55bh61Id5L/PPr4K8ey1stY4/ch+Pj0HD54/Rst8iRMqYmJeIXlyO36JXMheeCQadWo2JlX4CvnS6p5HF1/dgA239qJHMd3FdU9P++4fx7Y7hzG7yneahyLepVrs+AodC72LAul1Fuj/O/o7ehb/GLWylJX/3n3/GIadmIFhIV9qrpcZdQTEXiQe5aw5Wxgc+qt8p6uSWfc+ueNeKEaenGUV/3Vhu3E7OlzuV0pqv+c7VM0SgiqZSzl1epZc3YTUyVJgcMn2mts9FnEegsN3wV2QImkyOZYJZxZgWuVvkC1VoOZ6HJ3x4YvHaLt7KLoV+RA50+rOvF2dBDfxrFYxMAg9Dv6Mwhlyo262Cq7uVqLar5nbuWcrieosC5OAmxKgaG1mYhTRummDOggJDpI51aK1uBHE5H0EJpcbhBypM8uBLby2Douurfe+QXJEHkUgfbK0mFP5B32fvzs5FUcenok3hpqZy6JP0Tb6v723q6/Txjg2pC8KpNO5F1oZ9h9mXFrhtLY9uaEyAcXwbclO+iG03fsNnryM8uQhse8APsrTCC3zNJYs7jwLR+eDcRdOFEA/leqGkn4FNPMacXoW9oYfs5h/fuVhSGPF4XyXgz/h9rNwi/U6IkPlwGAMLB4nmqrbmHJ+Mdbf2euIphPU2TR7NXQqqIu9GfnyKdrs9Q4LFnPwqmcqg37FdKKFSM7cM5wyqWyEBEjAIoG5lX+0yjvHFwd/wi3VnvFh7oZolbeJxbacneHM48sYeEx7PE1n98+Z7Y0s3QNF0+eTTa4K24Fpl/6O17xwZbqwygiTXdp5PxQ/n/kzweeLqo40KloPPz0T+8KPO3OIbMvNCAwt2RFlA3Si9da7BzHh3PwEPfy7ms7yWqRxZ+di273DbjYK9+jO+LL9kC+NTrRedmMT5l5Z7R4ds1MvAlP4YXrFbzXXJkTrlnsGJsjfr9gnqJ4pRP59b/hxjDg9U3OdzJh4AuKdTrzbibTrfihGG9kzLLVSPEN+DA/urs/W8eCPuPfsgaViDvm8SmAwBph5T1U3evzRBXxzfHKCvvxR4RtkThngkD7aUunjmCh8su8bW4o6tMw3JTugXEAJ9AsdiwuRNxzaljMqp5cHZ1BmG95OgKK1mRnWYmkd8zL2SrS3rxSOjwQcQEBYiD6Jega/9KkdUDurJAHfIBD59BlSpkiOFMmT+caAOUoSsDOBmJiXePbiJdKlSWnnmlkdCfgOgcdPopEubUoktaeZqO/g40hJANHPYyD8I6dOlYI0SIAEbCQQ8fgp/DOksbE0i5EACYhQFSmSJkGKlAm9aJAOCZCANgLJk3mHxw9to2UuEnAMAYrWFrgyprVjFh5rJQFBgDGtuQ5IIPEEGNM68QxZg28TePEiBlHPYuDPC1S+vRA4+kQRYEzrROFjYRKAI2JaEysJ+BqBew+eIHPG9L42bI6XBOxGwJaY1nZrnBWRAAmQAAmQQCwBitYWlkLosROYPX8phg7sjQB/PwgRW6QO7VpxEZEACSSSAEXrRAJkcRIAQNGay4AEEkeAonXi+LE0CQgCFK25DkggcQQoWieOH0uTgCBA0ZrrgAQSR4CideL4sTQJkAAJkIB9CFC01sBxzYYtmD1vicxZJiQIvbp2QOpUqTSUZBYSIAFzBChac32QQOIJULROPEPW4NsEKFr79vxz9PYhQNHaPhxZi+8SoGjtu3PPkduPAEVr+7FkTb5JgKK1b847R00CJEAC7kaAorW7zQj7QwI+RICitQ9NNofqMAIUrR2GlhX7CAGK1j4y0RymQwlQtHYoXlbuAwQoWvvAJHOIDidA0drhiNmAlxOgaO3lE8zhkQAJkICHEKBo7SETxW6SgDcSeA3g+fMYpEqZ3BuHxzGRgFMIvIh5iWRJkyBp0qROaY+NkIC3EXj1+hViYl4hZQruRd42txyP8wg8exGDlMmTIUmSJM5rlC2RgBcRiHn5So4meTI+z3nRtHIoTiYQ/TwGqXm24GTqbM6bCIizhaRJkyAZzxa8aVo5FhIgARLwOAIUrT1uythhEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEvAeAhStvWcuORISIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAES8DgCFK09bsrYYRIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARLwHgI+LVpHP3uG8ZOn4UjoCTmj7Vp/gKYN6+pn92HEI3w/Yhxuht2WfxvU90uEBAeZnX1LZdZs2ILZ85bIOsqEBKFX1w5InSqV96wojsQnCYh1P/aXqfj8k5bIlze3nsG02Quwcct2/b/V3zFTsMx9Tyx9x3xyAjhojyZgaU2HHjuB4WN+lWPMmSMbhg7sjQB/P7NjtlSGe5FHLxl23gSBK1evY/qfC9Gneyf9d0T9rKf1ec7SM6Kl7xgniQQ8jYClvciWfcNcGUvfMU/jx/6SgEJArPsbN2+hQ7tWeii27kWWvpfci7juvI2AuTVt677BswVvWyUcjxYCxvYi8a704+iJePz4Cc8WtEBkHhIgARIgAZcR8GnRWghqIokXSuWFsN3HLaQwrTwQh5QqKYVssblPmDwNPbt2iCfKGc6cpTLiAXz2/KV6wcGwfZetADZMAokgYPjimCFDenzdv4f++yE+m7vwL7R49w0pHigPyN06tTN7+cPc98TSdywRQ2FREnAJAUtrWr33iJfP0OMnzV54slSGe5FLppqNOpCA4aG++mKH+Gzp8lVo07K5vCQo1v+kqbPj7VfGumbuGdHSd8yBQ2XVJOAQApb2Ilv2DUtlzH3HHDJIVkoCDiZgKLY1qFsznmhty15k6XvJvcjBE8rqnU7A0pq2Zd/g2YLTp5ENupiAub1IfHbz1h29sZb4Tt0LD+fZgovnjM2TAAmQAAkkJOCzorUxy1DDh2C1tY76pVGgVG/wlsqI/LlyZtc/IKgfoLlAScBTCZiytDYcj7HvkDEh29z3JCLiUTwrOmN1eipD9ts3CVjaN9Q3pNWHOYpY17BeLf3eYqkM9yLfXGu+MGpjltbqcasvKYrPxXdmw+Zt+kuFlp4RLX3HfIE1x+hdBCztRZb2DWN7kbkygp7aQw8v83rXmvLl0RizbtOyF1l7tsC9yJdXmXeO3dya9vf3s7hv8GzBO9cFR2UbAS17kbEzafVeZGmvsfSMaFvvWYoESIAESMDXCfisaG3MctrQgu3M2fPxrKIVkVr8V3H1pd7MTW34ooyw8BGuyBXLbfE3Ldbbvr5AOX7PIKBFtDYmFKhfLE0J24qXg4cRERa/l55BjL0kAR0Bc/uG2GvUh/jq75EpocBwrzIsU6xoYe5FXHxeS0CLaG3q+c9QtLb0jCi8iJj6jlkKI+O18DkwjyaQ2HcY9V5k6XlOwFJ7sNLiScSjIbPzPkNAi1BgbJ+x5mxByzOizwDnQL2GgLn3ngB/f4v7Bs8WvGYpcCB2IKBlLzL27KXei8x9L3m2YIeJYhUkQAIkQAJGCfi0aK2Oe6gWrdds3BrPTYolCwBx4GOqjCJaN21QR+8amaI1v5XeQkCLaG3p+yNYKIecpr4nQrS29nvpLYw5Du8kYG7fUA4kDT10GLv8oSajvu1sTLTmXuSd68nXR2VJtNbqncNYPYbPiEK0tvZ76etzw/G7NwF7v8NYep4TNMy9hwlX/kwk4KkELAkFWvciRzwjeipT9ts3CJh7hxGitbX7hqW9iGcLvrGufHWUlvYirefRPFvw1RXEcZMACZCAawn4tGht7oa/Fktr9dQl1krBtUuBrZOA7QQsidZaYuUYitamPBLQ0tr2OWJJ9ySQWEtrY6PibWj3nGv2yvEEzInWysFl5sDAeHFGjfWKltaOnyu24F4E7P0OQ0tr95pf9sa5BMwJBdbsRY54RnQuCbZGAtYRSKyltbo1S3sRzxasmx/m9iwC5vYiY670TY2OZwueNe/sLQmQAAl4CwGfFa0txSu0FNvN1CGn4e1P9UMyY314y9eG41ATMCdaaxWslToZ05rry5cIWNprLMWQMsbKUhnuRb60wnxrrKZEa2tEAkHM0jOipe+Yb1HnaL2BgKW9yJZ9gzGtvWFlcAy2EDAlFFi7F1n6XnIvsmV2WMadCSQ2prWxsfFswZ1nnH1zJAFTe5E1grXon6W9xpZnREeOm3WTAAmQAAl4BwGfFa3F9BneGFO7XFULzlriTlkqo74trcVdsncsM47C2wmYEq0trXFjD8zmvieWvmPezpnj8z4Clta0eu9Rx50yFtPaUhnuRd63jjgiHQFjorUWN6zie2UY09rSM6Kl7xjngwQ8jYClvcjSvmFsL7JUxtx7mKfxY39JwJCAMaFAy16kvuhr6XvJvYjrztsIWFrTlvYNni1424rgeBJDwNhepMUluHovsvS9tPS8l5gxsCwJkAAJkIDvEvBp0Vp5ETwSekKugHatP0DThnX1q0E5gLkZdlv+bVDfL/XxqJUDzXvh4fHiXlsqIx4cZs9bIusrExIUr6zvLkOO3FMJqL9Dhus6OvoZvh8xDsr3Rxmj4bo3dcvT3PfE0nfMU1my375LwNKaFi+Cw8f8KgHlzJENQwf2RoC/n/y3MaFA/N1cGfE59yLfXW/eOHL1d0iMsUHdmtINuLLPPH78JN7Qlc+V74NatLb0jGjpO+aNnDkm7yZgaS/S8mzWsF6teO9S5spY+o55N22OzhsJGO4LyviU8wMte5Ex71SWvpfci7xxJfn2mMytaUv7Bs8WfHvtcPQ6Aub2IsPnMkNehmfdxvYiS3sNzxa4+kiABEiABOxNwKdFa3vDZH0kQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALWEaBobR0v5iYBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABErAjAYrWdoTJqkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABKwjQNHaOl7MTQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkYEcCFK3tCLizy8cAACAASURBVJNVkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJWEeAorV1vJibBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEjAjgQoWtsRJqsiARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARKwjoDHidZrNmzB7HlLMKjvlwgJDtKPdtrsBdi4ZXuCv1uHw3hu0eaNm7fQoV0rq6oLPXYCw8f8qi9TJiQIvbp2QOpUqeTfHkY8wvcjxuFm2G35b8MxXbl6HT+OnojHj5/Iz3LmyIahA3sjwN9P/lvhoFTervUHaNqwrlX9Y2YSIAESIAHbCDhrL4p+9gzjJ0/DkdAT+o6q9z9LI1D2R1P7hbm9yNI+xr3IEn1+TgIkQAKOIaDsD3fu3Iv3jqD8potWDd8dEtML9T6hfi+xVLeWvcxwv1HXb2kfU39u7T5pqf/8nARIgARIwDgBZX/ImjVzvLMu5TyrUMF88f5uL45K/c3fbqr5HEzLXmT4bqM+vzO3FyV2n7QXF9ZDAiRAAiRAAiRAAt5AwCNF6w2b/kOB/HnR8bPWUgAWD6ziAfLWnbvo1qldPDE7MZNkeHjSoG5Nq0Vr8cCbM3tW2R/lATlzYKCsR/l3SKmS8iFbjGHC5Gno2bUD8uXNDdH2zVt39A/gYnz3wsPlA79Icxf+hRbvviFFbOUBud3HLew29sRwY1kSIAES8HYC4vfdGXuR+H1funwV2rRsLvc7sTdMmjobX/fvIfcKS0nsNYb7hXLAo+yVlvYiS/sY9yJLM8DPSYAESMAxBJTf78gnUahWpYL+nUH8bu/acwCRUVF2E63V7yWijdDjJzULEZb2MvV7kGH96vce9T6mrltdl2Pos1YSIAESIAFBQPwGj/1lKp48eQJhSKEYlojzK/F7nC59Ws17hVaihgYe1hhvWNqLxF43e/5S/d4pxiCScn5n7p0qsfuk1rEzHwmQAAmQAAmQAAn4AgGPFK2F1bNIFcuVlg/F4mGySMH8+Gf1eijCrfqmo+EtSeUwo2a1ylj018oEVszqibfV0tpYPcoBz+3bdzH9z4Xo072TFJ7VwoG6rPoB2vBzS2V9YSFzjCRAAiTgTALKvmBpL1J7zTC8AKUcyqdLkwY79xyAlstRib2kZEyktmYvMidUcC9y5gpkWyRAAr5OQPnNrVqhHHYfOIQu7dtKJL/NmAPxN/FepFhaq71iGFoii/eop0+fIvLpU+nVQ4sAYO69RMu8qPcy9buWOeHZ0l6T2H1SS/+ZhwRIgARIQEdAEa3r166OoydOScMScda1YvV65M6ZA2cuXNSL1qb2IuV3u2bVSli9YYus19QFXaW91h+9h7//XQvFCMSW+VDvF2I/zJUzu/4SWGLO4BK7T9oyHpYhARIgARIgARIgAW8h4LGidcO6NeWD8IfN38LKNRvxVtMGGDlusl60Fg+JIglRW3kYbVivlt6qWbjerlyhrCbraXuJ1oY3NY09xBp+rl5g5oQCtcWBtyxOjoMESIAE3JWAsi9Y2ov+274b+fPlkVbR6t9qUy7GzY05sRZk6sMZa/cic/sU9yJ3Xa3sFwmQgDcSUMTbpg3qSO9MIgkPT+L/i/8q1mKpU6fCmnWb0bRxPemxQ3oK2bwtniXZ3gOHNXvwEO0YeoBSwh5Zw1i9l6n3FnPCsyVR2lqPJNb0m3lJgARIgATiE1BE5M8/aYkNW7ZLwxJlHxL/VYw2RClTe5H4TITNU7sYV7M2/P0vVrSwDKGUGNHacC/Kli1LgvrMvXdZ2osSu09ynZEACZAACZAACZCALxPwWNFauOhRXA61eLcZ8uXNIx90TbnINjwMsfbQ3x6itVoYEP9es3FrPFdJpsQAU/01tCbXYhXhywudYycBEiABexIw3Be07kVq6zBr3atasi7TMj71PmPNXmTKYoB7kRbyzEMCJEAC9iVgKFqL9yDhnjVtujTS4vrK1WvxXJwatmxJMDbXS+WylbUxrQ3rNLaXqa3bzIkB5t6XxKXkx4+fgDGt7bvWWBsJkAAJmCJgKFqLPOI3OmuWTNLiesu2XSZDSRjuRf7+fmbP8kS9hnueYfg9W0Vr9V6krl+0ae7c0NReZI99kquNBEiABEiABEiABHydgEeL1oaH7dHRzxI86IoHyY1btuvnWHG96mzR2tiNf63WbVos1+whZPj6F4HjJwESIAFrCBiK1ub2IuX3WbhcVZJyycga0VqpJ3NgoCYPIcbGYuzGv9a9SIvlGvcia1YQ85IACZBA4gioD9gNhV/1b7s6VEWGDOn1ltXmPGiY6qGtbk9N7WVaLa21WK5Zsn5LHHWWJgESIAESMCRgKFor1srCA4gQltXvOqb2Ii2itTr8n2EfrDXgMLYXGXuPMXVuqGUvsnWf5OoiARIgARIgARIgARIAPFq0Vj8sG1paqx8kXWVpbeqgXzwAW4ojqkWwVhjYwxqcXwgSIAESIAFtBEz95hpzW6cIzbZaWjtKsBYj1bIXaRGsuRdpWzfMRQIkQAL2ImDMKkyp2/CwPCLiEYQFcrdO7aSIkBhLa6V+Q5FChL/QksztZVpiWmsRCZR+qC23tfSPeUiABEiABKwnYG4/MBStRZxrU3uRFtFa3TNbL8ua24u0xLTWuhfZsk9aT58lSIAESIAESIAESMA7CXi1aC2mTLgRVz+Y2svS2pJlgrnbleqHbHWfLMXPWbp8Fdq0bC5j06ljdnvnUuWoSIAESMB9CFgjWitu69S/1VosrbUcyFjai8x9bmkvMrePifFwL3KfNcmekAAJ+BYBa0TrCZOnoWfXDhACs/oikqU9RFAV+5WIky1Eb+XfhnGxLe1Vlj5Xv/eo90dzfRRld+zZj9Yfvif7Zs2lX99aMRwtCZAACdifgDWitam9yF6itaVzPkt7kfq9R733mNuLLO2T9ifPGkmABEiABEiABEjAewl4rWht6HpIuMDLkC4tSpYoJkVsSw+zynSLh9bhY36NN/tKjDQtrufU7slFRYbu+NQujgzjrymxcNRLT8mjrttal0jeu6Q5MhIgARJwPAEtorU43DfcR5S9qGH92mjasG4Cl3nGeq12o6fkUcJdWNqLTLnSKxMShF5dO8S7+HQz7Las3nAvsrSPcS9y/FpjCyRAAiRgjIBW0TrA30/GGFVCJgnxWSRFxNYiWqv3InVMa0vvVpb2MtEfw/3SsH5L+5goO37yNBiG4WBMa35nSIAESMA5BLSK1sLYwtReZC/R2tKFYC17keE5nLn3JYWukkexJH/8+In8SL1POmc22AoJkAAJkAAJkAAJeAcBjxOt3QW7eOBdsXo9On7WWh76M5EACZAACZCAswlwL3I2cbZHAiRAAiSgJiAE5/2HjsrLwUwkQAIkQAIk4AoCQhSvWK603iuIK/rANkmABEiABEiABEiABBJPgKK1jQzFDUyRhLUcEwmQAAmQAAm4ggD3IldQZ5skQAIkQAKGBCgUcD2QAAmQAAm4koCw+P5txhx0ad8WwsMIEwmQAAmQAAmQAAmQgOcSoGjtuXPHnpMACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCAxxOgaO3xU8gBkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIDnEqBo7blzx56TAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgMcToGjt8VPIAZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCA5xKgaO25c8eekwAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIDHE6Bo7fFTyAGQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgOcSoGjtuXPHnpMACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCAxxOgaO3xU8gBkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIDnEqBo7blzx56TAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgMcToGjt8VPIAZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCA5xKgaO25c8eekwAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIDHE6Bo7fFTyAGQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgOcSoGjtuXPHnpMACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZCAxxOgaO3xU8gBkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIDnEqBo7blzx56TAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgMcToGjt8VPIAZCAZxN49eoVkiZN6tmDYO9JwIUEXr16jSRJkiBJEhd2gk2TgAcTeA3g9avXSJqUXyIPnkZ23cUEXr1+haRJ+Dzn4mlg8x5M4PXr1xD7UVI+0HnwLLLrribAswVXzwDb93QCPFvw9Blk/0mABEjAOwhQtPaOeeQoSMAjCYgH4gePo5DJP51H9p+dJgF3IPDoyVOkTpUCKVMkd4fusA8k4HEEXryIQdSzGPinT+1xfWeHScBdCDyIiIRfhjRIxouI7jIl7IeHEYiKfoHXr18hXZpUHtZzdpcE3IfAvQdPkDljevfpEHtCAh5G4HHUM6RMlhSpUqXwsJ6zuyRAAiRAAt5EgKK1htlcs2ELZs9bInOWCQlCr64dkDoVXyY1oGMWEjBLgKI1FwgJJJ4ARevEM2QNvk2AorVvzz9Hbx8CFK3tw5G1+C4Bita+O/ccuf0IULS2H0vW5JsEKFr75rxz1CRAAiTgbgQoWluYkdBjJzB7/lIMHdgbAf5+mDZ7gSzRoV0rd5tL9ocEPI4ARWuPmzJ22A0JULR2w0lhlzyKAEVrj5oudtZNCVC0dtOJYbc8hgBFa4+ZKnbUjQlQtHbjyWHXPIIARWuPmCZ2kgRIgAS8ngBFawtTLETqXDmzo2nDujKnWsT2+hXCAZKAAwlQtHYgXFbtMwQoWvvMVHOgDiJA0dpBYFmtTxGgaO1T083BOoAARWsHQGWVPkeAorXPTTkHbGcCFK3tDJTVkQAJkAAJ2ESAorUZbNHPnmH85GkIKVVSL1pfuXodEyZPQ8+uHZAvb26boLMQCZCAjgBFa64EEkg8AYrWiWfIGnybAEVr355/jt4+BCha24cja/FdAhStfXfuOXL7EaBobT+WrMk3CVC09s1556hJgARIwN0IULTWIFo3bVAHIcFBMqdatBYPxUzeReC/busQGRZ/Xou0KIEirUp610A5Go8hEPPkBda3W5GgvxUHV0eW8tnl38N2XMfhcXsT5Gm27H2Hj3Nn/82IuPggXjsF3y6K4u2CHd62JzdwL/QO9n2/PcEQGsx8Eyn9Unny0Hy67xf/PovTc4/FY5A2SzrU+a2J/m97v9mG+yfvWs2pXL8qyF41l8lyG9quxIuo51bXW+fXJkibPZ3V5RJT4PbeMBwctctiFcGdyiFP4wIW8yUmw7V1l3Bs6qF4VSRPnQKN5r2dmGrduuyt3Tdw6Oc9Ltkz3BoMO0cCPkRgwycr8CLyhdUjrj2xEdLlyiDLXVh2BmfmH7e6DmcVCCgaiGrDdR7TfDXtHrIVD07fjzf8/E0LoWSHMvJvL6NfYl3r5Rbx5KiaG2X7VdbnW9dqOV4+f2m0XNDnZZCvWSGLdTKDdxLY/+MO3D18O97gctfOh9I9Kuj/tvr9ZQkGH9K9AnLVyeedUGwc1fbeG/H4akS80oWaF0ex1rrzSU9Pz+5HY1OnVVYPI1mKZGi88F19uSPj9uHmjmvx6slaPgcqDK5mdd0sYD2BQ6P34NaeG/EKZq+SC+X6V9Fc2cOz4dg1aEuC/HWnNEWarGk112OPjLf33MTB0butriqwRGZU+bG2vtyWL9bi6Z1Iq+txdIGGf76NFOlSOLoZzfUfGLYLdw6Gyfzlv6qGbJVzaC7rrhkzZ0zvrl1jv0jAYwhQtDYzVVosrSlae8xa19zRpdVmw69ARmQpl02WObfgJAp9UBzlB1TVXAczkoA9CTx7GI35QX/IixPpcugefo6M3YcGs99Cngb55b+FUCYuXJTpU0n++/GVCHmQ+NmN7vbsitG6ljdcgFQBqSBeTEQ6v/Q08jYuiMr/q+nwtj25gRtbr2B96xUI6VURSZImQdStSJydfwKtQjsgdeY0njw0n+576IT9ODkzFMXb6i5t3Au9jfBT9/HR/s/0XFa/twyvX79Gzpp5NLMS33khfBd4q4jJMnOKTJGHfRmLZ9JU77MH0Tg18yje394WfgUDNJWxV6Yray5gc4fV+t8sY/We+OMIKgyq5vALMILBwZG7EdRRd4D/8Ew4rm+5jLbnvrDXcN2unkv/nMPWrmtdsme4HQx2iAR8lMDc4r8jZ408yFhC257x/OEznJwRiub/tYF/4Yy659Fx+3B69jEUa1vK7SiG7byOl9ExeGv1R27XN2d2aOWbi5EsZVLkqK575rj49xnkqJlHL+a/ePwcYi0U/rAE0ufWXUZQp6vrLiJ9Hj/Un/6G/qOZuX6RzyT+RXRrQUmnZhxFmV4VUTJ2T3XmWNmWexBY1/ofiN+L3PV0AvSVVRcQUCIQ4pKkksT6KfheUfgV0D1/Hp9yCFWH1ZHrkCmOwN915yFttnTIWlEn4pxbdAoF3i6Mil/X8ApMwlhkcYWZcg9Jk0WbMPnw/ANcXnEu3jnHls5rEHHhIfI1LSi5XN90GakC06DRXO+9gOpOC2DT56vw5Poj5G2k4391/UV5ua3BjDc1d/P2vpsQ78jBXcshWerkiA5/itOzjqHF7nbIkNdPcz32yHj53/MQa0o5W9NSpzAiEe/3byxvoc++qOJMBBbPjMxlsmqpwuF5xPdNnG9/fKIjUgWkdnh7WhtY32YFnoU/hTDqqDu1KfK/UVhrUbfNR9HabaeGHfMgAhStLUwWY1p70Gq2U1enlpyC8t0qonxX3U3geXX/RJ5aeVHruzp2aoHVKAToHlzbWoi6F4Vf805A662fIGclnTA8Ou1wNF/6AQo10z3QnVx4Aht7rUOPW33kvy9vuoQlby1E7/D+SJ46ubaGbMw1q/J0FG9eAlUG6G4yL35jAbIEZUHdUQ1srNE3il1adwFL31uMfo8HIkmyJLh1KAxzasxC14vdkS679puZdA/uXutl9/CdOLviDNrtbi87dmTaIewesQtfnO+m7+j8+nOQq1pu1P5Bu/XX+Cw/o/HkZijxgWmvH+Mz/4wmv72B4i20Hfg9OP8A00r/hs+PdEZg0UCngjzz92msar8CfR58ZbLd34tPRsVelVCuS5xljiM6uX/SPhycdABdTneV1Z9edgprOv2L3vf7O6I5t6jz1OKTWN9tDXre6avbMzZfwpI3nbNnuAUAdsLuBOge3O5IHV7hhGxj0HBiE5T8SJvF3sNLD/BH0G/47GBHZC6RWfZv1087cH71OXyyM+5ilsM7rrGBnT9ux8W1F9B2x6caS7g2m6Pcg8+tNRv5GxRAjaG15ACXvb8YGXL6odEvOgHxWcQzTMwxFi3Xt0aeGnmNQlj7xWopILy7KM6D0xj/kXjrz3dR9J1i8cpMD/kdwZ+VQaVecVbZriXL1p1NYPFbC5GpaCDqj2kkm1712Qq8fvUab85+R/5b/P+f04/A+399iIJNdBb5v+abgFrf10Fwu5BEddfb3IPPKDcVpdqURqU+OovVhY3mIXuFHKgzrF6iOLlL4UfXIvB7sclot/dzZA3WJuydW3kW/3z8l3yHVtKK1n8jedoUaPaHTiTd0HMdIq5EoMXyD91lqB7TD1vcgy//aBlSZ0qDJpObyXGu+3INou5E4r0lcQKuJQDXd17DgoZz0SOsD1L5p8L9M/cxo+xUdDjWGRkLOfc91ZZ3wW3fbsW1bVfRessn+qH+VuRXVPmqKsp0LGdp+E75PGz/TcytPRtfXumJtBoviTijY0vfXQT/AgE4MeeYVWcZzugb2yABEnAdAYrWFtiHHjuB2fOXYujA3gjw94MQsUXq0K6V62aNLTuUwNQSU1ChZ0X9Ifn8enOQu0Ye+RLFZF8CFK218Yy6GyVf5Ntsa4ccFXLKQqPTDcd7i1ug8Bs6q8sTC45jU+/1caK1IkDc74/kaRwsWleahuItSqLKV3GideaSmVFvdENtA/TRXOIgdVnzxegfOQhIAtw+dAt/1piJrhe66y3qtaChaK2FkvPyqA/wQ6cfxq5hO/HFBQPRut4c5KpunWg9IesYNJrUFCU+NC1aj8s0Gs3+eAvFmhfXNOAHF8IxLfh3tD/cCZmKabO001Sxhkxn/jqN1R1XmhWG5X7coyLKfeFY0XrfL3txePJBdD6lE61l3zqslJd+vDWdXHQCG3vGXXS6svUyFjdbIOfD0XuGtzL19XFRtPa8FSD3lV+bmr0MZTiqiMsPIS73fnagI8Rznkg7f9qOi2vcUxgWfbuw+rxbCurGVoujROs5NWehYONCqP61zgPSX+8vQfocGdBokk60jn4YjV9yjkOrjW2Qu5pxDzBru67G03tR8t1DSWP8RuLtee+hyFtF4w1HiAyl2saJbJ73zWCPE0tAXILLVCKT/l1QXFJ8FfNKXnIQ6fXL1/g5wwgpKBZopBOtJ+efiJr/q43gTylaG/KX36d2IfpLIAsbz0P2ctlRZ3j9xE6TW5R/dDUC4pLqp/s7yEvvWtL5f89hectl6PckTrQWInbKDKnQ9HedN4iNvdbjwaUH+OAf3/a0oYWnOo8tovXfHy5Fmsxp40TrbmsQeeuJNLLQmq7tuCovZfS83RcpM6RE+NlwTC/zOzoc7YKMsd5dtNaV2Hynl57Cms7WXWDe/r//cHXrFWlooqQphSeh2qDqCPm8bGK7ZJfytw6GQTwTdL3UA+myOTc0mLkBLH1nEQIKZ5SitaXzDruAYCUkQAIeQYCitYZpWrNhC2bPWyJzlgkJQq+uHZA6FeONakDnkVnETc9KfSqjbOfysv8LGsxFzqq5rLKI88iBu6DTFK21QY+8HYnJBSai7fZPkb28zjWYuJ0urB3iidZ91subqSJd2XJZWjw7Q4CYVXEaSnwYhMr9dS701QcV2kbpe7nEQepfLZagf9QgOfg7R25jdrUZUtwUh4laE0VrraSck099SG5KtLb2MtTE7GPRYEJjsxZxYzOOwhsz3kax97SJ1orVXPtDnZBJo0txe1EUhwFru6xCr3v9TFYpLPrKfVlB7/nEXm2r69k3YQ8O/34InU/qROuzy8/g38/+MWsF7qi+OKteedHJYM+4+t8VLGo6H73u9nOrGGfO4sF2Ek+AonXiGTq7Bmu9cxgTF3b8sA2X1l+Uz6julnYN24Hzq9zTCtwYK0eJ1n9Wnyk9M1UfohOt//5gqXQ33HhSU/nvp+FPMSn3eHy8qS1yVc1tdBrXdVuDqNvxrebku8jC91H4zfhhS2ZW+AMlW5ZC5X4MreVu3wln9UdcgstSKs7r1qoOK/Hq2Uu8NUcnWr968QrCUl8Iivkb6twJTy74C2p8UxOlP9OFarE1eZultfBcULp9WVTsqQsBJp7VsoVkQ50R3iFaG7sMZWnu5Tv0B0t0F79jkxCxhbvjpr/pROtNfTYg/Hw4PlhB0doST/XntorWabOkQ+NfdfvK+u5r8eTmYzRfpl20vrrtChY1mS+9QKVMnxLh58Ih1r+rRGtL76lqbju+3ya9Hbb5r53+I/G7Vn1IDbcRrW8fvgXxTGDteZO1a8ja/MJDZGCxTDgx7xjqj22EoFbuF3LG2jExPwmQQOIJULROPEPW4GUEfiv6Kyr3q4KynWJF64ZzkaNSTtT5yTtcMLnTdFG01jYb4paqeOAV7g2zlzMQrQ0Oik7MP47N/Tag+83eslJFtBaCUIq0KbQ1ZGMu9eGUcAmXuVgm1PuZltbmkCYQrUNvY3bVGehy7ktkyKU9bhNFaxsXroOKqd2RCtF65087pNt3JdkSdkK47rT0Ejc2YBTenPUOir4b31WnqaHaclBkL2ynlpzEuq6rpUhqKv1R6jeU7VIeFbpVtFezRuvZN34PjvxxGJ1O6GJYn/3nDFZ+shx9IwY4tF1XVq7eM9QHRa7sG9v2TAIUrT1v3oR3jqZT30Tx97WFlDDmxlUe0m68JL0BuVtSh+twt/6p++NI0bpwsyKoNkQXA1dtEff0/lNMyjMeH29ui1xVjIvW67utxZOw+AKE2uuTMp5ZKg9M7s6d/bM/ASGsZi2dFXVH6kJFre74L2KiXkjLfJFePn8J8cwqBMX8DeJEa3uIO94mWoswPiEdyqFiD51orb4QYP/Zc26NxsJOWOqB+h1a5JfuqQPToMkUnXvqTX3XI/xMOD74t6Wl6vi5ioBNorXqMtSGHuvw6HqEDAGgNakv0Cqi9eehnRFYxLnuwbW8p6rHZewSn7yM83VNlG6fuMs4WhlaynfHxvMmS/Um9vPFby5AphKZcXL+cdQb1QBBrYMTWyXLkwAJeAEBitZeMIkcgn0JqOOOeFvcIPvSSlxtFK218YsMe4LJhX7BJzs+Q7Zy2WUh4VLtnfnN9S75xK3Ezf03xonWsa5enWE1N7P8Hwj6OBiV+upibanjmGkbpe/lEtY/4uBQuSV+9+gdzKoyHV3OfokMuSlae+qKEC+slzfEHeAfnXEEO37cHl+0rvMn8tTOi1rfjwvqXwAAIABJREFUaQ87IVx3iosgQR+bvnlsKr6kKZYRVx5CuOC2xiWfveZFHVPZWL3Tgn9DmU7lUaG7Y0XrveN2I3T6EXQ6rhOtz604ixVt/kbfR14sWos946uN6H5Dd9Hp2varEC4nFZd89ppn1uM7BChae95cjwscjWbTtIeUeHz9EcTl3k/3fI4spXWxR7d/9x+ubL4cz7LIXUjsHrETZ5aflv31hOQo0Vp48SnyZlFUG6wTrdXiTtS9KPyad4KMw5mzci6jqITV3OObj/D+sjgBYnTa4dL1q7DiNkziWbbYO8VRdVB1T8DOPjqAgLCWzFYmzhp4dad/8eLJc/nuKtLLZy8hvAN9sLIl8tcvIP82pdAkVBuceDe6Xidaq56FhSc1bwrD9fDiA4hLqtZ4fRIhKZa9HxdiS6wf9WUccZn/3ql7+HAVwzpa+xW3RbQW3uPSZU+v9+AhY4pffYgWf2u3dFdCFSlGFw/OP4C4tPH5kc4ILOpk0XrxSaz70vzlajVX9cV18fmvBSai5tBaifYgYe0cmsp/59gdzK48HZ1Pd4VfXn97VZvoeuTvWlAWnFxwXBqLlfqkdKLrZAUkQAKeT4CitefPIUdgZwIi7kjVgdVQpkM5WbO3xQ2yM65EVUfRWhs+YdkgXuQ/2fkZspXVidbqOHIn5h7D5gFxAoQzXb3OKDcVpdrExa5b8vYiBBYORP2xtLQ2N8PqeFz6l4gzXeGXR/tLBC2ttX2PnJVLfYB/dOYR7Pghvmg9t/Zs5KubX8bu05p+yTXO4s1j+bsw9z0UeTt+fElTbehdve7rIN04OjOJmMobeqyVIqmppLYucVT/9o7djaMzQ9HxWBfZxLmVZyFi4/V7HBcrz1Ftu6pesWdsGbgJ3a73kl1Q4sj1uNUHqfwYAsdV8+LJ7VK09rzZszakxOMbjyAu97bb3R5ZQ7LJARuL4eguJPaM3IXTf53Cp3t9XLSuOgNF3y6mF5HVbnSj7kbh13wTZBzOnJWMi9bGrOZMidbC9aihZbe7rAf2w3kE1OcnazqvwvNHz/DOAp1oHRMdA3FpRljB5q8XK1qrzmBs7a23idZqr0MyDFdx7/Fo9uBCOKYF/472hzshU7FMmqb94toLWNZ8sYxpnSRpEllGhj3IGueeenP/Dbh34h4+XE3RWhNUg0w2idbvL5HhzRpNaiJrEjHFH15+KOPWa03q8HbK2nCFaC3fU7uvla7KtSZ1iDBRbnL+ifJ9P/jTEK3VODTfvZP3ILwkdjr5BfzzBzi0LWsqX9RsPrIEZ8XpRSfdipc1Y2BeEiAB+xOgaG1/pqzRwwmob/mqbwp7+PDcqvsUrbVNh4gHJC5TGB4SqsUptQChiNZKTCBtLdmWa0bZqQj+JAQVe1eWFSx5ZxECC1G0tkRTCGMrWsdZc949fhfCpaK1N18pWlsi7dzP1Qf4QrTe/v02fHmph74jUrSulx81v9UuWot4k3VH1EdQG9PusoQHhncXJIwvaYqAMVevzqJ1cuEJbOy9Dj3C+phsUh3Hz1F92zNmF479eQwdQzvLJtQXShzVrivrPT7nKP4bsgVfXu0pu3F91zUsaDBXzkcqf4rWrpwbT22borXnzZwMKTH7HRR9R1tICf3z6K72yFpGJ1pv+3Yrrm+/Jl1Lu1vaM2oXTi89iU/3dXC3rhntj6MsrYXlc/H3SqDKgGqy3X9a/YWUfqnQ9Hdd7NfIO5HyYF24eM9RIafRviWwmnsNCPfgwvVrwSaF4pWZU2OW/Fv1r3UxtJl8j4D0VFcxhz682pouq/DsYbSMgS5SzNMYiPAEQlDMVye//Jva252t1LxOtA76DeW+rIDyXStIJN7m0UxvTWuFC+hL6y5g6XuL5eXSJMl0orWw9E2fPU403fLVRogL4R+t+djWpeSz5WwWrXNmQKNfYkXr3uvx4OIDGbdea7q8+RLEpYw+D75CslTJYMuFBq1tWcqn5XK1uo5dP+3A+dXnpKGJksSFsNo/1HUby+H7p+9DGJx0PN4FAQUzWsLgtM9lSIky2XBq0Um3cqfuNABsiARIwCgBitZcGCSgIqCOO6KOyURg9iNA0VobS2PuGNVugIUAsXXQZr3VnD4+6e2+SJkhpbaGbMw1vczvCP60DCr1ihOtMxbMiAbjGtlYo28UU8fNvXviLmZVnIZOp76Afz7tN18pWrvXehEH+Ne2XZVuNkU6NitUWqJ1vWwgWteajXz1rRSt84xHnWH1UKqtaXdZpuJLmiJk7LfFWTTVMZWNtav+bXFU33aP3oXj846h45FY0Vrlut9R7bqy3mOzQ7Ft6FZ8eUUnWt/YfR3z68+R7sJTZ0ztyq6xbQ8lQNHa8ybOWu8cxjz//PfNFtzYdR0fb3I/0Xrv6N04tfiEDIHhCclhorUqxrTwJJIifUo0m/qmxBJ56wnE+2/b7Z8ie/kcRlGpreZev3wtQxW1+PtDFGgcX7Sea8MzjifMD/uonYC4BJezSi7U/rGuLLT2i9WIDn+KdxfpROsXkS8wPsvPUlDMWzuf/JsIPVC5XxWU7VRee0NGcnqbaC3C+FToURHlvtCJ1t7m0Sz8bDjE836Ho12QsbA2Ee3S+gtY+u5iGcYnafKkkotwF54hp59eNN0yYCPuhN7BR2spWlv7hbJFtFbz39RnA8LPh8u49VrT5Y0X5fru8/ArJEuZDLa4jtfalqV84nL1hp7mPYKp69g1bAfO/XsW7Xa11380ScP7u6W+2PNz5fvmijjh5saxsMk8ZC+bAyJ8WNVBcV5P7Tl21kUCJOB5BChae96csccOJqCOO7K42QLpNrXuqAYObtn3qqdorW3OjVlDqq1jjv95FFuHbEa3a7GuXp0Yn1RtDSleIgPyB6DBeIrW5mb47PIz+PfTf+SLmUi2umuiaK3te+SsXOoDfCEObv82vmg9p+YsFGhYEDWG1tLcLRFvUhz+mYvxZMpVp6lGjLl61dyhRGY8oYqpbKw6tReHRDZpsvjuUbtwYsFxdDjcSea5sPq8tNjoHzXIUU26vF71ZYobe65jfr058uJTmsA0Lu8fO+B5BChae96cCdFRxJgt8pa2kBKRYU8wudAv+GTHZ8hWTheu5r+vt+DmnhtotbGN2wHY+/NunFx4HJ8d6Oh2fTPWIYeJ1hWnocSHQajcv6psVnj5SZ42BZr9EStax85r2x2fIns5E6K1ymruVcwrGapIuH4t0Ci+aD2v7p/IUysvan1XxyO4s5P2JyAuweWqlltaGIq0tutqPL0XhfcWt5D/fv7kOSZkHSMFxby1dKL178Umo1KfyijbmaK14Yz8XnwyKvaqhHJdYkXrdxbBmy6H3z9zH+J5v8OxzshYSFvc4ssbLkrPbn0jBiBpiljRuvli+OX2R8OJjSW+rQM34dbhW2i5rrX9F7iX12iTaK3iv6nvetw/G44PV7bUTEs9rw8vPcAfQdbFO9fcmIWM4r1wU+/1EGGTtKbdw3fi7Ioz0juikrR4StNavz3yudJ63Vz/FzSeixzlc+L00lN2ubxkD1asgwRIwPUEKFq7fg7YAzcjoI47IuMGlciEeqMZn9feU0XRWhtRY3FnpWg96x0UfVfn0lGI1uLgUHH1ei1WtHZGfFJ13Nml7y1CQL6MFK0tTO+Zv09jVfsV0gWWSHp3TSe6IKCAtpvmohxFa23fI2flUh/gqy1aRT+kaN2oIGp8o120lnvTd7UR3M50TCxrRWvFak7cCFdcvTqLkzqkgbF2Z5b/A0Gtg1GpTxWHdmvXqJ0QN+o7HNKJ1hfXXJAWG94sWqvd1t/cewNCaBAXn9Jkomjt0AXnpZVTtPa8if05/Qjprrfwm0U0dT7ydiQmF5gIQ3FTXJgM23cTrTa4n2i9b+weiAtSnx30bdFaxK8s2bIUKvfTidYr2y5H0lTJ8Ma0t+S/9Rb0BpcR1AtCCBDh5x7oreZevXgF4fVJuH7N37BgvOxqwVLT4mImryIgLsHlrpEHtb7XXVxY120Nom5H4r0lsaL14+eYkG2MFBTz1Mwr80iL4p4V9eKsrUC8zdJaLeZ723u2Le6KL2+6hCVvLdRb5Iq1Irj45w1AwwmxovXgzbh1IAwt11O0tva7ZLNoncdfz1/EFL9/6r6MW681qS3oFdFa7OGZS2TWWo1d8knRus96s2Gs1A3tGbkLp/8+hU/3fK7/6Jdc41BvVAP5PusOSc/0QEdkLulcpubGv6DRXOSsmAunl51CxZ6V9J4l3IEZ+0ACJOA6AhStXceeLbspARF3RLxgKcKAt8UNcifsFK21zUbElYfyRV64N8wSlEUWGptxFN6Y8TaKvVdc/lsKY99sjROtd1yFiCfmjPik04J/Q5nO5VGhW0XZF/VLo7ZR+l6uM3+dxuoOK9E7vL8cvC03zUU5itbutXbUB/jqCyWityLeY4HG1onWai8gCUatxJdc9iEKNo1v9WSKkDGrOWfRlCENBsd5hzDWrvqg3VF92zVyp3RH9nmssHFx7QUsa74Y/Z4MRJKkulh53paOzjiCHT9uR9eL3eXQbu67gXl1/pR7SNrMab1tuByPEwhQtHYCZDs3YW1ICWOxj8XvuLsKA/vH7cWxP0PRPtaLhp3x2b06R1laywtgHwejUl/dBbCVnyyXLnXFe4RISqxyEYczW1mdBb06be63QV6uVASIl89fQlygFa5f8zeIL1ovaDgXOSrl1McztjsoVuj2BNTW9uu7rZWXI5ov+0D2/dmjZ5iYfawUFPPUiBWtS05B+W4V9bGbbR2kt4nWarfp4vnU0KLYVk7uUu7eqXsQv1Edrbi0rcQ+Fu/QyVMnl0NRe3qT72N7b7qlFxB3YW+qH7aI1urzHxFT/O7xuzJuvdakjlUecfkhppacIr2lOFtgFWGsxGUtcZamNe0ZtQunl57Ep/viQpL8knMc6v3cEEEfl9JajUPz6c8V93WQ3kTdJc1vOAe5KueGOB8r/2VFlP9S51mCiQRIwLcJULT27fnn6I0QUMcd8ba4Qe406RSttc2GsVum4wJHo9n0t+JE61mhELF0lfik13degzg0coZo/Uep3+RtSOXh0tteprXNkvW5hPujtV1Wode9frKwLTG9RDmK1tazd2QJ9QG+EGf/GxLnBUG0/Wf1mSjUtDCqf11Tc1dEvMkaX9dE6fZljJYxF1/SVCP6OJZmXIJq7qCVGY1ZoKurEDHeDV2aWtmE5uw7h+/AmWWn0f6A7pBBfWiiuSIPyhg6/TB2DduJLy50k70OO3ATIg6piL2eLms6DxoJu+ouBChau8tMaO+Htd45ou5GQVzubfNfO+SomFM2JFyw3j5y2y3jhu4bvxfHZh3B50c6a4fiwpyOEq3VoTb+bfePvJD1xkydaP34+iMZT1i4NM0aks0oAWE1J8LYfLhKJ0DERMdAvIsIETt/vQLxyixqMh/ZymRDnRH1XUiTTbuSwNzas5GvXn7U/La27Mb67mvx+OYjvL/sQ/nv6IfREGKOCCuQu1oe+TfhBrhc17j3SVv7722i9ZTCk1B1YFyMV3XsYFs5uUu5uyfuQjzvdzr1BfzzBWjq1pUtl7H4jQXofb8/kqfRidbqMzvh+erG7uv4eFNbTXUyUxwBm0RrVXg4GVP86B0Zt15r0nu6ihwEJAEUgdUlorUIY9V/I7rf7K21+9g7ejdOLT4hDU2UJC7nNBjfGCVbBmmux5EZlf1eWINnKZ3VkU1ZVfe8+n8iT/W8OPv3aZTpVB4VuuuMYZhIgAR8mwBFa9+ef47eCAF13BERL8eb4ga506RTtNY2Gw8vPoAQhtsf6oRMxTPJQlK0nvYWijWPtbSeFYrt/4uLm6uI1uJBO3VAam0N2ZhLHjJ8WUF/M168TPvliospZWO1Xl/s1JKTWNd1NXrdjRWtz4VDxAf/PLQzAotoi+klIFG0dq+loj7AN2ZRLEXrZoVRfYh1onX1ITUQ8nlZowM2F1/SFCG9q9ftnyJ7eeNxLB1FVx1T2Vg7sypNQ/EWJVHlq2r/Z+8qoKLa3u+2uxMTu1vs7m6xG7vz9fv/XvvsRFQMFLsDC1QElEYlDCxELFTAbv2v71xmgPsu45mBOwzD+dZ66y3w3BP7XGbuPfv79lZrGqxfj7/dEXrgOkbHHjLI5elUHTyFOr9kHwDP+Rcw8aZEWj/yf8hk6yfdmYYcRQRpnULbkqqHFaR1Kts+A9Q53jx9g9WllmOI63AUa1CcLdiQg2ljIeW73AeBGy+y56rUEGqR1htqr0WNkbXRYEZDBsPRkYfY/8lmiD1H3nvO/IR1HWLLq+Y+vf2EpQUWMhK7dGvLBPDu7rKDVXC1XtAuNcAu5qgCApQEZ9muDJr9KtngOE87iRcRz9F3fyxpHf0OJJtLhGLxxiVYG3rXrTMhTrnL0GmZHWldbhWa/NhU+/y/v+8e5LTIhQ6rOhkKkUldR9W49Lw//tok5C6Vh2tud13DQJ8zlPidKXsmdo1cHfHcL2dx/3wEBp8RpDUXqPEaGUxal8mLdks7sJ4MSWi7dewm9vfbo7VnUlIb1HcthrYna5Ez81ww9b4epPUiT1zZGcwqwzVBNgjtV3RC1QGmQVrzKKsYillSrtveZgtKNi+N0IPXUGNU3PNKUvoU1woEBAKpHwFBWqf+PRQrSGYE5L4jcqmhZB4uTXcnSGu+7Y++FQX7GmuZvGGBSrGkdYGF6LyuGyr3rcI6kfuTRly4hx3tHNmDdtZ86pLWJNtE2ZBUbU3BXqaL5UKHlebxMs23S/q3IjniU1OOY3rkbHZx9M1okD84VQTlryhIa/0RNY0r5Af4St7NRFqX71IBTX5qxj3pNbJDK/mFuvwlExtESeqVe0JJbCj/zFLqbnPDDajcpwoafacyaf2XO24cCsUoH8mDLMz5Nihhbfbz75A+U/okrtQ0L7+0PgBeCzwx4cZkNsFHAQ+ZbD3JhecomtM0Jy1mZdIICNLapLfnP5P7+uUryNOaSKSynfgsJd4+ewtSpBpydjiKNYwlrQ2QADUWUr4rfHDZPgA2gROMNWSSxlGNtK61FjVH12E+kRROow6D9r+bQyxpHf4cayvbYoT3GBSuoVx5JX+2+fjmI5YVXMSkX0u3Skha7+m2kyXZkiSqiLSJACXBlekQZ4PjPP0knofHoN+BAQyQt1FvQYUCRCgWbySR1sxuKhkq7MyNtCalpfhJq0Tq0XNax1WdzeLmigyKhEPDDRh/fRJyl+QjrcPP3cWuzttZ4nemHBJpLf/ccfvVFffcw9n3lQj9EDCEtKb3pvzl8qPtEulz3/WH03gU8Ij51vOGnLR+EfvdRHLbxpayVnp//9Y6fBZ7IWR7EMiDWxPLCy9Gh1WdUcW66rcuN8q/a6zBhqWAypquBW5r7YBSLS1x49B1VB9WEw1mSXYmIgQCAoG0jYAgrdP2/ovVKyAg9x0R/rzq3SaCtObDVonMpIOiTmu7xpHWGy/B/Q83TL4zjXVKcljb2241DmldZQ3qT7dC3QnxSGszygDn2yX9W13ZFQLnaScw/XEsaa2QnMDTq6i05kHJeG3k1UiUqX32u9OYEjFDOwmHJhtRoWtF/UhrmTygfEW6/CUTW72S1KuxkJJ7KiuNu7nRBlTqVRmNv2+q6rTc/3TDjSM3MNo7lrR2uc1kBmfFzEOGzBlUHTulOr+4zh/ei7wwIVQirR8HPMKWZpsw6dZU5LAQpHVK7UtqHleQ1qlr9wyxlFAimuSy0aaEgt9KX1xa5w+boLRNWlNCZC2burCaFktajz4MUmfpvqUX2y4ej0t51dzH1x+xrNAiJv1aqmXpBNtO35/5yuXTVtyZ0j0h5mIcBCgJjpJhNDY4LjNOISYsBv0OSpXWSgkw8vvU0JmaI2kd3x7oQP+9yF44BzquNg/S+klgJOh5n55Hc5XIzbXt4W53QTYElPidOWdmdg3JhZPvcZuFEmlKtmn3zoUzZRAR+iFgEGndYxfyl49HWv94Bo/8HjLfet646XQDB6z3Yi7Jg8dXAUkB0poppf1wJsH7+7fW4bPEC8GOgUwdURP0PdnRtguq9DcR0vrxa9iWWZHA5uVb6zLGv29r5YDSrcvgxuHrqDqwOhrObWyMYcUYAgGBgIkjIEhrE98gMT3jI7DCYgnaLumAaoOqs8GFP696eyBIaz5soxRkoxlpbdcVlfvFVlpvvASPP91ZlRyFhrQmoixb/mx8AxnYiqozGsxsiDrj67EeKAM8Z1HzkS0zEJZvXnZlZwhcZpzEtEezWFslGfhvdiLkwXkgMmobOsB/dvUZ83mkUJIXY6R1t4po8iN/pbVdhdVoNK8xao+tq7iez+8/Y0m+Beh/ZCAs2yb0l0wMACWpV2OBRZ7K5//y0H5mKY3r0HgjKvaohMY/qExa/+GGm043McprNJtG2Ok72NN9J2ZFz0OGLGZKWq/1h88Sb1bZQvH44iPmtU4e1yQ7KUIgoC8CgrTWF7GUbW+IpcQ7BUnfM3Oc8exa3Hdeyq4q4eh+q3xx0c4fY4PTOGktq2A9NuYIKNGt+9ZY0josBqSaRD6chaoVUtxCedXch1cfQBVkA04MRqkWCUlrkfBtSn8FKTMXuQ2Oy8xTiL4djf6HpEprpedPskiKrwhg6MzNjbReXWYFmv/aAjVH1WaQEKmXrWB2dLLtYihEJnVd5OXHoOd9Uv7JVZyPtKYK6p0dt7HE78y5YklrmS0B2aaR9/XQcyNMar2pYTIGk9YV8qHt4lh58J/O4KHPAwxyHsq95JtHb+DgwH2Y8+p7do3GukKXCgh353o2VLL3+lYXvku9EbTlMlNH1IT8zO5bfaj979rP3niKOWqPydO/Y8vNsGxbFjePhqJy36qqq6zxzEm0EQgIBFIeAUFap/weiBmYGAJy3xEhdazeBgnSmg/bZ9efYWOddbAJGo985STZaHnWppwAuu8Vge1ttmLKvRnIVkBd0tqu4mo0nNMIdcZJpDXLAC+Sw2xky/h2Sf9WIduDQYe95DtO8Tz20JAkpQpWKcjdoai05obKKA1Pzz6FZ6FRsD4SS1rL9pkmYQgZS36TDWY31P6dyRejy18ysYVrqubiS70aBSQAck9lpXGZjHrXCnqR+4bM3/23c7h18hZGXpBIazrkooqNmVFzkTFrRkO6NPlrAtb4wW+FL8ZdncjmasihockvUkzQqAgI0tqocCd5MEPUOd4/fw9K7h3kMhQlmpRkczg9yxlRN6PQ/7BERplS+Nv6IWC1H8aGpG3Sen01O9SdVB/1JkuKSMfGHsWntx/Rw7E3+1mTNKnr+dP1pzN45BtXNff+xXusKLqEVdGVbFYqwbbv67sbuYrlFjZBpvTHYOS5yJMz6dk46ka09nNCyZ6G3nWrj6il9V43dMpmR1qXXo4Wv7dCjRG1GCRE6mXNlw2d1pgHaW1I0mTE+XvY0d6RJX5nyZ2F4UKV10VqF0Gr+W3Zzx6/uyHM5Q6GugnSWt+/JUNIa/IUL1gpzhaCPMUfeN5nzwu8ceNwKA4PPYDZL75jl7yMeAE6ZxrpNQaFaipbV/D2rW+74C2BOPfzWUwOn859qe9yHwRuusis3jSxNP9CdLHvjkp9KnP3o2ZDrWLO6WEo3liyZjCFIEuJsh3L4cbRUFTqWVn1hHVTWLOYg0BAIPBtBARp/W2MRIs0hoDcd8TcfINMaTsFac23G1TBsrHuOlYpkrdsPnYRu09Xd9ZKDclJ6wfe97Gt9RbjkNayClBzky3j2yX9W8krcLXyjDoqXZRGEaS1/tireYX8AD9kRzDOzI5LTqCxmey1ni9kpGhgNaOBVoZfvgZd/pKJrVepak5NbOL3LfdUVhpXXqmj1tzc/ueK2863MfJ8LGntGobdXXZgxtM5yJRd8soztyAyx3+VL8ZdkUhrQ+QZzQ0TsZ6kISBI66ThZ+yrDVHnUCIq5RWUxl6HrvHkyTmmNDeluajlaU1V1PWmWKHepFjSetxRfHz1AT2392HTiNbY0wSMY17USkGH9w+84ggIbQKD81CUaColMGhCvDub+p2m/vzkyZlyRYbXsRK1w9xHomg9CzYhetetPjTpXqZmR1qXWo6Wf7ZG9eE1GU6HBu1H5txZ0HltV/U30ggjGGJPE3HhHna0c2SJ31nzZmWzpMrronWLotU/saT1H264c/I2yLtXhH4IGEJaK3mKR3jcY771vBF66DqODD+I2c9jSev7L0BKYylBWgc5XIbbL676kdYrfHDZPgA2gXGJcqSC1nVjD1TqbRqk9buYdyA7TKWEM959UqMdWUqU61KekdaUsN70p+ZqDCP6FAgIBFIZAoK0TmUbJqarPgLyClZBwKmHuSCt+bB9evUpNtVbzypF8paJR1qv6owq1pI/Dqta/OcCk3al0JDWlB2avWB2voEMbLVG5rVrbrJlBsLyzctCHINw9vs4r+MX4c9BxORIPX2bBGn9TaiN2kB+gE+k9elZpzDtoSQDT7G54Qb28qqPV/M68o6fZoW6E6VDZ3no8pdMDADNi2v8qjljgSX3VFYaV+6JqNbcyPfuzuk7GOExig0Rfu4udnXejhlP5iBTDjMlrVf7IcA2rgIxMigSDg03MLnw3CXzqAW16NeMERCkdera3E/vPoEqgMjKwrINn6XEh5cfQIpUA08OQcnmUnWt3KvWlFAIsPOD7zIfjL8m2SCYeqhGWsueH46Pd8KHF+/Rc0csaX0zGuQnTJKmBSolQlr/chb3L0Rg8GmJgND1/HBwwD5kzW8+laCmft+Y4vxYcmavuOdcss55euUprJ0Gsem+fvQKtmVXMkKxaF2JtKZ33WqDa6DB7EZJWpK5kdarSi5Dq7/boPqwWNJ68H5kypkZXdZ1SxJOpnLxo4CHoOd9sjjLUTQn17Q0NmhT789E1nyxpHWHbSha34JhRXH+T3fcOn4Tw89Lz/Yi+BEwhLRW9BR3CwepefFG6MHrODryEGbFzGOXvIzXCIwMAAAgAElEQVQlrUd4jkbhWkV4u0mWdkGbLzNf9Ml3+Sut/Vb64tI6f9gExSOt8y5At809UbFXpWSZV1I70TzHKVl7JLXvpFzP1NW6VcAtp5so07Esmv3SIindiWsFAgIBM0FAkNZmspFiGcmHgNx3RBBwyYetvCdBWvNhSy/5m+qvZxVxeSzzsovkMvZyqd0HPvexrdUW9qCdvZDKpHW5VWjyY1PUGlOHzY0dVhXIZjZeW3y7pH8ruVeSob5NgrTWH3s1r3CefhLPw2PQ74AklSr3LqffEWlduU8Vvfya5JVS8jXo8pdMbL26KqXUxIj6vijzVFYaj6TCynRQ/8X13K9nEXY2DCPcY0lrt7tMZnB65Gxkzil55ZlbyL1enwQ/weYG9ozcyV1KkNbmtt/GWI8grY2BcvKNYYilhNL3jPw7L/lmmPSeeL5nkj5K8vWgFmktV2o5PsEJ72PeodfOvmzyUTeiQH7CJGmav6JkQyQPt19dEb9qTpdSi7lVgibfDqednuTPuWfnuYCeM6yPxZLWD1/BttxKDPcYhSJ1izJg6F236sDqaDincZKAMjvSusQytJ7fFtWG1mC4HB5yABmzZ0KX9WZCWvs/BD3vT7ozDTmK5ODae60NWsQMZMsv2aCRXLhFg2Jo9Vcsaf2XO24dE6Q1F6CyRoaS1oWqFULrBe1Yb+QpHu56F0Nc+Unr6weuwWn0YcyKlkjrVw9egoojRlwYjcK1jU9a0xomhU3jhlD+bkUXLs7zL7pv6YWKPU2DtNYkuVMCUenWltxrU7vhliabUKFHRfY3W7qNJZr/r6XaQ4r+BQICgVSAgCCtU8EmiSkaF4GlBRaiy/o43xGRLa4e/oK05sP2ScgTbLZKSCaQj1y75R1RdUA11glJ7Xr+ewETb0qV1g99H8CxpYNRSGvKlG/6U7OEpLWosPjm5jKvpF/OajN4DfVtEqT1N6E2agPnaSfxIuI5+u63ZuNe2RUCl+knme+aJogcrNy3ql6ktdyTUr4obQWcgr9kYgDo8qRUGzSqgPNbHueprDSeYwsHWLYrg2a/qpttTX+Hd93uYvg5SULwnns4kxmc/ng2MucyU9KaqgHW+2sl7LTJUVcnIk9pKTlKhEBAHwQEaa0PWinfVmMpMeD4YJRqWZprQkqKHuw77/5z9N0nfeeZUvAoepjSfFUjrSvZosHshqgzrh5b7omJx/Au6i167YolrUOjsKH2WvZ9kK+8pOgkD6o4uxevak7ji0lVdMUaFk/Q3NxINVO6R1LLXOg5t0r/amg4VyKgz37ngsjASNDnDcWrhy+xplxCMoredatYx11j6FrNjbReWXwp2ixsj2qDqzNIyPM3Q9aM6Grf3VCITOq6h34PQM/7+iTaK9mgkVx4scbF0fKP1mx9F/7ywA2nUEZ4itAPAYNI6y47UKh6PNL6t3O4eyYMQ8/xe4pf338Nx8YewcxncxP9nNBvJYa3Dtx0CR6/uelFWvvLVKxo9MW5/0WPbb1RoXtFwyeTjFdqEhb7HxkIy7Z8KjvJOHyiXZGlBKnQEWldskUptPi9lTGGFWMIBAQCJo6AIK1NfIPE9IyPgNx35ODAfciSNys625mHb5DxEU18REFa8+2GkmwrI62XdUTVgRJpzQ7mFnphwo3J7GcNaU3ZoTkK82Ut883mv62ItG72c3PUHF2b/aP4m+FDkmSn4mfwGiqBJUhrPryN1erU1BN4+eCF9gCfSGvnaScYAaoJOpir3L8qGs1rwj2t9dXtUGdCPdSfYqV4jSFV00pSr9wTSmJDuaeyUneUeMOyrf9P3Wxr15/O4J7HPQyLPVi55xGOnR22sUSDLLmzJHGlpnm573IfBG68iDGXx7MJKtlQmObMxaxMFQFBWpvqzijPyxB1Dg3RTdWSpVtJFTqnppxgBFSfff1NDgBK6PRa4Kl9Nja5CcompBZpTZ6gjeY1Ru2xddmIJyYdw9unb9B7dz/287Nrz5ifsE3QeOQrp1xpLa+ae/P0DVaXWs6q6Io1SEhakydp+ozpmY+niLSJgLxq2vX703h86TFIkpZC6Z2HJXT20+/ZWAldcyOtV1gsQdslHVBtkERaHxl2EBkyZ0CXDeZBWmvV4fSwNFO6ZnubrSjRrKSW7LrwtwduHAkFSUuL0A8BQ0hrslUqXLMwWv8rVVp7/O6GMJc7GOrGT1pf23sVJyY4YcbTOawPTXILSbwXqSMpMhgrAjdegvsfbph8h7/SWunddlHO+UzVhKSvTSE+f/iMJXkXoN9Ba5TpUM4UpsTmwNQ5+lXB7RO3UKxRca1igslMUExEICAQSBEEBGmdIrCLQU0ZAfoSj+87IiTO1NstQVrzYfskMBLkDTYhdDJylcjNLpK/wMqrSTRZy/pIbfHN5r+tVpdZgea/tkDNURJpzf5m8mQRiR7fAJQyeN1/j3sZMlQCS5DWht656lwnP8C/uvsKTk05zqSmNWFINYl9DTvUHlcP9acqk9aG+FMbQlokF2pK2ejyvsnioFSr0qpLhJ398TTuXYjAcFfpYCXi/D0mM0g+5FnymCdp7bPMG0GbLzE5WAoNaTE2eALyllWutEuuvRf9mCcCgrROXftqSNKSkqT4ySnHmT9tn70mSFrbB8BzfpwKkanvkFqkNcmrNv6+CWrbSKT1ycnH8SbyNXrvkUhrbdKSjs9/d1nV3Jsnb7C69HJWRWdhVSwBtORJSkHv0yLSJgJyf2rXH07jUcAjDDw5hAGipC5liHWOErpmR1rLEtXNLSlEqWr6W381Sopy21pvkSo0f5MqND3/OY/rh65hpNeYb3Un/l2GgKGkdZFaRdBqflvWm8cfbrhz6jaGuUsqVjxxdc8VnJx0DDOeSKT1awUbAZ5+kqMNkdYef7ozr3XeCFjjB78VCVXEFub4hyWIle9qGqT1l09fWPU3KcKV7WRCpHWDDahiXRW3T96CBXnT/yPdRyIEAgKBtI2AIK3T9v6L1SsgIPcdYRJnOTKhyzrz8A0ypU0XpDXfbkRefgySzKEq6lzFJdJ6ZbGlaLO4vTbrWu7b98gAfyi+2fy3la3lCkYq1RhZi/3jocH7kTlXFnReK9QJdGEqfxnSvpjpmU0sSGtD71x1rpMfBtML+KnJCUlrQ3z7yG+y5pg6sJrWQHHiuvwlE1upIfKwyYWaku+XvG9WNdG8pPYAKrnGlvdDpHWE530MOyv5rt33jMD2tlsx9cFMZM2bVa1hU7Rf36XeCNpyGaMvjmPzeHb9GTbW0V1pl6ITFoObPAKCtDb5LUowQUPsIT6//wxSpOp/dCAs20iykvLvPFNC4fKGi7jw93lMvCVZ55h6qEZal1uFJj821dr4sOS6Ry+1iQYae4ixIROQt4xy0hIREGHOcVVzryNfg57/qYrOon5C0po8SelgnHw8RaRNBKhyv/rQmmgwqxEDgBRtHvk+xMBTEmn94t5zrK1kixHeY1C4RmH2O3rXJd/Xxt83TRJo5kZaLy+yGO1XdNJaglFSSLp06dB1k3koGSj5U3/rBtCec8RTlJMnunr9ewHX9l/FSG9BWn8LT/m/G0Rad9qOInWKaMnG83+54/bxWxjmoQdpLUv0poQ4UvQb7jEKReoat9Kanh/O/+WhF2nNzuOWemP8tUlaSBdm/4d915brUl7fbVCl/dcvX0HV36Y0J1roJit7piBJiQ5FahfRVuyrAoLoVCAgEEg1CAjSOtVslZiosRBgviOOvVGhh+Q7Ym6+QcbCkWccQVrzoAREXnoMhyYbmV91zmK52EWMtF4U529F/rC+S30w/rr0kKx9mbs9FTmK5uQbyMBWVGlBvjM1RsSR1plyZhaJHt/AU/4ypHkxo5e7onUtuHdDkNbcUBmloVx2U541zl7M6q1H1UHV0XCO5PXHE+Q3WWNkbTSY0VCxucZfcvCZYSjeqARPl1CqmuO6MBka+ZGn8jp/2ARNSLQ3Io6LNymh9adLhmEVuzjzgwvuez/AsDOxpLVXBIgwnxIxA9nyZ1Nr2BTt12eJF4IdAzE6QCKtozg8TVN0wmJwk0dAkNYmv0UJJmiIpYRGVrL/4QGwbFeW9Sf/zjMlFAyplErJ+atFWtOhf9OfmsWR1jIbkychT0AKMOOuTEQey7yKEJz/053JdmoIiNePX8O2zApWRVe0XsJn1mNjj+LT24/sfVpE2kSAkuBqDK8Fq5nSM+u5n8/igdd9DHIZyn5+Ef4cayvbYqSPDfPBpaB33QrdKqLJj82SBJrZkdaFF6PDqs6sCpHCadRhEPHUzcE8lAy0iaL3ZyJrPr5E0UcBD7G12WZGKGrOOeSWQl4LLuDanisY6WuTpPspLV5sCGm9s+M2FK1bVEtak6f4zWM3QNLevCG31DL0bIR3PF3tDCKtya5vkRdTR9SEqZHWNC+aE6v+NhHJcprTpvr2qDa4OpOUL1i1IDvnFCEQEAgIBARpLe4BgYAMAbnviLn5BpnShgvSmm83Hgc8wpZmmzDp1lTksJAI6JXFl6LNQhlpvcxHm9mp9DLHN5r+rcjTruWfrVF9eE12sVAn4MPwkky2UtcBoK4eBWnNh7exWp2YeAzvot6i166+bEjmzzXRSSt1xl7M6q1HtcE10GC2VIHCE/IDQPk1uvwlE+v/07tPWJp/YYKqOZ65JEcbuaeyUp872jkyXyv6fFEzTn/ngof+DzHUZRgbxhCpQjXnp0bf3os8cWVnMEb5jWXdR9+Mhn1NO+Zxnb+CsqepGvMQfZoPAoK0Tl17aYg6x5ePX0CKVP0PDYBle4m0Pj7BCe9j3jHPRlMLuQ2Lqc3vP9/j7z7i69cvyJEteW0p5DY+ztNO4kXEcyYPShEZFAmHhhvYO0TuUnkUYaKquVvHbmoJCF2yrcfHO+HDi/fouaOPqUMu5qcSAkwdaHQdWE2X1IHO/XIW9y9EYPBp6TnreVgM1lVdw55BiKCg2NJ0E8p3qYAmPwnSOv62LCu4CJ3sujK/VwpzUzIwxJJH6Wxka/PNKNOhLJr90oLh5L3QE1d2xT3nqnSrm2W3BpPW9SzQ6u82DBPmKX40FCMu8HuKh+wIxulZp5g9E4X2bETPhP7k2BRDlFourQ+A1wJPpo5IoalqNjUpbjrv7rm9j7ZIKznwSmofG+uuR43hNRlpnb9iAbRdIkjrpGIqrhcImAMCgrQ2h10Ua0hWBOS+I+bmG5SsYCWxM0Fa8wGoRECvKrEMrf9ti2pDarBO5B46Si9zfKPp32pVyWXsBaX6sFjSeugBZMyWCV3WC0l9XWjKX2x0SS3q6keQ1vrfs2peQQf4H57HHdZe23cVJ8Y7YcZTyZ+LQi6byDOfb12jy18ysf61Uq9HBsKyrST1aqyQeyorjUu+0hYNiqHVX9IBiFpxep4LHl18hCHOUgXQA5/7IJnByeHTkb1gdrWGTdF+6TDv6u4QbQVK9K0o2NdYy+TCC1QqkKJzE4OnTgQEaZ269s0QdQ6NF2K/g9Yo00HyQjRlgjJo82W4/+8cJoVNSxWbo1qltczGx3n6STwPj0G/AwMYLk8CI7G50Qam1pS7pDJpLa+ae/XwJdaUW8VI7CJ1Esq2ypP3UgX4YpLJigAlwdWyqau1tHH71RURHvdAakAUMXeisb6aHUb5j0XBKnGkNUnoNv2peZLmYm6V1ksLLETndd1Qua9EWh8bcwSketF9q3nI79/zCMfODtsw7dEsZMnNl7Dz+OIjluRA1g85LSQVOqq8Jo/epj9L9w9LztwRzO4xEfohYBBp3WEbilpZaN/ZyFM89PB1jPDUg7TeHowzc5yZPROF5mxESdFDvxXp31peXMDTg/yar5+/YlGu+eh3wBplOpqOfzQpi5JSQ6XelXmWZZQ2G+qsQ82RtRB2Ogx5y+RF++UdjTKuGEQgIBAwbQQEaW3a+yNmlwIIyCVcjo44hHTpzcc3KAUgTXRIQVrz7YaSPzUjree3RbWhEmntb+sH/5W+GHd1IvtZQ1rHf5njG03/VvK5CEl9PgwvyiSkDCEdaSRBWvPhbaxWx8YdxcdXH1gGMwWR1sfHHcXMZ3O1U6CqaUry0Hj98cztW9XZhiQ9KEm98swlOdrIPZWV+qRDrKL147L2k2NcpT5c5jrj8eXHGHJKIq0f+j4AyQxOvjsd2QuZJ2nNZBP3XmHSnBQxt6OxvrodkwsvUFmQ1mrda+bcryCtU9fuvn32FpR0OOTscBRrWJxr8koHsPLvPK6OjNQoyOEyiCyjz/LUEGqR1nIbH5cZpxATFgNKPqCIvPyY+QmTpGmuErkVoZJXzb168BJryq9iVXSFaxdJcM3JKcfx5vFr9N7TLzXALuaoAgL2NexQe1w91J9qxXp3+z9X3HMLZ583iT1zyElHQ6dldqR1/oXoYt8dlfpIBJOTzRF8fvfJbOT377mHg6Slpz+ejcy5MnNtu5J1GpHY8ZMefBZ7IXhbnA0OV8eiEUPAENJanmjsOf88rh+8hpFe/J7iIduCcGaeC6beT0haD3UbAYv6xYy6O1Rc4PnvBWbPxxvy6mylRD/evtRstyTfAvaZokmEUXMs3r431F6HWqNqI8z1DnKXyIMOKzvxXiraCQQEAmaMgCCtzXhzxdIMQ+A/pPXIQ6yjbpvNwzfIMFTUuUqQ1ny4PvR7AMcWDqxSJEfhHOwiOmhs/U880nq1H/xX+zI/OgqlDGS+0fRvxaTKF7TTVn0LSX0+DC+u9YfPEm+tD7kh8s40kiCt+fA2Vivm5fjmI3psk7wcr++/hmNjjyQgrcmfuuaI2lqvP565baq/HlUHJu6DbYi8vJLUK89ckqON3FNZqU+5P1pyjKvUh8scZyaPOvjkEPbPSp+5ao2dUv16/XsB1/ZfxUhv6TBJqeoppeYmxk2dCAjSOnXtmyHPHEpSl/LvPFNCIXhLIPPSJdWM1BCqkdYyGx+XmacQfTuaybxTaAggkjTNVVyZtJZXzb28/wJ2FVazKrrCtRKS1qdkntmpAXsxx+RFgJLg6kyoh/pTJNKaFA/CXe9iiKtEWiupu8jlnQ2dkbmR1kQwdd3YQ1sVacqfuYbsWbjbXezqtB3TI2cjc05O0lqTaBPvM0suL8/eM7YGMgUhEfohYBBpLbN0kr9n8MwgxDEIZ78/jSkRM1hzbUJ/CpDWrLhgoZdW6ptn/nIf7JR8z9Y1X1JvIMuBKv2r8izLKG3sa61F7TF1cPdcGFNP6Liqs1HGFYMIBAQCpo2AIK1Ne3/E7FIAASKt+x0cwDxxKI6OOoyvX7+iuyCtk303BGnNB6mGQJlybwayFcjGLlpViiS526J6bKX1xTX+8F3tg3HBEmkdGfgYDo02YtLtachRVCK61YqVxZeh7eL2qDqwGhvi8PCDyJg5A8vgFJE4Ahft/OG73Bvjrk5ijcgTckWxpRjiOgLFGvBnEwvS2rTusmM2R/Dp/Wf0iJXtCz1ApPXRBPLg9GJWa3RtWE1vyD35zQ02oMqAqmg4u7HiNRrSWkmqU9cg7Dvv0ACUifUn5Z5QEhv6LPVCsGMQRuuQ7dvVeTur4KIEHTXDedZJPLnyFINPSKS1xpLBnCutPf89j9AD1zHCS5Lte373OdZVscXogLEoUFmS6hQhENAHAUFa64NWyrfVVFrrK7tJ3xl9D1ijbKzUpfw7L+VXFjeDkG3BOPOdM6ZGSFVbph5qkdYrSyxFm3/bo9qQ6gyC03OcERX6DP0PD2Q/ayqtdb0zMHWOfXGJTi/vv4RdhVUY5WuDgtUKJYDWecZJ5llM79Mi0iYC66qvgdXkBqgzsR4DwOM3N4SduY2h50ayn2NuRWN9DTuMDZyAvOXzsd85ttwMy7Zl0exXyZPY0DA30po+c3vt7Kv1nyX1pvevPqBXrKKToTiZynWaSmtSpMqYLSPXtJ6GPMEmK3tMuDEFuYpL8uBbmmxiGDX+vin7md6xL2+8BJvL47n6FI3iEDCItO7giGINiqPln61ZRyTPfnU3KTrxV1rTe6HrD6dBZ14Uhj6nJMdeXl5/EV6LLmD8dcmfmicCN1+Gx+/n2PmbJujv1/roIJRuY8nThVHaLCu8GB1XdUIVa+nszhSCzkbq2NQFJbFkK5gNndZ0NYVpiTkIBAQCKYxAmiStjzufhcO2PQz62rWqYcYkG2TNouyfcjkoBP8sXq3dpm+1T+H9FMMnEQFF2TvyDfr4Gd23mIdvUBIhStbLBWnNB+cD7/vY1noLe4DXkNarZVUTfqt8QcT12JAJrFOeqgm+0b/daoXFErRd0gHVBkmHYcIH/tuYUQsm6b4qrjr+XfQ7UNU6+b0Vb1SCrxNRac2Nk7EaOo0+DJID03xnXD9wDfS7WdHztFPYUGstaoyqjQYz9CCtG25gMl6N5jVRXIouf8nE1q6pmksJry25p7LSHHd32YFCNQqh9b/tVN0+55kn8eTaUww+LpHWGnuFSbenIkfRnKqOnVKdy6VeX4Q/x9rKtkwuvFD1hARESs1RjJu6EBCkderaL0PUOWiFckUq+XeeKaFAUqNnv4ur2jKluSnNRTXSWqaIRJ6hT68/g/URibTWJGpNujUVOSyUv/PkpLWu74yz37kg8nIkBpwYbOqQi/mphMC6KmtQf5oV6k6sz0bw+MMNYc53QDK/FFGhUSDVIZvACcgXS1pva7UFpVqXRvP/a5mkWZkbaU3+sz0ce8eR1hOc8OH5e/TcIdkQpfa4ezYMu7vuYIpUvKT1k+An2NzAnqmV5S6Zh0GwudEGVOpVOR5p7YPAjRcxRpDWet8ihpDW29tuRfEmJdDyj3ik9a4QjPSVbIh4Qm7pYYgiDM84PG1IEc97sRezzeCNoM2X4fbbOUy+I5HWn959wtL8C9H/6EBYtinD243q7cjar9XfbVB9eE3Vx+IdgJKY6k2oj4gL95Axa0Z02SCKX3ixE+0EAuaMQJojrYmEdti+F79+PxN58+SGvcMOtr82IwYp7jMR3MWKFkatGtXw7v17LLO1R8H8+RNtb843S1pYm5LviLn5BpnSPgrSmm837ntFYHubrUwqKVt+qdKa/OnopUDzsOm30hf0cD02OJa0VpDN4htN/1Yrii5Bu+UdUXWAlK0pfOD5MPRf7YcAWz9tosG7mHdYWWwpBrkMRYkmJfk6EaQ1N07GauhE6hxfvqKbg2QpEXrwOo6OOpSAtLavaYdaY+rCanoD7mnJD2PkF+ryl0x0kK/Awhz/oO8+a5TtXI57LsnRUO6prNQnHWIVrFoQbRa2T44hE+2DqsKehj7DoGPSAbsx7RVUXZiOzi/85YGbx26AKvMpXtx7jrWVbDHCewwK1yicUtMS46ZiBARpnbo27/WjV7AtuxLDPEaiaF0L7snTd0bv3f1QvmsFdo38O4+7IyM0DNkeDCJopz5I45XWxZaizaL2qDZYSi49M9cZT688hbWTdP7xyP8hSJpZV6KWPNHs+d0YEDFJhEQhWaU1+YhT9aTGv9gIWy2GMDEEKAnOakYD1J0gkdbn/3TH7RO32OcNxbPrz7CxzjrYBI1HvnL52e8oQbtki1Jo8VurJK3G3EjrRbnmo+f2PqjQvSLD5cTEY3gX9Ra9dvVNEk6mcnHYmTvY020nZkbNZWQVTzwJeYLNVvYYd3Ui8pTOyy7ZTMm9faqg0XdScq/vCh9cXh8AmyDpbEQEPwIGkdZttqJEs5Jo8bv090ue4iHbgzBKh6KWfEZE+pKVAFniUWgqrclWgKq4jRkBdn7wXeqjtXHjGVtOun96+wkkxU3ftaVbm06lNT37NfmxKWrb1OVZllHakDpH/UlWzKLr84fPLFFHhEBAICAQSHOkNZHUxYsVRef2UgaYnMT+1i1BJPbl4Cs6q7O/1Yf4d9NFQMl3xNx8g0wJfUFa8+3Gfc8IUPbq1PszkTVfVnaRreUKNP+tJWqMqMV+JtL60jp/7YvZk8BIlnFM2aG5Sij70/GN/u1Wy4ssRoeVnVHFWvLFOTryENKlS4eum3p8++I03IJVx9vFJRq8f/4eVLU+yHkoSjQVpHVqvTXo/qfoFmspEXroOkvkmBUTV2nNSGuburCaxk9aOzTeiIo9KqHxD5LsnTx0+UvqwlJeNWcs3Hm8zugQq0DlAuywXc04Nf0Ent2MwiAnibTWKFVMvDkFOYtJsoPmFuf/csetYze1pPXLiBewq7gaI73GoFBNQVqb234bYz2CtDYGysk3xuuHr2BbbiWGe4xCkbpFuTtelHM+k6ot300ireXfedwdGaFhyI5gnJ51CtMezjLCaEkfQq1Ka7ki0tl5LqBKRetjEmmtsSGadGcachRRthQiqdcrO4Mxym8su4bkv9dVXcN+puSy+CH/fkk6MqKH1IYAJcE1mNUQdcZL8uDye+LZtWfYWHcdS7bOW1aSB6cE7fikl6FrNjvSWvaZe2LSMbx9+oYlD5lDhJ2+gz3dd7Lk3gxZMnAtiZJuNtVfj3FXJiKPZSxp3cAelftV1SpSyRP6uToWjRgCBpPWzUtqk06Yp7hjIEYH8HuKB266BPff3bSVym+j3oKqgikBqljDFCCtl/lg/DXJxo0ngrcE4tzPZzE5fDpr/vHNRywruIh915ZuZTqkNSWc1ZtihXqTpaQiU4j11dag/pQGeBz4WPp822Men2+mgK2Yg0AgNSOQpkhrTaV0repVtaT13fAILLe1x/RJNihd6ttyrN+qzE7NN4OYO1hW15K8C9D/8ABYtpM8rY+NO4qPrz6wDFcRyYuAIK358CSZnB3tHFmlSNa88Ujr/7VEjZESaS3PJtaQ1vFls/hG07/V8sKL0WF1Z1TpH0daUy8a0k7/HtPGFfJEg/cv3oOq1geeGoKSzUpxgyA8rbmhMkpDudIAkdYkmT/7+Xfa8e1r2KHWWD1J6yYbUaFbRTT5sZniOgwlHVOKtPacfx7XD15jJGlisbv7ThSomB9tF3dQde9OTTuBqNvRGHhUOsDX+HtOuDEZuZJD9UAAACAASURBVIqrm/Sj6sJ0dC6vejI06SGl5i/GNT0EBGltenuia0aGWEpQf/KqP1NW17myMwQuM05i2qM0TlqTItKyjqg6UFJEYvLdgZEYcFxK1Hro+wCOLR1YdVuOwsqktbxqLuZONNZXs2NVdAWrJCSt5QR36vrLELNNDgQoCa7hnEaoM04ireXqLk+vPsWmeuuZ2lTeMrGktUxe2NB5mBtpLVe3ODn5ON5EvjYbUifM5Tb29NjFknszZOYkrRXuH6q8Jo/ehnMbs1tHbp1m6P2UFq8zhLSWKyX4LvVG0JbLGH1RD9J64yV4/OnOVD8oNKS1vtZpybFnAWv84LtcT9J6ayBcfzyj9eT++PojlhVaxL5rS7UsnRzTSpY+yJqhxvBaaDCrUbL0lxydrKtqC6tpDUEJTdF3otH/0IDk6Fb0IRAQCKRyBNIkad25XSsm902hD2mtVJX96vW7VH4LiOnHR+Dz+89YV2IFuu/pixKtJNLo7LRT+PDyAzpu6ibASmYEvn4F3n/8hKyZ+aSgknn4VNPdQ6/7ONh9N8bcmoTMubOweW+uthYNf2yKKkMkqb/Ltv4IcQjEYG9J6vVZyBPsbuWIoRfHqF5pvd5yFVov64DyvSTZMpcJx4EvX9FuXZdUg3FKTPTyGn+EbI7bM0qOsS+zGj0P9UexJt9OotLM+dOnL0iXPh0ypE+XEssQY8oQcLZxQvrMGdDWthP7lztON3FqrBPGP5Cyrim2NdiIGqNro+YEflmuvW23w7JTWdSfq/yCSaS1Y50NsHYdigIyqU5dm7Sm8FJ03tIDlp2MKw/uv9gbt4/eRP+zko+0Uhy13o+85fKh2T+SOo5acW7uaZA/Z/ddUnLas+An2N3aEcMu2SBncfOstPaZfwH3zoSh7ymJtKCqyy0116P/mSEoKOTB1brVzLrf9x8/I1PG9EifTnwXpYaNNvRvfq3FcnSw74oyXcuzZTqPdUK6jOnRbk1nk1v2jX3XcG7Oadjc4fekTMlFfPz8Bfj6FZky8hE3vHOlZ8uWi9qiQt/K7JILv7rhaWAkehyUKpke+z3E/s47MfLqBGQrKNkQyePiSl9c33kFA89LnsQv7jxnzzL0c76KkryzJgLtAhC08RKG+IzmnaJoZ2YIbK1lj7ozGqDaKMkz1W+RF+4cu8WeMSiirj3DruZbMMRvNHKXljyJD3bbjaINiqHRr8rJmbwQvf/wGVk4yU/ePlOy3ZpCS9HZsScsO0oFFa6zXBhp3cVRsiFK7XHvzF0cHbCfvSelz5SeaznRoVHY2dSBfcbkLiPdP3Q/VehXBXWnW7GfA9ddZP8N9ROfQ1ygxmv04dNnZEiXDhky8O0HXUrfIcWblUTDnyRFsEur/XDVMRiDPCVLAJ64siUQvgu8MCJYIrrfx7zDxgpr0NtpAPtsMGYErr+IILuLGOLPf//Qd+SFX89hVOhENlXN2Q591xbXQ0VP7XXSGWG57hVQb3ZDtYfi7t+x7gbUmVIfMXdi2PMJnYel9siZQyo2EiEQEAgYjoDZkNZEPv+5cAVevnz1HzSKWRRhHtZZs2ZhntSGVFoTYb1qnQN+njstQUX2u/efDEdfXGlyCJDvyJpiS9HroDVKxmbDuUw5DpLt7bq1l8nNN7VP6OvXr3jz7gNyZJOIWBHKCNw/fw/7u+3E+PDpyJwrM2u0sbItGv7YDNWGS4cBF1f5MtJ6qK9UtUik9fZmmzEycDxylVS3UtCu+DK0XdUJFXpLh2GnxjkxT9+O9iLRQ9c9HbDSB1e2BmGoj7RnH159wNqSy9H7yACU0KPS+v2Hj8iYIT0yZEjeQ07x92gYAsdHHUbGLBnQ3q4r6+CW0w2cGHkYk5/M1na4pe561BxbB7Un8sty7Wq9BZYdy6Hh98ry4ES6OtRah8HnR6JA1ULck19VYBG6bO2Fsl0kAsJY4fPvBdw5fhMDXIcnOuShfnuQp0w+tFrYTtVpnZlxEi/uv0SvWCmypyGR2NHMwSifn6ouTEfnnn+64965u7B2HspavX70Ghur2GLA2eEoXLtISk1LjJuKEXj77gOyZsnE7EFEmD4CryJeYlMNOwxyH4mC1fm/M1YXXoxOG7qjXKy/qvw7z5RWHrr3Ks7OPIXx9+KSxkxpfvK5fPz4GV/xFZkzJW8yr12JZWizvCMq9q3ChvT4xRWRFx+hz9GB7OeH3vext9N2jL01BVnzK5PWASt8cWVbEIZ6Swf4MbeisbW+PXuGzVdBRlpvuAj/pd4YFSy8ZE35flNzbhurrkGDuU1QfVSsIthCT9w6EoqBblLSg9J76r4uO1DUygJNk+hp/erte+Q0l7OFr8DK/AvRfWdfLWlNn2mUdNRtp3moAN51voPD1nsx5ekcpMvA9/wQFfoM2xpuxDB/G628vGOjjagyqDrqTZesly6v9cclW3+MuMxf6avm30Rq6vv9h08sGT6jHglUezpsQ4kWpdD45+ZsqfKzKZ71U7KT72JPjA6RSN/3z99hneVK9Ds+GBaNjCsPzu6fNf4YcYn//rm6MwTuP5zBuDtSpfiHF++xtvQK9HEaiOJN+K3feLBKSptdbbeiVGtL7V4lpa/kupaeR+vNaIjXES8Rcf4e+p9KPKk9ucZUu5+sWZL3WU7t+Yr+BQKmiIDZkNa84BriaZ0YYc07pmiXehBQ8h05MfEY3kW9Ra9dfVPPQlLJTIU8ON9Ghbvdxa5O2zE9cjYy55RIa9uyK9Hs5+aoObo2+9lnmTeCNl/CmEvj2c/kVbe5gT3GXZ2IPKUlrye1YmmBheiyvjsq9ZFI62NjjuDzx8/ovkUkeujCXC6bZaiElJAHV+vONqzfw0MOIGP2TOiyXkrauHEkFIcG78ecl99rOyRJzbqT6uvlJbW12WaU7VQOTWMPA+Sz0+UvqWslcqlXw1at/1U8npd7e+1GXsu8aLdMXXlw8gd88eAlrA9KUmSaz0/yMctdSqrgMLdw/985hLvexZDYpIHXj16x75VhHiNRtK6FuS1XrMcICAh5cCOAnIxDvLj3HOQ7O8J7DArroa5ANkpk/1KxVyU2G/l3XjJOMcldXd1zBScnHcOMJ3OS3JcxOlDL05o8NTvZdUXlfhJpTfKlj/weMjsaivueEdjediumRMxAtkRIa/l7RtSNKGyotRZjLo9HfhlpHbT5Mtz+zxWT76aOZAFj7G1aG4OeJ5r+1Ay1xtRhS5dbwkQGRcKh4QbEt7Ha2WEbita3QKu/2yQJLnOSB6ck8EU556Pvfmv2DkBxauoJvHzwAn33WScJJ1O5+PaJW9jXZzfmvPqeKYfxRFRoFEji2CZwAvKVl+TlN9ZZxySPrWZK1aOGyDvzjJ0W2hgiD04WE5Zty6DZry0YRMy6zj6A7RFvXFofAK8FniB7Jop3Me+wsthSDHIZihJGJn39V/shwNaPWRjwRsj2YJyZ48ws/Sio8GmFxRIMch6KEiZUaU22gxYNiiX5s5YXF552dhVWo9G8xngd+Ro3nW5gxAX+Cnee/kUbgYBAIHUikOZIa7nEt9yj+rjzWTifcWOV2Xnz5IaSJHjq3Goxax4ElEgj5hv05DV675Yk1EQkHwKCtObDMvzcXezqvJ0dumXKkYldJCetiQANdIhHWoc8AXk7GYW0zr8QXTZ0R6XYSmtGWn/4jO5CnUDnBvss8UKwYyBGB0gZvKT0QAkA1scGoXQrS76bgyQaX71l1W3JXZnDPQHRMAECRFBnzpUFnddKldY3j97AwUH7EpDW66quQb3JVnqR1o4tHGDZvgya/SIdBshDl7+kri1anOdf9NjaGxV6SPL+xgq5p7LSuHSIlbtkHrRf3lHVaR2f5ISXD1/B+oBEWj+98hSb6q83yuenqgvT0TkRCvfcwjHkrFTp/vrxa9iWWYFh7iNRtJ4grVNqX1LzuIK0Tl27R+ocayvbYqSPDQrpUWm9VPbMR995mXJmRpd1pqeuc23fVZwY74QZT9M2aU3Plp3XdUPl2Errcz+fxQPv++wgnSLiwj3QIfbU+zORNZ+ynCUREIEbLjKSmkKJNNL8BYTsCMbpmadSjZd46vrLTR2zlb+nei24APp7HOktqUs9CYzE5kYbMCF0stbGihK0i9Qpglb/tE3SIs2KtP78FZRc2u+ANcp0lEhr5+knQUlHRGSbQ9w+fgv7+u7G3Nc/AHycNaJvRsO+pl2CpBnm0zuyNhrMkEjri2v94bPEmyVGiNAPAYNIa3pPbRdHWpOn+KW1/rAJ4id9L67zh/ciL/a5QKElfVOAtDbEE/3KzhC4zDyJaQ9nsfmnJOmua8d3d92BApULoO1idZPC9bnr1pRfhcbfN8H76Pe4sjMYo/zH6nO5aCsQEAiYKQJpjrSmfSRi2mHbHraltWtVw4xJNsiaRZInlpPWRGq7nHVPsP25cuX8j0y4md4faW5ZJM+7vPBiDDgxGKValGbrPznlOKgCqc/e1O+rYWobKkhrvh256xqG3V12sEO3TNkl0npNuVVo8mNTbQa7vGpXS7pcmYg8lupWWi/JtwDdNsVV3TjZHMGX94K0/tbu+iz2Qsj2IO1D+ad3n0CHwf2PDoRlmzLfulz774K05obKKA0PDtyHLHmzonOsPDhlCx8csI9VEGiCkdZTrFBvEr88OGWwl25jieb/11JxHTG3o7G+uh1LgqAXUd6QV83xXpfUdh5/uOHOqduMJE0s6BArV7Hc6LBS8gdXK45PdMLLx69hHXsA+PTqU2yqt55l1+ctI1VwmFu4/eqKCI97GHxmGFsaZbbbWq7AULcRsKhvXN84c8M2ra5HkNapa+ef343BuiprMNLXBoWq8cuDywnQQ4P2I3PuuEQtU0Lh+v5rOGZzBDOj5prStBKdi1qV1izRwD5OEencL2dx/0IEBp+WPv9JinNHe0dWHZY1rzJp7bfSF5fWxREQz64/Y5WNNkHjka9cQnnw6weuwWn0YcyKnpcqcBeTTH4EVpdZgea/tkDNUZIimPdCT1zdHcI+bygiLz+GQ+ONrKIyV3HJxooStAvXLIzW/ybNEsacSOsvn75gce5/0e+gNcp0kEhrlxmnEBMWw35nDnHr2E3s77cHc9/8wL2c6FtRsK+xFqMvjkOBStI7Dyk/1BxdB1ax8uCMAF3opa3a5e5cNITBpHW85GpDKpXliQbvX7zHiqIpU6nMSGs7f4zVw+biyq4QOE87gemPJUuwd9HvsLL4UvZdW7xxCZO5sygpnL1fr1L3/VqfBWvONj+++cQSTvTBXZ9xRFuBgEAgdSGQJknr1LVFYrbGRODDyw9YXmQxk0srGespe2rKCbx6+BJ99gnSOrn3QpDWfIjePRsGyoikQ7eMWSVvFDlpLa/a1ZDWxiBdqFKTpMAr9pSkIo+NPYpPbz+ih2NvvgWm0VbeizxxdVfcAc7n959BCQD9jwxk8lq8IUhrXqSM044IavKE7LSmCxuQSOsD1nulCoLYIKKg/jQr1NXD03pbqy0o1ao0mv9PmbTWHOCQRUD+igkPkHWtnO65rht7aJUSjIMS4PG7G8JO38HQc5K/oVLs77sHOS1yqf5SfWzCUbx++hb9Y5PTnl17ho1117EX5rxlzZO0JtLiged9JrlH8ebpG6wutZzth4WVIK2N9XdgTuMI0jp17abWUsJ/LApWKcg9ebnUNCVqZc0X953H3ZERGqY28lQt0lqeXCpPWrrnEQ6SZp72aBay5JYS+eUhP8DXfk8qJHcZQkIZ4XYQQxgRAUqCa/5bS9QYIXla0zsPq57zk6rnIi89hkOTjZh4awp7zqOgBG1SfWi9QJDWmq368vEL6D27/+EBsGxXlv3aZeYpRN+ORv9DkjpQag/2edF/T4L3pG+tSSlRlyqva4+th/pTrdjlJDXt+e8FTLw55VvdiX+XIWAIab21+WaU7RhnY+Vv6wf/Vb4Yd0Xyp+aJADs/+C33ZUpXFBrSOv7ZLE8/ydFGnqjF0+fV3VdwaspxZulH8TbqLVaVWMZUrYo1NK4nt675UrJhplympZCjUef4/OmzSDbhudlEG4FAGkFAkNZpZKPFMvkQUPIdMTffID4kjNNKkNZ8OBOxs6f7TlaxkCFLBnYRSeg0+SGu0pqqdoO3xUlNG7NSkDLAiaDWyAsz0vrNR/TYJkhrXTvMpPL2XmHSnBQkqU5Vr/EPJnjuEEFa86BkvDZEUGcrmB2dbCXSWukwhiRZqRJAL9K69RaUbFEKLX5rpbgYXf6SulYvr8AyFlJyT2WlcanyIkfRnOi4qrOq03IadwRvot7FkdY6KshUnYgRO3f96Qwe+jzQysO+ffYWq0qa3sGKESERQyURAUFaJxFAI19uqDrHskKL0NG2C6r0r8pmLP/OM/IydA4XevA6jo48hFkxqaPiVy3SWp5cKreHCHe7C5JmpuqwzLkyK2Iqr5rTpegU5nIbe3rsSvDeYkr3hZiL+ghQElzLP1uj+vCabDC5utTjgEfY0mwTJt2aihwWOVkbStAuWLUg2ixsn6QJmlOltVJC8+lZzoi6GcXeF80hmI3SwISKVN9al5IlEqlN1ZlQD/WnxJLW9gHw/OcCS4wQoR8CBpHWzTYz3/WmPzdng5GnuN+KOAKaZwZyolupoIinn+Rowzy51wfoJW9+dc8VnJx0jFn6UWgSgoe4DkexBqZDWtNzEb4C3Rx6JgdUydKHRp0jXbp0oMS6yeHTk6Vf0YlAQCCQuhEQpHXq3j8x+2RGQMl3xHnaSbyIMB/foGSGLEndCdKaDz7t4U/MPGTILJHWdhVWo9F3jVHbpi77mWWw74jzfzFmpSB5bfXc3gcVukueuMfGHcXHVx/Y70QkjoDXvxdwbX+cv5s2m/7QAFi2l7LpeUKQ1jwoGa+NnGhVqjhaW8kWVjMboO4Efnnw7W22okSzkmjxeyKkdWgUyM/NJnAC8pXnrw6WS70aCyn5obnSuAf670X2wjnQcbXKpPXYI3gb8x799vRj09Dl1WksfNQex/XHM3jk95Apy1BoqgFILrx4I9ORsFMbB9F/8iEgSOvkw9IYPSnJq/KMSzZKHVZ1RhXrWNLaSJ/TPHOTtwk9dB1Hhh/E7OffGXK50a9RjbSWJZfKk8bCz91l0sxUHZY5ZyKktaxq7knIE2y2smcVcXlKJ7Qhuucejp0ddVduGx1cMaBREaAkuFZ/t0H1YbGk9RIvBDvGJVc/CniIrc02Y9LtqSw5kWJPt53M3qbNIkFaazZLyTrq9OxTeBYaBesjA426p2oNduNIKA4N3o85L+NslL41llYpxG8sS3SgWF/NDnUn1Ue9ydK71eUNF3H+Lw92j4nQDwFDSOstTTehXJfyaPpTLGlt5wffZT4Yf43fU1yeHKWxbhx4cghKNi+l3yKS2Np3uQ8ubwhg79W8cW3vVZyY4MQs/SjePHmD1aVNT8Xq+HgnvH/+Dr129uVdmurtmDrH/1oifZYMcJlxUiuxrvrAYgCBgEDApBEQpLVJb4+YnLERUPIdcZ5+Es/DY9DvgHlksxobU13jCdKabzfCnG9jT89d7NAtfab07CJGWs9rjNpj45HW8WTXNKS1ktcc36j8rRblnM8eest3q8AuogfhDy/fC9L6GxB6zj+P6wevYaTXGNZSybeMZxcEac2DkvHayCWtEyOtG8xqiDrj63FPbHvbrSjepARa/tFa8Rpd/pK6BpFLvXJPKIkN5fKkSt0Zq4LPyeYw3r74gH67Y0nrG1HMG2/M5fHIX4Ffaj2JkBj1ctcfTuNRwCPQQRCFqfquGRUUMViSEBCkdZLgM/rF0TejQXKq+lpKkI1S+xWdUHVANTZnYyliGALQjcOhODz0AGa/SNuktTy51P23c7h7Jkxrz3HXNYxJM1N1WKYcmRShllfNPQl+gs0N7BkhkbtUngTXPPC5D7I0mXx3OrIXym7I1olrUjkCJInben5bVBtag63Ed6k3grZcZh7EFI/8H4LkhCfdmYYcRXKw3+3uvhMFKuZH28UdkrR6c6q0/vT2Eyi51NppEEq3tmS4nJnjDHrP73/UTEhrAz6nn9+NAVktkUd6oWqFGC7rqq5BvSlWqDdJkNZJ+gMCDPK0JtK6fJcKaPJTMza83J+aZ05yGwoNaT3gxGCUalGap4tka0OkdeDGi+xdkDeu7buK4+OOYuazueyS15GvQWTsULcRsKhvOtZLTEn0/gv03W/NuzTV2xG5T4n5mXNlgdPow6lGIUd1YMQAAoE0joAgrdP4DSCWnxABpUojlxmnEBMWg34HTedL3Vz2TZDWfDt559Qt7O21mx26pc8YS1pXXI1Gc+OR1gs9cWVXnFeYoQQW34wStlqY4x/03t0P5bvGI61fvEfPHaLSWheenv+cR+jh6xjhOZo1+/r5K+hgsd8Ba5TpWI57KwRpzQ2VURru67sbuYrlRoeVndh4t4/fAv1u7ps4T2u7iqvRcHYjvUjrHe0cUaxRcSa3qBSGqivIpV6NAhIA8lS+fyECg08PS3RIuT+4WnNzGnMY7159RN9dUsa5oWSOWvNTo1/X70/j8aXHoIMgCiWlGTXGFX2aLwKCtE5de2uopcSKokvQbllHVB0YS1r33cM8aTuskr7zTCkMqeBLyfmrVWktTy71+N0NYS532EE6xd2zYUyamarDMmVPhLSWVc1FBkXCoeEGjL8+CblLJiStNX7FE25MRq7iuVMSUjF2CiGwsvhStFnQDtWGSKS1zzJvBG2+xJJkKB76PYBjCwdMCpuGHIUl0pok5fOXz4+2S0SltWbbPr75CEoutT42CKVbxZLWc51B8vxEZJtDGKKI8SL8OchqiSy2yAedgkjs+tOstNZLgRsvwf0PN0y+M80cYDLqGgyttE5AWq/zh/ciL0wIncw9d7mP9MfXH0HvqSlBWrPPrE2X9CKtr++/hmM2RzAzKpa0fvwatmVWYJj7SBStZ8GNg9oNKfGFrARN6TNEYymRtUA2kNJa/HMTtfEQ/QsEBAKmi4AgrU13b8TMUgABJd8R5ht0Kwr9D4lK6+TeEkFa8yF6+8Qt7OuzG3NefY906dOxi0heuMHshqgzTqrUZP7Ie66wjGMKY8rbLsz+D/rs7c8koSiOT3DC+xjTkhziQ9q4rS785YGbx25g+PlR0sBfAUoAoKxX8oTiDUFa8yJlnHb0t5q7RB60X9GRDaj5+537+gdA+vNlSgkN5zbS/v3yzGxnh20oamWBVn+1UWyuy19SV/9UNddhZZzUK89ckqON3FNZqc9Dg/Yjc54s6GzXNTmGTLSPo6MO48O7j+izQyKttV6vF8ehQKUCqo6dUp2fnecCqpSjg1CK9y/eg8gokgsv2cy4EnwphYEYN3kREKR18uKpdm+GJjeuLLYUbRa3R7VB1dkU5d95as9bn/5vOt0AJT/R83NqCLVIa/lz+vk/3XH75C12kE4RdvoO9nTfyQ7aM2bNqAjVxXX+8FnszUhqisjLj+HQeCOUiGlDk+hSwx6JOfIhsMJiCdou6aD9nCB/2MANcVWL2mr88OnIXlCqxqcE7bxl8qLdUlFprUFZqdL07HcueBIU9/zGtyOm2+r6gWtSZWX0PO5Jvox4AUoAHuE9BoVrFGbXsbOReCpWQZsvg6wQKDFChH4IGEJaOzTZiArdKqLJj1Kl9SX7AHj968m+I3hDXt2sSdoYcHwwSrU0cqX1Um8EOsQl2vCsIfTgdRwddUh7L79++Aq25VZiuMcoFKlblKcLo7Rh7+DeDzDIZahRxuMZRKPOkaNoDpbARJ8HGbJItogiBAICgbSLgCCt0+7ei5UrIKDkO2JuvkGmtPGCtObbDW2lZjzSS/5ixkjrvVdYxjGFhrQ2hryt/DDsxMRjeBf91qR8cviQNm6r83+5g6SjtaQ1ADmWPDMSpDUPSsZrww7dLPOi3TLp0E0p6UQu788zO/KHLFq3KFr901axuS5/SV39y6vmeOaSHG3knspKfZLHXaacmdFlXbfkGDLRPo6MPISPHz6hz/ZY0vpONPPGG+U/FgWrSF555hZnZJU6H15+ACUwpIRvnLlhm1bXI0jr1LXzhhKL8grKvb13IU+pvGi/XErUMqVQsucwpfnJ52I00lr2/Bnmcvubh8SX1gfAa0EcAaGppp54cwpyFsuVYCkxaeA71JTvI1OYm/zZUl5B+cD7Pra13oIp92YgW4FsbMrJ9VliTvLgSs9mcqUcU9jvpMxBXp3K0xdJG9O7FKmVFa5VhF3CVKzmxCUEBzlchtsvrpgcPp2nS9EmHgKGktYVu1dC4x+asp7IU/zC3+cx8dYUbmzligxKSgPcnSWxodzSgKc7uWrAq4cvsabcKnbWU6SO6ZDWpLZyx/m2NnGNZ21qt9E8W5LdCJ15THs0C1lyZ1F7WNG/QEAgYOIICNLaxDdITM+4CCj5jpibb5BxEdU9miCt+XZD0RO3si0azIzzxPX69wKu7b+Kkd6SP7Khso98M4rXSlMdvM8aZTtL1cEnJh3Du2dv0StWalfvPtPIBazS5cQtDPOQKl0oBGmd+jef/Ofzlc2nrRS5c/IW9vZOqJSwpvwqNP6+CWrbSJ70PLGr03YUqV0EreYnQlrr8JfU1b+8GoZnLsnRRu6prNTn4SEHkDF7JnRZrzJpPeIQPn76jD7bJEuD52ExzBtvlN9YFKxqpqS1zBMxJX3jkuN+En2kPAKCtE75PdBnBiQNuaneeowNmYC8ZfJxXyr3qpUnanF3ZISGgrSOp+IT7zldrvQT5nwb9OwyK2YeMmRWrmyiqjnP+RdAJDXF44uPQB6mREiQPHz8ePXgJeg5x9QO6o1wy4khYhGgJLj2Kzqh6gDJRkDuVXvfKwLb22zFlIgZyJZfIq2TS7XBnEhrJRUcnufn1HQjyn2Aeeau+YwZcWE0CteOJa0rrEajeXHWacFbAkEVpZQYIUI/BAwirRtvRMWeldD4+zjS+vxfHph0eyr39rD5egAAIABJREFU4HKiWOvpHk8en7uzJDb0WeKFYMdAjA4Yx93TDZk/u9J9yt2Zig09558HKRxozg1VHIq7a6bis6g98pXPh22ttiSwjuDuRDQUCAgEzA4BQVqb3ZaKBSUFgdcKviPyaqSk9C+uTYiAIK357gilQzfm2zTdCnUn1GedyB8+jeXJ+vXLV5BXXnxJayKt3z59w3yuRSSOgMcfbrhzKmGWq9wfnAc/UWnNg5Lx2sg9+TSe9HNefo90GSR9cMq6bvyDnqR15+0oXLMwWv/bTnExuvwlda1e85JYbbAk9Wqs4KkUOTz0ADJkzYiu9t1Vndbh4Qfx6csX9HGMJa3vxjBvPLJbKFRN8sozt5CryGh941JAgs/csE2r6xGkderaeUMtJVaVXIZWf7dB9WE12YLliVqmhIKSUpEpzU8+FzUqrZWe0y/87YEbR0NBhA+F5jll9vPvkD5TekWI5FVzjwMeYUuzTZh0aypyWORMcI3WbuvscBRrWNyUIRdzUwmB5YUXo8OqOOsZ/9V+CLD1Y0kyFPc9I7C97VZMvT8TWfNlZb/b13c3chXLjQ4rOyVpVmZFWj9/D0ouHeQ8FCWalmS48CgVJQlAI198be9VnJjghBlP53CPrFTBKk8IDt4aCNcfzrDECBH6IWAIab250QZU6lVZS1qTp7jHn+56kdZyovjTu09Ymn8h814u3VrydDdW+Cz2QvA2PUnrI6EglTB656dQUgQw1vx1jUPJAfpKn6s9b00SfaEqhUBS8+SFnqtEbrWHFf0LBAQCJo6AIK1NfIPE9IyLwOtHr2BbdiWrfCxa14INLvd9NO6MzHs0QVrz7S958h2w3gvmiRsbjLSeZoW6E+OR1gevYaSXVGmtIa1Hq+zJ+vXzVyzKNR/9DlijTEep0vrk5ON48+S1IK2/sb0kzRTmcgdD3UZoW1ICQK+dfVG+WwW+mwOAIK25oTJKw93dd6JgpQIsW5hCexj84jukzygdBhNp3eTHpqg1pg73nHZ32YFC1Quh9QJl0vpJYCTowEDflzy51Cv3hJLYkDz5IgMjQT5licWRYQdZ1VeXDSqT1sMO4jO+ovfW3mwqL8KfY21lW2a3QJibY5ye5Yyom1Hof3gAW15KSvCZI75pcU2CtE5du26opcTqUsvR8s/WqD48lrTusQv5y+dH2yXSd54phZI9hynNTz4XVUhrhed0z3/OI/TwdSaty55TYhVhZsd7TpHPjUjr+FVzjwIeYmuzzYyQyFE0IWmtkTQecGIwSrUwrg+pKe9vWprbskKL0NG2C6r0r8qW7W/rB/9Vvhh3ZSL7OeLCPexo54ipD2Yia16JtN7fdw+r2u+wSpDWmnvlXcw7UHIpec+WaBJLWpMfrc8DRmSbQ1zdcwUnJx3DjCf8pLWSV7D83SrEMQhnvnNhiREi9EPAUNK6cu8qaPRdEzZY4KZLcP/dDZPv8HuKE1Ecsj2I2TNRaEjr/kcHwrJNGf0WkcTW8rnwdHfz6A0cHLgPc17Fktax3ut0PleopuS9bgrBPo9X+mLcVenz2BRCYylBcv+kAmQTNB75yuU3hamJOQgEBAIpiIAgrVMQfDG06SGglLXJc7BueitJHTMSpDXfPt2QZW3SVSRdW39qPNJadgAVfSsK9jXWQm3S+sunL1ic+1/0O2iNMh1iSespx/Hm8Wv03iMqrXXtsPv/ziHc9S6GuA7XNqMEgJ7b+6BC94p8N4cgrblxMlbD3V13MEnpNgulA3yN7Gb8w2BKjmr6UzP9SGtZv/L16PKX1LV2udSrsXDiUTE5MvwgI/q7buyh6rQODTmArxnToZdDLzbOi3vPsbaSLUZ4j0HhGqZzyJCcILjMOIWYsBj22U2RkgdDybku0VfKISBI65TD3pCRDVXnWF16OVr83go1RtRiw+7pthMFKsclahkyF7Wu0dpzxFM6UWus5OhXDdL6y8cvWJznX/Q/NACW7cuyaTJ1pniJrpqKdDpoT5deUoSRh7xq7qHfAzi2cFCU8FQaMznwEX2kHgSWFliIzuu6oXLfKmzSAWv84LcijiS55xGOnR0S+pbu77eHJUB0XNU5SQs1p0rrt1FvQc/pg88MQ/FGJRgu534+iwde9xmRbQ5xZVcInKedwPTHs7mXo1RoQu9WzX5ujpqja7N+QrYF4cxcF5YYIUI/BAwirRtuYH/vjeZJpHXQ5sugs45JYfyktfdCT1zdHcKUrig+v/+MJfkWICVIa+9FnriyM5hZRfGGvNDEVJOg5UlovOtTs51GncPCygLrq9mZtUWXmjiKvgUC5oaAIK3NbUfFepKEgJLvCI+EaZIGTcMXC9Kab/Pl/jh0FZHW9aZYod4kqdKaSf0dCdVWTWhJ64Bx7DBRrVA6mDo55TjoZbLP3v5qDWsW/br9nyvuuYVjyNk40poSAHo49kaFHoK0Tq2bLK+I1pLW8WQ3DSGtv0UM6PKX1IWlXOrVWLifkXkqK417dMQhdoDedZO6pPXBwfuBTOm1pPVLE82MT869cZ5+Es/DY9DvgFRprT0YOjIQlm2NW82QnOsSfaUcAoK0TjnsDRnZUHUOW8sVaP6/lqgxUiKt5YlahsxFrWuUlE7UGis5+lWDtP784TOW5F3AVDUs20mktde/F3Bt/1Wtn6XWhogUnZQ56/9UzT30fQDHlg6YfHc6shfK/p/lL8z+D0teLd+VXzkoOTAUfZgGAiTp28W+Oyr1qcwmFGDnB99lPhh/bRL7+Z57OHZ23MaIysy5MrPfHei/F9kL50DH1YK01uzi22dvQc/p9K6okdo/98tZ3L8QgcGnh5nGZidxFld2hsBlxklMezSLuyclS7/VZVag+a8tUHNULGm9PRhkhTPtIX+/3BMw84YGkdYN7FG5X9U40trhMtx+dWXfEbzhteACru29wpSuKFLy3YQI9Cu79COt5ZZ+z03Uboqk889+f9qkVAg06hwlm5YESf0PPz8KReoU5b11RDuBgEDATBEQpLWZbqxYlmEIKPmOMN8g/4cYeHKIYZ2KqxJFQJDWfDdH6KHroIpD8prTBGUg1p1UH/Umx5LWf3nghlOcP13M7Wisr27H5JUKVinIN5ABrZQOw05NOQFSLeizT5DWuiClF7kIj3sse14TdLDYzaEnKvasxL0bQh6cGyqjNNwl854Oc7kN8rmeFTOPSV1TsIOVX1poqwF4Jsa8sivkQ9vFHRSb6/KX1NU/Vc21/CNO6pVnLsnRRu6prNSn06jD+Pr1K7pt7pkcQybaB5HW6TJnQM/YcbQJbJ6jQTJl5hjO007iRcRz9N0vVVorfZab47rFmtRDQJDW6mGrRs+Rlx/DofFGTLgxGbmK8/sGsmq2X5priYFvWVeoMXfePjXfv7q8mnn7MkY7VUhrTaVavIQkVs22J0RLDMgP2pXWGuRwGe7/F1c198DnPra12oLJ4dORveB/SWs5aWkM/MQYpoMAVUeSSk6l3hJpfXGdP3wWe2P8dYm0Dne7i12dtmN65GxkzimR1gcH7EPWAtnQybZLkhZiTpXWWn941+Eo1kDyh6ek5wj3hO+PSQIshS8O2RGM07P0I5ffPHkDen8hiy2L+sXYCuQJVYaQ4SkMhckMbxBpbWWPKtbV0HBuY7YOIkbP/XSWfUfwhjyhKiXfTRiBvueKtuqbZw0a1ZK5byRLv+dhMazQhKq1SYXNVOLq7lhJfj185NWe+7KCi9DJritKtSoNsqGJn6ij9tiif4GAQMB0ERCktenujZhZCiCgVF3lama+QSkAa6JDCtKabzdCD17H0ZGHGOmlCSKkyc86Pml989gNlpVIEXMnWpLWUZu0VpBtOjX1BIj0EaS17v1VypSXH/Lw3CGCtOZByXhtqHKkaN2iaPVPWzZo2Ok72NN9539J63jVADyz29NzF/KVzYd2S5VJa13+krr6lx/y8MwlOdrIPZWV+nQafRhkQdB9iyTbrVYcGLQP6bNmRM9NEjmuZBWi1tgp1S99Tr988AJ990mktZBzTamdMJ9xBWmduvbSUEsJuVKIPFHLlFDQfv9Gz0OGLFLSmCmHGqS1kvWDXPaUSZr23wvNQbsSRsFbApkssYaAeOB9H9tab8GUezOQrUC2/1yywmIJS7KrNri6KUMu5qYSAiwJd3NPVOwlJeFeWh8ArwWeLEmGIvzcXdBnB/kYZ8qRif2OvGCz5M2KznZdkzQrsyKtNeTsuRGwsJLIWSV7qSQBlsIXh2wPBqkv6SPjrUTmy60rmOz41BMsMUKEfggYTFoPqIaGcyTSmjzFqZp3SsQM7sHl1hXad5N4SiHcnSWxobzqm6e72yduYV+f3czTmpTCjHUexzO3+G2oIObw0AOY81Ly3jaF0FhKlO1QDsuLLMaA44NRqmVpU5iamINAQCCQgggI0joFwRdDmx4CSj6W5uYbZEqoC9KabzeuH7gGIm9mRSckretMqIf6U6xYJ+f/cgdVSvyHtFY5s1NzGGbtNAilW1uyucjJEL5Vpr1WSp8thlSmCNLatO4d8ugrWt8Crf5uwyamdGhORHGz/4uTsONZwd5eu5HXMi/aLUuEtPZ/iK3NN2PSnWnIUSQHT5esjVxOj/vCJDZ0mXkK0bejmc9mYnFszBFWAdx9q8qk9cB9yJA9E3rEeme/fvgKtuVWYrjHKBSpa57SZHJFDEoOIHsC8rgu06FcEndXXJ4WERCkderadUMtJdaUW4UmPzZFrTF12IKpWrJI7SJoNV9K1DKlCDtzh3luz4yai4xZM5rS1BTnogpp/fYT6DA4/nO6z2IvhGwPYomtFDeP3sCBAXsxl+TBEwmqmiP1MSKpKe57RWB7m62MkMiW/7+ktSHPOSa/QWKC3AiQjzolHGqUoy7ZB8Bz/gVMvDmF9XHXNQyk0jDj6Rxkyi6R1ocG7Ufm3FnQea0grTVAv458zSqI41cUu/92DnfPhGHouRHc+2HKDZn39DwXvaSKlWTTqTqz5Z9xylGsmnTyMZYYIUI/BAwhrTfVX4+qA6vHkdYG7KvnP+cRevi61u4uJRNqWdX3vjipch4E75y8hb29dzMyOF2GdNAoH45W2a6PZ27x28grwvW9Xo32mjOw8t0qMEsT8T6qBsqiT4FA6kNAkNapb8/EjFVEQMl3xNx8g1SET++uBWnNB9m1fVdxfNxRzHw2V3uBfQ071B5XD/WnxpLWf7rj1vE40lojRzTS1waFqhXiG8iAVp80h2HHBqF0K4m0lsvOGtBtmriEWQ/4PcTAU3HWA5os08p9q3BjIEhrbqiM0nBHe0dYNCiGVn/FktYKh+asGuC3VlpPUJ6J7e29C3lK5UX75R0Vm3/LXzKxMZjU68/N9ZIq55nvt9rIPZWV2jvZHMHnd5+Yz7uasd96LzLmzoIe9t3ZMK8fvQLhMsxjJIrWtVBz6BTr++Tk43gT+Zp5jlJ8/fIVi3LOZ3LhZTsJ0jrFNiYVDyxI69S1eYaqc5DXYOPvm6C2TV22YHmilimhcPdsGPPcpufnjNnSJmn98fVHkFdk/KolnyVeCHYMBB2kU9w4HIpDQ/brrLqSV81FXLiHHe0cWXVk1rxZ/7PtdhVX/z97XxkYRdJ1fXB3ggR3QogBIbi7S3B3d1hg9X1W2cXd3d0tEDRo8BA8SJCEEMOCw/fd6oyk6Z6p6cxMZpK+v5ad0ludrq46954DrzGV4DGgvC09EupYrOSBKZkmoeW6NijRvCTr8erSyzj99ykMChJAa6mAkp2dtyFVxtRosqhZvEaZmDKtpb5H/X4/gYeHHzAgOzGYOCCGZ07vIt9hTv4ZTGIrX6X8rAr9u/akunDu6sL+fXPzDRwctI8FRqhmmgcUgdblF8O5swsqjqnEOlOSQX/6Lz/oMwcmZEAty/refgs9z/Xhdt4DnyBQkPmYV+ORPGVyRN2LwhLXBehzZQCyl8zO3Y6lC2rev/pBQ5bu01j7+uwck9P/g9abvEEAtmqqB1QPJG0PqKB10l5/dfYiD0jpjkjpzqqOM48HVNCaz4+3ttzEgYF74xy66APYvV9c0JooiQhkIZMKwODrzbRSn2I+gTRo9C/DCIwi1gKNVqppLSad0scm+iL0Uig6HtSB1ho9n9LeKmhtr08CXeI6VsrHov3JtJfmepleYgo7nrkS3Vjm/FlQf5Y0aG1MX1KuDzHVK89YzFGGJ7hlX789+BzzCS3WWhi0brcZKbOmRYvFsaD187eYV2QWup3siTzlEydofWDwPrwLj2GXAsy+AZMz/MPowos2VkFrczzjSa0NFbS2rxUPVcjOsaDEXFT6oTLc+wmgtThQy5a8IJXNaUvjE4/FEpnWH998xMxcU9HhQGcUrCFQbfpPP4eAVVfR+7IAWhNV6O5uO9hFu5yJsyGfnHrM1n54yGikyZLmu2p0TnHrWw6ewyvassvVsVnIAxQE12pDWy3oQKD1qb/8MPj+MNajFAvRri7bkTJ9KjRZrILWmmWRYv7x++MEHvjcZ9+oicHE0gM8c3of9R6z801HZ99uyFdZAK3p33X+qwfnLgJoTfcn+wfEDfrnaVstAygGrbu4oOLoWNBagVa5mDnw25dvoACYhMi6FVOV8zwXDw/dB8l5jXk5HslTJUfk3UgsdVuIPlcHIHsJ2wGtNfv3sKejkDbb90FnPHM1dxl9dg7Kum68uBlMSeIw93jU9lQPqB6wDQ+ooLVtrIM6ChvxgJTuyInfjuHxiWB0OdrdRkaZeIahgtZ8a8kihQfHpbcSXwaxA+zB+9+D1uf7wqGs5TKttRkcepdhPBmUfDNP3KWOTfDF8yvP2UWixigbpuG8JnBqV4Z78mqmNberrFKQ6DLzVyuAGr/XYv1JZXoRhV2NP2rBpYcb95i2tt2ETI6Z0WB2I8k6xvQl5ToSU71yDyieBXlkBPb134NPbz6ybB1L2jbvzUiVPR2ax2b3SNExWrL/hGj7wKB9eB/5Dq02ttV2T5Htbba0Q7EmxRNiSGqfdu4BFbS2rwUMufAMa2qsxOCHw5EhF7+kBMugHVsJHv2FDFpxoJYteUFKN9eWxicei0VA69cfmT4kBUgWqF6QdXl+xjkErLjCsr/I7uy4jd09drCLdjkTZ8099gtmWfbDQ0cjTebvQesVnkvg1N4ZXuMEfVPVkpYHKAiOZco1FTLlri27Ar8/T+pA68P3sbnFRoyO/gEpUgt686SxmiJtSjSNZb1R6rHElGn9JuQ16Dud5L9yewhyNaf+PAn9QHWlfrKVegErr4KSRIY8GsE9pPfR7zHbcTo6He6K/FUKsHr07zpT6sO5c1n2b8ZU128Pk4dQzTQPKAGtl5VbhLJdXbWg9Y0NgTg88iDbI3hN/GxrQevt7VGkoXUDaomq/PbOW+h5lj/T+qHovRZ5JxJL3Rei77WByFY8G68bLF5O+/13fxgy5Mlo8f54OiCJKmJWK9GiJGblnYa6Uxto/5Z56qtlVA+oHkicHlBB68S5ruqsFHpASnfk5P8dR/CxR+hyTAWtFbpVtpoKWvN5lDSZfIbux4iwMdoKFLXp2tsDniOEDAaiCntwSBd1/Sr4JRaWnoce5/ogl0suvo4UlNJkcOhfhh0e6YPoh9EsKlY1eQ8cHX8YYdfCWJa6xigbpsGcxnBqr4LW9vrsrK29CgVqFGT032RSmV5zCsxg9OFlu7tyT3Nb283ImDcTGsyRBq2N6UvKdSSmeuUeUDwLijWVpZrbP2AvPr76gJbrLQtaU0BA6pzp0XyhkN0T8yIGlA1PeoF5PR3jOVPbrL5/4F58iH7PMqE0poLWtrlW9jIqFbS2l5USxqlUUmJhqXmoONpLS/u8ru5q5KuSHzX/ENhFbMmCTzximtv0/Zw6Y2pbGprkWCwBWn949QGz8kxjUjQFqgmgtf/M87i27DLL/iIjCtS9vXYxAFHOAkVZc49PBmNDw7UY8XwMUmf63rerqi5nAVBVf6pu835XB2h+D4i/J64tv4KTv5/AkAfDWWfijET6f5TtTwB2k6UC641SS1Sg9bPXoO/0Hqd7I5d7buYScTaqUj/ZSr2AFVdB920UQMVrH15+YMBWp0Ndkb+qAFozoGtaAzh3EkDr29tuYW+fXRgdJf9e4+0vqZVTBFp7LIJLdzd4jvJi7rqxMRCHhh9gewSviVkEElK66PTffri7+45WX5tnDmIGiYjbEVjmsQh9AwYgWzHbybQOCwjDSq+lGHBrMDIXzMIzNYuX0ZeUmFd4Fqr9VgOuvdwt3q/ageoB1QO27QEVtLbt9VFHZ2UPRAVFYonLwji6I0w3yPcBu7xWzbweUEFrPn/SR//hEXEjVSlq07VXXNBaX9+K6LnpYtHioLUmg0PvMuzwKB9EP1BBa2Ore/SHw3gR+ALt93bSFqWLxXozG6JMB2dj1bW/q5nW3K6ySsG1tVahYK1CqP5/NVl/2kyv8LFIlT4V+38MtP67Dsp24wett7fbgvS5M6DhnMaS83h65gkIPJDTl5SbPGXNVRqno3q1ipMAHBy6HzHPdZrKUv2ybOCod3GAVUuMj6jX0+ROj2bzBdD6XcQ7tkYUrOZYMZ8lukzwNllAwOsPcbLYGZ3nxrbazKgEH6Q6ALvygApa29VyQSMpMfTxSKTLkY578Iuc5qPCCE+UG1iB1WHsItULaAO1uBuyQkFNNrAcsGqFIZjUhUVAaw24o5eReGG2P64svsiyv8gI3NnXd7fBjETxWUQTEDDyxVikyiB82+gbPRf5qtpmMINJi6IWVuQBAq315UYom/bkbzpgUqP9Ovb1BCRLkYz1safHTvbfTZe1UNSnplJiAq1fP30FkmSgbE8HVyEIncC0e3vvsuzrxGAU0OD3hy4Ln2dOHyXuH8RnaGKQ2NNzp8FgHJ6+kmIZpaB12R5uqDhSAK2JKdBnSNykC2O+/O7eVSNdtK09ijaybqY1A6333GEBI7wmlgSLuBUBykDvFzgQWYvYTqa1JgPclmjL9c+gdDdBwZGa70xe/6vlVA+oHkh8HlBB68S3puqM4uEBKd2RxKYbFA/3mL2qClrzuVSc3UC1CLR26emuPRic/N9xPDryUBtcoQGt9Q+5fL2ZVkqTwaEf6ew7+hAigyLRbmcH0xpLYqWPjD0EOsy029NRO3NxlDiPS1TQmsdL1itDdKuF6xVBtV9rsE6l6Enn5J+B2pPqwrmroLvGY9vbb0G6nOnRaF4TyeLG9CXl+hBnzfGMxRxlvtNUlmiUp4w5xrKl1Uaky5sRTec3Zc29i3wHWqPOR7ohXyVBKy+xmZReuH6Ue2Kbrzofy3tABa0t72Nz9qCUnWNRmfkoP9QT5QcLoLU4UMucY4xvW0r3xfj2q7S+JUBrKe3XC3P8cXnBRfS7LoDWPNqvYtYnY3rhGxuvY0xPtf+rp9Qdaj079YBUdqRYt5jorSlgcOybCUiWPBa07rmTzbjZipbxmnliAq2lgtCJtvjOrtsmZYDGy6EWrizWO+fpTsP0RhJbBWsUYlXEbGV3dt5m2ftjXsnLHvD0lRTLKAGtxQkVtK8cGLgXI8PHcrvwO4ZLDWi9tT2KNrYyaP2XH+7tMy04RLwvht8Ix/IKi9H/xiBkKZyV2w+WLvjyUTQoALGnhWUETZmHPjvHEpcFcOtbTssoaUo7alnVA6oHEpcHVNA6nutJuhv6lqNkDpQ2gdY1JiwGlxddNDoK0qAqWFP4IOOxsGvPcXfXHaNFS3s7IUfpnEbLJZYCRJ9Mup9yRhfV7BAfMBBZiwnRcLTGFAFqDXqSnE45Uaqtk9XdfX11AOjjRd8ou6xIg6IWHcvLx69wfpE/0qeJSytHlNepM32vj2bRwUg0fnbyaXz58MXkbinCNJUMDSFlDV6ce8GkNl9cD8Pjk48x7OlIbb1l5RbDpYcrPEcI0azCR/5DdDkmMAK8fvoaC0rMQc9zfeBgAj34hVnnQUC0vhWpWxSOlaWzDYm6d2aeaeh8uBujhyTzHXsIkXci0G6XDow1acIyhSmq/PnlUKNNVRxdSZvRarSwwgI3NwaCglziYw987iNNljRot1vnp9n5ZqBA9QJwKKujdC9cryjyVZLP9jwz+xw+Rb1HiuTJZYdDeoMVhgtU8lJGzxhFpBuz0m2dkMNJfs/wn3EOdJGgb0UbFkdez7zGmtb+/vTsU5AmlL3atRVX4NrDHVV/ESgxNRSa+tlItM51p9RHmU78GfU7Om3Dy4fRslmwJAlwfU0ARoaNkX3/SPl0Yem5yOnkgDzl5dcobda0DKTQWMCqa6D+9I3qF2ssr4V8e+tNhN8M11ahv2c6wLcyQP1NsgjBJ4NN0nhX8tzc2HAdjjULoelcISDgw8v3mJV3Oly6uyJT/szaJom2P3vJHLJd8OwZRMNG7cbHrq24itdPXsWnCfaNmL1UDrRY3UrbDl0YlKLvQgNzjFendlqZ9H7d+5fTjv7qsit48+y1nc7GfMPO5ZYbJZqX1DZoK6D1pzcfmWavqUYZflUmVpOtFh0UBQoiNGb6ex7vOU/cpvida6xP+l18JjVWh94h9C4fHjIKabKkNVZc+/uisvORvVh2rXQC7XmkY6lhF+FuyAoFn55+gnX1VsNrTGWkSCPo5io1lx5uyFxAtx8Ya0e851F5Y+c8c4DWtH9RJrXGPr/7jPPTz6LL0R5w9BLkLi7Pv4iTf5zQBh68uPGC0TXTd4qc3dp8A7t77ESVH4W/EfoeIZ1r0otNmTbld9UoGIxYS4paWYfU2LrY8+8UBFCiZSntFE7/4wfSfDVkWYtmM6gLSoGV9J1qzNz7lUOG3Bkki32K+YTz087qfvsG0Ni8d3ZAkfrCXQJ9n5K+rWdsFmbUvSjc3BSIcTETtfX29NqFFwFhKNlKN0epDg2ds6m8tUBrqXcujV1zhiPWscC1AcZca/B3OpNfnOOPXhf6ImcZB1b2zL+n2H2VWx8Pg3Wdu7ggaxF5oExq/KXalNb2wzNwYiOlInMyAAAgAElEQVQkpqf4GJ3tn18NxaB7w7iboffa9ByT4dylLLIUEuZImbHNV7ZE6XaCxBZRO+/osFX7zpJrnDJ481YQ3o1vQt6AQHSxlR9SAWmz8TOScE/ERguKQevQSyEI2ncvzmhpT600ror2/y1xWwiPvuVQfphwXryz7RZ2dt1u1P/6jRLoi6/f0PmITpaRsTYYyLQW73lyLiW5J1P2I/r7CNp/zyRGA82Zn/ySPFVyvH3xFlcXX0b/m4ORpZBt0HCTf94+f4t5RWbBrbe7WTSt0+dMD4+B5bWuV3JOor/fNlvbsbuE5Z5LkN4hvVav3kb/TIwOq+rPqjyKUSepBVQPGPGAClrH8xFZ33CNtoWX96MZAKwPQBhrPvRiCFZXX8EAoeQppQGHF9dewLWnG2r9U8dYc3E2CrrsJbo2OXty8jGarWgBp/b8l+bcA7DRgj4jDoAuEXI6Cx/9ctZ8eStkdMzIfqZDVsDqqxafUdTdSDh65mPUnNY2ygyMefEWmQoKlzERN8JRqnVp1J8lrZ1qrvEFnwjGxkZrGX0cRVl/efcFIReeoV/gIIOHLHP1b6wd+kimA2LaHHyXeZ9jPoP+pgfcGoLMsb4U9xFxMxzLyi+GY0VHJDfhAi1NpjRos6Wdtjkp0PrxiUfaj3wNaN3jbG/kchU0sHhsXtFZLGAgQx7hYuL55eeoNLYyKv2gO5Tot6MBd/QvwywFWu/tvYtR9WcvLQ0afX77GXSoGhQ0DBnzCn+/ljLKICE5gSwGLgN4+s5b3pHRRGtsm/dmfHitCxp4fjGUgZ+a4ASpNpd4LMTXD1+RqUAmyS5jnsfgXWQMhgbrgh7EBQNWXsOBQXuN7hlNl7YwCLRSAEMmx0xI5yAc7J9fCkW1n2ugQqz2Oo9Pzv53GmennEFuD/7nlqdda5Zx6eaGsrFZ1E/8HmN9gzVxwGQloDVRpj0+Zfxisd2OjkiZ7vsLZLn57+65E29C5AE4usD5+vELe69pbF2dVSwwJnNh4QAeHviC7RkNZktTl1OZHR23sqCxbCV1ml4FqhbUZqRLje/CzPO4u894AF5815ayggo1KYGqoyqxpgj02tJ2U5xm6ZuJ9md9kE7c74ycU5g2mOb5F//+6uFLZMyfCV18dZcxSsZO3420Z2eO5wVIoVqF44B0m5qux5fPpgdqKZmDvdR58+Q1kqdOgT6X+2uHvMJrKaNWz2QCgGUv8+UdZ+StCMYoQXuCxmwFtH4b+hb0LZPbIw9SZfyetlhqju8j3iP8xos4AIq43P2DQdjaepPBfVK85/Gc88T90PgpIHBwrPYrz5p8fv8Z07NPZkGKabKaFvTpvbW9SYFOe3ruwuuQuEEzLl3dULYbP3MIz5zMUYa+uX1GHohXUwQKEvitH5zJ06B4z+M555kDtKbgisUuCxgIkyKdDqhvMLORNlD97s7buDBPB2zTfFKlTcVARjmjy3i/P09893Ong10lq/j97wQenzb+zcLjS7UMEHk7AgVqFEKLVXEDzQydU18+iAaB1h0PdJF14fGfj+LKksvI5aYLltUvTN9/z849Q/fTvZDbPY9kOxpJFfo9VSbdO7fWX3W0YCCd3878d8rg80Pf/w985YNWP735xIKX6d0oB6BTB9YCrdk9gbMD0mYX7gnoO1H/nETJEltabjS4Z/A+200WNkeW2G9uCpy+sux7YFXb1jeAzh4kP1WodmHZLmj8BLCnySbsGexucHkLOJkgUeU77hAC116Hg4vhuzVj80yfMwNarm1trFic3/XvYTU/0JmTkn3I6L194n/HDLYZ6h8Cek49BgmAm2bPpmDxZKmS48v7zwjxD0GfK/0NBq2aNHA7KCwGrekdQfrUmrvldy/egVgA9AOdxKA1PU8n/zxu8mwdnHOh3rQG2nosAzcWzJRqTG7P0y8bfj0cpds5of6MhtzjUQJaU+IY/U2IreWaNgyEtRWjM8xW781mGQ7dByRPkRx9rw7Qtreq6nK8j3ynvVvm7ajWn3VZogPhGBF3I3ir2Ww5ue8jmx2wOjDVAzboARW0NuOiHPvpCOjDp6OP/MFA3B2P1tbmlhtZRHvdafW5R0uZnJfmX9DSfklVnFd4Fqr/ryYocjypmJSGo63MnfQ934a+iQNMWmtsKyougVM7Z3iNq8y63NVlO1JmSIUmiwR9T0tZ0MEgbGu9SXtJSFH7RDvY62I/lo2Q0EYfyd472qNIAz46IilNdPEcCFRdXW2F0QO3sbmTPg5ltlBWMdmJ347h8YlgdDkqgCEaDSzS4cnlzg/+sffC/9WES0/hvcBoH2sXQvXfBH1esUnR6BLtdfjtCLTXyyA2Nh+e33d23sYA9cYLBQpfsVlTN2ht7VWM/cLSmUXLyy+Gc2cXVBwjrLOULXZbyLSRK48V/n7Fxigdh+0HaTrK2aUFF3Bhpj/63xwkW2Ze0dmo9nN1uPZ2ly0zLet/aLayJUrGZoKsrLyM/XflCVV5lpiVEVPdc1e00YKaqGt9Tc3ZjtNRZ0p9g9kvtjKdK4sv4ex/ZzDwrg60XlNzJQrVKax9LzC97VwZ0HCuPGjNUyah5vzp02fEfPiMLBnlA5SmZfsPzZa3NJgBRGVIi5EAfCn7jvZO4YTpMqB4kxKo8pN8VqjCptVqIg/4zzyPa8sug3TfNEbfTKW9y8gGcyUFJ5JOZLJkydB0ue2B1trvnzO9QdngPEYZRBQ0pp/1J67HU0a85/Gc88T9UDb3kTGHMOzZKJ6hszJSFNDcldWCBj2g1U492EULhvC4TLzn8ZzzzAFaa6SuSK86W3Hb0dDk8ZlaRt4DTNLj3Se0WKMD9vTpVKVq8txNUZmQ889AMk9SpsnI63aypywjD08Zc6xt2JXnWFllGQbdG4qMjtKButSPNUDrr5++YmqWf5kUVuHYbPI5BWawQGQ6k5FJUaCbww/G2pAam7iOJtCJJKoK1ynCfp6dbzrq/FcPlKHNa75jfBBxJ9LsZ37e/uNbbnHZBSxDtEIsm9Sz80/Z3ceQ4BGg7FFbu5uK73x564tB68sLL+L89HMYcGswa+L2tlvY13c3Y9rQ2BLXBXDvVx4VYjOtefsyVs7Ye45nz9vWdjN7ZzSYzZ+QQ6A1/Q138+tpbIhJ+ndidrmy6CL6BghyI2TsW7hFKVSeyH//k6SdqE5e9YDqAVkPqKC1GR8O0j5+ePiBVlOWp2mKOt3cfAPGvBzPKESkjHQs2WXwHPnLYHE9omgKXBeAXhf6yQ6DdCy9xlYC0T0lFWOXbMmTsUtlWzOfYQcY3SRFElrblrotZLohmo/MfX124+vnrwx8sqQRPemurtu1WkNvQ95gXrHZMBVotcQYieqMsub0tZKM9aO9KD3Xh+m4SRlRaK2ruxrDQ0YzamilJgYzT/x6jNG7aUBrepbmF5/DKI0o24jX5haaiZp/1EbZWPrajY3WIXe5PHGygfXb0kTXU7+OXgKFtZRWM2//hsrRgSNTvsyoP0s6SlZzsOx9qT9yyGRjm2Mc1AaBRiWalbT4x/gKzyUs4t1LBpCmsSx2XcCCDCqNlgat6e9sd/cdGB39g+z0CZgJWHEFvfWyCcWFKaCkwnBPlBso6FhKmZjCiw7+BG5q9J15/H9soi9CL4Wi40H+ADCedhOqjAa0GB46GkTTTsa0y6c2sA/QesklnJl0ml0Saozpdtcvgmq/CLrdRL+XNkc6Wb1tKkOAUMY8mdBgDv+FgbXWjAe0pizGJkubywLSNFa6wGy+qpU2aEM8fnMFZNClbcnm6mWANZ4P/1nncXXJJRAApDGe97I1xpaQfezttQvfvn2Loz1qK5nWRHu9oORc9DDwLSb23f39QdjaVhdEKeVbkjSgdx1psMqZeM/jOeeJ27q9PfYyOEJ3GWxsrTXfz939erFvNtXM5wEp7VSe1sV7Hs85zyyg9Z1IkLYo6VVTlq1qicMD+/rvwee3n9BCk42q0Xo1QJtLWdTEcCMHSJNnjH1zvw17Cwpo7nqihzZrWuxRCrqnwFZLv39eXAvDikpLWRAlnQflzBqg9ZePX0CBusSwWLiuAPqKz9A8+4olnk66w5ma+V+Dgfcaeu32+zqBWHfI5uSfgdqT6sI5limKZ2yHR/kg6n4UA+/t0cRAK/29UGD60CcjkS57OiafR9q/dKeas0zCJ1RYy8di0JoFt8/yZ9rMZCQptqfXToyO0t0tkA6xe38LgNYZ/kHrTd6y8liRHHuekjMo3e0/OHhfBa2NPHRSyXL0ni7d2gmVxkszNVrrOVb7UT2gesD+PaCC1mZcw7P/nsbtHbfQ40xv7lZ5ovZ3d9uBFGlTosli/qxX0oSgyxUCrOSMfaTRh4WeTiX3wO20IFG1kR5No/mCbqUt2aHhB/HqyUum2WJtowCGimO84NFfoEY6MHgfo3RptcGyVOU3N9/AgUH7MCpc0FDTZO12OdYdpKmdkKYdix4Ya2w8MS9i2IHVUDT6o6MPQRSschpwxvrQ/L68wmI4d9Jl4B7/5SiennqCzke6sSJE9zu/mOmgtThKnDE9FM/GADYpiwmPwdyCM6G/ZkfGHUL4jXBGS2ZO29xsA3I45UCdydKsE5o50zuYN7tK6fhY0EAXF22mu9J2jNXjyegjfUnXPu6oNEoatNZE+hvKIKP969b2m+h5to/skJZ5LIJLT3eQ5ryUaaL29enoNjRcizwV8jLqNV6z9wsQ8TyfnHqM9fXXIA5onWca6k5vAOdOZXndkmDlSNvt1F9+GHxfpzVHbBGkAafRaqK9NU3WtGi8QJoFgQZPgFAmx8wmRblba9I8oDUFMTVa2BSk6y5ndElIWVAlWuh0fvXLsgsQn/tsj4iP0WVAqValTWIwiE9/SbnuhTn+TDuSACDt/svBgJHYfUbBjV8+fWFBGhqzFdD6VfBLLCw9Dz3P94VDWT7KUp6MONLHJMaXsa/lQWvxnsdzzhM/K0rqaLPBktjFujX+zjRBrPrgDk+/4j2P55xnDtDamqxDPH5Qy5jHA/sH7sXHlx/Qcn0b1iDR1k/JNAne29ujiIxuOAU00zdoZ1/hbChlxyb44vmV5yxIW8qkznnickrPnKZ6JiwgDCu9lmLA7cHIXEBeH9YaoLVUprKYrUzJu9xUn0iVJ8mbKRknGdQB/vT2E2Y4TEGH/Z0ZcxgZnedr/qkLXOcZy+GRPoh+GM0Acns0Stxw7e2hPdtqkguGPR2FtNnSMgpsuicz5XvCHv0gHrMYtL447wIuzb2AfoHCt/CdnbdZQDwlXmlMnLVuLj/Qs0zyTMWblpBskmfPY0lgDoYZwcSNkywXUfzH98xmLj/Yajv0bFycowtooHHy3F/Z6nzUcakeUD1gWx5QQWszrsf5GedwfeVVg5lq4u4YtUq/3RhlIJp+b9/d+PrhC5qv1l0MGRs2UQWTjogGwJIqnxQzRba03oishbKh3gxpAM6YXy35O/vofxQF7+3Wj1QVU8VbaywBq6/h6ERfDH8iUCBqD1AHOqNgDeEAlVCmBUBNoNf+8OoDZuWZxiLa81eV1pM3V9Q1gdZlOpbVZuAy0Jo092IvJrQXCCZm3YipwRi9YW55pgcNUN/1eA/k9XRky3X0h8N4EfjC7KD1+npr4Fg5H8sElzJt1rcVgh4WOy9AuSEVUH6wfNaxOZ5dHnBqYZl5cB9QDl4jpCnEeQIl6GBGGWG0jnJmLGr2ffR7EO01PYP5KudnzWxusRHZS8gHPUj1RUEz78JjWFR1YjAtaK3HrkDviXozGqJMR2ebn+K1ZVfg9+fJOKC1mJ7aGHU/TZL23ywFs6L+TH49MWs5hwu0dpiChvOawKldGdlhsYuVDW1RvJn0xYq5qObUywBrPRkAyyCYp7uoo55ZAE93N3iO8rLeQGysJzqbkNajPlWtrYDWSgDcBz5B2NJqE2P+SZ5SmvlK6pJWvCziPY/nnCdu4+Hh+2zvNMTCJa6jvbRVs2vN/peizUg0og8r7li85/GcrcwBWlPQKJ0RSO4lS6GsZveH2mDCeICCvFlA+UYhoJyHAlosHSU1cnZmu/4CFJRh8GxlIIhbiSSDEi/S2ZLur4iiOHPBhAWtpYJZmIzSL9Xh2kuQUbq35y4oqNMQO4cSPxito8nC39oeRRtLS5xJyR5Q4H2N32uZJB3IE4xjdLwJWED8PSc+s2mYWyio28FVmkUvAYdvsa7FoDUFcF5ZqKOAlgriI9C63KAKKD/EvHcjxs5WPHseYwTLblriErsbIRbVE/J3IxZbADtqWEpiTnxPaUfTUYeqekD1gI15IEmC1vsPHcXKtZvZUri7OWPk4L5Im8Y4Te/VgED8M3UuJo4ZAjeX7y+aSUOaNB00tCk8a82jW3ZwyH7EvHhr0gU+i5q9+pxFT8pZUtRE3NRkPRxcHFD733o8y2PVMgmZXUhUtfWm6wCUo+MP40WA/AHWXI65suQyTv3thyGxGXwaOit9fShz9WVqO0o0jL58+ALSNNXXhxL3S5eee3rsNEjVzDNWFnTSXqdDThRwFB2sAa01VJGkw5OnXF6eJlkZsdYu0benTJdKlulBijbO2AUI92BEBVdXX4GiDXXZneJ2NBSORCtdoHpBpd1w1SPq9SoTq8KtjwdXeaWFeDSBFjrNg8eg8qg4XBpAeXL6MQjwN0RJz6N7J6aEFs9Jq2mn98wpoePa23sXkyfQz+BT6j9bqKfxP+mTps0qaCbPzD0V9Wc2sgvQOmDFVZAW8+CHw7XuJHpqosev8qOgqbyry3akTC//nqAyBAhlLZzVJoPGeEBrWrMGsxvDqb08aG1Md+30X364t88wCw7PMyt+//PUUcso8wD7tidKxJsCJSIZUe8S60TFkUkXtP6OqhaArYDW0Q+iQIFlvS72Q04nPjrPh4fug5hlDAHFjA6zp+HvN/Gex3POEz+ZJPVCGdsjwsYgdcbUXA8ur9YrV2NqoTge0H7b69EA87hIvOfxnPPMAVrzAns8c1DL2I4HxPdBWnrqXR1QuF5RyYGSJEnw0UeMDUvOjEk6vY96z7SO9QNSxW1ZC9jTglM3BiFLYfmADGtkWktlKhNoXfWnatqzIQ87h6WeMGPfo5pA+44+XVCgmnBmnltkFqr/WkMLuvOMzWfoAcbulhDydjzjM1ZmWblFKNvVVcucJpZ00sitWYPFzdhYrfn7d6A16RYvvqiVypEKyGAB/YMtAFpnmoSW69qgRHNpFiuePW9np21InSWNQUYwsX+ZpJPvQxW0NvLgMb3zaecYA4bGxDKG1nx21b5UD6geSFweSHKgNQHPK9dtwa8TRiFrlsxYsnI9W9G+PQzT2GoAayorB1pTNhJRaA4K0uk+Gntcri2/Ar8/4mYwiev4jj7EtGJMod3hieYmXd381Qqgxv9qGRtmovl9XZ3VyF/dNufsO8YHkXej0G6X9TOtCWhttrwlSrYqxdaaZer7GaYTM8dDcWGuPyhyc+BN3UcOHbJab5bXrTFHvzxt8FANSbXDNH0NRDbf2BiIwyMOMqrg+Bhl2jm104HWBDqGnHuGToe7smY1+mKmgtbiDFDG9PAxLgWo/ri1QOXJnshTXgDHKegh7FqYwaAZJXMXz1nchjbowcAFjpJ+peoQjXrtf0zT/VLSN09w0YLSc1F+qCc8h0rTdodeCgHRORPomCFXBslh8Lx/NjRYi7wVHRl1nJRpKVn9+8LBWaBkZUEPBGYu4pe3oKzdVBlTm1RHiW+tVUdLNacPWueaivqzG6FMB9vPtA5YeRVEMTnk0Qity8QMACRjkjxNCjRd0lzWrSwDsXh21J0mTe9vrfWQ6ocHtDaaHc+R2ULSLXf33EGP0/wyMlLjVS8DrPe0UAaB/4zzLLNLYySv49a3HDyHS79zrTe6hOtp/4C9+PhKR1VLI7EV0DoqKBJLXBYy5qscpXJwOUmjPU36jCnSpJCsw7Km++5m8i5yJt7zeM554rZC/J9hTc2VGPp4JNLlSMc1fq0Opwl1uBpWC4EHHJRyk3jP4/nOMgdoraFQHnhnCDLll9f9VZfWvjxwcOh+drZrs6UdG7gUPbV4RjyZgnTPFHkvUvb+QcOiROfL/FWkWcSUSDIo8T7v2dwaoLVUprI4oJmHnUOJH3jqTDaiAyy1rixT/OfqcO0tZIrzGAumCHvL7m7s0cQZocEnHmFjo3XaoDFrUd/bmu/EoLX/zPO4tvwy+lwZwIYqRX2/qMx8dh9hbhY6Jr20trUsaM2z5ym5W6CAbWKrM8RCZ2vrlhDjubL4Es5OPgP65tCYykiVECuh9ql6IHF6IMmB1gRS53PMg8b1hUt3MYgttcyPgp9g6aoN6NO9E2bOX4Ienb0lM60D1wbg6ARfdsnAaxSZRJdh+hkc4rrHJsZqDRnImhbX4dEkpqzjXK65UGtSXd7h2n05BgA1LaHNDrOlCZEOcMTNCJala20TA62UDRa0/x4I8LSknZt2FtdWXUW/2A9g6ot0QxsvaoZSbUpbsmujbYddfQ7KcqUglIx5MxktrynAAgBWtETJlkIAgNiur7rGACD9rEXuxvUKiulhGWh9/hmjJifTgtZ6YDJPPzNzTUWDObpsQjqMElWzho5O3IYUOM7D9MAzFnEZ0p0ioKDCME/Z6sYiy5X0K1WH/ERUwaW95fVtzdGXWDtYqs35JefCc2RFVBgs7Rei/aPnxdAFJkXKv33+xuClw6bmG5CztLymeOTdSNAa9Q0YgGzFsrOhku4pBRM0W9mS2x22rH3MPQm9gmJ9NPpJ/HempF1r1bm++hqO/XgkzreN+P1D7BHJUiRD02UtZIfFNOnp+Zlin6C1mIVCPFEeDcEzk07h9o5bBrXjedZVvQzg8ZJ5ylxedBHnppyNcxljKd0+84zYOq2IqWqpV1sBrTV7UZ+rA5C9hLAXGTOtjEbEOKRMl1Ky+K0tN3Fg4F6MDB8r25x4z+M554kbU/L9GXz8ETY2XoeRL8YiVYZUxqar/m6CBzQBkRQ8XqSBNNWuVHPiPY/nnGcW0Fpzfrk3FBkd+c8vJrhELZoAHvAZdgCvn71igdFkPFrrPJIkxhgApDJyxdNXIsmgxIWRdyIZ04n+OUOqHWuA1h9efgAx1elLgi0oOReVxlWGe79ybFi3t98CsUdRMJS1jfTODWWnvot8hzn5ZzApwXyVBEmn+cXmoMqPprGI2bukk/g88+jYQ9AdKe3zqdKnUpwEYO31Nnd/34HW088hYPVV9L7Un3Wllbt7OxFIJvROoDXd0RBFuDmNgdZrWqNEC+lMa+03k4E9jwIKU6RNaTC4WjxmAq2DjxlmqjDnPO21ratLL+P0P6cw6J4ucU+sFW+vc1PHrXpA9UDCeyBJgdbvP3zAjHlL4Fa2jBa0JkB65rwlGDG4LwoVFD7Y9E3/9yxZMuP3SdNlQWt2mTFoL7sw4DVx1JpUPbZhHn+ELkflqZ3E9egD+duXbwaBAlvWd+b1n6nlKJrSuZMLKo6R1n41tT1zlreUDrCxMUpRWp+bcgY3Nwaip39fY9Xj9Ttlnd3aeQu9z+n6YZrKk+vDuXPZeLUd38rPzj/F2lqrTMp0oT5ZNt7MhrIZlFLRiErGusJrKUq3cUKl8VVYdQKVQi+EgGi+yDQZ0KTDk7eCoDXNYzNEuq10mRH9IFqW6UFDQ95dTzubBdpcfo4OB+TlCXjGIi6zsNQ8VBzjBY/+5WWrT88xGU0WN7d40IOxqF8l85OqQ5ToRRoURbVfasg2Ob/EHHiO9kKFQdKgtRZMvjYQ2Ypnk2xnX789+PzuUxx9UnHBbW03swvQBrMbSbYhFenMAqgidBp8PH7Z1HQ9cpbJyd4DicGenn0CYvkY+mQk0mUXsubEf2e2PE8WkDfel41fY2J6aqLMTZYsGZoulwetbXldeTKt6XKv9r914dzFRXK5eICNs/+dxq2tN9HzXJ94LblKTx0v95lU+cqSSzj77xkMvKvLILAUBaJJA0vgwlLSRTYDWmuADQN7nth94otqKffe3HwDBwfvM3jOE+95POc8cV+82YT69R4cDMKW1pswLmZiAj8Zia97TUCS9/b2KNKQH7QW73k85zyzgNZXnoMkPEwNuk18K5e4ZnRoxEG8evwSbbfFgtZvP7FvSZKCK1izkORkeSRJqN2XwdHw3i7N9MYjvaREkkHJ6vCcZ6hda4DWUpnK4nMqDzuHEj/w1Jma5V+0WC0P9L2LeAdiDaP7RUevfKzJBSXmotL4ynDvK4DuPLZ/4F58iH6PVhsErXV7M/F9ijiATSOD1s3EJAB784N4vGLQ+vy0s6DzIMmukN0/EIStbTYxvfZkyQXUepHTfFQY4YlyA80MWmf5l0mGySWEaOVRDCSa7O6+AylSpUCTpfKMYGIfEPPk4xPBJt3B2/u6Kxk/A63/PhWHbVZlpFLiSbWO6gHVA1IeSJKgdeN6tbSZ0oZA6+iXrzBt9iL06d6RAdr0bzFo/Sbmg9avD/cHYX+3nchb5XvwW+7xe/PkFdJkToN2x7rJPqEXp57D5dnnkdM1N/dTHHU7AoUaFEWd2Q1l6xzosQvPL4QgSzFpEIO7MzsqGHYpFJV/qw6XfpbVoVXiktO/Hkd4QBhabBdov6Ts2sJLuL/3npLm5et8+YaQc0/Rel9H5KkogJsBiy7j7B8n4eCRx7x9iVp7HfwS6fNkRNsDOnr+lc4LkSpTaqSXoTG26ID0Gv/06gPCr79Av8fDZbNupMayovQCpMmWFukc0ksONSbkDfu473SuV7ymsqnmKpRo7QSPkQJQeea3E3h+ORStdgmXGQQULi81H96HusDBg//dsbjALNSd2xhFW5TQtntjbQBylBHonsX29dMXPPcPYe+wnGWFMvQsv7gahpY75Z/lM/87iecXQ0zyQcjpJ+ydVqqTPKXy0uJz2bOTLqe0/03q0EBhGkuzzW1RoLb0RZG5+tnacB0K1CyEij9WlW1ylcsilBvlhZ7rFUgAACAASURBVLK93STLvHnyGqvdF7PngPTJpSz6TiQK1i2MOnOlAWmqc7DXboSee4YsMsD3p7cfEX41DL3uDELaWHD25IQjuLvtFrKX5tMVpX4irofBuZcbKv1S3VxuTNB2aJ/d1mg9+twbgtRZ07CxLC44C7VnNkTx1tKMDAk6YFHndzbfhN+PR9H7ro4eeUO1lSjdoQzcY1kPDg/cB3wD6i1sIjv0Xa03I2fZXKjyR01bmh4by9cvX/H5y1ekTi2dYUlllpWch2q/10LJjvKa1vNzTkPzLd7IX0vQBxTb5Zn+uLv1Jtqf4A9ClGpnvddy9jfiOpD/YtHmnG4nA7q5+jr8/zuN7gFCdgnZ2vJL4TaoPMr25afQtJPpcg/z+OhDiAmLQeM1OhYNCv5ImTIFC2BJSIu+G4n1lVegy8U+yFwoC9dQnp16gp0tN6Ff8HCkTC/9Hri37TaOjzmEPg/kZaDEex7POU88wNfBr7Cm3BLkKpeHZQbx2Ieo94i8GY5B4fGTnuHpKymWoXd7s41tUKBuYe7pi/c8nnPe589f8Q3fkCqlNEU9T+fhAS+wufZq9LgxIMHPUjzjVcvweeDEeF+8fvQKTTe0ZhVIU3lJodlotbs98laWvnuiO6QHe+/C+4jAwiVlJ8Ydxusnr9F0vdCu2L68/4xF+Weh5c72cKwq3c+rhy+xtsJSdDrTE1k52S34Zh231MsH0VjnuQydz/dGlqLymtbvP3xC2jSWZZz4GP0BdOZss78TcnsK8lj03vYY4gnnPsJ57P6uu/Adup/tK9Y2emc1WtkCRZoWl+z6feQ7LC85H219OrO9hozOiuVGeMG5lyv3cI8MO4hPbz6goYGgVe7GEqAgvSuLNi+J8qO9WO9Pjgdjd9st2r1U4ydT71MSYCpm7fLT5y9IniwZUqRIztq9MusCbm++gQ4nhfNL8JGH2Nt+W5xvDnr+3QdXMPu3sbFnmWfPOzxgH8sIr7dA/pwqduC5P/1A34at91ufBdOsi2nhxm6uCYD/pDPofl13TqL3NJ2RXAck7XNqxvTCvY9qqgdUDyj3QKIBrQl8/nPyLLx+/eY7bzjmzc00rNOmTWNSprWhNjW61u/ef9T29/J+NG5tumHyamRyzIQy3aUzd6ixkLNPGTWJqZbbIw8KNywqWy1o1x2E3wg3tVm7L1+kUTHkcucH8aw14VO/HgdFCraOBR2l+j06+hCennyMEm3NT51dtocrMuTNyLoNu/wclLVhafsGIJ1jBrh114FtVxdcAkUv24p5TRAymXntyryLICo1Q5beIT1c+sTvsntDzdUo3qIEKsSyBvj9cow9P212C5Hy78PfYUnJeWh3uAtyxx5GeeYwP+9MNFjYGMViKZienAjG09NPjFZ16e2mvRw79dtxPL8Uqh2LVOVdbbeAqNUK1ititG39AsWbl0COWL1kqYqX51wAZQVYw8p0KotMhSyrF7il4Trkq1YQlX+pJjulZWUWwHN8Fbj2lAat6WLr0uzzRl2Syy0PijSWzyIK2n0X4YFhRtvxmqAD2OlQG3L+qdE64gL5qxZEvurS2nkmN5bAFYgBYXP9teh3fyjSZkvLRjPfcSbqzWuEEq3sA7Q+OvYQBjzSXbqt8VoG564u8IgFrX0G7sPXj1/QaJl8BPu25hvh4JYb1f+slcAr8n33X75+xcfPX5HOAGi9uMRcVPu/WnDqIh80MzvbFLTa0Y4FmkjZpZn+uLnhOrqciV/Q0qryS+Da1wPug+RZJ2zOyXY6oMBVATj7tx/63BqkncEK10UoP7wiXJIwaH1klA+IaaX5hjZav7x79xFp0qZiF50JaZG3I7C20nL0uNIfmTn36Genn2Br0w0Y+HgEUmWUBjsogEf8LhTPU2rPy+iYGc4GznniNkgr9fJcf5NdmCJ1SlSIvXg3ubJawaAH6N1Oz7qhc7W4AfGe5/cLnfMMfxt//PwF+PYNqVPxBStIDTrscig21lmDvncGywbQqsttfx44/oMvooOi0HKroB1M74mFBWfBe18n5K0sZMqKzX/KWdzbdQedDATKHRnpw+SBmq/Xvcv12yHQel7eGWi9sz3y15AOyHsZFI1VFZag24U+yGrBZAgCx1d6LEbX872RzQA4TkklGdKltugiv498jyXF58LbpzPyVBBA61UEWg+qAJd+whmfgnaPjPDBgMcJAFqLzvNiZ5D019KS89HetytyxQa3r3RbhHL0bWPCHcXhQfvx6f1nNF7On8Fq0YUxsfGNtVajaNPi8BxXmdUMPvoIdEcxNHIM+7fUOpvYhV0Wf//xM1ImT8YCEckuzjiPO1tvoZMGtBb5icooeX54nDMn+1Q0XtUCxZoJCRVio/uvTXXWoM+dQbJJCz799+Lbt29ouLgZT5eszJnfT4Ikvrz365JruCsnoYI3117H6d9Pos9t3TmJ3oXuA8vDtb/tJYpZc2nSpbXsPmTNuah9qR5IKA8kGtCa14FKNK01bUtlWvP2q5ZTPWDMA6RJHOqvo3eWKn9w6H7EPH9rUHfWWD+29PvXr98Q9ToGObJksKVh2cVYSG+baJIqxwKETEf6io6SO+ZFDOYWmomux3sgryc/Pfi0rLGa3PEA03ieZab15ySvj2wXi2CFQRKtdP5qBVDjd3mgb27hWaj8UzWUi9VQs8Kw1C5M8ICU1ADR2Dde1Ayl21pWE92EYcoWvbExEIeGH8CI58IFDpmYnpqHXn5Dg7XsYq/W33XMMSyztsFDDz6v8CxU/7+acJEJDvn87jNoXdvv7YRCtaWz8Yhe7/qaa1pNOKWTUOmplXrO9HrXll/Byd9PYMgD3aUz6VZ6ja1kUKrC9J7sq8ah4Qfx6omOqpZGbyv04C8CX4AkDPrfHIQsheSz8fQ9/uTUY6yvvwbDQ0YjTRbpzIjAdddxZOwhDHs2yr4WSx1tvD0wOcM/aL3JG8WbSl+aS3Ug3vN4vo3NQQ8ecuEZ1tRYiSGPRoCCZFVLHB7wHeODiDuRaL9byPqToqcWz/Tsv6dxa5thSRIm9RAmf7fw+f1nTM8+Ge32dEThOtKBxlqtaRMkGZSsilY7+2I/5HSSZ3CyBj241Dl7cdkFTM+3/BCBHlnq+1nJvJXUMXbOeBv6BvOKzkY3v57IU04A3Rm983DTNIn39dmNLx+/oPnqVkqGmeB1VlVdjmJNiqPqTwK71wOfIGxptQljXo1H8pTJIaX9neCDtsIAxPTg7F2y/SZ6nhXkjR76PsDm5huYXnuKNAKwzSPjpmTo07L9h2bLW6KkzN0Uz55H0pkk40Q047x2/JejLHGjs688IypvW4m53PVV10C+om8OjSl5lyRmH6lzUz2gekC5B5IcaH01IBAr121hmddZs2QGgdhkfXsIEVT7Dx3FoSMntL/ru1YFrZU/aGpN4x6gzf7ZmafodFiewkuJPqzxnhOuhApaK/c96dWVbF4KlScKWa1Hxx9G2NUwrY50THgM5haciS7HusOxonQEvlTvTKt5jbwGFs+I6WIu5PwzdDok/yxvarIeDi4OqP1vPZ4mk2yZ9fXWwLFSPtT8s7asD+YUmomqv9aAR5+kHc1qqw9JiP8zrKm5EkOCRyB9LG09XQA2XmwfoLWUjqtYq2r/gL34+PoDWq6TztShteF5lhNqDblA66KzUe3n6nDtLc2SQYwGxvQlz884h4AVV9DnyoB4TVW9DIiX+0yqHLDyKk78eizOZcz84nNQeUIVk3QfTerUDgofHumD6IfR8N4hSJKQ2QpoHRYQhpVeSzHg9mBkLsBHD07ZNOvqrsawp6O0jBjiZQhcE4CjE3wx9MlIO1ghdYjm9MCUTJPY/laieUnuZsV7Hs85zxygtVSgHPeg1YI264Ej4w4xhjwKjCPjAdPOTT6Dm5sC0dO/r+y8DgzaB6JAbrVRWpOYAEkKaG63qwMK15Nm8Iu4FYFl5Rah3/WByFrUcrJzr4JfYmHpeWw+DgZYt6wBWr99/hbzisyCvtYxfRu79yuPCrEsRIHrr8N3tA8LhrK20fdow3lN4NROWtLmTchrzC82B91P9QKxM5IpCYjc22sXvn39hmYrdVIh1p5rfPpbXX0FijQoimq/1GDNiLWaeYJD4tO/rdYVg9Zn/jmFO7tvo8fp3mzIYu1v+n+WCuikMzNpUZdqLc00ybPn7e27G8QaQXdcvHb856Ms01oFrQ17jH0bT/TF0Me6b2MWwDDaCx4DVEYw3udNLad6QPWAtAeSHGhNbiBgeuXazcwj7m7OGDm4L9KmEaLqVdBa/VNJKA/QpShlehj6MNo/cC8+vvyAljIUXgk1dqX9qqC1Us8BBFqXaFYSVX4UaKOP/nAYdFHbYX9n9m8taH20Oxy9+EFrJRdz4lnQR/6zs4YDMDY2WofcHrlR65+6yp2QBGpS5lfeio6o9Zd8dursgjNQ7f9qwqO3Clrb4iOhBa31sp4oarzp0hYo1cb8Ug/m9sGtLTdxYOBejAwfq216icsCuPfXXczx7E0ECOWrkh81/5APwDD32Hnb4wWtq/5UDW4ywSFE1Tkz91R0PNgFBapLU2j6zzyPa8suo8/V+IHWdGnrObIiyg0UsnlUs5wHWAbBz0dZ0InG6KK3yo9VZZ8Fy43Gdlo+PMoHUfej0G6nIElCZiug9YtrYVhRaSkG3hmCTPn5JDyenn0CYjYhQDpd9nSSjr6++hqO/XgkzsWc7ayIOhJLekBJQKd4z+M555kFtD73FGtrrzL4LFvSV2rblvEAnfNeXH+B9vtiQeuId5hTYAa6GDjnnZtyBjc2XEevC/1kB8WCDl/J3y18/fQVU7P8y971hetLg9bhN8OxvPxi9AsciKxFLAhaP37Jsjl7nu8Lh7IOsnOyCmgtkam81G0hXPt4wHN4RTa2hGTnmJlrKhrMaQyn9jKg9bPXoAA8AiE1snmUKe4xsDwqDPXkfoj39NiJZMmToamdaloTK0XhekVQ7ddY0Hp/ELa23YRxbycyDWSSMpuVdxoLxM9fNXHIVvEsrhi0Pv23H+7tvcuCHMgeHXsISkCgs2Gq9IKkyoISc1Hph8pwNzPzGwOtlzSXPTM/49jzGCNYzCe0WMsPWrMkjHPPDCYU8fgysZcJXBuAo+PjBnRaKoAhsftSnZ/qAdUD33sgSYLW6oOgesAWPXDy/44j+PgjdviUs3399+Dz/9enNeWDyxbnqhmTClorXx2isyKaQn3Q2tTLDKnelVAgitvhySZhtImeeQ2Cscq9k3hqbmi4FnnK5TEI7s/OPx3V/6wN957x00lPPF6zrZlI0ZYx0HpZC9mocVuawe1tt7Cv726MihynHZY4G4OHBYQu0QvUKIga/7M9TWse0NpYdu2HVx8wK880dPTpggLVpEHrC7P9cWXRRfQNGBivJVYvA+LlPpMqS2XXEqWmoax7kzqw08Jiqlqahq2A1qRvSIF9g+4NRUbHTFwe1mTq6DNiiCtKZd1zNa4WsnsPKJHOEe95POc8c4DWWtaAZ6OQNmtau/e9OgHBA0pkoHgkSehu4dObj7JMOd++fAMFNHtvb48iDYtJLocSSQYl6/r66SsGjBFFsYNrLtkmrAFaS2UqL/NYhLI93FBxpBcbW0Kyc9D3aL0ZDVGmo7Okn14/ecUyY/V9KWZR4lmj3d13MBptOtPYo62ttQoFaxVi8j9kQfvuYZv3ZoyLmcj+zROQao/zNjZmMWh96q+TuL8/iNHJkwWfeARKQBgRNgapMwq6vQy0Hl/Z7CxERHXfZLE8aM2z5xkLzpHyBw9zoDE/JoXfiVHiyJi40jnGzsxJwS/qHFUPqB4wjwdU0No8flRbUT0Qbw/4/X4Cj448ZHTOckbUNl8/2K9ukHheKmit/LFhoHWTEqjyk5BpzWjjAsN1EfiR7zAn/wx0PtIN+Srl5+5ocvp/0GZLO6bvpNR4NIAYbWLlfDaZdal03paot7HxOuRyzWWQRn2W4zTUnFQXbt3dLDEEtc14eiD0YgiIfm7ww+HIkCsDa40uwCkrQY7qLJ5dmrX67e23QFpgpFumMTE99cGhsZqIm7xl+yaK9EJ1CqP6b8LFkC0ZD2hNlzFe4+R1jHkoBC/M8cflBRcZhWZ8TL0MiI/3TKtLGQRHfjjMaKM1Zkzf3LQe7LM0aTtTdp2GqpZmYSug9fNLoVhVbTkGBw1DhrwZuRysCS7Sf0+LK0rpm3M1rhayew8oCTQT73k85zxzgNZaffbQ0UiTWVqf3e4XJAlO4NhEX4ReDGWBcWRS9NRit/hPP4drKw1LkhijzSXq5ykZJ6HttvYo2kgatFYiyaBkCTVAcY8zvZHLLbdsE9YArTUAuv5YKNu8bFdXeI4SQGspphYl81ZSh7KD605rAOdOZSWra6nW9bLWWaZ4bw94jhAyxXlsV9ftSJE2JZouac5T3ObKEMNK/moFUON3IaD23p672NFxK8a+mcD+/fHNR1DWOjHZFaxZyObGb6kBiUFrvz9O4OGhB+h6ogfr8rFfMCgBYbjePmOps8mMnFPQaGFTlG7rJDldnj2PGME+RL2XlUGQapiYdYgtzZDcnaX8b0/t3tgYiMMjD8aRQaDgXkPsZPY0P3WsqgdUDySsB1TQOmH9r/auekDrAfHHoJRrCDigiGd71Q0Sz0kFrZX/ARBoTcBy1Z+qs0bEF8harTPfbshXmRO0/gZQpnXbre1RtLH0xQTPiBkFot9jBpjLGTskVi9gk1mXPHO0Vhmm/V3WAbX/k9f+pouJWv/VhWs3FbS21rqY0o8WtH4wHBlyC6A1US02X9kKJVuVMqWpBCl7Z+dtUCbFmJfjtf2L6al9hh7Am9DXLOBFzsQUfAkyGZlOeUBrY/pcPPqSF+ddwMU5/uh/Y1C8pq/SU8fLfSZVltKknFtoJrvgdOmRdN+5YqpacqqtgNahl0KwutoKDL4/DBny8IHWUu9p8YNybdkV+P15krWrWtLyAGV6NV7UTPbSXMob4j2P55xnDtBaAyaMeD4GqTMJGXCq2b8HxFl/byXoqcWz5JEkobuFr5+/ovmqVrJOMhbQrESSQcmKvA15g3nFZsfRYZZqxyqgtUSm8vIKi+HcyQUVx1Riw0pIdo7Z+aajzn/14NzFRdLVLx9FgwJQ9fXBKVPcpbubFnTnWaOdnbchVcbUaLKoGU9xmysjlnG4u/sOaE5jXwug9aeYTyDQlGj5C9UqbHPjt9SAvgOtfz+Bh74P0PW4AFprgeKQ0UiTRQiOstTZhIHWC5qitLc0aM2z5xEj2LvwGLQ2EFwt9qU4UMhSvrb3dm9uugGfYftB3xwaUxmp7H1V1fGrHrAdD6igte2shTqSJO4BRrtzIAjdTgq0O1Jm77pB4jmpoLXyh54uZAlY1getI25FoN2ejqzR91HvQQdW0kjnBa15KOB4Rnzit2N4ctIwaG3LWZc8c7RWmc3NNiBH6RyoM6W+bJczc09DnWn14NLF1VrDUvsxwQNaAEUMWq9qhZItbR+0vrvrDiiTYswrHWgtpqc+NPwgKOukzVZ50Jq9sxoVQ9WfhUAbWzIu0Jp0pEdURLlB0jrS7zj0JS/Nv4ALs/zR/2b8QGv1MsB6T8+NDbEZBKGjtZ2Sjmitv+ugbLek+849Ov4wwq6GocOBzlq/2ApozZM1LX6CeLKzry69jNN/n8KgoKHWewDVnmzCA8YuzaUGKd7zeM555gCtNbStI1+MRaoMgtaoavbvgeM/HwXR4NK5jkyKnlo8S/9Z53F18SWDkiR7e+0CZVMbCog3BlorkWRQsiKa7PLufr2Qu1we2SasAVpLZSqvqLgETu2d4TW2MhtbQrJzENta7Ul14dxVGrSOfhAFkvrpdbEfcjrlZONdVm4RyxSvOFoA3XlsZ6dtSJ05DRovbMpT3ObKrK+/BnkrOmrlysSBup/ffQYFLdH9SuE6RWxu/JYakBi0FstbaCm5n45C2myCDIXFQGuHKWg0Xx605tnzDg7Zj7fP3xgMrhb7koHWl0LR8aDAbqGatAdubbmJg4P3Map4jamMVOrTonpA9YC5PKCC1ubypNqO6oF4euD03364t/cuix6Ws93ddiBF6hRostQ+KZjE81JBa+UPDdENF22oA4BIXzLydqQOtI5+j9mO09HpcFfkr1KAq6Ovn76yDNB2OzugcP2iXHWkChFo/fhEsEF9dhp/kQZFUe2XGor7SQoVN7fYiOzFs6PuNHnQeobDVNSd1QAunaQvJpKCn2x5jlowRC/rb2rmf9F8tX2A1mKqPHYxUXwOKk+ootUtOzzSBy+Doxl9pJyJJQ1sac14QOtFZeaj/BBPlB8iDVrHvIgBZeBSFkJeT0fJ6V1eeBHnp53DgNuD4zV99TIgXu4zqTLLIBi6P85ljLEMJpM6sNPCUhkotgJa8+hTi93OA7pcWXwJZ/87g4F3h9jpqqnDVuoBoodtMKcxnNqX4W5CvOfxnPPMAVo/OvYQxNIzKmIcUqZLyT1etaBte4BYrB6f1J2tpOipxTNgkiTzL6JfoLwkCU9APNGDt9rQFsWblZB0Ek/Qjzm8q/nOogD/POXzyjZpDdD65cNo0Hdhrwv9kLOMAPquqLQUpds4odIPVdi/KdDp1F9+CcLOMbfgTNT8szbKdpcOrosKisQSl4Xofbk/cpTKwcZLmeJlOpbVgu48a7ajw1akzZ4OjeY34Sluc2U2NFyLPOXyoNY/ddnYxJJIXz58AclDtNvVAYXrKb8bsbmJGxmQGLRmLHqnHmuDZp6de4q1tVdh6OORSJcjHWvNUpTQbP+d2xhO7aT3X549jxjBXoe8YmyCvHZsgi9CL6ugtTF/3d52C/v778HI8LHaosbeP8baVH9XPaB6QPWAxgMqaK0+C6oHbMQDZ/45hbt77hgErXd12Y6U6VOhyWL7pGASu1oFrZU/fGLQ13f0IUTcjUD73bGZ1hrQ+lBX5K/KB1p/+fiFae3G92DGonGPPTKozy6mN1fuicRdc3PLjchWNBvqTW8gO9HpOaeg3pyGcOmogta2+DRIXeZNyTQJLde2QYkWJW1xyHHGFLTvHra124xxbydq/784mv7wKB9EP4yC9/YOsvNZWWUZSjQriSo/VrO5OfOA1ovLLoDHwPKoMNRTcvw8+pIM9Jp8BgPvxA/0UumprfcIUQbBgUF7QVmLGqOAMGK/cO4srRVpvdElXE9iqloaic2A1hKXqcY8FXb1OVZWXsYA6Uz5MksWv7zoIs5NORvvv19jY1F/tz0PzMozDfVmNkSZDs7cgxPveTznPLOA1kcfYlPT9RgVOQ4p06qgNfeC2XhB8dnqtQQ9tXgKPJIkPAHxFGjZYm1rlGgu/c2qRJJBibtjwmNAYAjp6uatIB0cSO1aA7SWylSmPaRUq9KoNF4HWicUOwcLbvxfTVkZk6h7UVjiugB9rgxA9pLZ2XKwTPF2zvAaJ2SK89j2dluQPlcGNJzbmKe4zZXZ2GgdcrvnRq1JsaD1tlvY13c3e3+SmSug3+YmbmRAYtD6+C9H8ezMU5YMQSYVHGgpFihjQWOPOPY8YgR79eSlweBqsUukGIXsbR2tMV4K9GB/MxHC3wyZykhlDc+rfageSBoeUEHrpLHO6iztwANn/z2N2ztuoceZ3rKjtXcKJvHEVNBa+YPJtPLqF9FmKhNoHXkvkgHOZB9efgBpHXcyAbT+/P4zpmePPwXWyf8dR/BRw6C1LQNYylfF/DW3tN6ILAWzov7MhrKNE21Z/fmNUbZ90gVQzO9587X4/HIoKEhjcNAwZMgr6Ksy0HpdG9kLQPP1Hv+WGGjtvRnjYnSgtfhigjE93ItiLA1yRhkodJlXeULV+A/KzC3wgNZLXBbArV85eA6vKNm7VmvRAG3llSWXcGbSaQy6Fz96YfUywMwPgIHmbm29yTII9C9jGIA1oyHKdOQHsKw3Yuv0JKaqpV5tBbSWoq005pWwgDCs9FrKWBAyF8giWfzSggvwn3EeA27FjynB2FjU323PA/Q9XXdaAzh34v/OEu95POc8c4DWpDu6ufkGjI7+gbFzqZY4PEBnq0e+DxlgSyZFTy2eKUmSkK61oXcWT0A8sXCR5rWcpI0SSQYlq/Iu8h2I9rrLse5wrJhPtglrgNZSmcr0rU/BmZUnCt+5CcnOMbfILFT/tQZce7lL+inyTiSWui9E32sDka14NlZmhVdspngs6M6zRtvabkbGvJnQYE4jnuI2V4ZYKRzKOqD2f/XY2Fig4sC92qxR0nunoA3v7e1RpGExmxu/pQYkBq0pUDHUPwQdfQSqbKm/eXY2/KW67DOndKwzc09Fg9nyTCc8e96hEQfx8tFLeO/gz7RmoPW1MHTYr5PBUTqHxFyPKPX39NyJ0VE/aKepMlIl5hVX56Z6wLoeUEFr6/pb7U31gKwHzv53GnQ52vNcH9ky9k7BJJ6YClor/4MgTejCdYug2q8CvTZlOkbd14FGH159AF2s0+GiQLWCXB1pdJva7+2EQrULc9WRKuT3+wnQAYJocuXMlgEsxRO3QMWtbTYhc/4sqD/LAGidfTIaLGgC5/ZJF0CxgOvN1qSWdjZoKLvYITNGtWi2zs3Q0P0DQaDncOybCUiWPBlrUXwZdmTsIYTf1jE9SHWr5DLMDMPnaoIHtF7qthCuvT2YrrWU8ehLmosq0phWIdek1UJcHhBTRVIlukCrP6uRSVmXXJ3ZUSFGFen3GJ2PCPqqZLYCWj85/Rjr663BsGejkDaroLVozF5cf8GyzAjcyVxQBrQ2kya9sbGov9ueB5RcwIr3PJ5znllA68P3QdIyY16OR/JUyW3PmeqIFHnA748TeOBzH0SNTfbyUTQWOc1HT/++cHB2kGyTR5JkZ+dtSJUxNZoskmdxI3rkpstaoFTr0pL9hPg/A51LhzwagfQO6RXNj6fS+6j3oL9F2nfyVcovW8UqoLVEprJYEiAh2TmMUTVH3I7AMo9FQNMQlAAAIABJREFU6BswANmKCZnWlCleskUpLejOsyZb225CJsfMaDDbTkHrpusZvXudyYIM183NN5g+r4Zdh/Te6cxG8kdFGyVh0PrHIwi9GKLVd6b/Jta/wQ+GI0PuDMx3dDas8VtNuPR043l0uMsYYzp5yLHnie/JeDo/+sNh0Ldh+32deIon2TJ3d93Brm7b2TeHxlRGqiT7OKgTVz1gdg+ooLXZXao2qHpAmQfOTTmDm5sC0fN8X9kG7J2CSTwxFbRW9qxQLbocKFSnMKr/VpM1QpqyUQ8kQOuDXVCgOh9o/entJ8xwmMIiSgvWLKR4cAy0PvxAmw0g1RBdDpf2LqPV/VLcWSKvyBPBTpTujZY0Qxlvfq3FRO42m5qelFbq5Az/oPVGb1l9QFuawIODQdjSehPGvp6AZCliQetCM1Hj91pa2kE62IffCEe7PYI8geTfvOcSOLU3jXbQWn7gAq3dF8K1hzs8R3lJDotHX/Lasivw+/NkvPUN1csAaz0ZwJ0dsRkE0boMAtonG85rIquvZ73RJVxPJ347hsfHg+PIgNgKaP3YLxgbGqzF8NDRSJM5DZeT6P1Fep79bwxClsJZJetcnHsBl+ZdMKgPy9WZWsjuPKAkUGiFaM/jOeeZA7R+4BOELa3i7tl253B1wN954NSfJxG0/55WRkyKnlpciYGmk88y2QM529FxK9JkTYvGC5rKliEWriZLmqNUG2nQWkrf1hJLqGER6+zbDfkqJyxoLZWpTCAeAZtVf6rOpp+Q7BxiGR/xeoTfDMfy8ovZfpa1iJBprYQFjYcRzBLPgrna3NR8A3KUzI66UwUZrhsbA3Fo+AGMeD5G6OIbQGe2NlvaoViT4ubq1ubb+S7TeoIvnl99rs06lpK+YpT0/2ch0NoAuxHPnieW0eNZgCPjDiE8MFwFrY04696eu6DgpzGvdKC1ykjF84SpZVQPqB7g8YAKWvN4SS2jesAKHjg/7SwC1wWg14V+sr3xAFhWGKrZulBBa+WuXFtrFQrWLhQHtI5+GK2lPfr4+iPLButoAmitpI7UDCgb4OEhw6A1XQ6X6VgWXmP5dbOUe8t+a/IEqhBtWZMVLeDUxsl+J5qIR67RSiVK6IyOQqY1A603eaN40xI2P/OHh+6DtNX1s7bE9NTHJvgyCjVD0eh0Oebc2QUVx1SyuTnzgNbLyi1C2S6usuN/9fglFpaahx7n+iCXSy7JOQasuArSpRz8cHi8fKBeBsTLfSZVZhkEXbfHuYwhSYbGi5qhdNuk+84VU9WSU20FtA4+8QikUzkibAxSZ0zNtd4RtyJAf+P9rg9E1qLCBb7YLsz2x5VFF9E3YCBXm2qhxOMB0tGt+WdtlO3uyj0p8Z7Hc84zB2itYUcZ93YiIMSZqZYIPHD6Lz/c3XsHPU4LMmJS9NTiaTJJkn9OY1CQvCTJ9vZbkC5nejSa10TWSzNyTkGjBU1R2lt6z1MiyaBkSTTnVGPSV9bItJbaMxgLWj2ddBePprgSP/DUWVBiLir9UBnu/cpJFn8R+AIUWNP/5iBkKSQEalGmOAGzGtCdpx86H2Qrmg31pgugr72ZePyB66/Dd7QPhoeM1k5lcvp/0HqzfZzZzOV/MWjNso4DX4DY+MikArKN6agrHRvJc9SbLi/Jw7PnMUawm+Ha8fOMhYHWN0yrw9NuYitDMmK0jxAjm8aM6ZAnNh+o81E9oHrAch5QQWvL+VZtWfWASR7wn34O19dcQ6+L8qA1D1WwSZ0mcGEVtFa+AGtrr2LZ0BTRSsa0eoKj4b1d0JT9+OYj6IOxw4HOKFiDL2taCaW41AwoG+D+wSAthZ1UGQYAdXVFxdG2B2ApXxXz1+S5TCJ95KarWsKpddIFUMzvefO1+OJaGIgOnzJdMuXLzBqmCxB7idrX0K7p62OKs86OTfTF8yu6CHx7+5vnAa0JgCjTST7QhkdfMmDlVRCtMlFoxsdUeur4eM+0und332EZBMQ0oDFjWWem9WCfpYlR5cEhHVUtzcJmQOvjj7Cx8TpG75kqQyouB0tRpYor+s86j6tLLjENUNWSlgfmithFeGYv/s7lOeeZBbTeHwSi7B0XM5FnmGoZO/HA6b/9QPtRjzOxoLUEPbV4KjySJDzBscbYRZRIMihxu+Zsa0z6yhqgtVSmMgWUEwuaRrorIdk5FpScC6+xleDRv7ykq6UkMVZXi80U/1nIFOcxkiLIXjw76k4T6LXtzYiVImvhrKg3QwDdA9ddBwGcJC+iMXtixzKX/8WgNQG4ETcjtIxamoBs/bMt7ZM1/zAtuItnvIxdamp9OHcqK1n8PseepyRrmp4DCk4xxCLGM/7EXoZA623tNoMFysWasT0jsftEnZ/qAdUD5vOAClqbz5dqS6oH4uUB/5nnEbDiCnpf7i/bDvuwLpLVbqNZxRNTQWvljwyB1gVqFESN/9VijRwafhAvH0uA1iZQfb+Pfg86GHQ63BX5qxRQPDgGWh8IQjc/QXdNypYS1W4veX1YxZ0nsoo8tH10mG6+rjVKt5Sm7UtkLrG76WhB6ztDkCm/HYLWRx5gc7MNGBU5DinTpmT+F9NTH/vpCEIv6LTO5P7mXXq6o+JIaXrthFxYHtCaMlJKt5OXNHj5MBqLysxnbCmkjydl11dfw7Efj2Do45Hxmq56GRAv95lU+d7euyyDQP8yhiQZmq1oiZKtSpnUVmIqLKaqpbnZCmj96OhDbGq6HqMixiFlOuGdZcwi70aCdOv7XB2A7CUEfU+xnZ9xjn2n97kywFhz6u+JzAOk1Vn91xpw7eXOPTP6ztXf83jOeeYAraUukLkHrRa0WQ+cmXQKt7ffQs9zfdgYpeipxYMnSZKTf5zAkAfy7C48LG7GAuWUSDIocfSnmE+grG9jAdnWAK2lMpXX1VnNzuaagPKEZOdYWHoePEdWRLmBFSRdLXU2WVMjNlP81xrcy0Pngxylc6DOFPsErcUJIYFrAnB0gi+GPtF9p1NweMu1bVCiRUluv9h7QTFo7TvGB5F3o9Bul5AcERYQhpVeSzHg9mBkLpCF/T8ljCQ8fjImicSz5x0dfxhhV8PYu4PX2JxvR6qgtRGHaTPd9QLlVEYq3qdMLad6QPWAMQ+ooLUxD6m/qx6wkgfoYHN16SWDl2EsmrVENq3ujpWGZrFuVNBauWvpYJy/egEtaO0z7ABIU7XttvasUSX61O8i34EyKDsf6YZ8leS1woyN+tRfJ0EHiO6neskWXeK6AO79yqPCME9jzSXp3ynDL1XG1GiyqJmsHyhrt8XGNijVPOkCKLb8kGgO9gM1oLWd6aNJAUBieurjvxxFyLlnoOwXOaO/ebe+5eA5vKLNLRcXaF1xCUq1cULlCVUlxx99PwqLyy5A70v92QWelEldhilxhnoZoMRryuqwyzDvzXGyFkmSocWa1knqAlPsPdrnCdDXUNXS77YCWj/0fYDNzTdgdNQPSJEmBdfC81DtEr0zMSLR37hqScsD84rORrWfq8O1Nz9oLd7zeM555gCtSV9yR6etcdghktZqJc7Znv33NG5tuYGe/n3ZBHkkDa4tv8IkSQyxu/CwuBmTJFEiyaBklT6//wxiOulgJCDbGqC1FGi3vt4a5KuaX3s2p0CVa8sus2Aoa9sip/moMNwT5QZJg9ZS9M5Eb06Z4tV/E1jceGxTk/VwKOuA2v/V4yluc2XEQRvXV13D8Z+PYkiwjhGJvvmar2qVpAIVxaD14VE+iH6gk6GTCtoQS0eZa7Fn55uOOpPrw7mzdKY1z55HMlahl0INnlPF41Wig22uOdtTOxpNcX1JkmnZ/kPTZS1QqrWaUGFPa6mOVfWALXpABa1tcVXUMSVJD1yYE6uVZ4B2kEWzOuVgH26JwVTQWvkqrqu7GvmrFkCN34VMawZaP3uFtltjQevYaHTSmC1UqzBXR+8i3oEOHF2OdoejVz6uOlKFSHft3r67BkFrAnfoIF1+iPRhWnHniaziri7bkTJ9KjRZLANaxwKgLTa1RalmSScC3J6WWUvBp4lGj10z+lst2riYzU8lWIJqV5x1Q5TXT08/YSwNcrbEZQHc+9tmoAoXaF1pKUq1LI3KE6VB6ygOqk4p2kElD4BKT63Ea8rqaGkH9fRhWdbNujYo0TzpvnPFVLXkXZsBrQ/fBwV56ksaGFt9nqCT81PPInBdgEEZH2P9qL/bpwfmF5uDKj9WhVsfD+4JiPc8nnOeOUBropCmb8cxr8Zzj1UtaPseODf5DG5svM7YXMik6KnFs2CSJL8ciwPAicuI6ZGlPGEs01HqO9ESHv3y4QsIDCFd3UK15c+21gCtpTKV19dfA8dK+RhFMllCsnMsdl6AcoPlz9nPL4cyDWvSO8+YNxMbr5jFjWcNNzZah9zuuVFrUl2e4jZXhoISM+TJiIZzGrOxScn4ELtO0+VJC4D7DrQe6YPoR1FaGTrSel5eYTH63xiELIUFTXS6Q6r9T104d3Ux6zozSap/68K5i3S7PHsesVyF+D9Dp0Py51TxoAm0jrwXqc0uN+ukElFjDw/dB2nDk4xSshTJ2MxURqpEtMDqVFQPJLAHVNA6gRdA7V71gMYDF+ddwOX5F9A3QF4rj0Wzujig9r/2Gc0qXm0VtFb+/BNona9Kfu3B2GfoAbwOkQCtjRzs9UcQ8yIGpEfU9XgP5PV0VDw4HtCaaHQpy1ouAlxx54ms4u5uO5AidQo0WdpccmbfvnwDA1C2eKNkkxKJbPaJYzpi3bhvX79hSsZJLMDELkDrE49Al1IjwsYgdcbUbFHE9NSUyfP4ZDA6+3aTXTRjF2gJudo8oPXKystQollJVPmpmuRQeeiFA9dfh+9oHwwPGR2v6aqXAfFyn0mVNbR3Y99MQLLkwmUM0zfc5I3iTZPuO/fMP6dwe4eOqpb8YiugtSbrg0C75CmTc603D70/gUY3NwVqMx25GlYLJQoPzC8+B5UnVIF733Lc8xHveTznPHOA1nd23saeHjtZ0IZqiccD56acYUEzGqYHqUxH8Wwpa5RJkuhRHYvLENiQrWg2g9JjLNPxv3qyoJESSQYlK/P101dMzfIvo+stXKeIbBPWAK2lMpU3NFzLzs81/4wFrROQnYOCwz0GlkeFodKMZqGXQkAa1oPvD2OgLRljcaumC4jnWSOac55yeVDrH/sErUn+JV3O9Gg0rwmbLmMn+D0upT4FSjRZ0hyl2zrxuCRRlBGD1iRD9+rpS21yhBTTAwOXJ1kItDbQLs+eRzJWz84+NXhOFS8cZZdHBeko0RPFwlpgEhp2I/1vbpWRygKOVptUPZBEPaCC1kl04dVp254HLs2/gItzLqBfoDxozaJZPXLb7cFA7HUVtFb+HBIFmWNlXTT3waH78TbkDdpsbcca/fzuM4hC1lg0uv4I3oa9xbzCs9D1RA/krRAP0PpvP9zdcycObah4pqS1VXGUFzwGlFfuhCRQc3f3HezSnSiWpOzr56+gg0HLrd4o2TjpAii2/ChoLhYH3BqMzAWzQBNoQFT+RRvZfqa1lFYhaQo2WtAUpb2FC5yT/zuO4GOPGEuDnFGgSvmhnig/2PbYFXhAa8pIKdakOKr+VF1yihG3I7DMYxH6BgxAtmLSmrg3Ngbi0PADGPF8TLweWbq0ZVSFLVVJgHg5kqOyFABKkgxttrRjz0NSNUZVu/UGep4XqGrJbAa0PhiELa03xcn6MLZOLx9Fg+hUiXrXwdlBsvjZ/2LpefXmbKxd9ffE4YEFJefCa2wlePTn/2YV73k85zyzgNY7bmNPr52MHl+1xOMBJk+w+hp6XxbkCcQBkVIzJUmSI+MPY9jTUbKO2NR8A3KUzG5QeswY7e/DIw9AbHCjIschZdqUFnO65sxDurqF6xWV7ccaoLVUpjK7pyEA9+86bGwJyc5hTJIn9GIIVldfgcEPhiND7gxsvOxugTLFY0F3noWk7PK8FR1R6y9hzvZmOzpsRdrs6dBofixovewK/P48ycB8jTFJnoXNtGcee5ujkvGKQWti9Hvz7LX2nknqzGMsuEXJOKiOsQzuOxx7HslYPT31hEng8drhkT6IehCFdjsFHW/VpD2gef/rsxupjFTq06J6QPWAuTyggtbm8qTajuqBeHrg8sKLIO0jotmRsw0N1iKPZ167PRiI56WC1sofGkZB5qU7WDLQOvQNu0gn0+h+GYtG1x8B1Sfdvm5+PZGnXF7Fg6MMrDu7bxsErekCsNK4ynDvx5+1onhAdlxxT8+dbPTNVrSUnMWXj18YBVOr7e1QomHSBVBseYm1FGo3ByFLoaxa0Np7e3sUaWj7oPWTU49B7xvKDk6TJQ1ztZie2u+P/9fefcdLTaUNHH8Ekd6bgFJULHQRkCJNQAUEFQGRqoCKgIAFV1bXfXXd1V0LRUFFLKioFBXpSBVUQBCpUiwgIr13LPB+nlwyzA3JJJM7997JzC//7MpNMud8T2ZOkuec5yyQX+Zslk7znYPWOlCl5oBaUr1XcIPWOsjgun80sL3cvKTqXDfue/m873Rj1npaNl4GpEUvumPNtHcPH/ybZMmWRSRg6f2jq633vTWAq7OOzVS1emS8BK3tUrq71ezQrwfl9StGSLclPaRY5WK2uy967szs8sU93E7H3xNMQK+NWg9FN9DS2ud5ec6LRdB6wyfrZdo9k+XBvQMTrBWSuzpLBy+RVe+sCK2PbJee2iq0dsxqmfPIrIjZXca1/FCKVCgScemx4aWHGoHMSl2r2DbCZh9LMvhpTTNTkQaRyjbL3KC13UxlzYhXrGqx0OSCzMzO8WbV16VK96ulZv9attSaKlnXsNb1znMVzWXs4ycAbc385qddM/OYz+78RC7Il12av97SKMbKN7+Tr//zlZE23dx0oO6NI1rIVe0rZGZRM/SzrUFrfc90bOdRuW18W6Mcdtml3Nae9lsB4/fn342lUhf73x8vfZ4uY/Xrgi0Rn1Ot5dOg9YHNZ9fx9lv+RD/ul/mbRX/7dKBc1uxZjeqSkSrRW536IZBxAgStM86aT0IgosCKN5bLkhcXi87Gc9qss2uDTkrQ2n8LWh8sZ/aZLsd2nX2YCAWtJ3eQsk2cU6iFl+DI9sOi6/Z1/epuKX71hb4LZwStJ22Qbou6O55DUy3WHRTd+oC+CxTgA6d2nyQ6s0BnVdptZjvfNrGdXHYDQet4bGrrul/mTJG2E9tLuRviP2j926Ktoi+ldKZOjoI5DGJreuqv/r1QNs382cjS4LT5mamWUe3pZaa1zkgp27Sc1P9nQ9tihVJ1hq3vZt1x/YR1MqPXVBmw55E0VY2XAWnii+pgM+2d+TLGzJQQlEEnUVU2ip2tqWr10HgJWv807UfRdSoHHhvkuUaHfzskr5Ufbty3FKta3PY4Yx1vlywynj+QHQMloLPwa/SLbkkba5/n5TkvFkFro5+5f6oM2J22fiZQDZQEhdWB7StHLQ8tI2aXntrKoEuSzB4wM2J2l7HNPzAG6jT+n/PSY5qFq/7/NZTKd1W1lfazJIPfJtNMJ279b0bMtN6+bJu832C09N7cT3IXS5mprLPNi1QsElrGzchI8sk6uWtJxg900sw/lbtWlZoPXmtLvW3Jb8Ya1n1/HSA5C+c09vGT6ttYB7t+aWnwdCO/TZqpx03q9KmcnyubtHjjZqMc+ju9+H+LpNcPfULlGlrsRWk27Cap0KFippY1Iz/cGrSe0XuanNh7XG4de7tRjP0/7ZNRlV83Mj8UvqKw8W8vlxws17/YTCreWSmmRXUbNOOlz9NlrH6Zuznic6q10LP6z5SDWw6E1vGOaaUS6GRbziwjpgPlzs+ZkmmDjFQJ1MBUBYFMFiBonckNwMcjYAqsGHXmJnnj2Ztkq47xYNCgtDR4KpgPBtb6ELT2f/1bZ93rw8Tx3cdCI2D/OvmX6BpM7aIJWm87LBpM7vZ1dylWzf6lrZcSe5mNpDO6r3uivlTpXs3LKZN2n2k9JovOpm71nkPQ+kwa+DaftZdLm8V/ADQZG9KcgatZNPKXLSDmmnxBCVrbvdiypqfWdex/mv6jkaXBadOAUO1H4zO7gpegtc5IKdO4rPHi1m7zkqrTmA3Qc7KRQjMtGy8D0qIX3bHWtTqDNugkutp639uaqlaPjJeg9Y9TfxBdp3LgUe9Ba0176Xb/o79zP077wRjYx5ZcAtb1qb3U3trneXnOi0XQet347+XzPmnP6OGljuyTcQLLXl4qOlv/njUpy4jZpae2lsZYkuSBGRGzuxgprasVl0bPOa9J7PbMtsnHkgx+5fT+5/aP28slzZ2feTIkaG0zU1lTrRe5snBo1rqX52G/Dm7HvX3NG1KxY2Wp9XBt211/W7zVWMNa1zvPWSglaG0MYKhSLBR0d/sM/fuYRu9K6UZlHO+NvZwjM/eZ1PlTyZrjfGk5qpVRjO9GfitLXlgsvcLexw278CVpMviGmAdjM7Pebp99TtD6/mlyYv9xufWjlKD1gZ/3i66b3n35vVL4ypSg9bASL0mTl2LvNLzMUGn4L+dMD176vC+fXiCbZv0sXRY6P6daTXQd74O/ErR2u1Z+XbjFGPCiA+Wy5c5GRio3MP6OAAJRCRC0joqLnRFIPwFNR7Toua9Tjey0fprx0vz6so4zvdKvdOlzZoLW/l2N0dDXlAitm2UErfcck9vGpaRtMtNGu637FV6Cw1sPic4MuWtxDylaxT49ppcSGyPLP11nnMdpcxu17+VzkmGfafdMkT+P/SGtx9xmW90/jv4hQ4q+ILdPvkMuaeKcKi8ZrOK1jnvX75W3qo+Ue9b2kgLlCoaC1m7pDeOlPtu++c14KdVnS3/JVSQlhaA1PbVmV9AZiJGCOZrFoe7f4zO7gpegtRoYg8YcZpN4SdW54dP1otkT0rTWKOmpM/SrYaa909nx2XJl89W3ZmiBM+jDrKlq9WPjJWj9w+SN8lnHT4w1rb1uR7cfkRGXvixdv7zbWJPUbvvqmYXy84yfIg7O8fp57BcsAX05f3Wva6RG35qeC27t87w858UiaK2Bytn9Z0q/HQ95Lis7xr/AsleWyvIRy0LLiNmlp7bWQpckmdl7WsTsLsYg6BpnnyftJDRoXe/x66Rqj6ttofwsyeBX/IU8zxnPupe2cM4ulRFBa7sBneNvGSuFyxeS619oZlQvM7NzvF3jDanQoZJc+0gdW+qtX/9qrGH9wLYHJUeBlCxKmuK3aKWiEWfdW0+ms801C9F1T9ovneO3nTPquMldJ0qW87NIy7daGx+5/LVlsnTIN6kyHxrB2BeaScVOlTOqWJn+Odag9fT7psrvh0/KLR+0Mcp2cPMBGVnhVWOJGF1eQDd1ajr4xpjPSDfeGT3VUCp3s8/04KXP02Ws9P4tmkGHGrQ+tPWg3P5J+0xvj3gugLmMmC59dUGeCwK3DFo821I2BBAQIWjNVYBAnAisenuFfPXMl6nW0LEWTdOTlrvhEsc1NeOkKp6LQdDaM9U5O1pTeM3QEbD7zqZtCgWtXdb9Cj/xoS0HRdfgu+ubnsZDq99N17pc/3HkdGhuqZ78fnaiHWc8JB46Kbd8mPKQaN1+P/y7DC3+orSd2kHKNfaWBj7RjOK9PqGg9ZpeUuCSgoELetmlQLSmp9aBKhs+Wx9xHXu3mTqZ2Y5egtY6I6VU3YuMdR3tNi+pOjd+tkH0BZmuj+x3Iz21Xzl/x5lp78yXMaGlN6Z0kLLXJ+9vrjVVrerGS9Daz/fs6M6jMqLcMGMWjg4ItNt0ps7m2ZuiSi/p76rjqHgTGFXlNanas7rU7Ge/Pqxdea19npfnvFgErTUl9NyHZxnBKLbEEfh2xDJZNuxsMM3u3sxaW02bO/3eKRGzuxhLj9Uu5Xhvo+fULBR1Hqsr1XpWtwX1sySD35Z5Md9/jWeiy1qWdzxFRgSt7ZbOmXDbWClYrpA0eSklaK1L56hNNIEyvy7W496pNUqubFtBaj9a1/aUv365RXTAgg5uyZ4vu7GPpjfXWbNm0N1LWd677h255KZLpd4T9b3sHnf7TLnrM6NMN79zi/G/+j379pWlocEh+m+6VnPj55o4rqkcd5WKQYGsQWtjEP3xP6T1+ymD6O3eGemM9KZDb5QKd8Q2jbrbRAcvfZ5+FzULj2YT9Lp9/sAMObztkJHZgc1ZwPwtNH9LzIxyQRmcT9sigEB8CxC0ju/2oXRJJLD6nZWy8OkF0vvnBxxr/W69t42RxfUeD+aDgbViBK39X+BGOreri0ujZ1PSuU3vNVVO7j8RWmvIzw3jwV8OiK7bd9fSnlK0YhqD1hO+N4LfTtsrFw0xHgArdk6eUct+Wtto1wMnQum4rOc4eeik6ENi22kdpFyj5A2g+LHNqGP2btgruracpnQ0gtZm6v5Jd0jZpvE/O37Ht9tFB0z13tRPchdPWbfPmp5aB6roLOJI69gPLzdM6j/ZQKrcHX9LAngKWjd5z3ix2+jf19teOl5Sdf4waaNoKsKHD/kPWpOeOqO+uSmfY6a967/zYbkg7wXy55klGdpPvdNIF5+s29Jh38iKkctDqWrVIW6C1hM3iL6IfujAo56b5+iuo6IvRjsv6CYlapS0PW7hU2fWRPyim+fzsmNiCLxZ9XWp0v1qqdnfe9Da2ud5ec6LSdD6gzUyd+AseeA3gtaJcfWl1GL5q2dmgG7obfz3dpv01Nb66gBiXZIkUnaXD5qcGZD3L/sBeXpOt+Vd/CzJ4LdtdHmaW8a0kctuztygtd1M5Y/bjJP8ZQpI08E3GNXLzOwc71z7plzZ5iqp/TeHoPWZlL7mvY2WV9ObF768kDR5MaX8Xragv5uaevckOX3qtNw8+kzQevgyI6OBZscyN31n0eg/10ulrlW8kCTEPtag9dSek+XUybPLlR369aC8fsUI6bakhxSrnJKdTwfRG2t/xzhorX1pg382lMp32c+0Xuuhz9PlXTQjWKQXpe1sAAAgAElEQVTnVGvDfd53hhzeTtDa7YI2lxrot/0hyZ4/e+AG57vVj78jgEDmChC0zlx/Ph2BkMCad1fJF/+cL3029XNUGV33LSl/8+VS9+/XJYQcQWv/zajrThWvenYNMp2Re/Lg2eCmn8DGgU37Rdftu/vbe6TIVSmpnvxsS55fJOvGr40YtH655GBjJHfFjpX8fETSHGNN+26t+IkDJ0Qt2864U8o1SN4ASjxfEPs27pM3q70uPVffJwUvLSShmZpRrDefmfXbuXyHvHvd29L7pwckd4k8tmtVLXlBv/Pfy11LnJcE0DXJNLW2U3q3zKyjl6D1h83elxKaQvPMQCFreb2k6vxxyg8yscPH8sgR72mLrZ/jZ+mHzLQN+mebae/MlzHmkgx3TO8opRuWCXr1fJffmqpWTxQvQWs/a8cf23NMNANMp/ldpWStUrYuC/45X35dsEU6zevq240DgymgA88qd60qNR+81nMFrH2el+e8mASt318t8wbNkb6/DvBcVnaMfwFdz9pYa/eHPkZh7dJTW2uhgwl1AE+k7C5jGp9Z+uSpRo4IGpyq9dC1cvV919ju42dJBr/iLxX8n7QafauUb3254ykyYqa13UzlT24fL3kvyifNht5olC0zs3OMrvOWXN76CqkzqJ6t05YvfjHWsA6tQ6szrW8ZKwUvKRgKuntpo6C/m5rWY7IRZGv13q1GdXXt+BUjv5Weq88GrfXewHh+cQiaenEK2j7nBK27TzLSPpvB/cO/HTIGs2gQuFjV4kb1hhZ7UW54pblc1b5CTKtrZC35R33HQc9rPfR5uozVhonrIz6nWgs9s+900aVj2nzcLqb1SbSTmcuI6UC5HAVznH3PkeQZqRKtnakPApklQNA6s+T5XAQsAmveWyUL/jFfem92Dlq/U/tNueLWK6XOY/YPIEFDJWjtv8X0QbNYlWLS+L9NjZNY00iHgtaftpdyN17q6YP2/7RPRlV+Xbovv9dID+Z3MwJYY9caM7adNiOF1JDYr3vkt8zxetzMPtPl6M4j0maC/QPT8X3HRUeAt5vZUcrWT94ASry2n5YrFLRe1UsKXlYwcA9z1hnEZnpqXeNLUwLq9s2Li+X7sWsiZ1e4eIgxSzkeZyp4CVprGkXNbmH+5lqvOS+pOmMxGylogx7i+bvppWzW2VTmkgx3zOgopRsk72/ut8OXybKXU6/7GC9BayMl7n1T5MG9A700sbHP8b3H5ZWLh0jHuV2kVO2LbI/74h/z5Levthr7sCWXwFvVR0qlzlWk1kO1PVdcr6fwPs/Lc14sgtZGcPyJedJnS3/PZWXH+Bf4buS3svi/i0LLiJkpWftuHSA5C+W0rcDGiRtkUpdP5ZHDzgPl3m84WspcX1bq/7OhI4IuHVVzQC2p3quG/efo0iddJqYpi4zXFhhc6Hlp+XZrufyWKxwPyYigdWjpkDNZWLQwn7QdL3lL5pNmw1KC1gv/7wv5Zd5m6ZwJ2TncgslarnEtPzTWO8+WK5tR3gm3jpMCZQtI0yHeZ1oH/d2UziD+6/if0npMStprY+mTN5dLz1VhQesyQ43vR5Xu8Zcpyuv3Jtr9rEFraxr1I9sOG8sGaOr74ldfaJzeCFoPby5XtUuHoPUT9R39vfR5i577Sjbo0nUR3k1ZjYyg9Q7ndzDRmibq/mbWD7Mv+uPYHzKkyAuS7BmpErW9qRcCGS1A0Dqjxfk8BBwE1o5ZLfMHzY34ksFtfaKg4RK09t9i41p8KEUrFw0FUKbdO0X+OPx7aO1jP+ue7v9xv+i6fT1W3CeFLi/ku3AatP7+ozVy97J7HM+RXqNxfRc6Tg/U1FRHth92HOVrvmhvP6uTlKlXOk5rkdzF2vfDPtHUovoCxAhan0kv3C4gI5B3rdwpOmNDZ/fkLZVP7LI4LB28RNaMWRXxOx/PSwJ4CVrrkgzGQKH/pQwUsm7mSPM+v/SXXEVz2e4Ti3UfSU+dsb8nZto782WMuSRDh887ycXXJe9vrjVVrbZKvAStNevDzN7TjBlkXrcT+08Y61Z2nNNFStVxCFo/MU+2Lf5N7pzd2etp2S9BBN6u8YZU6FBJrn2kjucaWfs8L895sQharx69Uhb+84uIg6A9V4Id40Zgxajl8vV/vgotI2aXntpaWF2S5LOOn0TM7qLLv5Rrdolc92QDx7qOrPCqXNO3plzT2yFo7WNJBr+wGgxp/sbNcsVtVzqeIkOC1jYzlT9tP0FyF8sjN7xyk1G2zMzO4Za2e/PcTcYa1g/uGyjn5zjfKK+mN893Uf5Q0N1LGxnvpm6v4JiG3Ms5MnMf4/3Jkd/llg/aGMX4ZsgSWf3OCuNdiLlpeurrnqgvVXtcnZlFzdDPPido3e0zOS/redLyrdZGOXQG8ohLX5auX94txaunBK2HFH1BbhzRIsOD1l76PF3Gat24tRGfU63AbhMHMrRB4vjDzGXEdKBcriK5hIxUcdxYFA2BAAoQtA5go1HkxBRY++Eamffo7Ijp3Py8NIlnLYLW/lvHCFpXKhoKoEy7Z4r8cfTsQ5fdbEi3T7POCHXb3+nvOuty7QerjTTjTpu+dLjptZZyZdur/H5MUhw3q99MObT1oOisVrvt2O5joiko75jTWUrXuTgpTIJWSTNo3WPlfVKofCEJ2gjk3at2ic6k6LWxj5H20C49tc5MWPPuyojf+XheEsBT0Lr5B1K0YlFjWQO7zUuqzp+n/yQf3z5OBh4dJHKevyuZlwH+3PweZW1Xc0kGDVxeVDd5f3OXv7ZMvnlxSShVrfrGS9D6+7FrZVa/GaJrdXrdTh48KcNKvCR3zuosF9Wzb9f5f58rO5ZtFx2wwJZcAu/UHCVXta8o1w70HrS29nlenvNiEbRe9fYK+fJfC0PBzeRqqcSt7co3v5Mvn1kYWkbMLj21tfaatnviHR/LwGODHGHeu+4dI2tOvSfqO+6jS0dV711DruljH7T2sySD35bSQc/6/HhFm8wNWpszlTWjx/k5U4K+uvxLziK55MZXmhv/bWTn+HqrMRgqoze3dt08+2cZ33qsPHTgUcl6QVajeHp/qjPFb3g5JejuZfPz2+jlvBm1z/ReU+XkgbPLq33z0mJZ8/4qI+ucuWl66rp/ryfVelbPqGJl+udYg9aaSSFL9qzSclQro2xHdx6VEeWGSZeFd8mF15Qw/i293u2of73Hr3McNOClz9Ol69Z+uDpVu7ohG0u07T4mt41v67ZrUv/dXEbMHLRtZqTqMLOTXFw/eQf3JvVFQeURiKEAQesYYnIqBNIi8P1Ha2XOw5+LrgfitGl6uspdoltTLS1lSu9jCVr7F9aUXkUqFJHrn08JoGjQ+s9jf4TSW50+dVpeyPOc3P5xe7mkubf04Hs37BVdt89ce9dv6fSBT2eURApaa3q3Fm+2ijhS3u/nJ9Jxs/rPlINbDkjbT++wrdbRXUdlRNlhcsfczlK6dvIGUOK5za0ZDEJB62l3SplG8b8O+e41u0VnUty3vrfkK51f/jr5l+iagu3C1uReOuwbWf32Cun+3dmXPNY20YBQk5dukIp3xt869l6C1vqbq8smNHnRPm2imarTXNPL7prcNPMnmXDbOCNVp85Y8LP9fuR3IwVfsqen9mPn5xgz7Z35MsbLjFw/nxO0Y4xUtf9bJPf/2DdU9LgJWn+0VmYPmCn9djzkmdXLDPr5g+bIjuU7RF/EsSWXwDvXvilXtrkqqtmE1j7Py3NeTILWb60wgpu9f34guRopwWu7Stv16QWhGfS/LtwiH904xhicc0HeC2xrbyxJ0m5CxKC1zsi9rEV5qfv4dY6Coyq/JtXuvUZqPFDTdp/1H6+T6fdGtySD3+YaWvxFuXF4i4iDnjNiprXdTOXP7vxEshfMITeNaGFUT9P0Z1Z2jvcbjJayTcs5zqDfPOtnYw1rXe88S7YsRnk1vXnuC/OEgu5e2ujta96Qih0rS62HvS+d4OW8GbXPjPunyYl9x+XWsbcbH2k38P7VS1+ROo/VlWr3JG/QelLnT+X8nNmkxRs3G07m+4fOC7pJiRoljX8zgtavt5Qrb4/thAT110EDTjPdjd9Glz5P29UYjBDhOdV6zRlB6z3H5LZxBK0jfR/NZcR6b+onuYvnFi/30xn1/eZzEEAg+AJJGbSePmuejB4z3mi9alUryoDePSVH9uyOrXni5EkZMmKUrFi51tinW6d20rxZ4+C3PjWIK4F14743XrI9sM05aP1mtdelyt1XS83+teKq7H4LQ9Dar5wYKb0KX1U4FLS2rskkp0Wez/1sVEHrPev2iD583rO2lxQoV9B34exGKVtP9lKB/8nNo2+JuCaZ7wIk0IGzH/xc9v+8X9p95hC03nFEdARyh/ld5OJa9ilNE4gjkFUx14o30+6bM2XbByVovXa36EyKe9fdL/nLFAilNw9fq2rZK0tl5ajlqdLpWRtLXzQ2G3aTVLijYty1o5egtf7mFixfSJoOtg9ab/3qV/mw2fvSb/tDkj2//T3lps9/MtYMfPjQ3yTL+SkvCaPdeBkQrVja9reuVW4uydBpXlcpeW2ptJ08wEeveGO5fP3s2VS1WpV4CVqv/WCNzH1kVsT7aSu9l8Eg8/42W3at2iV3TO8Y4Jaj6H4E/Kzbau3zvDznxSJorTNy9bsZPqDET505Jr4EdDahpn031yrfYpOe2lpic0mSR448JudlsR8op8u/XN76CqkzqJ5jhXXpqKo9q0vNfvbvH/wsyeBXVweD6L1kpHVzMyRobTNTeVKnT+WCfNnlpldTgtaZmZ3Dba1yu0GUOsAhV7HccuPwlJniXjYd7F65a3AnVGgK6GO7joZm0+qMXE0jHb72sa7dXHtgHbn6vmu8kCTEPtaZ1rrMwAV5s0vz11sa9Tu255gMLz1UOs3vKiVrpdwLDy78vDQfeXPsg9aXvSJ1BzkHrb30efpuStOIa9Yzr5sOaDi+l6C1m5e5jJgOlNNBL2SkchPj7wggEI1A0gWtV65eK6M/mCBPPvagFMifT0aN/tDw6tntTls3M2BdtVIFAtXRXFnsG7XA+gnr5PO+0yPODNGHxmr3OI90jvpDM/kAgtb+G8AIWl9ZOJSqdlqPyfLnyT+l9fu3pZz0TNC6zYR2cmmLyzx90G5LcMrTQTY76fq2q99dGXE064v5/mvMCi/f6nK/H5MUx2n2hb0b90n7yR1s66vrXesI5Du/6CoX1UzeAEo8Xwxm0FpHdxe+orCEgiPTO0rphmXiuehG2ayDWezSU387Ypl899oyY91upy291jqLBaCnoHXrsVKgXAFpNvRG24/0kqrTLh1jtOXnZUC0Ymnbf8fy7aJpNs2XMeaSDJ2/6CYlaqbMLknGzZqqVg3iJmj9/mqZ99gc0XXIvW5eMmDMHThL9ny/R3TADltyCYyu+5aUv/lyqft359moVhFrn+flOS8WQWsdULL4+UXGkh5siSOgAZcvHp8X+l2zS09tra25JEmkgXJeBmTooPnKd1WTWgOutQX1sySD35Z5udRgI2tPpAGQGRG0thuEqCmUz8+VLRTYm//YHNm5YqeRGSejtzGN35WLG5SWBk81sv1ou+VqNJV8jkI5Q0F3L2V2uza8nCMz9/m87wzRZ+k2H7czirH4v1/L+k/WyV1LeoSK9drlw6XWg9dK9fvt0+NnZvnT67OtQWtNfZ+j4Nlr4/i+4/LKRUOk49wuUqp2yqB5I4veqFYRU/f7Ka8OGjBmujukZ/fS5+la5ave/E56rnZ+TrWWzUgdv/9EaBa+n7InwzG7Vu+S0de+Kff/1FfylMgrdtdGMjhQRwQQSB+BpAtaa5C6VMkLQwFoaxD7nM5q1jz5bdsOx6B2+jQLZ01GAU2tNfP+adJ/l/MafG9Ues24YXZaUypobgSt/bfYuFYfSeHLC4VS1WrQWteabfXeraGTPp/rWYkqaG1JA+y3dPpgsGZ05KC1pi7XVFyXtSzv92OS4jidLbZ3/V5pN8UhaL3tsOjDXMcF3aTUmfRcSQEToEoe+Hm/6G+3ro+mA028zOiLp+rp9adLU5jLBtiVf/mry+Tb4cvknjURgtZxvI69p6D1LWOlQJkC0myYfdB6y4JfZOxNHxh9+AV57FN1bp6zSca3+kge3DdQzs+RsgZitBvpqaMVS9v+5lpt5ssYu5SIafuEYB6tQeuvdN3czf1CFYiXoPWa91YZM9z6/uo9aP3n8T+NWULhGSSsLePWHwezJSm1FwFNoawDQOs97rzur/U81vU9vTznxSJoran7db35+zb09lI19gmIwJp3V8m8QXNCy4jZpae2VuXnGT/Jx23GpUoBbd1Hl3+5sm0Fqf1oXUcJnU1bqUsVqfWQfQpoTX0f7ZIMftk1UNb4+aYRl5rJkKC1zXIvk7tOlKzZzw+lUM7M7BwfXP+elKp3kTT8l312SHMWfvh65xqYzJ4/Ryjo7qWN3GbhezlHZu7z+QMz5PC2Q0ZmOt0WPfeVbJi4Xu5afDZo/foVI6RG/1pyTe8kDlrrgIbCOUOp7+2eRdJr6bfXyg+X2o/WcUzP7qXPWzr0G9HgdqTnVOt1aF3vPDOv03j+bHMZsV4/9JG8pfIJGaniubUoGwLBE0iqoLXdrOlftmyVoSNGSf/ePaVM6XNTq2qQe/a8haGWzZs3jzwxsJ/tvsFrfkocTwIbPl1vrAc1YPcjjsUaWeFVYz2pRBnpSdDa/xU4vvVYKVS+YChoPbX7JDn15ylp9W4agtardomOuNfZGXkvyue7cPpgsOrt7yKmCo42oO67MAE/cN6js0UfBjSVtN12eOsh0RHgnb68S0pWLxHw2iZm8Q9s2i9vVAwLWh/+XTRtqK6LenH90nFf6X0b94nOpNBZ1AUvK2i7VtV3r38ry4YtNZYWcNrSawR+LAC9BK0n3DZW8pXKLze8cpPtR/4yf7OMa/GhDNjziGTLlc1+n3mbRdfGfnDvQDk/p7+gNS8DYtHi3s+xa8VO0VmWmmo3T8m8cvTMkgxdvrxLLkzi31xrqloVjZegtc5IXPDkfNF1yL1uf538S14q+D9pN7mDlG1SzvawOQ/Nkn0/7pN2k+yX6/D6WewXPAHNtnDJTZdKvSe8B62tfZ6X57xYBK2Xv7ZMlg1daizpwZY4AmvfXy1zBs4yliDRzUvmFnM28EP7H5Ws2bPaYrxd4w2p0KGSXPtIHUcst3WL/SzJ4LdlNCVxo+eaSMWOlRxPkRFBa7uZylPu+kzOOz+LtBzVyihbZmbn+LDp+1Kydilp+Ix90NpY77z9BBl4dFDIUVNAZ8tzgbQYmbJusZdNB+Ve3esaqdHXfr1zL+fIzH1m9Z8pB7cckLafpvTrX//nS/lhykbp9nX3ULFGXvWqVO9TI7B19ONrnWltpI4vnju03vnJgydFU/XfOauzXFTvYuMj9B7q5rdvkctvvcLPRzoeo+85ND2705riXvq8ZS8vFR1gfe/33vvF6fdNld8PnZRbPmwT0/ok2sk0A5H2I+b7QzJSJVoLUx8EMlcgKYPWzZs2kqqVU9ZUjBS0NoPc4fvretiz5i4IpRc/evxk5rYgn54wApum/ijTu06SknWd16Xd9vVWafB8E6nUvWpC1Pv0aZETJ/+QnDnsX/AnRCXTqRKT230s+9btlfzlChifsH/jPilV/yK5YdTZB80RhV+SQlcVkRwFc3gqxR9Hf5fdK3dJtzX3Su4SeTwdY7fTqleXy6JnvpTi1S90PIdeyzePbSOlm5b1/TmZfuDp9C/BV09+IevHrJHCFYvafpjOrt+5bLu0W9BFilaw3yf9S8knRBI4/Oshee/qUVL06uKSLWc2Of3Xadm+5De5bcodUqJ2/Kd0P7jpgIyp+ZYUq36hMTs4VP6pd0iJM2v6rn1nlXz5+Hwpfk3k7/xNb7eWS1p5W64gI6+qU6dOyR9/nZLs2ZwDyVPv/FR2r9olBS4taFu0kwdPyN61e+S+3/oZM23stm1fbZWJt4wz2t1pfUm3ep/645TsWLpN2s7sKMUieLudh797E9A2HdvwXSleo4RkvSCr/PXHX7Jz6XZpP6+LFKmcvL+56z9cK3MfmJnqnvXU6dNy3nki54n92qnexNO+l65PqS9U717nPQ2kfuqIIi9J4QpFJHsB+3umgz8fMP5+8zheYKa9lYJ1hgk3fmCse5rv4vyeC673ueF9nvGc1y3yc55+h3TLol8kn9vR7Ufk9OnT0nnZ2ZmCPk/FYXEksHH8Opl9//TQb+7JAydk7/d7pPeelCC23bZ1/haZ1HZCxHuOXd/tkFp/qyvV+jrPIv2o/ruiz4hOA5qP7z4mx/Yekx4b0392/9tXvSY5CuSQnEVzOdb7r1OnJGuWLOnaejrTdN+61P6zek2TrV9skYLlCxmfrffPha4sLK3G356uZbE7+cTW4+TQLwckX5mU9wTWza78n/eYIr99vTVUfi+F3vntDqn7VAOp3LOal90zZp8ofj4XPDpHfvhkgxS+qohRNh0Mru9N2s3tHCrr+9e8afx/HbiYLJtxPyci553pi/au3yOXtiovjV5qZhDoUlFvlH5ZilQqaqzjrpv2ec3fbS3lWsb2Oe/dam9I1mxZjfWS7bZQn/etc5+3+vXv5OunFkZ8TrWee/8P+6RE7ZJy0zutk6XZfdVTnT6s/U7oOUkn0ez4Zpu0ndNJilUr7uuciXJQ7pwp3w02BBDwL5AwQWsNPj/z/DA5fPjIORolSxQ3gsw5cmSXISNGSfj61NEGrQ8cPCRPPzdYunVsawS+jx3/3b8+RyIQJrB98W+y+N9fuppU61NDyt10qet+QdhBX6oc//0PyZXdPpVqEOqQWWX86p9fyK7lO1J9/MWNykiNh8+mbtPgyOlT0UdWW4y+RbIX8hbotqv/T59tlFWjvnOlqftUw4iBbdcTZPYOUTwU+y3q2rdWysZP10c8XDMWNB3e3Fhvly3+BPRF94zuk88pWMP/NnEcjBBPtdCXATPvmXJu+Z9vGnrJs2n6T/Ld8KWuxa7zeH0pUSf+AvWn/jolv/95SnI4BJu1YoueXiDbv9nmWsc2Dqn89cA9q3fJgkFzXc/hZYfGg2+I6sWil3Oyz7kChzYflNl9p5/zhybDbpL8lyTvb+6WOZtk2eAlqVy0L8qSJQM6Rg8Xas5COaX5u7d42PPsLp/c/JHr/hfWKCF1/6+h637skFgC8x+eJfs27I26UuF9nj7nLXrmbPY2u5OlxKx18Efavke6ruQNb7SMurwcEL8Cv87/RZa+sOicAka659i9YqcsfGKea6Wq9LhaLrvNeXbknL4z5ODmAxHPkz1fdmn5wW2un5XWHaZ1mSgacI20/fXXKcmaNX2D1vr5+j29dVJKWmndvh28RLbM3ZyqaDrgs95TGd9nLBw0V/as2R3RKUvWLHLLxJS1nHVb+vwi2bpgS9RNVK3XNTEPVEZdiPADonj1sWrkd/LT5I2pPk4HHZjBWf3DrHunypHt575jTlMZ4/xgu0GIl7QoL1Xvr26U/K8Tf8qkdh+fU4vaj18X8wHZM3tOkWM7j0YUy1MijzQb6dzn/TzlB1n5+vKo1UvVu1hqPea8dELUJ0zAAw5vPSyz7592Ts30ObXAZfYDvROQwbZKuXLyjjtZ2pp6pp9AwgStvRJFu6a1dX8NWr/08kjp0bUDKcK9orMfAg4CpAfn0kAg7QKHjhyXHNmzyQURZomm/VM4AwKJK+AlPXji1p6aIRAbgXhJDx6b2nAWBDJeIBbpwTO+1HwiAvElkBHpweOrxpQGgdgKWNODx/bsnA0BBBBAAAFvAkkXtF65eq2M/mBCKL23BqV169ktZb1Qa/pv3f+VkaND61jr31eu+V4G9O4pObKT7sHbZcZeCNgLELTmykAg7QIErdNuyBmSW4CgdXK3P7WPjQBB69g4cpbkFSBonbxtT81jJ0DQOnaWnCk5BQhaJ2e7U2sEEEAg3gSSLmhtBqZHjxlvtEW1qhVTBaCtQWvr/maq8QL588VbW1IeBAInQNA6cE1GgeNQgKB1HDYKRQqUAEHrQDUXhY1TAYLWcdowFCswAgStA9NUFDSOBQhax3HjULRACBC0DkQzUUgEEEAg4QWSMmid8K1KBREIiABB64A0FMWMawGC1nHdPBQuAAIErQPQSBQx7gUIWsd9E1HAOBcgaB3nDUTxAiFA0DoQzUQh41iAoHUcNw5FQwABBJJIgKB1EjU2VUUg3gQIWsdbi1CeIAoQtA5iq1HmeBIgaB1PrUFZgipA0DqoLUe540WAoHW8tATlCLIAQesgtx5ljwcBgtbx0AqUAQEEEECAoDXXAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBApgkQtM40ej4YAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQICgNdcAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggECmCRC0zjR6PhgBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIKmD1idOnpQhI0bJipVrjSuhW6d20rxZ49BVceDgIXn6ucGybftO498GPdxHqlauGPGqcTtm+qx5MnrMeOMc1apWlAG9e0qO7Nm5EhEItIBe9y+9PFJ6dO0gZUpfFKrLqNEfyux5C0P/bf2OOVU60vfE7TsWaEgKn5QCbtf0ytVr5dkXhxs2JUsUlycfe1AK5M8X0crtGPqipLzUEr7Sv2zZKm+++5E89MC9oe+I9V7P6/2c2z2i23cs4bGpYMIJuPVFfvqNSMe4fccSDpgKJY2AXve/bdshPbvdGaqz377I7XtJX5Q0l1XSVDTSNe233+DdQtJcPlQ0TMCuL9JnpWeeHyaHDx/h3QJXCwIIIIBAXAskddBaA2q66QOl+UDYrWNbIzBt3hBXrVTBCGRr5z50xIkQtp8AABmlSURBVCjp37tnqqBceOu6HaM34KM/mBAKOIR/flxfJRQOAQeB8AfHvHnzyBMD+4W+H/q39z/6RNre2tIIHpg3yH3v7RZx8Eek74nbd4yGQiBoAm7XtLXv0YfPlWu+jzjgye0Y+qKgXSWU100g/KW+dWCH/m3CxKnSuUMbY5CgXv+vjBydqr+yO3+ke0S375hbefk7AvEm4NYX+ek33I6J9B2LNx/Kg4AXgfBgW9PG9VMFrf30RW7fS/oiL63CPkEScLum/fQbvFsI0hVAWWMhEKkv0r9t27ErNFlLv1N79u3j3UIs4DkHAggggEBMBZI2aG03MzT8Jtg6W8f60KitYO3g3Y7R/UuVvDB0g2C9gY5py3IyBDJQwGmmdXgR7L5DdoHsSN+TgwcPpZpFZ3fODKw2H4VAmgXc+g3rCGnryxwzWNfs+gahvsXtGPqiNDcbJ4hTAbuZ1taiWgcp6t/1OzNr7oLQoEK3e0S371ic8lAsBBwF3Poit37Dri+KdIwWxJqhh8G8XKCJImA3u81LXxTtuwX6okS5YqiHKRDpms6fP59rv8G7Ba4lBM4KeOmL7N5JW/sit77G7R6RNkEAAQQQQMCPQNIGre1mTofPYNuw8cdUs6IV1/oyxdqZO3X4eqzO8NFU5ObMbf03L7O3/TQqxyCQ0QJegtZ2gQLrg6VTYNvMcnDg4EHX72VG153PQyAtApH6Dc0CYu13rN8jp0CBlslMSxl+zBWXX0ZflJYG49i4FvAStHa6/wsPWrvdI2oWEafvmNsyMnENSOGSViCtzzDWvsjtfk6hrRmsvGQSSdoGouKBEvASKLDrZ6J5t+DlHjFQaBQWAZv3beHPMAXy53ftN3i3wGWEwFkBL32R3b2XtS+K9D6CdwtccQgggAAC6SWQ1EFr67qH1qD19NnzU6VJcZsBoC98nI4xg9bNmzYKpUYmaJ1elzXnzWgBL0Frt++Pltl8yen0PdGgdbTfy4y24PMQiEYgUr9hvpAMz9BhN/jD+nnW0c52QWv6omhaiX2DIuAWtPaancPuPOH3iBq0jvZ7GRRDypmcArF+hnG7n1PlSM9hmsqfDYGgCrgFCrz2RelxjxhUU8qdHAKRnmE0aB1tv+HWF/FuITmuq2StpVtf5PV9NO8WkvUKot4IIIBA5gokddA60gh/LzOtrU2X1lkKmXsp8OkI+BdwC1p7WStHP91tZg4zrf23EUfGp0BaZ1rb1YrR0PHZ1pQq/QUiBa3N/qVIoUKp1hm1KxUzrdO/rfiE+BKI9TOM2/2c1p6Z1vF1DVCa2AlEChRE0xelxz1i7GrJmRCIvUCkZxgvM62tJXLri3i3EPs25IzxIxCpL7JLpe9Uct4txE+bUhIEEEAgmQSSNmjttl6h29puTi85w0d/Wm+SWesjmb5ayVXXSEFrrwFrU4w1rZPr2kn22rr1NW5rSNn5uR1DX5TsV13i1t8paB1NkEB13O4R3b5jiStMzRJVwK0v8tNvsKZ1ol4t1MtNwClQEG1f5Pa9pC9yawn+HjSBtK5pbVdf3i0E7SqgvLEScOqLoglYa1nc+ho/94ixqiPnQQABBBBIXIGkDVprk4aPGLOmXLUGnL2sO+V2jHW0tJd0yYl76VGzRBJwClq7XeN2N8yRvidu37FEMqUuySHgdk1b+x7rulN2a1q7HUNflBzXVjLW0i5o7SUNq36vwte0drtHdPuOJaM9dQ62gFtf5NZv2PVFbsdEeg4LtialT3YBu0CBl77IOtDX7XtJX5TsV1ri1d/tmnbrN3i3kHjXBDXyL2DXF3lJCW7ti9y+l273e/5rwJEIIIAAAskskNRBa/NBcMXKtcY10K1TO2nerHHoejBfwGzbvtP4t0EP9wmtR22+0Nyzb1+qda/djtEbh9Fjxhvnq1a1Yqpjk/lCpO7BFLB+h8Kv6xMnTsrTzw0W8/tj1jD8unca5Rnpe+L2HQumJKVOZgG3a1ofBJ99cbhBVLJEcXnysQelQP58xn/bBQr03yMdo3+nL0rmKy7x6m79DmkNmzaub6QBN/uZw4ePpKq4+Xfz+2ANWrvdI7p9xxJPmRoluoBbX+Tl3qzZ9Q1SPUtFOsbtO5bo3tQv8QTC+wWzdub7Ay99kV12KrfvJX1R4l1HyV6jSNe0W7/Bu4Vkv3qov/U9gLUvCr8vC9cKf9dt1xe59TW8W+DaQwABBBCItUBSB61jjcn5EEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSiEyBoHZ0XeyOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIxFCAoHUMMTkVAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEB0AgSto/NibwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBGAoQtI4hJqdCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhOgKB1dF7sjQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQQwGC1jHE5FQIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAtEJBC5oPX3WPBk9ZrwMeriPVK1cMVTbUaM/lNnzFp7z79Fx2O+tn/nbth3Ss9udUZ1u5eq18uyLw0PHVKtaUQb07ik5smc3/u3AwUPy9HODZdv2ncZ/h9fply1b5Znnh8nhw0eMv5UsUVyefOxBKZA/n/HfpoN58m6d2knzZo2jKh87I4AAAgj4E8iovujEyZMyZMQoWbFybaig1v7PrQZm/+jUX0Tqi9z6MfoiN33+jgACCKSPgNk/7Nq1J9Uzgvmbrp8a/uyQllJY+wnrc4nbub30ZeH9jfX8bv2Y9e/R9pNu5efvCCCAAAL2Amb/UKxYkVTvusz3WZdeUibVv8fK0Tx/m9bNPb8H89IXhT/bWN/fReqL0tpPxsqF8yCAAAIIIIAAAokgEMig9aw5X0i5sqXlnrs7GQFgvWHVG8gdu3ZL33u7pQpmp6WRwl+eNG1cP+qgtd7wlrywmFEe8wa5SKFCxnnM/65aqYJxk611GDpilPTv3VPKlL5I9LO37dgVugHX+u3Zt8+44dft/Y8+kba3tjSC2OYNcreObWNW97S4cSwCCCCQ6AL6+54RfZH+vk+YOFU6d2hj9HfaN7wycrQ8MbCf0Ve4bdrXhPcX5gses69064vc+jH6IrcW4O8IIIBA+giYv99HjxyTurVrhJ4Z9Hf768XL5OixYzELWlufS/QzVq753nMgwq0vsz4HhZ/f+txj7ces57aeK330OSsCCCCAgArob/BLL4+UI0eOiE6kMCeW6Psr/T3OnSeX577Cq2j4BI9oJm+49UXa143+YEKo79Q66Ga+v4v0TJXWftJr3dkPAQQQQAABBBBIBoFABq111rNuNatXMW6K9Way/CVl5bNpn4sZuLWOdAwfJWm+zKhf91oZ+8nkc2YxWxve70xru/OYL3h27twtb777kTz0wL1G4NkaOLAea72BDv+727HJcCFTRwQQQCAjBcx+wa0vsmbNCB8AZb6Uz50zp3y1eJl4GRyV1kFKdkHqaPqiSIEK+qKMvAL5LAQQSHYB8ze3To3qsmjZcunVvYtB8tpb74n+mz4XmTOtrVkxwmci63PU8ePH5ejx40ZWDy8BgEjPJV7axdqXWZ+1IgWe3fqatPaTXsrPPggggAACKQJm0LpJw3qyau06Y2KJvuuaNO1zuahkCdnw08+hoLVTX2T+btevU0umzZpnnNdpgK75eZ3uuE0+nTJDzEkgftrD2l9of1iq5IWhQWBpeQeX1n7ST304BgEEEEAAAQQQSBSBwAatmzWub9wIt2/TSiZPny2tmjeV/w4eEQpa602ibhrUNm9Gm13fIDSrWVNvX1vjak+zp2MVtA4fqWl3Exv+d+sFFilQYJ1xkCgXJ/VAAAEE4lXA7Bfc+qIvFi6SsmUuNmZFW3+rnVKMR6pzWmeQWV/ORNsXReqn6Ivi9WqlXAggkIgCZvC2edNGRnYm3TTDk/5//V9ztliOHNll+sy50vzG642MHUamkLkLUs0kW7LsO88ZPPRzwjNAmcseRWNs7cusfUukwLNbUDrajCTRlJt9EUAAAQRSC5hB5B5dO8iseQuNiSVmP6T/a07a0KOc+iL9my6bZ00xbrUO//2/4vLLjCWU0hK0Du+Lihcves75Ij13ufVFae0nuc4QQAABBBBAAIFkFghs0FpT9Jgph9re2kLKlL7YuNF1SpEd/jIk2pf+sQhaWwMD+t/TZ89PlSrJKRjgVN7w2eReZkUk84VO3RFAAIFYCoT3C177IuvssGjTq7rNLvNSP2s/E01f5DRjgL7Iizz7IIAAArEVCA9a63OQpmfNlTunMeP6ly2/pkpxGv7JbgHjSKU0B1tFu6Z1+Dnt+jLr7LZIwYBIz0s6KPnw4SPCmtaxvdY4GwIIIOAkEB601n30N7pY0cLGjOt5C752XEoivC/Knz9fxHd5et7wPi98+T2/QWtrX2Q9v35mpPeGTn1RLPpJrjYEEEAAAQQQQCDZBQIdtA5/2X7ixMlzbnT1RnL2vIWhNjZTr2Z00NpuxL/X2W1eZq7FIpCR7F8E6o8AAghEIxAetI7UF5m/z5py1dzMQUbRBK3N8xQpVMhThhC7utiN+PfaF3mZuUZfFM0VxL4IIIBA2gSsL9jDA7/W33brUhV58+YJzayOlEHDqYR+05469WVeZ1p7mbnmNvstbeocjQACCCAQLhAetDZnK2sGEA0sW591nPoiL0Fr6/J/4WWIdgKHXV9k9xzj9N7QS1/kt5/k6kIAAQQQQAABBBAQCXTQ2nqzHD7T2nojmVkzrZ1e9OsNsNs6ol4C1qZBLGaD84VAAAEEEPAm4PSba5e2zgw0+51pnV4Ba62pl77IS8CavsjbdcNeCCCAQKwE7GaFmecOf1l+8OAh0RnIfe/tZgQR0jLT2jx/eJBCl7/wskXqy7ysae0lSGCWwzpz20v52AcBBBBAIHqBSP1BeNBa17l26ou8BK2tJfM7WDZSX+RlTWuvfZGffjJ6fY5AAAEEEEAAAQQSUyChg9baZJpG3HpjGquZ1m4zEyKNrrTeZFvL5LZ+zoSJU6VzhzbG2nTWNbsT81KlVggggED8CEQTtDbT1ll/q73MtPbyQsatL4r0d7e+KFI/pvWhL4qfa5KSIIBAcglEE7QeOmKU9O/dUzTAbB2I5NaHqKr2V7pOtga9zf8OXxfbra9y+7v1ucfaP0Yqox775eKl0qn9bUbZohn0m1xXDLVFAAEEYi8QTdDaqS+KVdDa7T2fW19kfe6x9j2R+iK3fjL28pwRAQQQQAABBBBIXIGEDVqHpx7SFHh5c+eSClddYQSx3W5mzebWm9ZnXxyeqvXNNdK8pJ6zpifXE4Wn47OmOApff81cC8d66Zn7WM8dbUqkxL2kqRkCCCCQ/gJegtb6cj+8HzH7omZNGkrzZo3PSZlnV2prGj1zH3O5C7e+yCmVXrWqFWVA756pBj5t277TOH14X+TWj9EXpf+1xicggAACdgJeg9YF8ucz1hg1l0zS4LNuZhDbS9Da2hdZ17R2e7Zy68u0POH9Zfj53foxPXbIiFESvgwHa1rznUEAAQQyRsBr0FonWzj1RbEKWrsNCPbSF4W/h4v0vGTqmvuYM8kPHz5i/MnaT2ZMa/ApCCCAAAIIIIBAYggELmgdL+x6wztp2udyz92djJf+bAgggAACCGS0AH1RRovzeQgggAACVgENOC9dvsoYHMyGAAIIIIBAZghoULxm9SqhrCCZUQY+EwEEEEAAAQQQQCDtAgStfRrqCEzddLYcGwIIIIAAApkhQF+UGep8JgIIIIBAuACBAq4HBBBAAIHMFNAZ36+99Z706t5FNMMIGwIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoEXIGgd+CakAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBwBQhaB7ftKDkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQeAGC1oFvQiqAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFeAoHVw246SI4AAAggggAACCCCAAAIIIIAAAggggAACCCC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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vis_data.loc['2023-03-01':'2023-03-04'].iplot(subplots=True, shape=(4,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 223, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "storage_level_MWh 0.0\n", "to_storage_MW 0.0\n", "from_storage_MW 0.0\n", "hp_input_MW -0.6\n", "dtype: float64" ] }, "execution_count": 223, "metadata": {}, "output_type": "execute_result" } ], "source": [ "vis_data.min()" ] }, { "cell_type": "code", "execution_count": 224, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1174.0800000000002, 1244.6159999999998)" ] }, "execution_count": 224, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total_to_storage = s.storage_case_PCM.data['to_storage_MWh'].sum()\n", "total_from_storage = s.storage_case_PCM.data['from_storage_MWh'].sum()\n", "total_to_storage, total_from_storage" ] }, { "cell_type": "code", "execution_count": 225, "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": 225, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 226, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 226, "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": 227, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_21320\\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": 229, "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": 229, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 230, "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": 231, "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": 232, "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": 233, "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": 235, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_21320\\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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htt2s6Q8XpNfuH//nPwu/ed1vdHaxd7tmLiazPac7Hpm9c8f2ED9oMNvajv3FndYxtO41prkGjLGvY9/5w/Bb//M/6jqN7IcEigit03PN7uSezbLXMeBzfUZ7bH+uH4xJxpK9fq6v1V517DbH2eqYXd/9PN88mfNcjlWfacxznU+87nv/zw/Cx3/tV6dNNc/rZ7Z14ecECBAgQIAAAQIECBAgQIAAAQIECBAgQKBKAaF1lfqZvpMjbNPH8MZLknDlB399Ytqx03mDo25BTPoI5/RRzUWF1jO106sUs4VRyVHRS5YMXRTU9jufaPrHf/rnFzlnw6pkHjFUGtt8a2fo3UK/5HvdjvWdT9gYd9XOdX3MNMb0ztxuYXD6+b/pa2cKzZJ2fvzjn0yFx9lgsNdajn6x7fi1Yf1oz1dlt/6T1818n2ndLUhMz3+m56fHgc50bVL/hXimdRLQJ6/j+Izv2cbaa50m4L3WZJzHn/zZX0yt9by/e3r9Huj2+utmmLh/5feeCnfecXvngwq91ma39d3v74Vebv2svcR4LvOJ18aTEtZ++ENT5nM5gr9G/3NmKAQIECBAgAABAgQIECBAgAABAgQIECBAoC8BoXVfXAt/ca9nnnZ71m/e4CjOJvuc4Riu/ot7/ln4/f/wB2EuO5PTbaSvT0KlbPCSDn8SzdmCtpmC0mwovGLFBzrBdfIc2Nnmc+7c69OKmg4+kx/0etZvtyOZs/WLdfvYRz8Suj3Tut/QuptdMsZez4JOB6ozeWeviw5f+Odj4cv/cnzaEeNz2emZ9cqG7HEcSdiXxu9m3+0Vl703OSZ7vjut02s1Pis9fsWxbP7Mpzp1+/zWzWHk6nUzvvh7Pa+724cVit5pnX0dz/Zc8Kx/dozdfgdlr8n7uycJrefy+utWn6QY/X6gYrbfC7P9fsqz9tILqNvrMv48PZ9uRnOp7cL/r5QeCBAgQIAAAQIECBAgQIAAAQIECBAgQIBA8QJC6+JNtdgAgX52fPc69rsB0zREArUU6Of1V8sJGBQBAgQIECBAgAABAgQIECBAgAABAgQIECBQqIDQulBOjTVFoJ/QTGjdlKoaZ1ME+nn9NWVOxkmAAAECBAgQIECAAAECBAgQIECAAAECBAjMX0BoPX87dzZYoJ/QTGjd4EIbei0F+nn91XICBkWAAAECBAgQIECAAAECBAgQIECAAAECBAgUKiC0LpRTYwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQj4DQuh8t1xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAoQJC60I5NUaAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC/QgIrfvRci0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIFCogtC6UU2MECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0I+A0LofLdcSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKECQutCOTVGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAv0ICK370XItAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBQqILQulFNjBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINCPgNC6Hy3XEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEChAkLrQjk1RoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL9CAit+9FyLQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgUKiC0LpRTYwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQj4DQuh8t1xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAoQJC60I5NUaAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC/QgIrfvRci0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIFCogtC6UU2MECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0I+A0LofLdcSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKECQutCOTVGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAv0ICK370XItAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBQqILQulFNjBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINCPgNC6Hy3XEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEChAkLrQjk1RoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL9CAit+9FyLQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgUKiC0LpRTYwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQj4DQuh8t1xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAoQJC60I5NUaAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC/QgIrfvRci0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIFCogtC6UU2MECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0I+A0LofLdcSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKECQutCOTVGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAv0ICK370XItAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBQqILQulFNjBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINCPgNC6Hy3XEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEChAkLrQjk1RoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL9CAit+9FyLQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgUKiC0LpRTYwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQj4DQuh8t1xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAoQJC60I5NUaAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC/QgIrfvRci0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIFCogtC6UU2MECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0I+A0LofLdcSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKECQutCOTVGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAv0ICK370XItAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBQqILQulFNjBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINCPgNC6Hy3XEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEChAkLrQjk1RoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL9CAit+9FyLQECBAgQIDBN4O/efCv8/G9/EYaXvpsMAQIECBAgQIAAAQIECLRU4My5vw3vefcvhXddurilAqZNgAABAgQI5BUQWucVdD8BAgQIEGixgNC6xcU3dQIECBAgQIAAAQIECLwjILS2FAgQIECAAIG8AkLrvILuJ0CAAAECLRYQWre4+KZOgAABAgQIECBAgAABobU1QIAAAQIECBQkILQuCFIzBAgQIECgjQJC6zZW3ZwJECBAgAABAgQIECAwXcBOayuCAAECBAgQyCsgtM4r6H4CBAgQINBiAaF1i4tv6gQIECBAgAABAgQIEHhHQGhtKRAgQIAAAQJ5BYTWeQXdT4AAAQIEWiwgtG5x8U2dAAECBAgQIECAAAECQmtrgAABAgQIEChIQGhdEKRmCBAgQIBAGwWE1m2sujkTIECAAAECBAgQIEBguoCd1lYEAQIECBAgkFdAaJ1X0P0ECBAgQKDFAkLrFhff1AkQIECAAAECBAgQIPCOgNDaUiBAgAABAgTyCgit8wq6nwABAgQItFhAaN3i4ps6AQIECBAgQIAAAQIEhNbWAAECBAgQIFCQgNC6IEjNECBAgACBNgoIrdtYdXMmQIAAAQIECBAgQIDAdAE7ra0IAgQIECBAIK+A0DqvoPsJECBAgECLBYTWLS6+qRMgQIAAAQIEaizw8k9OhOf+6o9qPEJDIzBYAm+++VZYvPiSsGjRosGamNkQqKnA8qH3hjt/9R/XdHSGRYAAgfkJCK3n5+YuAgQIECBAIIQgtLYMCBAgQIAAAQIE6iggtK5jVYxpkAWE1oNcXXOro4DQuo5VMSYCBPIKCK3zCrqfAAECBAi0WEBo3eLimzoBAgQIECBAgAABAgTeEXA8uKVAgAABAgQI5BUQWucVdD8BAgQIEGixgNC6xcU3dQIECBAgQIAAAQIECAitrQECBAgQIECgIAGhdUGQmiFAgAABAm0UEFq3sermTIAAAQIECBAgQIAAgekCdlpbEQQIECBAgEBeAaF1XkH3EyBAgACBFgsIrVtcfFMnQIAAAQIECBAgQIDAOwJCa0uBAAECBAgQyCsgtM4r6H4CBAgQINBiAaF1i4tv6gQIECBAgAABAgQIEBBaWwMECBAgQIBAQQKtCq0PHzkWfnjqR2Fs861d+d44fz48un+887N7t42FJUNDnf+O900cfKbz39eMrJv2s4LqoBkCBAgQINBIAaF1I8tm0AQIECBAgAABAgQIEChUwE7rQjk1RoAAAQIEWinQitB68sXj4eFHHu8U+MbR67qG1klg/cLk8WnBdLx34uvPhp07toflw8vC+MShTju9gu9WriKTJkCAAIHWCgitW1t6EydAgAABAgQIECBAgMCUgNDaYiBAgAABAgTyCrQitE6QZtppHcPoK1de3rl08qWXp3ZTJ9/fsH70v/0sE2LnLYD7CRAgQIBAkwWE1k2unrETIECAAAECBAgQIECgGAGhdTGOWiFAgAABAm0WKDW0TnY8P3j/XWHk6nXT3Gf6WVEF6hVap3dPx2uS0Dr2G48LH7lqbUhC6xMnXwlf3j8evrBtLKxZvaqooWmHAAECBAg0UkBo3ciyGTQBAgQIECBAgAABAgQKFRBaF8qpMQIECBAg0EqBUkPr2Y7Wnu3neSvULbTOfq9baL3hxk9MhezZ0Pr/O/vzvMNyPwECBAgQaKzAhQsXwoULIVxyyaLGzsHACRAgQIBAXoF3Xbo4xA9y+SJAgAABAm0VuPB2CGHRhbBokfeGbV0D5k2AAAECIfx3y96DIYdAaaH1a2fOhl2794bNn/nURbusk/Ev9NHb3ULrGJQfPfbdiwivGVkX7txye/jKE0/NuNP6rbfi/yPzRYAAAQIE2inw5ltvhzfOvxkue88vtRPArAkQIECAQAjhwqJLwqLOX+t9ESBAgACBdgq8/vNfhCVDl4ZLF1/STgCzJkCAAAECIYTF/ncw1zooNbTes+9A2LJpY89jteMu5ieefDrcd/fWsHx4Wa6Jdbt5pmdaJ9end1ovGRoKnmldeBk0SIAAAQIDJOB48AEqpqkQIECAAAECBAgQIEBgngKOB58nnNsIECBAgACBKYHSQus3zp/vPB86fdR2tg5xp/Xho8+He7eNhRgYF/01n9A6u/t7oY8wL3rO2iNAgAABAgspILReSF1tEyBAgAABAgQIECBAoBkCQutm1MkoCRAgQIBAnQVKC60jwmyhcXZXc1FwMXh++JHHpzX34P13dT2mPLvTOhn3xMFnOvfHY8MXKlQvar7aIUCAAAECZQkIrcuS1g8BAgQIECBAgAABAgSFlmcWAAAgAElEQVTqKyC0rm9tjIwAAQIECDRFoNTQOtltHXHSwW/y/R//+Cdh547tC3I0eFMKYpwECBAgQKBJAkLrJlXLWAkQIECAAAECBAgQILAwAkLrhXHVKgECBAgQaJNAqaF1Aht3Myc7l5Pvbb7t02HD+tE22ZsrAQIECBBovIDQuvElNAECBAgQIECAAAECBAjkFhBa5ybUAAECBAgQaL1AJaF169UBECBAgACBAREQWg9IIU2DAAECBAgQIECAAAECOQSE1jnw3EqAAAECBAh0BITWFgIBAgQIECAwbwGh9bzp3EiAAAECBAgQIECAAIGBERBaD0wpTYQAAQIECFQmILSujF7HBAgQIECg+QJC6+bX0AwIECBAgAABAgQIECCQV0BonVfQ/QQIECBAgIDQ2hogQIAAAQIE5i0gtJ43nRsJECBAgAABAgQIECAwMAJC64EppYkQIECAAIHKBITWldHrmAABAgQINF9AaN38GpoBAQIECBAgQIAAAQIE8goIrfMKup8AAQIECBAQWlsDBAgQIECAwLwFhNbzpnMjAQIECBAgQIAAAQIEBkZAaD0wpTQRAgQIECBQmYDQujJ6HRMgQIAAgeYLCK2bX0MzIECAAAECBAgQIECAQF4BoXVeQfcTIECAAAEClYTW4xOHwk9++tNw77axTgUe3T8eXpg8HpYuvSw89MA9Yc3qVSpDgAABAgQINEBAaN2AIhkiAQIECBAgQIAAAQIEFlhAaL3AwJonQIAAAQItECg9tH7tzNmwa/fesPkznwojV68Lky8eD4ePPt8JsL/3/b+a+u8lQ0Mt4DdFAgQIECDQbAGhdbPrZ/QECBAgQIAAAQIECBAoQkBoXYSiNggQIECAQLsFKgmt9+w7ELZs2tjZUR13Xcevsc23hhMnXwlPPPl0uO/urWH58LJ2V8bsCRAgQIBAAwSE1g0okiESIECAAAECBAgQIEBggQWE1gsMrHkCBAgQINACgdJD6zfOn+8cB77hxk+ENat/+aJd1xNffzbs3LFdaN2CxWeKBAgQINB8AaF182toBgQIECBAgAABAgQIEMgrILTOK+h+AgQIECBAoPTQOpLHHdVf/NJj4dy518ONo9d1dlknx4av/fCHOv/2RYAAAQIECNRfQGhd/xoZIQECBAgQIECAAAECBBZaQGi90MLaJ0CAAAECgy9QSWg9+KxmSIAAAQIE2iEgtG5Hnc2SAAECBAgQIECAAAECMwkIra0PAgQIECBAIK+A0DqvoPsJECBAgECLBYTWLS6+qRMgQIAAAQIECBAgQOAdAaG1pUCAAAECBAjkFagktE6ea/3C5PGwdOll4aEH7gkrVnyg86zrkavWhg3rR/POy/0ECBAgQIBACQJC6xKQdUGAAAECBAgQIECAAIGaCwita14gwyNAgAABAg0QqCS0Hp84FK5ceXkYvf7a8NWvHQy33HxTWLN6VZh88Xg4fPT5cO+2sbBkaKgBfIZIgAABAgTaLSC0bnf9zZ4AAQIECBAgQIAAAQJRQGhtHRAgQIAAAQJ5BUoPrV87czbs2XcgbNm0sbO7Oh1anzj5SnjiyafDfXdvDcuHl+Wdm/sJECBAgACBBRYQWi8wsOYJECBAgAABAgQIECDQAAGhdQOKZIgECBAgQKDmArUKre20rvlqMTwCBAgQIJAREFpbEgQIECBAgAABAgQIECAgtLYGCBAgQIAAgbwCpYfWccCHjxwLky+9HO684/bw1KFnO8eDDw8vC7t27w3rb7jeM63zVtX9BAgQIECgJAGhdUnQuiFAgAABAgQIECBAgECNBYTWNS6OoREgQIAAgYYIVBJaR5u4q/rhRx6fxvTg/XeFkavXNYTOMAkQIECAAAGhtTVAgAABAgQIECBAgAABAkJra4AAAQIECBDIK1BZaJ134O4nQIAAAQIEqhcQWldfAyMgQIAAAQIECBAgQIBA1QJC66oroH8CBAgQINB8AaF182toBgQIECBAoDIBoXVl9DomQIAAAQIECBAgQIBAbQSE1rUphYEQIECAAIHGCgitG1s6AydAgAABAtULCK2rr4ERECBAgAABAgQIECBAoGoBoXXVFdA/AQIECBBovkAlofUb58+HR/ePhxcmj4elSy8LDz1wT1ix4gOd741ctTZsWD/afFkzIECAAAECLRAQWregyKZIgAABAgQIECBAgACBWQSE1pYIAQIECBAgkFegktB6fOJQuHLl5WH0+mvDV792MNxy801hzepVYfLF4+Hw0efDvdvGwpKhobxzcz8BAgQIECCwwAJC6wUG1jwBAgQIECBAgAABAgQaICC0bkCRDJEAAQIECNRcoPTQ+rUzZ8OefQfClk0bO7ur06H1iZOvhCeefDrcd/fWsHx4Wc3pDI8AAQIECBAQWlsDBAgQIECAAAECBAgQICC0tgYIECBAgACBvAK1Cq3ttM5bTvcTIECAAIFyBYTW5XrrjQABAgQIECBAgAABAnUUEFrXsSrGRIAAAQIEmiVQemgdeQ4fORYmX3o53HnH7eGpQ892jgcfHl4Wdu3eG9bfcL1nWjdrDRktAQIECLRYQGjd4uKbOgECBAgQIECAAAECBN4REFpbCgQIECBAgEBegUpC6zjouKv64Ucenzb+B++/K4xcvS7vnNxPgAABAgQIlCQgtC4JWjcECBAgQIAAAQIECBCosYDQusbFMTQCBAgQINAQgcpC64b4GCYBAgQIECAwg4DQ2vIgQIAAAQIECBAgQIAAAaG1NUCAAAECBAjkFSg9tH7tzNmwZ9+BsGXTxrBm9aq843c/AQIECBAgUKGA0LpCfF0TIECAAAECBAgQIECgJgJC65oUwjAIECBAgECDBYTWDS6eoRMgQIAAgaoFhNZVV0D/BAgQIECAAAECBAgQqF5AaF19DYyAAAECBAg0XaD00DqCjU8cCh/76Ec8v7rpq8f4CRAgQKD1AkLr1i8BAAQIECBAgAABAgQIEAhCa4uAAAECBAgQyCtQSWh94uQr4blvfit87rO3hSVDQ3nn4H4CBAgQIECgIgGhdUXwuiVAgAABAgQIECBAgECNBITWNSqGoRAgQIAAgYYKlB5ax2da79q9N5x69XRXspVXrAg7d2wPy4eXNZTUsAkQIECAQHsEhNbtqbWZEiBAgAABAgQIECBAoJeA0NraIECAAAECBPIKlB5a5x2w+wkQIECAAIH6CAit61MLIyFAgAABAgQIECBAgEBVAkLrquT1S4AAAQIEBkdAaD04tTQTAgQIECBQuoDQunRyHRIgQIAAAQIECBAgQKB2AkLr2pXEgAgQIECAQOMESg+tZzsePBHcfNunw4b1o40DNWACBAgQINAmAaF1m6ptrgQIECBAgAABAgQIEOguILS2MggQIECAAIG8AqWH1nHA4xOHwpUrL58WSr9x/nx4dP942HDjJ8KvfOgfdP575Kq1guu8FXY/AQIECBBYQAGh9QLiapoAAQIECBAgQIAAAQINERBaN6RQhkmAAAECBGosUHpoHXda79l3IGzZtDGsWb1qGs3hI8fCD0/9KIxtvjVMvng8HD76fLh321hYMjRUY0JDI0CAAAEC7RUQWre39mZOgAABAgQIECBAgACBREBobS0QIECAAAECeQVqFVqng+rTp/8mPPHk0+G+u7eG5cPL8s7T/QQIECBAgMACCAitFwBVkwQIECBAgAABAgQIEGiYgNC6YQUzXAIECBAgUEOB0kPr9DHgI1evm0aSDq2/9/2/ChNffzbs3LFdaF3DhWNIBAgQIEAgCgitrQMCBAgQIECAAAECBAgQEFpbAwQIECBAgEBegdJD6zjgGE7/7oGJ8NAD90wdER6PDd+1e2/Y/JlPhRhmx6PCJ196udDjwdPHjydwSYj+wuTxKcsH77+rM4bkK943cfCZzj+vGVlX6JjyFtD9BAgQIECgSgGhdZX6+iZAgAABAgQIECBAgEA9BITW9aiDURAgQIAAgSYLVBJaR7ATJ18JX/zSY+Hcuden/LJhcVGwMSR/+JHHO83dOHpd55nZyVcMy5/93/+P8DsbP9l5dnY2UI//Tu/4Hp841Lk13UZR49QOAQIECBBomoDQumkVM14CBAgQIECAAAECBAgULyC0Lt5UiwQIECBAoG0ClYXWVUB322mdHUd2x3cMqa9ceXnYsH60c2k2xK5iHvokQIAAAQJ1ERBa16USxkGAAAECBAgQIECAAIHqBITW1dnrmQABAgQIDIqA0DpTybgD/Mv7x8MXto2FFSs+EB7dPx5Grlo7FVqnf75m9apBWQfmQYAAAQIE5iUgtJ4Xm5sIECBAgAABAgQIECAwUAJC64Eqp8kQIECAAIFKBCoJrdPPkV669LLOs627BcRFi8y20zoZVxJSJ//ecOMnpp5xnQ2t4x/rfREgQIAAgbYKvPnW2+H83/1deO+SobYSmDcBAgQIEAiLFi0KFy5cIEGAAAECBFor8LM3zoehd70rXLr4ktYamDgBAgQIEHjXpYsh5BCoJLROjtwevf7a8NWvHQy33HxTiLuW49Hbh48+H+7dNtZ5vnTRXzOF1klA/f73vW/qedXZEDuOJxtax08R+iJAgAABAm0ViH+gf/vtC2GxP0y0dQmYNwECBAiEEBZfeml46803WRAgQIAAgdYKvPX22+GSRYs6H+TyRYAAAQIE2iowvPTdbZ16IfMuPbSOz4zes+9A2LJpY2d3dTq0joHwE08+He67e2tYPryskAmmG+kVWncLrJP7PNO68DJokAABAgQGSMDx4ANUTFMhQIAAAQIECBAgQIDAPAUcDz5POLcRIECAAAECUwK1Cq2r2GndbTd1en3EMU18/dmwc8f2TpAeQ+z4Nbb5VsuIAAECBAi0XkBo3folAIAAAQIECBAgQIAAAQJBaG0RECBAgAABAnkFSg+t44DjjufJl14Od95xe3jq0LOd48GHh5eFXbv3hvU3XB82rB/NO69p98fg+eFHHp/2vQfvv6vznOq4u/uLX3osnDv3+rSf3zh63VQwHcc7cfCZzs+vGVm3YMeXFzppjREgQIAAgRIEhNYlIOuCAAECBAgQIECAAAECNRcQWte8QIZHgAABAgQaIFBJaB1dZgqSG+BmiAQIECBAgEAIQWhtGRAgQIAAAQIECBAgQICA0NoaIECAAAECBPIKVBZa5x24+wkQIECAAIHqBYTW1dfACAgQIECAAAECBAgQIFC1gNC66gronwABAgQINF9AaN38GpoBAQIECBCoTEBoXRm9jgkQIECAAAECBAgQIFAbAaF1bUphIAQIECBAoLECpYTWr50523le9alXT88KtfKKFWHnju1h+fCyWa91AQECBAgQIFCtgNC6Wn+9EyBAgAABAgQIECBAoA4CQus6VMEYCBAgQIBAswVKCa2zROMTh8KVKy8PG9aPTv3ojfPnw6P7x8OGGz8RRq5e12xVoydAgAABAi0REFq3pNCmSYAAAQIECBAgQIAAgRkEhNaWBwECBAgQIJBXoPTQOu663rPvQNiyaWNYs3rVtPFPvng8HD76fLh321hYMjSUd27uJ0CAAAECBBZYQGi9wMCaJ0CAAAECBAgQIECAQAMEhNYNKJIhEiBAgACBmgvUKrQ+cfKV8MSTT4f77t7qePCaLxzDI0CAAAECUUBobR0QIECAAAECBAgQIECAgNDaGiBAgAABAgTyCpQeWifHgI9ctXba8eBxInGn9cTXn/VM67xVdT8BAgQIEChJQGhdErRuCBAgQIAAAQIECBAgUGMBoXWNi2NoBAgQIECgIQKlh9ZJOP27BybCQw/cM3VEeDw2fNfuvWH9DddfFGY3xNIwCRAgQIBA6wSE1q0ruQkTIECAAAECBAgQIEDgIgGhtUVBgAABAgQI5BWoJLSOg05C6lOvnp6aw4P33xVGrl6Xd07uJ0CAAAECBEoSEFqXBK0bAgQIECBAgAABAgQI1FhAaF3j4hgaAQIECBBoiEBloXVDfAyTAAECBAgQmEFAaG15ECBAgAABAgQIECBAgIDQ2hogQIAAAQIE8goIrfMKup8AAQIECLRYQGjd4uKbOgECBAgQIECAAAECBN4REFpbCgQIECBAgEBeAaF1XkH3EyBAgACBFgsIrVtcfFMnQIAAAQIECBAgQICA0NoaIECAAAECBAoSEFoXBKkZAgQIECDQRgGhdRurbs4ECBAgQIAAAQIECBCYLmCntRVBgAABAgQI5BUQWucVdD8BAgQIEGixgNC6xcU3dQIECBAgQIAAAQIECLwjILS2FAgQIECAAIG8AkLrvILuJ0CAAAECLRYQWre4+KZOgAABAgQIECBAgAABobU1QIAAAQIECBQkUElo/dqZs2HX7r3h1KunL5rGyitWhJ07toflw8sKmqJmCBAgQIAAgYUSEFovlKx2CRAgQIAAAQIECBAg0BwBO62bUysjJUCAAAECdRWoJLQenzjU8RjbfGtdXYyLAAECBAgQmIOA0HoOSC4hQIAAAQIECBAgQIDAgAsIrQe8wKZHgAABAgRKECg9tI67rPfsOxC2bNoY1qxeVcIUdUGAAAECBAgslIDQeqFktUuAAAECBAgQIECAAIHmCAitm1MrIyVAgAABAnUVEFrXtTLGRYAAAQIEGiAgtG5AkQyRAAECBAgQIECAAAECCywgtF5gYM0TIECAAIEWCJQeWkfTeDz4lSsvDxvWj7aA2BQJECBAgMDgCgitB7e2ZkaAAAECBAgQIECAAIG5Cgit5yrlOgIECBAgQKCXQCWh9YmTr4Tnvvmt8LnP3haWDA2pDgECBAgQINBQAaF1Qwtn2AQIECBAgAABAgQIEChQQGhdIKamCBAgQIBASwVKD63jM6137d4bTr16uiv5yitWhJ07toflw8taWhLTJkCAAAECzREQWjenVkZKgAABAgQIECBAgACBhRIQWi+UrHYJECBAgEB7BEoPrdtDa6YECBAgQGDwBYTWg19jMyRAgAABAgQIECBAgMBsAkLr2YT8nAABAgQIEJhNQGg9m5CfEyBAgAABAj0FhNYWBwECBAgQIECAAAECBAgIra0BAgQIECBAIK+A0DqvoPsJECBAgECLBYTWLS6+qRMgQIAAAQIECBAgQOAdAaG1pUCAAAECBAjkFSgttE6eZf1Pbr4p/LtvfsszrfNWzv0ECBAgQKAGAkLrGhTBEAgQIECAAAECBAgQIFCxgNC64gLongABAgQIDIBAaaH1AFiZAgECBAgQIJAREFpbEgQIECBAgAABAgQIECAgtLYGCBAgQIAAgbwCQuu8gu4nQIAAAQItFhBat7j4pk6AAAECBAgQIECAAIF3BITWlgIBAgQIECCQV0BonVfQ/QQIECBAoMUCQusWF9/UCRAgQIAAAQIECBAgILS2BggQIECAAIGCBITWBUFqhgABAgQItFFAaN3GqpszAQIECBAgQIAAAQIEpgvYaW1FECBAgAABAnkFhNZ5Bd1PgAABAgRaLCC0bnHxTZ0AAQIECBAgQIAAAQLvCAitLQUCBAgQIEAgr4DQOq+g+wkQIECAQIsFhNYtLr6pEyBAgAABAgQIECBAQGhtDRAgQIAAAQIFCQitC4LUDAECBAgQaKOA0LqNVTdnAgQIECBAgAABAgQITBew09qKIECAAAECBPIKVBJav3H+fHh0/3h4YfJ4WLr0svDQA/eEFSs+0PneyFVrw4b1o3nn5X4CBAgQIECgBAGhdQnIuiBAgAABAgQIECBAgEDNBYTWNS+Q4REgQIAAgQYIVBJaj08cCleuvDyMXn9t+OrXDoZbbr4prFm9Kky+eDwcPvp8uHfbWFgyNNQAPkMkQIAAAQLtFhBat7v+Zk+AAAECBAgQIECAAIEoILS2DggQIECAAIG8AqWH1q+dORv27DsQtmza2NldnQ6tT5x8JTzx5NPhvru3huXDy/LOzf0ECBAgQIDAAgsIrRcYWPMECBAgQIAAAQIECBBogIDQugFFMkQCBAgQIFBzgVqF1nZa13y1GB4BAgQIEMgICK0tCQIECBAgQIAAAQIECBAQWlsDBAgQIECAQF6B0kPrOODDR46FyZdeDnfecXt46tCznePBh4eXhV2794b1N1zvmdZ5q+p+AgQIECBQkoDQuiRo3RAgQIAAAQIECBAgQKDGAkLrGhfH0AgQIECAQEMEKgmto03cVf3wI49PY3rw/rvCyNXrGkJnmAQIECBAgIDQ2hogQIAAAQIECBAgQIAAAaG1NUCAAAECBAjkFagstM47cPcTIECAAAEC1QsIrauvgREQIECAAAECBAgQIECgagGhddUV0D8BAgQIEGi+QOmh9WtnzoY9+w6ELZs2hjWrVzVf0AwIECBAgECLBYTWLS6+qRMgQIAAAQIECBAgQOAdAaG1pUCAAAECBAjkFRBa5xV0PwECBAgQaLGA0LrFxTd1AgQIECBAgAABAgQICK2tAQIECBAgQKAggdJD6zju8YlD4WMf/YjnVxdURM0QIECAAIGqBITWVcnrlwABAgQIECBAgAABAvURsNO6PrUwEgIECBAg0FSBSkLrEydfCc9981vhc5+9LSwZGmqqnXETIECAAIHWCwitW78EABAgQIAAAQIECBAgQCAIrS0CAgQIECBAIK9A6aF1fKb1rt17w6lXT3cd+8orVoSdO7aH5cPL8s7tovsPHzkWfnjqR2Fs863TfpYd04P33zVtF3i8b+LgM517rhlZF+7dNiZsL7w6GiRAgACBJgoIrZtYNWMmQIAAAQIECBAgQIBAsQJC62I9tUaAAAECBNooUHpoXQXy5IvHw8OPPN7p+sbR66aF1m+cPx8e3T8eRq5aGzasHw1xF/iX94+HL2wbC2tWrwrx3omvPzsVpMejzeNXNviuYl76JECAAAECVQsIrauugP4JECBAgAABAgQIECBQvYDQuvoaGAEBAgQIEGi6QCtC66RI3XZax5D6iSefDvfdvbWzuzsbYseQ+sqVl3cC7fiVDbGbvgCMnwABAgQI5BEQWufRcy8BAgQIECBAgAABAgQGQ0BoPRh1NAsCBAgQIFClQOmhdd2OB+8WQie7qX9n4yen7cKOhcruxK6yePomQIAAAQJVCwitq66A/gkQIECAAAECBAgQIFC9gNC6+hoYAQECBAgQaLpA6aF1L7C4w/mrXzsYbrn5ps6x3Avx1W2ndQytDx99ftpzqrOh9YYbPzH1jOtsaP3a2Z8vxFC1SYAAAQIEGiFw4UIIb194Oyy+5JJGjNcgCRAgQIDAQggsvnRxeOvNtxaiaW0SIECAAIFGCLz19oVwyaJFYdGiRgzXIAkQIECAwIIILF/2ngVpty2N1ia0juDdQuUiC9ErtE4/szr2189O6zfffLvIIWqLAAECBAg0SuCtt94Kf/uLN8Nl7x5q1LgNlgABAgQIECBAgAABAgSKE3j9b8+Hd//SpWHx4sXFNaolAgQIECDQMIFLL7WxJ0/JahVaZ58vnWdi3e71TOuiRbVHgAABAm0XcDx421eA+RMgQIAAAQIECBAgQCAEx4NbBQQIECBAgEBegdaH1vFY8kf3j4eRq9aGDetHL3pmdfaZ18ku7LHNt+a1dz8BAgQIEGi8gNC68SU0AQIECBAgQIAAAQIECOQWEFrnJtQAAQIECBBovUCtQuuFCoRj8PzwI49PK/aD99819Zzq186cDbt27w2nXj3duSb9s/jvuEN74uAznZ9dM7Ju2vOvW7+CABAgQIBAqwWE1q0uv8kTIECAAAECBAgQIECgIyC0thAIECBAgACBvAKlh9bZgDg9AYFw3nK6nwABAgQIlCsgtC7XW28ECBAgQIAAAQIECBCoo4DQuo5VMSYCBAgQINAsgdJD62bxGC0BAgQIECAwk4DQ2vogQIAAAQIECBAgQIAAAaG1NUCAAAECBAjkFSg9tI47rffsOxC2bNoY1qxeNW388Rjvw0efd/x23qq6nwABAgQIlCQgtC4JWjcECBAgQIAAAQIECBCosYDQusbFMTQCBAgQINAQgVqF1idOvhKeePLpcN/dW8Py4WUNITRMAgQIECDQXgGhdXtrb+YECBAgQIAAAQIECBBIBITW1gIBAgQIECCQV6BWofXhI8fC5Esv22mdt6ruJ0CAAAECJQkIrUuC1g0BAgQIECBAgAABAgRqLCC0rnFxDI0AAQIECDREoLTQOu6i/uKXHgvnzr3ek2bp0svCQw/cc9Gx4Q2xNEwCBAgQINA6AaF160puwgQIECBAgAABAgQIELhIQGhtURAgQIAAAQJ5BUoLrZOBzvRM67yTcT8BAgQIECBQroDQulxvvREgQIAAAQIECBAgQKCOAkLrOlbFmAgQIECAQLMESg+tm8VjtAQIECBAgMBMAkJr64MAAQIECBAgQIAAAQIEhNbWAAECBAgQIJBXQGidV9D9BAgQIECgxQJC6xYX39QJECBAgAABAgQIECDwjoDQ2lIgQIAAAQIE8gpUElrP9HzrlVesCDt3bA/Lh5flnZv7CRAgQIAAgQUWEFovMLDmCRAgQIAAAQIECBAg0AABoXUDimSIBAgQIECg5gKlh9ZvnD8fHt0/HkauWhvW/so/DM9981vhc5+9LSwZGgrjE4fCxz76kTBy9bqasxkeAQIECBAgEAWE1tYBAQIECBAgQIAAAQIECAitrQECBAgQIEAgr0DpofVrZ86GPfsOhC2bNnbG/sSTT4f77t7a2Vk9+eLxcPjo8+HebWOdENsXAQIECBAgUG8BoXW962N0BAgQIECAAAECBAgQKENAaF2Gsj4IECBAgMBgC1QaWg8PLwtf+b2nwp133N4JreOx4ekQe7DpzY4AAQIECDRfQGjd/BqaAQECBAgQIECAAAECBPIKCK3zCrqfAAECBAgQKD20Th8PvmH9aOdI8CtXXh7ifx8+cixMvvSyndbWJQECBAgQaIiA0LohhVaEmBgAACAASURBVDJMAgQIECBAgAABAgQILKCA0HoBcTVNgAABAgRaIlB6aJ11jceF79q9N5x69XRYuvSy8NAD94Q1q1e1hN80CRAgQIBAswWE1s2un9ETIECAAAECBAgQIECgCAGhdRGK2iBAgAABAu0WqDy0bje/2RMgQIAAgWYLCK2bXT+jJ0CAAAECBAgQIECAQBECQusiFLVBgAABAgTaLVB6aB13Vu/ZdyBs2bTRjup2rz2zJ0CAAIEBEBBaD0ARTYEAAQIECBAgQIAAAQI5BYTWOQHdToAAAQIECAShtUVAgAABAgQIzFtAaD1vOjcSIECAAAECBAgQIEBgYASE1gNTShMhQIAAAQKVCZQeWseZjk8cCh/76EfCyNXrKpu4jgkQIECAAIH8AkLr/IZaIECAAAECBAgQIECAQNMFhNZNr6DxEyBAgACB6gUqCa1PnHwlPPfNb4XPffa2sGRoqHoFIyBAgAABAgTmJSC0nhebmwgQIECAAAECBAgQIDBQAkLrgSqnyRAgQIAAgUoESg+t4zOtd+3eG069errrhFdesSLs3LE9LB9eVgmITgkQIECAAIG5Cwit527lSgIECBAgQIAAAQIECAyqgNB6UCtrXgQIECBAoDyB0kPr8qamJwIECBAgQGChBYTWCy2sfQIECBAgQIAAAQIECNRfQGhd/xoZIQECBAgQqLuA0LruFTI+AgQIECBQYwGhdY2LY2gECBAgQIAAAQIECBAoSUBoXRK0bggQIECAwAALVBJav3H+fHh0/3h4YfJ4WLr0svDQA/eEFSs+0PneyFVrw4b1owNMbmoECBAgQGBwBITWg1NLMyFAgAABAgQIECBAgMB8BYTW85VzHwECBAgQIJAIVBJaj08cCleuvDyMXn9t+OrXDoZbbr4prFm9Kky+eDwcPvp8uHfbWFgyNKRKBAgQIECAQM0FhNY1L5DhESBAgAABAgQIECBAoAQBoXUJyLogQIAAAQIDLlB6aP3ambNhz74DYcumjZ3d1enQ+sTJV8ITTz4d7rt7a1g+vGzA6U2PAAECBAg0X0Bo3fwamgEBAgQIECBAgAABAgTyCgit8wq6nwABAgQIEKhVaG2ntQVJgAABAgSaJSC0bla9jJYAAQIECBAgQIAAAQILISC0XghVbRIgQIAAgXYJlB5aR97DR46FyZdeDnfecXt46tCznePBh4eXhV2794b1N1zvmdbtWoNmS4AAAQINFhBaN7h4hk6AAAECBAgQIECAAIGCBITWBUFqhgABAgQItFigktA6esdd1Q8/8vg0+gfvvyuMXL2uxeUwdQIECBAg0CwBoXWz6mW0BAgQIECAAAECBAgQWAgBofVCqGqTAAECBAi0S6Cy0LpdzGZLgAABAgQGU0BoPZh1NSsCBAgQIECAAAECBAj0IyC07kfLtQQIECBAgEA3AaG1dUGAAAECBAjMW0BoPW86NxIgQIAAAQIECBAgQGBgBITWA1NKEyFAgAABApUJVBZax+daTxx8ZmriS5deFh564J6wZvWqyjB0TIAAAQIECPQnILTuz8vVBAgQIECAAAECBAgQGEQBofUgVtWcCBAgQIBAuQKVhNYxsD7y7e+EnTu2h+XDyzozPnHylfDFLz0WPr91s+dal7sG9EaAAAECBOYtILSeN50bCRAgQIAAAQIECBAgMDACQuuBKaWJECBAgACBygRKD61fO3M27Nq9N2z+zKcuCqcnXzweDh99Pty7bSwsGRqqDEXHBAgQIECAwNwEhNZzc3IVAQIECBAgQIAAAQIEBllAaD3I1TU3AgQIECBQjkAlofWefQfClk0bLzoKPO62fuLJp8N9d2+d2oFdDoNeCBAgQIAAgfkICK3no+YeAgQIECBAgAABAgQIDJaA0Hqw6mk2BAgQIECgCoHSQ+s3zp8Pj+4fDxtu/MRFO62F1lUsAX0SIECAAIH5Cwit52/nTgIECBAgQIAAAQIECAyKgNB6UCppHgQIECBAoDqB0kPrONVex4DHZ13/8NSPwtjmW6sT0TMBAgQIECAwZwGh9ZypXEiAAAECBAgQIECAAIGBFRBaD2xpTYwAAQIECJQmUHponTzT+tSrp2ed5MorVoSdO7Y7KnxWKRcQIECAAIFqBITW1bjrlQABAgQIECBAgAABAnUSEFrXqRrGQoAAAQIEmilQemjdTCajJkCAAAECBLoJCK2tCwIECBAgQIAAAQIECBAQWlsDBAgQIECAQF4BoXVeQfcTIECAAIEWCwitW1x8UydAgAABAgQIECBAgMA7AkJrS4EAAQIECBDIKyC0zivofgIECBAg0GIBoXWLi2/qBAgQIECAAAECBAgQEFpbAwQIECBAgEBBApWE1idOvhK++KXHwrlzr180Dc+xLqiymiFAgAABAiUICK1LQNYFAQIECBAgQIAAAQIEai5gp3XNC2R4BAgQIECgAQKlh9ZvnD8fHt0/HkauWhs2rB9tAJEhEiBAgAABAr0EhNbWBgECBAgQIECAAAECBAgIra0BAgQIECBAIK9A6aH1a2fOhj37DoQtmzaGNatX5R2/+wkQIECAAIEKBYTWFeLrmgABAgQIECBAgAABAjUREFrXpBCGQYAAAQIEGixQemid7LTecOMnwsjV62pBlz2ufPNtn562C/zwkWNh4uAznbFeM7Iu3LttLCwZGqrF2A2CAAECBAhUKSC0rlJf3wQIECBAgAABAgQIEKiHgNC6HnUwCgIECBAg0GSB0kPriBVD4MmXXq5F+Bt3fu/avTds/synOiF69t+TLx4PE19/NuzcsT0sH14WxicOdeo9tvnWJtfd2AkQIECAQCECQutCGDVCgAABAgQIECBAgACBRgsIrRtdPoMnQIAAAQK1EKgktM7ubE5LrLxixVRAXIZQHMuX94+HL2wb6xxXnn3mdgypr1x5+dTO62yIXcYY9UGAAAECBOoqILSua2WMiwABAgQIECBAgAABAuUJCK3Ls9YTAQIECBAYVIHSQ+tsKFwH2BhM//Gf/nl46IF7OsN54smnw313bw1LlgyFR/ePh5Gr1k6F1tmQuw7jNwYCBAgQIFCVgNC6Knn9EiBAgAABAgQIECBAoD4CQuv61MJICBAgQIBAUwVKD63j8dt79h0IWzZt7OxsrsNXZ/f0wWfCuZ/9PJw793pInmnd7fnb2dD6F3/3Zh2mYAwECBAgQKASgTffejv84hdvhve+Z6iS/nVKgAABAgTqILBo0aJw4cKFOgzFGAgQIECAQCUCr//8jTD0S+8Kly6+pJL+dUqAAAECBOog8EvvurQOw2jsGEoPrbsFwVXqxRA62Vkdn1mdPNN6/Q3Xh9Hrr511p3X8FKEvAgQIECDQVoH4B/q33347LF68uK0E5k2AAAECBMLiSy8Nb73pA82WAgECBAi0V+DNN98KixdfEuIHuXwRIECAAIG2CgwvfXdbp17IvEsPreOoDx85FiZfejncu20sLBmqdmdW3GV9+Ojz08YSjwuPX2Obbw2eaV3IOtMIAQIECAyogOPBB7SwpkWAAAECBAgQIECAAIE+BBwP3geWSwkQIECAAIGuAqWH1slO5lOvnu46oJVXrAg7d2wPcddzGV9xp/UXv/RY+PzWzWHk6nXTdlpvWD8aOkeHf/3ZqTGlA+0yxqcPAgQIECBQZwGhdZ2rY2wECBAgQIAAAQIECBAoR0BoXY6zXggQIECAwCALlB5a1xEzBtMPP/L41NCSZ1on34g7w+Mzr+PXNSPrarFDvI6OxkSAAAEC7RMQWrev5mZMgAABAgQIECBAgACBrIDQ2pogQIAAAQIE8goIrfMKup8AAQIECLRYQGjd4uKbOgECBAgQIECAAAECBN4REFpbCgQIECBAgEBegUpC6zfOnw+P7h8PL0weD0uXXhYeeuCesGLFBzrfG7lqbYjHcvsiQIAAAQIE6i8gtK5/jYyQAAECBAgQIECAAAECCy0gtF5oYe0TIECAAIHBF6gktI7Phb5y5eVh9Pprw1e/djDccvNNYc3qVZ3nRx8++rzjtwd/3ZkhAQIECAyIgNB6QAppGgQIECBAgAABAgQIEMghILTOgedWAgQIECBAoCNQemj92pmzYc++A2HLpo2d3dXp0PrEyVfCE08+He67e2tYPrxMiQgQIECAAIGaCwita14gwyNAgAABAgQIECBAgEAJAkLrEpB1QYAAAQIEBlygVqG1ndYDvtpMjwABAgQGTkBoPXAlNSECBAgQIECAAAECBAj0LSC07pvMDQQIECBAgEBGoPTQOvZ/+MixMPnSy+HOO24PTx16tnM8+PDwsrBr996w/obrPdPaMiVAgAABAg0REFo3pFCGSYAAAQIECBAgQIAAgQUUEFovIK6mCRAgQIBASwRKC63Tx4Inz69++JHHpzE/eP9dYeTqdS2hN00CBAgQINB8AaF182toBgQIECBAgAABAgQIEMgrILTOK+h+AgQIECBAoLLQGj0BAgQIECDQfAGhdfNraAYECBAgQIAAAQIECBDIKyC0zivofgIECBAgQEBobQ0QIECAAAEC8xYQWs+bzo0ECBAgQIAAAQIECBAYGAGh9cCU0kQIECBAgEBlAkLryuh1TIAAAQIEmi8gtG5+Dc2AAAECBAgQIECAAAECeQWE1nkF3U+AAAECBAiUGlrv2r03nHr19IzqK69YEXbu2B6WDy9THQIECBAgQKDmAkLrmhfI8AgQIECAAAECBAgQIFCCgNC6BGRdECBAgACBARcoNbTes+9A2LJpY1izetWAs5oeAQIECBBoh4DQuh11NksCBAgQIECAAAECBAjMJCC0tj4IECBAgACBvAJC67yC7idAgAABAi0WEFq3uPimToAAAQIECBAgQIAAgXcEhNaWAgECBAgQIJBXQGidV9D9BAgQIECgxQJC6xYX39QJECBAgAABAgQIECAgtLYGCBAgQIAAgYIEhNYFQWqGAAECBAi0UUBo3caqmzMBAgQIECBAgAABAgSmC9hpbUUQIECAAAECeQVKC63zDtT9BAgQIECAQP0EhNb1q4kRESBAgAABAgQIECBAoGwBoXXZ4vojQIAAAQKDJyC0HryamhEBAgQIEChNQGhdGrWOCBAgQIAAAQIECBAgUFsBoXVtS2NgBAgQIECgMQJC68aUykAJECBAgED9BITW9auJEREgQIAAAQIECBAgQKBsAaF12eL6I0CAAAECgycgtB68mpoRAQIECBAoTUBoXRq1jggQIECAAAECBAgQIFBbAaF1bUtjYAQIECBAoDECQuvGlMpACRAgQIBA/QSE1vWriRERIECAAAECBAgQIECgbAGhddni+iNAgAABAoMnILQevJqaEQECBAgQKE1AaF0atY4IECBAgAABAgQIECBQWwGhdW1LY2AECBAgQKAxAkLrxpTKQAkQIECAQP0EhNb1q4kRESBAgAABAgQIECBAoGwBoXXZ4vojQIAAAQKDJyC0HryamhGB1gvs+c//Nvy/58+23gEAgTIELlwI4e233g6LL72kjO70QYBACOG3P/ybYeQDf58FAQIECBAgQIAAgdoICK1rUwoDIUCAAAECjRUQWje2dAZOgEAvAaG1tUGgPAGhdXnWeiKQCAitrQUCBAgQIECAAIG6CQit61YR4yFAgAABAs0TEFo3r2ZGTIAAAQIEaiPgePDalMJACBAgQIAAAQIECBAgUJmA0Loyeh0TIECAAIGBERBaD0wpTYQAAQIECJQvILQu31yPBAgQIECAAAECBAgQqJuA0LpuFTEeAgQIECDQPAGhdfNqZsQECBAgQKA2AkLr2pTCQAgQIECAAAECBAgQIFCZgNC6MnodEyBAgACBgREQWg9MKU2EAAECBAiULyC0Lt9cjwQIECBAgAABAgQIEKibgNC6bhUxHgIECBAg0DwBoXXzambEBAgQIECgNgJC69qUwkAIECBAgAABAgQIECBQmYDQujJ6HRMgQIAAgYEREFoPTClNhAABAgQIlC8gtC7fXI8ECBAgQIAAAQIECBCom4DQum4VMR4CBAgQINA8AaF182pmxAQIECBAoDYCQuvalMJACBAgQIAAAQIECBAgUJmA0Loyeh0TIECAAIGBERBaD0wpTYQAAQIECJQvILQu31yPBAgQIECAAAECBAgQqJuA0LpuFTEeAgQIECDQPAGhdfNqZsQECBAgQKA2AkLr2pTCQAgQIECAAAECBAgQIFCZgNC6MnodEyBAgACBgREQWg9MKU2EAAECBAiULyC0Lt9cjwQIECBAgAABAgQIEKibgNC6bhUxHgIECBAg0DwBoXXzambEBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQGBgBofXAlNJECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0DwBoXXzambEBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQGBgBofXAlNJECBAgQIBAfQXGJw6Fl//y+2Hnju1h+fCy0gZ64uQr4Ytfeix88pYNYcP60dL61REBAgQIECBAgAABAgTqJhDfH315/3j4wraxsGb1qhmH99qZs2HX7r1h82c+FUauXjenqbxx/nx4dP9459p7t42FJUNDc7qviIsOHzkWvvHc4fDQA/fMOrci+tMGAQIECBAgULyA0Lp4Uy0SIECAAIFcAjHgPXrsu13buGZkXelv/nNNJoQw+eLxcPjo81PjjvOLX2Obb53WdPq6Y9/5wzBx8JlpP79x9LqL7okXxD9OZK998P67pv6wEv8w88STT4f77t5aamCe1839BAgQIECAAAECBAgQ6CXQ7X1Qcu3KK1Z0/cDwQofWcUw/PPWjzvu2JMAeuWrtRR8gTq77nY2f7ITcL0wenzbN9Pu59A+y75WXLr1sWkid7t/KIUCAAAECBJonILRuXs2MmAABAgRaJNAr4G0KQfKHig03fmIqRI7h9MTXn73ojyhxrleuvLzzB434x4bJl16eCrq7fWK/16f4446Ar/zeU+HOO26fCqlje/HLbuumrBzjJECAAAECBAgQIEBgrgLZ909zvW+m6/rdaR2v37PvQNiyaePUTudu40q/R/yVD/2DTmidDra7nZaVjGXthz807YPM8drnvvmt8LnP3tbZ1R3b/urXDoZbbr7JbusiFoE2CBAgQIBAyQJC65LBdUeAAAECBPoR6BZapz9dnv5kefJG/tSrpztdpD+dnm0nvav59Om/6RwRd921Hw//+hv/PiSfyl+yZGjap97TO53Tn+qfafd3t13O3f74kf0Dx0x/3Ej+oNEr/O7mm/1jRj81cC0BAgQIECBAgAABAgTqLNDt/VO3941xDunjwZP73vvud4f/+4/+dNr7yOz7tl7BceKSPWErfr/bzu70e8TkPWd2N3b2vn5CeR9YrvNKNTYCBAgQIDCzgNDaCiFAgAABAjUWmClsjp8kj38YiF/ZT6gnn07//NbNnR3Os4XW8bnPH/+1X5361Hry6ff3v+99U9/7j9/9T+Hjv/7REI/uPvLt70ztlE7vkM5SxvH9yZ/9xUXHes82r15/lEh//189/Y1Od9ljxruVs9un/mtcdkMjQIAAAQIECBAgQIDAnAWy75+yAXLyvnH58PBFoXV81FLygef0B4Nj58kzrZP3m+kTtLKD6xYWdzsifC5HiKfvG73+2ot2Y88E0y08nzOkCwkQIECAAIFKBYTWlfLrnAABAgQIzCyQDXfjG/x0YJzc3e0T7Ol7Zwut05+2j232etZZtz86zPRHgV6fcs/uwM4G371C63RfMbROjhOPY07v/s4+w80xcV5pBAgQIECAAAECBAgMqkD2/dNc3zdm70u/T4tWMbT+X/7pLeHYd/9w2hHe3Rzje7qPffQjU4+FSq5Jv4eL34vHgSfh90zPvU7eIyahdTowT+8iz5785ZStQV3l5kWAAAECbRAQWrehyuZIgAABAo0VmO148OQNejzi+4knnw733b112nOcf3jqR52dyPMJrbPtRcTkjwovTP63Hd7JV68jwnuF1unnmK1Z/ctdn0GdfqZ10s9cdlp3OzZcaN3Yl4CBEyBAgAABAgQIECAwi8Bsx4On3zd2Ox783m1jnWdCdwut4+Onsh8K7jacXqF1+tSreF/2GdTZZ1qn33fGY8Nn2mndbd5Cay8XAgQIECDQXAGhdXNrZ+QECBAg0AKBbqF1Mu30p9LX/so/nHbMW7xmIXdaz3QsXLosvY4Hj9ckx8LFT+NnjxDP80xroXULXhimSIAAAQIECBAgQIDAlMBMz3ye6X3jXHZar7/h+rDy8g+Gw0efD0m43Y1+pmdJJ7umk/s2rB/t/GevndZzfaa10NqLgAABAgQIDJaA0Hqw6mk2BAgQIDBgAtnQOj5X+u+t+eWwZvWqaW/wk0+fJ8+gzj7TOv1mPhLFT7PHr/hHh7hLO3s8ePaZ1vHfh//Pb4cN/9MNFz3TOv2z+On89Ff2GPBuP3vPe989dTxc8vPsHx+S8SRjjv10+178ebfQ2qftB+yFYToECBAgQIAAAQIECEwJZN8/9XrfmP2w81xC682f+VTnyO+ZgvHkfVivYDu+R/u3/+5wiO/9bv2n/6TzfjZ+dQutk/eyn7xlQ0jC7bhbOx5VvvbDH+qcJNbrfWP8/kzhuSVDgAABAgQI1FtAaF3v+hgdAQIECLRcoNux3g8/8viUyo2j1029aU/eyMfj2+LXg/ffNfU8sfSx3kuXXhZuXj8avveDv+4ZWsf7s+2l+0o/Pzpeu/m2T0/9QSFdsvQx4PEPHd1+9uMf/yTs3LF96ljz5A8NEwefmXZ9uv/0D7Jj6XZ0nT9ctPyFZPoECBAgQIAAAQIEBlggGyjHkLjb+8bZdjB3Ox48Ca0jX3x/+pOf/rTrjuv0MeBJKJ2QJ+8tP/jB90+7t9fjp9LvZdNlSz/LOn4/+5gqj4Ua4EVuagQIECDQCgGhdSvKbJIECBAgQKA6gfgHk9mOklvI0c2023sh+9U2AQIECBAgQIAAAQIE2iSQPAIqvRu6zPlX3X+Zc9UXAQIECBAYRAGh9SBW1ZwIECBAgEDNBOIn4l/+y+9ftKN6oYfZ7Wi5he5T+wQIECBAgAABAgQIEGijQK9HOJVhEQPrbzx3ODz0wD1Tx4+X0a8+CBAgQIAAgeIEhNbFWWqJAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoUEFr3CeZyAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEChOQGhdnKWWCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBPAaF1n2AuJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHiBITWxVlqiQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6FBBa9wnmcgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAoTkBoXZyllggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgTwGhdZ9gLidAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACB4gSE1sVZaokAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+hQQWvcJ5nICBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQKE5AaF2cpZYIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoE8BoXWfYC4nQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeIEhNbFWWqJAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoUEFr3CeZyAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEChOQGhdnKWWCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBPAaF1n2AuJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHiBITWxVlqiQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6FBBa9wnmcgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAoTkBoXZyllggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgTwGhdZ9gLidAgAABAgQIECBAgAABAgQIEPj/27NDGwAAAIRh/3/NDSST9QRROwIECBAgQIAAAQIECBDoBETrztITAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECJwCovUJZk6AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECnYBo3Vl6IkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFTQLQ+wcwJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoBMQrTtLTwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBwCojWJ5g5AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECHQConVn6YkAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIETgHR+gQzJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFOQLTuLD0RIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwCkgWp9g5gQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQCYjWnaUnAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEDgFROsTzJwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEOgHRurP0RIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKngGh9gpkTIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAp16XGAAABJxJREFUQCcgWneWnggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgFBCtTzBzAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgEROvO0hMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQInAKi9QlmToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKdgGjdWXoiQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgVNAtD7BzAkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgExCtO0tPBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAKiNYnmDkBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIdAKidWfpiQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgROAdH6BDMnQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgU5AtO4sPREgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAKSBan2DmBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAJiNadpScCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQOAVE6xPMnAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQ6AdG6s/REgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAqeAaH2CmRMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAJyBad5aeCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQOAUEK1PMHMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6ARE687SEwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAicAqL1CWZOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAp2AaN1ZeiJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBU0C0PsHMCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKATEK07S08ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgcAqI1ieYOQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAh0AqJ1Z+mJAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBE4B0foEMydAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBTkC07iw9ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMApIFqfYOYECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0AmI1p2lJwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBA4BUTrE8ycAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBDoB0bqz9ESAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECp8AAxvayqNO7sy8AAAAASUVORK5CYII=", "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": 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', '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": 237, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 238, "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": 239, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 239, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 240, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 347, "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": 347, "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": 348, "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": 349, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 349, "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": 350, "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": 351, "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": 352, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 353, "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": 355, "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": 355, "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": 356, "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 (€)-69,120-69,120
Result on electricity market (€)-302,169-193,125
Electricity taxes (€)-2,996-3,202
Grid transport costs (€)-28,897-50,256
HotWaterStorage OPEX (€)--9,000
EBITDA (€)165,422243,902
Depreciation (€)-69,120-81,120
EBITDA + depr (€)96,302162,782
\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 (€) -69,120 -69,120\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 (€) - -9,000\n", "EBITDA (€) 165,422 243,902\n", "Depreciation (€) -69,120 -81,120\n", "EBITDA + depr (€) 96,302 162,782" ] }, "execution_count": 356, "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": 357, "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 (€)-1,736,640
Regular Earnings (€)165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423
Irregular Cashflows (€)------------
EBITDA (€)165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423165,423
Depreciations (€) -/--69,120-69,120-69,120-69,120-69,120-69,120-69,120-69,120-69,120-69,120-69,120-69,120
EBIT (€)96,30396,30396,30396,30396,30396,30396,30396,30396,30396,30396,30396,303
Income tax (Vpb.) (€)-14,445-14,445-14,445-14,445-14,445-14,445-14,445-14,445-14,445-14,445-14,445-14,445
NOPLAT (€)81,85781,85781,85781,85781,85781,85781,85781,85781,85781,85781,85781,857
Depreciations (€) +/+69,12069,12069,12069,12069,12069,12069,12069,12069,12069,12069,12069,120
Free Cash Flow (€)-1,736,640150,977150,977150,977150,977150,977150,977150,977150,977150,977150,977150,977150,977
Simple Payback Period11.50266590360765 years
IRR (%)1%
WACC (%)10%
NPV of explicit period (€)-643,571
Discounted residual value (€)289,062
NPV (€)-643,571
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,736,640 \n", "Regular Earnings (€) 165,423 165,423 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 165,423 165,423 \n", "Depreciations (€) -/- -69,120 -69,120 \n", "EBIT (€) 96,303 96,303 \n", "Income tax (Vpb.) (€) -14,445 -14,445 \n", "NOPLAT (€) 81,857 81,857 \n", "Depreciations (€) +/+ 69,120 69,120 \n", "Free Cash Flow (€) -1,736,640 150,977 150,977 \n", "Simple Payback Period 11.50266590360765 years \n", "IRR (%) 1% \n", "WACC (%) 10% \n", "NPV of explicit period (€) -643,571 \n", "Discounted residual value (€) 289,062 \n", "NPV (€) -643,571 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 165,423 165,423 165,423 165,423 165,423 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 165,423 165,423 165,423 165,423 165,423 \n", "Depreciations (€) -/- -69,120 -69,120 -69,120 -69,120 -69,120 \n", "EBIT (€) 96,303 96,303 96,303 96,303 96,303 \n", "Income tax (Vpb.) (€) -14,445 -14,445 -14,445 -14,445 -14,445 \n", "NOPLAT (€) 81,857 81,857 81,857 81,857 81,857 \n", "Depreciations (€) +/+ 69,120 69,120 69,120 69,120 69,120 \n", "Free Cash Flow (€) 150,977 150,977 150,977 150,977 150,977 \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 (€) 165,423 165,423 165,423 165,423 165,423 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 165,423 165,423 165,423 165,423 165,423 \n", "Depreciations (€) -/- -69,120 -69,120 -69,120 -69,120 -69,120 \n", "EBIT (€) 96,303 96,303 96,303 96,303 96,303 \n", "Income tax (Vpb.) (€) -14,445 -14,445 -14,445 -14,445 -14,445 \n", "NOPLAT (€) 81,857 81,857 81,857 81,857 81,857 \n", "Depreciations (€) +/+ 69,120 69,120 69,120 69,120 69,120 \n", "Free Cash Flow (€) 150,977 150,977 150,977 150,977 150,977 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 357, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 358, "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 (€)-2,036,640
Regular Earnings (€)243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902
Irregular Cashflows (€)------------
EBITDA (€)243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902
Depreciations (€) -/--81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120
EBIT (€)162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782
Income tax (Vpb.) (€)-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417
NOPLAT (€)138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365
Depreciations (€) +/+81,12081,12081,12081,12081,12081,12081,12081,12081,12081,12081,12081,120
Free Cash Flow (€)-2,036,640219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485
Simple Payback Period9.27918749730711 years
IRR (%)4%
WACC (%)10%
NPV of explicit period (€)-491,944
Discounted residual value (€)338,768
NPV (€)-491,944
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -2,036,640 \n", "Regular Earnings (€) 243,902 243,902 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 \n", "Free Cash Flow (€) -2,036,640 219,485 219,485 \n", "Simple Payback Period 9.27918749730711 years \n", "IRR (%) 4% \n", "WACC (%) 10% \n", "NPV of explicit period (€) -491,944 \n", "Discounted residual value (€) 338,768 \n", "NPV (€) -491,944 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 243,902 243,902 243,902 243,902 243,902 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 243,902 243,902 243,902 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 -81,120 -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 162,782 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 -24,417 -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 138,365 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 81,120 81,120 81,120 \n", "Free Cash Flow (€) 219,485 219,485 219,485 219,485 219,485 \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 (€) 243,902 243,902 243,902 243,902 243,902 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 243,902 243,902 243,902 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 -81,120 -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 162,782 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 -24,417 -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 138,365 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 81,120 81,120 81,120 \n", "Free Cash Flow (€) 219,485 219,485 219,485 219,485 219,485 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 358, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.storage_case_PCM).show()" ] }, { "cell_type": "code", "execution_count": 359, "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": 360, "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": 361, "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": { "color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Heatpump VDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 1728000, 1728000 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 300000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report = ComparisonReport(s.cases, kind='capex').report\n", "report = report[report.index.str.contains('CAPEX')].T\n", "capex_fig = report.iplot(\n", " kind='bar', \n", " barmode='relative',\n", " colors=recoycolors,\n", " title='CAPEX by Casestudy',\n", " yTitle='CAPEX in €',\n", " dimensions=(600, 400),\n", " asFigure=True,\n", ")\n", "\n", "capex_fig = capex_fig.update_layout(legend_traceorder=\"reversed\")\n", "capex_fig" ] }, { "cell_type": "code", "execution_count": 362, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { 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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": 363, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 364, "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, -0.40318255, -0.32470321 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -568604.79, -403182.55, -324703.21 ] } ], "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": { "fillmode": 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AgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCYTEFpP5uYsAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCYTEFpP5uYsAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCYTEFpP5uYsAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCYTEFpP5uYsAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCYTEFpP5uYsAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJiBgNB6BoiWIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHJBITWk7k5iwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmICC0ngGiJQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgMgGh9WRuziJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBGQgIrWeAaAkCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmExAaD2Zm7MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYAYCQusZIFqiXoG7HvrH8Ft/fWvY+Ozn1buR1QkQIECgssDBg4fCUwcOhmccvqLyuU4gQIAAgXoF9u5/LDwy90R458t+ud6NrE6AAAECBAhkL7DvsSfDkUc8Ixx+mO+G2V8MAAgQIECAwIQCQusJ4ZzWnIDQujlrOxEgQKCqgNC6qpjjCRAg0JyA0Lo5azsRIECAAIHcBYTWuV8B+idAgAABAtMLCK2nN7RCzQJC65qBLU+AAIEpBITWU+A5lQABAjULCK1rBrY8AQIECBAgMC8gtHYxECBAgAABAtMKCK2nFXR+7QJC69qJbUCAAIGJBYTWE9M5kQABArULCK1rJ7YBAQIECBAg8M8CQmuXAgECBAgQIDCtgNB6WkHn1y4gtK6d2AYECBCYWEBoPTGdEwkQIFC7gNC6dmIbECBAgAABAkJr1wABAgQIECAwIwGh9YwgLVOfgNC6PlsrEyBAYFoBofW0gs4nQIBAfQJC6/psrUyAAAECBFIT+Ku//XL4lf9wXa+tDac8P1z/G28OR69dPbLNh/c9Fi77j78V7v7yV+Y/P+7Zx/TOOfn5J4Zb/+TPwttv+GD4nd+8PPzIi06ZP+a9v/dfwwdv+ZOn/f3gJk/u/3b4z+/+YPjjT322VC2pzUE/BAgQIEAgZwGhdc7Tj6R3oXUkg1ImAQJZCgitsxy7pgkQiERAaB3JoJRJgAABAgRaFviH++4PV1/3gXDV5W8ML1j/nF7o/LkvfCn835e8IRyx6hlPq64fWr/ll145H0oPPh68OP9jH/90OPUHnhcu2Xpeb41ijxt+95bwlfvuD//p8l9cEGb3N+iv+yMvOjm85Zde1fvr4u8+8aefDa8591+3rGR7AgQIECBAoG4BoXXdwtafWkBoPTWhBQgQIFCbgNC6NloLEyBAYGoBofXUhBYgQIAAAQJZCBQh871ff2A+KB4OsYcRyoTWxXrFz0+8+PReQF3cZf2DP3BS+NB/vS0Mht2Daw/XkQW+JgkQIECAAIF5AaG1i6HzAkLrzo9IgQQIZCwgtM54+FonQKDzAkLrzo9IgQQIECBAoBMCRaBc/Aze3Vw8/nuxcHn48eAnHPd94f+94sLwgz+wPhx+2IrendpFaP3TZ/9E+INbd4Vf/PlXhFv+6FPh1T/zsnDFf37fyHUHH09e1FKs+e63v7V357cfAgQIECBAIA8BoXUec466S6F11ONTPAECiQsIrRMfsPYIEIhaQGgd9fgUT4AAAQIEGhMoQuuTnnt8OPcV/6q356g7qZcqpgipb/mjPw3v+o2Lw7OPOWo+tC5C8GLt//2Vr4ctr35FeMFJ63rvwh4VhvffZf1zm88a+ejwxjBsRIAAAQIECLQmILRujd7GZQWE1mWlHEeAAIHmBYTWzZvbkQABAmUFhNZlpRxHgAABAgTyECge+33Jr78nfOPBb/Ya/vVL39ALqqveaT2sVYTcv/ab7w+X/PJ54eTnn7ggtC7uoP5vO+/ovR97/9zcoqH18J3W/drymIwuCRAgQIAAgUJAaD3mOnhk36Ph6muvD1suOC9sPGODq6YFAaF1C+i2JECAQEkBoXVJKIcRIECgBQGhdQvotiRAgAABAhEKVH2n9XCLS4XWg8eOu4PbO60jvHiUTIAAAQIEZiiQTGi987ZdYcdNtyygOXvTWWHrlvN7f9cPn/fc/0Dvz1defvGCEHrw/DM3bgiXXrQ1rFq5cv48ofUMr7qKSwmtK4I5nAABAg0KCK0bxLYVAQIEKgoIrSuCOZwAAQIECGQqUNyBffV1HwhXXf7G3juki/D4c1/4Uu/u6CNWPSP079D+T5f/Yu/R3cVd0cVP8b8XP8Xx/+tzd4f/59I3hDXPOmLBndaDpONC6/7nP/Kikxe8X/sTf/rZ8Jpz/3Wm09E2AQIECBDIRyCp0Hr3XffMh82DIywePXPDtu1h4+mnhc3nbAr33ve18O5t28MlF20NJ60/Mey+8+6w48MfDVddcVk4au2asH3HR3qnF4G3O63b/49BaN3+DFRAgACBxQSE1q4NAgQIdFdAaN3d2aiMAAECBAh0TWDw8dwbTnl+uP433hyOXru6V+ZwaD38mPHi+Kt/dWt4zvHHhMMPWzFxaF3s1X+39R9/6rO9vYdr6ZqbeggQIECAAIHZCWQRWhch9fs/eHN421su7IXSwyF2EVI/d90JvUC7+BkMsYs/Dz4evB9in3bqyfN3cc9uHFYaJSC0dl0QIECguwJC6+7ORmUECBAQWrsGCBAgQIAAgaYE9j32ZDjyiGf0Qms/BAgQIECAAIFJBJIKrQcfDz74aPDhO6kLqP7d1K9/7SsX3IVdfDZ4J/batWvmQ+tTTn5h79jNZ7/M+60nudomPEdoPSGc0wgQINCAgNC6AWRbECBAYEIBofWEcE4jQIAAAQIEKgsIrSuTOYEAAQIECBAYEkgmtB7sq3839Dkvf2nv7ukitN55+6cWPDp8OLQeDKJHhdavedW5Ydcdn5l/xHh/v0cefcJFVbPAlx7+avi9L+4Mpx29vuadLE+AAAECkwgcCofCsrBsklOdQ4AAAQI1Cjwy93h49DtPhqte8gs17mLpQmDFYSvCgacOwCBAgAABAtkKHDh4KCxftiws89Uw22tA4wQIECAQwlFrjsQwhUDnQ+sicL7muhtHtnjmxg0j32FdHLzztl3h63u+0XuE9yzutN5z/wNh3XOOn3/vdb+gp546OAW/U8sI3P3Ne8Nv7741nPF9zytzuGMIECBAoEGBQ4cOhacOHgqHr1je4K62IkCAAIEyAg/PPR4emXsiXHvWm8oc7hgCBAgQIECAwMQCjz85F454xmFhxQqPB58Y0YkECBAgEL3AYYf5N9Jphtj50HrS5gZD61m807q4a3vdCcc97Y7tSetzXnkBjwcvb+VIAgQINC3g8eBNi9uPAAEC5QU8Hry8lSMJECBAgACB6QQ8Hnw6P2cTIECAAAECISQRWu+fmws7/+STYfMrXh5WrVwZ+o8H33LBeb13TxefF++i3nj6ab3HhQ8+/vuk9Sc+7U7s/qPDi7u0h9cqwvDdd92z6B3eLqrZCwitZ29qRQIECMxKQGg9K0nrECBAYPYCQuvZm1qxXYEHn9gXdt33N+0WYXcCBAgQGC1wYHk4uOxAWL7c88FdIgQIEOiawHFHHh02rd/YtbLUQ+BpAkmE1kVXRdB8+6475hvc8rpX9wLq/k8/fC4e8138XHn5xb1Au/9ThNE7brql98fBx44Ph9b9vR7au1dw3dB/UELrhqBtQ4AAgQkEhNYToDmFAAECDQkIrRuCtk1jAm/75O+EuafmwqrDVza2p40IECBAoJzAskPLwsFwMCzzUutyYI4iQIBAgwLffPLRcPlLXh3OePbzG9zVVgSqCyQTWldv3RmxCAitY5mUOgkQyFFAaJ3j1PVMgEAsAkLrWCalzrIC/9enfjesfcaR4ZgjVpc9xXEECBAg0JDAt79zIBy2Yrk7rRvytg0BAgSqCPztP30lXPRD5wqtq6A5thUBoXUr7DatIiC0rqLlWAIECDQrILRu1ttuBAgQqCIgtK7s1XLqAAAgAElEQVSi5dgYBITWMUxJjQQI5CogtM518vomQCAGAaF1DFNSYyEgtHYddF5AaN35ESmQAIGMBYTWGQ9f6wQIdF5AaN35ESmwooDQuiKYwwkQINCggNC6QWxbESBAoKKA0LoimMNbExBat0Zv47ICQuuyUo4jQIBA8wJC6+bN7UiAAIGyAkLrslKOi0VAaB3LpNRJgECOAkLrHKeuZwIEYhEQWscyKXUKrV0DnRcQWnd+RAokQCBjAaF1xsPXOgECnRcQWnd+RAqsKCC0rgjmcAIECDQoILRuENtWBAgQqCggtK4I5vDWBITWrdHbuKyA0LqslOMIECDQvIDQunlzOxIgQKCsgNC6rJTjYhEQWscyKXUSIJCjgNA6x6nrmQCBWASE1rFMSp1Ca9dA5wWE1p0fkQIJEMhYQGid8fC1ToBA5wWE1p0fkQIrCgitK4I5nAABAg0KCK0bxLYVAQIEKgoIrSuCObw1AaF1a/Q2LisgtC4r5TgCBAg0LyC0bt7cjgQIECgrILQuK+W4WASE1rFMSp0ECOQoILTOcep6JkAgFgGhdSyTUqfQ2jXQeQGhdedHpEACBDIWEFpnPHytEyDQeQGhdedHpMCKAkLrimAOJ0CAQIMCQusGsW1FgACBigJC64pgDm9NQGjdGr2NywoIrctKOY4AAQLNCwitmze3IwECBMoKCK3LSjkuFgGhdSyTUicBAjkKCK1znLqeCRCIRUBoHcuk1Cm0dg10XkBo3fkRKZAAgYwFhNYZD1/rBAh0XkBo3fkRKbCigNC6IpjDCRAg0KCA0LpBbFsRIECgooDQuiKYw1sTEFq3Rm/jsgJC67JSjiNAgEDzAkLr5s3tSIAAgbICQuuyUo6LRUBoHcuk1EmAQI4CQuscp65nAgRiERBaxzIpdQqtXQOdFxBad35ECiRAIGMBoXXGw9c6AQKdFxBad35ECqwoILSuCOZwAgQINCggtG4Q21YECBCoKCC0rgjm8NYEhNat0du4rIDQuqyU4wgQINC8gNC6eXM7EiBAoKyA0LqslONiERBaxzIpdRIgkKOA0DrHqeuZAIFYBITWsUxKnUJr10DnBYTWnR+RAgkQyFhAaJ3x8LVOgEDnBYTWnR+RAisKCK0rgjmcAAECDQoIrRvEthUBAgQqCgitK4I5vDUBoXVr9DYuKyC0LivlOAIECDQvILRu3tyOBAgQKCsgtC4r5bhYBITWsUxKnQQI5CggtM5x6nomQCAWAaF1LJNSp9DaNdB5AaF150ekQAIEMhYQWmc8fK0TINB5AaF150ekwIoCQuuKYA4nQIBAgwJC6waxbUWAAIGKAkLrimAOb01AaN0avY3LCgity0o5jgABAs0LCK2bN7cjAQIEygoIrctKOS4WAaF1LJNSJwECOQoIrXOcup4JEIhFQGgdy6TUKbR2DXReQGjd+REpkACBjAWE1hkPX+sECHReQGjd+REpsKKA0LoimMMJECDQoIDQukFsWxEgQKCigNC6IpjDWxMQWrdGb+OyAkLrslKOI0CAQPMCQuvmze1IgACBsgJC67JSjotFQGgdy6TUSYBAjgJC6xynrmcCBGIREFrHMil1Cq1dA50XEFp3fkQKJEAgYwGhdcbD1zoBAp0XEFp3fkQKrCggtK4I5nACBAg0KCC0bhDbVgQIEKgoILSuCObw1gSE1q3R27isgNC6rJTjCBAg0LyA0Lp5czsSIECgrIDQuqyU42IREFrHMil1EiCQo4DQOsep65kAgVgEhNaxTEqdQmvXQOcFhNadH5ECCRDIWEBonfHwtU6AQOcFhNadH5ECKwoIrSuCOZwAAQINCgitG8S2FQECBCoKCK0rgjm8NQGhdWv0Ni4rILQuK+U4AgQINC8gtG7e3I4ECBAoKyC0LivluFgEhNaxTEqdBAjkKCC0znHqeiZAIBYBoXUsk1Kn0No10HkBoXXnR6RAAgQyFhBaZzx8rRMg0HkBoXXnR6TAigJC64pgDidAgECDAkLrBrFtRYAAgYoCQuuKYA5vTUBo3Rq9jcsKCK3LSjmOAAECzQsIrZs3tyMBAgTKCgity0o5LhYBoXUsk1InAQI5Cgitc5y6ngkQiEVAaB3LpNQptHYNdF5AaN35ESmQAIGMBYTWGQ9f6wQIdF5AaN35ESmwooDQuiKYwwkQINCggNC6QWxbESBAoKKA0LoimMNbExBat0Zv47ICQuuyUo4jQIBA8wJC6+bN7UiAAIGyAkLrslKOi0VAaB3LpNRJgECOAkLrHKeuZwIEYhEQWscyKXUKrV0DnRcQWnd+RAokQCBjAaF1xsPXOgECnRcQWnd+RAqsKCC0rgjmcAIECDQoILRuENtWBAgQqCggtK4I5vDWBITWrdHbuKyA0LqslOMIECDQvIDQunlzOxIgQKCsgNC6rJTjYhEQWscyKXUSIJCjgNA6x6nrmQCBWASE1rFMSp1Ca9dA5wWE1p0fkQIJEMhYQGid8fC1ToBA5wWE1p0fkQIrCgitK4I5nAABAg0KCK0bxLYVAQIEKgoIrSuCObw1AaH1GPpH9j0arr72+rDlgvPCxjM2tDaonDcWWuc8fb0TINB1AaF11yekPgIEchYQWuc8/TR7F1qnOVddESCQhoDQOo056oIAgTQFhNZpzjXFrpIMrbfv+Ei450t/F6664rJw1No1vbn1w+c99z/Q+/OVl1+8IITeeduusOOmW3qfnblxQ7j0oq1h1cqV8+cJrdu7/IXW7dnbmQABAuMEhNbjhHxOgACB9gSE1u3Z27keAaF1Pa5WJUCAwCwEhNazULQGAQIE6hEQWtfjatXZCyQXWheB9e277gjrnnP8fGi9f24u3LBte9h4+mlh8zmbwr33fS28e9v2cMlFW8NJ608Mu++8O+z48Efnjy/WKH62bjlfaD37a67yikLrymROIECAQGMCQuvGqG1EgACBygJC68pkTui4gNC64wNSHgECWQsIrbMev+YJEOi4gNC64wNS3rxAUqF1cbf01/d8I7zkh1+0IIQuQur3f/Dm8La3XNi783o4xC5C6ueuO6EXaBc/gyF28efBx4P379g+7dSTe6G2n/oFhNb1G9uBAAECkwoIrSeVcx4BAgTqFxBa129sh2YFhNbNetuNAAECVQSE1lW0HEuAAIFmBYTWzXrbbXKBZELrIrDefdc9vcd6f/nv/n5BaD18J3XB1b+b+vWvfeWCu7CLzwbvxF67ds18aH3KyS/sHbv57JfNP1q8+Md6P/UK3P3QP4Ybv3BreNGxz693I6sTIECAQGWBg4cOhQMHDobDD1tR+VwnECBAgEC9AkVove/bT4TffOnWejeyeli+/FA4eHAZiZoF/sOfbg9rVx4Zjlm1uuadLE+AAAECVQW+89SBsGLF8rB8mf9/WNXO8QQIEKhb4G8f+kq46Mxzw+nHPq/urbJff/ly/39wmosgidC6CKV33v6p+fdQD4fUw58XYMOh9WAQPSq0fs2rzg277vjM/CPG++h7931rGn/nlhD48iNfDR/44h+HHzx6fYmjHUKAAAECBAgQIECAQCHwyNzj4dHvPBl+/cWvB1KzQPHLW8U/1vupV+Adn//9sPrwI8NRK59V70ZWJ0CAAAECBAgQIJCQwBcfvi/84qmvCKfKWGqf6jFrn1n7Hilv0PnQugicr7nuxpEzOHPjhl5QvevTnwk7brrlacf032t9731fXXDndXFg1Tut99z/wIL3ZKd8UXStN48H79pE1EOAAIHvCXg8uKuBAAEC3RXwePDuzkZlkwl4PPhkbs4iQIBAEwIeD96Esj0IECAwmYDHg0/m5qzmBTofWk9CMnyn9SzeaX3Oy18a1p1w3II7uiepzTnVBYTW1c2cQYAAgaYEhNZNSduHAAEC1QWE1tXNnNFtAaF1t+ejOgIE8hYQWuc9f90TINBtAaF1t+ejuu8JZBFa75+bW/De6sHHf5+0/sQwHHL378LeuuX88Mi+R+ffab3xjA1h8N3Zq1audC01ICC0bgDZFgQIEJhQQGg9IZzTCBAg0ICA0LoBZFs0KiC0bpTbZgQIEKgkILSuxOVgAgQINCogtG6U22ZTCGQRWhc+/fC5eMx38XPl5ReHIoTu/xRhdP8R4/3Hjheh9HBoXRxfhNoP7d07/w7tKfydWkJAaF0CySEECBBoSUBo3RK8bQkQIFBCQGhdAskhUQkIraMal2IJEMhMQGid2cC1S4BAVAJC66jGlXWxSYbWWU80weaF1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAial9oHdGwci1VaJ3r5PVNgEAMAkLrGKakRgIEchUQWuc6+XT7FlqnO1udESAQv4DQOv4Z6oAAgXQFhNbpzja1zoTWqU00wX6E1gkOVUsECCQjILROZpQaIUAgQQGhdYJDzbwloXXmF4D2CRDotIDQutPjURwBApkLCK0zvwAiar90aL19x0fCQ3v3hksv2hpWrVy5oMX9c3Phhm3bw7HHHBO2bjk/ovaVGoOA0DqGKamRAIFcBYTWuU5e3wQIxCAgtI5hSmqsIiC0rqLlWAIECDQrILRu1ttuBAgQqCIgtK6i5dg2BUqF1o/sezRcfe31YcsF54WNZ2wYWe/uO+8OOz780XDVFZeFo9auabMneycmILRObKDaIUAgKQGhdVLj1AwBAokJCK0TG6h2gtDaRUCAAIHuCgituzsblREgQEBo7RqIRaB0aP2u974vvOkNrw0nrT9xZG/33ve18P4P3hze9pYLhdaxTD+SOoXWkQxKmQQIZCkgtM5y7JomQCASAaF1JINSZmkBoXVpKgcSIECgcQGhdePkNiRAgEBpAaF1aSoHtixQOrQevNN65227wroTjltw17U7rVueZMLbC60THq7WCBCIXkBoHf0INUCAQMICQuuEh5tpa0LrTAevbQIEohAQWkcxJkUSIJCpgNA608FH2Hap0Lroq3indfFTvLO6H1r3+y0eGT74eYQOSu6wgNC6w8NRGgEC2QsIrbO/BAAQINBhAaF1h4ejtIkEhNYTsTmJAAECjQgIrRthtgkBAgQmEhBaT8TmpBYESofW++fmwg3btvdKPOX7XxBe8Pz1vf99/9y3w647PhMefPAh77NuYYA5bCm0zmHKeiRAIFYBoXWsk1M3AQI5CAitc5hyXj0KrfOat24JEIhLQGgd17xUS4BAXgJC67zmHXO3pUPrfpPFHdW377pjQc9nbzqrdwe2HwJ1CAit61C1JgECBGYjILSejaNVCBAgUIeA0LoOVWu2KSC0blPf3gQIEFhaQGjtCiFAgEB3BYTW3Z2NyhYKVA6ti9NHPR4cLIG6BITWdclalwABAtMLCK2nN7QCAQIE6hIQWtcla922BITWbcnblwABAuMFhNbjjRxBgACBtgSE1m3J27eqwEShddVNHE9gGgGh9TR6ziVAgEC9AkLren2tToAAgWkEhNbT6Dm3iwJC6y5ORU0ECBD4roDQ2pVAgACB7goIrbs7G5UtFBBauyI6LyC07vyIFEiAQMYCQuuMh691AgQ6LyC07vyIFFhRQGhdEczhBAgQaFBAaN0gtq0IECBQUUBoXRHM4a0JCK1bo7dxWQGhdVkpxxEgQKB5AaF18+Z2JECAQFkBoXVZKcfFIiC0jmVS6iRAIEcBoXWOU9czAQKxCAitY5mUOoXWY66BR/Y9Gq6+9vqw5YLzwsYzNrhiWhAQWreAbksCBAiUFBBal4RyGAECBFoQEFq3gG7LWgWE1rXyWpwAAQJTCQitp+JzMgECBGoVEFrXymvxGQokE1rvvG1X2HHTLfM0W1736rD5nE3zf+6Hz3vuf6D3d1defvGCEHrw/DM3bgiXXrQ1rFq5MgitZ3i1TbiU0HpCOKcRIECgAQGhdQPItiBAgMCEAkLrCeGc1lkBoXVnR6MwAgQIeKe1a4AAAQIdFhBad3g4SlsgkERovX9uLnzo5o+F837up8NRa9c8LWguPr9h2/aw8fTTekH2vfd9Lbx72/ZwyUVbw0nrTwy777w77PjwR8NVV1zWO3/7jo/0kLZuOV9o3YH/YITWHRiCEggQILCIgNDapUGAAIHuCgituzsblU0mILSezM1ZBAgQaELAndZNKNuDAAECkwkIrSdzc1bzApVD6+E7lgdLXvec4+eD3+Zb+d6Oo0Lq93/w5vC2t1zYC6WHPy9C6ueuO2H+zuzBELtYdfDx4P3+Tzv15F6o7ad+AaF1/cZ2IECAwKQCQutJ5ZxHgACB+gWE1vUb26FZAaF1s952I0CAQBUBoXUVLccSIECgWQGhdbPedptcoHJoPXgX8uTb1ntmcSf1O975nvDmC7f0HgE+fCd1sXu/j9e/9pUL7sIuPhu8E3vt2jXzofUpJ7+wd+zms1/m/db1jnDB6kLrBrFtRYAAgYoCQuuKYA4nQIBAgwJC6waxbdWIgNC6EWabECBAYCIBofVEbE4iQIBAIwJC60aYbTIDgUqhdXGX8bve+77wpje8tvdY7a79DN4FPvhO6yK03nn7p+bfU13UPRxaDwbRo0Lr17zq3LDrjs/MP2K83/sTT367awzJ1fPFvfeF9931P8Ppx5yUXG8aIkCAQOwCB8OhcOjgobBixfLYW1E/AQIEkhN4eO7xsG/uifD2n/jF5HrrWkMrli0PBw4d7FpZydVz1Wc+ENY848hw9KrVyfWmIQIECMQucODAwbBs+bKwPCyLvRX1EyBAIDmBu/b+Y/jlDT8dTvs+GUvdwz3yiGfUvUXS63c+tC4C52uuu3HkEM7cuGFBEN0/aPjx37O403rP/Q+EUY8//9aTc0lfIF1orgitf/euj4cNx6zvQjlqIECAAIEBgUMhfDe0Xi60dmEQIECgawK90PrbT4S3/7jQuu7ZFL+8VfxjvZ96Ba768w+ENYcLretVtjoBAgQmEzhw8Luhtch6Mj9nESBAoE6Bu/feG7Zu+CmhdZ3I/7z2M49Y2cAu6W5RKbQuGIbf/9xVmp237Qpf3/ON3nunizunp32n9Tkvf2lYd8JxT7tju6v9p1SXx4OnNE29ECCQmoDHg6c2Uf0QIJCSgMeDpzRNvRQCHg/uOiBAgEB3BTwevLuzURkBAgQ8Htw1EItA5dC6CIBv/fgnwi+/8XVh1cpu/MZA8Vjwj/63/xmK91MXNfUfE14EzZvP2RSG77wefPx38Zjz4TuxB9/b3V9rywXn9d5jXYThu++6Z+Qd3rEMPbY6hdaxTUy9BAjkJCC0zmnaeiVAIDYBoXVsE1PvOAGh9TghnxMgQKA9AaF1e/Z2JkCAwDgBofU4IZ93RaBSaD34zuhRDYx6fHZTjRZB8+277pjfbvCd1sVfDtd+5eUX90Lo/k8RRu+46ZbeHwcfOz4cWhefF3s9tHev4Lqh4QqtG4K2DQECBCYQEFpPgOYUAgQINCQgtG4I2jaNCQitG6O2EQECBCoLCK0rkzmBAAECjQkIrRujttGUApVC6yn3cjqBiQSE1hOxOYkAAQKNCAitG2G2CQECBCYSEFpPxOakDgsIrTs8HKURIJC9gNA6+0sAAAECHRYQWnd4OEpbICC0dkF0XkBo3fkRKZAAgYwFhNYZD1/rBAh0XkBo3fkRKbCigNC6IpjDCRAg0KCA0LpBbFsRIECgooDQuiKYw1sTEFq3Rm/jsgJC67JSjiNAgEDzAkLr5s3tSIAAgbICQuuyUo6LRUBoHcuk1EmAQI4CQuscp65nAgRiERBaxzIpdZYKrfvvdf7Zn/o/wn//+CfCnvsfGCnX5jutjTJdAaF1urPVGQEC8QsIreOfoQ4IEEhXQGid7mxz7Uxonevk9U2AQAwCQusYpqRGAgRyFRBa5zr5+PouFVrH15aKUxIQWqc0Tb0QIJCagNA6tYnqhwCBlASE1ilNUy+FgNDadUCAAIHuCgituzsblREgQEBo7RqIRUBoHcukMq5TaJ3x8LVOgEDnBYTWnR+RAgkQyFhAaJ3x8BNtXWid6GC1RYBAEgJC6yTGqAkCBBIVEFonOtgE2xJaJzjU1FoSWqc2Uf0QIJCSgNA6pWnqhQCB1ASE1qlNVD9Ca9cAAQIEuisgtO7ubFRGgAABobVrIBYBoXUsk8q4TqF1xsPXOgECnRcQWnd+RAokQCBjAaF1xsNPtHWhdaKD1RYBAkkICK2TGKMmCBBIVEBonehgE2xLaJ3gUFNrSWid2kT1Q4BASgJC65SmqRcCBFITEFqnNlH9CK1dAwQIEOiugNC6u7NRGQECBITWroFYBEqF1o/sezRcfe31vZ6uuuKycNTaNbH0p84EBITWCQxRCwQIJCsgtE52tBojQCABAaF1AkPUwgIBobULggABAt0VEFp3dzYqI0CAgNDaNRCLQKnQumimH1zvuf+BXm9XXn5x2HjGhlj6VGfEAkLriIendAIEkhcQWic/Yg0SIBCxgNA64uEpfaSA0NqFQYAAge4KCK27OxuVESBAQGjtGohFoHRoPdjQ9h0fCbfvuqP3V2dvOits3XJ+LP2qM0IBoXWEQ1MyAQLZCAitsxm1RgkQiFBAaB3h0JS8pIDQ2gVCgACB7goIrbs7G5URIEBAaO0aiEVgotC639zuO+8O11x3Y++P655zvEeHxzL1yOoUWkc2MOUSIJCVgNA6q3FrlgCByASE1pENTLljBYTWY4kcQIAAgdYEhNat0duYAAECYwWE1mOJHNARgalC634P++fmwg3btocHH3xIcN2RwaZUhtA6pWnqhQCB1ASE1qlNVD8ECKQkILROaZp6KQSE1q4DAgQIdFdAaN3d2aiMAAECQmvXQCwCMwmt+++7Lpq+6orLwlFr18TSvzojEBBaRzAkJRIgkK2A0Drb0WucAIEIBITWEQxJiZUEhNaVuBxMgACBRgWE1o1y24wAAQKVBITWlbgc3KLAVKG1x4O3OLmMthZaZzRsrRIgEJ2A0Dq6kSmYAIGMBITWGQ07k1aF1pkMWpsECEQpILSOcmyKJkAgEwGhdSaDTqDNyqF1/1HgX9h9d6/9szedFbZuOT8BCi10VUBo3dXJqIsAAQIhCK1dBQQIEOiugNC6u7NR2WQCQuvJ3JxFgACBJgSE1k0o24MAAQKTCQitJ3NzVvMCpUPre+/7WnjHO98THnvs8V6VV15+cdh4xobmK7ZjdgJC6+xGrmECBCISEFpHNCylEiCQnYDQOruRJ9+w0Dr5EWuQAIGIBYTWEQ9P6QQIJC8gtE5+xMk0WCq09s7qZOYdZSNC6yjHpmgCBDIREFpnMmhtEiAQpYDQOsqxKXoJAaG1y4MAAQLdFRBad3c2KiNAgIDQ2jUQi0Cp0DqWZtSZpoDQOs256ooAgTQEhNZpzFEXBAikKSC0TnOuOXcltM55+nonQKDrAkLrrk9IfQQI5CwgtM55+nH1Xim03r7jI+H2XXf0OvQu67gGHXO1QuuYp6d2AgRSFxBapz5h/REgELOA0Drm6al9lIDQ2nVBgACB7goIrbs7G5URIEBAaO0aiEWgdGi987ZdYfdd94RLL9oaVq1cGYoA+7nrTgibz9kUS6/qjFRAaB3p4JRNgEAWAkLrLO2xjzQAACAASURBVMasSQIEIhUQWkc6OGUvKiC0dnEQIECguwJC6+7ORmUECBAQWrsGYhEoFVrvn5sLN2zbHjaf/bKw8YwNvd7uve9r4f0fvDm87S0XhqPWromlX3VGKCC0jnBoSiZAIBsBoXU2o9YoAQIRCgitIxyakpcUEFq7QAgQINBdAaF1d2ejMgIECAitXQOxCJQKrR/Z92h413vfF970hteGk9af2Ott1N/F0rQ64xIQWsc1L9USIJCXgNA6r3nrlgCBuASE1nHNS7XjBYTW440cQYAAgbYEhNZtyduXAAEC4wWE1uONHNENgalC66uvvT5sueC8+buvu9GSKlITEFqnNlH9ECCQkoDQOqVp6oUAgdQEhNapTVQ/QmvXAAECBLorILTu7mxURoAAAaG1ayAWAaF1LJPKuE6hdcbD1zoBAp0XEFp3fkQKJEAgYwGhdcbDT7R1oXWig9UWAQJJCAitkxijJggQSFRAaJ3oYBNsq3RoXdxVvef+B5YkWPec48NVV1zmHdcJXihttiS0blPf3gQIEFhaQGjtCiFAgEB3BYTW3Z2NyiYTEFpP5uYsAgQINCEgtG5C2R4ECBCYTEBoPZmbs5oXKBVaN1+WHQl8T0Bo7WogQIBAdwWE1t2djcoIECAgtHYNpCYgtE5tovohQCAlAaF1StPUCwECqQkIrVObaLr9CK3TnW0ynQmtkxmlRggQSFBAaJ3gULVEgEAyAkLrZEapkX8WEFq7FAgQINBdAaF1d2ejMgIECAitXQOxCJQKrR/Z92jwePBYRppenULr9GaqIwIE0hEQWqczS50QIJCegNA6vZnm3pHQOvcrQP8ECHRZQGjd5emojQCB3AWE1rlfAfH0Xyq0HtfO9h0fCbfvuiN4p/U4KZ9PIiC0nkTNOQQIEGhGQGjdjLNdCBAgMImA0HoSNed0WUBo3eXpqI0AgdwFhNa5XwH6J0CgywJC6y5PR22DAlOF1rvvvDtcc92NvfWuvPzisPGMDcnp9u8y33LBeUn2F8PAhNYxTEmNBAjkKiC0znXy+iZAIAYBoXUMU1JjFQGhdRUtxxIgQKBZAaF1s952I0CAQBUBoXUVLce2KTBRaL1/bi7csG17+MLuu8PZm84KW7ec32YPvb37d3v3C9nyuleHzedsmq9r+BHnwyH7ztt2hR033dI7/syNG8KlF20Nq1auDELr1kcbhNbtz0AFBAgQWExAaO3aIECAQHcFhNbdnY3KJhMQWk/m5iwCBAg0ISC0bkLZHgQIEJhMQGg9mZuzmheoHFr3w93Vq58Vfu1X3xpOWn9i81UP7ViE6B+6+WPhvJ/76XDU2jXh3vu+Ft7xzveEN1+4pXd3dD9k33j6ab0gu/j83du2h0su2tqrv7hjfMeHPxquuuKy3vlFAF78FGG80Lr18Qqt2x+BCggQILCogNDaxUGAAIHuCgituzsblU0mILSezM1ZBAgQaEJAaN2Esj0IECAwmYDQejI3ZzUvUDq07gfBjz32eBi+i7n5spfecVRI/f4P3hze9pYLe6H08OdFSP3cdSfM35k9GGIXO1197fWh/3jwfoh92qknd+IO867Z11GPO63rULUmAQIEZiMgtJ6No1UIECBQh4DQug5Va7YpILRuU9/eBAgQWFpAaO0KIUCAQHcFhNbdnY3KFgqUCq37Qe1xxx07/9jsLkMO3x09fCd1UXv/burXv/aVvUed9+/CLj4bvBN77do186H1KSe/sHfs5rNf5v3WDV4AQusGsW1FgACBigJC64pgDidAgECDAkLrBrFt1YiA0LoRZpsQIEBgIgGh9URsTiJAgEAjAkLrRphtMgOBSqH1nvsfWHLLdc85fv4R2zOobeIlBh/vXSxShNY7b//UgsB9OLQeDKJHhdavedW5Ydcdn1kQbhdrP/zoExPX6cRyAl96+KvhA1/cGU47en25ExxFgAABAo0JHPrnnZY1tqONCBAgQKCswCNzj4dHv/Nk+PWX/ELZUxw3ocDhh60I33nqwIRnO62swNs/9/th9eFHhKNXPqvsKY4jQIAAgYYEfDdsCNo2BAgQmEDgnofvC2/8wZ8Mp8pYJtCrdsrRa46sdoKjFwiUCq3bNCsC52uuu3FkCWdu3PC0O7+LMPqhvXsX/P0s7rQuAvtRofyBAwfb5Mli77u/eW/Y9oVbwxnHPi+LfjVJgACBmAQOHQqh+P+Fhx22PKay1UqAAIEsBB7e/3jYN/dEuPalb8qi3zabPLRseVh2yHfDumdwxae3hzUrjwzHrFpd91bWJ0CAAIGKAk89dTCsWLE8LPMbzRXlHE6AAIH6Be78p38M//7MfxNOl7HUjl38/0I/kwt0PrSu0tqowLo4v7hzetp3Wp/z8peGdScc97Q7tqvU59jJBDwefDI3ZxEgQKAJAY8Hb0LZHgQIEJhMwOPBJ3NzVncFPB68u7NRGQECBDwe3DVAgACB7gp4PHh3Z6OyhQLJhNbDjwQfbHP/3NyC91YPPv77pPUn9h4fvuPDH51/tPngWsPvx955266w+657oni3dyoXu9A6lUnqgwCBFAWE1ilOVU8ECKQiILROZZL66AsIrV0LBAgQ6K6A0Lq7s1EZAQIEhNaugVgEkgit+8Hy8Du3Bx8fPnzMlZdfHDaesWF+TkUYveOmW3p/HnXelgvOmz9+sTu6Yxl6bHUKrWObmHoJEMhJQGid07T1SoBAbAJC69gmpt5xAkLrcUI+J0CAQHsCQuv27O1MgACBcQJC63FCPu+KQBKhdVcw1VGPgNC6HlerEiBAYBYCQutZKFqDAAEC9QgIretxtWp7AkLr9uztTIAAgXECQutxQj4nQIBAewJC6/bs7VxNQGhdzcvRLQgIrVtAtyUBAgRKCgitS0I5jAABAi0ICK1bQLdlrQJC61p5LU6AAIGpBITWU/E5mQABArUKCK1r5bX4DAWE1jPEtFQ9AkLrelytSoAAgVkICK1noWgNAgQI1CMgtK7H1artCQit27O3MwECBMYJCK3HCfmcAAEC7QkIrduzt3M1AaF1NS9HtyAgtG4B3ZYECBAoKSC0LgnlMAIECLQgILRuAd2WtQoIrWvltTgBAgSmEhBaT8XnZAIECNQqILSuldfiMxQQWs8Q01L1CAit63G1KgECBGYhILSehaI1CBAgUI+A0LoeV6u2JyC0bs/ezgQIEBgnILQeJ+RzAgQItCcgtG7P3s7VBITW1bwc3YKA0LoFdFsSIECgpIDQuiSUwwgQINCCgNC6BXRb1iogtK6V1+IECBCYSkBoPRWfkwkQIFCrgNC6Vl6Lz1BAaD1DTEvVIyC0rsfVqgQIEJiFgNB6ForWIECAQD0CQut6XK3anoDQuj17OxMgQGCcgNB6nJDPCRAg0J6A0Lo9eztXExBaV/NydAsCQusW0G1JgACBkgJC65JQDiNAgEALAkLrFtBtWauA0LpWXosTIEBgKgGh9VR8TiZAgECtAkLrWnktPkMBofUMMS1Vj4DQuh5XqxIgQGAWAkLrWShagwABAvUICK3rcbVqewJC6/bs7UyAAIFxAkLrcUI+J0CAQHsCQuv27O1cTUBoXc3L0S0ICK1bQLclAQIESgoIrUtCOYwAAQItCAitW0C3Za0CQutaeS1OgACBqQSE1lPxOZkAAQK1Cgita+W1+AwFhNYzxLRUPQJC63pcrUqAAIFZCAitZ6FoDQIECNQjILSux9Wq7QkIrduztzMBAgTGCQitxwn5nAABAu0JCK3bs7dzNQGhdTUvR7cgILRuAd2WBAgQKCkgtC4J5TACBAi0ICC0bgHdlrUKCK1r5bU4AQIEphIQWk/F52QCBAjUKiC0rpXX4jMUEFrPENNS9QgIretxtSoBAgRmISC0noWiNQgQIFCPgNC6HlerticgtG7P3s4ECBAYJyC0HifkcwIECLQnILRuz97O1QSE1tW8HN2CgNC6BXRbEiBAoKSA0LoklMMIECDQgoDQugV0W9YqILSuldfiBAgQmEpAaD0Vn5MJECBQq4DQulZei89QQGg9Q0xL1SMgtK7H1aoECBCYhYDQehaK1iBAgEA9AkLrelyt2p6A0Lo9ezsTIEBgnIDQepyQzwkQINCegNC6PXs7VxMQWlfzcnQLAkLrFtBtSYAAgZICQuuSUA4jQIBACwJC6xbQbVmrgNC6Vl6LEyBAYCoBofVUfE4mQIBArQJC61p5LT5DAaH1DDEtVY+A0LoeV6sSIEBgFgJC61koWoMAAQL1CAit63G1ansCQuv27O1MgACBcQJC63FCPidAgEB7AkLr9uztXE1AaF3Ny9EtCAitW0C3JQECBEoKCK1LQjmMAAECLQgIrVtAt2WtAkLrWnktToAAgakEhNZT8TmZAAECtQoIrWvltfgMBYTWM8S0VD0CQut6XK1KgACBWQgIrWehaA0CBAjUIyC0rsfVqu0JCK3bs7czAQIExgkIrccJ+ZwAAQLtCQit27O3czUBoXU1L0e3ICC0bgHdlgQIECgpILQuCeUwAgQItCAgtG4B3Za1Cgita+W1OAECBKYSEFpPxedkAgQI1CogtK6V1+IzFBBazxDTUvUICK3rcbUqAQIEZiEgtJ6FojUIECBQj4DQuh5Xq7YnILRuz97OBAgQGCcgtB4n5HMCBAi0JyC0bs/eztUEhNbVvBzdgoDQugV0WxIgQKCkgNC6JJTDCBAg0IKA0LoFdFvWKiC0rpXX4gQIEJhKQGg9FZ+TCRAgUKuA0LpWXovPUEBoPUNMS9UjILSux9WqBAgQmIWA0HoWitYgQIBAPQJC63pcrdqegNC6PXs7EyBAYJyA0HqckM8JECDQnoDQuj17O1cTEFpX83J0CwJC6xbQbUmAAIGSAkLrklAOI0CAQAsCQusW0G1Zq4DQulZeixMgQGAqAaH1VHxOJkCAQK0CQutaeS0+QwGh9QwxLVWPgNC6HlerEiBAYBYCQutZKFqDAAEC9QgIretxtWp7AkLr9uztTIAAgXECQutxQj4nQIBAewJC6/bs7VxNQGhdzcvRLQgIrVtAtyUBAgRKCgitS0I5jAABAi0ICK1bQLdlrQJC61p5LU6AAIGpBITWU/E5mQABArUKCK1r5bX4DAWE1jPEtFQ9AkLrelytSoAAgVkICK1noWgNAgQI1CMgtK7H1artCQit27O3MwECBMYJCK3HCfmcAAEC7QkIrduzt3M1AaF1NS9HtyAgtG4B3ZYECBAoKSC0LgnlMAIECLQgILRuAd2WtQoIrWvltTgBAgSmEhBaT8XnZAIECNQqILSuldfiMxQQWs8Q01L1CAit63G1KgECBGYhILSehaI1CBAgUI+A0LoeV6u2JyC0bs/ezgQIEBgnILQeJ+RzAgQItCcgtG7P3s7VBITW1bwc3YKA0LoFdFsSIECgpIDQuiSUwwgQINCCgNC6BXRb1iogtK6V1+IECBCYSkBoPRWfkwkQIFCrgNC6Vl6Lz1BAaD1DTEvVIyC0rsfVqgQIEJiFgNB6ForWIECAQD0CQut6XK3anoDQuj17OxMgQGCcgNB6nJDPCRAg0J6A0Lo9eztXExBaj/F6ZN+j4eprrw9bLjgvbDxjQzVdR89EQGg9E0aLECBAoBYBoXUtrBYlQIDATASE1jNhtEiHBITWHRqGUggQIDAkILR2SRAgQKC7AkLr7s5GZQsFkgutd962K3x9zzfC1i3nL+i0Hz7vuf+B3t9fefnFC0Lo4rwdN93S++zMjRvCpRdtDatWrgxC6/b/kxFatz8DFRAgQGAxAaG1a4MAAQLdFRBad3c2KptMQGg9mZuzCBAg0ISA0LoJZXsQIEBgMgGh9WRuzmpeIJnQevedd4drrruxJ3j2prMWhNb75+bCDdu2h42nnxY2n7Mp3Hvf18K7t20Pl1y0NZy0/sRQnLvjwx8NV11xWThq7ZqwfcdHeusUwbfQuvmLcnhHoXX7M1ABAQIEFhMQWrs2CBAg0F0BoXV3Z6OyyQSE1pO5OYsAAQJNCAitm1C2BwECBCYTEFpP5uas5gWSCa37dKPutC5C6vd/8Obwtrdc2Aulh0PsIqR+7roTeoF28TMYYhd/Hnw8eD/EPu3Uk592N3fz48tjR6F1HnPWJQECcQoIreOcm6oJEMhDQGidx5xz6lJondO09UqAQGwCQuvYJqZeAgRyEhBa5zTtuHvNIrQevpO6GFn/burXv/aVC+7CLj4bvBN77do186H1KSe/sHfs5rNfNv9o8acOHIj7Coig+ru/eW/47S/8j3DGsc+LoFolZiVwKKtuNUtgpMDBQ4fCgQMHw+GHryBEgAABAh0TeHj/42Hf3BPh2pe+qWOVpVfOsmXLw6FDB9NrrGMdXfHp7WHNyiPDMatWd6wy5RAgQIDAd75zIKxYsTwsX7YMBgECuQn4z77zE7/zn/4x/MqZPxNOl7HUPqvDVvg30mmQswmtd97+qfn3VBdgw6H1YBA9KrR+zavODbvu+Mz8I8b76A/ve2Iaf+eWEPjSI18NH/jiznDa0etLHO0QAgQIEGhS4Lu/u3EoLAu+oTTpbi8CBAiUEXhk7vHw6HeeDL/+4l8oc7hjphA4/LAV4TtP+YXmKQhLnfr2z/9+WH34EeHolc8qdbyDCBAgQKA5gUOHDoWwzDfD5sTtRIAAgfIC9zx8X3jjqT8ZTpWxlEeb8Mij1x454ZlOKwQ6H1oPvqt6eGRnbtywIIguPh/1ePBZ3Gm95/4HwrrnHD//3muXT3MCHg/enLWdCBAgUFXA48GrijmeAAECzQl4PHhz1nZqRsDjwZtxtgsBAgQmEfB48EnUnEOAAIFmBDwevBlnu0wv0PnQumqLdb3T+pyXvzSsO+G4MHzHdtX6HF9dQGhd3cwZBAgQaEpAaN2UtH0IECBQXUBoXd3MGd0WEFp3ez6qI0AgbwGhdd7z1z0BAt0WEFp3ez6q+55AFqH1/rm5Be+tHnz890nrTwzDd2L3Hx2+dcv54ZF9j86/03rjGRt6d3Lvvuuep93h7aKqT0BoXZ+tlQkQIDCtgNB6WkHnEyBAoD4BoXV9tlZuR0Bo3Y67XQkQIFBGQGhdRskxBAgQaEdAaN2Ou12rCyQTWo96jPiVl18ciqC5+OmHz8Vjvoufwc+KPxdh9I6bbul9NvjY8eHQuvi8CLUf2rtXcF39epvoDKH1RGxOIkCAQCMCQutGmG1CgACBiQSE1hOxOanDAkLrDg9HaQQIZC8gtM7+EgBAgECHBYTWHR6O0hYIJBNam2u6AkLrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttI5vZtlVLLTObuQaJkAgIgGhdUTDUioBAtkJCK2zG3nyDQutkx+xBgkQiFhAaB3x8JROgEDyAkLr5EecTINC62RGmW4jQut0Z6szAgTiFxBaxz9DHRAgkK6A0Drd2ebamdA618nrmwCBGASE1jFMSY0ECOQqILTOdfLx9S20jm9m2VUstM5u5BomQCAiAaF1RMNSKgEC2QkIrbMbefINC62TH7EGCRCIWEBoHfHwlE6AQPICQuvkR5xMg0LrZEaZbiNC63RnqzMCBOIXEFrHP0MdECCQroDQOt3Z5tqZ0DrXyeubAIEYBITWMUxJjQQI5CogtM518vH1LbSOb2bZVSy0zm7kGiZAICIBoXVEw1IqAQLZCQitsxt58g0LrZMfsQYJEIhYQGgd8fCUToBA8gJC6+RHnEyDQutkRpluI0LrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttI5vZtlVLLTObuQaJkAgIgGhdUTDUioBAtkJCK2zG3nyDQutkx+xBgkQiFhAaB3x8JROgEDyAkLr5EecTINC62RGmW4jQut0Z6szAgTiFxBaxz9DHRAgkK6A0Drd2ebamdA618nrmwCBGASE1jFMSY0ECOQqILTOdfLx9S20jm9m2VUstM5u5BomQCAiAaF1RMNSKgEC2QkIrbMbefINC62TH7EGCRCIWEBoHfHwlE6AQPICQuvkR5xMg0LrZEaZbiNC63RnqzMCBOIXEFrHP0MdECCQroDQOt3Z5tqZ0DrXyeubAIEYBITWMUxJjQQI5CogtM518vH1LbSOb2bZVSy0zm7kGiZAICIBoXVEw1IqAQLZCQitsxt58g0LrZMfsQYJEIhYQGgd8fCUToBA8gJC6+RHnEyDQutkRpluI0LrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttI5vZtlVLLTObuQaJkAgIgGhdUTDUioBAtkJCK2zG3nyDQutkx+xBgkQiFhAaB3x8JROgEDyAkLr5EecTINC62RGmW4jQut0Z6szAgTiFxBaxz9DHRAgkK6A0Drd2ebamdA618nrmwCBGASE1jFMSY0ECOQqILTOdfLx9S20jm9m2VUstM5u5BomQCAiAaF1RMNSKgEC2QkIrbMbefINC62TH7EGCRCIWEBoHfHwlE6AQPICQuvkR5xMg0LrZEaZbiNC63RnqzMCBOIXEFrHP0MdECCQroDQOt3Z5tqZ0DrXyeubAIEYBITWMUxJjQQI5CogtM518vH1LbSOb2bZVSy0zm7kGiZAICIBoXVEw1IqAQLZCQitsxt58g0LrZMfsQYJEIhYQGgd8fCUToBA8gJC6+RHnEyDQutkRpluI0LrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttI5vZtlVLLTObuQaJkAgIgGhdUTDUioBAtkJCK2zG3nyDQutkx+xBgkQiFhAaB3x8JROgEDyAkLr5EecTINC62RGmW4jQut0Z6szAgTiFxBaxz9DHRAgkK6A0Drd2ebamdA618nrmwCBGASE1jFMSY0ECOQqILTOdfLx9S20jm9m2VUstM5u5BomQCAiAaF1RMNSKgEC2QkIrbMbefINC62TH7EGCRCIWEBoHfHwlE6AQPICQuvkR5xMg0LrZEaZbiNC63RnqzMCBOIXEFrHP0MdECCQroDQOt3Z5tqZ0DrXyeubAIEYBITWMUxJjQQI5CogtM518vH1LbSOb2bZVSy0zm7kGiZAICIBoXVEw1IqAQLZCQitsxt58g0LrZMfsQYJEIhYQGgd8fCUToBA8gJC6+RHnEyDQutkRpluI0LrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttI5vZtlVLLTObuQaJkAgIgGhdUTDUioBAtkJCK2zG3nyDQutkx+xBgkQiFhAaB3x8JROgEDyAkLr5EecTINC62RGmW4jQut0Z6szAgTiFxBaxz9DHRAgkK6A0Drd2ebamdA618nrmwCBGASE1jFMSY0ECOQqILTOdfLx9S20jm9m2VUstM5u5BomQCAiAaF1RMNSKgEC2QkIrbMbefINC62TH7EGCRCIWEBoHfHwlE6AQPICQuvkR5xMg0LrZEaZbiNC63RnqzMCBOIXEFrHP0MdECCQroDQOt3Z5tqZ0DrXyeubAIEYBITWMUxJjQQI5CogtM518vH1LbSOb2bZVSy0zm7kGiZAICIBoXVEw1IqAQLZCQitsxt58g0LrZMfsQYJEIhYQGgd8fCUToBA8gJC6+RHnEyDQutkRpluI0LrdGerMwIE4hcQWsc/Qx0QIJCugNA63dnm2pnQOtfJ65sAgRgEhNYxTEmNBAjkKiC0znXy8fUttC4xs5237Qo7brqld+SZGzeESy/aGlatXFniTIfMQkBoPQtFaxAgQKAeAaF1Pa5WJUCAwCwEhNazULRGlwSE1l2ahloIECCwUEBo7YogQIBAdwWE1t2djcoWCgitx1wRu++8O+z48EfDVVdcFo5auyZs3/GR3hlbt5zvWmpIQGjdELRtCBAgMIGA0HoCNKcQIECgIQGhdUPQtmlMQGjdGLWNCBAgUFlAaF2ZzAkECBBoTEBo3Ri1jaYUEFqPASxC6ueuOyFsPmdT78jhEHtKf6eXEBBal0ByCAECBFoSEFq3BG9bAgQIlBAQWpdAckhUAkLrqMalWAIEMhMQWmc2cO0SIBCVgNA6qnFlXazQeonx75+bCzds2x42nn7afGh9731fC+/etj1cctHWcNL6E7O+eJpqXmjdlLR9CBAgUF1AaF3dzBkECBBoSkBo3ZS0fZoSEFo3JW0fAgQIVBcQWlc3cwYBAgSaEhBaNyVtn2kFhNZLCPZD681nvyxsPGND78jh0Pqhhx+fdgbOHyPw5Ue+Gv7L3f8jfN+q1awIECBAoIMCy8PycDAc7GBlSiJAgEDeAk8e+HY4fPlh4T++eEveELpPRuDqz+0I3z74VDjisGck05NGCBAgkIrA8mXLw8FDvhemMk99ECCQlsA39z8WLjztZ8KpR69Pq7EOdnPs0c/qYFXxlCS0XmJWZe60FlrHc7GrlAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAdAkLr6VSF1mP8vNN6ugvM2QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEFhKQGg95vrYfefdYceHPxquuuKycNTaNaEIsYufrVvOd2URIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwJQCQusSgDtv2xV23HRL78gzN24Il160NaxaubLEmQ4hQIAAAQIEmhYY/oWzpve3HwECBAgQIECAAAECBAgQIECAAAECBAhUExBaV/NyNAECBAgQqFWg+EWp3Xfds+AXpO6972vh3du2h0su2hpOWn/ixPvPap2JC2joRKF1Q9C2IUCAAAECBAgQIJCYgO9j0w/0kX2PhquvvT7suf+B5r8XHQAAEXlJREFU+cX6NwHt3z/X+2zLBeeFjWdsmH6zBlcovmdec92N8zuuXv2s8Gu/+tYF39EXO+b4458dbti2PTz44EPzT/MsFupbFf97/ymfDbZkKwIECBAg0DkBoXXnRqIgAgQIEMhZwD+STD99ofX0hlYgQIAAAQIECBAgkKOA72PTTX3/3FwvnN14+mlh8zmb5he76Q/+MPyrf/mSsHbtmqhD68FXSBbfO3/rfTvmg+vi2vnYrTsXBNnFL47/2V98LrzqZ3+q5/Ktx58IP/EvXzxvU5zzmb/4fPjWE08Irae79JxNgAABAokICK0TGaQ2CBAgQCANgbL/SLLYqyuGf6u9/xvthU7xJfkLu++eh7ry8ovDnm882Luz+5lHHBH+1198vvdZ8ffFb7331xr8LfjtOz4SnrvuhN6X7KKGP//Lv+qd83d//w/z537ur/823L7rjgVrFX8ozn3yySfDt558slfHqN9MH5zicC/9usatNRha//ln/+ppd64XdRQ/W7ecn8ZFowsCBAgQIECAAAECBGYi4PvYaMbiO9RLfvhFY++OHvd0r2Kd/nfFYqctr3t177tlcd473vme8Nhjjy/4ntj/TnjWj/9o+Phtu3rFFXc33/Pl/z3/KsfB77D96of3GXzd41LfM5e6iIZ/Obof0G8++2XhpPX/Yskwvn/sj7/4h8Off/6vw6/80i/0tvqd3/v9UPzdf//4J4TWM/kv2CIECBAgELuA0Dr2CaqfAAECBJISKPOPJMUxt33y0/NfageD5OKLdPEzGDqf8/KXzv9DwPBjxvvhdz8QHvwiXqwz/Oi24dB68DfJh9ca7qU49y8//zcLfhN9+FHo/WEO/4Z+/x8x3nzhll5vS6315b/7+9D/DfhivXe9933hTW94be+xbeP+ESWpi0kzBAgQIECAAAECBAhUEvB9bDRX2dC6Hwgfd9yxC1551V911C9GD//d4B3M/TuzB9crvivu/JNPhs2veHlYtXJl75epB78fj/pz/3tn//Hkg9+R3//Bm8Pb3nJhOGrtmiWvleHQerDu4sTBu7CHFxoMuItfHC9+1p1wXO+XyIv/udS5lS5gBxMgQIAAgcgFhNaRD1D5BAgQIJCWwOAd1IOd9e9K7r8La/Bxa8WX5523f2rkPwoM3lU8KrAd/keZwS/eo35bfDi0Hgydh7/ED/95+A7npQLkUZ8Nnj+81qDBYGhd/MND0ePX93yjd2f14P+e1pWjGwIECBAgQIAAAQIEphXwfWy0YNnQujh71Dut+3dUjwqtF7uDufjO++M/+iNjHyc++N1x1Pflwe+8w98VB8Pkce/YHq5zMBy/976vLvqdvDAZviu7+MXqI595RO+O6+JcofW0/+U6nwABAgRSERBapzJJfRAgQIBAEgLjfrO//yV88DHfReODjzsbfhTa2ZvO6gW2ZULrcY84m2VoXfyDxeBd0IMDLGod/o33wcC5SmjdX+viC7eED9z0B6F4fNu4f5BI4mLSBAECBAgQIECAAAEClQR8H/su16jgeRCyH0KXwS3C3muuu7H3GqpRvxg96pew+987FwutBx8nXtQw/Eveg9/5hkPropbhn8FXUS3WU7+P/ufrnnP8/NPPhgPt4TWGw/Hhp6UJrctcSY4hQIAAgRwEhNY5TFmPBAgQIBCNQNl/JFkseC2+/D60d+/8XdfutP7uI94Kh+IfNp75rCNH3pEezQWiUAIECBAgQIAAAQIEahPwfWw0bZU7rRcLbBe7c7rqndbDr46qeqf1Yk8pG3dRLRVMj7qDfHC9pe7oHhd4j6vL5wQIECBAICUBoXVK09QLAQIECEQvMO4fSYr3Mg+/o2vwnV4fuvljPYPizur+F+Njjzmm9+dRX6SH9xv8c7HODdu2h/6jyPv/OPDKczf33pE9fG7Vx4MP3y096kt9v/ZR77Tu91n8z6UeD97/vPiN+ip3BER/MWmAAAECBAgQIECAAIFKAr6PjeYqG1oX39tu/fgnwi+/8XW9900XP+NC5f731P57pke903rLBefNPy1r+Alig8f3vy/3X2PV/05b/M9LL9oaht9p3f+uWPzPcU/jGhcuF9fOx27dGX7tV98aijr6vf/ZX3wuvOp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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n", "\n", "npv_graph = _series.iplot(\n", " kind='bar',\n", " title='NPV by Casestudy in €',\n", " colors=recoygreen,\n", " dimensions=(600, 400), \n", " yTitle='NPV in €',\n", " asFigure=True,\n", " yrange=[0, _series.max() * 1.1]\n", ")\n", "\n", "npv_graph.update_traces(\n", " text=_series.values/1000_000, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}M €\", \n", ")\n", "\n", "npv_graph" ] }, { "cell_type": "code", "execution_count": 366, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ 0.6572820686156389, 4.196098783990476 ], "textposition": "outside", "texttemplate": "%{text:.0f} %", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0.6572820686156389, 4.196098783990476 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "barpolar" } ], "carpet": [ { "aaxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "baxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "irr_report = (SingleFigureComparison(s.optcases, 'irr', label='IRR').report * 100)\n", "irr_fig = irr_report.iplot(\n", " kind='bar',\n", " title='IRR by Casestudy in %',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='IRR in %',\n", " asFigure=True,\n", " yrange=[0, irr_report.max() * 1.2]\n", ")\n", "\n", "irr_fig.update_traces(\n", " text=irr_report.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.0f} %\", \n", ")\n", "\n", "irr_fig" ] }, { "cell_type": "code", "execution_count": 367, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Simple Payback Time", "orientation": "v", "text": [ 11.50266590360765, 9.27918749730711 ], "textposition": "outside", "texttemplate": "%{text:.1f} years", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 11.50266590360765, 9.27918749730711 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "barpolar" } ], "carpet": [ { "aaxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "baxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", 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zTuv+99yOuou7DDzrXJpNh9ZzmVWte753Wo963/Zzn/2M8I3r/2mzR0LPtW8xx7mOKefy3IOe2XtiQPFz2klrwuJFi2ZOO2hcnK94b/XyZUtn1gy6zHVnc3+9Vc4112P2JxG+jgqt+0P/Ou5thtZV/y4a9QWFOqF14VO+w7x/plXfuV71z4t1BAgQIECAAAECBAgQIECAAAECBAgQIECgywJC64imWz7GePDuvDKs+r8/umVWUNdUaF2GT7vttsusIG9w/1F1FsRFb8VP8YjhUT9VQuvyXIPvmS7thj2St/9xwcMC4VH9DT5Welh9/ece9sjw/vdUD4aOw979XO5ZN7huOrQu5tB/p3j/HcyF54UXfyyceNzrZwW6g3Mf9tjuUbMojy3vPq57R3r/nAbfOzzYx7DAc9j1NWzdsJB61DvZi7XXffu7obCrc67Bx2EXNsPeVV3WMvio9rn6G3Vn8ELc2wytq/5dNGxew9zm+pLGMPtJfKkjov9pUgoBAgQIECBAgAABAgQIECBAgAABAgQIEJi6gNB66sT1Nhj1ruBhId20Qut1l12xWdFV9i8PKgO+/pNUeb9r1dC6OO/gHkXIW/wMe0RyuX7U75UBU9i0KWy4/4GwYcN9vXMNey/z4PtyizV/dsqfhr/5H58Pu+y8cy+A7P8ZfKfx4DuMP3zRus3uGC6PqfNo4TZC66LPYe/yLX69SuhehqdLdtg+/OwXd8ywzRVIDwv66/wJG/XnazDIrnp9Dc531Lu8h+07uLbKuQavv7neiV0+dn7YNTasv5/+7Bdh1CPtF+LeZmhd5++iYe+WLx7X3+82Xwg9bL5V/gzUuXatJUCAAAECBAgQIECAAAECBAgQIECAAAECXRYQWnd5ugvorepjdRdw6tYOmS9waq0wG9cSqPOlhlontnhOAe4uEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQGDaAkLraQsndv4uhtZd7Cmxy2oi5VZ9P/RENnOSGQHuLgYCBAgQIECAAAECBAgQIECAAAECBAgQIEBg2gJC62kLJ3b+rgW87rJO7AIcUa67fduZI/d23O1KgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRyExBa5zZx/RIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAiAaF1RMNQCgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHITEFrnNnH9EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAICIBoXVEw1AKAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEchMQWuc2cf0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgIgGhdUTDUAoBAgQIEEhN4OFHHg0PPPibsGzJdqmVrl4CBAgQIECAAAECBAgQmJDAvRseDNtvt23YZuutJnRGpyFAgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgdQEhNapTUy9BAgQIECAAAECBAgQmLyA0Hryps5IgAABAgRyExBa5zZx/RIgQIAAgQkKCK0niOlUBAgQIECAAAECBAgQSFRAaJ3o4JRNgAABAgQiEhBaRzQMpRAgQIAAgXEFrrzqK+GWn94eTj7uVZud6u57N4R3nnNJOHXNa8LvrNhz5FbFutP/4sPhppt/PLNmj92eEM571ymbHSe0HndijidAgAABAgQIECBAgED6AkLr9GeoAwIECBAg0LaA0LrtCdifAAECBAhMQOBb3705nPjWc3pnOuY1L50VWj/40G/CX553afj8l74ZRoXP/SWUofXJx70yPOvAfeesTmg9geE5BQECBAgQIECAAAECBBIXEFonPkDlEyBAgACBCASE1hEMQQkECBAgQGBSApO807pKaP3Lu+4Jb/6Lj4TT3vDqmYD7R7f+PJx9ziXhrDOO7d2Z3R+o77/vk8O5/+lNYadlS8LgHd0vO+Sg8OenHhO2W7xtKM/xshc/L5xz4SdCedyXv35DeNcHL53huvB9Z8wbrE/K1nkIECBAgAABAgQIECBAYLiA0NqVQYAAAQIECIwrILQeV9DxBAgQIEAgIoFJhtbl48Hnuju7uNP6M39/bfjlr+6aubv7Qxd/pidSPKK8CKzfec5/nXm0eH99xe8VP8Xd3GWA/cojDg5HvvQPeqH1qe84P7zkRc+eOW/xa+etvSK884xje6F38d9/dMtPw2EHPzuiCSiFAAECBAgQIECAAAEC+QkIrfObuY4JECBAgMCkBYTWkxZ1PgIECBAg0KLAJELrwfKLc352/Zdn7pDu//0itP757XeFc/7L5b13Ze+0bMdZ783uD7CL4waD5/5z9a8dvFu7WDcYgLfIbGsCBAgQIECAAAECBAgQ6BMQWrscCBAgQIAAgXEFhNbjCjqeAAECBAhEJDCN0Lq4C/qd51zSC6WLx333/5TvtL70is+FlXvvHvbec9fw39d/eeYx30UQfekVV806pv8R4YO/X76Pe1hoXZyk6K98PHj/eSIagVIIECBAgAABAgQIECCQnYDQOruRa5gAAQIECExcQGg9cVInJECAAAEC7Qm0FVr/6u57eu+xLn5OPv5VM++ZLkLpIswuHvk9+FP83h2/vHtgyHNyAAAgAElEQVRWwN07/rhXzbzTunwv9jDRwbu421O3MwECBAgQIECAAAECBPIWEFrnPX/dEyBAgACBSQgIrSeh6BwECBAgQCASgYWE1uX7o995xr/vhc3975ou2irOed13fjATLve3Wt5pve02W4W/PO/S8JOf/3LWY8SHPdL7k1f+z/CSFx0U/ttnvtA7VRFSP/jQb3rH77brTiND68G6hNaRXHTKIECAAAECBAgQIEAgewGhdfaXAAACBAgQIDC2gNB6bEInIECAAAEC7QsUge6Jbz1nViEXvu+MXghdBsKf/9I3Z37/ZYccNBNCD4bW5X//xR2/6q2f6zHcZWi9bMl2YdRd1YO19T8C/NR3nB+KffbY7QnhCcuXhGet2ndkaD1YV38P7U9ABQQIECBAgAABAgQIEMhXQGid7+x1ToAAAQIEJiUgtJ6UpPMQIECAAIEMBcrQ+rHHHgkfuPCT4c0n/ruw07IlGUpomQABAgQIECBAgAABAvkKCK3znb3OCRAgQIDApASE1pOSdB4CBAgQIJChQBla/+NXvxVu+entvbuk/RAgQIAAAQIECBAgQIBAXgJC67zmrVsCBAgQIDANAaH1NFSdkwABAgQIZCLQ/3jwTFrWJgECBAgQIECAAAECBAgMCAitXRIECBAgQIDAuAJC63EFHU+AAAECBDIWEFpnPHytEyBAgAABAgQIECBA4HEBobVLgQABAgQIEBhXQGg9rqDjCRAgQIBAxgJC64yHr3UCBAgQIECAAAECBAgIrV0DBAgQIECAwIQEhNYTgnSa6Qncu/H+8Fff+GT41UMbpreJMxMgQIDAggQ2bdoUdtp2Sbjn4fsWdLyDCBAgQGB6Ao9teiy84nefF478vedPbxNnJkCAAAECBAiEENxp7TIgQIAAAQIExhUQWo8r6PipC3zvzn8J513/38O+O+819b1sQIAAAQL1BB7btCk89timsPVWW9Y70GoCBAgQmLpA8eXPBx99OPznQ06Y+l42IECAAAECBPIWEFrnPX/dEyBAgACBSQgIrSeh6BxTFShC6w9/+8qwatcnTXUfJydAgACB+gJFYP3Io4+FbbfZqv7BjiBAgACBqQrc9dCGcM/GB8L7D3nDVPdxcgIECBAgQICA0No1QIAAAQIECIwrILQeV9DxUxcQWk+d2AYECBBYsIDQesF0DiRAgMDUBYTWUye2AQECBAgQIPC4gNDapUCAAAECBAiMKyC0HlfQ8VMXEFpPndgGBAgQWLCA0HrBdA4kQIDA1AWE1lMntgEBAgQIECAgtHYNECBAgAABAhMSEFpPCNJppicgtJ6erTMTIEBgXAGh9biCjidAgMD0BITW07N1ZgIECBAgQGC2gDutXREECBAgQIDAuAJC63EFHT91AaH11IltQIAAgQULCK0XTOdAAgQITF1AaD11YhsQIECAAAECjwsIrV0KBAgQIECAwLgCQutxBR0/dQGh9dSJbUCAAIEFCwitF0znQAIECExdQGg9dWIbECBAgAABAkJr1wABAgQIECAwIQGh9YQgnWZ6AkLr6dk6MwECBMYVEFqPK+h4AgQITE9AaD09W2cmQIAAAQIEZgu409oVQYAAAQIECIwrILQeV9DxUxcQWk+d2AYECBBYsIDQesF0DiRAgMDUBYTWUye2AQECBAgQIPC4gNDapUCAAAECBAiMKyC0HlfQ8VMXEFpPndgGBAgQWLCA0HrBdA4kQIDA1AWE1lMntgEBAgQIECAgtHYNECBAgAABAhMSEFpPCNJppicgtJ6erTMTIEBgXAGh9biCjidAgMD0BITW07N1ZgIECBAgQGC2gDutXREECBAgQIDAuAJC63EFHT91AaH11IltQIAAgQULCK0XTOdAAgQITF1AaD11YhsQIECAAAECjwsIrV0KBAgQIECAwLgCQutxBR0/dQGh9dSJbUCAAIEFCwitF0znQAIECExdQGg9dWIbECBAgAABAkJr1wABAgQIECAwIQGh9YQgnWZ6AkLr6dk6MwECBMYVEFqPK+h4AgQITE9AaD09W2cmQIAAAQIEZgu409oVQYAAAQIECIwrILQeV9DxUxcQWk+d2AYECBBYsIDQesF0DiRAgMDUBYTWUye2AQECBAgQIPC4gNDapUCAAAECBAiMKyC0HlfQ8VMXEFpPndgGBAgQWLCA0HrBdA4kQIDA1AWE1lMntgEBAgQIECAgtHYNECBAgAABAhMSEFpPCNJppicgtJ6erTMTIEBgXAGh9biCjidAgMD0BITW07N1ZgIECBAgQGC2gDutXREECBAgQIDAuAJC63EFHT91AaH11IltQIAAgQULCK0XTOdAAgQITF1AaD11YhsQIECAAAECjwsIrV0KBAgQIECAwLgCQutxBR0/dQGh9dSJbUCAAIEFCwitF0znQAIECExdQGg9dWIbECBAgAABAkJr1wABAgQIECAwIQGhdR/k2nWXh7332iMccfihs3jXX31NWHfZFb1fe/qq/cNpJ60JixctmtAInGY+AaH1fEJ+nwABAu0JCK3bs7czAQIE5hMQWs8n5PcJECBAgACBSQm403pSks5DgAABAgTyFRBahxD6Q+nVR79mVmh9w403hXUf/3Q4622nh+XLloYi2C5+1qw+Kt+rpuHOhdYNg9uOAAECNQSE1jWwLCVAgEDDAkLrhsFtR4AAAQIEIhT40MWfCZdecVWvspcdclD481OPCdst3nZopT+69efh1HecH35xx68qre8/idA6wuEriQABAgQIJCYgtO4b2LA7rQd/bTDETmzeSZYrtE5ybIomQCATAaF1JoPWJgECSQoIrZMcm6IJECBAgMDEBK686ivhuu/8oBdUFz9/ed6lYbdddwonH/eqoXsU6/fec9fwrAP37f1+EXgXP6PW959EaD2xsTkRAQIECBDIVkBo3Tf6wYD6oY0bwwcvWBtWPW2/mbuvb7n1tnDeBWvDqSetCStX7JPthdNk40LrJrXtRYAAgXoCQut6XlYTIECgSQGhdZPa9iJAgAABAnEJ3H3vhnD6X3w4nHzcK2dC6G999+bwoYs/G879T28KOy1bMm/B/aH34N3Zg79XhNb/9ZN/H7bccoteyP3gQ7/pheSf/9I3e/u847RjwpEv/YPefx68o/uY17x0Jhgvz7vDDtuHz/z9l0Lxe3/yqpf0ernp5h/3jp/vjvF5G7OAAAECBAgQiFJAaN03llGh9RGHHRJWHbB/b+VgaH3XPfdHOdguFXXzPT8Jl/zg8+GpO63oUlt6IUCAQEcENoWwaYsQttjUkX60QYAAge4I3LPx/vDrhx8IZz7rT7rTVKSdbLP11uHhRx6JtDplESBAgECOAvduuC+c9Vdrw/FHvSIcuN/v/fbfNX96e/jA//vx8Ob/8Lqwcu/d52R5aONvwnkXfSrs8oTl4fjXvWKztcX5//MFl4c1f3Jk71z/ctvt4dwLf3vu3XfZOZx30ScfP/YPw2/XfvzxtXuEa7/+T2HlE/cMK/feI9zy01+Ed7z3ovBn/+F1vTqvuubr4dyLPhn+6h1vnKn7ox//u7DPnruGlx76vF4df3vVteGQFzwzLFuyY46j1TOB6AS2iK4iBRFoT2Dn5Tu0t3kHdhZa9w1xIXdaP/rYYx24DOJu4aY7bwkXfOfKcMAuT4q7UNVlJ+D/Ictu5BoeIvDYphAeeeTRsO22W/MhQIAAgcgEijut7934QHjfi94QWWXdK2fLEIJPht2bq44IECCQusCHH3+895sefxz4j2/9eXjXBy4J73jzseHJK/Yc2V5x3Mc+fVV46SEHhbefMvod2Fd+4Svh1ttuD8X5P3XlP/TehX3K8a8KvX3OXRfecfrqmX0+fMlnw4q9dw9HvuRfz9q3uCP7Ped/LDz76U/p/d6VX/hf4frv/CC8/ZTX9969Xf5+8VjzNx37ytRHon4CnRRwG0Mnx6qpBQpstWXx6dDPQgWE1n1y3mm90Mtousd5PPh0fZ2dAAEC4wh4PPg4eo4lQIDAdAU8Hny6vs5OgAABAgRiFygfEV4+Vruod/99nzyRx4MX5yoe833e2ivC2990dDj3ok+HV/6bF4bnPuOpmz3+u3QqHxE++Ojw4vfL3xv2SPLBPvofNR77DNRHgAABAgQIVBcQWvdZDQutb7jxprDu458OZ73t9LB82dJQrCl+1qw+qrqylWMJCK3H4nMwAQIEpiogtJ4qr5MTIEBgLAGh9Vh8DiZAgAABAp0TKN5p/dXrvzfz/uj5GixD6XeecezId2B/6OLPhP/z45+G7RYtCv/PaceEpTtuNxNmDzuuDKyLO6f73339nOJO65f+QZjrPdpFvUVNZ59zSTjrjGPD78xxt/h8vfl9AgQIECBAID4BoXUIYf3V14R1l10xM50lS3YMZ77llLByxT69X+v//aev2j+cdtKasHjRovim2dGKhNYdHay2CBDohIDQuhNj1AQBAh0VEFp3dLDaIkCAAAECCxAYFvYWAfFn13955s7rSz7xufCiFzxjJgwuAuk7fnl3+PNTRz8ivAjCT3zrOeGME48Kr/o3LwzbbL1V75Hef3nepaEMpotyi/1/dMtPw79+zoG93ytD6vIu6lcecfDQ0Lo4199e9ZXwRy/9g97jwoXWCxi+QwgQIECAQCICQutEBpVzmULrnKevdwIEYhcQWsc+IfURIJCzgNA65+nrnQABAgQI/DYoPvUd5/feNT3sseCDoXUZQJd2LzvkoDkD6zKMLh4RfsafHhX23H3nXmhd/Aw+AnyP3Z4QznvXKb1AvH+f4tefsHxJeOXLXzjyTusiPL/0iqtmRnrh+84IzzpwXyMmQIAAAQIEOiYgtO7YQLvYjtC6i1PVEwECXREQWndlkvogQKCLAkLrLk5VTwQIECBAIC6BIvgufl70gmeF7bfbdia0jqtK1RAgQIAAAQIpCAitU5hS5jUKrTO/ALRPgEDUAkLrqMejOAIEMhcQWmd+AWifAAECBAhMWaB4tPc7z7kknLrmNeEJOy0XWk/Z2+kJECBAgEDXBYTWXZ9wB/oTWndgiFogQKCzAkLrzo5WYwQIdEBAaN2BIWqBAAECBAgkInDvhgeF1onMSpkECBAgQCBWAaF1rJNR14yA0NrFQIAAgXgFhNbxzkZlBAgQEFq7BggQIECAAIGmBITWTUnbhwABAgQIdFdAaN3d2XamM6F1Z0apEQIEOiggtO7gULVEgEBnBITWnRmlRggQIECAQPQCQuvoR6RAAgQIECAQvYDQOvoRKVBo7RogQIBAvAJC63hnozICBAgIrV0DXRO4+6H7wvW/+GHX2tJPDYFNYVON1ZZ2TsD4ox7pI795NIStQ9hqyy2jrlNx0xHYImwxnRM7axoCxh/9nHZevCQ8e4/fj75OBRIQWrsGohcQWkc/IgUSIJCxgNA64+FrnQCB6AWE1tGPSIE1Bf782ovDLx+4JyzaapuaR1pOgAABAtMW2HLTVuGxLR4NwstpS8d5fl8qinMuqiJQCtz/yMbw1uf+u/CUnZ8IhUDUAkLrqMejuEJAaO06IECAQLwCQut4Z6MyAgQICK1dA10T+I9f+uuwbNvtw87bLelaa/ohQIBA8gK/efjRsPVWW4Ytt3TLZfLD1AABAp0T+O4vfxxOesaR4YBdn9y53jTULQGhdbfm2cluhNadHKumCBDoiIDQuiOD1AYBAp0UEFp3cqxZNyW0znr8midAIHIBoXXkA1IeAQJZCwitsx5/Us0LrZMaV57FCq3znLuuCRBIQ0BoncacVEmAQJ4CQus8597lroXWXZ6u3ggQSF1AaJ36BNVPgECXBYTWXZ5ut3oTWndrnp3sRmjdybFqigCBjggIrTsySG0QINBJAaF1J8eadVNC66zHr3kCBCIXEFpHPiDlESCQtYDQOuvxJ9W80DqpceVZrNA6z7nrmgCBNASE1mnMSZUECOQpILTOc+5d7lpo3eXp6o0AgdQFhNapT1D9BAh0WUBo3eXpdqs3oXW35tnJboTWnRyrpggQ6IiA0Lojg9QGAQKdFBBad3KsWTcltM56/JonQCByAaF15ANSHgECWQsIrbMef1LNC62TGleexQqt85y7rgkQSENAaJ3GnFRJgECeAkLrPOfe5a6F1l2ert4IEEhdQGid+gTVT4BAlwWE1l2ebrd6E1p3a56d7EZo3cmxaooAgY4ICK07MkhtECDQSQGhdSfHmnVTQuusx695AgQiFxBaRz4g5REgkLWA0Drr8SfVvNA6qXHlWazQOs+565oAgTQEhNZpzEmVBAjkKSC0znPuXe5aaN3l6eqNAIHUBYTWqU9Q/QQIdFlAaN3l6XarN6F1t+bZyW6E1p0cq6YIEOiIgNC6I4PUBgECnRQQWndyrFk3JbTOevyaJ0AgcgGhdeQDUh4BAlkLCK2zHn9SzQutkxpXnsUKrfOcu64JEEhDQGidxpxUSYBAngJC6zzn3uWuhdZdnq7eCBBIXUBonfoE1U+AQJcFhNZdnm63ehNad2uenexGaN3JsWqKAIGOCAitOzJIbRAg0EkBoXUnx5p1U0LrrMeveQIEIhcQWkc+IOURIJC1gNA66/En1bzQOqlx5Vms0DrPueuaAIE0BITWacxJlQQI5CkgtM5z7l3uWmjd5enqjQCB1AWE1qlPUP0ECHRZQGjd5el2qzehdbfm2cluhNadHKumCBDoiIDQuiOD1AYBAp0UEFp3cqxZNyW0znr8midAIHIBoXXkA1IeAQJZCwitsx5/Us0LrZMaV57FCq3znLuuCRBIQ0BoncacVEmAQJ4CQus8597lroXWXZ6u3ggQSF1AaJ36BNVPgECXBYTWXZ5ut3oTWndrnp3sRmjdybFqigCBjggIrTsySG0QINBJAaF1J8eadVNC66zHr3kCBCIXEFpHPiDlESCQtYDQOuvxJ9W80DqpceVZrNA6z7nrmgCBNASE1mnMSZUECOQpILTOc+5d7lpo3eXp6o0AgdQFhNapT1D9BAh0WUBo3eXpdqs3oXW35tnJboTWnRyrpggQ6IiA0Lojg9QGAQKdFBBad3KsWTcltM56/JonQCByAaF15ANSHgECWQsIrbMef1LNC62TGleexQqt85y7rgkQSENAaJ3GnFRJgECeAkLrPOfe5a6F1l2ert4IEEhdQGid+gTVT4BAlwWE1l2ebrd6E1p3a56d7EZo3cmxaooAgY4ICK07MkhtECDQSQGhdSfHmnVTQuusx695AgQiFxBaRz4g5REgkLWA0Drr8SfVfHSh9dp1l4c777ornHbSmh7kBy9YG75zw01hyZIdw5lvOSWsXLFPUsCKHV9AaD2+oTMQIEBgWgJC62nJOi8BAgTGFxBaj2/oDHEJCK3jmodqCBAg0C8gtHY9ECBAIF4BoXW8s1HZbIGoQut77v11OPu954bVr3t1WHXA/uGGG28K67/4pV6AffMP/3nmPy9etMgcMxIQWmc0bK0SIJCcgNA6uZEpmACBjASE1hkNO5NWhdaZDFqbBAgkKSC0TnJsiiZAIBMBoXUmg+5Am9GF1h/40EXh+GNe27ujurjruvhZs/qocMutt4WPXvqJ8OaTTwjLly3tAL0WqgoIratKWUeAAIHmBYTWzZvbkQABAlUFhNZVpaxLRUBoncqk1EmAQI4CQuscp65nAgRSERBapzIpdUYVWj+0cWPvceBHHHZIWLniiZvddb3u458OZ73tdKF1Ztet0DqzgWuXAIGkBITWSY1LsQQIZCYgtM5s4Bm0K7TOYMhaJEAgWQGhdbKjUzgBAhkICK0zGHJHWowqtC5Mizuq3/3+88OGDfeFww49uHeXdfnY8P2e8vu9/+4nLwGhdV7z1i0BAmkJCK3TmpdqCRDIS0Bonde8c+hWaJ3DlPVIgECqAkLrVCenbgIEchAQWucw5W70GF1o3Q1WXUxSQGg9SU3nIkCAwGQFhNaT9XQ2AgQITFJAaD1JTeeKQUBoHcMU1ECAAIHhAkJrVwYBAgTiFRBaxzsblc0WiCq0Lu6o7n+ntWERKASE1q4DAgQIxCsgtI53NiojQICA0No10DUBoXXXJqofAgS6JCC07tI09UKAQNcEhNZdm2h3+xFad3e2nelMaN2ZUWqEAIEOCgitOzhULREg0BkBoXVnRqmRxwWE1i4FAgQIxCsgtI53NiojQICA0No1kIpAVKF1gbZ23eXhOc88MKw6YP9UDNU5ZQGh9ZSBnZ4AAQJjCAitx8BzKAECBKYsILSeMrDTNy4gtG6c3IYECBCoLCC0rkxlIQECBBoXEFo3Tm7DBQpEF1rfcutt4crPfSG84dijw+JFixbYlsO6JCC07tI09UKAQNcEhNZdm6h+CBDokoDQukvT1EshILR2HRAgQCBeAaF1vLNRGQECBITWroFUBKIKrYt3Wp/93nPDz35++1C/vfbcPZz1ttPD8mVLU/FV5wQEhNYTQHQKAgQITElAaD0lWKclQIDABASE1hNAdIqoBITWUY1DMQQIEJglILR2QRAgQCBeAaF1vLNR2WyBqEJrwyEwTEBo7bogQIBAvAJC63hnozICBAgIrV0DXRMQWndtovohQKBLAkLrLk1TLwQIdE1AaN21iXa3H6F1d2fbmc6E1p0ZpUYIEOiggNC6g0PVEgECnREQWndmlBp5XEBo7VIgQIBAvAJC63hnozICBAgIrV0DqQhEF1oX77R+9/vPDxs23LeZoceDp3JZTbZOofVkPZ2NAAECkxQQWk9S07kIECAwWQGh9WQ9na19AaF1+zNQAQECBEYJCK1dGwQIEIhXQGgd72xUNlsgqtD6oY0bwwcvWBtWPW2/sN++/ypc+bkvhDcce3RYvGhRWLvu8vCcZx4YVh2wvxlmJiC0zmzg2iVAICkBoXVS41IsAQKZCQitMxt4Bu0KrTMYshYJEEhWQGid7OgUToBABgJC6wyG3JEWowqt77n31+EDH7ooHH/Ma3u8H730E+HNJ58Qli9bGm648aaw/otfCqedtKYXYvvJR0Bonc+sdUqAQHoCQuv0ZqZiAgTyERBa5zPrXDoVWucyaX0SIJCigNA6xampmQCBXASE1rlMOv0+ow2tly1bGi68+GPhxONe3wuti8eG94fY6dProKqA0LqqlHUECBBoXkBo3by5HQkQIFBVQGhdVcq6VASE1qlMSp0ECOQoILTOcep6JkAgFQGhdSqTUmdUoXX/48GPOPzQ3iPB995rj1D85/VXXxNu+N733Wmd4TUrtM5w6FomQCAZAaF1MqNSKAECGQoIrTMcesdbFlp3fMDaI0AgaQGhddLjUzwBAh0XEFp3fMAdai+q0HrQtXhc+NnvPTf87Oe3hyVLdgxnvuWUsHLFPh3i10oVAaF1FSVrCBAg0I6A0Lodd7sSIECgioDQuoqSNSkJCK1TmpZaCRDITUBondvE9UuAQEoCQuuUppV3rVGH1nmPRvelgNDatUCAAIF4BYTW8c5GZQQIEBBauwa6JiC07tpE9UOAQJcEhNZdmqZeCBDomoDQumsT7W4/QuvuzrYznQmtOzNKjRAg0EEBoXUHh6olAgQ6IyC07swoNfK4gNDapUCAAIF4BYTW8c5GZQQIEBBauwZSEYgutC7fa/2dG26aeST47rvvGj54wdqw6mn79d5v7ScvAaF1XvPWLQECaQkIrdOal2oJEMhLQGid17xz6FZoncOU9UiAQKoCQutUJ6duAgRyEBBa5zDlbvQYXWi9dt3lYe+99giHvvAF4a8vuSwc+fKX9N5jfcONN4X1X/xSOO2kNWHxokXd0NdFJQGhdSUmiwgQINCKgNC6FXabEiBAoJKA0LoSk0UJCQitExqWUgkQyE5AaJ3dyDVMgEBCAkLrhIaVealRhdb33Pvr8IEPXRSOP+a1obi7uj+0vuXW28JHL/1EePPJJ4Tly5ZmPra82hda5zVv3RIgkJaA0DqteamWAIG8BITWec07h26F1jlMWY8ECKQqILROdXLqJkAgBwGhdQ5T7kaPyYTW7rTuxgW3kC6E1gtRcwwBAgSaERBaN+NsFwIECCxEQGi9EDXHxCwgtI55OmojQCB3AaF17leA/gkQiFlAaB3zdNTWLxBVaF0Utv7qa8IN3/t+OPG414ePXf7p3uPBly1bGs5+77nh8Be/0DutM7x+hdYZDl3LBAgkIyC0TmZUCiVAIEMBoXWGQ+94y0Lrjg9YewQIJC0gtE56fIonQKDjAkLrjg+4Q+1FF1oXtsVd1e855yOzmN9+xhvDqgP27xC9VqoKCK2rSllHgACB5gWE1s2b25EAAQJVBYTWVaWsS0VAaJ3KpNRJgECOAkLrHKeuZwIEUhEQWqcyKXVGEVoX77K+5tqvhj/+w5eZCIHNBITWLgoCBAjEKyC0jnc2KiNAgIDQ2jXQNQGhddcmqh8CBLokILTu0jT1QoBA1wSE1l2baHf7iSa0Lh7/veG++8OZbzklrFyxT3fFdVZbQGhdm8wBBAgQaExAaN0YtY0IECBQW0BoXZvMAZELCK0jH5DyCBDIWkBonfX4NU+AQOQCQuvIB6S8GYEoQuuymuJ91usuuyKsPvo13l3tIp0REFq7GAgQIBCvgNA63tmojAABAkJr10DXBITWXZuofggQ6JKA0LpL09QLAQJdExBad22i3e0nqtC6YC4eFV7cdb3bbruE005aExYvWtRdfZ1VEhBaV2KyiAABAq0ICK1bYbcpAQIEKgkIrSsxWZSQgNA6oWEplQCB7ASE1tmNXMMECCQkILROaFiZlxpdaF3Oo7zrun8+e+25ezjrbaeH5cuWZj62vNoXWuc1b90SIJCWgNA6rXmplgCBvASE1nnNO4duhdY5TFmPBAikKiC0TnVy6iZAIAcBoXUOU+5Gj9GF1uWd1gWvgLobF9m4XQitxxV0PAECBKYnILSenq0zEyBAYFwBofW4go6PTUBoHdtE1JRlhEkAACAASURBVEOAAIH/X0Bo7WogQIBAvAJC63hno7LZAlGF1uXd1YcdenBYs/oosyLQExBauxAIECAQr4DQOt7ZqIwAAQJCa9dA1wSE1l2bqH4IEOiSgNC6S9PUCwECXRMQWndtot3tJ4rQury7esN994cz33JKWLlin+6K66y2gNC6NpkDCBAg0JiA0LoxahsRIECgtoDQujaZAyIXEFpHPiDlESCQtYDQOuvxa54AgcgFhNaRD0h5MwLRhNbXXPvV8Md/+DKjIbCZgNDaRUGAAIF4BYTW8c5GZQQIEBBauwa6JiC07tpE9UOAQJcEhNZdmqZeCBDomoDQumsT7W4/UYTW3eXV2SQEhNaTUHQOAgQITEdAaD0dV2clQIDAJASE1pNQdI6YBITWMU1DLQQIEJgtILR2RRAgQCBeAaF1vLNR2WwBobUrInoBoXX0I1IgAQIZCwitMx6+1gkQiF5AaB39iBRYU0BoXRPMcgIECDQoILRuENtWBAgQqCkgtK4JZnlrAkLr1uhtXFVAaF1VyjoCBAg0LyC0bt7cjgQIEKgqILSuKmVdKgJC61QmpU4CBHIUEFrnOHU9EyCQioDQOpVJqVNo7RqIXkBoHf2IFEiAQMYCQuuMh691AgSiFxBaRz8iBdYUEFrXBLOcAAECDQoIrRvEthUBAgRqCgita4JZ3pqA0Lo1ehtXFRBaV5WyjgABAs0LCK2bN7cjAQIEqgoIratKWZeKgNA6lUmpkwCBHAWE1jlOXc8ECKQiILROZVLqFFq7BqIXEFpHPyIFEiCQsYDQOuPha50AgegFhNbRj0iBNQWE1jXBLCdAgECDAkLrBrFtRYAAgZoCQuuaYJa3JiC0bo3exlUFhNZVpawjQIBA8wJC6+bN7UiAAIGqAkLrqlLWpSIgtE5lUuokQCBHAaF1jlPXMwECqQgIrVOZlDqF1vNcA7fcelt49/vPDxs23Dezcq89dw9nve30sHzZUldQAwJC6waQbUGAAIEFCgitFwjnMAIECDQgILRuANkWjQoIrRvlthkBAgRqCQita3FZTIAAgUYFhNaNcttsDAGh9Tx4RWh93gVrw6knrQkrV+wzBrVDFyogtF6onOMIECAwfQGh9fSN7UCAAIGFCgitFyrnuFgFhNaxTkZdBAgQCEFo7SogQIBAvAJC63hno7LZAkJroXX0fyaE1tGPSIEECGQsILTOePhaJ0AgegGhdfQjUmBNAaF1TTDLCRAg0KCA0LpBbFsRIECgpoDQuiaY5a0JCK0rhNb9jwcffDT4w4882trwctn4pl/dEi684e/CAU94Ui4t65MAAQLJCDy2aVN49NHHwjbbbJVMzQolQIBALgJ3P3RfuGfjA+G9Lzw+l5bb63OLEMKm9rbPZee3X7s2LF20fdh58ZJcWtYnAQIEkhF4+OFHw1ZbbRm23KL4H0U/BAgQIBCTwI13/ks4cdUrwv67yFimPZdttvZvpOMYC61r6q1dd3m48667wmknrQmLFy0K9/z6gZpnsLyuwA/u/km4+H+vD/vttKLuodYTIECAQAMCm8KmsEXwDxMNUNuCAAECtQTu2Xhf+PXDD4aznvP6WsdZXF9gq623Co/6QnN9uJpHvOu6j4Udt9ku7LRox5pHWk6AAAEC0xbwuXDaws5PgACBhQv877tvDf/+qS8LT5WxLByx4pHLl25fcaVlwwSE1jWvi+Id1x+99BPhzSefEJYvW1rzaMsXIuDx4AtRcwwBAgSaEfB48Gac7UKAAIGFCHg8+ELUHBOzgMeDxzwdtREgkLuAx4PnfgXonwCBmAU8Hjzm6aitX0BoXfN6EFrXBJvAcqH1BBCdggABAlMSEFpPCdZpCRAgMAEBofUEEJ0iKgGhdVTjUAwBAgRmCQitXRAECBCIV0BoHe9sVDZbQGg9zxXxj1/+WnjSyieGlSv26a0sHg9e/KxZfZRrqSEBoXVD0LYhQIDAAgSE1gtAcwgBAgQaEhBaNwRtm8YEhNaNUduIAAECtQWE1rXJHECAAIHGBITWjVHbaEwBofU8gDfceFN4zzkfmVn19FX7z7zPekx7h1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFRIgEC+AkLrfGevcwIE4hcQWsc/IxXWExBa1/OymgABAk0KCK2b1LYXAQIE6gkIret5Wd2egNC6PXs7VxQQWleEsowAAQItCAitW0C3JQECBCoKCK0rQlmWjIDQOplRKZQAgQwFhNYZDl3LBAgkIyC0TmZU2RcqtM7+EogfQGgd/4xUSIBAvgJC63xnr3MCBOIXEFrHPyMV1hMQWtfzspoAAQJNCgitm9S2FwECBOoJCK3reVndnoDQuj17O1cUEFpXhLKMAAECLQgIrVtAtyUBAgQqCgitK0JZloyA0DqZUSmUAIEMBYTWGQ5dywQIJCMgtE5mVNkXKrTO/hKIH0BoHf+MVEiAQL4CQut8Z69zAgTiFxBaxz8jFdYTEFrX87KaAAECTQoIrZvUthcBAgTqCQit63lZ3Z6A0Lo9eztXFBBaV4SyjAABAi0ICK1bQLclAQIEKgoIrStCWZaMgNA6mVEplACBDAWE1hkOXcsECCQjILROZlTZFyq0zv4SiB9AaB3/jFR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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": 371, "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": 372, "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" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 8.45 s\n", "Wall time: 2min 21s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_21320\\2484316097.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 373, "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" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 1.83 s\n", "Wall time: 6.15 s\n" ] }, { "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", "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" ] }, { "data": { "text/plain": [ "-643570.9628110393" ] }, "execution_count": 373, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 374, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "7b5feb7dc6f44559b8936c6d039dbbd5", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00 6\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m 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s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mrun_optimisation\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 11\u001b[0m \u001b[1;31m#s = postprocessing(c=c, s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcollect_cashflows\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_21320\\3686723783.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[0mgasboiler\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0massets\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m 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\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6298\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 6299\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m: 'DataFrame' object has no attribute 'to_list'" ] } ], "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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