{ "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", "The autoreload extension is already loaded. To reload it, use:\n", " %reload_ext autoreload\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", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Check if pyrecoy2 is already loaded, if so, reload it\n", "if 'pyrecoy2' in sys.modules:\n", " del sys.modules['pyrecoy2']\n", "%reload_ext autoreload\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 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", "\n", "--\n", "* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n", "* Graphs\n", " * EBITDA vs. baseline (earnings vs baseline)\n", "* Show COP curves in different cases, just for illustration\n", "* Energy report --> Check + add gas\n", "* Fix comparison reports\n", "* Model verification" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Meeting Notes" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "##### Meeting 25-11-2020" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR can help optimisation case\n", "* SDE++ should be included\n", "* Tsource sensitivity really gives interesting insights\n", "* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n", "* AP TNO: Update/verify COP curve\n", "* AP TNO: Update CAPEX\n", "* AP Mark: \n", " * Create graphs on COP curve with different Tsource, Tsink\n", " * Generate table and output in .csv (send it to Andrew)\n", "* Investigate opportunity to lower the COP and negative electricity prices\n", " * Technically feasible, but not really needed/possible to do it in this project\n", "* Could be interesting to run this model on a usecase with higher delta T\n", "* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "# ENCORE : Heatpump Optimisation Framework\n", "\n", "***\n", "© Mark Kremer \n", "July 2020\n", "##### Cases\n", "In this model, 3 cases are compared:\n", "* **Baseline** : All heat is supplied by steam turbine\n", "* **Heatpump case** : All heat is supplied by heatpump\n", "* **Hybrid case** : Steam turbine and heatpump run in hybrid mode, and are optimised on costs in real-time" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\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 = 23.3 # MW\n", " hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 200_000 # EUR/MWth\n", " hp_opex = 0.01 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 35 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 25\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_capex_per_MW = 7_000\n", " storage_capex_per_MWh =5_000\n", " storage_opex_perc_of_capex = 0.02\n", " # storage_initial_level = 5\n", " threshold = 20\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 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": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed.csv', delimiter=';', decimal=',')\n", " dt_index = pd.date_range(\n", " start=s.time_fw.start,\n", " end=s.time_fw.start + timedelta(days=365), \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)'] + demand['MW (NDG)']\n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 15, "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_4292\\3838043831.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.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', 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.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case_PCM]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_4292\\2657160476.py:1: 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\\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": "Tsource (VDG)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 04:45:00+01:00", 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Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean63.658798138.63767417.63671262.176305145.3516455.82382423.460537
std6.42277314.3285805.12325210.25255514.8960561.6916976.814125
min25.31000082.4800000.00000013.540000106.3300000.0000000.000000
25%64.892000126.07400017.01400063.516000131.5515005.61200022.676000
50%64.991000142.45000019.89200064.313000148.4900006.54000026.441000
75%65.076000151.73000020.81900065.546000158.1000006.88000027.690000
max70.070000166.02000023.25000073.470000172.0500007.65000030.900000
\n", "
" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 63.658798 138.637674 17.636712 62.176305 \n", "std 6.422773 14.328580 5.123252 10.252555 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.892000 126.074000 17.014000 63.516000 \n", "50% 64.991000 142.450000 19.892000 64.313000 \n", "75% 65.076000 151.730000 20.819000 65.546000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 525600.000000 525600.000000 525600.000000 \n", "mean 145.351645 5.823824 23.460537 \n", "std 14.896056 1.691697 6.814125 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.551500 5.612000 22.676000 \n", "50% 148.490000 6.540000 26.441000 \n", "75% 158.100000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "# !pip show sqlalchemy" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "# !conda install -c conda-forge sqlalchemy=1.4.52" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# python3 -m ensurepip --upgrade" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 23, "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": 24, "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", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n", " s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand \n", "2019-01-01 00:00:00+01:00 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 " ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.78609091} + \\text{1.43209091}\\,x$" ], "text/plain": [ "Polynomial([1.78609091, 1.43209091], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 63)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "code", "execution_count": 38, "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": 39, "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": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 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", 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " heatpump_ndg = Heatpump(\n", " name='Heatpump NDG',\n", " max_th_power=c.hp_ndg_e_power,\n", " min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", " heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " # initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\n", " s.storage_case_PCM.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(heatpump_ndg)\n", " s.storage_case_PCM.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.hpcase_sde.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(heatpump_ndg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 48, "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": 51, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " demand = demand_ndg[m]\n", " if demand != 0:\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg[m],\n", " Tsink=Tsink_ndg[m],\n", " Tsource=Tsource_ndg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return Tsource\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [], "source": [ "def hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " from_storage_ndg_MW = 0\n", " to_storage_ndg_MW = 0 \n", " \n", " if neg < dam - c.threshold:\n", " # overproduce\n", " if demand_vdg != 0:\n", " desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", "\n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", "\n", " extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " if demand_ndg != 0:\n", " desired_hp_load_ndg = min(\n", " demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n", " hp_ndg.max_th_power\n", " )\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", "\n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " \n", "\n", " elif pos > dam + c.threshold:\n", " # take from storage\n", " if demand_vdg != 0:\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " try:\n", " from_storage_vdg_MW = ws.discharging_power_limit\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", "\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " if demand_ndg != 0:\n", " from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n", " \n", " try:\n", " from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", "\n", " from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", " return e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg\n", "# Neg-take price, Pos-feed price" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " demands_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", " from_storage_ndg_list = [0] * minutes\n", " to_storage_ndg_list = [0] * minutes\n", " \n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", " new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " tsource_ndg = Tsource_ndg[m]\n", " tsink_ndg = Tsink_ndg[m]\n", " demand_vdg = demands_vdg[m]\n", " demand_ndg = demands_ndg[m]\n", " \n", " e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg = hp_storage_opt_enginge(\n", " c, ws, hp_vdg, hp_ndg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, demand_ndg, \n", " tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " hp_ndg_input[m] = e_load_ndg\n", " hp_ndg_output[m] = th_load_ndg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " new_tsources_ndg[m] = tsource_ndg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " to_storage_ndg_list[m] = to_storage_ndg_MW\n", " from_storage_ndg_list[m] = from_storage_ndg_MW\n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['tsource_ndg'] = new_tsources_ndg\n", " case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n", " case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case\n" ] }, { "cell_type": "code", "execution_count": 56, "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": 57, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)...from_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_ndg_MWhfrom_storage_ndg_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
2019-03-07 02:34:00+01:0037.2635.9735.9727.6722.5916.8326.775.1664.972129.94...0.02.50.380-0.0680.00.00.00.00.00.0
2019-06-06 18:54:00+02:0042.7542.8742.8759.8658.7510.3026.895.1964.922156.47...0.02.50.459-0.0870.00.00.00.00.00.0
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2 rows × 35 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-03-07 02:34:00+01:00 37.26 35.97 35.97 27.67 22.59 \n", "2019-06-06 18:54:00+02:00 42.75 42.87 42.87 59.86 58.75 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-03-07 02:34:00+01:00 16.83 26.77 \n", "2019-06-06 18:54:00+02:00 10.30 26.89 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-03-07 02:34:00+01:00 5.16 64.972 129.94 \n", "2019-06-06 18:54:00+02:00 5.19 64.922 156.47 \n", "\n", " ... from_storage_MW storage_level_MWh \\\n", "2019-03-07 02:34:00+01:00 ... 0.0 2.5 \n", "2019-06-06 18:54:00+02:00 ... 0.0 2.5 \n", "\n", " hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n", "2019-03-07 02:34:00+01:00 0.380 -0.068 0.0 \n", "2019-06-06 18:54:00+02:00 0.459 -0.087 0.0 \n", "\n", " from_storage_ndg_MWh to_storage_vdg_MWh \\\n", "2019-03-07 02:34:00+01:00 0.0 0.0 \n", "2019-06-06 18:54:00+02:00 0.0 0.0 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2019-03-07 02:34:00+01:00 0.0 0.0 \n", "2019-06-06 18:54:00+02:00 0.0 0.0 \n", "\n", " from_storage_MWh \n", "2019-03-07 02:34:00+01:00 0.0 \n", "2019-06-06 18:54:00+02:00 0.0 \n", "\n", "[2 rows x 35 columns]" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean41.19580140.39106042.55408224.3545810.89404523.460537
std11.27817351.22693152.0032527.1519662.6333766.814125
min-9.020000-487.650000-487.6500000.0000000.0000000.000000
25%34.10000024.47000025.53000022.7600000.00000022.676000
50%39.70000031.11000032.16000026.9800000.00000026.441000
75%47.39250040.90000042.54000028.0100000.00000027.690000
max121.460000936.120000936.12000031.00000025.00000030.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 41.195801 40.391060 42.554082 24.354581 \n", "std 11.278173 51.226931 52.003252 7.151966 \n", "min -9.020000 -487.650000 -487.650000 0.000000 \n", "25% 34.100000 24.470000 25.530000 22.760000 \n", "50% 39.700000 31.110000 32.160000 26.980000 \n", "75% 47.392500 40.900000 42.540000 28.010000 \n", "max 121.460000 936.120000 936.120000 31.000000 \n", "\n", " to_storage_MW Total demand \n", "count 525600.000000 525600.000000 \n", "mean 0.894045 23.460537 \n", "std 2.633376 6.814125 \n", "min 0.000000 0.000000 \n", "25% 0.000000 22.676000 \n", "50% 0.000000 26.441000 \n", "75% 0.000000 27.690000 \n", "max 25.000000 30.900000 " ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2019-01-31 07:03:00+01:0071.70-59.55-59.5531.0003.5360.027.464
2019-07-14 11:53:00+02:0040.0033.3133.3127.4380.0000.027.438
2019-10-05 04:54:00+02:0029.6028.0728.0727.6480.0000.027.648
2019-02-19 06:09:00+01:0045.3624.5624.5631.00010.1860.020.814
2019-01-25 15:24:00+01:0065.58245.52245.5227.0400.0000.027.040
2019-12-04 13:45:00+01:0051.4946.6846.680.0000.0000.00.000
2019-03-16 08:53:00+01:0035.4033.5433.5427.5370.0000.027.537
2019-07-04 22:54:00+02:0039.0637.1637.1622.9400.0000.022.940
2019-07-10 10:53:00+02:0041.34-2.87-2.8722.8330.0000.022.833
2019-01-10 16:37:00+01:0076.7856.7856.7822.9330.0000.022.933
2019-02-12 16:35:00+01:0052.8439.9039.9022.9600.0000.022.960
2019-03-10 16:20:00+01:0033.9526.9226.9227.5500.0000.027.550
2019-11-02 09:59:00+01:0037.9514.1333.4029.1940.0000.029.194
2019-01-29 17:11:00+01:0071.4523.2954.5327.8150.0000.027.815
2019-05-15 01:20:00+02:0035.6823.7323.7327.4500.0000.027.450
2019-06-24 06:11:00+02:0035.2719.7819.7828.0390.0000.028.039
2019-05-04 01:53:00+02:0039.1537.1237.1222.7560.0000.022.756
2019-05-23 06:20:00+02:0039.1816.5116.5131.0004.4200.026.580
2019-12-30 04:11:00+01:0022.9518.8718.8722.7600.0000.022.760
2019-07-11 22:50:00+02:0047.7649.2449.2422.8300.0000.022.830
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" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-01-31 07:03:00+01:00 71.70 -59.55 -59.55 31.000 3.536 \n", "2019-07-14 11:53:00+02:00 40.00 33.31 33.31 27.438 0.000 \n", "2019-10-05 04:54:00+02:00 29.60 28.07 28.07 27.648 0.000 \n", "2019-02-19 06:09:00+01:00 45.36 24.56 24.56 31.000 10.186 \n", "2019-01-25 15:24:00+01:00 65.58 245.52 245.52 27.040 0.000 \n", "2019-12-04 13:45:00+01:00 51.49 46.68 46.68 0.000 0.000 \n", "2019-03-16 08:53:00+01:00 35.40 33.54 33.54 27.537 0.000 \n", "2019-07-04 22:54:00+02:00 39.06 37.16 37.16 22.940 0.000 \n", "2019-07-10 10:53:00+02:00 41.34 -2.87 -2.87 22.833 0.000 \n", "2019-01-10 16:37:00+01:00 76.78 56.78 56.78 22.933 0.000 \n", "2019-02-12 16:35:00+01:00 52.84 39.90 39.90 22.960 0.000 \n", "2019-03-10 16:20:00+01:00 33.95 26.92 26.92 27.550 0.000 \n", "2019-11-02 09:59:00+01:00 37.95 14.13 33.40 29.194 0.000 \n", "2019-01-29 17:11:00+01:00 71.45 23.29 54.53 27.815 0.000 \n", "2019-05-15 01:20:00+02:00 35.68 23.73 23.73 27.450 0.000 \n", "2019-06-24 06:11:00+02:00 35.27 19.78 19.78 28.039 0.000 \n", "2019-05-04 01:53:00+02:00 39.15 37.12 37.12 22.756 0.000 \n", "2019-05-23 06:20:00+02:00 39.18 16.51 16.51 31.000 4.420 \n", "2019-12-30 04:11:00+01:00 22.95 18.87 18.87 22.760 0.000 \n", "2019-07-11 22:50:00+02:00 47.76 49.24 49.24 22.830 0.000 \n", "\n", " from_storage_MW Total demand \n", "2019-01-31 07:03:00+01:00 0.0 27.464 \n", "2019-07-14 11:53:00+02:00 0.0 27.438 \n", "2019-10-05 04:54:00+02:00 0.0 27.648 \n", "2019-02-19 06:09:00+01:00 0.0 20.814 \n", "2019-01-25 15:24:00+01:00 0.0 27.040 \n", "2019-12-04 13:45:00+01:00 0.0 0.000 \n", "2019-03-16 08:53:00+01:00 0.0 27.537 \n", "2019-07-04 22:54:00+02:00 0.0 22.940 \n", "2019-07-10 10:53:00+02:00 0.0 22.833 \n", "2019-01-10 16:37:00+01:00 0.0 22.933 \n", "2019-02-12 16:35:00+01:00 0.0 22.960 \n", "2019-03-10 16:20:00+01:00 0.0 27.550 \n", "2019-11-02 09:59:00+01:00 0.0 29.194 \n", "2019-01-29 17:11:00+01:00 0.0 27.815 \n", "2019-05-15 01:20:00+02:00 0.0 27.450 \n", "2019-06-24 06:11:00+02:00 0.0 28.039 \n", "2019-05-04 01:53:00+02:00 0.0 22.756 \n", "2019-05-23 06:20:00+02:00 0.0 26.580 \n", "2019-12-30 04:11:00+01:00 0.0 22.760 \n", "2019-07-11 22:50:00+02:00 0.0 22.830 " ] }, "execution_count": 60, "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": 61, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 63, "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": 64, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2019-12-02 11:20:00+01:0045.0362.4562.4528.870-5.26728.8705.4810.0000.0
2019-07-09 02:33:00+02:0029.8125.9125.9126.883-4.90926.8835.4760.0000.0
2019-06-08 07:23:00+02:0027.1026.8526.8522.724-4.21522.7245.3910.0000.0
2019-03-04 16:11:00+01:0047.6418.0018.0022.749-4.77831.0006.4888.2510.0
2019-02-04 23:29:00+01:0034.9028.1228.1222.820-4.09022.8205.5800.0000.0
2019-05-23 13:07:00+02:0035.7430.4530.4527.133-4.99927.1335.4280.0000.0
2019-06-12 13:44:00+02:0042.9152.2552.2523.048-4.04823.0485.6930.0000.0
2019-03-24 01:15:00+01:0036.0515.8215.8226.680-5.17731.0005.9884.3200.0
2019-01-26 05:38:00+01:0040.7211.6711.6722.806-4.67131.0006.6368.1940.0
2019-03-14 22:51:00+01:0040.0029.8529.8528.441-5.24728.4415.4210.0000.0
2019-02-28 06:19:00+01:0042.4518.7318.7329.720-5.46931.0005.6691.2800.0
2019-10-14 01:34:00+02:0026.2019.2219.2227.936-5.01627.9365.5700.0000.0
2019-04-10 06:56:00+02:0046.9934.5634.5626.902-4.90026.9025.4900.0000.0
2019-12-18 14:15:00+01:0047.6533.7433.7427.625-5.14427.6255.3700.0000.0
2019-08-03 19:06:00+02:0041.0825.6929.2622.846-4.10622.8465.5640.0000.0
2019-04-17 16:00:00+02:0035.4947.4147.4122.900-4.08522.9005.6060.0000.0
2019-01-23 14:05:00+01:0085.59285.59285.5927.475-5.07127.4755.4180.0000.0
2019-02-02 07:47:00+01:0047.68181.87181.8726.837-4.40626.8376.0910.00025.0
2019-04-09 12:45:00+02:0041.7711.6811.6827.565-5.47831.0005.6593.4350.0
2019-07-30 17:24:00+02:0042.0421.3521.3527.506-5.54231.0005.5943.4940.0
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" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2019-12-02 11:20:00+01:00 45.03 62.45 62.45 28.870 -5.267 \n", "2019-07-09 02:33:00+02:00 29.81 25.91 25.91 26.883 -4.909 \n", "2019-06-08 07:23:00+02:00 27.10 26.85 26.85 22.724 -4.215 \n", "2019-03-04 16:11:00+01:00 47.64 18.00 18.00 22.749 -4.778 \n", "2019-02-04 23:29:00+01:00 34.90 28.12 28.12 22.820 -4.090 \n", "2019-05-23 13:07:00+02:00 35.74 30.45 30.45 27.133 -4.999 \n", "2019-06-12 13:44:00+02:00 42.91 52.25 52.25 23.048 -4.048 \n", "2019-03-24 01:15:00+01:00 36.05 15.82 15.82 26.680 -5.177 \n", "2019-01-26 05:38:00+01:00 40.72 11.67 11.67 22.806 -4.671 \n", "2019-03-14 22:51:00+01:00 40.00 29.85 29.85 28.441 -5.247 \n", "2019-02-28 06:19:00+01:00 42.45 18.73 18.73 29.720 -5.469 \n", "2019-10-14 01:34:00+02:00 26.20 19.22 19.22 27.936 -5.016 \n", "2019-04-10 06:56:00+02:00 46.99 34.56 34.56 26.902 -4.900 \n", "2019-12-18 14:15:00+01:00 47.65 33.74 33.74 27.625 -5.144 \n", "2019-08-03 19:06:00+02:00 41.08 25.69 29.26 22.846 -4.106 \n", "2019-04-17 16:00:00+02:00 35.49 47.41 47.41 22.900 -4.085 \n", "2019-01-23 14:05:00+01:00 85.59 285.59 285.59 27.475 -5.071 \n", "2019-02-02 07:47:00+01:00 47.68 181.87 181.87 26.837 -4.406 \n", "2019-04-09 12:45:00+02:00 41.77 11.68 11.68 27.565 -5.478 \n", "2019-07-30 17:24:00+02:00 42.04 21.35 21.35 27.506 -5.542 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2019-12-02 11:20:00+01:00 28.870 5.481 0.000 0.0 \n", "2019-07-09 02:33:00+02:00 26.883 5.476 0.000 0.0 \n", "2019-06-08 07:23:00+02:00 22.724 5.391 0.000 0.0 \n", "2019-03-04 16:11:00+01:00 31.000 6.488 8.251 0.0 \n", "2019-02-04 23:29:00+01:00 22.820 5.580 0.000 0.0 \n", "2019-05-23 13:07:00+02:00 27.133 5.428 0.000 0.0 \n", "2019-06-12 13:44:00+02:00 23.048 5.693 0.000 0.0 \n", "2019-03-24 01:15:00+01:00 31.000 5.988 4.320 0.0 \n", "2019-01-26 05:38:00+01:00 31.000 6.636 8.194 0.0 \n", "2019-03-14 22:51:00+01:00 28.441 5.421 0.000 0.0 \n", "2019-02-28 06:19:00+01:00 31.000 5.669 1.280 0.0 \n", "2019-10-14 01:34:00+02:00 27.936 5.570 0.000 0.0 \n", "2019-04-10 06:56:00+02:00 26.902 5.490 0.000 0.0 \n", "2019-12-18 14:15:00+01:00 27.625 5.370 0.000 0.0 \n", "2019-08-03 19:06:00+02:00 22.846 5.564 0.000 0.0 \n", "2019-04-17 16:00:00+02:00 22.900 5.606 0.000 0.0 \n", "2019-01-23 14:05:00+01:00 27.475 5.418 0.000 0.0 \n", "2019-02-02 07:47:00+01:00 26.837 6.091 0.000 25.0 \n", "2019-04-09 12:45:00+02:00 31.000 5.659 3.435 0.0 \n", "2019-07-30 17:24:00+02:00 31.000 5.594 3.494 0.0 " ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 41.195801\n", "POS 40.391060\n", "NEG 42.554082\n", "Total demand 23.460537\n", "hp_input_MW -4.359432\n", "hp_output_MW 24.354581\n", "cop 5.573655\n", "to_storage_MW 0.894045\n", "from_storage_MW 0.888908\n", "dtype: float64" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 67, "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": 68, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hybrid_imb_optimisation(case, decimals, s):\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].round(decimals).to_list()\n", " fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "aFRR\n", "* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n", "* Remaining demand is filed in by gasboiler\n", "* Bid price at switch price?\n", "* Assume direct response to 0% for now?\n" ] }, { "cell_type": "code", "execution_count": 70, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " \n", " capacity = 0\n", " for hp in [hp_vdg, hp_ndg]:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "code", "execution_count": 71, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def aFRR_optimisation(case, s):\n", " s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 73, "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": 74, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.451794715081109" ] }, "execution_count": 74, "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": 75, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.586642522442619" ] }, "execution_count": 75, "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": 76, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.00.00.0NaN0.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.00.00.0NaN0.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.00.00.0NaN0.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.00.00.0NaN0.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.00.00.0NaN0.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand hp_output_MW hp_input_MW cop \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:01:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:02:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:03:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:04:00+01:00 0.0 0.0 0.0 NaN \n", "\n", " hp_output_MWh hp_input_MWh \n", "2019-01-01 00:00:00+01:00 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 0.0 " ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 77, "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", "]]\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": 78, "metadata": {}, "outputs": [], "source": [ "# vis_data.loc['2023-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(7832.109, 7792.947)" ] }, "execution_count": 79, "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": 80, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 81, "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": 82, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_4292\\4223154146.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": { "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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 05:00:00+01:00", "2019-01-01 06:00:00+01:00", "2019-01-01 07:00:00+01:00", "2019-01-01 08:00:00+01:00", "2019-01-01 09:00:00+01:00", "2019-01-01 10:00:00+01:00", "2019-01-01 11:00:00+01:00", "2019-01-01 12:00:00+01:00", "2019-01-01 13:00:00+01:00", "2019-01-01 14:00:00+01:00", "2019-01-01 15:00:00+01:00", "2019-01-01 16:00:00+01:00", "2019-01-01 17:00:00+01:00", "2019-01-01 18:00:00+01:00", "2019-01-01 19:00:00+01:00", 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IgAQovnAMkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEAICVB8CSFMdkUCJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACFF84BkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEgghAQovoQQJrsiARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgAYovHAMkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEEICFF9CCJNdkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkADFF44BEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEgghAYovIYTJrkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiA4gvHAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmEkADFlxDCZFckQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQPGFY4AESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAEQkiA4ksIYbIrEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEqD4wjFAAiRwTBGodrmkuKRSUpPjjqnz5smSwC+ZQHlFlVS5aiQpPuaXfJm8NhI4pgiUlFZKeIRIXEz0MXXePFkS+DURyMkrluZNEn9Nl8xrJYGjmkC1q0aKS8olNTn+qD5PnhwJkAAJkMCxQ4Diy7Fzr3imJEACIkLxhcOABI4+AhRfjr57wjMiAYovHAMkcPQToPhy9N8jnuGviwDFl1/X/ebVkgAJkMDPQYDiy89BmccgARIIGQGKLyFDyY5IIGQEKL6EDCU7IoGQEaD4EjKU7IgEfjICFF9+MrTsmAQaRYDiS6OwcScSIAESIIE6CFB84fAgARI4pghQfDmmbhdP9ldCgOLLr+RG8zKPKQIUX46p28WT/ZUSoPjyK73xvOyjlgDFl6P21vDESIAESOCYJUDx5Zi9dTxxEvh1EqD48uu877zqo5sAxZej+/7w7H6dBCi+/DrvO6/62CJA8eXYul88218+AYovv/x7zCskARIggZ+bAMWXn5s4j0cCJHBEBCi+HBE+7kwCPwkBii8/CVZ2SgJHRIDiyxHh484k8LMQoPjys2DmQUggaAIUX4JGxQ1JgARIgASCJEDxJUhQ3IwESODoIEDx5ei4DzwLErAToPjC8UACRx8Bii9H3z3hGZGAkwDFF44JEji6CFB8ObruB8+GBEiABH4JBCi+/BLuIq+BBH5FBCi+/IpuNi/1mCFA8eWYuVU80V8RAYovv6KbzUs9ZglQfDlmbx1P/BdKgOLLL/TG8rJIgARI4P+RAMWXnxj+Dz8slveX7JN7xvaVdh06B3W0B16YIuf0SZUfdxySqhq33D/+4qD2+zk2KsjPlYfeWyjXD+sgvfsOaNQhP54+XXYdqpDzB3eXF+dvOqK+gj2BqTNnybr9ZfKn6y8Kapf5Cz6XWesK5JIBLWXIkFOC2udo2uiT6TNkZ2653H/t0TN2QsWH4kuoSLIfJTDh+clyUf/mcvLQUwmlkQSCEV9e/GCyFJTXyB+ua/h7aeKkqbL1kEv+cXNw7/BGXgZ3O0YIfL5gvsxcVygPXX2aJKU0/X8/a7xDjsb5AsUXkeLCPHnwnQUy/pS20q/fwJ9trHz99UKZvDJXnrj9wp/tmDzQsUnAn/jy55cz5fSuKXLGiJHH5kXxrI9JAo+8nikut8iDN/78c60vFn4hc9bly39v9bwzl3z/rXy0NFv+ecNoiY2N8+H57zcnSY+0eDl/zJiQs6b40jikf3tlsgw+LklGjzyzcR38jHv947VMya8Ik7hIkUdu+f/9TsNOteFAaaPWRz8jMh6KBEjgCAlQfDlCgHPmz5PXfnTLpPvP8tvT7HmfyaMrkuS5sQnSs1c/r20+/HS6fL7DLa/efZ7X30//77dyY9dc+Xp3jWwoayGp4SUy+X7fj9g5j30hE04UOf20083+Vz85S/ZVpcpzY+JkZ9YBeWuVWz66b1SDrxALxge/jZIvfjfUZ9+cA/vk0rd2yOnNsuQvN1wkWzevk5um5JvtXj4/Wbp0613n8abPmS1Prkox20zoWyhPrEqWvw2ukOGnjpAvv1og/10SJrMeOM38fv8Lk2V5cbpc3yVHrr7gPPn7q5nyVV6GtIgolB7JJZIULXLfeO/J4ax5n8mbq8Lkk/u878dT70ySaVmtTL8fjW8v97//o+yuaiJ39873mbRNnjFTnlvXxGx7R888ufCcsX6v6bInPpOre9bIuaNGe/2etXeXXPXeHuked1D+efUQSW3SMqh7sHf3NvnNB9ny7pWtpFWbDkHtoxsV5h+Sca9skBfOTZTuPfrKY29NkjV5sfLWveeYTa59coaM7Sxyybme/3/0rUwprRL52031T66/++5rcblccsopwxt0Tke6MRYAFS7xMbYGEl/+9NJkSUtwy92/8X9NFz82V67uUS3jxjZskj5t9mx5b12Yz7N053NTZUCayHWXjDvSSw1qfyxKnvg+TGY8MMJsf/Hjc+WGvm4ZfebZApH3d1/U+H1mg+o8wEa3PvupDGklcs1F5x9JN3Xui/fdI8NqfETOdWtWyB2zymTab3tIYnITuePZqbKurGXIrxEnh3O4q1e+GRvT58yRt9eG+7xDfjIADewYz/J5XcLkhJ6d5bpJufLhNR2kZbrn3YYGg03TWN93o/0wK5Yvkfvmu8yfPvhNW0nLaBv0WaD/5Gi3/N4moOg349M7TpCk+JiAfcFAnVMZK2/fW/sMXvb4HLmmT5iMPetsaz/cj0dHhssJAwZbf3vo1UxZUZAqFTWR8schbjl1mOc7oQ379Iw/IM/d8fM8j0ED+xk2/N2Lk6VDishtV3oWj85vuN7vWXf2kdi4JL9ndO6jX8idA1xy1hmNXzBv27JObpycLx9f20Gat6wdk795cpbsrUqVZ0bFNthp46NpM+SzbW55455zvc777cxP5a2tLeST6zpKsxYZ5jd8q/68KNzrHTHq0a/kdydVy+nDPfOkI22YhzjnHhUVZTL66RVyd+8COX+M93zgSI+HOdMH60Ten+Dp9/qnpsspratl6s4UuesEt8xeXyidUt3WvXce72gXX/Dc/vf0cDnxxMGCb3hGosidV9dvBHnh/cmyPT9MHr3tAh/EOi/VcZibs18ueWOrNdfUHR6fmCkz92dIQli5TH8guPHx7LuTZW+RyL8PGwe1L8wH2ia4JD05Uob07iS3fFooF7TOlil70+v9Zq1etUzunlMh02/rKQmJqYK5/b0n1Bij+7ffLZK/LIqQd65IN/NDtMdGRsiAAYPMv2979lMZ3IhvNMbRjspmcnxCtvxYkm7uAeYQr12YKr+bukdu6i9y9hn+1zUNHdOffT5XnlkeLTMPz+1//PF7mTC3Wmbd1d+vQdXZ//tTp8miXW558a7GzUOw1pq/Q+S1u73fIQ29Dmz/wafTZN72cLlpcIr8+asIr3ur66PRLbPkq4NNzJi6/PE5ckUPt9d74eUPp8jqg2Hy3J2ebxW+i51Ta+S2q7ydEsY8+qVc3aVIrhxXe95wXpu2JUImDG8m9893yfu/aSNXvrPHrPt69u5f5yVhPfr6yjBrvarvS6yJLpu40+zb0PlAfQzxvoyPFPnddZ55Ob73V/dy+6yb/PXz6axZMmmjyDv3jpFvvv1K/vp1pFzUJkt2F4T5PH/O/d/8ZKos2y+yrSxVfj/ILct3HJLp2RkSG1ZprTF1n2feyZRvDiTIQVeyvHFxM7k7c4/c3K/aa07i7/z+8OJkSU9wyy0Xny1jn1slT4+KkT59T/DZdPPGNeZ9kHlDJ7no9a3yP6dUywkDBsqrmbNlR0GYPG57h5UU58u5L6zzuZ8rVy6Vez+rkpl39JW4+ETrGE+9nSl55WHy0M3e70x8z+8dWGsfwDf4gi7ugOtZdHjhY/Pklv5ueWdVtbEloMEO4FwH4J39+MgI6T9gkMyc+5m8s9otHzbC1uAE9eTbmeYe6XHxX9hY/rs8wee6ly9fYsY/7CNDWxTU6aS6b88Oufr9ffLKuFTp3LWnzPtivvzrh3hJiyyUDyaMEjCcdvi452dkWWvIxogvuIb9JWHyfVG69Z7WcXLPNRcJvhO9m7vllstrv1v4lk3ak+5zjf7G3LPvZsreotrxf9PT02REe5Erx3nbkQKNo/qe12B///PLkyUl2i0nd2thnku7vWjcY/NlbNtCuemyC605Wa/4A/Ls4bk53nfdm4ncfHn93/n6zgfHuq2/u1HzVp2X6jHs17B711YZ/+F+ee+q1pLRun3A08A6/MZ+YTLKJjStWvmD3PNZpd/7iffS4qxwefku7/uFAzz9TqZ8mpUhI5rtk7/e0HAHtQPZ++Tyt3eYb/hxnXvWh87rdzzTfzmp3LInNmjnn3FjPKsHSsPkn7898rHzM572T36o2fMWyMo16+Se226U2JjAa/Cf/ER4gKAIUHwJClPgjWbM/UxeWxUpU+8/w+9Gn86aLU+vSfFrdMCCYsFO8RJfdBF/Zfv9smx/uGwsbyHJ4aUy9X5fz6fR/10oE06skjNP9/x2xRNzZH91sjx+ZqTsO5hnRIhAolBdl90Q8UUnleivoeILhI+n16TKnwaWycgRZ8gXX34hD38fa33E8YHGovCajgfk2kvGye9fnCxLi9KN+NI9qVSSY9w+4gsMFW+uifQRqyBGzDrgMQZhcXHrexskvyZBbuqWI1ec7/0RhLHn5Q0eT1p/vys7TG5v7lPhtYiAd/YXu6OMsINW34fbfh/0Yz/x8jRp265Tg0amii8q8v33zUz5MS/eMthgkjGqQ7Vc9X8iFto/38iUyv+zvf49CPEFfZW5RP72M3tBYdGWUxHhY0wNJL7AAImF0IRrfMUXfa7UwF4X3Py8HNm3d7e1kJ0ya5ZMXBfj84zD6DGgZY3ceJmv8adBNy/Ijed+Pk/+vSzBej7GPfa53Ni7Ss4ZNcp4h/3xS89CKZQNE/thbdw/mfii9+UfQ6t8xD01SGHB2qRZmjEyQYwO9TWCFyaet/fMk4vOGSsQXyeuj5VPH/D/Tg8l38b0BfHlXIgvvTrL9Z/k+rxjIFK1T3LJA9cGFlZVrPO8o9pIRut2QZ/KLc9Mk3aJVfJnWxThwq8WyEOLY6Q+8eXe56dITmWMMaZoc4ovOib+PULkpIGe8YzFzLvf7pL1xalS4o71MaLqPewWe7DRBrqgARyFG973whTpmFIjd1zluefOb7garlTI9HcJmE/c1LO4TuNMfZceSHzBPYZh6z8jRAYevqf19aW/w3A6d3uYvHGPx3FAm4ovdqFHr1PfEWqA+OOJpdY8KdjjBtoOXp3OuYeO2bqcNRp7XMxp3l8XZoxEaFc9OVv6NymRLw82k9v7V8u0daXSs6kroGBxLIkvmONlJLgFRqr6GgxW2/LD5DE/4sumjavlt58WWSLgwf17jXFZHX20b8xt5hz0b5ANdHwYSPYWh1me2bodvk8JETWyrDhNnjo72hhfLmiVJVP2Zcjsu/pLjB+vbd1X38ef3tLdRHHhe/T7E4qN+KHP8ovnJsmt04vMLo8Mr5EhgzwR2bc+86kMynCbOXKgVl5WJH94Y76MH9LKGEzNOHpitmRVp0iH6EOyo7Kp/HlgqTyyNN4Ybu6fuldu7FcjY86sFcTrux91/Y61zmubmlvfbhWDZ9zeS+ITPM5YdbV3p0yTr3aHySt3NU48wfHn7YiQN+/x70hV3/Htv+NcJm+NkzsGRsjDS2rXK9hm//49csXEXTIgMds4juE9BOPgNd0rvN6rGEOrD0VbYtDdz02RTsnVctc1l3idCsbBtZ0Oes2/3psyTT7ekiB/GBZtxB+ILnBSCUbYxnr0nXURPuIL1hwwNKKFWnwW6YtIAAAgAElEQVSB4Tk1tjbaFd+CC7tUy2Xneb/P/d0DzL0/2RBm1jFqMMczZTc+B7p3MHJ+nx0mG8tamOd+6bZcaw049ebusnDx93LuKM87FY5+W8uSpcAVL69ckCx3Tc2Rq7sU+hi0ncfCmqNpbI3cfdkoI748eXaU38i6DetXyW3Ti+WT6zsZEfjsFvtkSW6KtI0tlvAwkSdvr11D6Dfr2TFx0ssmpi1d+q38foGI04ECxv7cMpGHb/F+Z57z6AKZMNBtGVOxBhx7nEsuPz/wM3TeY1/ILX2r5L01NZJd7XkuMYYx5xvaqkbGXzxO9Fungjmcld5dK41y9HTyRBTCl4e8xRc4VD62IsnHkL30h+/k91+4TRdnNM/ymo86+925baNxVNL7A8Ho8R+TpFlEsXGy0u8A9js3PUvuPfz9aYz4AsfG3DKP+KJzWIyTxCi3iSS6/qkZcmJapdx2Ra3x+Nn3JhuRvi7nGL0mOJJmFYfLfw6L/zc8PUPOaF/jM1YR7XneS+uDEmUb8v7TbbHOaJfokiFdm8vfvvF21sXadFTrAvntFRda369ucQflxTs94jned92aub0YNOYcsM/5j34elFDq7B9rir/PyzN2IG3277TaY96+Ik3atA1sj8G13tTXW6itS3x54YPJ8sP+aJ/5LM5BRcAhKdmNisJRkbGx4suNXXPqfecFuk+7dmyRsHCRtu2Cy/DT2PsNRvtKfOdfje3vl7Lf0Si+5BcUyj/+/aSMv/Ji6den1xGjbkx/4DLxvU/kj/fd7nUOr038QOYvWGT+3r5dW5/zXLl6rUx8f5I8+Id7JTUl2Zw79mndKl1Gn+lxgD6SRvHlSOiJCLziX1kbIzPu9+81h/RPL65vahZjffud6HU0TOIX7vIWX3Ti1SPuoBRWRxlv0cTwcpnmp39MzB8YUGKFdl76+GeS40oyH/z9uYUycU14o8QXNaQFE/mik0pcWEPFFxgqEGHyQP8i472PVF//XBpnLdDwgV5dmiZXdTggN1w6zvJ8x4SpZ1KxJES5LW8qBRvIUI7Q5LkHPeILjI2ITEGDyOU0nmNx8/rm5ub333Q8EDCyAfydkTOvfTRF3t+ZZt3nty5tGXS6ud27tsj4Dw/IkYgvOmHHZPL73CTr/mPiPbxVhXWtmOS6any9pfw9Dv95c5KUV4cFFSVzhI+T1+7wrNlVGutlqMUGgcQXGCAz4l1+U63ppCQY8WXBV1/I/yyOFSzQpn6+SCqqXZK5q7nMecA7JRUWJAPTXD+b+KKLEH0usbi6qVeZidxS8WXmXf0kLrZ2Mnmk9wMLhdPaurwW/3gu+7SQkFx3cVGenPfievn7kEqfSIYVK76X++ZVW5EdMDJBjG6o+AJP1ZP7dZd2Hbr6xaGLyVu6HzIGARh7X9nYrMHHOVLWwe5/zZOz5LwubhnQvaOJMph4eUuvCe/4J2dKr9Ryn3ejvf/vl34rf1jg+UtDI+0ueXyu9E4p8hJj9ZmpT3zB2EHky3uHvfhxfHiOXdfHbXmZ6v1QA6Ma9LEtvFbL3dHyl0HlPpEMeB93isnxiSQNluuxvN09z0+VTik1lgHeKb6o4WryTZ0DRmKC3/jjDhgDS2NbIPEFBsjCmni/z3l9x4LhdO72cCuKU7d/65Op8vb2ll6RX87r1mjS3w0o8fJMrO+Ydf3+15czJSXWOx2sjtlbexyyokuP5Bj2feH9/f76cMu4dcHj86VbfKGsLG4qt/Upl0nrXTKgeXnAiM9Qii+IPjurT0sZMnhYSC6vorxMRj+zQv5zepgMPHGI3P/CFGmTWBOU+IIIlO0F4jell85LVZjbn7Vbrnhnt49nJ+Y2nx1s5dcbPtAFwvi1pyhC/nzZUOMUAAek5NRUefCj5ZIc6TLiCxyg8O2CIQ+e3E5vdWff33y7UP76dZSZcySnesSX+/sXGfHjq0Vfyt+/i5Z/nSbGwQLN/r3EPGRwRk2dEbi6rhicnC0D28VKj45t5C+zsuWQK9F4jsMAdWfvfHl2TaoRXyZM3Sc39K4KKjohmIGAezVlX20EkIpNU27uJimpzertAkLroj1hjX63Y04/e0ekvGsT/es9aIAN4GA1cVtLOSkp2xhY7fMRHWcZUQWSVZVijKnjnlsh13cvkEvPrTV6Y9ytyY+35rb4LrZPrJYJ19YvvkBUeGd7S7mgVbZh+rchFfLQdzF+15jOS8B69KON0T7iy0vnJxmxEs0pvsAJpkP7jo1O7YhrS4+vkT8edtaA+DK6XXmdYqGed+aMmTJpU4QRntWREc8UIguckWfOa1UP883lzc1zv3T7IfOsoyHyBN76iBrevG2zPLe4TApdsVLmjhYVOS9ukx0wmlCPBdEGRvXfXTlSznl+rVdEmv18NIpbI4ySwsqkyO1JodUnfr88fYev+OK0GahjgUbHaf+I3jtUHuZjrEXU1P0Da7zElzPaVNbJffSjX8ptfcpMpKVdfIETFsQXRPmXl5fJmGdWWNGKcA6YuKZW0Gvsc4X9EFX9XYG3+KJCifO6dc2D/U5JzaozHa06ieK+I7Uw0js9szbVyiry8OuZ8kWu57hjWu6z1pCBxBf0l5LSVBZ8v1wG9e4iHY7rZl02bA25ZRHmO/DwMJcMHTJMkEoeMhEcBWCnOTW92HKUwY76fnReoz+WcCTNLg2Xx27ziDdYo43s4Cu+WA6ZQUTENeaeYR3SO7VMBnVqahyvZt7eW+ISPEZKOKaObp1vnh+1J3WOzbXEc7wTOjdxy51XHXn0Ao51Y6+KBkUca4Si87on39RVUpt4bD8qvtRnw8E6/NZ+lV5RcnWJLw++kilbi+O91kB6Hk+8nSkzsjOkf+J+r2i4YO8PBJBrPz7Q6MiX89Kzgpp7+Tufv72aKRXV9b+Xg72WQNvhfbenONxLsD7SPn8J+1N88X8XwWXe5wulY4d2ctN1V5mooJ279hghJfvAQbnj5vFGlHEKK/j/JT+skL88cJe0b9dGGiP81DWuKL4c4VMHL+lX1yfI7MPh9M7u1JCvIbr23zGJ/3pvuNeCIi93vwlLRkMqBHj5BkqJgAXavX0LLe+dix6fJ3muBDOxPFRYIq+vifIbMVPfJdclvmhYo6Yd00kl+myo+AJjJyJM7ulTIOeNrvVs0lQECM9dW9pSksPL5Nb+LvlodaXx0GsaXiy9kv2LL5NmzJS3NsQZMQwT996d2kl0dKTcOSVLSmtizaUjrPz6Sbnm31jAOFNc6OIGv1/aNtt4bzibTkCdxvxXPpwsH+5KtzZviAeCeue8dWnzgIbiQPcOtXgueGWjtQCD+LIox5P2AA1RUS2jy6xJPj6U4g5OfPnX4SiZYFKU1Te2GvI7JqzrS1Llmu7F0jG9mazfdVCG9+8urdt3luKSSklN9s7/iwldqwSXVzokPZ6muQhGfEF6L3g06oIUXlWf52T4GONvfHq6DE6vDokIoeeJYyclxBlDlLPNmDPHpOnTSS7S6dzYo0guPmesJb4EM3lvyD0Y/9RMOaNttZf4AhHk+JY1XmHzgfpEioz8kqqA4eW5B7Pkkje3W4YfeB127uJJXaiebSoOYAG4taLWezbY66gvnFqfZfX6UeNKQ0WeYM/nSLeDkHpOpxoZ2PM4I77gfWZf/MET7OTm+X7Flz27t0qNyyVZB3IsQ967V2RIq7Ydgz4t8HQudjVqMRjx5WBlrBWRh4MiHeB1fWvFl7LyEhn7zErzHcNCWY3s9hP0Fx6P84IXtzNCIugLO4Y3xLeyS4pL7jqcctH5DUeE7hM/JpkUQ+f2SZURp/o6i4DfJW2z5VY/37tg0WzZtE5unuqbdgwL1FJ3jDQmAgVOKnN3RHqlqsP56Hfabix0ii9rVi2Xu+aUW4bs+q4D85v8glzp2q1PwE013Yam0cGGOmZv7pZbp2dxfcf39zsMRR9sqBVfEKHULrZAYFSE88hnexJkaIsiy1vX2UcoxReIaON7VsoFIcqvX1ZabDzGISwMOmmo3PP8FOmQFLz4srUgXJ663Vcs1Hmpjg11vnC+NzC3mZfTsMgXXfyvLEkzUdmL9kXKiHY18uWuMEmMdMmqkpaW+DKqRZaJrKnvu6xzDkR5RsfEmLRD9/YtMOKHPst4dpAqB81+HfguDslwyfWXBo7AVfGlX8J+wXlj7v3uxnizvtB2dYf98u6ONJOa5/5pWXJtj4oGp2gNNL4feSPTzKEgTs7cInLbKU2N+I9IgGbNPc5KdaWR87dWasizBPFm1o6YkKRGeuPjKYZTdFi1VLq90+3oONNzg/iHNM3OCHqImGsKk6zUppi7tkmolgeuq1980TUGUiYh0wEidp9f1yRg1IWdE4TsyVtiLfFFDfoaqYVtnZGw+C6oEbkhzHXbm5+ZLh0TK73El+GtSoPyekcWgsmbI43wDCeaVzc2N8bx/aURVrpBOK25a8THye31j6fKN/siTGo9PC+Lt+XJ/ByPgR3/jywLraPypbQmyqybtSF1GFIAntk8yzrnQNeN7AzR4SJ//c3p5pkNFNmpUdyYyyL9lb31jDtgpZ/D3/VZdYov+h6YdmsPSUzyZFZACyS+YH3wwImVVr0gzBtPyaioc96Oew0RFtFGdvEFKQqHtXYZ8UXf2SqYwzng7fVRknlf49OVIk1kfHyiPP7pMlle7Hkf6Pw7kPiiKfOw7YDE/X4jIJWRfg/UCUOzW+AZvvK4PFm5v0ZWHD4uopI0pW4g8QWCR/8WlSZaxenYgXddXnm4uQ4VybFmckm4ER8wFzor/ZA1V8M5Iu3d1KwMK8VyXc8ZhNv9peGW0wEi4c/q6Cu+qC0pmIi4xjzXiJI6pVmenNixiXmWkDq6X98+JpIRaTPPTs83thVdG9jn5njfdUyu/c7jWT0uPdnvvLS+cxv76JdyfY8Sk7Ug2BZIfMEz1759R+MQsGvHJrn24xyf9ZXzGHjO7uhTajJQaFPHQX9OF3jGmkYUyyRHanx9lpEG1flOCPa61Pnp1QtSpVOX4NOOqRMMHArqE7UDnQuE6EOV/iN6gj3/YLbD+25HUYSVwi6YfX4N26j4khAXJ98s/sFcskZ7qHAwbMhJMmveAikqKpbj+/VqUIoyjRRBvyNHDJMbx19hjuEUfSBsvP72hzLhzptl0tSZJrpE2/irLpGe3brI0y+8JsOGDpKPJk83P9n7w3HQtH9EoMye/6U513c/nOzTX31RKDi/vfs86XoHDuhrCS1djusgn86aa0Xl6HY4bnlFhTlWXFysNG2SaiJd7NelkTBHMq4ovhwJPRHRyJY3L24mi9dsNp7T27eul+/XbjX/1om6hujaDwfjwaK9EV65zNVzyr6dvxy1+N0TeVGbYxzhj4U1cfLXweVSWFwhb65rnPiC2iv/WBzj1/Nbz09zUqrCj/OBx1C3HoGNFtjGXvPlhi45JsJE0/1obldNjXL7s5/K+rIWBsXYtCxZmpMgB1zJRnzpnlQkydG1eYSVF7zWJ25Kkil3DjLeOTCotm+ZYrwKtdkXGlgc240o2MYuoNjzv9rvCVJTXfjqJqtOhP6GXM4f7aqNfAmGie6r4gvGUnubJ00wQ1QnWk+cFSnHH3+SFUaNxe6yPZWysyzeS3yBh1FEmG89FX/HgoECkS/OnMLBnNeRbKORT+gD9XOQcmpcRpaZpPozvmK8VNSEy6hO4dKzQyuv/Nfq+Y2FRX2GI91WvePgLbq4MN0ndQgm4EMzqkIqvmAC0wbGp9/45ntF6PoPRemi3ut4/jVaY/GSb+RPC8MkWE9S532B0fKrTTnyJ1sqKWyD1CRntq3w8paD6DQwrToo8QULhVX5CfLevf7rIKixQg0I9udFr6ljzCHpkFguO4tjZFtFwyJS1CNdF0g7tm+UJas972ltupjU2lIavVZfqphgxzbeaxktUkNW6Nkpvmgeaz0fjAun4QDpfK4a2k5mL98hxZVhMqZvmqmNgdaQSDudpOOZsOfc1WfGKb6g1sJHc7+RLXkeD3WkKsitirVSKOH48OS/sY/L8hzT+4FnddH2ctlbkSAHq73rlPgz4uO620blycR7g1+EBXsPj/btkPKoa0q15bXmFF9gIEGKT7QhKVnyiCNFid5Xu9dnY65ZPUydNV9wb9DU0QIpFFs0SbZSINV1LBhO5+2K8omAfOOTKfLu9jRT8yA9w5M2T6ME1HCj/293UqnrWIHqy9j3QV2S1BjvqFsds6jVZ6/P0BiGzn3gRPLBhih5546TJT83R656b68xGiIquk1UvuRWx8uIljkBc96HUnyBZ/T4rkV1Ckxg6PQGDsRBDY0qvkBE7JTsCsr7EukntheGe3mN63F0XqriC0Tnaz7Yb1Jr2YuXq8dzjFTJ7N8FV9MOnsebC6ON+IWGyJFBzQpkZV6CtIguN9HaqMmCegQw5MHbXiNasP3/vD5JLh3azWuurHNfeMSf2SpfJu/NkN/2yJXyyhqJjAgzKbtu65knLxyuRWg3+AXjBKKcNcoFqaxQL8neNEoHTlQTph2Q8T3KjGNHKBrEhoV5GcboFB3mkrtOTjbzlQ/Gt5O0tDaiKQRPSNzvt4YP1krf7vN2VGvIeUG8mb4z3q/BqyH9YFung5W+a+DQlFseYerSacP6ATn8MbcIDwuTTq2aSVrzZvLG/DXydX6GNS7uem6qZMRVyR9vqF980foQcWGVJlIDDmIf7043gl///idZx8a7+MX5m6RfWriMHNRXWrc9zgjW03YlypT7PKmqVaz+53C3uR9ozkhYvLvtkVZIZ7Rt+1afTA6BOMJDvkdKmSVkwPN/cItiv+mBnX1gPZe5JcaIVModc5tD5eFmnLz4wWSZvy9J+iQX+qRQxjxu4b4Y855EpOw3Ww7JglxP5AsyRjy63H+EuKYK1HNBqqpdWTnSqW0rU7cVKZtP7drcpMlFxCnaI+NPM+ILOA4edLIPCnX+QgojvIfsDWm0x3aokM6tmpooCX1WnfdT51j2dwn6eWziJGPsdxYLx32zz5MwbzypRXmd9bSwD94zkzeFW+IL5sG3vPi5nNqmSq6/5AIpLSkwUT76zoZzwFvrowM6esIg/NxnG+RfN4y2Ui9CUNmZUyJd0pNlzZ4C2ZgfJb2bVcnGvAjjcIlWn/iiYxfb2lNaWfftcO0VGJPVGA67Rc+0OCmpqPZ6/7WKyrdq3NjnzoHEF0SXp8dWmDToKpLrcfGuO1QRbr4DGHefri4w/275f+nSURcHjM/L2Oe1xtN0U8576++ZQi3Uz3MzrChv3Nf+zcqkvFrklnOHyh/eX2qc1ODECfHAX9aVhr7zdHuIt6cc39MInbgO2E/6t0+xnAI0rRuirs5KyzXfcR239rk53nftkqrl5G5p8sOWgzInq6n0TMgzz7SmVVYx5bslX8ufF4YLUlROmvOljB0+2BLscV7BzEmc16tpSP1xgM2krNIlA3t0kNtnlIgKGcgWMOvHLJ/3jMcJ2uMooU3Hm7+0mtg+kEM1UtbNPpAhWPO+fnf9aRmd579x/WqTmrQuR2h/87OykkIZ+/wav89RsGMFa5Cd5Snyr7MS/X4b4Ai1dU+2FJRVyZhhA71qQgZ7DGwHRtuKIq0Udg3ZN5TbhhVnSXhJVii7DKqvmoQMcSd6nAjszZley542C9sh/VfLls2NiIH21AuvSb/ePYNKoWUXWHTf5k2bGoGkLvFFj2tPOwYR4+FHn5FBJ/Y3+zsjSuoSX8rLKxqcxkxFlTNHDJNps+bKpReeK9Nnz5dzR4+U/zz5giW+2MWVgoJCs+1JJ/aX1Ws3mPO0i0ChqKlD8SWo4R54I/XGwUdW8//qxwaTBzXG60TF3hOEma/3RXqJL+vWrpQ7ZpZ4HdCf+KLGEhgtDxZVSKvUOJP+DNEdfzihRErLq+SN9bF+05XZO4eYUlRUZIrQaVNPBXy0u3TuaoWS4ncVX4Y3yTJpqPQjg9+02HtdSO3iC1KcIHxfvUVRDPLRFUmWN5ymGUJ/mBB9d6iJFNfEGvGlW1KxKfbmFE7gJfvG5ubGew8euGinNc2y8sji///nlCpLjDm1ie/HVBc32NafOIO/Z+3daYwgzkgK5POctLs28iWYIpjKC6LdDZl59Xpa+OOr4osWYtUctlj8LcuJM6JE06gKqx4CjLGR4RJUXtH/L/FFa3zYrxfjAJ6qv+tfIqPO9Pa0+u0z02TTYYOIc3KjqaRU6KtrjKI47H+WJUq7qEOyq6qpSQuAybPmY9d9MQE/OaMiJEUDtU94/raMq/ERQfA7xB5EfqlBCZM4CJio46NeYJNu6CxNm9Uu/oN9vcHAN3lzuI9IgmKxZ7cr90ppguselF4RlOciFqrwNoRx6zddC+W0E/tIqzYdrNPasW2jiUKDoeml9c288hNroWEYGtvGlUt2eZTxYmxIRIqmJlCRGvf26eXRXgVXkQ9/zLOrrdpSDSl+6Y8v0mN069hauvfoa37GOB6Y7q4zLUyw9wnbYbE1umO1DO7d2US+wANx/c4DMu6MYVbKGqf4grECw+Pi7QWSXx4u445vZtJuoDnTljnPBSlxZqzKlVtH9TU5fZEa8cSkbK+aB1qPyCm+6GIAfcIL7IHX5wsiX+DJqg3e9Df1tYkvhxcCMFjhXe6vBRJfMiIL/IbzN4TvsbgtUg/1aFJpLehVfNEoUnUSwbVpyhO7IVoNKvpdbywDFV+QzqVlusfQhabii4rFEOG6Na0JKu0EIp/m7o7xipZCnyqS2o2FTtFJ5xsq+tR3XTAuzN+B+jKB8+KjhkHTWP/iy5GmbfN3fiq+9EwuklWFqcbBRo3ozSOKTKrZQPMU9Bcq8UUFDa3BF4ilvdAzPL7f/WanlZ/euU9RwSE5/+UNliEP78pyV7ikRlX5TSdm3x/pv7YURPrUhMM2Oi9VYU7TcTjfGw+9likLHTUGnOcIYeCTbUlWFDHmVmvzY626fhqhjv16xh+QdaUtTepfRHaMbJ5lvn9atwzbIG1jsSvGiD1wBujQsZvo3Be/n5OeZVKPXN4u20RRI8ocKXGuaJ8tH+z0zC0n9C20PG3hlT4ko8oUNw7U1KCrv6vB3r49ohkhCKj4cnW30qDqctT3TOF31ElalO85d8zf7zs53oj/GnWpQmog8QW/f7cvotFpx5yiQzDnHGgbGPw/sc3x1TiHiLissmgzR9Om4hvSFyNVGAztbeLKJDaixqRXUkcavA/TYqvkrzfVii+6xrPXfMnau0ten7PUSpGE4+icWOf+emx7WqZHTnVJj2495MH3vpZd5YmWoVwN2KiJgtRBaPb3qUYF29N8aso4/bbUxxJpRU9oUmSJL4h07d+0qM4aHdrn+1Ony+QtMSZSR4tRYz1XVOkRX7QuqNMZRL8P8/bEmVpjeO6/3VpgBEA0rNuQdspfQ8ofjYLA74+ODJdHF+TLhV2rTOo41Ny6oEuNESZhRMba6tFrTpFxr2wIGCG0bPlieWB+jZlrYf7kr2k2CX0nOsUXXVs6bQl4HxVU+qYdc4ovV8NI37TMp06q/VywD9bj07ZGWuIL5m23vPyVnHo4bbVTMMf3aeKGuIC2BhWe7GmpXvpgsmw4FCb908Jk4Z5IcbnDpFsKHKyiLFFb5/moKfPkqmSf6MGFixaYdHtoMOy7JEzGHldt1XBFau3iKk9tCH0W8O6plnAZ06bQK0MFsmvgu4qm9wH/9ie+6DOh3JypRpFWqqDSI77AFvPh6grzTogJq5RPbuln6rDAmfS+8bU1evAtm5bVynof2O8Jvrt7D+Sa1Oxo+s3qEJ1r5ikYj3inLC1Mt+o/YTt1Mg2l+ILxgXfFql15JuXhWS32Sf92yWa9jKZjE4LImWm5RmCdPX+eETqRilGd8PC+a5tYLQnRYcbRAC09ssAac/YIYk3JqRlLtK6tMmpMulx/Ts7an35/Nc0nMmAgEhrf6JdXRviIjP7Sz+v8w1/Eq86F/a1j1W4DMbAxKTI1wqsu8QXzs56J+XKoMtL6nmp9oMakbcYcu0v71vLvObuMvQTNX6o2E3W5NdakOm2IXcz5rgSjzYVRjZ4L1Pe9Cvb3qFWvSdTKN4LdPGTbVfW7Xqr6egQUe2uoCBJsmjJEgTiFGruw8933y2TlmnVWFI1dxMD5OWu+4HdEvtx9240mnReaXXD5qcQXCCjoG8e/eNwYnzovEIGeePYVueGayyW/oED2ZR+QISedIC+98Y789vrfmCieUNV7wTVTfDnCR0KN/SiOiQ8QXqjqxQYvhndnfSmT9qQLJr/OPNkwHnybVSu+wAt86qLlXsZ7PT3ni1qVahgtl+6ultZJLvksu7lUuKNNKrKqape8uT7OWjAGukx4hH23L1xeuqu26LyKL9jHKag4xRedVPrb1t8xNW8vftM0B2qw0PBi9ZpFuPqWck8+aIgkXx2eOKv4khRdW8RRj6UpahD9g7od/hpqzEDkQRuYnC3/+a33olVDgPG7Rvg4+9EoFWckhV24wT6BCjD6Oy8NGW1IqjLtR8UXjbDSdBpj0vbJ5weaS1J4hSRGVFkpeVAfJTbCHZT4Ak+bCldwUTJH+Dh57Q6PTkQ62JsaCCb0LZBzbJ4m2Ma+PbwCZ9pSAepzGoz4opNFPS68ULZXNLWK9+rfERVyaqvyoCJAguUCz9+m0TV+o4zgEYTJjUYq2CedKr4gp3SLtNbBHs7azp7ewb4zFs5j25V6CQcQZE7NKK03Hzb6gZevehvi/yHCfHxLHyt/uObmx2QbdVbsCwX1WkeNp/SYUimqijTXH4z4gnzH877+zqTjQMN7Egtn1Oh6YU2CV/0eXUzifYTULeqFFmwxYCdsLHJPs9VXgig4qJ6c/A25YRh3Y4+rssQXeEH/d3mC8XRDXRuMizOaZcmfb6hd3OFvqCHw/Y5iOVQRIZce30Qe/NYTDVhfpJ2maEgOLzV1O9CQvsZeJFa/eU7xxe5MgMX3hNcXyKGqGC/xBWnSbupTZRkTreXbdfQAACAASURBVPvRcb+JbPDXnKkeNMKpRWSRfDQhNEWiG3JPQrUtDL0jT+rboDRw+u7rkVppLeg1elUNHlrw2n6edm89TVs5MCk7oKE8mGtU8UUFYtR0Wvbjj8ZIAtHn/PaF5hm79dlPpUNild8Ukc7jwHA6d7d3tBS2cYovYBcXHWFq7Ok7QlOTqZMEjPuDW4lXGkX78fCd+GJneJ2p6+C40MwhvqiAi77UKBIMr2C2gXD2/qZY6ZlYYOXD15RHun9dKXKOVHyBMLdi5UpLrL2s3f46v3nwer33hGo58/SRPpFIzuvVCGI12kBEzK2MlUM1ifWmwEP6ie2FEV4pe7R/nZeqIRkix/Wf5Pqkvfv7q5nWvDLQdwVjaNKOVGs+gbnV8rwkyXV5DE74plWI510KD2wU+FbDDeaP+P7ZI8HU+KLnilRF2bmFxsCIpsZ05F+f9n/1YvBMwsN6dMss4xWLhnqJFx6OSrnuqZkyOL2yznui+f/1mJoOzX4/+iYcMCnTYGy6Z1quXN2l6IiiuJCC8EBurvHmhzDxXYFHfEENy98PjTAOUGqkefWjyUZYCpQ+CM/6kuzGiy8QbybvTAlYmzOY51C3ee69TMtgqH9DlPS0VTmyvSTBiKHaIGbD4K9CGkTTVjElkhBZY+6ppl2DMbJZTLU8dHNtxLPTKQTRde9Nn+dVUxLH0fHhzK5gjwyAw1nLZs3klk8LBd/xqfd7R77YI0Hs4suibxaaYtp/GlgmI0ecYS5LxRfNUFAfO6RZGtrskOVQBPEFmQucBeL99YN3+tTt8TL5/jNNei2k5MFasKTKI75odDzSaSKy1t4wZmbsTjJzFogvX28ptARARCi+tsl/raEusTmWAID+IKQ+vLBcruhSbAz7mP+O61xlov9w34pcUfLstUOM+PKPoVUmIsbZtMYe5loo/O6vaSpXfVad9/P59zMlc0+GXN1xv4lA0eYRX+BIVzvfw29O8eXKJ2ZLn9TSgKnUVFSAQ9eM7dEmpR0a5sE3vfytjGhdbqL89fw0ygfiy1sBbA1aCxD92A3RWCdvPBQmx6eFyfzdMVLhjpCuCcWSXV4rXs6+u7/ExMRZ2TKchmxN1WhnaXd+wHfa5Uadldqi7/Hh5eKqiZCxrXN8nmH7M6sptv2JLytXLpV7P6uyDmsXR/FHZJUoqPREwGHO/dHaatld6VmHYO02/sP9Ps4SOrbtIr0eAM/Ad3vFcpxEhN2ivAxpH50nb94z1ozHNnGlsrw4XR4cXGGylqA1pBZUfc+w/q5OXFPWFJvrw7fq+LaJlj3loZOr5MUlpUZEwffqgWsvEk15C0eRj+/zzM3x3KA+a1K0mEwWzqZZCPB3ncuqmOQUJXFOunYL9jrs4ktKRKkUuDzrGjSsnRBZhGvBu+/5cxKkR89+5jpeWhXl8w3B8Z1OuDr/CFZ8gc2pR+sU+WFHgXEuhY0LgnNDm45Np/iCdPwzNrtN3USIL1USaeYtnz7geafn5x2QC1/dYo2phhwXkY17qryFbHxvTh7q/R7EGuT9LYnGQfxIBEHUVNpUEPv/nl76aIx8aYgIEmwkh4ovo0eeZhWstwssoRBf7Cm/fkrxxX7N/qJotO4L0pQhRVm3rp3l1Tffk7POGC5TZswRO4OGPCP+tqX4coQEdXEPQ8aTq1IEE4bPv/pKHluRZD60U7/6UabsyzDRFs6XEcKoF2dHWV6Warg/OSVLvjlcdE5Pz7kwVO8Y5BJevtclTWNrzEvbfNh65pnibm+sT/AyQPu7VJz/jF0JEiE1MqptqTGMfL5gvjyy1PMxcoov8LxCsXr1kLUXbg4m8kUL3aFv9b7TovfqpfrGJc0kLa213PnqAsv4jsn1jyWexRs+lj0SCiUp2u0zkVSDDCZh83ZHS1x4tQnBtTd4qsBAg9Y7/oA8c4d3znCdCOH3oSlZfhcJGqXiNOZr4TxN6+CcKNQ13DRffkPzdaJPFV/UiKHiiy7k8aFtGlVqPE+QCuihD7+TpKiaoMQXpOYoq/b1rGrIowPP07DwMGnbrlPQuyHCwi1hklMdb4pso6lX2nWdDki/zm1MeCtCiCE4aGQItrOnEcHkbdrqPDN+ghFfVARU72J4Ve2uaiLvXJFuUjdow6R3ROuykIovMA4ibzy8tZwNPHAeiOpq07atida4qsMBueHScVbkizNfd7Cw4WGYuTXWJ28zUkKd167YS3zB4nl4RnFQXusIwV9bmCjNosplY7knzYnd+1i9qa3nZWSElYpIF27wLG4RVSLV7ggzyQtGfFExSr38tZ4LatAgwsbeBwzE57243hhIbr78QkFamVkHWtWbpz8QWyxyT2hWahnC7cVK7fvgmZ3+5WK5ZNQIr+jC+u4Z+h/VvlJO6dfFRL7c3TvfpJR6/aIm0rFTD7PotnvvoT9dICzdUy4bixONJ6p+L+oTXyDQf7IjWZpHlFqeTb3iD3jl3NVnxim+rF2zQu6cVWYuCQuR+99YKAcr47wWFlgM3NynwgrbVy8s/T5gIVIukVbNLvQFY9HokbWRb2o4CJRLuT6m/n6HQN0+qcYrN3dj+mnIPs4UL8Hui3dfzyblVuopdaBQA5newxaRZbLzsCHA7l2otZeQ3vGFO88P9rA+2znFl+XLl5j0S4jeRVqJLk3FvC9hZG8ZUyX/4zAY+Tsw8oFDfLFHS2E7TUODeVbzZi1M2gQ1WOvzrQYreEYP65wk09aVyqAMd8Ciw+C0YHekWaQGaqhF1iKuxivq1h5ZEOq6QxA/P9gUK90TCqW4Olxaxrm8InlxnqhL9mdHykg9/yMVX7RuDhwaIsUlZ7cuqFN4h/hy94BKOfuMs6x6JYHe2YdyD8jFr2+xPGbhQHGoKtYUgEeUgPOe2+8J0u1sLYiyjFL233ReqoZkdWyBkxTOS5s9IsN+jrjmXfsPmoL3MNxP2tHEipZENOc3uc1Myidn6xqbY6Jvkf8ekR3DUrONwVfFSH1PaYQM9r/v+CJxuWrkqdUpprthTbKMcU2NQCroYC767eF1gf3ZhVMGIl/wXAVqTvHF7syk+7SNzjNGQszjJ8w4JJd1zJfxF/vW0wn25YA56JJDKXJqywITyaMNc7M/DnHL37+LtqK84QmP1Fn+jOjYz+moFuw56HbYP3Nn06BTy9XV/7PvZsoPObESGeY2TjloiGxZe7BGNpQ0MbWttGnK2gtaZ5v6EJjLpEcXS0qUy9SEUGcZGCNTo6vl4VtqxRf9DqJv1NrQMQzxqklEmRV5dVxMrlknOeuN2J3oYJRtnppi6l/ZxReNFIQT2bOH01LaxRddC9m/tyq+2Ov11MXLOR/B/LFDfEmdNTq0PzjTTd3pidRRr3A8BxUuj/hyx3NTTaRZj7iD8rzju4V7PnlXE7N2QATCwi1FlgCIKLLvsqLlvC7hPhEwiJ7NqvY8i2j6LKuRHWnTzjuuQq6+4DzjRHCoMkZeveEkI74gKmD4qSN8cGjqJNQ0vHlKoXFE6JZYYNIIa1PHh0Dii64tdb2s+yG1L9KOOWs1gLvdSQXzxq5JpT5pk7QfjX5FZOPsXbEmYggN87YbX1ksp7cuNdF16qgBLkOGnCKYU7+1Ickrmlz7nL/gc/nnUk9EiT2lFq5lc3649GspMnt3vJTWRMtxsfmSVxVjsZ95Vz+Ji02wxBen2Ac7xVM/hMvNfSot4drOBmup2HCXEeXszwLORVMs+hu3eP8+dJNHyPInvuj4x3f+QHW8XNS+0Gt99PuXJhtxEOIEIm4/2eA2qe/QVJRHxMgfrqt91vU5c6ZrxT4QX1AbGPVi7CkPNY3XZY/PkdaxpWZ9q9lEsB+i/Z9ek3JEhm4nH4wpvAumry81acBhX+jdKsHiD5H2pWUu4zyhtXPg8IZvG9bTEFHR8L5rEeeSlBi3fJ7d1Kv2GH63C4xqj4KwCYcxZ2o/nFOg2ryB3ksqvuCc2scVmzpo2oakZJv3hNZY0ygN2KdeWB3nVd9Za/3ZnSHQj46RusQXFRexPd4jQ1qJ7C2oNusyp/NooOtw/l3rpDrT3SNDz2fbwi3xBbXe4sMqZMYDnneV1sCBU8+jZyeI2+2Wbt16WWkC6zo+nA33OcQXzchh38/uANYQu5jz2JhXrC+I86kBGSyjX+p2jHzxf2ftwo59C2e6M/yGbbds3S5xcXFy8bixgtou+NuhvHzZvXefiYAJRb0XHIviyxE+ieqxpfmY8bJd8PViUxj72TFxMnf5Npn+fwsPe85cPSRSki3Jro18efa9yWaCDkMhcjzb23tXtZaM1u2tP6lSjcXK/oo46ZJUannwIbVHWJg74ITI3q+9uDzqaaBgr6ZNMx+Fw/kve7RrYQqe47+/XyCW+PLd4kXy568iTJcNFV8uapNlPHkQgnvm8e1ly+798pwtp/U7q6slq8ozCcZER8P5sXiAIQIf7j86DA66iMOiNznGLa4aMQVP7c3u9YSFy8OX9pOS4mKrQBkms8jTjRYoDYIuhHzFl0wjtqFA5V8WRfjkYb7h6Rly12lpfus/qOGqrpDRQMMVgsolb2w1tVBeXFYtCeGVxlA6vGmWlVYDE41+KYXGEw8f2eMTc4IqrhYK8QXh+a0TqoPydNZrvOKJOXJV7zDZfqDYMEVT40b/hGxZUZJuvODyKyNM0V2nB4YaU5DmQ71UgxFfMMl6bXW0/Gt0U7ljVpnoYkyN23p+6Hdk65KQii8wSsaE1/gIgjgm0k1hEo+Fw3cHE42HpQoGmqLLKRAF+3qD0XHKjiSZer/HE0YbDOOd4gtkQHq4nH3KCSY/O/52VoanmGJ9DcatJnE1Eh0RbiIA0XRSDiG2oKzSpB5UIxXeo5pn3r5wQ77kyPAaM8lriPiCSfnKgxEyrF2YXDnuPCu3PASsxKREUytCF7tabFxzKjvTzNV3rfo7Frm9UkstYygM48NaV/ukHdN3CMRmpJ4Jtqn4MrRvJ7OQ15RtqNexNDfRLJr9iS/4LizfW2k8bu2tvkg7LPjgpTiqe5KV2xlebOd0KJcOLVPk1GGniaaGcIov9ppgOCbC2vOqagv+4m/wjL2lT7klvuj9uKBVtkltgDG+NifMpHHQBoPl2LNqI1y05obdsBQsT+d2+pxBmE+Lc3lFEGFbRPO89uXWetMiNeb4ZnHbv8hKMRFsH+Ofmim9UsotQUCNDZNv6iqpTZoL5inrc0TO6ZVqiqOiqXCLZ3/y9iQpcseZ7+wb9zQ817Sep6aZU2OzLkIxT4kIC5POh8UXCJIwQD52W2CDsfYJI9qcPQk+9Ro0pSvElyZNmhoBFXMJeEcjWu7xizrIlEWrTc0FNEQwRoXVWFFoSIm1YvMeOalnRytFIOZDSINSl/hy/wtTpFlsjdfcwy6+IF1lXfsHe091O6TM/GBTvHRNKJROTdzSu20zK2pNtwkUoYvfj1R80WcY6TfjItxGAPrHlUPFXeOSnJwcnzp/GMMwNqclR0nzpAQz3gK9s3XR/8jwGhky6BTjQHGoOtaKsMN+MAou/HaxnDpkkCQk1npYwhi7Hbm/7/IVC3VeqmmtdG7ljJj7y8uZlqBhP0dEQC3cJSa1hTr0YJzhmt/+fLVX2if7/cT7Dc4+arBVRyqdv+v12h2AkBo2qzhMvj/8XtZUcpoKR+cfMDBrDUSkaLlnWIqcNHComfcMTi+vMw2ovlMxt3x34SaprBFZUuj9HdDjYR5/2/Riq6ZAQ8erbq8OQP721zRXMEZ37tJbNJokkPjidFRr6DnpOg3furi4BK+1VEP7QoqgvPIwGXdiW7lvXrXZvW+Cp47HKpsRD/+vKWv1vYTUQy0jS6RJdKXZVt+TqFeYFFkt/761NnpBo8JUfNExjFR2NW6xxiAcDpDKxVkHUaNRcR5IG5acEC+/+6LGGP7V41nFF/uayD6HVKOwPR2lro9QmL5P3xMsfHhPDe7TVTrY6lVq6jT7fATiS8uYsqBEfqTmztzZRB4/p6m8uXCLSa00KDlbqmvCjPiiqYn91UjQ5xYniOf+y81F1jOGte6OwjC59pR2cs9nlV5DAOIW0ltrQ3pOOCPqfcD5j2lfYqJPENW8rzJRJl7XSy563bP+Ov20032G1DfffmUiB2EURU0GFNRuneCyHGB0rDx9R21kCSJu8Hxr07RrOue3P2cFFWF1ii8a4ecvPZv2o2If5gVwdlDxBaLJTa9/L6cfdjRTRz8VX+AcAPHFX80sexYBTbGH4+FaNudHyPEt3TJlVxMjZOs41vPRYuXqlOmshwI7xcvLa+ThsenmfYWmc3j8G85qua44GZWRJ53Tkk10uDZNRQ4DdFS4yyvywe5w6U980RRmsOlkrswz0TsQR7VhflBSHW6czWCUz9wcbtkxkJUEEY7OyHQVFgOJL9O2x8mV3atkd165NZ9BOuZ37h0jGI/t4oqN+GKPToeI9vb2lg3KvlHfuxDfdqS8nLmpwlwfxJdeGfGW4wDm5S+tjDJiil7jlFmzjLCL52ra/Z5nA++75rHVxoG2pDJMBrStFXD0HOBYjEgzTQOOLCV4/hHRM3zYCNm1Y5PkFRRYUUjBrAu17+ysXXLlO3tMSsEPF2fJsuLatQWiLyGMq0M1ojRSU1LlhdmrzPvDn+Oe067gLzoQ670la7fIqxs9tj27MIMU+0Nai+zKr7be6w25Hr0uFXmdtji7UxHW77g/+BY9O665JCWnSkF+nvz20yLTDbjjHIN1AsZ6FJFOGt2JPpCB4Nkr+1iph2GvvP2tZdZz4Izqgy0gu7BcfntF/TYFrM/XFCR41Q2tb9z+Gn5viPjiT3ioixH6nvfFV/LgH+6V2NgYk4ZMa77YU5BBmED0yLoNm7y2tdeWcaYdc/6/v/oyOLfG1KrBfg0RX7QeTafj2ltp1HB9/3r8eTm+Xy/rb6EYTxRfjpCiGna1eDxe3HlVUcYjCgb4bzYeMKkC4Hl0msMjBpEuPxyItowd6tkCVVgn9Xp6znQq6qmqv+uHCf8PD52YqAh5c2OyV3odf5dqn6Dqx9Iuvug+6o2nuXK1VopOKrGdhmfWhdQe+aLGNQ3z1jRk/vaHF6ROBusSX9TTFUaks48TM1mZtb829zz6th8HC9vhrcpk2u4m0ja20KSM0OLu2Nbp4a3nFkh80ZRFMKgizYW/EFnnhxqGqGFt3DK493HmA9gY8UUX9Zj8PP5jkjUJs+cjd3I9KSm7AeKLb1h7Qx4dRFCcmFrgY8isqw9MKm/uHyYbs4qMERYNBYYR/aBGDogxYeI2BhjkvlWxDtvq5AXH1rBiu3E/0LGRGi9zo9t4VmCyiWcPBb8xoSkoKpbS8nIZcerpcuFj8+Ss1kVBTRiCZQVxLlxq/OYzRbopeORBENTJIgTM26+8yCqcqqmngj2ebudMy4GF9P7CSpmf3cTySnr8cFTK6P8ulNEZOUFFBCDdSFq82xQNVvEFC58Hb7xIkNIM6cTguYjFqBaqhZfiWWecaU26cY5YJCVHlJtJXjCTUo18mXB8kczcUG6JL5pbHuPmxDSXVxoFZaFewcEUv/THGZPRzoml8o+bPYYUGMaHt670ShWBv+s7pKEh2Oj/zLYVckrfziaNiN3bTRdfztodmqJu5f4aK4JQz70+8QXfpewSt5zWpbawpu4L4yKiF3SBDPFl8qzZsnhfmHkm7TXBsA/ey3muWKvgL/4GT/lb+5RZ4ot6VqIoKfJg4502d1Opl/jiLKCuKVqQVmLG4QVeQ58BbK9RUPg3PM6bRrvkuhHdZeWm7aIFQPWb19gUf3WdF+6TM4d4MNcB7zOkFPn9YW9KFV+0BhTyxe/MFxnVK9VKx6nOFjBwvbvDs/iEUff9CbWFQ4M5tn0bTSOoRkWNQICn8abcWvEFdSqiwt3ysi3daaBjQWSZB/HFkYZBHS0QudWkaQvjeaxGTvQFA+/S7bnW9x8CblJkpQxp5TLPol633WsR86FFWdEy8Z7AhcZRZ6BFnLfjx08pvsBj8IPNidIlPl96NBfp0dpXfKmrVg/El+UrvpOamhpjtGho05z9MGxhDMEAgdRUa7fuljfWxvqktsUYxvt8W3mq3HditTFcotZBixZpEhtXm5IJ56EeqGrIw7syvyrWCIFouLfrt+0yhrMnzoqU44+vLSgOI/CWwmi/30rNE68pOlUUdIovf3ppsiw+LELYvyswVkCEgxCp3sb4brkRUh4mlkOLkyXy2mMOgjRUMLYOSckyqeJQaLtN206iNc7sqW/t3z5/90ajN+1FobGdjluIxUPSyuuMRtJ3qoovRVXi8x3QY6v4gv/Hd9KekrghY6cu8QXf+H8vS7DWDJrqN5D44nRUq+88Zs37zGQf0G+bCrVIrda1SU1QKVMDHQMRVzAYnmcTX7BmiAhzW8XCdd/OsbkmdbJGMeHvmE+2jC4z22qUCYxv8RHV8vjtteKLOlSp0V/HML73uwtcPgIg5i33XnKapKR60mnZUzyDd0JcjBmT9nqIKr7Y6wnpM4M+tAC0fR84Uq0pbWnWUSnx0dZ30ZnmCvvruLOLLxc9Pk9SIirqFfnV6Ip+7KmBMP91ud3G+UHrPKoh2n7PVHDD3/Dcf76p2Jo3wwGooCJcrhzawUQD1dU0shiRBscllcuK/BRTMwRR0li7QWxFuiiIL/5q0aFvTaGrzxbGQ3iYeIkv3WIPymkdIuSTTdEmcsBZ20XrglzYOkvGDu5popzR8JzVJb40SU6Q57/xrJucaf3wPlqyZrOp7aRiH9JKfrHXUysHDQ4cN76+XM5s43E003EJ+wZSCqpHO+axHTscZ6UUxr7qlIN/2yOlnng7U7YVREifFm75aJdn7mFP32j2va2nEdt1HDvn4xB23lrpkofGtLLElwtaZcmdV3ueIazPEEGJplEgep+RNhfRDnj3olYM1v3a7AJVXeILrv+jZTk+4gvqdiIyC+IEHKMmb4qSA4dZgi2uV9dAekwVX3TeZB+P+BbBQQ3fgUHN8k0NMW1wWltVlCwdYwt93uca3XMkUQbO5wLPOL47s7e6zLiH+NIjLc6KHsNv6kCrDiFIefXCuiYm+nnW4VTgeN81jXFJcnSNVNWEybAuTa2aU3pMnP+919SmLVMhG89OabVYKVh1+2DWhbotUvxf/f4+811+evoqL/FFnRwQcY/nEPwKi0us+kL242hkv3POrvNe+5h12tXsKea0vrF+L3CeDbkevS5NE+kUXxA9vmivx6lIxRfsA9F6eBuXJMREWim6Mc9DTbNgU+Zf9sRnxj5irxuGvu3fEa2RrOep9kqtyffk25myuSAyKEEezsAr85Pkk/sanpatzhf9Mf5jMOLLviyPkwja+KsukdFnBr8egKgyf8Eis+/IEcNMEXpt9t8uu/BcWbFqrUy482YTJaLihR6zZ7cu8vCjz0hRkUcwR/vjfbdbKc00zdmPK9dKUlKijDlzhGzcus1HDAn2Ghoivqgo1bN7V+v69G9nnn5qg3jVN5wovtRHqJ7fRz36lVS6I70M+roLFlhfbikxnsYIo7z4zOHyp3e+khPSxXhKQChYuj/G8pKE4f7H3Bh57oaTTVE2Z7MXrNOPh7/TQ+htQmyEUa/re4HbxRekQvj7pSfJstVrrAJq2r8KJCq+4KP/0M0XWpNKbBdMES27+KKGEuRIRyFtTCq1+Jr9ujDxd4eJlXZGxZekGLdXqo3du7bIa3NWmTQPaZGFcnFXl+zILTeesFD5UQ8HTSdA+DeiQUakF1qRFfibFlrHv/ExRLivve3dvU02btshDy+J9UljhUnlrqII+c8NZ8voZ1aIXeFX72x/4stJ6dUyrG9nM4kEl6vPOknWbd4s3Tt18vLSQ07PiV/vltvP6m5F6hzI3icvzfjOpCLBIgTREeq9hQmPpuxyjpVgxRcU+Cur8vasgpfUtu1bTdqv+poaQpwTTn/7wcs2JjpGEhLj5dYPd8qEQSJrduVb4otOiLQ4H64X3swwkiD8WhcM6FvH/jmPfWGNHS34XNc5Y4xO3VRjnktMNnXhh8nIvB93ysHScFMXAbUq6kvBsmXzGvnb9N3y8o2DJTHZk/fXX4OYet3E9cbjDgIThB9nUw8TeORj8Yumiw3N7+2Mzqnv3ujvWKhO3tnM8l7768uZcrAiSvZWJFrii6Y6AROk97nnGu8c0/6OheLUbZLdEh5WK76owR6TwNTIcjNeVUxDHyp4qgFF+1UBFoVlu3frLhXl5ZKVnS09e/XzObTygBfnw1NWW+KLGtLwjJ+UVmmMMOrJp51oDnV/+Zfr46mp75Ae7/HDXv0wjg231YDRPlR8QW7hYScPl327t0tlVaWX56i/4yEi7Ky25Zb4Yn+f6fPuT3zBdmtywnwMRPWJvUjDVlIVJkM7+YovGhmo7/VJt/SSqXO/kMVZkea9aa8JhmuB4amixrtoJYpz3mYTX/R+aF0CGKj+M3WFQ3wpsMQa9KvGb7znZ9tqPSk/RKts251l1ZXB32HM2rB9j5w/plZsUEMzfkdUZGJktYzqliiv/ChWygQt9OoM7a9vbATze2PyV6NfjIm+qSVWNIbmQ1eBCKlyskvC5KweTaxFrqa+sKeyaBJR4pN6MJjz1m1UfIGxPS8vX/ILi016IRhBX5y70Yp8QaokFL6tr6go5jmvf/aDLMtLlXdvOUG2bav95miaVhjok1NSjfELNc6czhZ6bhBwM6KLZFC6R3TV/e0LZ7CYvzdB/n52S+nZu7/fS4dxJS2uNvIFi+rIyHBL1Ap15AtSQr6/JUE6xRZIvzSRrhlNfSJfdD7m74Qhvjz74TTJq/B8t+wN78mIiAiTPiZQW7F8idw332UElze+2GzEFxS9Xbttt0nfqh7Kuj/GMAyJMD5p6g4YTDYVxsrEe71FLV2Uq/gCETGvOt5vSi+nMRJGx21FtYVXkdJr08a10q17L1ny/RIz7tQAoLWnnBFz+D5pxIl9rgyRfuGeaHO+arjHJPppWAAAIABJREFUdyE+EuqLWIW7AzHTFCmYY2n/2BapoRA5jjTEqHmC5qwxEahPjF97SivNcw8nhtPSi+SOqwJ/j/WdikiTdxZskpyKCCuKxnk8zOMR8avvwNfu9p7/wmAfHRNlIpUCNaQn/uuklT41+3R79Sp+ZlSs9O47QGB8QYaAQOILitwv3V+bormudxIEvUkLvjdR9TrXVqEWYlK31Cpj1Gtsg+gHg+HYAbWRL1jDxETUeBlx0b+mctPIXvwN6xfUfUHaHhXlYHyLDnfJ03fUPp+Y11/+9g4r4kLfrdjnrbk/+o2+gjc+Wk5BiREoNL0y1qIxUVEmCs0upGg9BQjxWnvBbjTT58O+j0ab4F5tLU0xUTTq/IUaF0jVp23//j1yxcRdXpG44x6bb9JBfzBhlM8tgLG+psZtIqJT4qJN2iRnQ5RRuHjEFxU/tJ4E0p92aNVSevXubz232N/5XUBGAAiplw45zhrrgcaDpsTF73gGkaL77DYFJtIMzlJwtESkJaLrnWkNtU9NoYtsGEjDCue8Dxas8RJf4JhyRvsambwtTvJcCaLRgNqHPR02hIpHRsbKgAGDvMQXRKEM6t3FzCHxHoYglxojpnYUGhwQxnSosGqe6TwB7z516Ly4TbYszIq31lKYB1//1mo5u1WhcTTTe631bezphPScsc2sRUslNjrcpPlFs0d1YE65tShK+jZ3GUOvv4aaIdeMHiQfz/verP9gqN2btU9y8gqlY5sM2bxzn7y3pkYeHN3aEl9QLB1F3tHstbXs9xC/qRMf1lLhYW6viDV7Hdi6xBdExv/lnYU+4gtS4UF8gTiBiLKpW6OtOlDqxIp7fUmvKDnlpIGyY+d2mblsu8w92MpcI6Lx7c2encTJCYIMGrITaFp23QbPCaLrGiK+YD4wY3WunH98S79zAjDFGnredrd5t0N86doy1jLcqxMyzkEddLVmJP6m31i875KjXZISjcTiIkM7+4ovKtiq+KbCBNaHEK6dTdPUBXqO7X9X+xnWFk9OW+ElvmiWFbU1wIZTWFJq7D1oiJbJ/H6fNI2rka8PppooXaddQaOj7OKLXUxGP1oTB/9W8cWe8nDarT0kMSmwzcDfdep7xim+4PuJ5wziGGpBI/IFDc4iI9tUSHxMpLy8wZNCE8I0Mr8gFWWPjm2sqPBAXNXuonMe3c7+Hdm9a6updaRNbX7IQNG5a08j8q/LjzU1jOpr/3gtU1YUpHg58NW3z6/994ZGuvyUvJyRLj/lsY7mvim+HOHd0Q/8xW2zZZJjEmH3SMZhsOD6YFmeCbXF4h8excsORlviCxYg+eVh8qfxo2X00yt8zgyToJLSYnFVVRsxApEV/homT6nxkSZ1WX3ii907CH1BuGnTLNErRBd/V+87Ne7rYt9eUK+h4osa19Rb0O61ar8uZw5eLF66xBdJSkyN/MVWVPqRNzLl88NeIfhwXt2jWrbmlBnxxb5w1fzLOAYmsSNa5HilJtOJNH73Z0iBSPbt4bRP/8ved8dbVV1bz9t7p116771IVRREqSr2jr2jxpKYmJhqEmOvib0SSwQUkKaAqKjYEEFFkN4u9fZ+zznfG3Pfse/a6+5zziW+9/K+34/1j3LPrmuvMuccY45pMx5gIJfViKBgH8aGCb6QBeYHvkBq6rLR+aqPjwaW5y1L67TYo5l6Dg1kpBIzCwHHmjJp7LdIoAuPGfpfwQS/2iL2mELdDtR8MTWFP//8Yw0imOPr7YULZc3uSjmxVzNP0UkE8lHDCMbgMW3iZVR/rzQB74faLee8uF2Bs4E5ZbLiYAv59ciQrNl2yAVfyI7i90SwMDm2TmvZIFMGTBU2PhsyNVgQtyngCwpIvvNjSAEdfEOw6VEkDt9ixfo9srcCMmfTVS5pcpvCiCxKOjfR9LHZn3j2cHUryDAxgzVkBxFsiBZID7fcMTgBYGP5up3y4f4caZ5YIftq0jx6vGQf8b7Rls+f/32OdMoWdXSZ+UJta+3b+oAS1xVcD2y0x2ae5mZT8B5mkWmw7PYdKpIn1oivEYb++PMnIWVawbCl7BgyALBOw1kf1bxMASQbfGFdoSMFX+iU4nlNJiZAs3H1xUrN/iL4woAg9oPdpRI1Gw3GLsCX4wY4mS+QraG0Eq8PwHBSG4ediaZSQK0L5LvDcW7tHR4bbcyAaYQshcEdsl3ZMZ6L8QCpjDkL3lHG27+u7COzlyyTz/YlCIJ21CDm8Vi7Q6EYV/aEz2YWf2cdCDhfyw/lC5yQO1983wO+gI166uQGgNLMWPHb8zCn5/0onowGOHWvbxBPpgdrAuG5UNA0LiYoZ/ZJlie+jnMlEzin7z4uICNHHBttCjT59+rqSt33mZHidyIKhz+y8Fv57QVj5cu1ayU9NVn3B+jQY838Vb0MJ1l2cOYrysu0NhCc4RN6NDi5BEE5J3C/f1drms/KACHWyjtWiCuJh2+CWimUHYNUUlkgwQW07HfFnnbGmJ5y29sF6txCEuk349Lk9veC7p5D8ASAc2ZWrspussZZuE6HYz0qv1btLzKJzfoZDLRHkq9DkedWqQ3gCzJhWqYGXanSpoAvG39Yp5kjOekpkpgQrwzicA2a769tyZLOKUUyrJVIl1Y5jcCXcLXpcE2ALw++Ok/2VcZ76jThN8zt+NiQR3/efg5KaOAbMhiLoPm6rbuU4GM62ZzPrEPBoC6IFxtLUxqBbSCyXPRqgcp0AQACiFgcSPYljFBuhM+H2ivIfHnuZgccYG0asIc3bPpRQUYWdCdD1QZfMCaZRWquGyAlrdiTrHYF5weyG1om10kwFOMW7g73zVivihImPA6a+Pd9kSC/Hxsvv3zf+SvWGdZhavJiIaIEiBlTxijoiLU9kgwo9ziAoC8u3yC7KxPCAiMm+AJy0l+mtPJIy0FKNP2/5GJQTDlcszMe7eMou8ZsJtZZ435iH++oBDQNfMF8eWGzw2SnRBPXCszNXtlVboYgvn96QlBO7NNcgqGQkiCiNYB+aBMHNYAv2O9T4gKa5WI2Zk2bIBwIAu2SSvVYjk/YKAgCPz6zQb6I9TVZ/+C79WsUKAAJ7/7X3vUFX34zokpmf1MieYlB6d48Xp7d5EjcQCooLj5O7v0qzQO+MEOSATccy/nMDAf8zQRfrnpkvj47M7Ywb1ivEhkGrZpludnhzGwzM18AviB9zJa4xX0ufegddy74yW/zWZAFCPAFGZQg7oFs9ssxCXLvR1VyWqcKBRe4luMc8/3wb6yXiXEiZ46IDr7YpEDYoVPyD2iGhVlnEte1wSeOBdoMIHChWDsy1GctX+cBX+DnntS+WuZuS9c9j2sir8EsJP4bfj7IQ1jDy2oc/wx2HqTPRo8c6cYQWAfNHJdc62gnAEhAbAFSTCB0fbQvzQVfAJpc/uL3LtGMgBrBF3O+IeNv9KjjVJr1hnfKPaRUM6sD+/u20gTp1yzg+gX2vMOe3z2toS4OfGnI5qEheDu9Z7y8/n1I7prczpVMoqQxa2vxmvY3JBkT601yfEjlrNhMqfFI4Av6ELaALTuG+h2QxQP4ghjQ/G2prl9qkswAJlw6PEfuXBnr2i1mvSU+TyTwBb4pGogZpiyv3ZfR4kA8HmMJNrddw4S/Y3wBYFm2PUbnHeytzs2S3MC9GQejTRIOfEmLR82XoCTFxsjwLo3BF6yZw9olyXtb6xTUJpBt9qH5nguu7yOpaY3BWr/1PBL4AoASmUqILQAEhS1bXFrh+j5QU3jg6wwlZ+2tyVCiSFPAF1MGEs8EH23urSfq40FufFNVM/ee+Bved0qXoPRsn6/SiDbJxe+9OJ/tWBxLGiAGA8Cc4AvecVLbMpesjX/3Si9RKVZkxcBGf/2WBjDd756Iu1SFEuTOMQla546N+wjWhw4tMt3MIfxOgjOza2DLrSlsyGahb+wnw4d41OdFuW69Gr9nOvo3bw9EAl+QGfLirH/5dhkyT359+43SoX3b/7Yu/e8EX/63n/2/rROO1nz56V1J8IUSKeYVTY1m/F0N47Ul0r95UINiSLX/6mBD5gsD93dcPNkXfEEgZdbSz6WoSuTC47qrdqxfQzAuLz1BntsUHXwxDVTdxJMOSqvkWg2WR2oEX2hU4tgjBV+4uRHsMFPzzXuTpcK/wRHomVbcCHz547NvyopDjsQYDLfL+9bIxn0VCr6Y8ltgx5gFQMlG4fVN4AIb8Wu3ehlaAF/e35/ly3hA+nBVQFRWieBL967dpaamSg4dOqTfzAZf6ECYaZuUnrPZnjTETFAHxeso2XQkIzpcPRv7GtjsKupiPKxZMjugvzy4TaKcNW2qUHKNjBdex34+WzKIx5EFi8D4gOwyWXYoX1PvP9vo1H6I1GBcnnbfMikJOnIlaPibKamDvzUFfEEAdsmWGHn2Jgd8oaEOZ+ODjQdlV7mTHgtQZ1rbQ00CX/yMCPN9Pl29Sn61Ehwgh103ptkhrZFgBjjIMDGDNajzcdslZ7oZaE2R/rP7EUySr4qc8Ww6KQi8MG3fPgdA6a0zorNHUbS8R25I6oIN4AukP1Cjx2SmmdcHaxqSVWaWnH1/BG0Avvx9DbIovHVqcGw48IVGKL7pCc0OaY0MW8KRzKpo38x+JgYazPGH/8d3m9C2UgO+aNBBf/2dpbKzuE7BYq4H2A92l8fIPddE1r3l9cYO7KbgC0Fs+3lMyUT0NcbKt0UpjQJ90TI47npqtuQmi/Rp2zjzBcH6HqmHpUdejMopvH55T/nX0vfli32OnCbXCfPZzEAO/o5nQ9CGGSgEsSj/hmDTHc8v8ziXyMA8bUoD+GIWlPZzNOEALtgcqxrZbBhfr26I9RT1NvcQHAcQH9J4W6uy5Z36jBo6OAjkllXValHWC6afciRLr++xkPp76gdHouZOg1SAbMCOHTpLZnauEKTFXvvEiu3SJSugLG5IuQzKLnHJCHxGOPNVVRUKvqAo+xiDYQgW+HVjW8vyb7apvJs9bu2HBDj+lzdXy6RemTJhnOM02o3gC4qiYj1DAO2lTdkqf2qCL5RQDBcUUG3xeicX98CYufO4JL0mC5VyLiOgnJGRpcB9NPAF+zkKB8P++uvzbyrblOw/ZCMzSGvqk9vvOPOxt6R1asDNMiIYg0KpaARfMOaO6dNF5WEQ/G/btr0rCcS1DaSWvpnFcvfV4ec8wZcOycUypm2MdGie1Qh8wT78l2tOFzAMfz1ng9w5qb1079FPnwfgy72z5smO8uRGUj/Y2xGEtGvnme9sEi0IvsBpXrdlr9qYftKqZI/SBkYgZnN5Y51uMiIZaASIWBZM8gVfwFJ+5IaG4DQCRVtKk+QPZ/SSB+atlaLaBA0IYcxv3LJV/vBpksqWdejcQ1i3xrY9oM8PfXc0jkWAsk9+myIZcdUaeOCYgOxQx/QqCQYlqn2MrDKMLbKP2Z8Iar3+Q5zccmymC77Y5KKmLiQAtK4/dZSc9fxWNwM23Lk2+LKlPNktAm2fY4Iv+M0ExvFv7AdJcRJRQpaAXbjnITHtnnExkpmWLne+s1cDlJHAl8/2NRDVIvURCUo4Bnsj9nh+Q4AhvTPKlByFdu79i6VZYpXkJAYkNlbcQtuRro9xlxgrMmFgA/gCmw1BedteInHHHgcIbCFj4rkz8zRLAcE3yOf+w6hftGvnZrn41X1KiIPtQAARQbj7X13iC74A3JuzvkyaJwWkQ3aMKyeJ/RLtkW+zlUxEaU6CL9xrcQyDZgyysy/g49580Zku4MEgKPzSe+Z8qTJOmCPlwQTpklomv5txktz+7HvqmyDT5LdXOH0O8AW2pt/ab9ZtjCRDzQwpZFCitiUasn1Rz5IZYaZva+8LyG7ITAzJ9GOigy9mpjn7guQj8/7OXCmRaRO9/iIKjpdU1Tpr5YlxmkWIPn7lva894AtsjUntK+St7ZkaHCWQwXvaJDvY6sh2w3iEhNpdF4yVU5/c0CTwZeHMfioBSTsB2VQxEqNAuEk+xL2RPXvpSxtdohntXGZsm+ALAXIChWYwHvtERlq6Mt0BYG4rS5C+uXVhfTuM0/yEMgUx0FisHv8P8OWUbnEyd2NIfj25g9rBaAjYnz+qvZSWV6jEHhvqJJlyXfw7xhHGwQeFDfEOU5rt3wFfAE7C38FehLm7YGeGW8PMjC1g/lwyLFufExJdiF341eyMBL7Aj4HX2C2lMCL4YhZ3j7S20f41CSmwYzbsr9b5q5nZnfbJB7sSdN7BVu3cLMGtY2KCnFTW8ANfsN4BrM5ODEpGosjQTo3BFz4nlSeofIA1Zmdt44wQkBKbImOL65L0AVvhoflfyRdGHUwSPCnhDJJVUWmF3LvGkUwlccD0j2HnNs9MlR6d20v7jt2FtVfmXtXDtfls8IVS2pcPSpDXvqlwxzmJzs44PywzhqQpcME5G+n7LXp3iT6nHYtjZinOhc8GwAgN73pa+8OSnhSnQD1iC+nxtZpZhPePjwk2qrVo3x/yfjExIreNSmkEvoiEZMZr+wVEX7OPqVzCNQ4xiE8ON3OVN6AYgnqmfj446ld9WtQ8akmFSP109LejPfCf7oGjmS8/8QswgGgza/wuC8P4rfWl0jM3IJnJ8bLhQED2VDY4FGC2VNaJ/OIif/BlcHqBlNbFS3ZinVw4qoPctLja9+kRZGuRkaDsr2iMBxt8aWp3EHwxdSyx4CcmJskT726Qv1w+SZKSGwLhvC4YyI9/559KyeKk9jOQRcm/hwNfEEiA8Y2GY64ZUCsb9pY1Al/sbxUujRXX8WPAgjG7oiBHdcntYD4lCZCRw7Fh1ujANRlsRTDr6Xc+lU8P56jclAm+kOVjsp+gnTp7Y5zsq8v06AEzZbWp347HHQn4UlYbqwUu2RhURQDvcG2SPHfVMfLU3OUKao3MKvAEkyiXxXORin3+aQ1SFkuXvSst8rIkNztXLnljvwY8e2eWykdF+YJMjFXf7Y4KvrBIXLQ+aAr4AmPxva1O3RUTIIBhUlyXKLkJVcrqx29kn4W7L+dHtEA+a5SY10Hf/nJqDw0eoUFeBIVVabjgb5QOonY3ZA0guXAkzWT/hss+s68HGYfbZpwZ9TaQ6OnXPEaq64Iuww3gyoNXjpPJj67zPR/G9RNXjpaZz3yoDoxfQ+r3gcOl8viauEY1B3C8H/iyrqBOtpQ3yCkgGH3nZWe4Mgq8D/p9Y1UzdTqbt2wT9R15AIs48t/IdBw9aqxmZE1sV+6CLwQXaLxDEgFMTYCXu8u888zv5gBfxrepkBMGdVenk8VD7WMR4AEDb8bgFE2ZB9hdHkxSmUyz2Snq9nWQvdQxW6Rby8xGmS88llJtr1/eQ15btFI+3JcmUztWSW5akjzwjaMdzmbXZcE8MsEU9g/WkU+KWynj647n3vU4l6h/8MjFQyU3z5EfMMEXO1sQv2NOv/1jnCfLBQHwVzbEe5wLU4bIfGYE1gAgoK4UJFMguQAHdeuhGi1ezcBSkweLz4HU9jY1xwlIk2VKsgOKAL/0dbX0zq5UFjcCWkNzihuBLwjy1NZUK/iCfW9El7xG2tqmJA4ey5Q3RZHnnQX7ZdzYcULpgkjAK4MuLDiOIOvrW7M1A80EX5DhgH3Mzz6hVB1qHby81fm+cBh/NTpWAxWUl2CNPEgXZGRkyHkv75RwQRZ2N4Ifp7YrVO16016gPUNAxwYIzc8FMkF+WsCVPAUY0yw54NYBgUP75wkpctd7ZXLdoIBMOnGC7hUg36BWGBqzbvD/0YIGDL6AKTuug0jbvMxG4AuBVu4jKLCNb4b2r/kLZMGPIkV1KSpPMnNiL7deQFPAF+71ZuYL1t+1m/fKK1tbugEC1pPBuzKTkVIhAIcAvrxxq5dFuWPbj7rn084BiAi2abhmBiDgsENq1bavEMD6YfM2lVgi+MJMDNhe5dV1MnH0MC0G+7PH52rQGI1jEf0FuSZmoHKcgdAzILNY6kLQm49MBmGw17YtMaZX7YmTK0fmueALyCYHA95aOE1ZR+AP3HHmCDn7hW1RZUCZTcjMF9QJYB08+16URuLfTWAcf0Mdt8S4UMQ1Lxr4QqlMyBSFgiH59YdxejsbfEEw6d2N5bKvJkUSJKAqAQCS5r//qZw18QRJSfPuLbiGGaxEALA2FCNr6gE2fMO+GUXyp6vPkMqqcpnyyFodv2nxdZIRH5Q/RyE+4PqYM+mJIuP6N4Av0b4X6oeZdSV4PIsaQz4LGaHP1Gdx4XcUlL7kjYMu+EIAcdGNg+TeWQt9wRdkOWwoSpAWybXSKiPGVWNArcNAMKQMdbP2AsEXzM/V9ex/1g2EDOqFr+51Xw39dNHgVHnhq0rZWZPjyvGahZZ5MILaf5wxTqY98Z3+iTKoBJQ435Ax+9H2agXzAB6bdRthWzNb2u5fgi8mWIO/QXqJRddN39as44lrIbu5eUpAThnWJarsmB84Sskg8/64rj1X9G+PzXVtF/p1CPq+uPRLD/iCPWdauyKZvzNbwRfu+Xx3u4YSs90Ivtx53mg5/ekfVepxzIgRMuWxb/RUv8yXedf0Uhlkkymfnp6m481uyFi55JXNMq3NYSWaMWsA/urY407wzDfuO7QDzKxsMPlTYgPy4BXj9NkAPvTLrXXl7uz7Ypy2Sih1fQDW0cJxAF+mdI1VhYJfTurogi9mYNm8HrMm7HtgHOSnBmTh/gbyiSl92BTwZX9NivTMLJf89BhZtidN619QVgljcdHubPXv7Yb3v3holvx2VYJmJQMAsrNI7fXMb50xFQHCrUMLbxwkyckpgnpVQzrlunaIfTxtIthtM850iA6wS2HD/fWkdM3AwHxftTdJARBktHXKTXAz7Giz4zzsT/ddd7ra3pS0wtqFuBDWO8g0IkMvJzkkgzqGB1/4jFi7Qa4MRwrEPJ3VxHqFJH3MuqCtPDzvC480aMP9KhQ0gx93uKRSHqz3Yy7utF/VRwis43jENBZtjZOqYLzcf0Zn2b23QIEIUz0BNYqQeWg3xCQQbyDIOCZ7r8Y+2ADg/XN7S7cGUrhvjL+z9qYNvthZc+Y1UDc2PTFO6woBaC6uS9D1HQ197kduNM+H75EaWyszR2Y0Al+qq6rlqrcc4N9sJENjHS2oiNXs0w8L810bDH4HfFs7bgI77uH39yvwFy22Gamfjv52tAf+0z1wFHz5iV+AwVkwe1YejpwtAt3ddzZUSseMOt3sYRDEhEKu7BgD97df6A++8FHBzLh4dDvdCP0a2AhtMuN0g4i2QJmSI0cif8CUUnNDwYJfXVOjzJ5wMkuRwBcbHee72awxLNxIR85KDGqGCdtvn56tCzgaGCE3DqqV73aXKPhCFgN+s7+VKXlk96fpqPA3ZCi9v98pRG4H8ylJACYpx4at6U3whQYqrwvDlbqiZPmY7CdzAzVBGRN8MVkT0Ya2XXwRwcjZG8XDDsc10K8VFvjyyacfyp0fxLnpowBJln2zSxbtd4IhJlBjZziADQW9ZDYU8OzfPCTjhvTQICG+VZfUUnWYIW+y4pttUcEXFraN9s4moyfcsdAw/nBHSLMv/LIzWJOFUk6R5D6o8xoNfPn4kw/dAIRpXJqBWMqqmd+YAALBl6YWyTPfnQVU8TcydqP1Ixml0Y5DYHJIS5HqQENhTTgm9190jMqloPk5DxhPlODzuwcC7IeLy+XRNQluRoJ5nA2+9Mmra1RPilIYNsOTrFS/4peR3teswwVWU1Z8lTxz7XFy/uOfyJS2pS74QsOfLDhKowB82VUWK/cZIKff/QC+jGtTKScM6qpyC6bDYx7PcWLLX9rXjJaxiOABak10bJHlrk/2NSAViGD6q5d2k1cXr/RkUkRbU23whcxK7gdg7f386cWNmH2mo2pKxyHwaTP54QDO2RTvyXLBevfihkSPbF048AXvgP26IpAg6XG1mj2Eft1dEpAfS5Lk6lG5MvyYUdGmQ8TfWXvFzFhigW5IiYw7fpxbfBaA3VtbU2VIbomCAKifNDS70GV0A9BGQWsEnwPBgK6rYOsO9nFyKbPHh4NDmt/G0R3Htz9Qk6ygFWrzoG5aJLlK7mmsaYFCzm/vyFGJABN8YRYfivlm5zjMVjYGzUySBObKL0aElAFI+QXUsZm7J18gm5eWlq4FVG0gEll2VYFYBVPZGJwzi60jW+XqUdnyxaZ9es1I4AtqHrROrXOBLoAxeUlBjxQV2Ndzt2fJ5b2rZOK4YxVoRtHrk8ZPEH4bPg+YxpGKhzKYjHVpYmeRts2yPU4uroPAKDLNKANrymuddf9SrUfAhrUVtQLQICGVFB9y5er8BigBHRN8wfr79eYCeW2HA0KYwRrMZ64HXEthE2ytSJM3b/MWSYWMHuRzCVTb2au4Nsbbj+UZmlVgSiQyUEQpTD471oVNW7Yr+MLMAgJ6lDLimmcGRmkrs4YBiTccZ7g+QDqArQxUh5vQBAEpzcTjwFb/oTBOZoxo5UrosD5fUxYPsyg1gK0/nzukSeALAW1I9L2w7PuIsmmURuLz2FmGAF9QXP4PV4XPfLXlJhEYKwqkuIxbytHhu9fUBdx6SchMmzkyVaWL0MyalMwooyTJaxd3VADNbuY5sL0h52UCHyQH8TogsyTHBiQvsdZjt4b7HpgzOSlBOaF/B5WQakpjMNY+luMZwcjaUJy8YGjeb938vVw+u9AFX1DvEffDOKU8kH09EFvqQjHSIrlOmqeE3FofsHsrawIKZps+zXsrlsmfP0/xAJgELAn+mPdAX4Fpv7euQd4HIICdmY497M8XHaeZGGico5A/IxkD78E6JnwmSuviHBYM9+tfBsiZQYljGGCnbKcJvpA9z2uhvmmH9IBMGRo988Uv2Iv5DYlP1KjaU5vtPqKfXJOZ+U+/DnvsC0s+94AvuAgAJwTr4Vsys4QXN2W18TfWXcQ6CHLcHWePUulNgC/HjhzukptM8IVA76wL2mgtUYxl1EgFKJSTlSlXzm0cKMWxF8za7UqLe7JAAAAgAElEQVQbEpQj+IL6WADh0XBvZMXSDkBwFT4hGvbU3IRK+etZffV6AB/65NS6Y9TvO5sxCdQzQh0vNKwFU7qKLN4icsfEBvClKXPRPAb7UrfckLuP4bdo4At9X8qO+cl9UVYJEudL9uR4anXx/nj/CwZlaIYmA+4EPs1nNNcz/B3xnaxk8a2PG+79aTNBZePkzjFyzilTfQ/lngq77cpzHB+ddin9COxhq/enaOYkfKh2WU7gHs0kGyBuA3lusyYQiT1Y7yB3mpsYkFZpIenfPjr4Eu3bwt9B/ammNPpg8PEefOvziOALxl1haYU8vN6Z534lBmCPL9mRKHtrszTrpLi0vBH4gnpU93/tkCwIFOP/Qch4Z3uDNJ3tgzP+BWnAjCwnyy9cCwe+IFvEzO4yz4fMIDJfsDdgHK4rzXKJGfBjYbtHavA9miVUylXDszx2KSQ1y8pKI4LbtI/o6/EdmUH/6oz20rJlg+SVOReixTabMg6OHnO0B/5TPXAUfPmJPc/gbLgAmHl5GJ6LN1VJ2/Q6lSRA0B+NUigI3KOc560XRAZfYMhedmzbsIY/WBQdsp3FNNoCxXR8PIepqRqtW+jALFi6RPUv0R6emCTVNbXqVLKQpH2dSOBLuAwUWxYMRhw0f1GsjfIBuA/kEEzGAIId3+4u0UKeLJ6G42xmQbj6KAxe2n0Ih2H5/jxfrc+7n50tcfUa6hwbNnMqHPhyTa9DbnFCMAKhBWuynyiTgncw/26CL+FY8H7f0y5uGhZ8eWqOlNXFuAXEcS0GZKhpjVTczQer6qU2HFkpNBbCJgMWf6MuL58Jzgmk+MYO6KaybGCUQBMbDjMkkd79amNUQ9O8fqSxi+DL+adFlghCGv2ne0SlxfzAF6Q/v37rRLeOBsAXFEf96+xP5c5zRkteM8cRQSM4GQ18Yc0WnGPK4pkAGeUazPejxBvBFzOwFm0O83fqzeLfTR0/cBxuHt8uapYNxuaYdjFSVh1QWSo0rHu/m9rRdfTs4BmO4fgP9w74HeDLY2uTfAus2+ALZEU+NXSdcV0XfNm7U1nzbJSZ8yt+GalPTaYotf4hjwYG/CntihV8QV2PzT9uVD1sNgYLsK7sLotRLfNIDSDc+DZlcsLArlpo1A6e2+f6MVPNY6KBL9c8Mk+Oay/SKjtdA5qRGsCXl99Z6WES2sfbgHY48IVORzgnFyzuzl176+VN8AVsrYt6VqmGP+QQ0V59e57M/jHZk+WCvejFDSluLRccZ4IvftrSGBt58RUacEG/7i8PKQO5qZlgkfqOezED6TiWDLCfDy6XiSdOkFlz57ksQ/xOB3fyve/L8OxD7n5IiQP0USAQVBYZAgH92+U0ynxhcXQ+G4tg4t+Q0DhYk6y1WbgWRqppwqALi2/CUV20K1uz00zwhUCyn8wG+8EmY5CcQAeeMpcoBJ+amqoSPZSe4buApLBo3T6PXcBsRdRqMYvUYl9KiovRYFAkpxNrWpu0BvAF/85LqlOdbDZkgn1Xli3ndSuTk8cM16AYARFmVphjIZKdRocT42JK1xhpned1cnEdBBcv71MnB0urlHRjSpueeu8yzdJlg51x9jQn8xTBt4S4kKd2nj1GV338gWYcmeALpDjWbD3gMuvNmiMYJwzyUX4Ma/z2qgx56zavXB0D4LRnpt63XOurmQ1Bvte+LtFaVQQh8TsDCsxU5DkIYP2wZYdm6XGNoHTaZd0OqvwP1zwUR/6uvngvvwEz0Jihx3GG6wN8qQqKp0aA35xmvSqbeIN1YndZnFwwPN8FXyIuqNaPtLfwZwSFJ7Yt1cChWWja73oEXxBYf+69byOCL5S85XVs8AWgJVqkLBFbbhKA+NeFDXUkKJV514hqqamtU6CYbUDaPnnweifL2gyg2+CLCRKb78xgIf6GcQiwfFtNQ9CKvsvKD1d4dOi5lkb7HgCfEDAc269DWAKcfQ1kappBev7OrFMEIyuC8TLLkMWk9Aplx5i9FQ18qQ7GSn5KrfpHiw84axLqNJRW1ckbO1t5wBdmPpg2BMGXzZu+8wTj+Q4mAIhr+6k+YE7+7eIxctpTXvAFEnYPfuMAN3gPEsqwry66/Xg3uxu/R8piZIYUMyjN/qYUrzl2bFIa9ryuWXUyaUh08MWPHAQ7+dRh7eUP7xV5MvWQYXTmVG/RaNQAIfj3p2MDSrJC0Pe5RZ81Al+QKbK0wPEtCW7g3UDMXH0oyyNrRxk4gi8/P+MYld4EADLqmKFu1pGpKAHiAQpvU0qQezpA0JTkZF/C0yvn5WsGFNd4Bq4xd48/7gQPQAqC6aQJJ7sSeZTT4veB7/Tbiflq/wKQ7JNTo+TIcM3MWMH9AFSgYS2Y2Dkky7eL3H5yJzfzJdrctX+H/Nyg/ASVe2WLCr588pEGmZsCvuAbLS1o5iujife/cFCaEppYE4pzz3xOG3wBgFdTW6sZM01t86/rLWnp2QKZvEldJCz4wj3VVHSgPQbCLWwcgHmfHUyVgros9aFaZ8a64Jv5PAA4H7vhNA/4wuA61ju0vMQ6aZcVkr5tfzr4wjWlKX3SFPCFawYylpH5QsUWW7Ye9wP4snBbktaKQRyspKxcbSZmviAzf9ai93XuoVG6DP9v1iDGv+1MNcrzv3VVT5UejtQgcfjQuixBTdT+A4a6h5ryqvb5GKPIfEF2jS1hjbV+0c8j10FD7ds2SaVyybBcD/jy2JQ0OVxY1ChL27w/VTwIwnD9ZM0omwB5FHxpyug+esz/Dz1wFHz5iV8pnLQUGH8ozGkW0gQrZvnWWmmZWqf6nlh4wCAj+OIXuPd7PKRQXzkmX259t8736cGW75IbK7O2HRn4AsbgjNf2NalH6MAQacdJWPArq2tUTsEMjJkXjAS+hEsZphQS2ZThwBc4RaYcBGTe1u8s0mCKCb7gecCoyYivlfX1jrffS/N+kD27ZXxb6V0v50S2Fs6xg/nUg4bONMcGg7m8BwMjlBHg380MH8q2mAY4xgfqoKCZf4chw5RVu7BgpI95JOBLaa14gsIEX5gKjAwMIId4Pkgs/HJaH4mJFSksLFIHlfV8GIwxpWsAvvRpFpRj+3SUGxdXqXPYMqFc5w7G0eLPNoSVH+D70UDxe1+TPdUU8AXBl88LRA1HP/CFjFhmvpwxdpD8sHWrsjdZQJXPQbaLzeCwn/PDVStdYxqGHAvGwkD/+ckdpKamRn79bkmj9HUAiWCgkvF8zwkiw4YdGQPfLHJqA5Pmc/I3BCYrQklqcEIuK1K74uH5clJnkcLyOhd8wfEcN/h/FiE25bDgQCJ4xsYiiPw3MsKKyiqVSeQXuER//vXjkGbFIDgKuTg4C2aDY/iby88UFra13wPB3tHDR/rKJ/q9Mw16rguvb0qTvIRKDfwgIHDSoI6yYcdeeWlDuocJx8A91pWdZbHKFovUELge17pMxg1ywBebXW2fa0o/+F0X2WV9+w8Oe0uMj2ldRbLTU6KCL/+8uJO8sGiVgrCRmvnNbPCFUltmQV+Toc7rmnJpdt0eMsvgXKOGDth3/9qc6slywV703PdpnswpE3zxY/Ti3uZewoxKv2ybiB3g8yNq/ry1N1/l4R48o4NUVFbJx+s2q24/MiynHD9arnv2E9lfl+6RjoM8HoIulM7CpQm+PDU9U0JB0eAEioD3bZcX1hnivEatlaknOfJQMx56Rw7Vpsq/Zh6jEj0ISKfH1MgL141WzXi7EXwhUII+XFaQqUF3gC+HahKkXVq1m6GKYJRZbL6o8KA8/OZKlQ+1QVmQKRCkZSCBQXGMg7S0VNWWNmsX4Nmwj7777T6Vp2IDQHPmyM4yc2Gl5/ERUIOcEKQz/TJeeTAAqfZpNS5gAfA6J6HOw54EGFIXjJXTOpTISSP66rNh7zn1xOPkty8tl/XlzfQbIjPnm/IWYTOFcU86nAhETe8WIy1zMxtlvtjfwdznJt+7QqpCTtCKDbbWrCt6y71vfCQp8ZHBFxPI/uU/5mjWB9bO5LgYl9Vs1inCfKasBBnAqP2yoyqjkUQkwUWCL8yuMp8Vts7cdcXaTwhUjB/YRYKBgDz9wXbNhrODwc+dlSebtu70gC+sqUbJEMpzIotpQ6VTnJ1r0rNvvKW2MxpIRH9fuNa1KzHHUP/uy7KWvhmbfG4GHW3JXLBaC6ti5axhrf8t8IXXM2WicM9oNdiOCHypr0vBd7HBF6yRkF6DpEy45ge+oLYQA60M9kOu5ZmNXmlRE3z+x6tzFDBAs8EXP+AWx9lSyiZghd/hu/zm4gnys6eXK6DHhjH6+MzI9gyOxRxomxmSY/s0HXyBhB0kY+2GsfvCRZ3lzje+ltK6BE9m5g/fr1MyEsEXSrmZ4IudtQ9QAdI3rVOqdV6DGICGcV9UGVBfyFzbCL6YdU0YAOb9+czh9kM/1Qf4vw/OGNUIfMFYQt0ZNGS0PvTPd2RJva3g1G106sGgRao5iL3hb1dMlHMfX9VIPo97MWUycS3ubXwXzKO+OTUycVg3taEafZeYGs3yDNdACEQGkM0m95M1NslNJCWAjPXMOx83spNMwAnrXlBCkpSQIH/6KNAogM85T/DltulDlUQE23nksCFyyt+/b/T4N/crlrd+CEhVME7O7B6Ux+olwGGfLjvQzPedGRcg+EKpSALhT78+R17d7sxREEynTpzo1tiy/QnsC3eMjtfANHyb3tnVHqIOFAy+LXXqT6KZ4xv3I/kHa8FJnULy4Y6g3HJyF1/wpSlyjgA9ju2S5mYk4J6m9KGf7JiZCepnl5rPjX41Jc3MD4L3P69/iu5TJJr4xU1s8AUkWSiMmDVtwg7U+h8oMweZvMmdA3LuqQ2y3+a5zIRiVhV+o13K/mTtFfwG8KVVeqwG7u04B+IAf595qgd8efPyrioVDL8Q8bHmSTUqadyv3i4NR4SN9n783ZTMjXQOx3CkzBc+y+2Dy2XDHofEi+ZXVxDZK4t3JMuBQKYgc7S0tELtbIIvtqw4CA5/XVGoEnX2umrLLVLezJQwC/durCVogy+mnWOfC/8zMylWSRzIaP7d+zWetSYagRvEr64pRXLekGYeuzRSTMZ+BtqJ+Dvq5OzetUMzZmzwxdzboz1XU8fM0eOO9sB/ogeOgi8/sdcZnLWzNrCpQ8cWKb1sMMze3xaQlil1arQhoJgQG3TBF7/Avd/jgeV/9Zjmcvt7Qc/P3CzAuu6ZJ7ohRlugqGeNC0FLHQEWv2ZLkhF8MYtiY8Evr6xUOap/B3zxuy8CJa0zY9S4IxMZ79kjtVCLtZmZLwwM8DoIAH2zvdABX+qdHwRndpQnyb0XDpOE+ATXOfC7N1KS89ODGowBc4xFlf/2/GyXUWYH82EIpyWEtAi6X+Ae9wkHvpi6xEyxJrsI55nFoE1NdxN8AeviN0sLXePVfC84RLtrMt3Anc30i5T5YoMvqz5eKb/5qOnMG2p8A6RBkXEz+wWGQd+8gIzs1VYBRTDNsmMrlEUCw3/+R2s94MvMPoVa9Lawokb2lAY9gTX7O8LJunxEjmYRoTUFfIHMy9f7QvLwDdN9vyEc5qfObaMBNRhOm4tjNTCEZo/7BYsXq8xCNAkrZq7gGmCa3fjGJtdZN7VlbWY3Zcmo3Q1G8sgRxx7RqmbX5MHJcJJqJd4dK+jHEzuKMsQIhFzQcb9cfnZDAWS/myJ4e2pXkQNlNR7wBYHE8kCCPHlxP8lrni8XPbjQtwAwDXpb1x+SDMXlVZp157fGoT/vWx3SYF+4mkjUITflwux3gDZ367Ydm9SfO3f8qGMCDQ7wnG/LXcYjv6ENIuFYBgvue+FN2VkWp+MuUgP4cnx+qZw42Akc2AG+cOeisPjkjrWaOYExnBpXo6xN21C3z8f4uKBvrKQkJjQCX7CmnNRJZMW2oEo7/WZ4lfzts1hfJ97M7IsEvvB7MJstHMMQkhZnH9dXayIxuMhnJ3DDIt0AX177Md2T5QLw5envMzyFG3/xjzkuqx3r9Mc7atx6AWa/IDBUJ3EuGGoWFG7SYPE5CHrcC/dFBq1wmp2RA+kagCt+4AsyB2NjY/R3SGF1b53bCHxBIP6E5gclLy1ePtwdJ+3SaqSoOlauPK6D/PHd/epQmnsqmJpYo1q369ToLQi+oCbN3Z+nKiP/o/2Zmjlj1pbiiQApJrUpkavOdQK5zDrA/9sZObcNKpX71mQIAwkkQTw+NU1Sk5Pl0jcPaR+YNhfAl5UbChoFuSD1lBPvgC/Ut8a5GYlBDZZEAl+w33ZIr3XBF/w7K6FOviprXAcEetonDuquQVSzMVsDhBwEwMxsI7tTyeRHBu25vUWaZXm1tdGHiVIno1qUa+bcgeokaZtSJSW1sXL5sY3laTk3ELx+YuHXUcEXZAjc+6mo/IRNcOGzch9CZt+kh9e4r8CsX2SA7KzO1No/ZmOAl+CLn82EIOTyDYX6Xc16Z7gOJNvKg4meYAH24I3bdsvfvkoTgI9du/V1M3VZR4hrnrk3cE0yg7aR5rKdcWMey2xtW24KAF91IEamD/GCL2DZTmxbLGmJcfL+zjgtWo7AjN0QKFlzOE2uGJLkSnXhGLL9wz0v6gsCoG1K5otZ2BrXM7Oo8G+AL1XBmIgkARYc5vNgj0tLkEb1HfwIV2ZmnZmZT7lXZkvZRBfeyzwn2lpsZiZhXUWdv2gNNdA6ZYuM7t3ek/kC27ZzXoIWLs9NT5Y531a6cocEI81rYwyCmIQx+ud3tkpJXZJHlo9rKWVJmb1F8OWzwhyZ0KrII/mFPbMqECdtUqokMbbB/wSA8+W+WBds4lgn+ALg6ft6EJLgy7fr13gAalzju4MhT7Yg3gdz384qRt2+Ry8d6fpXBHdm9i2SR+vlewC+PDBroZv9gWeChA0kt46k2cFK2nXmOLCzV/B8Q5tXy4QhDoHF/i6ZGRmy/9Ah+cPKqkaZeOaxCD6vOtRMqsXxhfz8C9M/Q0F6SGdClvvZ+R+5fiSDjybYAFISJOHCNdadgSw0ZMduPWWQSm/C9hw+eLCvb4sM2rU7ixXwMsEJEg397oXxgL2VAfntW37QfxN8MQOiN/UtklMnT3bBF2Z0mNdFBijll/h32jSQmvv6ULJbUN0ETk1CFtaC8e1q5PO9Ijed1NUDvsCPHtYqJIO7t5H5X+yQTaXJ7h5vvx/iGCf3znXlzPD7fwf4wiwxPxlnghfYG87qm6x1QEi8ZA0o8zn9wJfaulqNs9gN3+jdfU7mlNmYNQGZvimda8OqPxB8MWWlm2KXYi+c2j1RfV2u6VxP//nWfBdgZx1NyJ8FJFZyEmqkbzORnm0cu5R+Es6tCCbIVUOTZcWGw7K+OEMOBxuD13hH2AA3j0xWMCqcFKXdTxzDOP6BuZ96iDOMo/G/JhkS1/EjKJrSYQBWyssr9X2oeGEqW+AasFGeeW+Drps2SGhKD5rPTeAq0toYDnxBxhPqpERqAMtmntBeQQ+T0BIthgibDf756YObecYkYm5VoXgZllUo5XUxsq/KqRMUrtHfQ+ZycUmp1rS2s1uPgi9HsjMePfb/cg8cBV9+4tcxnUUYUEjp7NWhlbRv31FeWbjSI5eEAP5HO0OuRAUW3aTYgAu++AXuIZPQv3NreebDXW6WBphh141p1og5RwMfxkOfZo6OKQzcpCR/A85mbWCRfe6Nucq0tRuuM/2R1a6TS/DFzGSBM1FaXqGb4H8X+AJjdUtBsUqoIY0VEhHYFLulFEpOUlB+d2WD7rQZOMPzw2lfs+2wgi8MeprBVLNIs/2+MKKnTzheVn6yWp14bK6XnuUEmiOBL0jbzUgUuXVGQ+YLGErDuzST575A8cBc15mljADvTX10PvvvP03yyGyYBYJhmJ94gqNvahr3ACsWf7LWZSKZ7wWn+rFVRW6Q2y5uGg58+fWTs6W0NtYTFLaNiUjTCOzeAS1EvyHTWqmZjPMQAOmdG5ARPVrJL1Y4V6IOOkCL2Ss+94Avvx9VI/36D5fszBSprChzC0vaz4AU+4unjZPt27a6uqNNAV9g7H57UFT6AvMb7Pa7xmXIH1eUalFrgEeUcrKDfTCcCqtCbjFmpgFHA1/e/2CFm1IPZvei91fJE/WsNPO9MKYf/CzggmuQt7nn2tOF4Au1849kWaMEkHkOjKmC6iR3rEAzPCYmRgsnMgDG2gmR7gVj/7zeMbK7qNIDvmD89uzaUdq266KnE3yB/ixqLrChaOPFo9vL/sPFHkcUoGRpRZVKWDQVfEFW0Pc7Dsi3+wPyeWkrtwjs7p1b5KJXC3xfw68AZrj3pUGP3+EoxsfHygOrxRNMgKOAOh3rCtNc3XQG7rGu7CiP04yrSA3fa2yrMjdw4FcQ1u98SO2UVlRqZiL2qr65VRrsj1Yn6PT73pXrhsRKbEyMgi80zJEBwhoOZLCf375A/llfB6LByTwsvz+9p2Rn5boa8Db4gqDM9MmT9bFZlJdZcib4gjGHoNeH326X2bvyXcDBrtvDoCeAqWdumqZyXa/+mOHRL6b8k/ksJkAAaY60lCR5+LOQR7YJz4igS0VtjBt0grTHH68OXwOhKfPRlJUMdzwcpKusrFew1e5Y4TC6777aATFQqPreNRkqr5SQkKDBCTiRnVtmq1NoshRNBrnK3wQSdGzSKcSYDYRi5LROFXLc4J5aoyMcWMBsTgZKALJ/fihTxwn7FnbC8rXbJRBymPAI0Pz1Wue5L3togSsRZLLh8BtYu5BUYCCB4AveMTk5Seva2PKv2POCwYDc/1FlI+cdEo1vf7nLzcLBc+QmO1I9lMHx+w6XP7xAOqZXadac88zzFXxh4XbzHATLj+/T1mOrYZ+/dXwb3ZPI5sVzhqsZRIcT3+HyATGSlZbiYRhSPpH3RSZpXcipc2OCFdizRvRqr32FWlGo//Hk0u8VfDFJLPY7Y2+6vx7IBviytiRHTmlXKEt2Z8jFverk4fVZbp23qqpKmfxIA/jC+2Mu76nN9ACduA/lJSKBL/gtDmvpqkpP7RqcD/ID9lszswnB7B+371W7jTU1aK9Ayx5EHoIvpu3EdcAkJIWbhwhEjx3YTeeVnywR7QJ7DEO6JT5WZOqgNp4xgaArM+BxT1sSj89B+cEfN37nKWQbrQYb62ghsPHs0vUKZGEthTTj/nJx5wDu8+exIfnVSvD6nYZs6i1FMfKLM49R/fVf/H2OlAdiI+5TNtMXzzeuXxt58INCT70QXB9ZrAWHS11ZF4Is+O2xWbNdH4p9xL2G9Xzsb2SeE2ndxdj80ykddN1AM+8b6bxbn5grPXJDOpfMupskUcAmTUlNd+tp2NdCgHTC4M7SuVMXmfL4el2j73tvl2YYmjULuJaCuHT1udOF2URm5su9J8ZKQly87D5QKK+sq9PCx1i/26VUSnFdnEv+oAyeLaXMDEkT6Kbv9vXXn8ktSxvUFTDmB3RuKY981OBD4N0gExcfI5KWEHQzQdC3T1w6RAvAoxHwBZBH+R74lPe+stDNzsF7gUVdFSHjxO5L2CAPnt1FFRuY3cJ9MBIIh+cb3apCxg/yZr5gLi++3ak3hBYObMZvyG4b2CZdnl2foIXA0fyywbE/bKtxsruYEQoW+9PzHPCFGSx2kN3O/rbfnQQ2BMxBjrvllAEqvfmLIWUyYsgQmf7UD42GMdaPFrmZ8uDKQx6yE/YW1G3onVvnsb9xAQACqAVD8IW1iECwGH/CiWJmp1E2iGMXY8PeF0HaYmYhrg9f8JKThihwhHtsLI53sxHNLGM8O9Z0NKwF49rWyJp9Ijee1N2zFpqSWfpNrMAziZjov9NG9JCKygqtU8v274AvmBudW2bJgm+LFJyk7WvLruEeDDKD0Hpm73gFoghOmjXN+Dx2Jh8yX4YOHdHovXA85pA9jvB3Zk1Apm9a55qw4Mtvnpwtq4rzhbVEcW5T7FLYTueMcMiTjNMwgxEy3lRyYDAdc6I6GC85CdUyLF+kS6sctUupiGCSS/EMyDb+scqbIckYAohXMbFxKu0abk+wJwJ9NYAj9812wBdKd1K+nuDLhZ32eWTV/GoTY0wv2JmuWXj4PpXV1apkEQ58wXPu2bdfbRobVMJ6v2x3qhwMeMkX0aTL9TsveEfXV5tQZ9f9a7Qw/JfPgGzai8Z0UrvUJAk2BXyBXTNtUL76lvQPsa6dO26QtGnXWW93/aNvuwC/eX/4rzcdmyX5LR3lHciV1dXV6t5qkx/NGtXRnsvvHY/+7WgP/F/pgaPgy0/8EgjOknlMxg0vaUtsIYD/2d4YyUxwgn9gLKbH1rhOl1/g3qztQSMOTsINY7I14GI2pvnBkB7YIqjBzoU3DpLk5KaDLzaDmNe3DWMGTFDIGAFZNCz4xWXluumEC868ueAd36ByuM+A99+0t1AD96yjQPAlOzEkv7+qQfrAZtbi3C+2HFTwhUEAE0k3wRcybyBt0rZlM8nPby05eS3doDYdIDxnJPCFxThvvqgh8wXOJQqI4n7XPr9aTu1ap5rra75a7TH6zCAq9W1NkIWsFDwDDOyTxzvFa80AAmQyMjNyfFlPMAoe+/Cgy4BoKvgCB6SsNkbuOmeEHDx4UHr06idHAr5A7iYpPla/IfVMwQC96wonWAnwpWdOnQzr2sItOs/xALbHa0s+8oAvCA707DW4EfjCYK2pP4/rUDsb/w8w88LpkdmNYBr/cNipcUPwBbI5leUlEggE5PrnPpYRLatVv9VmZ8OgLgskuAWUyUSJBr4QPMEzAnxBm/bEd42mBTI+Hv6k2jXYIN+B5+T5phxdU5c2aLZCRsxsmN+7q5JdBw1ZC6GQA76Q1cVaJZHuc/b9S+TSAbGy42CZrkcMVJna/TjfBV/aFMjc3a3UgLvn5DRXt5ZBOt4L55dXVR8R+GIyhzCHK+tEg46mXJj9LkcCvrB4NK7BwqN2QVY4F6PyimRDcZIbZGbgXsGXsjh5bGZk8GX6/e/JuJbFMmGIEzgIJ8bBGhYAACAASURBVGlivwuM2tLycjWQMVcGNatR1iyYWoMGHRP2MyIg8stRMVJbG1DwhU4JgvNv3OrIU5GNPDxjr6wudcAzOMFTRvSRuIR4F2QjWcEGX0x2Nb8HWaAm+GLKesBRBCCEPYDBRb4Ez8WaOuuWSQIH8NXN2R79Yu5d4cAXSmj4scYgs1RVJ+qoohEEbeqc8zsuUlFMHo8g1uVjWquTS7IFZBHAnjTBF8odIhMyOSlJg8Touza5Gerkmuw+MxvB3Et4T1w/NSlexh7rFN7ENwwH2DHowkAJnPi1hek6Trg/m3MKhILKuhgXfJn0t5Uui9jOcmCWyJwru0t2TjNBphiyVBC8TExKkKvmlghkSz4xaq8Q1PDLfsM6e99ry2RlvSQZ1tJmyUEPE9vvO8EO65BW4wIWAIzS4+t8JUwR9EyIDbnSOrgebI2fjW+nTi7W60c/q5XLB8bIpBMn+A4fOpwgJNw8VCQlKdEDvtiSUwBfCqobCrjqN8vdI+eO7alZIKXFhxUEhVzb8yt/lNS4yOAL9pZHvgjJW7eNd4ORsDOaNWuh0nPIyC2pjtNi5TYZgkEoMM3BerQdZrLro4EvY8aMFbNwNTsKe31pTUjeO9gA2COAtWnHbs2SYjCL9T2YgcvgBORPtlQ7QR0SlUz7zvwgJsiCLLJjBzjgi5+8BtmxsNV3GQW5sU5kJIZk4gAv+GLXUaJGO9d2/H5Ktxjp0q6FDBgwTAr27pDzX97lPp5dR88eSFwfMfeeWbxWwRfTFjIDZJS85TWYbcugPOZxSV2cPHljeDvKD3yBFK9f9huCSis/W+MG5WFfvFJf+8QEwmzwJZyP0RTwDO+G6/1+WkcFX7CWpsTWuvtZpHX85sdRozAkQ3t4s8rsb2Da67weilb3aNdcRgwf7a6l2H8fXblP9tVmeCQwSc6i72EW+oZKAiTFzHptyO5csV2kLJAoHVIqZFtFqmaPo9E25nzkPCT4YtZMdOskffGJ/GI5qpA6jfJnpjQn/g4bOCshoOOassgI5j91yQA549nNeq6p6U9SEebbX19e6K6/eKZwagHhvgfe576zumnQjvMQwdG/XXu6RAJf8HzjW5fJ8fV18zi37YxHgi/w1RFYRcb2Tcc1k6KSchl3/Dh9rHMeWOJmqZkkPYCEmdnZ8ot/fu36XARUQCD4x9wVHvAF1zLrFXFfD/fuBPsIvtw8pb9c8sZ+wd47fFB/t+/N8wne2qASQLl2yaXSOy/YSOIZ+wTsTIIvtPVo45r9DJIWJK1oB5hqDnwOu64kskMunjDUBV/2lsdofASNJDz8/8/6l8iD3zjjGXN3bOtqJcnNPLmHC6Dq96gHK3k/2m/MyIDfctqx/aR9x+56iA1kQ8Xk0XoCVFNlx8z6kFh/PtqXqhnDtgwq7sfgPdb0M3rFqQ8DUg1rnMK/NtuRgi9+BFpkWqEW6Tn3L5ZTu4QHXzguWEsUz9EUuxR215nHtFO7lJK/2PNf/NkUtb0JvrAWMGwogMQZ8TUyvmOMtM3LrAdfKpRYaPuHtv1mSlPiGUn6iCahzH71A19MqTX0+ds7cxQItmtm+sk8Y21csDNTQViQoSorq7W2IgGTDz5835NdxexCP3sb43fV3iSP3YDnbkpWD2OOtk/XFFAb/sMFox3wxcyujxRDxHNhzcacPrm/A77Qt/CzS7+rdBRC0HC/y8f3lG27C2TcWGctxbVAkoyPj9ex1Ah8+eccd306Cr6E2xmO/v3/hx44Cr78xK+ExYKa+iZbAJc1pYTwbyzia/bHSVp8UL4qa6mM+rTYWg0OoWngPjkkN1/ckDUBR2jkyDH6OxdqpAjfPCZTFzqzmemsQ1vWajHUd27orywsv2Y7s1jMjhR8MTd6OLSFxaW66ZgMDhQjX/TRZ9KtTZ58tmm/giHhms0UxPtv2HVQA/dMb/cDXxCcfWjZDg87AnryvB8kd/bWZnnkn0zwhQwVe9OnvBbYfzdc4IAFf3luthugMeXI8BsCgnkpEvYbwug4uXOMFryjhjP7wpRgoJFOAxfHIAOFRX1Z2NAcF/h/bFbp6Zm+4AtYco9/cNAN+lKSh/cHUPCvH2Lc8ci/E3wZ1zlJ3sDvP5vUaGxHmkYY9wlxDvjCmjSmcQdWS++cahnUMc9TABXXhMTMSwtWeByCe8fHSpduAxqBL0jD/+hAtpzUpkiuP7+BhU59V1yvKXVKwOTaXBijwSQTfOE7whDsk1enjEzTaeXvCLAjUIVGYygq+LJyuRZeRIsEviBI9ejqSlcKiADaeyuWaWaIzRhqyvLm5/DCMNpR0QC+IDheFwwp+MIimNGkTnBvAAXXD46RLfuKNROPhlk48IUSErZxbQMkmBeV1bXKhI+W+ULGjamZi1T68pqYevClQS7M7i8whemkRetLOqU4jvPWllMDO/P45odkU0mibKpqppdk4B7ryo7yeNVJjtSgi358i2JXr9xP0sTvfDjRxaVl9eDLIRnRqla/yf3/lQEwaPDwsLfE+IBDUVbuaG7zG4Id9dqtE/U8vjuc4tpgrAZ9bAYijrPBF8oUmeAL5yskJ4oDKcpE/dnjc5VBaYIvqPlRWOWAL3bdHvYJ5MEgeUUH0Bwr0cAXFkj3A18Q+KgONGi+2/Wzoo0Vv98jFcXk8Zjvl4xuo44J93s6h2Cu/eUah4xA8AUgSXJisspeAbxokZ3uAV/QT5DmY/NzBlFDo2OnHu4xE+/9QK7pXSanTXEylczGoAsDR1jnvy9Nl9dvaQBfTMkyBG52FIsLvphrka3/fWWPg/L0D81cFieD5LA7khKT9B1tmZNo4MtDry9zA4YIurRKDWhmI1o45w41kDqmVbngC8ZHSlzAUz+CfQKb5YfyDE9RZgQrZ45z5B0Avsz6ukyGtqh1pdfsPjWDW5oFEhfnAV/MoAHO9QMpHp6ULP36OXWdGKhAv728aqekJ3jlW+37L1vxnjz2lWi9JAZnTKcYgYofD4sDvpSXKJufjd+QQJrdpxwvJA347UUEZvzeC2tMaXXQA25hndu8c68yiiG7h2AWa6Kx4DTBFzPTiuBLuGCTKQmEIOuxAxzGtV8xdWZg2QAi1omWqUEZ38/JhmLQ197vCFIwCIKAjwnK2/0creaUCb48u+RrzVAws4DNABnIQmY9Ae737Es82+HaBHn2pqlhlzlblpaZOZDs+qI+sMqTbfAFffbPep/o4Zdny9t7nflogy//ODVDuvfwBipxnHlOpHUY7/XbqZ00cMssP9ue9zv/hsfekmGtRAZ1a+vJfLGzj5ipbmYZ2uMf4/3usUF56pNirXFo/k7/gMHkjz/5UMlJZuaLH/hSUpcoHVMd8MWUjMS72CAowReCMzgGWc+Yy7Z0XDjwBYSjVsnVkpPkZA2iwQZ+/tK+jcAXBOdZ3Bzz7S8vLXSzZZoCvsDmiI0JufX74Av/7UwHfKGPRznlSOALnm9Ku2I5tr8jO8Z1CrJHC25r2A+53oFlv7YwTZolVjeqC2TaB6YUL/bSEzqILN4a7wZSSUqYd20veeLN5dpf5vrNfRt96CfPZY5H1tmCX4g6VDdO7qNZqbjHsIH9NRPAbuHAF/ienVKKpF+zkCdDHecjoI1anAiwXzt5oFRWVCroTBvXzDTj/CFw6CeJaxPWMG9mTDxG69WgL4qqG+wqU/6Ima94JnzrsfmVsvFwjFx3UmTwhWs8s2ggBWr6h7btiLX2quPayu79h2TCuAlq92ZnNtSfXPXxB7o+YrzSLjX9O4AvKwvSlSBnk0Hw7Kzrg1jHad1jtQYS13mzjiG/3ZGCL5DNhq9tNsp9IWv+9K5VYTNfON4pI4pr+K3Z9rgCgez0evAF/gzAM3wjxArMvYW2JGyo0kCCZMbVyJSuMdKy3i7lN4oGvvhJRHItHTnciZdFatu2/CCXvXlIwRFmvkB1YeaFTtwAfT53Z57KbtuyhqZCCe8BG3z+zmxVOcB6XlNd6wFf7Fjgi+e2kHbtu3qIs7wW1tnVBXFuHV/+PVoMAccxm98GX5oCaiNb95xRDvhiynwvuL6PpKZ566WafYtrYw6P7eOAL4xjRbNLTbIYrwci6GW9KqRdq1wF/m1548f/OVsVD9COgi+NR/jadd/KX+5/XH9ond9S7rrjZ5Kd1SAbHW1eHP39f68HjoIvP7GvsfCQkQEGxx2XOlIUaDZbG8GkskCSdEkpUpYkAh8ZcdWuowEjqnmqyE0XGeCLUcOBgREYjpf1qdHAIxuM0K5p5crEhZMysmWVBqwXzuzXqDDu2rWfy2uf7FQpKROJ/nfAFzKw8BxY8AuLyzRAZ4IvNPAZGMHzTesakPk/xjWq8wAnHOANGzayDTsc8AW/xcXGyt2fhKRLcpHkJQXdzBc/6SQEFVeu36VgDx1nM3XTBF8YLEKtleOObdAlxzG//+dK2VieJcfkHlapERN8MYP59zz/pqwvSpVjmlfJzAtPdwONeAcaBARf+nVuI29/tsUFcexhSIeNxjJ+N2vawPAurI6VtulBD5gVCXwhw44p8AgE3zkmwQX3ABTM3hjrjkc+Ewyy4ppYCUmMHKhJVnagbUxEmkZgicbHxSr7BQb0K9/FSvf0MvnT1WfI2wsXycvfxcnI5qUysH2W1gkwG1gXz81ZpGOZgQoEFDt06uuAL1Xlbp0isApf3NJCzmxXINed15ARZRrX0GI/f0x3DciEa2ZAEPMbjLrZtzawkgG+9MqpU/1yu/4Cr0nDg5leZrDqoZfflD5tsmXCuBP1cNtJBPiCANvkR9c1ekQAio99UuY6n/iG3VMLVYMcGSMmWNeUpc1m5PAcGGJbyhvAFxRKrQ4EFXxBH64vyZQhOSXyq8v8pZaQGVVU4dRkAYD67Y4DWoOKTq5Zywj3JEiBLCkU2KVcFJ+nqrJUHn9jqVuwF/OiqrpWHZdo4AuDdib4Asmishon88WUC7P7DAylnNzmsmPHtohF6amdzvOZseZXywaMoO2lcS5THtIMkLhT8KUsXv5+YxPAl5ZFctKgLq6cXlO+NRy7krIyzZjEuB3TJqjzhTIGfteg5ACClQcLSzzgC50rnMesHxAKWiVWqOSRnyzdqfcuUwkvfjPOXxN84feAI1YRStQ6EZThubbXYTlrmhP0A/hyoDJGpbbC1e2B877o52PdWiJ+4AuuhaBoSV2Cy4LH3yKBL2A5o3YD5Y7s4GhTvgePgczanW9uCKuHTKkYPudFoxx5B0h8BENBWfhjjDJrcdzvxqcrkMYgDqS1UlNSNMAEGbWc9FQP+ILvhaw+NtoYptY62Yo85oz731UwwU/SlMH0WwaW6tyHU765PFX3FDrx5loYCXzB/cx6V1zfmcFG8MUEXOj481kjgS8ozvrIG0vdwD3qP7RNq5EVh5y6O+GcOwTbOqVXu+ALitgmxwUayWLgGgwemc+FsXLdCR107sLeOFBcLos2B1Uez6+ZwS2VUQsEI4IvfkWAH5uaIb17N+x5Z96/VNokleueXh2MldFtQnLxGf7rDta2J78KqnScH/gCmRPUgrjr/OPkh00bG5GCzHey+5RBOth2I44ZIZMMyTKeFxF8aVcgFTVBT60kZBttLUuSrdW5mt3Ts1d/WV5PbiD544GT4mXgwGM80i3IpDhw6LCnb81nB/C5rsKR5IXdN2ZANw3cIyO7sDZB78dG8MUsTozfEPBHrYmRPZyaL9wPIZP43M0N35/gC8b2t2XZ0jGlxGVj8x6wN1msHODLOcf1kpSUNMlv06HRMGKmDDJfnlvytayMAL4g+IO92m6cH58X5mq9pBdvnhJ2mbMzo8mCtbMmcAHY5B99/rVbiB1rD8BarvEka9ngC2o9de7cXX757CKZObGXdOrSS1gXpSnrLwCHX0/trN8Q3xagBQAQZPkiMz1cQ+BwfIeAykGbsmPhwBeznoY9/mc8+I6kxtXJwdoUldQzf/909SqVfyP4gj6F77Po9uPl7udmK0hsBmtBJnhva1AKa5OlU2q5bK1Mc+sG8l1Ypwi20Pz3P9WMRmSiEGDDccg2mHfbOPlw1UpVMWCD/M5lZ03Xmj+Q6WEDWNYprVKapYTcotQIwL1yWa9G4AuC86g5h4b94+4XF8pHRQ3BtGhBQoAbCXExLpMewOdfzuih4AtsxrK6BMlNrJYnZp4aMfMF6/JZHQ/LqH5dPOAL9lBT+o3rHSSJPjsA8KWqUWayycpHEPb0cSNk4Yefy7s7EmRC+1pZsj3RldoDaQ5yoAhoPvbGexHBF+zXyIowG8gkRUFHegsNdlyL5DrN4r7h5J46lv8d8AXXwhzo3yLGIwmGv2OtpPwc5vHUY5waZlCJOGn8BDEzzS7utF8uOes0sSW17blk2jSQ5rzopOEu+HLG8QPk0Xe+aQTSwgeBvY+G2EmHlBJJiwvK1ROc92ZjjST+m4ohHOP279VVlfLb5xe5Yxr7M6SwluxIkpduOrkR+MK1DXOVdqkZGEeAeMUep0YJZJPtWnDIvIHviOc5patoxh/BTxNM5fOHA1+wDmG9MhueyQ98gcToo4u/V0m0SNLbv/rHHFdKF7Jy2w+WeiS3zHuZ5Bj4hKcNdTJfsH4eLquV5XvSNFZggi/MVoQNhUw/+PSX962R3AzHLiX4Yis4cI5RlgwAnu0nQR4ZcwNj8JheHaR330Fh13CSxZARdO+/Vum3n96mQGZe4MQNzD5Hdi0UAiI1+Drzd+Vqpgz83eraWldG3ARjeA1mf/uRnbDGrdkvKrFvNoCgX23aKWdNOVFSkhvWAPMYEsoQ67l7WZFcPThWRg8fJlMf/zbi8+NHEKXOHtlZ7VKs0wUltepvU+aXF3hj/nypqAroPCeRB6TPtJRktf1IfAsHvnDuIzv4D1d54wfn3r9YiXusjYV++vq7TdK5bUvp03eQZ605Cr54P+n2Hbvk4SeekZuuu0I6tG8ri95dIWvXfyc3X3eFqh8cbf+3euAo+PITvweMRUhA3fNletiil3YAjqm4CJxmxlW5we47n5wtrdJiPIF7UwvcXKjtYp9g4rXNS5e/fJGqjNix+RUasEYgNy3dMVjY6Ija6ZPRwBezGCJlx8wi8FjwDxWVKgPfBF8YCCKaTtaCnyNmSx6Acf3ttv0e8AWbNJ49NyngLt42+ELGMw1DMr6Yfou+MMEXgj5+Bcuf+9dcNUBY4yAc+ELHgZs4/21+Q4IvgWBQntnoOCFsfrUbzAwXaG0zHZsSbChQON/IJIoEvsCIfnxlgYdRYTK9woEvAH0A1O2qzpBYCSqTPBL4gqBseSDR1UFG0Az1QgC+IJPlhfnLZXdpjLK0OTfguPZrl6nyOWx0hCi7QkbFo5NTpE37ngq+mAV+KUtjp53jemB+/vL1tZr1w3TocFP/0VlzZG+pyJ+vcQA0s7YFzoEh2D27TvvdZAza18N8ojFkBhxx/sg24ga7/MCX2Nh431o2mB9PfFrSCLRE1h2ccXO8NGVpIzBqHwtDbHNZinsfOIIVNQEFX+AgLPxis5TXxsiVkxytZrNuBK5FUBZr3Js3DJVX5r3nAV9s4xoBTMizkMXvx2yi1juuj+LbNTUBdcb8gsDo00W7s5XV/1PAFzC1du8tkN98lBCRabNk2VLdA9jI3PIDX2CU7i6LlS/LnAAXA/d3PztbtpcnylM3hg/84HhkvhzbvFgmDXEM5XANzl18TMgNCmJNRuYLgn7o3xM7xer3vGdcjAwbOtL3MvwuYCD9sHWrFnmmcW1q5JsAFtcmv3lImSGSAihTZIIvZKXhPqEYUSYqnVzzOBN8sev22AEvOqSmwQ6ZFnMNNgEHdEYk8AXrVW1Q3KwJBCYjyfBEmossOh7uGAAYlDeDM3/BSAd8QV8kxcfJc+vj3IAMx92CxYu1+ClS+DPSHdkQzNFtO3cpa5NyHvbaRhvDLERtSmrgGW9+fK58U96ykVOG3wi+oPDuw+uzNatrV2WKZlNyv28q+IIxesmwbJeFz3odJFBwHzZZenawIyL4ckN/efyNxSpdhoa1vENatQam0cI5d5gTXdIrXfAF0oIpsXW6r1K73fyWALLTEhpY4QhyXX18R527ABZKK6vkhXXiBpztcWAGt1DP5FBhiQfgQOY1CDtsBF/MwP9T03Oka7de7jGf10sKIWC5ryZNGZvhsqSxRzy7NqRSmpHAl6l9s93sTd6Idhf/bffpl199Kre/F1RizfBhQ30JB5HAF6wxlTVeAorZfwxOExxnIIXMUK5vOAf20Wcbdmk2oN0wT/pnl7pgKyS7RvXrqkE/BLO6t23hqeEyLLNAPi9ppcWAEVQ3G4Bs2H+Ywwxg2fudCb58X5al4MvDN0z3XGfdN19qUVo0AE6Hq2Kke67INQbxhCcsWLpEwVAAqc8udsAXM4vQDJDZ2WP2uohrUs4x3Jp1JOALwNQPPv3CDayacpas64T7UI6MdgDswC5duuqY4fdkXRS/5wKJJi+hygVJ0ee/nOJ8QwBOXfOzNWAWqZYdlQEQHMrNytT+535oZwIz88Uk6IST3SOxyPydmS7cR0GUuedTUWkyrn1+4MvBulTpmlIqWyvSPPUE8I79OrXUtQPSYnhv+I0gtplZXax3xWwx9iUltWy/DQHRfhlF0iI9RglAbFinz35hm/6TvqZZvBp22x9eWCSfFDvnNCXzBc8QF9sAvsDG+dPpPRV8AUO9eUaiLNkSUiA7UuYL7ofgcttWLRVI4De0yQiUjgOh66O9KQrs2DX5kIX2/ier1XfBcePqpcywZkzrWCGLdyTLvjqHfUxSAtbaR19fouCLybg37XETbMC58IdemzlCvvrqS09mGoBeZL5cd6IjgwjwZXDfPnLuS07fm42AiV8tG2QMDWwRIy9ZWRMIpv/je0eaEeDLlGMcuVsSAx95ebaCCWjMjooGvrAuCK954UlO5guljE1gmc9v1gvi35Dte+WJXvCFz8BjCL4w7gIy4GVne9dSSvpxrA5p5dQoXXrriEbgC6Th3tqZ6yEFmeALxt3SPZCgSnUluMxvANJMQXGVrN6fIlO7OIQ27pN+4ItZ5wLXIVnKrCXE64cDX3Bd+gqRwBdzboPI9/3uYvfb2mPJ3CdQt/KUIQ74gu+UlZYsT3zpxApMMIjZk2a2mFmgnjZLOPCF/ja+JQBWs0EO8ptyB7CwM9jsZycpEiD0PW844IuZqW+CLxjzACHYEN9onlilNjAbxu2ivc1UMhf2Sk2dI9GMBp+9srrG/Tf+RhvYD3zBGvfdgZDrHzZ69su7Sm6eF5jhMYw3gHT1p+UlctVACbsWwDZJjauVnfUAHqTDzhzh+JQYI8cO7qPrqinXrePv+dlSVB2j8REqUgBUO1RUpHsLwRXbLqUfzm8Iu9gsG4Brs24zQWqAL3fN2SDDWlYroda0hY+CL96RAbBl954CuWLGefqDDcbY4+jov/+zPXAUfPmJ/Y/gLFjOABxOyd8jqPVhN7CboHfNZhrjZoo9Nr52WSFNiWXgHsGTYcNG6anXPDJPGcVodtAXC3aHFpnq/AJ4GJdforJISG9Oz/CyIyhR1CvlgKcAFhazQwf2ylnPb230DvjNBF/gXN5zzeliFoHHJrr/cJEGIbnJ4kIEX6gFGgl8wUJ/5rNOkUZd6MfFyrqtBS74kpiQoMxEGPNZiUG3wDDkjaDJy0YmIRdrypmZ7HcTfEE/o9i7Hwv87YULNZBEMICsM9zLzHzhN+Mm7vcNsdki6OkHvoC92DozTtnobAwA4t+3PTHHZdEwyAMGNtmPOCYS+AKn/+8rd3vkUczCwuHAF4zL0ro42VaVJXExQWXFmTVKzMGCd7hy6ki5/uVvXMkDBCqCwZCCLwADX56/XLYUieoyX/DgIpWDQ9ZY3/x0DRiykelIQ4ib+t9PzZSW+V0agS8EQW1mE6/Hzd/UFPeb/nAm9lU4jPpw4EuXzFoN2pmMQV4LLLkFBfnqTL769jyVyrHBl+H5IWWOoNkFYtFH4cAXBBP/vuqwqyHNe7KgKrLwpk10pKCa0uYuXCiPrveCs2CiXX/WRLn6yQ9cuQQ4jeVVtS748t6aLdpH100eqMXqbXkurgswpl+/daJbBJJOrm1c0xgn69aP2WSCL6jHAQP3se9yfOtaXfvo27KnKl1ZjPzuc6/qIVnZjhNpZr6YcmHsMxrcCFLs3LNPs/EiGXs2iBUJfIFRur8ixg06QLoOgAsAq+1lCfL0TZFrEiF75LgWRVHBFzhPq7cWuwVtTfAF4P3ELvEa8IpU7JvgEcbkF1+t0X7gNzTrFOzYtlEueeOgdh9YcB8W5jfS3sZvrL/EdZjyOSaowu8BsDVeAvoNo4Evtiwd9phTeiQocxQZDq8tXK57SCTwxa6dw+CCn+wYxgdk+Lj22rJBTZl7PGbD999oMMNuqEFy8ei2suCLHS7Ig3333OEN4EtqcqI8tiZBKuuLFHPczV+8SN8d9bGyMzP0+viG36xbr/sngkwIDnB+8t50Bk1A41+XdpK85g3OJ7OcXp3RXgtwm41Bl5l9i3RdARC3rzpJ69qFA1++2J8o2Qk1cuc5oz1SKejTq0bmuMW/IRcCyQFKaDAAaQIutDH4TNHAlydnL5Z5ex3wBftN5/RKt/h4uPmOOdHVAF/Of2CRJMfWaVFlZu6ZfQLm44ff7XMlefCMV4x15B3gqIMl+fiXIQ1U+LVHX5ntFkFGQHPztm0e8MWucUbwxeyLZ89qIZ06dXUvz7UUfby/LlUqguHBl0XvvSsvrA3oOh4OfHl7R5YWbLaZuOjTv53dRy6YtVvvbeuHM1MB+8GQQQPllL9/36gLIoEv2Osh/2cGfc0LMJjF9ZkSwQzWmzW58LfVG3Zp5qXZYGv9cvpgeXPFFy4DFsGJEX0bwJee7VvKbUbRZs4fs2A0rwlbYN+B/Z66TTZ4S/AFgdVvSzOlU0qpZkeazcysJ/jSJcfxH+zGIDLu/fSiLyOCL+bcx3Wwsq1E7QAAIABJREFURtxxQo6nPqEJkPiNWZucEynzBXvByk+/dMEXExCGPOjCfc78pK/EsQt7FuALauPRT7JrzfDZcO4FfWNl+8FyV8IWff6LyQ3gS/fWOarL7yeXyesQfEFGbHlFhc5h7oe2xj1tIKzja8qcendmMXdc0963Ft04SJLqa3Qy84TPgz69b3VICSWRwJd9tenSPbVIfqxwAsBsyFzp08EBX2ALIFBP8MWWx8PaZ2fzhgNf8F7Dsw5KfoZ45g7W6XNe3K63J1kQrHQG9wG+/O75RbK6pGngC2zCWyd2k4/XbXIzX7B+/f70Xi740jorWd7aGJQXfjbVE6jzG6Ow7QKBoPYDv6FNRuC8gVzavM3xGnS1QVBcm/U7kVk3boATwMQee2qHMgVfKP9GQAXf+eFXF9aDLwVKuEQz7UiSyfjslAi1M7UhEVUO8GV8VwWSQEwa1LuXXDCroSYUr8HMeD/wBfvFkNbxbmaSX59hjJP0Q/sIJBhmp2H/A/gbDnwB8SAnKSj985PVdkcDGem8CQ74wr3Mr+6WCQLx2Vg3wsx8MaXfcBxBCtZaARlwxpneuookjeB4jLNj8kNqL869upeEYpI8smMI8m+syPaAL7RJcL4JvpggE58ZPppISN74PiSTOtUpAYjES7tQOq8HIi3bvwO+4LrM0oskvW2CL/i+3+8p8ZA78QwAH87qHpLNBytdUAL7z5TBDeBLbmaKPLQ6pLa7Cb4AMEcGg2lTY/3/9vsNmvnCdSgc+EIZN79Mc5PExIx3vzGMv3F/NcEXE3Q3wRfImS/a32D/IrY0c2xL3b/ZALyTxANgPhAIuWAL1Cqg0kAwBufMuqCNZqj6gS9YI7cUBtyMQPsdzLFm/0ZCGcbIn94vk2sGhqR31w6ub8bjsSddO6GbzPnoB9cuhZrK9OEN4MuYgb21hpRdawZ7z+GqWJWm5P4F8HHbzp26t9C3sO1S+uEk55nS83yuPTu3yoWv7lWJZKwPAF/unP2D9M2uFNSMMyVF/9PgS0FxtRSUOOSX/83WKjNJWmU1zmR55sVX9TEIvhQVl8gf/vqgzDj/TBnQr8//5iMevVcTeuAo+NKETop0CIKzWOjAJjYZLOY5dvDGBE5M8AWZDR2yRRFeBu5NMMBMb7YLecKg6NgyS2tmgG1+cn6hOop2yiCeiyxtW3sVi1nhoX2+hfps8IW6wKY+NpzXgoOFmlZtMrLIwu2ftl+ZCQRfbAOQDHYz9RzSYV9v3quGkKl3DuZDTmLABV/ABjcdDehyQpOa4As2TARHzP5g4Vn0CeqhgIHpV0iYBjE3dFNqjYaMmYFBA9TvGxJ8qa4NuA4ExwqcrL7tcj2F2ZBxMG2iUxOIAUj8P4Ezu3jhrAvaSlpaum/NFxRffuL9XY206bG5/nX2p9I5OyQf73MkYswGg6y4Nk7PI1gTDnxBZkt6Zo4W9qPDAa3+2roG8OWf7yyX7w+KPHD96YLAVUFdlurg9mzRYJDj/gzu0hAii/Tp03Mlr0WHRuALQVCb+cR34eZvzjm/uW3WkggHvnTMqNXAq8kY5LUoFwB229ylK+SZjXmNwBcY95fWgy92gdho4MuTHztj2WxgHqFwNBjnp05uXIsh3Bo2a+68Rs4WA+PmugUmSkllA/jy/rqtsrUwRm6c2l8d36enZ0uXbr3d2zDwwL6GNA2kTMi4Z0CNJ/BeCGpc+uYhHd+PW8wmE3y5qW+x1AWDmrLvx9jGWrm3Jk0llfjdzbkfDXyhowcHHQUBAWpHMvYQoDSztiKBLzBKD1eGXIY9A/dYV7aUJnrkZ/y+G0DwY5sVytRh4TNfsBb36N5DHn79PVfaEOykopIS3auw9k/rlaxFqRGgZwFg+34XPLBIJTNM8IWp/6ZUjhlEYoFmv8wXSGxd/Oo+dz7Q6TXBl82bvpMr5zoyEmSicu1D8IK1RkyQdOcOb90evN/tkx1ZIIAH895frXuImSVlZ76wqC77IBL4AoAVgDIdrmiAbiQb4rv1a3wzmFjvzcy0NAubos+y05I8Uo02+ALHLzc7Kyz4Yq+FdAapTY/nZoF7vgNlHKlbbb4bgy5kqSJwXVIbr8EwOvZmJg0CFSsL0rRgMa4347X97uUwvq4/rrnuy2gMnJNlikwxFHg25aCOFHx5Zs4SF9gAw797WpmbZRRuvoMw0DWt0mXtoeBySkytAuIs6M6X4DpnBpMAFl12XAP4EggF5d5PRRbcfoLvMDGDW00BX8gABUD95LpEzWp56fzW0rZtR/f6Zo0mMOWrQ4lhM19Anpm1Pqh2AW02k+nLtd3v4ZkdR1sIQYp9FXHquKNRWgnBlkH9B/jaLZHAF+z1NcGQ1jf0awRfFr67RNc6guoEX2h/4FywRT/ZsMvVFOf1OKfMfRpZI8N6O5JVAGJ6dWjlCcYQwDALRvN6fuALCi6btb5s8KVzSonaS2Yzg02wA8FG7ZQVcnXrzWNN0IzgiymvZWa+2HOItb1Mu5yZ5eHWNRt8oQSJX7a7Db5gHUZ9ITRz3nCt4nvDN+jevYeCL8xYZz0G+7m4lpvZEPAhbpvk7BEYR73a5WlGgR00Mq91JOAL/QSMlTmb4qUMAOftDZLGuK4tlwmiQEqaQ0B6/4MVmolD8AU298OfOwHNSODL3poMlaLdUukFX+Aj9mzfQgNkqJdzzdulgkD1rG0tGmVoYe1b9O4S9eXYwoEv+B2BtPZZsfLKtgY2OHwRAgAkHBLswTmw23734lI3mz9a5guJaOZYRebeb6f3dsGXDs3S3LXKtqvtMWGCLwwY2qAiwResT09+URUefFnzmc5/MODHD+osM+tBuekdi2Xh9oYMJO6LeFeObbOeqAm+YNwgK4KN4IsN2CEDoTIQI1ef0FlueKdcM3YH9OqqdpbdIoEv2JeGtklwa/L4zW0TfGGW/QMvzVayGRrfhRmN9jVov5m1bdBn55wYHXy5ovsh9aXMBvb8jHHezBeOUx5H8AXEwHcP5gv80fNO9RKc1n/zlda1QTPBl9cv6SwJyZke8AXkhk2VOR7wxZQzZ9Y99l2/4uwAxwD6AXw5uWOdPLepmVu/ryngC/euI8l8YYwK7xcJfDHru2Acfb+31CPpqWvyuFgZOnSEEtiYEYK+nTioAXxpnpXmZumZ4Avfz8w4xfq/YeMmJQURfLH9Q8a+sJ/ftqhYuqYUySM3eAE00z/Ec0by1+hPmOCL6a+Y4AtACdiZbIgt3TahnVy/oNz9m3nMb0ZUSSgoLthCgo0pqU776epH5rm1P3kxfJ+dxXVu7UF7DkWq/eIFX8rlmoFBaZ/fQtcFs/nZpSDAnjLMkbKGTXP8kH4KhBAo4vkgH++viFUQ2gRfduzepXVaooEviI88vT5JhmQVutnjvPahg/uUgEWJYcQDfvX2FhmQXaHgi2kL/6fBlxdW7ZSXVu30Wyb/R/928eh2csnodo3uAfClTetWMmmC40ccBV/+Rz/DT774UfDlJ3bhlHvflz+dmCK3vhuQM9oUyPX1mpHmZW3wxQROzKLFcLjAXLvirGly0gOf6yXuHRcjQ+olYUzwhQUieR8sVl1b57rpyKfkF8i8va3kzcu7SG6eV7+Zjqhdr8LJfNkjZz3vTVeOkaAs+/kYmXbvMikPpegth2QUyL3Xni53PTXbRejxrLsPFslD32TJY1NSpXefgXosWbg0RAi+/OrJ2fJpccOmtujGgZKUnCon/u1DCUqcnguH+JvNe5Ut9btRtZJQX2wWzmpOYp38+WqH5XfKfcvVuWFjzQgbfHn76p6SkeUYtGUlhXLKPxymJQwaGM9+ab+UacNx6KM/PjNbVhx2npsatyUlhXJa/bXOaV8gV59rAGgnxMjQYY6szxUPz5cTO4hU1wU8GS747cy2e6Vv+2byu48bdJZv7Fskp9UH000tdxYyhG4mNZNxDTg86enpcuqTGxqNbLBOHl2+082e4gHIWgBr/YS8PfJtUbpbRJu/AxQsro13z/NjxfHYuVd1l6zsZoKAFAJqaFd1P6RZCi9saSFvXd1TZi9ZKWv2x6jxRI1P3LtrXqI8bUixUR7sH6/OUUYd5S+eP7u5ZOW2VfAFjUEBGD2QRaI2td0BMx97S76taCHN4kvljXpN8UadhLHw0mwBoeH3V54hJ/9tpdZlevPWk9xDMQ9bp9VqbQAW+TSvAwcH8n9zruwq85Z/LC9sbiEvntNC2nVwmMcwuI5pGZTLz3GMx4dfniNv720IHs27to/Ex8f6SrBAIuqpVQcaFeOD84siumYQ2+/d7L89+doced2SWSHT3czYu31QmRRXVKtj9ujkZPnku+2yfr/ILdP6ySWv75cnpqVJz14D3MvTaW0RXyKv3TJRnn3jLXXymb1kG9czHnpH059fOLuFsm3AGLPlHTZuWCfXzCvVe1zX67AEQyH5x4Y8eeuaXpKZ6c3uQ5YgwJe3bxsv1z/6tmb4zb6ym+TkNHfm+4uzpbRG5HdXnuFmY5h9QycZMj+bt++Re75K95U34znzlyyWB9c2ZG2x5oud9Yjj4aCWVYssrS/szdopf3hmtmwtS5bnI2jp4/yp9y2X4/IKZdLgjnLTEn/mDdbNwYOHy1+fm+3e58lTs6SotEQNZASepvdJ03H6x2MDMnrksb7D5bwHFqtkxtvX9pYv16zRYBDBF7MuD0EVXIQSeH4ZaAf27ZJzXtzhgnWXPTxftlXnCZil557qyK2ZThTrLbGw6cw+RTK9vtA75s3+ipDcfXXjuj1g2v5mej+56NW9OqbeXb1eZm1vIQuu7yup9cGtV+bOU8eXzawvgr/9P/a+O76qMlt7pZFCGkkgIYEQOoTeewdpUgR7QUXEjg11HMcZHZ2xIKAoFqoIiIo06b1L7016T0KA9F5Ovvu8O2uftd+zT4LO/X1z71zev5Jz9tntbWutZ63n4YCdFOXmYxFMdJR40LJrxrwtb00pay4eObTPth8BnHTs0IX+OWMBrSsdKx1DE2lY62oqyx5zIDw4gN7b5dz3/tw6m3r37EOLV6ygSUdDFXdyRKUQemFFnponR48dVaLNDDTpoNHoSUsVLQ800CYc8KfiEk+X+ZVyPYnunnnOkmDBz8cZwBw4QiAjz+GtxvQbXy2iPZmRNPehaKoaYwABX81bSOuvGuK0mGujFyEr1GgAJV/sEUkvry5U/3OVJ/a4qjGxJrWhzC7Vab9AW9q2TUd6dtIS+i3PmPvclj3XhGYuWWMG2/FOGgammzaJO+fu/gmrqF5gtkl5es/4NVTRs0CBL3rly7udCqlLp2708bcLaFVp9mSboGs0onMNemFlnuofb29vemebB619zV4oduJ3C8zs0x8fjaUz58/TW1sM+whtWEwSPS/sTqaFQ/Dkq8M+qqpl7ohYqhrlrFI6f/YEPbEg1Qx24Dx2+oD4fMnKFfTjCY9S8GUB7UivaunDqT8upHkX7cEPHXzBPp+W70XjS8GXbds301+3+9BbbXOpeaN426rrdzsWUJfO3U0QXfYhgsfFjhL64ZKrRgmO+7RfBWratDVxAhBnsfL6eO+E1XSj1E75qFsJ7Th9jRZr/O68lssKJNg0reNr0ejF6YofvXGtquY4xXUZwEAiVE6JNUsRwYyka0mqkoTBGT3ZgClmufKlbkCmCVjx8585dZxGLzZAagDe6YWeFBvooJdGuFa+MJ3H7Aeq0tRV+5Wt8HSDm3TvYGPNlQFtfQ7BR5n7Yi/qU+qT4PjyaF3Wb1pP/9ht2Gdog6sm0kuPDKc/fb2QdpdWOvB3Pz9eizbv3k+fl+o5sOYIvpf7F9sSJ44fUoGvD7sT1atbj4ZNPUV/7ZBP3bv0oM1bN6oENL3Bfunf5w768vsF9HOpYG8j/2R6qV89BfQ/VCOZGsaGq7URvtNLj1iBLj7ftYRL9MCcKzR9eDjl5OaoIDv3ISiAXxbvnimZQTP00ylvyi32pqWv9bLc2tUr5+mR7xPNz6SNwpUn8AuefXC4qkSZvJ9UQgnvCdLuYs2XK/kh1KBiCp3ODVFzn9vjda5T/eqVleYbkuNQDck0r7qWCNY+3kP491wxILUn+Tsk/9Ss5G1JKGO/Aseguhf7itQTWj6mGb09Y7VZzY/EiP6fHXDpO/4A1dd33tGXZi9cQjPPGGt5Hd8b9JchRoY2MtdrVf6vfeSQh9JolPPV7qRThoYozTSAUGzTSL0h/Ib9W4AvU/blUZUK+TTxOWvQF8ft379L7ckYA72a1VBVBkhUGx6bSssuB5mJgZzUo8CX0j1Bxg3WrF9LH+4zqJcBEqBqnhvPC84O589RDZtb5Emjulajl1YV0MvNMqhxnZr0xIKbLo/9Rsss6tvbSR8pD0BlSKsYH/rmNyvAIY8ZEJlIfZrF0strCtV1BvXtZwnC89xxp730fKNUGjZwIC1fs4rGHzTsZSSt3tOzNT0456qZwDru2wWWagMcxwFZeT/wex7p3tBM1sF37JPzcQxS8O/tNJ1kAgxsx7ZVHTTnfBX6/pHq5Fcx3AK+jPliMZ3ODVXaS2yXYl+uXFoFDM2XFVfDVTUyj3t5z7Ari4qKad6JEupdLV8lBfH804XS8bsv5i6khYLOj2NCul0KVgrYEN/OX+xCHQdwmm2GssAXBv1xXQTJjyfm0OrrzhgNPse627ZtR+UnLy8F3UDD27uZ0y6NCguid7d70trXu9CM+YvVu0T7uDQWIitOsf6fOH1Kxa64AojtJn5vYDI4mVuZoHvy2upMqu+fQp9qNJxnTh1T+zG3soLzL05eTEeyq6j42MfQfMmIItDaPnmfse6DWo7pRzmZjM8r6Sr5M/a/8T/0T9C/PI+xNxUUFJn/45h5I6pRZFSsigWcLmWzMcdr3Rt0rVRvxWUCY6++P4qqxday+4rYp0El6Lub8+jpJgUUGRasWF1kY5tK2qX9qiTSwFY1lV0K8KVn22ZqTn57XxWKLY1d4BzwUxNzvVWyyPmzJ9U6g+e5dPmKug77FhJUxu+e/2Kx0rGB7u+0Y77UOjSV/jrKaqvkZKcrfRrQNyKhhn0y2P5vPH43SVv43w2+3K58sR2Ctz+8xTdwG3y5xRfl7rAB4zbRh3cEKmPLHd2RLowm+egl7QfQ+AbhRKNF4F5uxhxExL3oWbrYUOtVizApOlgLBNUmn2rGIjuiQPClSGh5lS8slozrc+WLBF/g0F5NTlF0J7Ly5ZeVK+nTIyEEwAQb6O+pfEGmxL5TV5SB8l7nQvL08FIZEgjqhPkWqcAbmqREw/98DQZf+FmlBk52VprKmkPDpo7MF2SE1atvFWPn7Ewch3f07rQFqsoAjbNs0lJvKCcQjSsvGBSQfciVLzn5ReqZZEOGW7O4CAufLzIqbuZ5qKxHGH1HS0XYuHqKucX5PMiKgOjq0Cmu4AuApc83XHKpfIGuxcj5Nwnnupzj71L5gkB2gcPDrLYoC3zh9yszShHIzs4vMmnHAL7sSiBV2cAVMjBw6kT4WKow9MoXBAoTCkNpzkPRFBAU6QK+IKCP0mW7snK8HwavdGoBfW7D8M8pIvrbKIP+T6fmAfhSNaBI8b/rdA04F4KmcOLRFyu37VOGMAvs4Xu8z9aRxTTqPiP7V2Zz4H9kBKIN/OKwy7KDCq1p26+peSQbMsC2pkWVKxarn1C/Nr63q3wBoJSSlacy8TC3dx8/TzsTiN4c0lhlHeqgJYMvnK3K4As7GZjLnTp2M2+HAWq8J5zPbt2S9GAQXkf76kSY0hEqKCykK1cuUWxsLIVWqqKM2msFAbdU+aJnTOG8XL0Eeo4zl66qDFAECyB0CC50iAsiqMtNZvLhMwCBPbr2tJTX87GY5/lFTnFazrZEtRCEolElUFbDWtcpIsXMUrI7ljPMZOYwMj1T0ozKFwDh97eopOYLV1jYnYfBFwRmd+3Zq2jHmEpHUuXIDF4OkttVoPGaC7HkhvHNTEoIqT8g+wPVbtCa4Ew1WQmItT0pm1T1o07Fgf3hg0c60LCpZ1RQf9P+06ryCk5FVl6R2mNlwBHPzuLo/B6YH90uwxABg5ISMvmwZba2fI+ozgnx96LOzepZKsPkMZLyQn7O2dyy8gVO3rC2RnAHWaSVKwVa9gvO0meqTASNKoeFqmw2STvGfSip43BtTvCQlS86VVRuXjYNnHSI7LI0ufKFwRfsw8UlHqqai7PeZeYeMgxXXQ1SlKFfDKxoydBD5curvaupACcaUysyhSNnlsvsUj3TlLM0ZeIKv2ME+75dtIp+LA3cI1DeODDVFN7FfD998gRlZGYrmtBuXY2MMiQWNAjMNitfoDcH0WypWcXXsMswRPXSQ52MqjV87+fnq+akO2dSZpjaVb7oNEk8V9CHkw94qcqX+aPqUXiYM5DH80XqwrjTfEHyDLJ0QR33eytfeHyxLQT9IlDkcBUHa4Ng3DaNb2BqRFjmQRcHdejQ2RZ8gf1VUlJiybiXv+UxyjYor008LgCcsSYLAhbbTySaFDp8HrvKF9g0LRrUVFUTAI4b1Yw29VfwO716RN4TwMOk5CSV7MN2PAAPmcnLc6VjSCKdyAqm2gGZiqZVNqb/w2dYFzIKPCgmsIRefdQVfOGMZlx7yoo9qupSJmrItVCfQ7yHy8oXSVdrt2/oldHM/w5dS4B3soEOdNOvuxS1Lxpn+ONvufbxfTBNIyo2q0dXVbSnCHj17NbTrRYhr+Wy8gUaFy8NiFe2L8ZRo7gqCpjQQRR5r9AOBD0SqvQyMzJNeilU3esCw7w+gYLxhxOeVFji5UItyOfja0hNSg7E8/wG+PLNfgf9PPYO871IbU0GX6A9hfF3KjfUAr5gnNaJqazWGuy/ALA4AY+zlfk+sPatXLfJpIbC5xy0laLcfDzW5rqVfS2VGhJM5+tYwJfnm9JbM9coEXA07DMDJrkHX7jyRSZNIImEbVBkrtePDqUJu0sUNfIfqXzRK0Fl5cu0fbmq8kWvQMO98x4Oyt47mseZFE+ICSy7EmomBqIPkMAkK18QaATbBZqkegNds0wOAUC0eGwvpV+JMcgNumoXcwLozd7hCgDGe4qvHavAdb2VVfmCCpp2NfxcaIjlOVC5eEcL4/kYDJNACSqCXxkxnPbu3WnRwOJzcOWLrPDB+B7eo42FdkzuefxbWTXFnwHMH9GjiaqW56aDC2y/sU2D+XiXxg4gqV9h17aJLFb24rwRseQbEGYBXxBEPpdrpR3TK1+WXTXE1/UEV9wj+gDJiKgm7VUtXyWlMYCLar4WLdtZuk2npS6v8kW3a3EygBl/224kddqBL6gmDA8Pp49+3mVqjYBd4FhSjpn4wzdlV/kixz36OLpKqFpLMc5lZSwnw0gtTKz/x0+cUHEdpocvr/KlQUCKyzzUfYCygvMMBIAN4aMfNykKaKkFJCtf2Lfm50efvju8qdI65Qbqv52lSQXoX7V37TUoH2GDo7/5f3zG48XOLoWPcjO7yC2Vqowl8PWR/LZh91H1L+jd8Z7f25RHTzcrpCB/XwubCo5h/1v6h1LPCfZ77w6tVDIM4kNxNeubzwo/9VKOr2KW4XeO57lw6ZKa82zT6HYpx1/gw00/6kOtK6XTX55wtVVgZzB1O9NBAtxD5YtcF/7d4IvL4vpv/uC25su/uQN+5+X/o8AXlFlN+HwKPTHifqoR68zyw6CcNXe+5dX07tHFhRsvIdEo033z1ecsHHny982bNaKXnh1Ffr5GdpUEX3SuUb6gHryRwAkc/re7+VK7th1VFkWjCFJBWXZ0ZICD6XNwXjg/oIqQBkejmpEmRQdonDhbVl+klqxYSZ8dDXHRqygPfJHUXgy+SOowbMqJN1IV+ILGQZbFy1coPmfOAvk94AuCurtPXFQBbAQJyaNEZXAgOyXUp4g+fGaYbYBTB1+YYk0GGCT4MuPucNpy4Dca1L09VdIqhQ4d2mNmNcIp+Xj2KpMyCM8J3Y9x97cwBQ55HHAfSiozBl+y8wtpznlrtiaM8BZxVZQRwo15atE3EnxhIIL5M/l4vPOKgYG23OkImn+29rwL+ML8zyg7v5wbQD2ic+hUikELdv3aVcXbzNfDdX4v+AJjLCOv0ARfflm/hTZdJCVQzeCLoi0I9bS8Ex18YcPsh0fjqIJ/JRfwBeMD785dZg9v/u4CpfwOIfZY6PBQhgHmd5BnnuK75waDqYp/kdIGsBPUhQGNrFZk/q3bc0w9kzSYMAbaRBoBYLTfA77A8J6+LYGO51qBOzYQZRD7VvYCpu6Rx9qBLwhA3cjMVsKbGEeHTl+itedLTMoHUNo1adrKPM1fvllAv6Yb4BToarj0nIO+esCfwRcIu6PUGcED3cmV4AueEw1gEAzorbv30PiDQcSBMrzj64VW8EUCr5J2zE7wHA4szgftqlMXr9LEw8FKOwSUIAg+VAkosWQYc3UfvwDmLLbTC0F2fF5hiRnkY2otUDiez/ajWbdQ+dIpLJWGtHVPO2YHvqCE+3pKqjKQQdWEsvH+H2+mtzoSde7sBMLkWOD5iXVz9949FvBFUuVI8IX5j93R/2FdZCeT90Y5bqUjzJmo5YEvum4P1vsJo3srkABjc9eJS8qZxr4IvuJPnr3LBXzR5wsHKuzBlyR1OKg90bCP29FGPfv5Evrtv6qu+H3bzUl34AvrlcgAJOiFhrZxgi8xkZVUJRM3Hv+85+L/qIhKKkiIPjx46KBaI1nfRlLH4Rx24Iudk4M+ZEdaPhNXvnDgCGu2j6dD6Ri5A19WXjEyg7FPcpULzol7e6NvnOKxR2MtIQZfOLNc0qe6A1+4H+S96uALvkMga0+m0adMgYjPfDxL6P3SRA/MiQZBOSb4Ar25QM8CuloYasnsxjnswBcAEA90rqOAJnwfHFRRBbMkJZ68T+lwoioRlS+gDuLmDnzB+EWmPN7t4mcbU3CgszKP6SJQWZZabGRauwNfMJYWnS5R69K/Cr7gXeY7PM2EIK5UwDiTu+o2AAAgAElEQVRtVL+uJajIz8d7hbR/+TtkOWP064ks/D2vgzwfmHqGA0gAzlB1hYb5tu2EVVwXn5vgy9yFZkAEnOTNS8EXrF1NasVYqAMlFZ4+52GjJSQlKvCF90M92YDnCvb1YxmBVKdilrJ1ZZNUizgus5AoKqBEBSmg3/fLGTL3kle/XKR0R3Dtr5ftVvarDELKgB0LU/O17MAXfFdW8EMHX5jKy05rAvv35p27TL/Bz6NAUfqgSYpfHXxBkktOXoHS2+S1WheJ52fg71FpN7+Uog6892P6xavALQK7TWtHKf9J126R79wJvkRSZkaG6nNOKHEHviDT94cTREUlnvTTq30tfcg0Zvwh62ixLic+5/kNuuipB0lVYfOe4A58wfgDNRICwNyQsFKzaoTa/1mAmys+OMjFx0IrdPnG7RYwhe1quz5EtWudCCv4IsF0DkLrtIySwQHrj13CEd8Tgy+SLhRVj28OaaoAOJy7cWw4vb+thFa+3s0FfMG4ku9j+vBKKkMdmi/ch3olqAm+dMinaXtzKdI3X9kOeuM9HODuHc1jTQpCvfKN90UJvki6Iwm+4H0jkMqN7UR9zLAPyLqleE/1a8ZYqkj1eWDXhwggt63uZ2ovuTxkaVLjvU0CVCAZVY09qhXQ9axiUzeCM9TLA19khQ8qloZ1N8AX6LpBs8oOfJHAHd8bkhMf7tH4lsAXALRpmbnUqHYs1W9oTbCUPgDGarsoA3yZ+0g18q8YYQVfPl9M5/Ks4IvUkgXAy+CLrs3L+0luQaECX7pH56oKCx4ndpqzOoj4R8AX7GGsOWLnHwMMGV6PaOvFfLVPoGGPO3YtVzE8yGYHvsiKL/j71auGqbVUB1+4mluCL1j/j504bgFfdP+QE4+Zdiy+Ygp98qz7/RD3y8ly+Jv9AxP0KK2kkeCLpKuT4IsEVnAu2JvvP9jeok8oky2gPevp4WmCLX9tn690/aCFzI1F7O3AF1S8ZeQWm0lB+jyEXVqjlhMMwfecxMJrBmyZdzcX0HPN8snby8NybRzP71eCL9Cs7te6nqqIhE3Tt0t7lVAMuuo69eItiQ3MSmIHvnBCT3ngS5uwdHprpD34wjTq0P1EBRmvK7fBF7tV2fjs4qUr9NmX0+jFZ0ep+Dfi1oeOHrfEq93/+vY3/7/fwH8E+JKXn0+ffjmNDh46RkFBgfSX18a4gC/uBiH/tlnjeMWVpw/gQ0eO0azvf6a//ullCg0JJl3UCBQwH9wRorLe9HJX7ky74I3saM60QnC9eWQJjbzHCb7IoKad88nnwaLbtHZVemWNIQLGgQr8rTtJC5ctVxlNdiKLZWm+SPAFBh+MUJkFhU35cnKKmTnD3O4s6s3VJwBOvh4z2HTk+Rk4+ICAYD4ZWRow4PecOK8ourBheHh6qOoeGEjhFQzwRfKH8rlYxPrzUofZBF9Ks9dxXFZmqglSlMWjKYOByLL/5McNiraBG0plP76nvnIA0HgTtwPQGHzJzC1Uxp1sCMo2q1WF3trsBF/YsEZW2Nipq82gO6ggkouDFT0TSjm5lQW+IJD86dpzLuALO0nNKl6jhDx/6hKVTWfTPJXAK/P7SycJ97Jl+zaavN+TagZk0OFs53PAaQsMqmRqueC+kOmQml1ggi/LN26lNeeIpr04iDj4Afq0mGBPi8FRo0KqoqthQ4gduPmj6pCXd5Ar+NLNod4duIEfHGrQacjG4Auor8Cb7a6B0gHtzyOHU/9xmyjYBnyB3hAyXWTwis/HWYWootp88LSiZJH6CBgDraoUKWFKNMmZjP9RZVBS4mHriE64w5umbXUFX1iI8PeCL29/s8DUOOD7twNfUMlxMyOXvjxeSYEvx89epiWnid4fXl/pNOgZW5zhypRaM+YvUiBUeeDL7Aei1Dzi9UX2kQywo4+9PD1UcAD3u3X3flVdx0EWO/CFxybOKWnHmMZEXouz5PCsJ89fVWA16xmBwiUyoERl+HHjzGr+HwZ39649bIFhONu5BQ4TfOFgExz9c9l+KsO8rAZAsFP4TRrUygjC2zUOOn7y7c+mLokd+IJzvdnRQ1Ej2bV7x6+mG8VBKjCrgy9S9JLXCZyDdRXKAl/YCWPqBDluZX9wwM0JvmTQoH4GEApaEaPyZThJnRh8x8AQ1mA4IgfPXVNrCyrsUgsQ/L2LZv282IX6Ub4DJ/iyjC4UOLnXcQyCBKAdk0LfdsFIdq70zHZ5HXfitKzFI8EXBLm43+Hk1oiOsGhNvNUmh3r16E285+IZoquEq+oRrCsHDh5STi6v55ykwPeDqrxTeRGETPGJ+yqofdjuubBH/6mDg7p1seqUcNCFKT6wNwZ4FSrwhamPpGAoKCWXXwlV1RnoJwkqwF54c0CcGURCZu7uTKylkVQ9tjax3pzMLuXqWn4e0DS2ad3BpB6U7x32xqxFK016CXwnkxkQnEP2MDLkK3qD3s5Yr+8ev4bigzJN2rGhn6ynQK98VZWpB4gYfJHC4bDN7u9UR2We4/vwsFD1t1yf5H1KBxlO++mzZyzviTXm+DccaEfAZdJehwJflr/Ymvx9nYFYpgmUmiRSb0JeH/biL6dLVEUeB+1kH5al+cIJFNhHkSyEeYDGVR4cLEdgrEGtmgp41xuvFXb2L+xe0I65A1848eXnZcvV3sWUiDwu0HcZDoMe6x/dHLTleJLScpONwRfQySwopazC3GtaP05VvtiBL3Zc/3xO2MWJSUblC++HerKBDr7UC8yifz5tDTZJwBv2U2ahJ1X2dyi7Bc+76JQnzS3V72MqOgm+SP0sCb7o2dp/BHxZv3GdRYvKCb64Vr4gALZpxy61f6NJsWQGWPE5VyDz/oBsbggZIxDM+hOSIthuLWcKW3yHBLLn+jsrX5rXiVZ9woEeu/0wKfESPTj7ilqDGHxhGxDaFWMecdoETA0G7aXvj5dQCXnQvFecSTw4/83riRaqPSSfRFevSTI4zfQt0JX79lCxSgTic6O6pE7dxupWZeULwJdTOWGmH4XvUelUIypcgS/wK+GzctBXr/qEztfyTb9aKtGd4ItrHwLUrFvFT80xblLkm30/BNoZ/MJxTEOLv5Ecw0wEdu/eCb4sNbU/8JxvDGmu1g3YVS1qR5oZ9zrtmF7dg4zuwoJCBb5wMgLTJPL1GXzBWJuyO5siffNcgr449tjRA2qPRXJHv+YG/RJaBY8iKijxNh8HMQIkEroDX+S8QSa+1NDhypeUm8l09/Qz5jmxP8EH4+QzCLrXrRGtgqh6K6vyBRSH7WL9zXlo1wf4TFbkAPT193HQmtI1E2DIW/+VtLZ7z6+qH/TGmpQSZEK/De3WulzwRQfucG7oVNzfvYmqXuOG+3v4LqemC8dfuDrO7rlktTXWv7ZRRcpvm/NQDAUEVbaALwACLuYH0bKxPc2KbA6m49yyuk7X5sX38KVy8gpp9pES6hqdY9ErQyXPvtRKqsKJmz6O/wj4IiuZ7ZghoO04vJ6Dtl4soEOl/jzoEo8m5lliHbgnBl+k34rKxh5NnUlBcTERKhYFG+u7xStNWtJ3OhRQ1y7dCbp5iYXGei/BF/j8FwsquVTjS/DltZXpFF8x1YWG8+rlc2YMBudlfw1/nzp5RNELMrjNdF8G+LJRVWPK9yJpx1i/jfsDsaRPRnazrFWswYtjsBd5eHjSx/uNpBbYD6CZl5qg7GOzvS3HJOyJ9JwCi10qv9f1VfEd73ugXIefDd/h3S2F9GyTPCosKrZUMOJ4tqmkXYo+vKOVYZfiHgb26KTiY4gbAaxkDTL8nuUSuPpWVr6wb6HbpZw8jPVpxjFvalMpXdkqegPDTnxQOu3KiDKTzLG/vDlyuEUD7nbli+tKhnj1B+Mnqy+iq0aacWt3a/ntz/99b+A/Anzh11dW5Ys78AVgy/TvfqBXXhitwBUdjNFFjHQwBuDLR/0qKcML3M8PiU3fNAY+XeoikC27nDOtUArZOpLosXuGmpUv0Olo1LiFOpw1K+yGCwzjlnWrm6Jxko5KX6R+WrpUZbBLygm1gL/ekezAF6YYkOALO4tSQBMO7aWkFCWCjcZCXcjCw2e8sTL4wtnx/Dx8n+yo43Ms/DuPnTXAl67FalNj8AW0Yx89PYxkFgWfi6/BDjODLyvHtCBfP8PZlpUvZYEvkt4BRtZnC7eqqgduyM7+aGgcjSwtfeZNnMEXCaAx+GK3uWKzalE7yhJYASACYwjBz7HT1yvtCjR22nVO2R9GxFFARX/byheAARPXnHOhrGInCUZ8Yp4/daqSTWfTWVDNELKWTtKy5xrRlh27afqhEmocnGmpArIDX1CenpKZZ4Ivqzdtp6VnSAErw8evVZm3MPyjAskSzGQhcgZf0KcIDC55Op6KydcFfGFRQTtBRbwzBl+QTaELn8o5hWxLZDqDYxRjMdQrz+I0I6Aa5FNMezOjTHE5+XvOmAaV3a/HLygjSgdfWlYpomdKwRc9y6ss8AV9NWXLFZfKl3bBScpYcffs7rYYDmrL7+3AFxjNyenZJvhy+mICfX+c6OO766jxoWfBMy84ZxK6gC/dHNShnVPjgIPwXPmCDOmPyqBZwXrn4+2hOLFB1bF11z6VscfOJbSVbhT6W2jH9MoX1nyxEzwHzz8yagGkHT93Ra1f0PABpRkoXKr4O2jsY3ebr41pnviDsipfwC2cne+sfOG1FxSOZ7MCzICZuz4DYNIx7CYNbl0++CLHFrRPkm/cUMEXrCsAV+8ct5Fea0cmpZJ+TQZHJfjC1V4SUOCgFH6PDKpfEqOVmO8T97ryo0Of66XWRD279yQ78EX2B48fHqdMdYHrSPBFp45jDQV+vt8S0hT4gmDBzQJPpSckhUDt3nVZ4AuqFEF3xMFY7kP9PLcCvjBfvP5bBl8+nPmzGdxAsGFAS4P2A8HTOtWjzD0fv+d7ZvAFTnf1qAgTfDl4+LDaP1k/i/dJvjY7gzjPhH3eKmBu5+QM+2QtPd2C6I5efSy3zeALU4TgOpW881WyhTvwZdmVSkoXA1QIb29z6p0hCPLW4PpmYIWzC3kt5cCYpE/VA8dlgS94Ll2vRCYzgKYPwXV8FuJTbFKcYk40CMo0K2FAAxjsna+CCTo1ih34guqlezo6wZeqkZUVZ70M4MiXikpMBgRuBXwZ++VCpaMAAPjT3cW24AvrBsjMbLk+WvaDZctp+ZkSmvHSHwdfYCdDfwLjzdvDQV+8YKwLHGxEYKxuzRqKclJvZYEvsLkLihxuwRdOCkBgGkA9Z1RibYqu5E9fHfIxKYEQvNx04poSZZaNKSQl+IJqhsZ1a5jgS9M6VgFeGYzRn8eu8kVPNtDBl/pBWSb4x+eT9EOwn3KKPCjcz6EqdmHjLzhdgX4s1bZjmhUJvoBWZsiA/up0EnxBxdmFAqfuwx8BX2RwFee/KyaJXnhomEvCFb7TwRe5loLiBFU6aDr4gvFdUGhw6aM/Bvfvb9I2ccYsvyteFyX4AjD36X6NTNqxVvWqqXWVAz12e0Li1Yv00NyrFvCFA/egonzhYVfwBcG42Ucc5OlRQnO0xAo9kI5q6di4esS6nOrdRSfRCw8PI1CbImD7gwBfZCAOY3z1uRLVd7puD86DwHe1KCMjnasMddCFnxnBtKWbd1vmFfu3dtRxAKxqV/a3gC+otAEtLBpXAOBZuFpUf78YB3Z0yXycHfiCPWHs4BYm+NKuQYwK+mJt/2z2AlqS6JzLuk4qwJfiomK19rJNo9Nw/m3qAuXrAXyZtjuLqvgWuAR9cX8MvoB+rV+zGFvKLRzHwVEJvkitCQke4nOppcXgS3raTbpryknz9XGVHfTDoHeEZLfa1aIslXj6PLCrfEFFZpvYgHLBF6m9AnvK17vEZNnA+gq65l27f1V+rF5tpM9T3Beec3BXa+XLp7N/VjakbEh4kfYWvoOG171drZUvevIdfG5Q8ZUFvsjkHQm+zHogioJCoizgC/RHLmvgi1758vMVo3qWNUzkc8CXys7Lp28Pl1DnqByLz4vEjP1plWjpaz3Nn/x3gC8IeKN6H80OfAFNOMCXbQJ8QQD+eFKBorOWjcEX2UdY37s1jnWxS+E3zFm6xhzH3AeSllyCL2zLlVX58vqqVGoUmKZiP7LJBDB8zv4a/ubKJtYLfOKzZYpyHwDNB/M2KPBFgnbSLmRwk6+FytAvXxhixujwubQ74aN4ewrwpV0e5RcUKupqbqBaCwkNVxTkiGnIhnUzLafArY6erHbk3zHtNSf/wHeAnY+1ID230EJfiN/YgS/ow94taivwBfdwZ6/uKgGUKcVlVSkqBReO7UOsHQgf/PyF82rdKw98wfuZecSTWlfKUICK3qADHOmbS0dyIk0qaN6TpS18G3xxeXW3P/hf9Ab+z4AvknZMUo7pYAr6jqtbHr5/mKqo4aoYfKdXxsDx/qBfJRqzMpdG10+hewcNdOn+pz5f6iKQLQ+CAfHqiGE0ZvISaluV6OFhQ6j3JzvUIZ8PCFDc+Ggvf7lYLUh27bFayTSsb3fasWevygSTZZDrxhpi79xgpE89FW5m+/DnOC71ZjLdM/Os5XgYUMte7UbDJiBL0OCxxPk/eeYuenPKItpTynUJMbVziTfp698MgxvinhDWXbhsBX35WyWT5gxAyOTnB9M70xbRNrGx830OHr/JFCn9elAw7Tx2Rom1f9DNoFd5U1S+/POpu2jEZytV1qlsfI2v5y2in69GUe+IBKoW7K3eLbfsrHQa8rWh+QJhvSqlgnn6+01OukwPzrliHPdwNfpy2V7LfcP5+ueAaHp6qSEWjL6QfTipvz/FN2quvsNY6BXnqTIbfiylP+Dr3Vc9iVrWqUpvbHTSyLAT9csz8fT6t5sVhQ0a0wXojvIPI2qQf0BF87lkddM3Q0LpszWnXAL343p60msbHMqAyCiqQB0qZ9H5DC+a+OxQunDuJI1amGIxohc9WZ9+3buPvj3soPjgbAv4AmCkYmAIPfzpKkoqMjJbIHaakpVP00+HK+Bk/bZfaeFJom9f7E/DJ65XfP8ADyIDUA3gNLjxbNPG3EkzflpM31+KVJz/sSFeSpg7J7eAggMNMVGeK+N7e9Or64rczsNXv1qsgCyAictftc/0x/nen7GQ/LyIxj46jO4cv5lCvXJpzkvOjMXnvviFKno7aH9WpC34Mm9EDXrgu4tKXHDvmQT66XJVmnl3ZaoeV8ccAy0iUPli0BdMmL2AVlxzPjeEoNHunHxEH4r0aV8/mrLlkksfclY4HOQHSoXLXX5s88GzX8D4s+rHzH+8NlUKr0JPTFqhspDQ/t6piJJuZqp5/OWgILqYkEhTDxCNuwvc0in0jy7F1E6AKX/+ZpHKUo/xSaNZL/anWT8vodkXqpjVdpjLbYRmyqhJqC4IV2sGRNIxHt5/8i7y8HDe9MXzEPcz6MYeiUumCj6eKjMTY37L3oPK8UfGfu8evQnnSy/2o/kv91brKmjaeGzi9xO/W0hZhURvPzGMjh87qNZv2d5um0fv7fYjzN1j568oEdIfH6tF4RGR9MbXi1WGMcYHtyUrV5qCwfgMgaGunbvTyM+WKyFu2R6ucY0yCxyWwADWvrenLKLzOf6WsWbXhxiT7SvdpCGta9DLa+wrXybeUUHRwE2as8CcUwp8uX6dXt9YQqBcGff0UBoyfiN1iUhVtBH6PoFr3zthraLlWf58c9q1bxf9fYev2Ye8B+C469cS6IHZF9XtcoAFffTo3c71lp/lgU/X0IjGJdS/d1/VT+h3uXfK/kB5+8wXB9DYrxYpbvixzTOpX+871Kkmf7+IkrKI3ht9F505ecxcf/EdMs8nPTeE7pu4lkY2Jbp0I0utt6AQSC30osnPDTbHpLt58labXOrRrad5j/I4rNXFDlJ7Cze794e14mReZfN+7K61f99O1ScsLsnH8Bz5ZNZCk9YDtsIdzY1+f6FRGtWPi7HopPypVQ717tHL3HNfaZZBcdGRanxjXTly9LDaP3lf4PfE1+T7xXk+3e9NmH5LbdbKRz5bRfc2ICW4Kxs/y4Ox19SaDSctyjeHvnhuMPGagPkaUcVY76b+uIiWXDH40SU1Br7DfvTXofH06I9GtQQDI9OHh1GNmvXpb9MW0va0qmZgj3+DQAs3rMEtW7U31wDcj4M8lB2D/uK9hY+XTjToFiBoDmdbgS+jjfUae1Z8xQw17tAGjd9MIV65ar/D3g9bhdt7XYoVyIz1ZnmyEQhEdvCwDqXgS6ciio2JVoLRsC2qRFV3GSIffbvQBASwNp+/cE6NF27QFRh1r5MKB+vTvv+iDnmnYyFN2pmvaBvmv9CR/Co4gS1p0/B55Poob+Knpctp3YUSmvLCneY7l32ov0P5WwQzZ7w4kIZN2KAqTJCAU9GrUM1NNNArfbgvgDDXasXGmOu7PMf7XRzUvl0nW/sX+11RkYNmafp5ev+zzcviuaiQQuXa1YJAUxcDfbXpeDKtv2kFX3gtZ1sS536paTo1qQtR6xR6qsFNal7XSY+H7yUVnt6h6OdryclqDnPQF/SyHz7l7MO3pixSyRRdKyXQ8YwgahCUTe+MstIdoWrivlkX1Ok7QHS7mCikQona09BnC85UoB9fNsDRFyYvoRO5VWjeIzXo62U7lc32YpN0c/7OW7JM2WdonCTF9817ONtZ/DnWEz9/J5WKfE7uV/7s7pgkZe9gj9uREaV0XQI8C+h6cbDalzds30GflVa+qHFR6rNAX3FrmrFWAHyZ93JfOn78AI1ZkafGDLj0xx0IVFUd0HFYt3GdAmN0TUxeF7HesN2NdzaqT7zqQ+xVbRrWUOtkr/AEevNx16AQ7iHx6gVln0D0OC09XR3PSWzY95570NlHPG9BQzPncBF5e5TQ9DHWqtaMtBQaNs0ZSAeYUrN2Q1q+dg1NPGQE6/i8y9asoh+Ok7IP+NxYo2rVaaiOQ5+vOU+qSrORfzId06hpMWarVQlTVRls87ssNqUfzH04hpZu2WfJvmbbkvtQ/hac/LXC/ZR9aNfYT0F10GIBiMhjFzxZj4aX6mbanYP3/nlLlpoVOchKf2lQc9UnD8QmUYdGNVWfwNd5akma5TSwJS4XOu8P+0hxsUOt8dyH7HPwD9+bvlDNlXc7FtL0PZkU5VdA8Dn1hmqsF1bkqMraAU2j6I3NwnAVB2OtXnQpnJaP7Wra/dgrR5YmqWzcvIH+scdIDry3eqLyHbihcmfhK70oKzONhn5zwvycq+x4/8S8jqta2dY2ZJtG971xss6hSdSqur9lHtr1w0M1rtHcUtYG/KaCVwltKF0zO1dKpHeeGEZ79vyq7AxZWYlz8ZojnxP28MBubZXPxOvEpDkLXbS3AG4uSrCuzXdGJtJdnRtZ9g1oZtw/2Ml8wPEXfna7Z7pw/hSNWmBUzwAAaFvF8M9n3hdJIZWiTV8T38NGupIfREte7WHapewz4Xu5TzBDhbzm3zsVUmYOwBeHSnSU8wFr0qHMSvTLqwbtItrk7xdanhvaus2bt3WxSzlOM2fhEosNgnPAVvz8mBEjsbPL4a8Prl1MO68U0eFsw37BfD9+rUit17KxTSX7CP3WqVGsaZc2qBmjgviLn2pI81ZsNNdc9s9kfGDx6IZ09MQx+stWTxPE0P1D9uEmDfCjN1emUZOgNHq/1P7ie5M+CD778dE4Cq9sjBewl4DmFf4lUQm9veC4Wiex93z4/Qb1jNJ3ljaNDmSzzSz3Q6ZE5zFewdtL7Uto2HsKiopowiEn7SueOTA4VI0l+AeyPdsgVYEvsJ/tGtgYdF1i9j+xviDZEzYT3ifmW0JqDs0vrdjl87FNJe1S9GGPUvAF9zDszgEqtsK+pJyz8FV+eaUHnTtzQq2fyi69eI5e31BiJnbpdinHL+GTfHvEk9qGZ1p8aL43xB28PBx0Lj/cAr688dgwGjdrgZmIdBt8sR0etz/8X/IG/k+AL7IvUB3z9w8nUp+eXRXNGMAXCAtKHRcdfOnfu7upAWMHvvytZyC9vr6IRtW9Qf16utIZvTFzPZ0tsKLb8p76hF+lp+4eQG99u5baxxAN6tOH7v7mkDpkXC8fqlknXv39zndr6Giu/YKMbAb87vq1y/TM4hSq75tMJ/ONTfTnpwzwBi0tJYnmb9xPq2/EmAF8/g7HZaRep5E/OYXE8B0W2u+ebEejp243+bGbBSTR24/0pX/OWU37SwUT3+1YRBevpdKMUp7ar4aGUeXI6rRqw3qadjrCDPjg3v7xWB+aOG8lbc9wBp35Ph+dskvRkKB92s+f9p44T3MuRtHf2huBxnd3VlB0TzX9MunPD/el56ZvoWulgX5+Fr7G3F9W0qLEaHq4RhIN7WflW87NyaBHZp9XP5l2TySFhlmNDD5XZmYKPf69IXA4eXAIfb/phOW+QzxzqH90Gv1wxXgW7gvuw496elLtukZAHWOhW2wJpecU0oIEa2bP3dGJ1CSuMv3tV2eZekP/ZOU0f/dQDfrHz3vMPvXzyKe8El+q6pNGiQJ4wnP4+gWYz9UiMJEOZBkGCN7lN5svqvPJhveKd4oGJ6RlWCZdyvKh90b0oUvnfqNX1uZbjsd9hlT0ol/O+VHDoCzaUuoc46DZj9Qk/4BgGjN9MyUUGcYeaBduZuWp6qU5I+rQjj27adbJAHq2WRF9fchTBcJaByaqrE2MS25whD55vCf9tGwV/XS1Kt1fLYHuHohMzRJyOIg8PQ0Hh9/zP7sT/XkTuZ2H781eTYdyjD6Wc8LycKBE+XElBXgTjRrenx6esptCvPJo8hNdzcPe/m6tcqQBhOqczjhoxr0x9PT8i9QxNJlS8j3pcE4UTRoQSNHVa5tjICaggIZ3qEvZ2dm06XgCrbnhHAt4R17e3vTAjN/0W6OPenjRtzsTXfqwTWAi7ckySqexDrhryYmXqErVWPPrl2ZsoivCIcUXM++PoaCQCBo7c4OZAft2u3g4F4oAACAASURBVDxKSsmiqacjaEIfX0q4fkNlDX/QP4LGrMgiVIq0bNnePO+Hc1fR3qyqFO2dRpOe6EYLVqyieZerUqR3upqrGHNNmrUxj+drYc3A+tUuOJHefLg/FRU7g4wJl8+qa6HdG5NI/r5eakxNGV6Zdh46RjPOVCFk83bp1FXde0aRL015shOhvzDm8V79/I1S8GkLVhIqX15+oD+dPnmE3tzksLyyP7fOoX/uDaB7YhIoI79EjcspwyMpLCKK/jFnNYX5OqhVjWD6+ECgOiYzn2iV6EP8vmWrDvTqjI10UQNfHqieSDmFJbREAI3zHq9Pny7YROezK9KXo7q47T98gTHZNuQm9WsaTX/eYn/oP7sS1WvYjGYuWknLk42xNXlQCKWmptJftnlSy4pJau18bOouahNykzamxtjOiZFTd6j5OW9kAzpyeL96J9yHWFveesgIvmNfGTXfyFofWvUqLU6MITzn8AHW4Dy+f3nGRhpQq4T6dO9pjrHHaifTnb2NcXvq5CE1j9Gq+6TQxJE9iOcu9y++m71kJSXleNBrD/SjC2eP09h1hebLwLqJ9Qvj+85aDrqWmU+LEqLVOpNW6EMfPtbLHJPuXjaCPe3bdbbMAz4WfV7kILW3cJvzSG3yC7AGI7GnYx/m+7G71tEj++idX71dkiF4jkxZsNJcH/pFJFDXeKPfn22YQrWrVaVXxfqMtbZjhy60esN6NVefa5hCMZXD1PEY/6dPHVdrPfdhY/9r9M4IA8xC4/vFeb464kfeVEwzRzvnNR/32rcbqEd1Bw3o1dvySMeO7FP7173VEuinK9Eq+FLdN0P1xUdzV6k1Su61PyxdRUsTIhQ9zstN02jiYWcSRe0KN+i1AfXp6cVGUKSO7w06kx9Bn/WvSDGxdWjcvFW0K6Oq6aDhGPxG2lqwSRo1aWWuAdhTiks86HJhmBrvvLfwQyDQDO0WtAl9A+iV1TlUq8JNCq9QQG+UjnXMiYaB6WrcoT00ZQ9V9ChQthHsDNgq3P7SNp+at2ir1hteH3qHX6W+zePotfWFhO9jY8DPf0PNz8joOJch8tX8lbQ+xRhnM+6NpstXLllsBKyF997pnGdsk2FN/npfMRWRJ00f1Z48BJKdciOJRi+wVpnw3q3fwIp162jzZQ/66PFeps0m+1B/h/L3vIePnradUooD1XiI8clQ9h/a1u1bFKUj7A5vT4fFltHfoZ39+3jtZCoscljeubw+9//StWvVXtEpJIG2p0ersVRSQnS1MEjZUWgvxKfSlgv5po3A50HAqHXrjsS2JB9bN6662o+erHuD4mtVo5dX55mXlva3/j6xj9y4fk3NSQ7OYf/m8YXjeWx3DU2gE5mBBNqxl+83qlS4ZaSn0MgfDLu0bVAi5Rd7UKC3Q+1p6LMF5yvS9CeNxKs/z1qnkizQb9+tPaBsNqwfPbsatIH8fvB3NZ9Ui03AezjbWXx92KQBgdakJ3y3cOUq2proq+YYt7uqJtBDg/vTJ/NW0s6MaLX+hPnkq30Z427H3n30ZWmVBH7D9pn0ETBGvhrVhc6eOkpvbCxWdiUo5zB+Bla5Snf3bk8HDx9V/+tafLwuYr35uTSA2yk4ge7rXE/1IeZtszrV1ZzsXimBnr/X+q75Odi/gp2SlZmpjjfBl9Jn5GN53r7aLIPmHXOQn2cxffy4M6Mdx+VkpdGIuUbSAtr4Pr4UFBxMOw4eo5lnDTt9SFQCPTKkP23YspEWn/ZU9hSfGzZ9tRr11HEr1q+jNRe9Vd+x3yDHy5jGqVSlUogKymH/mn/V6n/IYzEXfjjlTdeLnNnabFvy2JTH9618lWJDfdWeY9cYfBlYJcG0R/Tj4Fdw39idg/d+OVYxb0b2bqRsRqyD7ePjlL8COxljRLaavjfpfL6zogs2ucNRTC+tcgJoAN8/eszpw8MXwFyBPTf7UB5F+eZb5imf//yZ42osYH3p3TDC9Kf05xgWnUArEsNpzmjnnnB/bALd3d8Yb3v2bKeP9hs2BOaMtC8Avsx4sgPl5WTRw7OdCZLc1xjjEw4Hq/lbNzBH2XR6Y5tG971xHNaaxlX9LPPQrh/wnuGPoWEO+XgRbUo1xhKujXEeVqGQdmdWdUlO4zVn565t9MlBY2zBTuzVvrmyH3mdkHYr34Pd2MFnfVsbc5jbyDrXLXYJx19QgdaurbPaXj5b4pWz9MJy4xwYq60jCtRYxJ5cOSqWPD0NKvD01Ov01sITlFnsS7NGtzPt0m8fiKXA4FLGj9KYA47X2UXwGfb8zJw8mnrMj9qE3qDNop8wno9kh6nxgbZyw1r69QpZ/D0EzhvEt3CxSxETwO+WrFlDszU9WbyTGWeMIL+dXf7MtK00KC6fdic4zBgT1sSTN0uUzSYb76myjzB3kTjKdmnd2Gi1H7YPTqBqgR7mvH6xUSpVDguhD7YVmDEerP8nT/5G7+/2pbq+N+h0foSLf8g+HOJh72zIpMZBqab9xfeWnnKNnphvUL+jfTMsgsIrG3OA9wzYjn9fc40yHX6KDhDX/mLJr8qOHFn7Og3obdiz0qap53fdkqDItvzk+StpY0q06mNEIkADj/ZMg5tUwcuTPjtmjIcGfsmUVexj2VPZ1mJ7W77f0fWuU1p2kTnHLC+fiGQ8ib/Dfo+4G6+hGGN4n5hv52/k0srr1rXAzi7Fb9s1jFXrGGyavj17qdgK4pPDujShsxcumnMW1329RRadvpah/CrYpQmJV9Tewr6Fbpey/Ya9Ze5vPtQ6LINGD3fdZ9+atY7SiyqYybu4Vq+wBHrmnv7mvofPboMv+si4/f//pjfwfw58URva2o10NSGJRj36gAJfpKYLvv+9lS/j7oxQ/KqSQ1kOAi57dTcwuKQOPJTdYokeHDrYLGkEVRSj3C9PXmTycernQrYHfsdifLIiQi5SrPeC3+ul+e5ox5ClhjJYKU6K30P4dsIv+xXFBRo4288m3DT5eJm/mCkfONsWWYFfjRlCTBvCz8L3CVqaLIcBvqA0fMv+3xRlFQQF0d4o5ZJF1tO4Z++y6Ivwubg0lPlX7UTmJO0YC7HZ9VF+Xi71n3RAfYXsiN+SCy06GQgoVPQsoGtFxubLfcG0Y8hUaNCwqfqOacduZhUQlybzNcFp27Z+jIXDn/sIpblvfLfVJUtCz6zBc/gHBJh8pJKvdMbd4fTJ8hMuVROgRvnrr0ZWrAG+ZNHlLG9FDXL82CFLZjXfK7ibtyQGUKOQbDPrCd8xdYmkgkOpcVJqFk07FaHo0zb9ukPxn4Ja6resEMos8Vf826G+DkvWKTKQpr94JzGnPGvpFBUXU1Z2gQvtGIuIIgty+J2uFWiSYqusjRvjspK/g1565G4CxRMqXyAazw3c84hjHcupYnKSynGDkuJHpx0wq8TwnRTJ4/UAIrvIMkJFD2eO4Vi8I08vL+r/mTHmZIM+zzcbz7lUwHE/89izG8c83kHFkpqRTeN2e1FFr3wVFJMNYy04NIykVhXm9pXkVEW/hbLna9dv0vs7POib4ZFK7JI1Tvg8r325SGVfM4c2UzzxGqALS/K1sKY8/H0CgcP+76Ot2acs7odrIKvGz8dLrQvg0N+4+6CiIAPNUr/efdS9A3z5eewdxFoBUlAadFwZ+R5KNNtO8Jz5s3EtzqLlknWMo3C/EmpfK8Tkta/le1Nl6nBjuiE7vS8EMTLyHBb6Dcybf8zZQGezAxSne1kN60rXSok0rG35tGOTZi8wM+uwHl+7cV2tL8i0/viZYQQqyVr+GaqqRM4JaNgkpOXSqqvBahyDu3nPnt1qneA+lNRwkrueubmlgKV8HpTad431oFpVw1RpvFwz8bfUYmFBeJ67yCLu28sACyBECs2XGiFE13NKaL2gC2I9GuNaRGk5RWq9RbUOwJcZLw2iGT8tsnCq6++ctR7s+hDl/QXFJZY1HDz5oZWswafRk5bSmbxwVfnCVEvyOlK3QV/LMefate1o4TmGqHPPZka/g1Kgcd04pUvCjel1mOoTVDM1Y6oYgu5jWtDBwwcUHQi0mECTpWtNME0azjNpnyf5ehYpgWe9YU41reygA8leBP0r1qNAxiv2Zxl0AC3KZ8/fRUylJCk6pLApnmfiYaNaEg2BsH/e34rum2UEJ6tXSKXLBZWIqXaY2lDem561z+sMrwEYT6h4QDWaLgaL80hqGqxz0AMAZQ7oZljwHPYJMi9ZA4b3eVz7vsYVTK5vnI/pMyT9H6qXBrWrq2xGfN+gXl0aPv0sgeasVmmiDX67Y9c2i/4bPgOVxpmzyDB0gsW6thLTu0HDZPzWHLVXffd8d4vmiy7ajHO7ox2DwPXWSyUWm01SpJWl+cLz977xq1SVAxrbf/hb0iu5W/P4HTJtqDwO1Cj5hcUWYWr5PdNhMq0W6Ll2pEep7Ob0wgpmMpG7a+NzppCUXP4I5MXXjlN7H+yNFg1qKgoybkyRyuNYVmPBRktITFBzktdSaLZBu4ob0wIhk/54RkVVYfy3J637YVZGKg3+2siAR+VrgYPI3xsaWMMIffbDmUD6ZWxPc//Dcbj25CU7VDY/0zjhcylirlPlAJCEDhlsISlYLmld5PuTOpD8OWgan31gmGnz47kBvqAiFeNuw7adJi0OfsP2u6QmZtoxpqXEXu8ocdAnpXQuoIfLzS9U/0d6Z5j2OM7H66Jcb/BuH+tlUBbBP+jQuLaa7/hcf9c4h9wvYKdkZGaoOcwUjrrAMGs1wf6duT+PAryK6JsxTi0KnFP6IPj/vc5F9PY2b4uWI9OOLV6+ghadKqFZLw8k1gGDTR9XKr4MP+uXs15qXbfTHML7igwPUfs/6Dx1tgDZh7reCL5j29KOsgrU2XHhfibltD6f2B+FvunSJGswt6y5J79j227ekl+UrYeG+fzcwJbKZsQ62KdNvOrPcb09Fb2abLoeGCjeioqK1Lzl8cJaofw7pr2DPTdtTyZF+xe4aC/h2NzsDPpw7jo6k+1valnYPRfGyMqrocqf5j1B2kmbt2ykd3caYDBX6fF5mOonLy+XBpT6o/iOq+wwn8eXAhru3inbNLrvra4XlkgtqwVY9mC780jtFdCOgU6PqQH143VNTOzxg/r1t+hHYO4N6NKG7v32ArFOhE4Zh/OylqC8BubGkM6N6bGfbpgf67qX7G/xOm73TJcvnVWUl6BrP5wZRsFe+Qp4nHFPZQoNj1G0Y3MX/WJWXHFMhO1S9plwbrlP6BV4+B52HfwvaILolFawx47nRNCq14xkP+hfwD+WjfUcdbuUtSPlWs6/AxXbtFOGf2Jnl2N/HlK7QPno5TWTduw7VNUbcxnUce0aGLRj6OMm9WopGnbc05DqqaaW6wuN00xNYL4O1v+jx48ru5THMtu+fAzbb4ilvLbsBrUMSVO+m2xpqck0bKpTCwn6oTHVa6lD2McD3dZftnqZP8O1/zkXtGNR9HTDm3TvIKNiSto0OpUt27MbNm2g93f7qT68kBtk+vvPx6dShQreNKGMuQhqcT//IGJ7Wz4H4og3svJdNIH5GEljz5+xz4R99ufLUab+E851ODGXNqVY11w7uxTrZ+emtdWexjEUtm3RH5nZBhU3N+zHMX45yneETX/h0kW1t7BNo9ulbL9hnZp5xIPaR2TQ2Eed1N18XjsqdI6RstYZjr0NvpQ3U29//z/5DfyfB1/+Vc0X0I4x+ILMkztLxYBlp9vxOsrvIQL61sjhZmD+vsF3muCL5He0W5Scm6sBvqCMHby50oGSi9T8pctMHl5dDBDHpaXeoGFa6TcLlOvgC3PN8j1ggT55+brpCLMwLoMvHNgoD3yR2jIwkDftO6HOiU0fjQMPcHD/Oqwpvfzjb6Zjz/fCwa6ywJe83Ewa8LlB7VQW+ILveRNCIKaqf4HarLnBwAj0zFfC1Ghs/PFvWLAM38EQ7BlHlJJd6MJfC6OWOYv1RQOb2+tzdrnQ1+nGnQ6+IMgKbRI0AADjbMAXOQ7QR80rZdGVbG/Fa2oXmMa5QB+w83oAxYfklAu+IDCfkJJpgi/bdu5U1HgwWs7mhKgMGBidoMyQRjyLQd8q+ALDrCwQ9FbBF4jQRwQQvfjIcBVwCPfOsYigwxAEdQ1TwOl9BR7ZJ6bttmQN2oEvHLBnvRY+T1ngC57xq/VnXcAX0EgdyIo0HWS7TSc5KYHu/+4CQQchMytXGY52zQ58wdy7mHTTBF9S0jOUscz6Niz0zedj3QHm0GbjkNcld+ALOOkfmH1ZgQvvaMEmdpBwDRiZgRUM8AWBkA17DiteWxbefWziMsoqrmCAL18spuM5VRSo5V9amVAe+IJ39MYGZ9UNrsnGPMSLI/wc1DYuWFGcoOmUFmWBL3A203OLLeALAlkf/rCNzuYE0nybYLfsJ6wrcHqHtzOcHTSdsoodNAAUzLGO93TterIykBGsQzD5rvHrFO0fmtwnwDN9ItVb0SsACJfgCwduQOHFQXepFcaBG4jLQr9Mb0giaBRBFB8bYTpCEjT8Yu4CWliaWclrAIuIcxAN52TwJbeIKLPI27I28vrP12KgBBQCGYXeSjy8rKAxzs+Aoh34Agc2t9BhAV/s9hB2/N2BLyx8juvJqgv8bwe+INjQrYnTyW3WoK6irOKmgy9woupWjzTAlxdb0MFDBvjCQAYnMPDvWdgUQZqJe0glFUBjQG8AV0G9B7o6qVfBXO8SfAHI/OlzQ8sFX+C0fiEEm9H340a0Nx1qBqfYJmKQQd6bpH/A5zr4gnMWl3gqygk78AVBFa66ZfAFczvSL1+BlWiw+ZoGu4IvyEx+unmJLfgixWnvjEqkAW2c4EvTJo1VsoRM0sB1tmzdRO/sMCpSuWFtPnXmlAV8gY7AyHucVDgMciFZ5ZMtGeQFuqPnelnAFzttP3fgy5xFv9D2KyX01QvOhBkJoN0K+CI53nlO45mWrlplCbq7DDQBYNmBL+Amzy1wD77wHGLwn8EX1qCwu57+mR34gkBww1qxJvjSKr6OqfmH38vkp5aBSWaCEr6zA186hiSaGkI4RgdfkOTy11FW8EXarwgaFhYTVfAkta4jADfndDCteK27JcCjwJdfdtDmFPfgi6Sq5XXJDnz58dEaVDnSJrv+y0WKklU22LZP3X+XW/Bl06+7LIFjDoLLQD/ofQEEM/iCIA4aB5yx9kHYGEEvXejaDnxB0ssjPZzgS+dmdVUgHroL72q2B64jRZgl+ML7IQNM/NwMvkCLY+bebKroXUyTX7DScObmZClefW4Aat7f5UcymYPBF+h4LTnpUHsXgy/SroSftfC0t/KF7DSH8A4iKgWr/V9qONrNAQ7iye/Yr7EDX5AUEBfur3T37Bqvy3YB9FuZgziGwRf2J/EZ7KCnBjjBlwEdmyv9F+iDvrXFGWTFsVLPC//DPy0syFd9znuvBIZxjARfZuzNVL4fg+76fcNu2ZQU5JLMJI9DX65LDKElr/UywRepwSHBF/380PmEPYvGviX+5uAwKoNQ9VVWKwt8wXxoXj2wzKAxzg2A5KdSyuzywBfWQ+J7YvBFPie0Nvp1aq3AF14npN3Kv0XSwspS6k7+DDowgzs3t2iF6cl3twK+sAaafo1pw8IorEqsAl9kUhCDL2yXugNfYBMwVTvfM3yLtIxs5QPr9JRMccW2OGulyT5l215P6i0LfIEt/l0pNacd+HL3+DU0tFaeizYIrguabmj/cRvfx5tatGhLnwrwBTZI63rVTfCleXxdpQWKJsE6eR98Pgm+8Lql+4cSfHlj2XVqEZrm4h9y7IvPi8TduJr11b+HDu2hl1cXEvR2pE0FEOS979aqeI4cN9Km0RN6TPBl8wa1VsN/B2AHelc0CNfXjChbO4l9UTvwBfP4emaeW/Blwh3einZONk4qYMpnTh4E+LL3Si79mm4Pvki7FH3YsbEVfOk3bouqEML5snLz1Jjlhj0kzj9DxSIk+ML7oW6XcvI41vGZh4qpbUQ2vfqoK72n3f7C4Av0eDlR9Tb4UuZSf/vL/+Fv4D8efMnLz6eVqzdQ/749yc/Xl5h27NEH71ZUYvhe6rrotGJ6ZQxXxaBqBg2b4/iBlemZpZk0tkUmDehjpbbCMeWBLxBghWMFEbC+tUoU+s7GlRRULBt8uUkPDh1E7JDJjBMEXXx9DcRaZg3pYxOLmS7mh2NY6E8HX3Sxdzi6xy8mmyKNLIzLmRh8T5zV5q7yRYIvMJA37jlqgi8lVGIJisL42pwYaAIf/EwsuPzlvIUqE8Cu8uX3gC+c9YfgcVzFHCXQJhuyktIcRiCWMyi4D2X1EgymHjWIbmYVuQhPyuwRvW/mP16T/vT9HhfwRa9egvCZn5+vWfkCp5w1eaD58PHSoy6VL/JaMPCbhmZSQo6PEknet3+nSwYZjofA5qHUitQwJJs23nTSFyx/rjH5VwwmWfkCg+fKTYAv4QRj59fde5TRgnFwKT9Ica4jQBfoXWwxEn4v+DLlrmAavShDUU+xkKx8tlsFX5C5WTWQlMgp+j3MO8cilIoAZWGJp8pot2vLnmtEz0zdprK07QxBDuZytp3OKbtiTAtVxszVVvIaAPImrz9LR3Os1HEQUIeejS42KX976cIplSGGjOjcvALVB2i6cc1igDLoDJ7h8wk3TPAlMztbcYfzO5cVCTgnv2sEeWe9NNB0XNgwQ2ZiK0FTxtdCFcuDs6+oLDwId8p2+dIZ06CHOGCwr6eikvnugUhat/OIci44m1eCL2O+WKzelwRfYHSm5xmVLwcO7LZUm+GaeF48n2yYP7FxdQhBQNCOtY0LNEUUdTFXJ/gCTROr5gv6CJVvkr963qOxNGHRbjqTHUQLXnVPG4f7wboCcdTh7aorcVk0nVvbBF/mLjQFPec+FENJ15Lo1XXFymH44OlhNHz8WkotNtYtacxO/G4BHbzpRzeL/dX8xB6ye+9u+tt2HzNrVgYMZTCXRcfthD1xHVQsRAcSNasRZjpCctxKUUUOwjGYp4MviVlEGUWelF3kY+oT4RqNApLp8+eHEsSBo/B4Hh7qPcDZha7V3Ff6u4it63O5LPAFTmSOBr4gIBddzUobxQ4ysm4RvNabBBR1J88OfMF+16WRs/KlZaP69Mg8J9UCvx8OUGEvahBb1aXyhcFC7A9SuNQEX9rl0cTdRCHeeS4i0XiGv05ZoCoqIEbM7xqfM/giwUCsTROfK7/yRWZn4lx1/W7Q+Me6mNn9nGjAIAWPCflOdRCUBdfZeS8PfNHXWth1AH2q++eaQssDx22iZkEpJvDI+zzsmyebkQV8YWFTKU6LQGW/UvAF37dq0Vqt9Txn+R6gmyEzDfE51ubTZ07fEviCNfbjjWnk51lEXz97hwV8sUuy+eWZhhQY5KrZgKDT7kQPFThGv29Lq6qc7UrhRoB9+k+Lae4F637Ez8CVLw9NWEmJpdSwCCxPe9HIMF2yYmW5AUOIx0Lzhddx2UcImGTnF7mtfEEQtkP7LuY9olpvT6kWGdPL6XNSFyE3wZdSW1KtYa1zqG7N6kqsHffQOr6OAmKcz51irvt8Tf5Ogi+cjKBXenIAokd4Ah1LC6TGodn0lyc08EVkwANELSwh8vEgNU4BmCEZAWv6qM+WmlWZsA+/XLJV2WycqID7+n7xUjMzWqfs4soXPRCI/aRqTA2XNe2FLxarqmDZOKjK40dWvsAmXLf1V0vQl6ueGUjEuTj4zOLmEO8GlR4LSWPvdzgcKnNfB9d4XZQASu+IRHqouxN86dqigQLQsLe+J6qQ+DnYl8D/WOvTM9KVrgH3IWft8/EMvnDVRJBPkdqTZNOrGF5rma2qwhkcx7FYL14aMZxQzbj8TAnNeMk9+DL/dAUV/Nd9M5wHwE5EaLCZsOHSceKDwVUTXATPywJfEHCMDfd3yWrnUzK4AW0YAPa30vR5iHfTv3cfkuALknRG92+lKl8eikumQV3bqgQjBrHkdfRkQfinhQUFCnzhPmS/kX+ngy/R/vkWkFSeH+Nj9RWjkt9dQ+XP5uQQWjy2N30y62el9SjtJDvAnc+F/YVtQwm+sEg51iFUppfVGHzheSiPhRZZs1sAX6TwPeaKp4eHiyg7n1en3TLBl60b6d0dRoUPEm/6dDAqXHkO2YEvCMCuFdXN+C0YGO7s1FT5BezH/BHwJfHqRXpo7lUaEJlg0d+cOiycwqtUV+CL3Oc4IZVtEHfgi+6f457hW9xMy1SBbN1e4eostsX7f7xZUbLK5g58AQX2std6WNZy/h1rgeB/PSiOz+AH9K+WZRvw16m12aaS4AvGcIu61UzwpVWjBgoERZNALtaJJZrmE8CXI8eOqSp4BkgBULVp7dQqluDLn5ZfpxYhaa6VoJmpNPgrpxYS9LDq1DMo+/fv36X8OVCxSptKgi9I/hlWypgx9ceFpuC9XiXI9uymLRvp7zt9FVgPO1i28uYiqtB9/fzp2c+XuCRxYo5cS3cPvui+M66LZDn4k6yp9W6nQuWrodJo58U8OpJl6Cpy48oXaZfCp0H1J2xe/A4aarB1ASphD8stKLSALzgXj1fYpefOn7VUVboDX7COzzzkUNrCL49wBV/em/6zJaaE6wAYhv0jv7sNvtzKLnr7mP+pb+A/AnxhAOXgoWPme27erJGp4wLAZN3GreZ3jz50j9J74caATEKiwYH95qvPmRov+B80ZbPmzlffyfPif2RBThhcRZWrgxv6jl6ugTOg25fyQ0xkXB8MXOY+8tNlNLCOh6JMYuNq+vBKSoARzS7YwOeSmcP4rdwwJfjCTpndgMRipmcP4DgEPRa92pvuGb+GbgqKIj3LFMGioxeSTUecK18YfOEsEM4CfmfqAtoiNi1eTCXIAydn3a5DyrmG0eJwlFgCD8NiEmlzUpDlvnDPfA3OCLCjY5JZZ5JGw+7d8D3BmKwTmO0CvshMMr1kEwHqOnUbq9OWRUGHMk1wbr64yqqxiTElbAAAIABJREFUgt8hy/DPP+xzAV/0e0VQpIKvE3xhIXYch/74aMmRcsGXxiGZlJjroygSOJimXweA4alMf2oQnOtCmYXqAgm+gErhYnKaWfmye98eZXgjCJNQAM71CgQAwt/LoQIj3HTwhZ0Ud7RjmCug4GEDX79npsLC52Vt3HD4q4eU0HMPuq98yXN4WWim5LUQ5H9x2kYLOCMpZRho4ACl7ihjvqLZ0Y4hG/uLtaddKl9QOYTyXzuQke/t5IkjyrBCwC83L9+kzNKzIO0qXyb29aEzl5OVcwejNi8vj8asyiPQoEHIUFKY4Hqc5cKVL0z7ws4GZ0/xvfE74coXNrbke5WBahiZQX5eCuiFE7125xFFIWUHvnDGtFwH4TikMviyf5cCJGSDg8NVJfw5U3wguBTuW0ytqlc0Az96htt7nQupU8duFuo2Ps+T9W/QjUwr+Iqqmk+XHlKVLwvHlg++IIP77rbVTNBIp3dgB01SIODdJiQlqt/g98jglGutnBMIDOy6EUw5jgpq38J327ZtVrRjHEhB1iOX/kvQHmMQ67W7sQgRZWgqtakVppwXNLk+y8AAZ6Ly3EVQpWc3gzcfDvrVTKLUQm/KLQbXvTPrlrPTkCnl41lCAT6eCuzGmoKKqHmv9Cu38oWDrnZrNp4tq6BYAfvcGJyT48gEX0qpNvU1SY5pnd6AwZdx3y4wMz4RnOgY76x8aduiCT0w65J5Wh18GV3/JsXHlYIvL7agQ4cP0J82EvHezeOAT8BOLoI0k/aWUJh3rgr26e0f0xdQar6HyuhHBSqAejS7/QKZ/588O6zcyhes7wBTuaHvJz7Z06xO5eAK1pz4Rs2Is07lvemOMq8zVvDFQ2lZYUyXBRxwJSWA1Rr+OSb4AkC+aWCKSUPGthpsg8ebedlWvshABbIT+7SqY9KOdejQWdl7erbnyrWrTXCXn9Gu8kXPZOWANZ79ww0pFOxdQJOe7mcBX+zsPHfgC6pGDlwjmvT8ULNyQYIvXFXiMkhKK0BA8ffop8vNZAQGZHA8qJTcZcvz+Xge2FW+IGCSVRb40sVBeL8cdGd6Tp2WSt47ko0yHM4AKq8DkrIKQZy6NaopwAXZpa2a1LdkX0sgVdpguI4EX3gt1Ss9GXzBPng8PYAah+bQn0e6Bip47OG5QDuGKqcJzw0j3m8xxuFXcAIA+m3y4m3KZuNKAtyTpKoByAH9Im5MHQpfh6vC8B0nV+n9Dvrk03lW+hoE/0bf76Qdw3OHeBcoWxT20oZt2y2VL3h/M18aSLK6jcEXrnzBe/fyAvhiZPsj6QZ6gJ8dDTWrAfjeeF2UGc1IILq/WxOTdqxHm0YqiKuviXwOWZGJvTQ1LVXNYe5DBpj4eAZfEOj6ZmcahVUoUH0jW35+rsXO4+oFWX3E4MtPS5fS6nMeiorXXeXLj6d8VRKYvpfgmkgmCAsJuiXwBe9m9XWrJgyDL5IKjp8Fa1r1Sn5u5/IfAV/0hBK7yheAk0/0ba3AF6yDd/XurJgbcCxonWSDjXwyx5mhDn+oqLBA+Qx8fzKRAL9l8AV9OHVXKlUPKHShO+JrYI1ZdDnMUiWgzw0E93deD1YVLEw7hsqPh+8y9k+2sezWUneVL1xlh/755jdroo9+nrIqXwBuNK0WWC51mRS+x1zBmgNA3q7pVXTsm8nnxH33at+y3MoXMIRIallcD+tK/47N1NrL67YMouOYW6l8uZZ4WVXc65VZ3wwNpcpRcQp8kcAt7H0AaGyXyqrRr+YtpPmldiGqUWTQG/eDyoXrKRkqkK0nbfG8ZVtcgmz8ft2BL1yNY0c7JgEzu8oXgC89q2a4sHHgmrpvwTaVpDTGGG5aK9oEX6RdCqo9pli360Os/4ePHlYV2QyQulS+lLIXwCb70/JkalUpjd5+wkpZpVcRSsaRvXt3qrgRg9v8LnHt92evUZUvUjZA7hO6rcBUvVy9dUflBFqjrZXPxqfSl2UAody/bJfKufNy0wxKzshzm9CCiuY2bTpaptsn3/5MK5KjiUFzrvBBLGrHpQI6mxtkMhzghyb4IqqX0Ift4mupWCa/C6a9gw2UW1DksqZy7AJ26dnzZ5Rvyb6FPs44IZMrXzpUzlZJBXrjZ5GfczwAviOqdtFugy+2S+7tD/+XvIH/CPDl3/muJfiiU+/wfSGbNKGgomXxk/fMZe7I1h5S31MhzrzpyrJyGTzWn1kHX+T3y8c0I38/wxD9dv5is/xUP4c78IWNPsnbjd/qWS1wkg+dS6IfLhkBKVCGxcbVM7lSmdKDgRE2bPk+7MAX6Cys3XlABfOw6RcXOyzgC4z+zUmBLtzdbETfKvgigwl244nBBBhdDSpm0G4BEuB4aWRx1gD3oQy8lwe+dGwUR8+vyHW5BTh7b/540BRAdzfmdfAFXOJcpQPNhw+WHHLJSpTnQl/HBxvgy9QXB9P2X7coDmq9IePpQo4/1XcDvoyYuMIMhqLS4nxiigm+7D+4j97e5qOyfq4XVVTGKcZEBU+HAhC46eALB3PdgS94z8hi04EAPp+cP6gu8fOzz1B7/auFVDOU6JkHjMoXO9qxnGJvl4oGvg6C/K9PXWUBSOzAFz5eDxiWBb6gEm7S6pMu4AsbrWWBLwdKQQY9i0U3ru3AF/DMnrqUpMAXPEthYbECcuBIoPoCWaiDS0VD8VwcKNPBFzbMdPCFs3MZfEFWqh5sun7tqqn/gAzCUH8DfMEauXr3MbXuMPUjxh/6CE5ueeALG+ZyjLN+kPyMqxBhMIcBfKkWYGZt69VDbNzaUVbB2UzOQOWLc6yjRH7yyuN0OidIOXVlNawrmNd3t61ugi+6Ezepnx81btqSZLauBF84u1eu6RKcQvXJpuuVycOjRM1PCb5wH0pufBnMxV4E7mh3YxFBqXxHCXWqE2ZWX8n9a6ygreG9wgRf2uZRz+5W8CU5vwLlOrwtHP8MviDAkVlAFO7vod43AhUQSwW1mwym2r1v0MV069LDFjCH9ldWfrHJZY3fy0w7Pt/vAV9QCSipDFmvQuqFoDqyY6Oa9MKKXLXOtW/RlO6Zed68fT1AhftsVDNKzVH075Ejh9T+yX0oATScxAq+OKiyT47aB/SGyrFTaT50Ki9CvVME2NHswBemNmONFpklKvtA0pngXAy86QGIzwf4U6PGLUyAV96bHuzhdYbXAKPyxQm+lAUcMLCMqtaaAVk0/lmD2gtUDM0Db7iAL7j24819LNmBdk4ughE9W7iCL3wsP49dVYgEX3jN0ecZB+7x7OM23qRQ7wIa/1R/C/iiB31xTdkv8p1C6+JQMindHq5W5upIHHcr4IsEAFCVwIAeaxOVtd6VBb4gSJCRV+i28gWJH506dqWv5y1UVDmgyAMllp0QMt+Dvh/agS8IYtaOjTHBl9ZN69OIeUbyFppMTAL4cigz3MxgRqLPlSuXVKCK6bH0Sk9Qn25Pr6oyPgG+NAnNoTfLAF8QEMK4RiUIKP6YIgfrtgS+bgV80RMJeA8f+sl6Cygl9UZk/8m+5s+Z/53HT3ngC1fbSJuN/ZAjh/epBCUElip4e5rgCyjofDw9FQCgU0xx0FkG1RAIv68HKIuSFfjfvVUTla3NlJz6mJTBRjvwhQEm/h2v2xy4j/AtNKkL5bkl9QwqFb8+EU6SronBF1R8rDvvUOvxhzN/VgE/CYBhLn13wk9VXkjaO74WsqFDAiveEviC8chBLv49gy92eiFIgqsW6p52jMENu+oFd3Nfn4d24AvsxMfuMCpfEOy7f0BPGjj5qALidAou7EMnc0JMPVGAL46iIjWHeR4yRab5zqYuUFTItwK+lAXk8/lQ+bM3JZB+erWvCb5I2+ePgC+81nDSS1lraVngC+6tUUz54AvGI2t9AHxBkzTc8vo6/Z8d+IIx37NdKwv4Mvn7BS5AgK6Bg+uA4rZPe1S+XCOu2NO1d9kGw/jv0qmb7evBfnjyt2N0/EIiTTnpZDSQ4IsEVcoCX8qzKwGeXE9JU8lvOl0wV+z9d4MvsuIEFWJP3GutwAPbSPfINJdqN7ws3bdgm0pWJyGhrGnt6k67tGVzumfGWfWuwVKAqnM0ycTBHWEHviDRtmXLdmZfsf3G4EubsHRF1S+b1Oblz9k2YrsUwAZXSuIYCb7IpE25T+jUeZxMxOALaGSXaTpWeB+sS2U34MoCX2DXJ6fnmgwy+u8RT+nQrrPl43/MWKCASQYPYbNAOwp75NaLBXQlr6KFDtHOLsU61KahFXxhZgQkvRUUFruAL0yPaQe+6HapBXw57KBOlbNozCOu4Mvngq2BH9IEX0rXY3x+G3wpa6W//d3/9DdwG3z5F3sI4MvEIVE0enGai+g0nxoBjeuF/hYNCHlZphxAwHB4faIhAnyR2bS3Cr7opaqSbqcsA/H3gi96hiA2hUPnkk0+WAaOOAuPq3HKA1/uHb/apBEDHc/qbftM8KWkpMRCB4QsnE3Xgk3qHH6vHHz77wJf2IDDMzQOTHUBX2R/svFnV71klxXIv4WD2rFxLVuBe1A8vDX/8B8AXwyBWTRUEX20+IBL4F7eOxzc+kGZlJxngC/uOIhhgFzL93MLvgBIhKgxGjI1Tl81ArIYixB9Bh8zglUpxRUVpygCbd6eJRZgiDOqWej0VsEXSachn80CvpQK3tlNfwR/64aR4igH+FLFO0vxbMv5nFnkQ5cL7Uv8MY8A4LDWDn5XFviiZ5qWBb7gPJ+tcgVfWGC1LPCFgTQYZgVFxWaQUA9E2YEvACNOXEgwwRdPTy9F0YHAGDKW9GwzNpY50MZrADsXOsUOzy8GX5B5+cbjrmJ8PKcQOAkL8KI55yMJFU+rdp9Q2WZsQAMsLXB4KvH6PwK+IGsK4JJsTB+IUnGIjLeu7ueWZoONW0n5wudCVlRiWr4FfEFF0zfrT9OpnBAlklxWwztAgOi+9s7KF12sHf0V37iFBWBA9dyVhKsKsOGguzvwBZUN6286sxkl+MKBHWSdcvaZFH/mDEyZ0Smfh7VautcNNscgQIKHSrM/5RrJIDrPXYgq9+hqBV+u5PlRgcPLQj3J6z8qfy5mEFULLFFl+QgCZRf7qOqi8pxkpo6zA8zhqGTmWcGXyXdWpIbxzSxdByrR8/lhFpFxeYCk0kPg53C2s/KDs/8k+IJgQ/t4A6CHk9apTSuLRpseoEI1SdPa0arP0YcMNDJViS4uzeAL3vNnux1U1Tfbli4NoN6OJD8CdRMHSvFcdiLxHMxkUMAd+CKddJzLHfjCa4ddJcR/K/gywF+9ZwRI6vmnmVnrPP+grYHGaxLew4hmFcoFX5Ah362Zwa3N68Sd4zbSa+2IunV1VmRLfT4eM9AT++3USQWgsT1VHvhSpUI+ffDkAAv4gvNJelf87w58QSDi+A2jooIDr/LYssAXTqDgeYDrcDAffyObH8HmslpZ4AtA/7ScArfgC89hrgDkOabvufL6erDJDnxBFUHNatEm+NK2WbwKAHOTtFEY/6D9YE54ACCXr1xWQXAOnOqVnvyekSl8LC2AmlfKodcfd1/5wuBLMXnQ2IEN6YdNR1RwHnP+4YkrTHF1Cb5ICkeZLS11j2R/6eNF6lHK9yernvlzBl+42h1zpZJPgUEHOqYZbdiyzZJxj3n8/Sv9SQLxDL6wDiH2GV8vA2xBA22hr7enslF0IWs78AVZwsO7tVCBW6znPdo0p4fmXiHoJLK+k3wuUHGyWLwEX7gPdYFhHXyJ9CtUVJ96kxz3HECX1cgMvqCPtlwiVWXIVTXMLoBzAnyZ+ZtBEyrHH18PFc+BAf63BL6AUlTXCQC4dc+gO801QD4HAOWYUH+3FIIMvoDaStoVZc173aaxA19gJz7Sx1n58vg9Q9V6bFcFgsDv6awgkx4a1cZFhYVqDnMfclY739ffpy1QYtVYp6fvTqVqAQUuWhN8bFnrIB+DLPkDqUH04ytO8AWB2geGGAkO7pLd8J2sfGEtBnzOAAdofmAPc9M1XfE5Vw7bAWjQO4mPLh98kcFmA3wpcWGC4HvQqVQR/B7Urx/9umOrqfeHAHG3ti0U+ILkkifvG2YRredzwWbdmuZMWMLnoErq1a6JmsNcofBi4zQVQ+HG9iTvBWWNuV9WrqRPjzh1c74cFERRMbVV5YsMCv8r4Ats86Qbqbaam9yX/wr4YkctL7Vs9HUK7wNre4fwNJdqN3ynz0M78AXzrUmtGNMu7dy2Nd015aR61UyFhb+Zpkr2gQRfdA1CPo5tPfhlbyy/Ru3C0stMRuDfsW3EdikSYz8/6qyQB/3X32etVDESHpv4rQRfdF1dvkcGSmVVEV9Xr+LWx1xZ4Auqc5JSs92CL5xQIs/J85lp85h2EXNr44VCupHvR8nFweZP7MAX9GHL+nGWypf7JqxWcUtU+hYWOxQlpmzsz8MevHDxnMWmcQe+gCHo20NF1KFKrqJ215tdjJLtI8mWcxt8KWslu/3d//Q3cBt8+Rd7CODLZ3dFqYx7d5kVCGikFVUwHSD9klzmDqfl3oYeNKhff9Ohl8a1ncCsaWA0SKH7BhsBYi4V5O8k+CJLZ+02BDs6CgRnEcTUK190Tl4s6AfOJ5slpgy+SKE6XLM88EVeBxQNq7bvVfzVCLoUOxwWfQY4JpuSQ1xE7f67wRfJY22XvSHfJQeA7aqX7ATW+Lcwijo3NYIyeoOj8PaC426rLfh4ONeo6ED2F5p0oqCn8cGCfeWCL7UDs+h6no/KZl6/cZ1JTyXvCUHRzEJvqheST+sEDy+PNQm+gKP05KVkE3w5euwwvbHRcCaY3gLlq55UojKpuXHwjZ2a8sAXVFpB00TSach7luCLO4oVHI8MjfgIDxp1n3vwJbXQ1+SwZ8ovvhaMAt25KQt80Z2kssAXVEhMXH7cpQ9vBXxhDQEEIjCPWDyvqk86JRY6HQ4OrMmgMzKOfjt3RQU68Cw+FXyVwwOHBlRUrHPE74CDuJwV7wRfbioAsTzw5f+x995xVlXX+/+aXpjKAMPQey8CIqIi2GkqgmjU2GM09ppmjDFGE7+WGHtMbNgLTSlWuhRpitKkd4YO0/svz77znFln333uDODn90perzl/wdx7T9nnnL3XWu+1ngVn4b5rwoNNNAbhdGclxxiNYpzPtEWrTZP2Y4Evrmx9VLncMPGQ7zVkcB3vcEY8Kl8SAkvLady6AvcwiHceLvGywXAQOGSvztksawvS5ZP7jh6+ULOcJ0z4oud7zKXbdmw38ydlbnQjbF35wqCDfqbpbBC+IJByf3UfgoL8Q16fKQRpXlzd0CclpgcSesqr94mc0znVM+a1oa77QzATle8uA6HYHwKqWw+LbCpMlpKqWN8awPkflZ7LckXapVWYbE0E9Qoq4k3D2+OBL3BUDhWW+Spf7Gca58jKJy3Npcdiy8a1Xq8IuzeEC77AqevfpbXn5A4eeJJP55pzH4OpCMj06dA8DL5Q3sIO+vK9xTg/vbhCWibkG7kpe8OcPGVrA5P0QPsA31mwYJ7cPzfa9/WT03ab/ii1wRdbbz0IvnhSYtVSFPpgNki2K1+wz5LKaE92LFLAjNKDqDDpmnzACV90BQkCeFf0TqwVviDAdHqvjgbucp4Y/cQX8qu+UXLOmTVVb29P/FheWeeXb4K8yY/rfjT3k0EBDS4xFnblS7PEInn4+pFh8MXuRRgEXzCH/HggSp64uaby5Wjhyy+f+cST4UTF69+v6i8Ns5rIe5M/8WUahz1o/+lJFgm+YL7PKy4ztoVro03OLF1WiLoaIfP3NsBzwRf8rY2CLwNO6GEC99z0fIzn/4f8DC/jHjbarl07zTvMudSu9KT9gEqBlYeTpHdmkXM9ZBAWsKGqSqS0Kloaxld4CTeo8L32hdleVeCEGzrJcxNmG9mxIPhi9ykgLNP9wcyaVS3/Z4+77Sfgc2Zbs9odwfiGcSXGjsG6M2PuPF9gBwAM1QG6Tx97XhC+AJgkx8V68AWVDymJsWbtAUDRyS8u+IKg4EWDQ826sa+zTz7R9AtBdRSedXvTcigavvAe1gZfmieVOnvJaAUAzA3vbmnq68NH+IL5YN62Knnx9gsD4csrq0OV5IQd+hqQHJealGzkYmvbkFwFSUm9UU7ZFbhH1WLzzCSvCsneP8/HVb0QdC52RTjXNg1shzfZKVec09/066DMDfwuVxUI3sP1BQ28JA0ko5WVlvjgC7PaeU5s8Ix5+tVvDkiL5LKwXhP8Lm3cSGPLSjaARcI5VhQFrZ/cHyo7ULGLjb0Y8G+Ore7rgb/bEBV/41zmuofImgd8eXx5asTHQ0tzIXZRUSmByYh2BRZVCbSdgID4oBNPMPCF75CWy+XJuIAg7vMZ/XuYd5jjYMtO0+euC3z55NPpvmdYw5d/vDne61dyPPAFfsSuPfud8IVrz7HAF8j0IXFL90Ti2GF9oZ/ugi+IY52YedCrdtMVObZv4YIvmBu6tmnmtEv18+Kal44GvgD4/3bKLjmp4eGIyXm8bvoVhH02lMXa88gb04xsnlbM0PDF7nlDOE9/COMJP1RvNgi1X6hI8AXz3K4I8AWSYqcPGuLbJWODlIukD4ZEv682lkteRZwv/kibSsvh4ru9O7Y28IV9c+mLoadreUVVmCQh7yfiKRs3bvDBF9su5VoOu+O1b8tkYHaR3HZFOHxxyebRT9HzVj18qW0Vr//8v3kE6uHLcd4dDV/Y3NPeJQL3kMBBBqxrY/NjBMIu7xEtI889z4MvkIpq1rKt+ZluPmnvRxtwFz/5ua/EEJU1ZZVR8ptLT5d3Pp3j06nX+wmqfAmCL/Y5wEBdsmGPl9FNWQI7wFEbfPnZk596lB4SDZ/OXWicayd8ydkps3IzaoUvenx43lojdMINHSQj0900Ft/XlQwux0SPBaWPCF8ov4bv1AZfBvXqEJZxj9/BQH1jVXzYddr3AM51QkKijHhuhflIOztwGB8dv6RW+NImOV8OlMYbaZDPvvpcHltao//N46EZcklFtHROL/E1QXTBF0hTAb5AjxjBgFWrVpjqJe0cIBhYKdG+d8SGLyzPD5IdA6iEEa6DCnp89D0MCjTh+8iy6d1E5LpLguHLvtKaTBLb0cN7xDJgHh+G/8H8IpP15ZKi0ucZCb4AaD49fZV8V+A39tAodHVRcJ8N7J9ZXRgfbIQvdtNHF3yB0bty/VYPvjRokGo0khHU+Ms3iWGBdhu+MJBIZwwyZj179fMu2658gcF+z9Xh8IUZUAhKNW4QbYxenNv0b9bKpF05nlYtjMbyqihf5Ys21nTPFxd8wdyFyh69Ue4ImXQZ8eXSt1l8oMZ2JPiCyridh4s9SI1joKfOa/O2y7rCTJl63xDZt2enzP5muXRulWPkw/SGeQXZV5cPDAXVsdn9twhftBPx4bVtZev2beY3rHjQ8AX3JCuzoVlvXP246DDzHurqpMKCwzLy+VDPNVwfIJ2rzxY+R3PnudsqZUTnRK/JsoYvFz35pSfRyUxUD75US4FhP4QvawrSpFyiTcYvQSahDQI1X2ysku6ZZQa+wKmsqIyRx4emytyVmz1tbnsexf8jVb644IurESbfdVYA2MfR8EVLROJ7LvgCh6ZPx5aek3vm6afJiGe+83ZrwxcE807sFKqQ0pUvhC94j7SckYYvz35TJq2TCzy5LX3u2sGHLBf7FLngC5NLaoMvtnY2siRfvO1CI/OF6khuGOfOHTrL7a9+HZaMYDcL/yngC46r5Wh05YtumI334rJeST74QidXB27gmA/q1dE4ubQZYfNc2TNKRpx7nnedrPjU467hC5MX7PeMPRlw7U/N2ictk4rkgWvPD4MvdgCO8z7kOw7s3+M1U4dk14aDUabnzbFWvmi7Bw57h5QiqfrPXNCpcbzX6N31Dpp1aojIgJNO8SoY9ffuPiFPjhSWBMIXBhs5/pSjsmUi9T7tABEBjoa1mBtatWgu13ywxwQqTu7Tw6yH3DTAwfO/Kj/Nm9Nc8AXP/m9VpaeGL6sOJ8kJDYuc6yEqpgqrEoxWPjbILzaKL5OFR0KB86m39JCrXlro9UTEPX5m/EwDX3T/LB3wsJNBCF90fzDsGxnmJ/frJdnZLXy3zq6QwYcMjBM0wObIiCv14MvMufN8kiYELXc+P8mrBmTAk/AFa0ZKQqw8V62tj+BzenJoTUagnWOA47vgC6SyLhxUA1/OO22Akcqxqx94cZDiZB+U965qI4cO75ebJud5AA1VibAZuenKFwTumyeXOasmdJUpzglJJHqDxCoaEyO4/83OKnnutlGB8IUN121wgf2hAr1BUqiar7YNyVUrC/3+UCT4gmq+ZhmJgfCFAVwkfeg+n5HOw67eoV2vpQoxNpefc5J599gTEvMzzuf9rX4bGcH7DQUNPBDpgi921VMYfGlQJg/+ItwuxXW4gob29cEX31iQJG/dNfyo4YtOctD9l1jxYWfguwBzJPiCsezaLC1MWsi+BsiTfbo39IxibiuvEllcPd/Y37V7D3nwZdE8uX92KEkD88ipNnx5d0JYnMJ+p/FbrH2n9+tuJB8xbx8oT5abesLPGuadyvHAl+dGJEuzlp1M5QukVikvZcMXneBaW1IPqjd25O51wheu6bDVXNKguKigni88Jxd80TKCNnxhDy0Nt/SzY/uHLviC+AR8FVZka7tU94+y+4viehATQC9CKCjUVvkCX+93n+yUk7LyIlaC8ubTryAoQTU+Enm5wdd+9I3ppqJKJ21qv8lOMmYlN/dJmWX97BOiB81vkeAL5rnt+/MDK19QdTtEVUjjGIw1UQbs4pa7zfsDPwVSlaVVMV7PPXzfZZdCvaJnNXwhwKRk6b198kxyx5Pf+sEs7RzYpRs2rDfwhedg26U2fDmtaZHcfHk4fJk4bVqYokQ9fKltxa7//H9tBOrhy3HeMRhBz45pbgJ11Gi3d4mAYUlljC+rX38HlRSP3TRatAP8FIRlAAAgAElEQVTOyRQGYrMWbczX6wpfdEBNHwfO1spth3xyN/rzIPgC4w4NioP2y30g4DhtRa7RqsbGbP+jhS/6OIAJ02bPD4QvgABbSjJ8wRkcG5mAT99ykZfdXBt8iRSMx/50oILZk0GPDg1M3kNdvRQJvsBBPefknj7t8KN9PHEdcfHxTvgC2aG/fPhNRPiCbNo2iXlysDROXvzVGb7Anj4XOEZRVVV1gi8I6kJLF04xjB1o69rNzBG4qqiK9kl51RW+QBoM2X6ELyiRPfuMs8KGTr8/ME6uHD5EUtPDgShgab9skWvGjpKRT8yQRv8ZE1t2LLc02QtouOCLlgrCidDpDDXA/SSifBwrEFzNFnGNf//kO19vHOwfmfWoGqID6npumGUMIxO9PAjVWDrM37jgCypBvv9xswmqQ+YrI6OhjHllg6CE+G9LG5iAxc3ndpIOHXuY3fA5Z+ULHVMaZoQDPKaGL1e/tUmGNt0jd14ZLjtGZxjGWHZKlMkShTMzfclao1dMyT/MIdDA17JjNnzZdCRabj+vs+zZv9/I4OkNwPSBiet8z6N2ejLiKqRPs9jAwCF1eV2VL3A2dxzywxcERsYt2iMbijKkcVyBkdHKLU9z3k8XfOG48hpc8AVBvy3btpj+H5QM05I0urE4ew5wfxg7BtYpWaWrkzTIhuGOJshB8AXBk6nrq2RU5xhP4gHv0Ib9FdIgrspz7HFsZqISvujsRcKXH/IzpVxizBrAjD0G0KZ8+qm8u6pK+jcq9HTKeU26EajrfYFMyykDBzl7viAQtS+/1BfgcWkxHw18Qe+3uQdrAm8u+AKJkt7tQ/AFDtHwc2oSNXANNnxBRvKALuHwhY0yEUjRcka3VleTIEgD+NK+Qb48Vi2vpcdIy3MgM3DKfSG5LBd8oawq4YtuTosqKLzDeo7kcZikwV4x/HukAJ4tJ/VTwRccG31OHnp7tpl7GSTQzz0CTZf0THbCF62Pjjn6lJ4dDHyhE3z136fKRZ2iZNSIkFwK5OHeWLg7LACq4QurfOz3jLYK4UvbBoXyu6svCIMvuoE4jol5Pz/vsDw9ZbnklcWYDHtslO6Djcp9Q/4sJS0ku1kX2THdWBaB2DYNCuVwaYyc1CwqUDKM9zsSfIGtdTgCfME+IH2TXxFn1mvYFGuLG7ted+9vNsjmnKODapD+AHxBsgfmu4F9e5vMbW6NY/M8mWEEKNfmp3gJUS74Yr+HNnzpm1VkAvD2xir3Hsl7JEqqzHU2ji/1MtEn39hFrv7XUk9qyQdfVP+sSIFjwhdXRYsGDngXkpJTjFSr3WTahi/YZ3pcWSB8gaTxpHvP8gE3BhcZGMM+05LijMwYNoCLhg3ijK+AOUc3AXfBl7Etd8vIU0PNujGvDjv9ZBn9r/UGZKG/kb1pSIIq0oMHD5h3mOuh3WCYWcWsmmiVUhrWJBrH0BU1rv4BTERBFefSXJFnb62BLzo5T0MJWyrIHOfsGEmMj68TfIFftU5VoeP3keALArrZ6cHwhUE6l3RU0MvIceXnLviC6qVLzw7BFwZaYbOf1zTcz8WxNxaEpDKxueCL3e/Hhi+tU8rkD9XVvvZ5u4Le+A58pYPlSabyDXYJErfGKfjCccV3XbKd3pxSrUCB/2vAyXVA9/XAd+yeOfhbJPiCCqsudYAvum8P5raySvFVmelxoZ3Bv9E31glPmD9PObGvAZ8EAy6A4VKcgF8/qG8PI/kI+IJ+fjf0KvclMRwNfIG9+NSKGnmmZ4cnS/NWnWTZ8oUybeUhrxqMcJh26dHAl5cvSpMdu/aanhz2xmpW+ICVFRWeH6+/R9ve9i0iwRcNVjDG7XPSZcnGg6aakuOjk0r1s2P7hy74AvnPDi2bOu1S13Oor0f3IgySfGTSHeHLwMZ5zmQE22eGrdW+aaa8uiTPJOrYFSkavsCXPfesc8ypafhi3yPOEbR18f5yDeJ37f6F9j6OB77opAns19UbcEjDXUYuEe/HZxtFoqLEl9hKm0rbpUgi6da+pVnTCF/Yvw0Jxdj0u4H/c+7R8IXA1bZL73lhoizPzzbJsa9/VyanZrvhy/QvvwiTN0OCV9/MI7KnKMZIlWKrr3wJWjnr//6/MAL18OU47xKcn2fGtDCly3aTMO4aCwe0mFdZmUT8HGXuV57aQh79cr9c2ztGhp59jkeyUa2QndPSfPX+f44P1FbVcEFLPunLw3cWbSsNC9zyO0HwhfrLdYEvHy7b4+2f8MXWcKRz8/ArH8nM/c28U+Rkqo8D5/GTmfOMQ4XM89KyMp/sWNDtY/CNwR0nfCku8OBCbfDlr6+O9yo8XLql+jzYc4SGwLjLsqVFy/bmK7XBF2gWu5zcuj6mNnxBkJVjDIfx4Q8WRYQvMOBaJebLkbJYeeGXg7xsdvv4cO6SY8qkY1pprZUvMBa/37jDgy/r160xjfn0Bmcc2Rm7y2vkr9CA+oXbLvSCO0GVLzZ8oaNtn7MNLy9qttvTHF3/4yqpqqqUouJi+eecHTKgmchVYy4UwFUEw9lQGvtEIGl7SarXfNYFX+ymcXQ68Yxf+/RU2VLq7heD/R8LfKHBYwcA9BjwPYS8UU6DKi8YTXDD7+KdA5TSxj0qQb5dvcHAF1TfZDVqIhe8tFp0VpQu9+dzDijw7zvO97ICGfwKgi94Rq9640cZ2nS/sxkf32dUbjRNjTbBb0iiTfnmR5mW28xoRp9/+oly97sra4UvqIRAJvQV/RqFSSXhnf1+7UafEfjk2THSp+8AQR+XxOgKad6gwvfs67GmceuCLxinbQeKfJUvCPS/ueSArC1qbJzIoopYI8lnZ9NS3gtz8mk5RV52oO3kcnx1YFT3GmAmkdbnR+BaokQ+uudc+f1LE3yZwxq+8FnT1Uk6CA0HGxlSQfBl2hefyZvfV8klXSq9DCcEs/eUxEuL5GLfGodnFcH/SPDlm7waeRRW03H+h2ziU0tipUPSwbB5rzb4Eql6CVliey34wgz5Qwf3eFWUkeALgjWQ/6Nkkp6r8Sy54Avk/Xq0bWGcXIIW7XDWwJdPDBjENQ7s0lzu+bLCV/nC99CuMKOTS/jSOTVfHrkxPDvt86++MNBV2w74twu+ACo9dMMYTw5Lwxft5CKQoxv3Er5gv/oaXfIjPA+7ouF44AsqNgEquUG28/I3Q9JSeF7vv2yQPPXhbC/IizEd3aNBrfAFvSn6d23rgy+YU4orY+SBoS2lc9ee4mo4jONq+MKApm3b2PClc2qh3HNlOHyxm93DdnhjykzTGwnz+tV9kyQ7K1O+WLZRcgujTL8K7lvfw7rAl9ufm+Q5zTjvnMRiKayIlpOaVgVmeHLcOZfe9fzEsIpP6KOjojRIdsy2AeoCX+xsbcIXLeGIuaFF8xwPvpzS7wQZ+9om73Ba/g7P9fr8ZNlbrbmOcd6+fYt5hxlghuTevVfXJBtwnJE1/MOhZOmXVSR3OuALpcDwrsREVcmR8njJTijx4AvG56Xl0aYJO7a6VL7YY8a+bS7bFcFvNs0FyB/aptyXWcx9MSmElS8avmBt+fTLL3wZ9wS6GtoxuMg1FUHEjAbxnvQn1s1mScUmC99uGE+bUPsiqJQZdkoIvuAdGj74FLnwn2uMTfCcQ2pRS3Fq+BJke9nwpW1qmfzeahKN8XnmzfGmahebXf2Hv6Ei8o9XD5e3P/lUvssVA4bY80Un5+n32a4AxH4wn8XHxtUJvrj6hbCvn0uyCrJyTdISAitfOFedmr7LS86znzP7/7ZN44IvAG5jz/TDF0g4RkdV+dQfsG/YjJsLEj3bW8MXVvOySpPnouHL64sPSMsGwfDloylTnTK0mHMOlSeYZBr4jkXlMSaZiwlaGr64qrB5LrryRVehca6xZTtZEaPHlfDFrmzGd9A/tWPT2itfYDuici70bO6WkgoJk6jjMe351gVfUL14ar8TTDKXC77g/dpdmiIdkw+FxS4glXTKCd0NfEG/FFT+XdOzyglfaM9Feu6mfv6ZL7v/maGJktWkmVwxbqMXaMbv2X/nWOALktcyGzaW619dHtarlhJXeFdnf7/NkznT53ws8EVL2mKMIc/4+aYoo27B+RQAn4FtnTxgr4cu+IJ+Ke1bZAfapZHGXMMXG37ydzZ8ObVJnjMZwYYvNqC3pX21RLhWzIhk03COoK1LfwfnmhhVahIPXH1g9BhEgi+AK1v2HAm0i2xlD1ePNVYa4jym7siSVglHfMnfLvgCwNK5bQsffKFcLBIGo6OjwuZ3Jju54Ittl/JdwfmP+65UTsspMX117W3mnBny8MLEsL/bcrD18KW2FbT+8//mEaiHL8d5d5CB8o/RLQ18gXRM7979w/aIQGxxWZVM3+MvJ3cdmvSdiwgazrOsXzdmtH+rJzo0w52yvWFY9hl/g6wmGKcI9NkLgqvnCybyt+8eVqfKlw+W7fUcZGTLt+/YzWQRTNqWbmRhsBG+0LDlOXAy1YsJJvXJX84xzjWMjvj4BLn3411e4Dvo9jH4xuCOC77ost7a4MvTb35kMuux2YuAfQ52UEw7SHWBL98sni/vfJMrKyxpKR4HC16rpHxZXdhQSqrifYe34Ys2lCHh9tC7X3tBSFuPFzuCg9s8oUCOlMfJC9edbJxRbngO9lc08KqMkIGcECNO+KIBA4Lj363b6sGX3F3b5I7xWz0ZDuwfwZ6Cyjifw8TgGw0hNqa0ZccIXxAwR/m5qywXx0DwZOK2mjGDUfnML4ZIUoM0mTN3lvxpQWgsoXl+Rcc8uXzU+YHwZXNxupH7wKbLjmF8TbtviEAa4/EZe7wsOwYW2aCex4FDoZts4++R4AuepScmL/OcEDYHptEXCb7oLBf90PRJyTUZKdwYWNPgAJUgy1au9+BLdrNWMvyZ5b5nDzqzfbq0kb9M2Sxby0IVRZRbYmatB18svXgei/BlWLMDTj1YajIjmyoxutz0qsG88MniDZ4kCLPH6KzScLcrXwBf8J2+DfPDGk1inGNj4+X16Qtk9eGQw/7YmVHS/8SBvsoljHsnxz2MDF+OyLYDhT74AkmFvSWxsqGkkaAHT2FlnHk/ECD65c9qgt+uHkxwWGKixRe4dsEXZO5v2bLJVJ2xx4DOMoIkQExUpbx8VXe56+1vvWcX91HDF95DatHjcz2XIuCHxoyuOdfsa9YMI7ngkkaxHT06YzTctQPNjHwteWHDl/17d8mT4xf4QJI9X8PhbZ90KAzO1CYdtyevWN7bWgN+kLXXo0mMTNiUIv+8srNZt5kIoWXHdu3Y6usPgfPBOZyXc8AEvrkRvmhdZq2tzXUGxzhSkWCy2/k3XVGipSyWL1tkQAwTCPQ9xHH5riDg/MyiYumWlu+Uypk9d6Y8tKAmcxPO+us3nSrLvl0qD8yLM5fAjEdK3LkqXzR8sau3bPjCPg62Aw2t8xEtDsu6AwgC+aVmWK3G67J7viCbfNwmt9wo1pE/q+zU1y9pYmSmsAG+NE6q9FVpof9A71YZtcKXX3beL/26+OHLzc9OljVFjYUycEFz9bTbesrqNatNAgrfn0jw5R+z9kjX9GK5/Ypw+GLfQ6z9/Rselq/25fiypvFs9k47aCDcscIXjBkrbfCsNI4rkvKqaOnftFLe3hwaf2Q3Nk0olJ0lKT77ju+B7v/BdwTP+4GjgC/2M4Zry4ot9CockfDROLHcV4FG+KKf1UcHV0nznKYefIHMjZ4DbfiyqSDJSyzR8IVzKSoe7lZwhZACFTGrDiVIv8alzua0lzz5melhofu0uHT1OV7QZn/6gxkmeKr7Z7kqXxiAZ/Uq9gEJug+21cx5lEvTQS+c85x9DT37CL9jVUJd4QukXt64qqP89r1lnrSgDV8gLZWRHBcm/Yl7Oqz5ARm/vWYuJXzRQTUAg3NPDjXr5jsEedQ312dIRnShPHVJZyPBWVRwRP785peySEkrueCLXXWs4cu4xfulbWq5UyrnxXcnePKXroC5WR+ii43/1LtBrvz9ltrhi10BiH2gAr1t23by13dmyob8ZF8DZr0mouoI25HKELDjxqpiF3yB3dk4PcmTEbXXWFbi2IBdf08HfPF3Zm/zOy74ggr2MUP6+ypfmGFtnwOSGzbnJ3oZ4IDpZWWlcvV7ezzpOMChh2+sqTCjjwp77vWFe6VlSrkToOFYE6ZM9STw9LGx1rZJKTM2JpIDcuLyTdCb8AWSTRdVN4h3wRcmFGj4gqbqs7aIrzpJgzvcj/SkOHl1TZLnd+Oc+M7rPkM814ua75aO2akeBHX5h/Z9gX1WUhnl+fx2nxn2ouQxCF9Q2fnrGZXmz6jgHdg3BF/ov+zasUVueme9gcYE1IgbbClOlbKqWCmq9nsBBE+uhi8Auhd2jpaeHVt5FfjYP33uY4EveGcyGzaVq97Z4nucwuDL7b0lKTGUjFKb7Bh74SLI/PqyIp8clC1xZT/D+P+xwBfdlxQJag0SAF+iDQRkghBhJ9bUhZuOGHlA+FI9Ug77gCnjXDrBEPewTU4TH3xxrdeu6zkW+HJakzxnMoKr6hLz8hsb3Taehi+6oqQu8AXSrC9Mmiuj+rf1+mi5+ixhnZq8LdOLx2Fd/fS+081Q6OQCjg3Wqq17jwTapfCvhp0dqtDB5oIv9jjbksYu+IJ3s1Pr5j74QrsUfkd8bHQgXJ9yS3dZv36d8S3pwwXBF1zfa8uLA+HLgoVzw5QocD2MdWAeLKuK8aSOXc9U/d/qR+C/fQTq4ctx3iHAl2cubmUafbMngGuX27dtkF9/+KMvs5/fgxOwaHeMaUhKA5PODIz8Rk1CQX8GL1xZSa5Al63RzOMhGI6SVlv7FwtRft5BXwNf/AbO3Jt3DffBF2ig20FjOKkffnvAC2KhRLRj5x7CBsujejWUpxZVSOvEIyZ7qy7wBcGGCZ/N9OBLtx59BHDitzPDRxlZUHsLoox+pw1fkCFz8cgRvh8dDXzBD3XT2PDFbbe0y4w2gQT7Hr59RXNPP70u8AX7hu76rK/nOvutUKJCS7/wfGz4clajXSaYgg2Z739+b75nKH94XXtT6q03OLhN4wuloCJWnr3mRCPDwA3G7T+uHSg3vrLYOG4IQMxcudsJX7S0Fp6DZWs3e/AlISFJli//xlfBhEBSXnmCjGh5WM4+sYv8+ZONkhJbbvStaQjxGbfhC5tPImCODKgHVV8I+z6hX4eWUyAgRG+bfy6Pkk4N8kzWKAJkP7swGL5sKMqUEgkFGXUTPzjJU+4NNUw/uD9XSkpLTLY09YrZIwWf4znp1CYEbvUWqdkinqXHJy314IudvR8JvkCzvLRS5MyuTeTJ+SVSFRUlr1zTS16bMlem5tYEKlzwBXJnS79f68GX1u06h0kkoB8FypsnbUiQlkmFBugEwRfMQV269vIum/eF8GVk8wNOPVj8wK6YQ3bax0s2mYaSCEI1iz9iIAac+ffvPs8LKLvgS9D0rysO8R3Mx3jeTx5wqrAUG3+nIWxnXNG4dc0ZMHK37Cvw4Aueje1FiRIbVWkCTQhUFFfFmeAHMpduuTwUDMDzBAcVG9aMBbtiZGNJlgEjdqNQOmi6CSzmhs1bNhoDmUFeVtJgnxi7uKhy+e2gJPn97CgDaDblxZmxdMEXZEre9vPQuem5lFJ0QfAF3w8KkDBoRGkpZpkFwZf1B8WXDUmtalu3f8O6VfLvr9b4Ami893Dqbzuvo/xyYqi0nlsk6TjILOw5Uuw12sQaWSlR0ia50FTucPwJXxBAeOWOkWbXqLL75aRD5v2fsLLAJEGgH8/C5St8WZcu+IIAWKfWIW1trVHNzHFKkSFLu7AsSlpniCzOjfMazHPeZVBEV//h3DR8eXZRkfTIyHdK5eC7OhMc/8e5NUpvIH+cH5oXKb2AINoff1FT+QJHLblBqMIxkryDhi+AaFmNc4ykUafkg2GJCXy3tRY+9m/DF+yzsCLGGw/9ftja5qgyeml1lvc8YK24YeIh83/Al41FKTKsRb7sOFIpsw/mCOaMlWvX+bTcXU4uIPUJndr4Kl8OHdwno//1o9k3nvnGSTWVidApX5lbbp5dyJusWbvKrJ2Ux8J5XnL++d55MqsZGaqALz0zi+Xmy8LhC34QqZoan1NihkHJB/813oAJV+WLbtLLk6F0KP+P7PwP1sZIamyZkcnqn13uAUwG6O2eIZHgC96hvUcKvcqXSIEWnIMdUESw+7HR7eS1L7439xDr3MbNW32SMC74AonhnOxQjzn2+AvS6Mdc9qcbxnjVCi74YkPQMPjSpNSZjICEknUHomSpBR31PKYhN+7b39//KhC+6OAfEzo0fEGPo8qKUhn7wnITAMVz8fufnyMjnv/BHBL2CHTc7ept3lva/Hbli+4tSFtJ9wrAvm34gmNlpYR6vLw6Nkv+9flKk4CAfiWXW9WsLvhyVds9ctYAP3zREIpJYhvXr5JfTDhkqmk25CXJ9rIMM18fOLDfvMOU6NJ9y8zcM268qS5G0BfwpWNGuQ+w6XsECPzltjjZWe6uiCa0QKLMkzfXDl/0vvlvXW2se7TZ30WV9pgBrcKkgSPBF7x3jdKSvPULfUyLKqK8eZow0tW3g8fHuzdh9rcm2x/fv29whhegx3dc8AXJKRcO9sMXfNfVd4gJJ5TfxXxdauBLrjcvsEqT52TDl1Yp5b4eaXrsXPI/+Jzr2NrV35t+nrQF2EOE44rvunxbzqsavuC7RcUFct0Lc70eNhpWcT20K68jwRe8T+2zUzyfE8/t8wuP+Bp147i6jyjgC+7z94WhpAfYyB8vz/WSXez52AVfYMcM6NPLB1+wr7FPfm6kIhnMRUVao4QKufPiwfLchNlmDoNUUv9eXY3fR3lE+3k+GviC/icPfZbrVSnCzjuhR3e55t3tBpyhggD+ow1fmDCHY9cGX7QMOb4fpHSBpL5+nduG9YANgi+UQkOfQ9ot8L3v+yRXWiTmecorgAFJcdHyxdY4E9dhoiTtiem395Hn3p9mfEIAy/6t031VibSpkPz00fYQiEdD9pbZjX12adB6iASHe4Z2lIlfr5Jpe5r5KrLrUvly/5QdMii7wJmM4Bp/W/ZM97M6FvhCGV0+Z/lHDhoViNAaVRQGrXEMbZcyQRPfd8EXJP0Avry+IZQcDUh83VsbPXjDd4jHv+Lv000SIjckAZ3bp408OTPXgD0A+/O7p9dql+I9bN8yx6xpPAbs0nvGLQzrVw1/Z2B2sXy7L87ELWGXrlu3xqwZVNKw7VL6cIQvpzcrlhsuDa+qx3XYscHQ2Baanse0MVxrXP3f6kfgf2UE6uHLcd4pGHnPXtLWGHDPj2wgXbv1DtyjdvT1lyDPtfCH9caBJH1nMA8B8qxGIcPmjy+PNxIXdIr0PlyBLpcBit+gRwLkTm6dWuDtgjReB+P4Icp5oVGLJta7qmWh7OxTfBdO6nvfHvQWecIXGCPrD4hp2ApK3zCuJCJ8YZMv7BPN2CZ8+oUZGwZsddaMHgMaJZBiaJuUL0/cfJEX3NGl3fyNNg6QEZiSGiwFhd+sX/eDvD9nrXxVXXKtj40gVrOMBKP9yZ4jXvWSko6jIei6h3bgnEE6+4EifFm39gezUOoN1xETE+dpxWp9Xjj9f3p7lhesRD8dBny4DyxwjeMAX+Lk2Sv9UhqUkGJAEfd3wvw1vqoBGG4JiUm+6gA834tXbYwIX1BNdKgiSX53SpQMOnWwCXAnx4TgC7OTg+ALDRvCF90Xwh47jOmEr1d7Gct8RpG1NnmdGN19SGvxWNh3k/hCL3BqDKbqvgjct4YvqB6YfF9Nv5m8wwdM9RCztmHMP/19yFC6v3+hdGh9dPAFDuNjExZ79xDOp86+jwRfEJRLTxBTrn39P6ZIfnms6Yli96dxwReM7TffrfLBFzZq5DgACOQVV8jeoii5dWQ/ueLtHWHwpWvSXlld1Nh7l/lbvheELxe2POgsScb3d27bJLOWfu8F3OAMTF6y2cjrYf83nt7cGIGUS4xU+RI0WaM/UuPs5t7HeJeZOadlHTmvBMEXF2wFsNm0J89zXBCMfWVNmumhBKAHJ7uwMl4KqhJFy7po+AKDnlKIdYUvkJPbtDkEXziHFBflyfBnvzfXicBbbFSF/LJnqby9UuS9e4Z6AUMNX+A8IUsfsPvWK2qyRDkGmP8eXZwUWPmCY23dvF4mzP3Wqya07wN64PxmppjgHjJRabgTgOH7cP5W7Y+WVUU1WW1B8AXfdxn0+DsSCW4/r5MJsOmtNum43MM18MXOLKODymdFBzC/+26x3PVZmVnbnq92cgHGAV9QMcTNBV8gWde+RUhb2wVf6DShZ0+jZJE7rhzje04IX+iA2o6MDV9QFfYb1Qhcjw8qeOYv/97Tu0YGb+O0GviC4D8gASXumDyi9dHrCl94XMi8Nk/MN8+f3mqDL3c+P9EEAhEIg7wXoaW2yex+BHbgCPbdLVNCNhOrXyHHOG3hSvMu1xW+6MamfMawT74/ADtNG1Sa4Acc6XuvuVgef328qZzW8IUZwbZtw8A9nsGnZuyWfo2K5ReXuOELjmtXwOhxRbXfb2ZUCcbmoV+OFu5bAzQmR7gaPNvwBUH2f30rkhRdLvHRldK/SalXSfFTwBdX81t9PbZ+PcAEml8zkFRX+IJ3M7tJY2P362CIq0/bWVm75P7rx3jBeBd80SAb52vDl5OySwOTEVCt/sQHM309TvQ143kinNHwhTKJ+C4D0rrfjQu+cL+jnvjKBJnQW/GBS0/xkniC4AsSM6646AJvDsZ9AIBD0Bbv7hczvvQqxgjedTUPjous4k/uO9OTyYHN3Sg1Vv61tpHpx/ThZ3MMDAc0+Vm/xj4pURd8AdQc3K+7r/JF9+1AJvjLt58vCxd9bZIRcJ6oOMDxMF/v27fX2N9cD234wuo1wpcumeVmPg7aVnz/ndw5vcYn872H1eshe01RdkwnidgygvZxdMKLlgm1vyz5DKUAACAASURBVId3/YrBHeWmyXm+jzz4Ug1g9Ye49qzURA++YJ3al1fiSecQviC4qmVC9T5gc02ft8QEHSPBF11hAptz5KB+pvJFy5y6fF/APKxlrAp1wRdWafK8bPjSJrUscD3cuX2zvDB1qcyv7nnKfRC+0H5jQhLhHADChcNDDeJdvi2blCMpBzaZ3mDHbyoJVZnrnnFcD+1ks0jwBT2QOmSnee8hntsXFh7xVUCb42TsNgmO2HA/88trbDCM6VeLlhvbHO/rI+em+SAe50pW4GIfgGon9u4ZBl8IJQhf8J5lJ5XLg78YI5QHA/ju26PLTwZfcD46MfAOwJdu3eTa90O+zD3ntpGbP8k/Lvii+zTheJc99akH0PS95fNsrymMc9i+BYGQngfQX+a+j3dLk7hCL+kQ8CUxNko+35Ygb981TNBvbltZpmfT4NmhT4jkzX6t/FJ0LviCe9i8SVad4AvfMT7/OB6fe8DZR28KD8hTchQJML//eKsMalrg8z30uNl2qQ1E4Hc/sjjZ/ETDF10JGqnyhbYQj4mEBKpAuPrb2PBF90jUcqzcH85ji4Iv8ImvfWON8QexaXlv/N9uB8B1iM8HbLCxvVJrhS+4h+1bNTN+kLZpXAmEeK7Q35XPCezSTRvXmfvPal7bLtXw5fXlxXJ6sxL5xaXhsmO4JqijvDTlG5MQww0V7uibhefXJVdmr2P1/68fgf/mEaiHL8d5d+CEPHtJG2PAM5AbtMs3PprkLH+EpM+8b9eE4Et1E0wuuDDyM7Nqhy+uyo4g+PLShalSUVHpBRJwvsjqmH7fEGflCxoGvnHnCNHNme2GltgHgt7vLj9kgqvYcJxOnXsKnJAdeSJ/+9Vos4+sWuCLDm4io2T8dD98WbxkgQkI2BvhFyp+2iQDvoyODF+Ki2RYtXRSXeALjhcULEKWb6PUBKP5a99D7SBxQXRlidqB880b18p1VlUEzoH64McCXx58e7ZX+YJgrJYVw75hqDSMLTLauU9f1t04NdyQ0fDS7RcI4RgW4PHzguDLFE8uAmXWC39YFxG+UHLgkdMrZODJgwy8SY6pMPCF701d4Qua4Z56Sqis17XpgBtAJDT28bcFO0XOaxdnAAMNBzTvhEzAv+64wNuVbTBp+IIy7Yn3nO19l5VkyD75riDbNHaF844NoLV9y+ZHVfkCGcLHPvrGgy/oCfLW5hqpHTQUvG6s26C594UJ0i5T5ObLRpsABvThXfCF78JNz3zs6cS+fUULWfTtDxHhCwIveM+zk6vk0nMHyGVvbA2DLwxSc27gQPFYMDSveWOtXNDyoE9uy76P8xfMlT/MjTF/RpB38pJtpkwewaDrTmtpHD5kNb9799BjqnxBZisy7bkh455gkM4KPguCL5Qo02PIfSFovlHBFwRjn6tuGozvwIAvqEww8n66J8e+PTtNU2eC8rrAF8iovLIu9Lzhvm7cuCEQvuA7CHiNbn1Ivtsj8syto7xmwBq+EKBB8gPPEjeuWazuilT5gt/Y1W/6HsPBhCFPR4eGuw5WI2C6fG9Iqo0bA8DMENb7tCum+BmqZG49r0sgfHE5H9Ap33WwwGsWbwfu2f+NcyX7JuCYlBbRTi4kIRct/65W+AKnqG0zv7wD9sngJZ2m37w4QVqlV5mqqb+99pF8vjeUYcgxp7637cj44Ms3xdI/K8/Xi8J+D/U9hA2SnZkiD34dqnzBO44AHjOOCV9QzZqYlGq+o+XR7H27ei9c9OSXkhlTZCpX9FYbfKHzjkBYSWW0bCvNMNIP2iaze+7g+f5ISSzZkng4Po7LwD3m5pVrfpS/LKrRq3Y3Nj0k3dq38lW+YF98fwAD0U8KsAVNlBGw1U4uK194PpHgy9Mzd0v/xqVyzcUjJSnBL1HK8UNVGCt67HvA95DVG6yq0feQgQpX4IE2A/eL5/Sl5VWm6iUtplT6NSnx5KEo24R7DMlFbpxLXT1fsIbmHsr31tTa4AsSiVC5wA3VTm/cNcK7h5Au3bCp9sqXx8+OliaNQvAFc8HIc88zu3TBFwI09vbwwZekvabyDZI/t11RM5cSvuC3PxxMlJOalvrmWvs+bdqwWq4ff9D+s/m/zlTX8EUnqRA6wNZHtiw2SqhocMwDXPzk50YiFs/gQ6N7ys/f3WU+8uDLU5/J3vLQO44NfY4g48pgdiT4Yvdr4T5s+HJBzk5pkpogc7ZWGbuUtjlsrbF9G3n2AX7PpDYdVMOzMqivH758+MkUeXF1KJhNvwdNuN9eJcaW4Dhhvt6/b48PvhAw8XyffWu8kZFEEPvNJfula8MKZ/USvx8JvhD8siE14QuyopvmtDK7qA2+aP9Uwxe7TxbWsivP6BRWCQrd/wv/I4/l6heCa89okBAIX1jRqkGgfliZZPHOpFCvskjwZeK0aV6vOPhMw08jfAk9Y9hcvi8TTtj3R8MXyhGySpPn9sgr402ynZEdWxSSDwtKRsBvXJKiWGthS7G6kXMipax1MNUFX2jT0J7V46ZtE11VxPXQtj//NLBUTh80xHkPYQu0a5JaA19Or5B/LjjsSQjzuLrnWv+03XKkLMaTMH/vqjby5cIlJpYBaPTwuelu+KKUD4LgCyUVuc4BhrZqUCp/uL4GvsDe6dOts4EvreMPymt3+tUtcM5e5Uu1b+mcJNUftU2DhJITunaW6z/MNZD19rPbHjd80UoYOKxduVAzZ+6Ty0ddIEMfn+NJfeMzwhf73hK+6N5DgBW/mbxd0mJLPX8c9zkuRuTzrUkG5jGptmFMvpnTtV2K5M0+AfBF96WDzd+0UWad4MuwJrvkvmvGeL2uNHyBf/iIkv3jWGj48ruPt8mQnILAZAT85ttvv/H69dlSbogx3D8n5Dtq+MJ3A39/9cOJ8tYmv4Qtz8WujsPfue5TGks/YzZ84TqG77jgC5IiNu466MUKAaV/MW6N17dNyxRiHzZ8IbT71bOTzXtZV/iCpLm2LXKMLajhC/ejrwkxy1ZtOvns0o0b15levpQ0jgRf3vi2SAY3K5XrLnHHKnAsLceJ/zMZw5biru19rv+8fgT+G0egHr4c510BfHnu0jam1wQaqbVt3zVwj0GVL8iEYCY3+1VwMkd1QkZmKLhErV1X1cT/JXxhOa+GL8jmsytAsGi8s/SQrC0OwRdmWj3y6niRKjHZf3WBL1rWBwsXpQC4vyD4ws9RrtwmqcBU2tAh+ykqX3BNQfAFQfD05HiTBWxXL+ksehqCpPj6YbE1o5EdTo15/b2jgS9augHB1wfGzfLgC/5/wYuhclluMJgzYouluCpWnr60i6le4IZs6WdvHeXBFxh2H81bVWvlC7TyF6xYExG+0DljoAVwICmm0jgtDJChQmDs+SPFlh2zK19q0/bVAWkCOyz0Gw5GyWmtEwxgYHPRusAXnBcddhiwaFjOjfCFMn06mxoGa/tWRwdf8Cw9Nv4br7cBpDN0zwJkAl5/ySjnHAT91gE5VXL1xaMMfMmviDcBBbvyxQVf4FTNX/qtGZs3ftZEWrbqIHblC4IhPxxIkHPaRsnZp/Q32bB0NBm0QDAJpeY2qPbBl3Fr5KJWRwKvAxenG3sj0D1pyXaT+YuKvCtPbWM0eI8Hvky4oYPXNB3HwzN2z4AoGXL6GT6N3WOBL3A21+Ue8QK7yHz8xw81ZeM6U4vZmjgHwhcYoVPvG+KraJjy+Wc+vXU6aFpGRTdF5ByiK19wDDgqgxvvlYqqKLn/ujFCaQwNXyhZZRvBXLMg+4d+IK41ST+YQfAF5/D0+Q2N3AKz5AhfUBHTv/8pofXlnQmyeE+C10AXUApZZeh90jdlt4HveguqfAGouW1YN7nuQ7/8HwPnLoAGea+dBwo92TFbn57nSVCn4cvX8+fIA/NifU6uq/IFAd5+fU/2MuZxLaiaatOsiUmc0I03bfgCZ7VboypT1g+5QejNa/iC7HBknUP/W5f+E748fFqZPLewSE5uXBA5W/u7JV5wBfNg04apHnyhTBf7QrgqXyLBFwat9D3E2p4cXeb16OBnRwtftpemmWQTbZPZMkcAn1qO0TWpaviCufn71WudGYY6UKEbm7oqXxDkaV3dI4CAk++hlndghiHXKp6frnwBfDklp1SuGBUMXyir5Lo+JE5AFhMBcWQc1xW+0Ea1K1++nPmVPLe0SiqqoiU5pkxObpQvn+wOQW5mbLKJPM+HFWBO+HJSsZEdg/QUNp0I4boeu88U30v0SQRogy2+btPmWmXHAPwbZWXVqfKF1YushMD6um3bVvMOeyC7Wq7LvoeYp1cdTJQBTcsiZntu3fyjkT52bViX2a9w6i095Mn3vjCSPXjHTz1lsPmJC75wHdKSidz/z5781EjPoj/ZXy/q6NmphC92NjcDQjXwZb+kxpY7K19cvgWOy6AVJW3RJyc7NU7mbauSF2+/0LPNMZ9f3Mdf+UK/SsMXPCuD+nQ34IhrlQYYlHlCsP77vSJP3zJKKOmjK1+4HhIwcYx05ctbS/ZLj0YV8iuVrGDfq0jwBcEu3F/K8hxL5QsldnFcna1tZ4YDtF45pGsYkEXV9gXDhjkD97i/6cl++LI/r8SzTWnfMwnJvna+Ix58ic2T+05Pd8qOafiCOeO8U/rWqfKFiSx8BjR8YYAfmf6we7g9+up4I2eLeXrcIszL7r49/P7uXVuNzLDeKF93+NB+uejltSY4+eJtFwrhC2UL8ZulyxbKfV+GeqFwQy8s2DQu+KIDoxpsBcEXVru5ABrsubZNaipfUGX88oKDXtCe56OrlwBfDpaGpIewoQJt2uyvDQzHc/Xnc/zwhbKoOjgOf7lPj+61Vr5gHmqfWmJ67rBXIRKZenXpaOCLtrH0+N3y7GSTEKqrpp0TZfUfffCl+yHp1bmj3DBhr0ns+tWZHYxdmhWTLx/ec65Xkc3xxi5qkx3TfXzx/av+Ps2XEMBz45w57D+JX7q369HCF8CKhOgKr4IJiaJxMdHy2bYk+eCe87zKG8YkNHyBTdS7Ze2yYw+cDPiSFWaXupIRmGjA+dEPX3ab3nL2Zle+DGlWGHkuVXapvS/Y1XzHNHzR62Ek+MJEFL1fXid7W+nPbPii1TFc8AVJERtzD3myY0hI/MW4VUZyC5sdy7LhC5Pe+Nxjvhnb01354gNoA4qldbOmYfDFVvrAORAgcg6DXUr4QpvGtku9ypcBxfLG8iIZ0rxMrh3rjlXgGJBU1aoeHFPE2iJBm0jvdv1n9SPw3zIC9fDlOO8EMmxe+FkHs/iTBgftMgi+ILA5Y9FSeXltlpC+czLXjeBpMLngiwsuBFW+IPAJ2TGUz3KjDqVLdoyZb7qx1/lNd3lOM/eBRePNZYe98lbCkN+8NEFapIrJ+sI+suJL5OlbLvKCh/w9DRjdL0TDFwZsg2THWMWAcuVWSUUGvrz6wURTGUCjT98bLTumNcwjPRJBizIyvxLjYgx8YfmqJx2nsugJX1wSHbZsAeSVmFGoz4lOhKvyBdcRHR3ryY4h2+vTvaHgBj574I0ZXtUE/n/xC995vUvwHTi46bHFUlYZLU9e0tFARW7MJmdlEuTEPppbI+GF71H7Vt9DBDTmLl8ZEb7Q8GMzP2R0QZoEvYH43tBJseELJTCQBQjHRwe0XPdSB6Sfq278/vdx4+VwiUif5skmEM4sPwTdm8b7K18YoOS+8e7hvmOzdZn5PlHmR8uEHUvlC2QI//bBfE9GBA4/MgW5Xd46N7CUF1BzZIcoGT1yhIEvkJZ75+5hgmtnAIzPSYOUDC9jDH/DcecuWloNX7KlZav2YfAFhvr8fZlyx0lRclKfPkYHl8E3BncY0GTZMs9by46hxHp0myMRDTMNXxCcm7h0p9F7RwblZae2MxlYlB1j40ftILHk3ZWphHPS8y7+j7n09hOj5cwhZ/oqACnFYTsZDBi6ZMdQ9r4+N0/e3xrKrEKW0ZPf1mQJ66o4Stbge4QvcGon3XuWD75QhoHjSaioZVSQrf7jj2tNsJwNnl3yI6gE6dYoyjxHWhqA8isMNtnPGsfgL4MqTNaxa03S7yPlt+x3FI7toyObmaxiVCM8cP3F8tsXJxi5Eo4rfgP4Mj830dMkxxqWHFUqBypTTE8OzP96C4Iv+O6tQ7uFVaBFuodw+rfvz/fgi252i2Oygo9rpg4MzP16tjw6v8oE/wk+EcxbtHyFT1sbAd4+fU7ywRcAl5Y5TczareHLjFkzTNCfGWvQku6fIwa0UrJKwxfKhtrVlpzbALCfXZAnp2QXBso74DpXKCcXTl/TzAYGvCFg9MSo5qaaiBnHHnxRzWmZzGBnX2PfDFrpe4igLqomdlfLn/Izvtu2zUOJDM4BrHzZUZom0yz4gr4b6NHADXJpCFJH2jR8gZO8YtUaH3xBb5CT+tdUx2BfsEU6tgo1NnXBFwQC26aWmaAfHU2+h5D1XLt2pXmH+6bkGgivewZg/6zwwrU/PXOXDGlRIWPPHx5Y+RIEXwB5X7q0pQEMlI4j2NHScQxm6ibfXM9t+ILn9JkllV4gAfP119UyPbR/7F6FkXq+wNbafajAgy86EcJ13ygXx88oAcSAGeQ1N2zZ4gFEfM/V8wVjm5mZWSf4AjkfBN0Z6IDdBfiCdxjVXasKm5j+SDepwPxD/x4vsw/kmMrHlQfjZWBOWaA+Os5x29YN5lxcG47/YXUFF+7b0+99Zvr06SQVrhNadoyVTBwjvW/Oawgk/WNMC69Cm5V0dkCIPfTqAl+QGY2qL3uz4Qu+l50aK4t2ijx/Ww18wXw+2oIvtMk1fMH6NLC6WTfXqklTpxkbR88rqBysqooyvT4IZzBf79+/3/TuqoEvoUx1bhq+vL1kn/RuUhnxHkaCLwC7l76xxfSDQnDSgy9Xt5Ls7BbmkLVVvrDRN76rfR9mvPO8kfBw9dk9wpIRWKHhataOuR/w5f9Vy2be1euIHCwo8QKInBsI/e17SwlT2uZ4T+8+PdMJX/Q9QoD6rAF9wuCLq98p+yrRn8CYFpcUm/eG9jl74fH8WF2MefrNRXukbVqF3HN1sHQc5HK0WgD2g6A9/F3IA456eY3XA4Zzus4ydyWkULKN9qweu9uemyQrC0OyqzgOpDWxcT2k/ck+sZzLXPcQ9lzrxjWVL7jmf87fH1ZlqiXHAWL2lcYZGU9sU2/vLR9/PtPMx/Bx/3xOhq/yhVKp2m5A4P6E7iH4on1gyo6xhwTmpq4ZxabyiD3uYAP16trZjDmSFl647cKweYN9NWrzC/lDfW63dDtg4MuNE/ebxK5fnNnJrNv082iXuuCLK06DY+g+vvi/VvrQJ88gut1EPkh2jEBIzwPw0X8/eavZLWA5NszR0VFV8tm2FPno3nO9njNIepIov10K261P63SvGgq/d8mOAeo1bpgZZpe64AttGlYM1wW+0H7D9fxu8lY5q3lhRGUEfQ/1mMIufeCsdK/frIYvej3kOkH/kNUzsLku6Jlpqsf0NvLxmVJYlSB2cgdVCrRdyt5l+L0dS8DfcB7rdu73wZebxv1g/BpsfC4QDzyvV7Y8+3Wezx5mIgGfe6xPo3umOZOCdN8erJEtm2Ubm/2+Pnky7JxQNe+dz08K6+/MdgjaLt2wfo3xuymxbtulhC84zmtLC+SMluXGPwnaghKd7STlwB3Uf1A/Av/FI1APX47z5mBSfeXq7vLIBwvkdxcP8PUJsHcdBF9gyH/+9WJjsNA44qKloQANJsoB6P3//w1f7EbfOBcswOOWHPZkYAhfdMY9nLbG8cXy1C2jA+GL1rE9GvhCKSMEaFolF8pjN432mrXroB3H7VjgS5AWKJz+mKgoIx/E7CKXdByNYWYz6XtowxeXIY/vI5Pxzisv9ho3633Y8EU7snC873/tcx98ufTF5cZo4IZnKyWm1FRFPD+2hS+bEllOGFMai3Dm3p/9gwd3sA/CF30PAUXmLllhqkNopNrGEZ2DZ4cnSfcefUzgH5rwGr7QOAqHL1+aYA4y2WCE6+x41+vtgy/Dk6Rbjz6meXRCTJV0y2kgf1+R7umqAr7kJBQY7W9ukeCL7SARvjAbBE7mhB2hwAKMkLatWoZVN3GMXIYr5opH36+BL3ambyT4Amfmml5RxqjS8IUGFK+Pc44GB6gEmbNwqelXw4aRa1av8AFcypugEqVb126ml0gQfIER3a5DN29Mbfgytl2eXDUm3JHiDxYsmif3z442/0WAc8KSkJY4MrTHnlw7fPnHm+NNY1c0DtyhZGjsMeD/4czf2DdazjnzbF+Z97HAF1Q8rdt92IMvaFb52NKQYY1NB6KZcY6/E76wsaaWHbPhC+deDV901jwDES74Atg+okO0jBk5wicNQLksBlDswD2fV7yn98+NrhW+BDlIABW/GxZqSE74RCeX1SAYDzgOM3ameE7JscIXONW3jugdFryMBF9+269Atu6rgS92wJBZdAxSsnoUY/jP+QdkX3myfHzvmR58QcbogiXLnPCFQTxcM4BtsyaNaoUvqNYZ3Frksgsv8I6BeYUZp5CzwvNvrznMMCR8GdKsqM5OLgKsOZkppmogJ/awPHxBa+PIscqK8EU3p6WD5QpUuOALKmeLK2K9e853pq7wBdU0RRXR4oIvY1rs8iSwsF82uXatIfgbHWs6sC74wmfIbk7brkUILhLOYH98f/CsdEgrMeCHQWvOVxi7tWtC8AXjOi23WRh8YYAbQZLPv90sJ7TMlFNPHXTU8AXBnKfGtjfvBaXjPPiiABrtWg2ymVxiw5eZc2bIE4uiTbN2bHTU8W/04Pj5RRfI8cAXSHI8+0NN8Ny+dwxk8u+szNTwZePmLfLH+SHpPGy0yZnIg789MzRR0jPSzdigGm3Y2eeY7+o1mwCK1ah8Blzwxa4i5D0kfDklpzwwqQLHRb8JJIDZG+zMoS3yvAzSo4EvDJi74IuuTqe8II4dBF8YMKKME7LYU2LcPV90pY6+Hhu+AHg3S4uTb3ZWGXlaziWwU0f1buLr+UL4wv6B2C/W7pN6dzPjRv/pk0+nG/uPG+yev703T1plhORaGdjEfL1/X66Z3whfbJlN3m8Efb/5cbd0ykmR886qqYq271UQfMFz9OpVXYzkKOW5CF90ILc2+MKKZRxX+z52tjbsuGvO6hGWjBAJvqC5clpSord+ASjszyuuM3xhxZSGL/cOaSj3flnhDRPlnDV8wZgP6d/b2P2Q9MV6h80FX+zqGoxdcUmRSTCDnTH3QGM5s9Fe+fW1NXDlp4AvSGaBv0v4wnXtp4Av7GWGaybIxb9t+ML1NRJ8gT3XIivFC7Tjuf33gn0+WVfsW1fYAL7sKYn3qmNwXNqcdYUveDd7de8WCF/oO8FW751ZaHqgEb7AHureqaO5/3a/Hj44xwNfbu5yQHp27iC/mnxAILd29ZDOdYYvqMLWvjXPR0vJm3Xv6U/CABf+HgRfaNvbiV0EQjZ8+cPHW6S0MsazmTBHY/t0R6qRyNbvCuYabZdi/enVsnb4AqnvrMyMOsEXvqeUldJJQYTL9tyo4cv9HwO+FEVcD4N8C8iO3jWkkRu+DK6UgQNOM4dmnIf+Id8f3VdKn+PoJ74w1WmQMUX/HG5MatbwhfJw+E6d4cubPxhJOGw8B1QIX9KxRCavj/HBF1acsGLFwJdeaU45XG2XYm5o1rSxWdN0P8l7Xpgoy/P9Emwf39RVUtIyhdKasEs3rAvBFyT2TdmdE2aXIgl78ZGmJu7x+rJCA18i+fhBsTbaiWHGTv0f6kfgf2gE6uHLcd4sTKqT7q3p8RBpd29N/Fherdbf19/DRDZ11tcGvjDATCdONzal48sGfHofRwtfKiurTPmsvUi4Kl/ofOkMDQR50dxSb5hU31iW7xkSrCpAwGRs5yjTVLAu8AWBYer4a/jCbPmgyhfKviHrDpUv6DHDCVwH7XjO2gHRmZyR7mHQggDpoKqqKpM1ZwM0LWFEg4mOrQ602oEwBlvt82Hg1JWxiux2iYr1GsBp6RQbvuC7lz73jacliuPAwU2KLpN9FammlwYaJnOj41cX+KLvITLM5iz+1lSHBMEXHoPVSwB2cVEWfKnW7K0NvrhAmx5DDV/+MTRBevbqJ79/aYI0S62S1lnJxvmmjjvgS4uEPCNrwc02mHTPDjbw5XeLCo7IiOd/EOgVozSfhgk+x/vSrk2rsKBvJPgCGcJH3p3rVb7Y/UIiwRdIqN13UpQMPv2Mo4YvqASZvXCRGZsg+EKnjGOKOexo4Qsck6tfWymXts83DXqDNoIAfA45gfFL95gxQebihSfVDl8Y0LaNZR5P9zTA3wCuLmhXas5JS6oEwRfONy69XEigrN15yIMvbFDvulb01vrzL0PBgL25O0z2K50sBmDwvATBF61hr+ELe0noOZDHh8MxtkuUkRjR0gA2fLEzkH4q+AJn+85z2xsnl5mohC+sBsG5wnGYviPDa0Sp566jqXxBAOGWo4QvyLgEfHl7cyjr1K4ERTbnGaef6UnUEb58PH26AZjsDcXKF7xf85csrRW+4Nlp2jgrzMmdPWemgR7MooVDT4DGY+A5oVOKZtUTdzb1NSnGddDJhR3y/MIjcmbzkogl/trJhVPYvGGqOQ/YDL8f2dH0oWCVVST4ohNKuCa64At66BwoS/LuOc6ZEAT/rq3yBfssrIiRXaWpMuW+M0TbZLoqEftCpaftdOp3lI1TGbg38GX1Gp+T64IveHbatmxqeirotYrvD6ScOqUUmmajrG7ie6jhCyt17AasGr706n2iFBSWSnSMHDV8wTP78JiuZn2idBxtUA3QCF802CB8wbuMqgRufE75f8px4v8MKhwNfIGtteNAnlf5gvlYVy7Yc6oNX5gtHQm+0CbXth+yjzMyMk3gXgcqNHzhsWjXvfTuBPlgW1NTgczKF4Jse93mPcQ9XnEgXgY1r4hYCeqSO8K1A4Ke2aLEm6c0fNGZ4K7KVKUPmAAAIABJREFUF56/C75o+07bibXBFwazsU/09IP0Iealr2Z+6TVBvqjZLtMrxd4ot8lgJSSimqXGyNJckedurYEvA9J2ywUB8EUnwOG96dejqw++2PKdqLZ/8csfvUpQBv4xX+/bt7vO8GXASSGpzEhbEHwBHHn+qt4y9rVNXg+0Y4EvdqNvPqt2tjaqTa85p0+YXYpqlvOHDhVX1QT8zwaJ8bXCF4Iqexz43Gj4ct8ZWT7/wwVfcNzTAF/e2OoFq7FvF3xhBdq7kz82sliYr0tLS839h50xd3+WnNl4nwnuc+PzCjnkcQtzpV1ahdx11dFVvhC+5B0+YHpsshKG8EXPH1qOi+fAaj1X5cu9L0z0JIhZIcL+rfi93WM0EnyBhHGrxjUZ8pgfXlkY8lv0ptdFwPPckgSvT5SGL0gS+tM5DeWOT0u8n/NatWQxzql71y5h8IXShnxmMB+d2qRAbr9yjNfjDvZQ144d/s/gy01d9kuvTu3l5o8PGbhz+em1wxfKJblsGgwEwG16Rs2Y6rlUj/NPBV8e/GSzHK5INM3KzbvRcrdE/Se55LMd6aaCXvdYA6yfcO85XrU1bLeeLQLgS7VUJ/aJSu/M9PQ6wRfGqrjmHi18AUw6u2VxYG9TnE8QfOmYuE9+dXpTrx+MrnzR62EQfGEyTNj89eSnsrciTZC4pvsRMmHAB1+UNLkLvuA81u3Y58UKMU/d8uYKs39shA/Y57AWeTJ7Z6IPviAWhVgb9433Z2zvdJ+UqssuhZ2T3bhhGHxhxYq+Ztp/2i4lfAmyS+nDMU54Zusqk2wTtAX1yA4CYLWtr/Wf14/Af9MI1MOX47wbRwNfqGdrHxIO0cdfzgrBl+oAMw1jHQREdv6sAzmmkV1eVZJvNy74Yjcu5Q+g/VtRWWGa4XKLJDtG54vNg7kA2CApNKkWeFkwLI+94IkZcueJYiR7AF8axZfI3yPIjtnwhY4hNYuXLVvky4jiNTCzCw3kWlbDF8qEPXl2jPTpOyDsbrvGOdIjEQRfICVSUlZhsi4hu3PKwEFeFqQ2tjz4Ut3cjk3EcEwbvhzcn2sMUnsjfHE1ysXzEhUVK8OeWW5+puELJEvuf3W6LMtvaj7Ddy97YZGvuS0kj+KlwmRx2L0oqHVK+ILxfn/Gt6aHBzcuyvoeokR15sIl8kId4AsrIpCtFBtdZcr16TBTs7c2+BJ0r3mOGr6whBrl+32yq6RxaqIBDJSpA3xpnpBvGrpys3VadcCHDXz5XfbUQKbnppKGJoMYcjLYQvAFsi57fLc4EnyB0//wO7M9+GIHm+weDnrHeNaZaY37U1gZJ2/fNczTnuZ3XZUv0KmfMW+hr/Jl9arvjMYvNwImZmbheAxu2bJjr16cJW3adfZ+C9i2pqixoJHtda99L5d2LPCyGF3vIyWw8Bnet4+W7TUVXcgGH96vvcnAQRAT18dsfi0NwIwd3WBYH2fa7X0kMbFmjgVwGdCoQO68aoxXpo/vB8EXPoPU3dX7xn1fveOgCcRhgwP554U11Wf6uwgk/fWmkAYyK+F4XbqXR5DsmG6+ifd//fo1pikiAly3/XyMlBQXeXMFjwsZkut7VZkKqefeHm8qtTB2HHM2a7cbDGv48tC8Srmxe75c9J8GvUFbkIOk5R3Y84ZZUzZ8+XhHI68Z6bHCFzSqvXVEnzCJR1Rw9e07QFw9X5BxuXnPYa8pJ2EGr5UOEPuksXkzYRglIqiZ7Kx8qV6z+Kxi35AlbZyVad47QLuzzzjLHJJBbUoz4riXVAM0HsMPX0IBTjtbW1e+AL6c07I0ojSAvodwCltkpZpnGc/I3SO6GukaVmpGgi+6BxqzDF3wRWfcc6xpu+D/NnxhJSWhEitfdpWlyJR7zxRtk+l+XNgXe6oEPb/U7mZQHevc96tW+d5l9jDTGYYIIrZuHtLW5uc4Bt8fPBvdUvNl7qGmwmfw2bcnyMQdTU1lKStfCPyOF75s3rQ2TGLIXH/SXrl/VA+TGc730IMvt/eRhOr5kU6yzqCnlJENX+bMnSV/WhCqerHHmD0z7MAp51LeQ30/bPgCudB/RKh8AfQ8XBHSTsfGPna8h29f0UI2bNrkq3yhPaclZ5FYlJGWZuaMIPjCrFm+Yww2IaFq69YtJlBF+GLrmFM6Du/OygPxcmqzSrkmgj76nt075WfjNoc9qliTB+ZUyJubQpAY69pT70zz+lgQCrjgC3pM5JanGZD6rzv8QRKdVADQ/PDCUGAvCL6wXx97aGCfKbEVpv8g5qUZs2d40NKuQLPfc8IXVIW2TI+Wb3OjTG9A3h9kT59/Qrb8fjZCjKGNlS86oAOY0K97Z3MP6T9N++IzeWJ5jQQo7v3bSw7ISdW98jR82bt3t3mHa6t8qWuvie9XrpA7ptZIQfPcYTs+/vOT5OJX1gtt8NrgCyvJ9QOBZzuneSvvT5xv0Kh8S2lNtjbgy3Xn9pUr393te56YkOSCL0gCSo4AX7xKuKS9XnN2vXNWftE2h41z7+CGco+ufBlQLGcOPlMmT5vmveM47qD+J5ikFL2WueALK9D4rBv4UlJi7j/scsCXc7L3y90Krmj48ibgS3q5UR0I2lxqBew/x/6PhDEu+OKyiQBQd5Wne/asPvZvXpwgi/NCdiQDvxq+0P5kzCASfIH/2aJRqvceIgj8+sK9Xg9XHlcDcyS57CpJMNKvrJrg+AK+/Pm8Rsbe5MYqQQ1fUCXcvWtXGf2v9T4fmElOrHyB3O65zQ+bCjT2uIM91LlDewNfKFFr3xtWvui1NvAGWoF7BNt7dmgjt03NM8/I2FP98IV2qfYt2MfOZdPguKwa4DlAYtsGXPgsCL5QUjio8kX3RIKf9eDk9ZJbnurZyagyq5Iqmb4z09hAFz7+lRdPsu1SrD/dm2c4Zce4ZuJc4VemNmgQZpe61BtorxBSGfiybJF51+ta+XJey+KI62GQbwFwePWpLT0pPA1f9PNhwxdKQdv2Mu8hK9zbJez3JPjwGW1EbZeiQhi9drAFwZcNO2vkxA18eet72VseWpcASWEL4L6d2uiQLD/YwKzT3OgDaPhyce/0Wu3SRwZXSnZWOHwhNNHvDJ93+oem8mX9j3Lr1AJj76PHnG2X6soXxAnPblMll4+qURSx38mgZPWgexDpna7/rH4E/ttGoB6+HOcd+Sngi84WIX33oIAKAtIhqyt8sRuX8lKPFr7AgYPskq58ga4kgul6QxDxtWWFXhYMAx+4FkpB1aXyhcEu6GxO//Vgr4yZgXku1Pato3OBYzRPLPZVvtQGX4638gUZqgVFpSbr0gZok2/sIqnpoYawdFop0aENNBu+MFPKvk5mrQdVvmj4ojOysUDe/0oNfME1X/nifK+cFceBkRFTVWWMMTubm80oa+BLtrw/c7mRPuHmgi+o/Pny68V1gi+vX9JEWrXpIAAcMVFVBtLVBl/4nKORITLgnjo3Vk444aTAN1tLMTGYC5m0c9uKJMfHGPjCgEpdKl/QiBTZ7NjgyL525wjv2IQvkFLaXNrQOM9zDobgC+Tp2rRscVSVLzDcH3prlgdfYGg9taLG8AqCL5SXglxKj159TeVLUWWsvHXXcF9PCZwXq+20cY9GvV/M+dpcJzMobdkxOokvj8qQDp26mWAig28ccxpmr47NkjZta+ALnUTCl8s6FcmlF4wMvIe68gXO24fLDxpdWkCFs/t2ME4Aq5COBb5oZwongWD2iVlFBr6g6ff+6hJw9gaynYxI8AX3fdW2A17lC87/gXk1Mjf6oqEx/ER17xI69iidH3fXcF8j9SD4oiUI8G6uX1cNX5rvNj24XJUvgBh3nFhlAvtsRI3x4JjT+dYyHzhnDV8enlcuN3QvPCb4gqDaFYM7m8qA4U12mkxUGu6EpTgeZQs4XnDO+6QfksWHGkr31INGIlFvQT1f4PDdMqJvmGwP76Grb48NX5BNiIbd3BjoQSIAAieEL3QoEKh+756hHvgEVF20bJnPyeXxtewYnpWszJC2Ns4BwShs6CPz4NdxnsOjJQZ1356aypcQfKE+NM/bgy+DK+WF+UdkeLvyiBBUO7mAF62bhJw8QMMbz+tugvqUe/nDP8fL/MMhkMeNUkG66TMdXTRnxvyvN1eWKCtQ8L3a4ItX+eKAL3iekRHNzQ5K2pMRAMNH95wrDEJg7lqxcqXbyVVZorCTWuZkB8IX2Hc90w6ZsWIfQfYLcVW+6IbNOEcGuPmu1Fb5EgRfEDS8+/wQlOR76Kp8YUBb91OhfWPDl3nzZvvABtdFnDfhyyVPfmYqb7lFgi8Ijm/be9irfEFA/e9qPbTvmd1cnFnoBCOQSF2/oXb4ggrd1JSUiPCFTbwpA8JgE5JeNm/e5IMvDKjwfHXly8qDcXJa88qIEHT/3l2mMsLecH19m0Z78k8A8E9WwxcteeeCL7yfLviie03oBBAG0QmdeT6cZ3TlSxB8sSvQuA9CVgLYQZm7pHV6tHy3R4w8LeELKrRHnNC0VvgCXfveXTubeR9ydUgUoJwRjwnb7pMfy+SsNlHyswvPF1YuYr724Et13x57LiVwrSt8WbnyB7lt6pGwe4g568HLTjXwhTKk7OP1oeonOWHKVCN7jM3VQwu9RZs0rbHVuV7zOeWB0d/puvP6ha2HkeALnoGkxFhPPhVju/dIjewY3ztWZ9gXyfWS8AW22z2Ds5zwhfcA+0CSwyn9etUJvrBSlwkpGr6w8uXc7P3GxuOm4ctbC3dL27RK3+f2deTmbjc+iN5YhUv4QhjDdRkSpueeFZItdAWNYe9tL8vw7Fm9b1TsLzwSsjtYxa2TEWhXEzpHgi9IpslpmOLBF8wPgC9IitKbrl7Cte0oRlVFgiRGlZmgMucSqDs8NLSxD764Kl+Qcd+ta1e56OW1TvjC4+G6xrQ+JNdfMkq+nPmVPLo4SWAPdWjb7v8MvtzQaZ/0bN9abp9eYBK7Rp3SxdilrD6PBF90X1ddBaPVTDCurup4/B1Sfpecf75AsaCwumoFfz8q+DI2S/40aZ1sLQvFH7ABvlRUikzf1dD0vWO/EnzGxC4m7MB269rcXfmi4QsqKVIaJIfZpdovYt8UArhXPphkKjI1fIG0219uDK8sY+IF/MbfT9wo57Uqibge/rBimdz+aXHYXDooY7eMGdDKB1/YS1mroxC+8N3j/QsK/DMhAJU164prbEhWEmm7tHFsnrx/dzB8AQRat32f18sVduWtbyz1qls4VyI20TvtoGwo8MMXJo568CV5j1zcKwC+KLsU73ujzIywyhcmTenBpA1PuxT/ZzImfXzbLuW7AmD6+tK8avgSXPmik2T1sZnIEXZz6/9QPwL/QyNQD1+O82YdHXz5WP79Y83EzENj4mKQjPSdi5aWd6BDxkVd66Tbza3MIvvE52Ha6Pg7IEZFRaWRdeEWqfKF0kEavoBqa21k7AfZZa8sLTKGIjZkS+4rijGBYspJoXomK67E6/kye39jLyPD1qmlzACNOcqKuZoS4nhsAoZjtEgqlkduHOPJjumMaX3LOc7HC19w7Qfzigx8sQGa7tvDLBxKOmgDjcEHnh8Co2OeWRimG4ss69t+Plpc8AXXER0TI8P+Eap8gfE0aVco2I/x1SWk+O51L83zZU3AyKiKEmPs6Qwn/J6Nk699eqrJlEMQ/t0Zy2Rqbo1EhAu+ABh8Nmd+nWTHCNDQ5C1aKs1zwkWY42pXvvA5hzMFXWwdoHW93i74ghL3q3tFSWWVmObnlHsx8CUxT15U0il2top+F5Cl+ModNdCguLjIk4DDuQxM3yULqhsMwxFq3ero4AuepT+Nm+nBFxiyj1c3OcX+IVN1/1XD5dn3p0pyXLR0bJomizcflh0FsbK6qLF599FrBUHM4spYedMBX/gu8FnFfpEx+8WsWeadR1PiZi3aiA1fCIUJ0Ib9v9nSPumg0WNnxj8rBHTzV+yfx4Ls2LWvfS9XdikxPUeCNg1fADPeX37QNC6GtMQZJ3QwTgAyj3F9NNz9lS8TjOySbjDsMi75N95zO3jA7J4w+FLdLF2PIfcFfeQftu734AuCMzpLV58HAiN/Gt1Dlq9eJwXFZSbIyObtWnZs+pdf+J4DVh9pfXRcPzMOqbHugi+cyyFPh6DkxG1Z8ul9p3vwBZmbqDKic8jz1fDl0Xmlcn23Yhk14ugrXwB9Lzylq3ECKFnF7Cv9bjNgyuOzkSW0jlNiKg181xuD0vYzBYfsV+efKJe/ud33EdcMF3zBfL8x97CXUQ7o+e6WGvgCoPPrSwfLr179xjhNeBbbNSiWXcVxJsuRAI0BGCd8qX6GNHzR8g6UYcFJM6jN5xF2yW39RM4642yfdJwtO2bbDXxXMNc+//UhuaBjlVwc4T1c+cNyL7iiZUugof/zM0J9A7hePfjyBFPN4YIvbO6Na+GayAxhfVNcgQpm3OJ71N7mb1h9y+sifNldmiKf3IfKlxqbzJZwZOZ/0BxEgMbnEHPXipWrnPIO+lnV2tou2THYYiekHjBBNVQcpqRm+iAo7yHlHXTDZpwrA4Z1hS9bNq4N6++A/SBR4JfDQkFYVNCi0XQk2THdP4v2DQJnmP+5zV8wV/4wN8b7PzJtCbIpJ8FGy/wS38N7X5jgVe3yM7wPW/fUwBeMBdbvoM1OXCLc5v1B37h1Gzb6AJFLdgxyVA0apJix0cFTvQ5g7t5eki439yoyck0EjVhft2zZaNYozqV24g1tfSTa/HAgToa0kogynEFV0gARXbPjPL8D9tlTb0+TL/bl+CTvXPCF95N9cfSYapB9ScvdXhUn5dOYCczfsLJEw5fU2HKzjpjKl1kzvIbAmEfGVVfq2PcR4zRpU7KpzMYGyFtcEWUgLQNmgDLDe+fI72bV/JqVL1p2DDZe904dzD3kPMiMev4S8/qsHUkyplOljB45QtgTBglVgC9Yo1i9ZKsP8Jmqa6PvlStXym1TD4c9uqjMvG/sqaYKHmDkD9eP8fp46f4Req2nb6grYOgf2es1KtzWqgA75u5fDD8prHE85xlX5QsgVVJCnJc8gCD7nsOFHvRj8NIOTvJc2D+O8zGevbtVbwZ8j+ud7ssDIHTyCT2N3V9b5QslgwipMHZFRUU+2bFhOftNRTA3Pq+Yp99cuEs6ZFQZ3ytoc0lFo5L3sV+NFkp68/9c++lrYJ8u+EIblfasPvYD/xwvX1f7E6w2pN+M79H+pMw1e9ExkVPvC/Nv04wU7z3ENb++cLexq/XGShT8DZXtu0obSIKUmx6dSArS8OXPQxubKnRuhC/ad8D70bVTFxn18hqfDCrkw2E76V42nCc5X2D+b9e6jXlW+W7Y94ZjUJscNX+n7wGAVI/2reSuTwuNLz1yYMgu5dpPu9Rl0+i1Tfv5dqzB5SPgXDifwActqApVFmIL6vlCWTo9D8DPeujjH31SWCH4UmWSb2Aj/PrzQi8GQ+UGPpuw3bo0S/MlBdGm0jYN1uikxMQQfDmp2KicYNPrIQEgP+d8rWXHYIs/9Mvw94t9R3A9v5u0UUa0LYu4HurKKv08ICY1ol87D8zg2JzPdIyI58ZqMsDjkspYuaZLnjMpkD4C3gcNK5mgo+1SLR/oqnwBBFq7dY+3ZmOeum3cUlNdhg0A/o4xg+Tn/14p2fEFcrgs3hfnY/IvE6mwPo3ulVGrXYrjZqalmedbz0m02zmOlFIzz2I1vME48p2mj2/bpXxXYP++tjTPJLtGSrDUcRp9D5nMEjgJ139QPwL/AyNQD1+O8yb91PCF9J2Lll7U2azyaOGL3VDRBV84oTJTXw8LjHMEn7XkB7Lb75q822cURBpKBmwBcBrGl5qgOoKHs/ZlSXF181VeK7N1eE6chBmwDYIvCGClZTQ0FTrNk0vlkRtrer7UBl9smaGga3HpUCLQ8MfzsmXj9t0mOM0qn6GPzzFGjc50oaHFwA6NYhzPpWVpByLwPQazNm1YbTT19WbDl4ua7zZyJdhs+AJH/NrnZ/n0QrkvZM4lRZUZJ5dZrNRMZpYH7um7Xy2tFb7g+qfPnFcn+EIHEcEybMcCX1hxFXQP9aIOg3zeqh3y8e4cI+mTV1Rigjf39y80gUtI5rVKOOILINFgomQcHMCnqgM+rixRvsvIgmHQAOcGI6RN6xZG1kVvkWTHkDX74OtfeFIDgJr3Ttnrew91BjIymXaV1TSQJdw6WviCc6LTGwRfeA08BjK22lSPHeEyDTP2jeFvbPhyVZcSE+wI2hYvWSC/mVFlPkZg5b3vjsiR8nj5ec9Yads8+yeHLzRAtROFYzPYzXed58v5xuVYIZi3YsteD74AuPNaXNerA9P4HM4oNO41fLEzdumgaYkODV/4LmN/LmkABhyRrT1pWyhDjsCLAUM72ATYViJxpgfP3+YWyzVdS44JvqACYUD3DsYJoMQiDXf9btvwBeM0/p5zTCl/UkxVGHxhIMUeYzh8N5/fPyzYxAo6F3zBXLFh9yEPvrgChnrdReBkX1kDMz7YWCFHJxdQdf43S/yVLw74guy0tJSUMCeXQW3M290aHDS9SnCOpw8a4oQvcMA/2t40TBpAw5c9Bw5Lx9bNpUvXXoHvoXZyEUCLjhJ5Y2MTwbpzwcDuJqhP0BcJvuheHFwTXfCFTUR1EJ3QDSdpJ5wwUMCkA1TT5JfHyJ7SBjL5vrN88AVz/opth+WT/6wFddkI2o8WvqBaA3178Hy74AuOjeuD7YDKX2xaH/3/L/iCapfLzz7RBCf5HjJQoe1SBrTrAl8WLJjna4Sux7k2+OLSHkfgbvueg8a2wIbAzscrD8uKgmxhpq0+hk5Ywt8ZCNXwZf2mTfLAvFjvZy74Avs3OTnZjI0OVOi5FBXje0qT5OY+VSaznZUZGr6wT5qdeENbH+tluyYNpHXTxqZiNWhjM2/782FNdkmrhgleZdCxwBcmX+l9s6rDlnELgi+sLOEcDKCTHOOGL5AvdPXGDLp2SrYxYIbeDEPrAF/wvqNfhIYvWv4Mx2Pgm/1OWGGK+Tp3987/c/iCCpBhbcpl+OkDDHwBGLm/FvgC4ILEJfhVOuNe957U6z7GC/2luKEK5PrhA8Nk7JhR7YIvsIMS4/3w5UB+kTPZ0NWInFUp7MdSV/iCCpv+vUPwRWdEX/zk56aiHzZBYnS5sYEZtGNw2gVfhjfbL7deUQNfaGNhnn5r0S5pn3708IW9MglfKCXLtZ++BsbfFTRmdaALvjBrn9Wi2IcOjtL+pA/HucxVBQx41Tgt2QdfAJzQlynShn2P6VgmyfGxBjLTvwJ8eOi82uEL/OXOHYPhC+EmzoGAbdacmabCFPN/m5Ytf1L4oqsmAF/Kyyvk8+2JclnXKOnWoZV55xlAjwRfXDYNrkEn1OL/rgA8/v5TwZeHP/nRJ4UV6V5SJprPJmy3zjlpXj8u/NYFXwBx4uPjA+ELfN9miQUG5LH6irGUusAXrv2IAd0/eYMMb1sul48KrpoIgi+YZ/p3ae0BQQ1fdGLX6x9OMgkANfAlBKiu7pzvBAa0SwEHX99QUynGCiltl+q+sK57D99x9ZbdPvhy+7ilsqMavuAe2H49/oaKGkiTsVWBTjiqC3zBcRumpxubXds09nwP+/yje88Ns0uPBr5kN86S9PSGvkpM+7nUktn8DHGzW05KktNOC9nF9Vv9CPyvjkA9fDnOO3e88IVZEAxOMmjngi90XBgA1IHAoMqX+OgKObN5sbyzpcaAigRfKE+kh4XZiwy64zMsWsxMiTSEDEBR5xRgpFFCqTxxcwi+zNmf6ZXU0qFnTw1kG6AhXCT4Aud5UNtkGTl0qHcagEQ5SSH4wsBAbfDFNoiCrklnzvE7lH9hcJoBleGPzzIOkM50oTHMAHld4EtxZZw0S8z3stMQ2IJkkCtjFbIS6KbHyhcG2XjPdAAjEnzRTjWzSSn/wecAEh1vf77YB194D7WO7dTbe8u0L2f54Is2jpCNEhcTJT8ciJe/X3OKaUaILNcqiZInb76o9sqXakeLlS80DoPuoSujAsGAp284Q76aO9/AF95TvN8tEvKd8IWScTrb1hWo4LsMPfT3t9a8hwjCwXGA86+3SPAFz9JDb3wu31TrPOP/17801wnQmAmHfRP2Tbihk2RkNvJVvuieEviuq/LFBV/Wrf3Bq55DMH/DwSg5VBYrf/1ZX2mc3dw0ckS/HICCo4Evv3h9hVzVtUwujNAvZMmShfLrGZW+cWNmI41AXfmyqrCRqd7gxmoCSgvZAQFbdoyBY7vCgfCF7zr3T0PeBV8AJ1ZsypX3toagKN4rrW2uL0rfQ0rWUYqoLvBFZ4lq+EJtfhxLa7/3algs6w7HyrUDm0j/EweabO0JWzN98IUBQ3vNGf74TCmuCjnEj80pkGt7lMv5Q4cFLg8uaQDMbddecIbsyd1lnFyCZjq5+t224Qudgtrgiy2ZieDTzRecbKRL9MZ76IIvcCDX7TrowRdbsgr7ITTTEIaBLmhD//uO8z3Jv0jwRfcLQXJGg6RqeQeVYaiD2ngXC0urZNiJHaRb996ipQEYuMd3PtzWVOzsNA1f6tIk2uXkIrv5jxf1kMqqStPPCpJs0GmPBF90lQmfeRd8QUUk5AURqGcVMaEbxrw2+IJ95pXHyt6yZJl079k++ILntmF6mq8imM+Dnh+QWT/3YI5X8XC08AXvf5OszED4ggDIyc3E6O9TVk7ro+vqNQA0ynjwXP/22kfy+d5mXgVobbJjQZUvCIo1z2lm1idKnUaCL5TowHnQvrErX3TF4oMDS+ShBTW9rjh/B1W+uOALYOS23Br4gszuH3eE3kuXPC/hC4ILf12SLKgqePSm0R7cQuXLxs1bfIDIBV9gQycmBsMXJGGM7pZg+mZxIxzA+rp922bznHEutSUcaetz/qvNTaGkkf4eZD96dG4rS1au9ySCsQZw39omdlW+EDxEgi+66gXHDoKV7pGWAAAgAElEQVQvXCu4ZmGfSTEVzsoX11zK62IQGf/HMzl5V45nq3F80fvh3J7Naq18Qa+azu3a+eDLzDkzvP41WE+yE4pkd2myvHPLaabHUST4Yq+HP0XlCwOwhw/9p4Lw5bWmMfzvrotc+YJnHJsNX7T8sV737fcQx7hh5EADNPTGqgVX4B7rSHxsjK/yJQi+aL8VdvZfFiV6TaT5HCID/64zGnuNsXEersoXVJ317dndnKtOBuEcgmu589JzZMHiJXLKyQNNHz/aRBq+oKp/7r5MGdb8kNx8eU3mvYYv7yzaKe0zq+SWy8NlkThOrsoX+k1MbGRfCwa4daWAaz2lLJwLvni9oZruMglk2FzwhSAgEnxBJXOT9BRPNpPACSA70jbusmxp0bK99xXeQxzzwfOynZUv2nfAcTp16BRY+YKEiXWFGZIVVyjX9UuWwYPO8Hrc4bdtWrUy9z+o8oUSiVpWKtL1uO4BpVOpNlEX+KLtPg1ibN+CFQq6HyjO76eCL49M+dHZU0aPAc+ViaMefGm5W7rkZHhADr9xwRckRcXExATCF9ybG0YOkKUrVsrw6jWRsZSjhS9/mLxBRravjFg14bqHqKi/66oxPsCp4cs/hiZIz179zLDw3AhfAI8AX67tWuhUZLjz+Ykm4QMw+HHVM4zPibZL9Xvs6mOHpK9Vm/3w5a5xi33ScUzkpNQg5t9DBSXyyrpGghgQ1qqjhS/wd9JTU8PgC+d7jEXHtFI5sU26nHPm2WacdFIQ/e7RzXeZPqG2XaorX+oCT7RkNp9Vqq/UZg/Vf14/Av/tI1APX47zDqHfBLJt67K5NAz/P/bOO06qKlvbq3OiM6nJIAhGxDGMWTECigTDGDHngIo66oxzJzuKGXNWGBMZBBEBkSSgZCTn0IFuaDrn/u67q99T65zaVV0tzL1+99f7H6Wr6qS9z95rr2etd8ExnRCf5DgnGW17OOALri0uoiYAvqAIW21trdEcZ0PkDIqv2TJfDgW+sAAZDQ5IgrWKrTTwBQWj5xVkBIUvAAATHrnAgS90OurMFxt0AhzISqg28IXRFcHqgDjybqqAbKi+tGW+MGuGRj2N7X7PfSeVHvjCrB5EPyCNlNEKOKct8wVFB6vrIqV7UonjcEdBUmwAbFrtXviii5c2JfNFp0zD0fj0whihvjQzoOCoGP3NEit80UWqAXmmzpztgi9argYSHj16Hut67HC0oCggxgnfG2qUe2XHqBFP+MKo/2D9+MWUKfLmukzXx4wS5+aaMhWDRs6SDnHFVvhCHWsNXxg5pA8eEr506BBQ6DsUfEH/Pv3hdFnaoPMcCr7oYvJ8DwkZ0T/ltVHy0UMDxAtfGDmjwYENvmzcsFrumlRsblVL6/He0S9t48pNMVwvfPFu2HTmC+DLTceEdtzb4AtlsDasWy13Tyl2yY6tK8uQ6Y+e63QL75lRhbr2Er7UVPjCd50nCAVf4ORdtc0vU4XvDp/hc5h4m9ZjR82lWflZwmd3KPCF2vw4H8cnwMCfbnc7FhCtPXa7D74sWbpQfj9HHIchi8rzmglf4FweOa9UbjymVgb2Cw5f9BzAYxBmcZNL0GyDL1pzGr9nin8w+ELZMWxqGSmP3yGN/96Bgc6mUPAF0nEb9+x34AvGnndOYTQqN3DmWWdmy+yCLKGUTziZL4Qn+L1L3kHVfFm0eL48NTfSPEZdBwD/JrzBmCbwotNUFwvHdw8HfGGWxK6dmw18Ieh7+u1xMr/QXfPl/S8myOjtbRw4jGugI8AGXyg/gQhYSPDpfsf/B4MvlKzCMUtqY0xGghe+YNy2zEg1mu7epuEQwRWjA7kBRWT5ytVrG5V3gIMjs0Fb25b5wjGvr4GSVehDvjfc5Hr7EHbVjH3thPW9fgl8oS2SvWenXDdmtwNBQ8EXvd7webGgPe9Fw5cXL46Rh2ZUO7fJqOamyI4ha3BHzn4HLiCgYcPuAvNeerMy9PMkfKHGvJP5MqyTbNm6zSWNRoclo2FxHGjPx8bEBc18sTkJaDvC5t+1Y6tZOwlfvFrynKvChS82u512la4F0hh80XWO2J+h4Iu3Pktj8IVjE8eMj6qTlaVtzFqroYd3ftb9RmcT/sbveeEY5tgLj3PLjkGa9KwzznGcavg9oEOPrl1NH7J229zv5zjvL/sQWUXIqEejvCfsHQQIIPOc8rz/CfjC6yJ8QaDS4zdfISM/GmtqLepsFhbahvO9ViINfNE1jrw2Gtd9vDNaChDA4o6BZ8qV729xTYOcZ2ySVciKiYnywxe8X/uKkPnitrNxQA1f3rw82bwHnG8c+BJ7QB45r43LLrLBlydPLpcTjjnKON91zR3uCQir9I1M+fprUxcK8KWiotLMb3iu2Ite1uGg3Pk7f50xjlfM04Av3dPFBWe864QNvtCO4DvKTBgHvqh1vKnwhRlyBJG4Hg1fCB64pqKvTz/tLLH1Id6nzJREF3zBPUMaMFRjJjy/01T4gv1yt27dDVzUe+DrXpxuMpYQdPRfHrt07rw5BtzDHurQrr0JnAkGXxjMGazuq/febHYp1lpkRIUDX975fLyRoNU2g4bG3r0FbRqMVchBsjUGX+hL4PdtsmPwmfxz8jrZUOGu2+O9Z871HKscm7DdemSlOnWA8Dtmn+vgJwAZyJ17axFyjmG9WH3eMRMmG1jggi/p2fJnT1/jN7TfkPkC+HJZ91pTDydYs71HHFs/r11pCsOj4dzMHtOBXVyruT8EiK9E5stR5VYZXvahVwYcdVDHPNzPZZey/iPOT/Cm7wN9sGbbXie4CDVfHvlkqZF6p9oG9xYEdvBBlDTIUnN88ZrClR2DvdgiOcnUadSZLwzWYNalvlaOdZyT8IU+J69d2lT4ouXzeE7uLUJOSM0fNj+B/w+eQDN8OcROOlT4QmconZNc/GzwhRGNNF51VLQNQhC+XNCxQkZv80evYONYWxM+fDk2Mc84UH9J5gs2WTsqU43zDk3DFzgP5xekS0lDMTkuGkzFZCQzjbmPftdaOnbqLhq+cHOiu/G2l6dIVnyV/PXOoQ58CVYHxFZbJ9SQsGW+sA8d+NIgF0OHLCMRcFwaTDR2tIEWDL7U1EfKkS2KnVohlHGxZr482MdcvpP5ogpB4/k+9sZ4+bEhawLXfcvr37lkqXjvOmoHcm7bd2yV43ufZD524MuwTjJmxmKZqmRa2IcavuBvHN/8XBu4bw9Oke493PAFxdlQFFDDF9ZD8sIXOmtgpKAoKesLBetHWzorNuKIqJo2c4aM/O/IFcIYA1/ii032Bpsen/vrWpjocerMUxJKn5tjDI4JnYEGp0Hnjh2alPmCPnv6AwVfHugtt73xvbUPdTFjvIcwwHX/lNdFyUfDA+FLY5kvyHhqm9VJGoMv2DyhvpMLvjTI4KFeULuOXZ3HpOHL7R+slJuPr5cBF/mjhr19aYMv3KzwunTmy/oyn3QWGzNftHGNvkSDbIfOksHfGLXv7cPGMl+48dPXj3G8Yku2UyMERr/Wxdbf1fAFDgI4VfnswoEvU7+Z4Uji6cwXOslwLo5P2+YVDscvtqeZZ0epN2QbLi2GZFWRkZlgY2FQwKUX5hXJ9cfUh8x8sW1ymYnBTS7nOhruGqwSvnBDwhR/RKFBduyfd9lrvnide7jvuweeHlCwmmuGd5OL+8W7u353vgNfbA5D6u1r+MINNgMaQsEXBgxo+IJrio+PMw4rFG4/9+zzzOPXTm2vvIzWZeYzJ3zRmywch5tczrWNmUe2TS4dxrt2bpFhn+UKQZ8Vvnw5wdgm2KRm1/jkEUcNSJJXZ22XxOg6k/moG9cvSMy8sc7nEGW/4//DgS9ltdEmmt2W+YKCozoohedmsAT+zew3OP4uOO98J/pvwh09ZcXqVa5sDkbbakfFyAuiJC0lOWjmC8e8vm9dnJZ9GGyTy3mBTpJfAl84l+Zk7zS1kOh8CgVfmCkBua/06DKTjUnbkfei5SJxfferegAOfHlhhpHPYAtV8wXPd9veAge+4L3cuCffSN9ph5d3HEPq5+9LEwVZTHD20Inw+bDOsnnrNmvmiw68gVMrOjo2KHxBceYRw65wnZa2I+zBHTs2m3f45JQcE0jhLSJLhwefe2PvYSj44pWe5LF1QBJtbG0zhJP54l0Pua7c+OI0p/Yjrp2gXsMXnflCGSF8F3sZ1E60NQ34IGX26po04VzFzBfMsX2PtcOXf0+c4gABZEkd0bWrGd+oWYJAAdbOwrltfUh5T4CMfftyjaMKkfmASN69CMfUodR8YdFiyspBRu7Rm4Y68AVzDjLF0QhfsD9ElDbgiwaQ3loTXPe9NedgZ9wx8Cwjc+aae08slUsuuNDquIejDdnreKfQfPClzCo7prP9Id93x8RCR05KZ2A93LetFb5M/fpreWFVijkPMmeOP6pXQOZLKPhCGx/wpbKq0vQ/7nl+foZc1rFQ7vid327geMWcPXrRnkOCL1SV4JzDtV+v4yxarZ876wzaMl94fQTx+B0y/iCpad6lURNlTVlrJxORoDJc+PLZkr0Bdba87yX3A/w791e2zBfaG5s3/mz6HQ3zULcu3QMyX65/cZoJULQFBfE9BcBv17adgS9wRD95S2BW0uGAL5TpDQe+MFBC2zSvXZokb8zeZvrCC1+Y0XlRq70mY5WNazCkr+kjwWcAlkf2PM7xJfD7kKIa81A/mTx9ury02mdLwWfyz0lrXXVIbPMq94e0rzk2Ybt1b+vOfLHBF+y5IyIlwC7lHGPrGwZV4nkwI9sG2nC9XvgyqEd9yJqgNruU+xVdb8gFXwYkmUxx89zGTjQ2hN4fVtdHyY1HVVjP+/gb482eyAtfWNtR26WUHMZ5bPAFGTirt+5xyY498skSU7fHG1DCMQP4XVZZY+wgji8+M8CXK/pkyJ8W+CSP0Rj04wVoiUmJZk2jbWu++8E4+XpflvX90kFBjcGXp94aZ3xYBMC2caj/pscx/26zjRs7TvPnzU/g1/gEmuHLIfZKU+CLTe6IEyUNZy5sNvhCQ4tyJjqVNZjsWFxkrZxvgS91tbVm888WquYLJu+X7xv8i+ALIh+3VaSYrBo0yI61iquW5+4ZbCb1hQVpUlSXYD7js2AKJ50qfvjSRjp2OsJVlJCbJt2NqGeBzJe/3DHUiXT7T8IXXjc3BTyXA18e7CNxcb57pCOPG1vt1AkGX2rrI+TIFiWysKGwYlPgi5aFwHUCajBrAv+mget9DfR1eY1FQjhkmoyesVAmZ/sNRn5XS/XY4Is2jlgEXl/DE2+Ol5q6CDNOaKSFC19smTT62Db4wkKUjGzkvwFfOsUXG4DARvjC908bXIiCfOle/3fxmwHPfSfl9bFyfddcFwT9+zl10rl90+ALniUd0Tg2HDm3vjHHKcan7xM1CbZV+hyUcIJpwx9wrKI2Uj586FKnJgR/Gy580dIBX917rCQk+TbEbHDApMdUmrmD8I0yeN5oOUbowZlw67s/yS296530dNsUbYMvdH7wulg8EtH8jcEXPZdCtkODGpyf8AV1LRBVzYZ6P5dedLEEkx2zwRc4DJdt2uvAF2xckKlja6gbgALtaEibRz2KpsAXZnJxfuV7R518/J1rjS1KFA7DL7Ylm/mbjtNTknNMFh414HndLAwKZ9PL8w/KNUdLk+ELo6WY1cesiVDwhcEIyCL8/OGLzYYGjvu/3+neiDOaHOPk5TV+5x6i8u65/MwAZxMzB2zwBfe4fmee2aChwbn48hp/bSXdl8w6w9/gPJuel2WipTFPcJOLulio+fKPpb51Ao3riJYdA6iLjokO2OQuXbpQHp/j+x0lPnkcLQ1Axz0lELXkCb5/OOAL1yfCFzpkQ8EXXS+E6xThu36WWBcWF7V1ot7xGYvf4v+p9c/feGu+IPMF8CW3OtGVVYvvI7MS8EXbRTyOXg+hG45+57Pj88XctWrtGtcml9G2lA3D8eBsQt2eYDVfdD0mnl8Xp2Ufci71ArSmwhdmKOnnzLk0N3uX0dNnn9Jpp20CQgXaNJg/06LKrfBFz9vB4AuyfXNr/GtJKPiCz7bu2edksmn4omufeedWyh0h6+1PtzUdvqBmWVRklIEvlCjVc+mANtnyyDD3/MNIXxt88dbPIiBhlrNtbdB/s8GXdwanyRE9jhbtrNaZL9om/qXwBesIMtfYYOPccuVgE2S1q8pXhweNdrpXdmxdaaapa6ThC5xkyEywNQ2HCGm88AUOqfOPa++qo8bMFw1fUJi4a+fOLviyYOH3Tr2fS9tmy8M3uvtw5uxvjbQWsoNzcvYaRxVroHn3Ik2FL+vWrZN7p7hrOHKNJXzhuGLmC+tc4llxDwlJmor6GANfdAa7V1qZ6z4y8bh24DjI+Llr8HnGGa5bqMyXx39TIjHR0U6EfCj4oq+J8IVZy6HgCyGFDihB0NQxPXsGlR3DWPj9zW4ISoCG+bq8vNT0P2XHBnUukluv8tvvHK+Yx0f/sFd6pNfLXdcEFgTncwqV+UL4QpjA7Gtm2eMY2jHMY9IxriPm+RnHgVY4oFw3vkP7kyAgFHzB+5SenOBkfsFB+8XSvU6wXrA56NNhnaRNmw7Oxxq+/Fe/LLl3qi/LAI1rFSEG/oZ5qEvnbma86QzAUPBlwcK58sf5MQJHdVbbLNP/jcKXhqDIxuZSm+MeARe3Xz3EUZsIR3bMa9PYZFdxLbRtAXuRzcbGOlnYg9JHgs+CwRfWEvHCl39NWiM/l/v3LLb7Z/aeF77AduvWJtUqO8b5DcfDnhtKFd6goFB7C77rGr7YQBuOr2u+IPNlcI/6kDVBbRCTAZV8x1AfEWoIDCjRgV1++FJgoAcCOarqo+SGXpVW+EKwABnEZ35Kch4xQYu2SxGM9f5wX9aODb7AZgV8YWY3IPGI0UvNXt5bvxnzFsAIfBCVldUmaIG2ma5zOOQEH3zBPUONhfBF26XYh8bHxRrZMW3TcI6x7Q9Zxw7nZNBjMLu0qfBF2y18oDposLH3uPnz5ifwa34CzfDlEHvncMMXOgts8IWGII1XvbkMBl/io2qkb4dKl9MXqZu1dXb4Yqv5cnxSrrx072BTJ2JLZUsnMjyY414/UoCbLRWpVvjy3IfjZEF+qhTV+aKluGhwQaJThYv0J9e0lfYdu7ngCyPP9TnhWG4TXyN/vsNf86Ux+OIFDMGGhS3zxYEvDVHm1A4lfNHHpiNPF1FkITVqnutzwxFRVy/SM7nUSLag0TkTTuaLrjPSFPhCeQdEsbLoL6+L8AXyNp98vSAs+MKNIZ+FNnDfG5ouXY84yvXIn3prvFTVuuELDQZv5svvnv9a8mpTAiKKgvWhTUsUIOS0U890ZCW4SbHBF45PFr3DpvTZZT6Dq0+L3IBobUYueR33iDjs1L59kzJfbPDltjfmuIrx8b511sSJLXJlWYlP4gOtKfCFmSA0hhjppuELpcr0M8c4SY6uccEXSvaMua6DZLXv5Hydm0QdyRlqal6+bHFAnRRGiTrwJfaAyewBfNlQliFfWTJfCKj0RknLNvAauHGi45V//yXwBRv5HzftceALMr9sUkc4Bzfe+H9usAmuRn44VqbltTN9OmPWN/Kvn3yZO2jcoBEmcn7le4exePOVPicD1xpKmujnDofhp1taWOELHC4Xn+8rvIh2+XOzpLg+wdR8+aX1QrB5QXFqwhdmTXCDyvvC+ej0ZoQ7sgg/ffgS098J0fUB8IUOTS8owabi7sFnyZB3NruGHAMhbPAFjvp1O/zwBU4yZMzZGmqgbKpoaT5C2jy02fE+jrxnsANf8P4sXLLUJe9ggy+IoIyKijSbXO200U5tLwjV9ULouGf2ho66xfURvmg5rFDvoc1RwT7bvWuL3PhproHOcMiGgi86oj0UfPnjW+NkwcEsUzx5VEORdUZ84joZ8cxrxvM66ujezuYdz72kJkr2VScYuVgdEAMnLuALpIS8TcsdsSYFN6gch3CErly72gpftKMCUC8xMd7AFy2FouUptfQNroWSVzp7LdgmF3YVAF+4mS82+EK7ivAFQRxwOoaCL7RpUB8nLbrcBAQwcIfPU8/b3ow/Ot688IXvga3mC0DWlt0KvpxTJxt3+TJfdJ95+xPg7G9L4p0C5uwfBJRs2rK10cwX2KKRkVFy3Zg9VvgyMGuvDL/B7fRlEAmc4Du3bzE1XwiyvfY756pwIz1DwRdG+nMN4LG1TUwpVvYhnDRZMSWyvSpDjkrYJ6/df7nrERII39g1zxQmZgsGXzieGECGYyIwjHKgWu7LGz2sT6yzCAE7EOHNuYqAEg6p845r1yh8wRzeqUMH43zn9S36YZ489X2Ub6629GEo+OLdizAqONz10AZfuMYWH9wvl7+13gRgoG5BKPgCRYSyulgDX0LVmnDgS98I17PC87tnaF8Z+OY6V5/TcW6r+YLPsC6hfgsaIqfzDpZaM1/0NSHwCvMg4aOGgMPPc2e+2OALgqR6du9hnO90VuP8zIa32TTsQxt8GdKlyLGLcBwNX/qceGqopdB8VpCfGyDXxiCO8opSGfDKSjk3I1uevm2oI/dLMIjf2+AL3pV15a3EBl9e/HicCchBXbWxu3zyYAhGQVYnGgPFaN+GqvkCuyitRbwDX7A2fb54jyN3HezmkS2IGo9shC+wx56+xA5ftm1Z56yzeD6dOnUJgC83vDjN7GtsDvmFi+YZqTysIa1bt/mPwxcGK9Eupc1Bu1Tv8fnec/3h/ikYfHnyzfHyQ1FbAVj9KtcvO3Z44EsbeW7yahN4F6qh9hmugfb1K5+Mk4nZWcZ269KqcfiC9xj7cq9dGgq+fDllqslebgp8ofpJYy+iDb4wiIOQwAtf9N7CC18wZyHz5bpeVVb4QruUcqa8Puwv33vwUpddynqP+E648OWx0YuN781r0xDYYc2Emg0yAjkWmSWOzEzCF9a845qp7VLsQ2OiYgLgC+cYG3zRQUF8rsGy6glfOAc11ofabuF3b+mRL9cPHtjYT5s/b34Cv/on0AxfDrGLDhd8ob4hnQU2+EJnG+GLdhjaMkCQ6phg4EuVK1q7qfAFk/eLCr5w0WoMvsDo6JVYIFvKUmXKo4GZL9hALMhPk4O1bvhC3XkaODTIGfHNFFV0HR2uuhuRddE6vvY/Al8YvajP54UvBGg2+EJ5JW5yGS2K43l1v/E3wpejUkrl+wM+w4yOEJvTBNdSWVnuyI7RyUYD0Jv5QgPX+xrQKQ1HytRHfdI2zgL40hQTDQKZr4+/mucUesTnwTJfQsEXyOB16drTdQ4YM1V1EfKvu4fIZ5OmyNsbMp1Nthe+0FkTLkCzwRcWGmRUHMDIb089QwBfOscXGYDARoOJBYa1wQUNd2Tr6DZk5EwprEsSr+Mem3LIjmHzbxtPnAO8n7kyXx7sI7e9bocvOmuCTp6mwBdmo0DWCeCCEYeo9dMmq6Ns3rTGgQY2+HLHK1MkMarGgFv2Pw0zr1TB4YAvjBLldXGzivlkY3maA4DxPCk7xqwE/R7qyEE+e26cbjpin3y4xa+fTJksZjfx+3R8cvOr+xBSCUvX73Yk6FCD65axBdaVCDWE1pf7zkd9fQe+NOi+o0/pUOBBuJHgeOa7SWc5xuKwK9zwpX/rvTLipkCH4aebWpj5m5kvp6Vmm/Rxb8T9oJHfGpAerrPJ5riHHND5510gBMvXdckzkagc8zqrjU5vRnVyvYDWcXwU4Is7QpVORzrt+KzgoEGkLzTHdeM8boMv2Lys3Z7jZL54I970cTR8gSTXhL1tBdJtmNuY+RIufNHyDhq+LFu2WEZ8W2tOyxpkvAZssMbv9NU84jPnuqAdP/h+U+GLbZPLPtu7a5upZwUH7U1XDnKyx/Q8zcg5HdFOwIyMT+9cSn1unb2k5Vgahy85UlITHRS+tMrMMNHs3qbhECXm6AxsKnzBuIJ0XDD4wihbfQ10Bmj4wrlUS0TgN3TMHgp8IVTOzd0t13y005GOCwe+AF6nRldY4cuKFUucItrB4Mu1L0w3WTNsoeALPtu0K9fJfMG6vXF3vpmjtaNeP0vYr4+eUmccxXTOuuDLtq1O/ST8jraADrzBHBwZFWnWbp09xjUbNRgevMGdNUE7VsOXU1NyTCaX134npDgU+MKMYg3mdeYLxwfukQ5Tvodw0rQNA754bRpCfWS476z2Zd2iaYlKvC+r9kUa+MKMVA1fMJ51BqDuO51FCNjx4qpA+AKH1DnHBMt8mewAAWSgts9q54IvWr6RRbb1+WfPnW3GDbKDc3P3mLkCQHdtSYbcc3y5S4bzcMAXroclxQdk4BvrDLwffuNQef6jccZRq7McuYdEBmhxbZyBLzpS2msfc6ziOTz6bZ1zm3h+dw+9QC57/WfXNBgKvuA6IyIinQh5gOm8wlJjt3ubvibCFzqaw4Ev2qZB9lKPbkc0Cb7MmvOtkUcDLEfmCzL7kJE6f1+aDOla7NhFuO6mwpf9BXlG+lg3vmeVFeXS75XlwvoXzHxBTU0WoNZSvjxGKPjCY2iFA9ZKxe9pf7KWUyj4gr10SlK8/NeiWHNqwJcvl+wxTvlQzVtjLhz4ouuVYh3o0KFzUPhCWKWvgZAU9lBmZqbpf5tzWD8D2N29e58c8l7woc0upb1Mu5RZJqHgiyPD2ZBhgT3EkoPu2pM4Hx33gL1aRYJAnnY1LzxY5ou2g7jHRYbm81NWmWLwoRoyQOfuz3LgC8cVbLfObVLkrz/4oCoa7WLtuMcevqqqKih8sWWgaSly+nRsfY1zMvDiUOALM0EZnEeFA2a+IAuv+5FHm3v0wheARNTeve7oGhncv3/Ao+QxvPAFAZDvPDjQBV/4NxyEvi7UcKmvjzQKGfABrtq8y5X58sSYxbKxoqVoNQv8nmMG8EXq6+SV5fFOsCx9PcjMHNI709TtZa0YG3zBXIxsXpP5ckqF9D3X57MjiLP1obZLvfDFa4M7vywAACAASURBVJc2Fb7oeZ4P3CvP2ujL3PyF5ifwK30CzfDlEDvmcMMX1quAYUzIwUvkpprwRTsEmgJfoFddV1fvcvgx2tuW+cJofma+NAZfkC1RKTECx32PxELZWpbiaNBiU9Y6vkqevXuIcRIsyk+VA7W+rAFuDka8PsFE6dPAceDLte2kXYcurswXOgl0N8JZ1iq+xhTpIyw5XJkvWraA5+R1U+KHAC0c+KKdTsHgS329CODL3Ab4QimeYPAF1+WtM8I+0457XHcw+ELHvdYP5v0y8wW1BT6cEgS+vDpJNpS3csawF75opx1gYOdubvjyp3fGSUVthPzrriFOdHKwzBc6a8KFL7wWPWag6XziiacKF3zCGMCXLgnFLikxwhduaLSzABruuGbdrnz+GymobSGI2nh/ky8CHg3n6NgQeam/z/sIBl8YKcV3xivxwWP1TNhn+gDttNQcWXSwrQuOVdZFyfvDg8uOEYjAYIPslBe+bNn0s1MfwQZf8B7GRtYZcOuFLwQ4vNYmw5flS+SRmTWu50xZDF4X4Qvmk/Vl/uw7/IjwhdlB+j2EbMf4ERe6jk2nbzD4wnon/FEo+IK5aMn6XQ58+fCq1nLTF3nWlUjDFzq6CK64HoSCLxrK4Ht873AfNw71RTNznDGqVl8I5t7RGxINfGF2BQrGIvtAp6bjN4SMh1Iv5I+/rZDzzu7rwBdGUnPMcwOF89HprSUcRz/U3wCEuCgJCl/gZKBmPI4DB+y9Q88PiPQNBV8wX6zemu3AF8oY2TpRZy8xWwHvI+AQN7lw5i1ausSa+cLaNjg2Noh19b4IQ8oo4O86o8A7D8IJOG5nugu+AJCM2d46QH+Zm1zOh9ZBqf5ogy90VBC+8N+2yE/CFw0/cf3o7+oG2Ul9DXT+a4CmI4LDhS/5VfEydsRFrswXrC+tMtLN5tPb9PzAzCk+fzoh4AhdsWqV2eSyMbNFOypg48XGRpvIX5350u/ZucZu0pKAPI4uTkvnEGGs9z08HPDl0T7F0u/Ci2Vf7h6jp08gFI7sGGyGlOhKE7XszXzRgTOwk7QkDTfWTYEviJreuDPbyYIC+N2wywfIdfCB7k/YQo+fWm8KSxM4s3++vOUI2bRlszw5N8L5iQ2+YA5GCwZfBrfLlvuvt8MXjG86gAiyvfWzCF8YaNPYe2jLfAHU79KtpwvM49w8ti4w7IUvWPNbR5eaIBtb5gvnpFt75JuiyWzB4Iu20zFvr94XYWwDwhc4Nd//dq3MK2wrWAO0s0/fu87mxTFfWJHsvEN0BGEdO/Nod+YLHdzMPsIx8e5lZWU1wBdf/TJdk8jWh7O/m20AA+brvJw9Zq44sUWOrC3NkHt7VxoJUjbObeGuh7bMF66HhC+8Jge+3H2UtEj2ybs58CWqSErrY6WsLt5VS8u7LnB/grme4B7HAXy576qLpf+rq13DLhR8gbMODc8GDXPSvoNljgNRH0hLOBK+sCaQH74UyEN928mDX1c6PyXs1jYN3s0e3bqZem0684XZ8LbMFwI0DV9wz/P3pcuVR5TKdSqymlmEjJpv7D20wRe+Z4QvlMfi2q9rINjgC+rDQTYKayRkgnVjPTgGU+AzyJIjqxONEt5cv5jhb8tewvuUmhTvZG7i/Ri3dLcjdx3s3hGEl5Hpz6zgXAJljqf7tTdF2Nk4hrRqA9aB9u06BoUv52XulT/e6g4K+mHxAjNHIxgnPT0jLPgSzAfgvS+bTXPbkQVy7aDLHLuUvgnapbbMF9o0DGCE/fPTwfSAYEbsdecdyHKyonk9weALA5C8QUGsL4Lfa/jy0tRVsrwkNHyhHC6PzbEJ261z61SzVrLZ4AugSHl5eYBdGiqrXvsEaBfY+hrnbSp8sWWQUR6PwXkMKiQ40fLnDLQg7MBYRu3da46qtcIXvk/efQDqNb35gBu+8G+4L8IXyILD3kVdVtiHKzbtcMGXJ//9g9nLE8SyLxDkMSnbJzsWFSHyyrJoZ3zZ4Av8fKX18c6a6QVoEfUSAF9GjRkn4/dkOYEq+n2xwZdgdinUTOCD4BzU2FzqDSjE97lONPbb5s+bn8Cv/Qk0w5dD7CFkl2ATH04LVfOFxdq5+GHR4uLAY9PgZtq2juyzyW/h2pKiquX8TjWuaG1EQ9TV1LicDIz2tsEXRvMTvjBiIJjjnqmN2IT3SCqSzWXJTho04Evb+Cp55u4hJnpr0b5kYaFrGjBcaGls0pCg01Fv4Bl5rp8/skuykmrlqVuGOvVC9EZTf9eWYRSqL/Xmjd/zwhdqh7IOhDbM/JkvPi1RvZm0wRc4ItCOTi2T2QW+zBfKulBTX1+v13HPOiM0AL3wxRuhyGNxkdeGPD+79eWpRn8Um5f3J8+xZr7wPum458aQ16eNI4xH1PLRDQZReU2EGSd8b7gB8ma+NBW+8Fr0+WiYc8En6EHUUbeEInnhXj9QocHE948SJjgenCneWhPMzEFNn3c3+h0VOEfH9u1N5F2oPvR+RiMGf8fzDNaH3LThe2el5RjHhs5MqqyLNNqzuqYEvsvIeUbNUcaAcJEyA1q32VvMFccZ/tpEiZQ68+z4zCmDB3mXlq39+sY8l9YwD/UeLrfAF6+eNOcPzCfrS/3ZdzhuIHzxvY9ogNtfPuKe02mg4x2lFi++y2wb1jvhNXO+wTNYVepO+cdnC9dud+AL5jVv9hOPo/uQ5ya44npggy9cR7zwhe8dN5M4D+dAW6Qv5GjGrE808JzwhWPJK1nFopLhSlbZNrnQcD/nrPNk5/aNctMX+UJIxDGvN0iEL3wPuflEf8eGyHzBmvH8Cr9EWLBIX87jnMv0eMRcBPjCLCjIn0CD3NY0fOHGhIVFOQ4NfFmyxDivkKWIgsmck3RRTEQYVldVG8kiHTG7cuVSeWhGtTm918kGaYAvt6eZOkZadg61i7xZSlx7w3U22Ta5cMjCgbV393YjqchaZjb4QtkCL3zRspP6mdJxzKh3fAbHEiAyGuVm+Bv2IQuiwpYpqYmU/OoE845rmwxOyJYZ6WbceZtepykzyefPCHcU4V6+YqUbvjTozPM7OK6Wd9DPmfaClgTkdejitOxDFjv31u3hvMA5qLSsSiKjRBLifBHN3mazIyj/xxoGvCY6GfQYY0AK+xDrRWpUpeyqThdK1vKcq1f95DhU0TfaMUfpoetenC7Z1eFlvuAeN+7Idgq0a/jidVTwGmBXP/5bMRHeBM7sH+irb9yyRZ74zv+U+I7ozJfPbuwi9fW1Zu3W8yDn0sHtc+T+69xBGDrS1w9ffEERXjuWEfcMtAm1FuIzm93OoBYCA84NPDaDhPB3XhvnUjhpWsX44AvWoFH3u+vYcU7y2jTMcrv5pa9kh6r5ou8Pz3pFng++6IxUrlV4rzTA1Peu30PO43yH2D/IDjnz6Pby2Gx/NocNvmB+bdO6jelDXp+G2LasI2bowEbK3bvT7KEwp6wtTTfwZYCCL5zbwl4P16+Teye7JQ8JeEtLCk0mCgqr33edP/MFc05SC1/9Mg1fIDsGJ5u37oR+lpxvIN338Df+QBbIH917dX/p/8py17BjJLPNcY8sTLQ/NzhpMSftK7LDFz3XQ3IYEJoKBhq+jLigg9w3rdy5BmZ66vGMZ3tE166mXpuW7uOeABJqj93shqDsw0l39pKyMl/mC+553r5Uuap7mVw7yC9rw7k03PXwQEFuQO04B740KBLwmrj2axkeLeXLG0fd1LVldvhCSVEGU+A3GZEljk+CexW+N5zLbH0I4J6cEO+8e7jniUt3m31DqDb+9iMlLd2/r+FcEgq+6DUHmRzt23c045u1f3A+BpX1zcyWP9zq7sMlSxfK7+eIwB5MT880z9wWmY/jcG8RLnyx2TTcm9MuZZYJ7VIbfNFzKYKXsIdYVpjmBKLymf7l3XHy3f4sU1dt7G7/s2bdtcHPf+uog+A3tO29dqmGc+wDZGi+OHm5/GSBL/TT4JiYV+BgZ/YHxyb2Ce0zWjjvNb47qqEwvbZpoEpSWlYaYJdyPbS9h5OmTZM31ySZTA36dGx9jXMSJNh8BbaxaevDrx7oLQnxScJ9KwOOubfTQaBcS/jeALYh8+WaXnUyaEBg5gvtUm/gAAMXtF2K/cAbD/gC3/h+wk6qrI008AX9u2zDdmefCXnEpz6ZZwAs5cN5z8ykh03aq1snWbJ2o1x1ma+eDH09OvMFPjlIQ3M+030IgFZXU2vWNJ1Vz0ALWx/qoCDOXcHsUr4r4SojMENR9y8DLBuzh5o/b34Cv/Yn0AxfDrGHDjd8oXMJi5a39gC1Fwlf9EYkGHxpEVUlfTvVhgFffDqxoeAL6kQg9VHDl/K6aKmVSJdxAJCDAnFw3HdLKJFNCr7c8tJUaR3nhy8/5CebrAA0L3yhU4WGBJ2OGr6A+Pe7wB2l/s2smZKZniy/OfG3/6PwhVkTNI7CgS86OjMUfDkmrUxm5fvgC4uOhQNfWGeEY8kGX4rr4qS8zlegk40F2lFP4YtH/NF8+JwQDo7yD6fMMdqwbOxDGoaEek2FLzBIy6rDgy+EgOFmvtjgCzdIdADQOGkqfEFWwF89hb65EfxPwxcaVuwLOu4R6XtK6v6w4QsLs3LTQgBH+EJw0hh8QQYC6hVp+ELD7FDhi3Y2837phOR1afiysdSffYfvvzpmvEzY09aBn5Az2VuV7NNJbyjcrpeGYPCFxmAw+ELjWh8LY23RzztM5gEangVkE2xNwxfKHWn48m1epslo8EYJcQ5ilCdrN/nhS77jZGjMYfjJ+jizNnjhi1eyikUlw3U22TZIdJJxbqMjn4a7lij0whfd34nR9UZ2UjfKjnlrCsDxcvcVF8ilr611fT8UfMFGfsXmPc66CvkT1grg+seD0XmCf3M+9uu+jzcyZCjCveCHRQa+UBrABl+QJVVZWRGwydVronceRHTa59t88IXPHE7SVXl1cmffHtLzqOOc+z4c8IXrGOELaqRcc/lAq+wYHZS61gTGM/q7tk4MfNeNjmNdY0cXMA0GX7juEb7sr46Tzx+5xAVfMOe3zMyUYZ/lGt181qLD+bWtRYm5v55ZI2ecfrY0Fb7A4RgZEWk2uTb4oiUBee+U3kTfsg85l3oh6EufjDXyJYcCX+hoJXyhU90OX3xSTuxDrBfJkZVGdgobfx24oCVdgsEXb1BPKNkxOII2bt/jwBfMPRt25ZlsDNow3nkVttDjp0UZJyOBczjwRWc9Y86urfXBF+2o4Fxqc9yPn/qVydBBH3KNYkaq16lwOOGLlvTCuXlsXWDYC19gS7SOLTU686HgC5ylb67zS0sRljM7ms9e2+l41itN5ku9bFRBEVyrkAmAeg5orOfF42igRgjqhS9wSJ3Wq52BL5xLbfAF70dmZksXfNF2Bepo3OMprs5nCRspZ48bvtzfp9q1Fzkc8IVZEYQvHFeEAo3BF++8qt+FS5+bI2X1cQbyD59R5XwEKZu7rxrgSBd77SsrfDmtUqTeD18wJ+UWlhoHImsj8jjMGMe/4fDEPEj4xToQmG8fOr+jFb7o8Yy+79Kps3G+01mN44aCL/MWzDXZHXh25WVlxvYifLnmyAq5eqA/u+RwwBe+Z5SDZrYdHdzMrMN162xy/Bt225GJ+2V1WRtr5gvnLV1P8pfCF7xPLeJjXfBl0o+7jNw1ZJdya1KsNqo3YIpzCQDFU5d0sGa+6L0rghGysjoY+EIAjxMxqMzmkKctivGTkppm+t/mHMZxDgd84XXxujV8WXYw01UXlX1C+MI9MPYQK4pSZcIjvno8bHyfvPCFPh0GNfH74cAXZpUAvrw8dZksLWobYNNwbjTvS+dcEwxG/5MfvuRL+4xkA1+oaMLxrB33qOFZUlLUJPiCgOM3VicYu7Qx+EL7LVz4smHdarl7SrHzjBFgNWKYL3sqGHyBbd2pS3fzHS98QX9DBveqnvVW+MI1FbYAATSOA9v/1fsGuYKC9HrK/SHspPK6KJPdAgD20/qtDnzB+/XU6O8NgGVtHt4Y64DaoARlvmDzXn58hnmvMTcg2NkGX1DHrq6+3ti/2qZhdozt/dJ2qRe+eO3SpsIXDdm9a5B1Imr+Y/MT+P/oCTTDl0PsrEOBL6zDgUtg5gulArCJ80o+UR+e8EVH1B4u+KLrhfDRoF4EnCCopQIyT0c+IlOOT6+QkipxJLHwG8j2oMYFNk5dE0tlQ2mKk/mCTVnruGon8+XHgiTHqKPTiFGqLFbmhS86erIxEs6I0f+JzBfCFxiT3XscK+HAF92HoeDLcWllMvMXwBcWROVY4oKMfmLWRK+0CtlSFGs22myQmkOqMotY69eE8AWbl/cnzpavsluaSG0eE/8lfKHjPhR8waLfvmO3AIO0tDpC/qlkx4JlvhwO+EKDkk5sOnyaCl/OSs+WP9/ujtIKBl+gtd0h6/BkvuTXJspxLQqNfjzb8Ul5JusCRvbJqQfMOxpO5osXvhDAhYQvDVFFuhOfeHO8qdvz/D2DnahMZmJB3iWzpT8VvqmZL9rZzHPSYLTBFw2A8X1m+9Cpiv9mV7cwUh2I2Pv3w/1c4/FwwheMtUVrtjp1uCDf5y32zpOj3tbKBr1mRHa+sjZNNHyZlZdpNi9B4UuDTAqBOR23eq5xHIYWZxM2cR/9HGvm75+W/WC04VEAFWOJzmdeKx3fhwJfGAXKTS4d9zTcdXRaMPiCjRpkx7zw5ZkPxso3+9oJnXa8bkRK33nFxTJg1CpXn4eCLy9fEifLN+124AskBB+f4/s5wAoiGdkgvQTnCRqlB/3SIw3w5cE+smCRD75QGsAGXzBXlpWVBWxy16xaJg987ZN+8cIXrIGjN6W44IuWndM3zQjDcCN9bQDtnqMPyBWXDpCc7J0mo4tjLVTmC99DjtPG4IvuQ62h7ZWsYh9y8w5ZyKKqKAkGX9pndZBnxv0gmQn1TrADno+GL8x05FjV8GXl6tXGccyoUj7H976Y6MBWyL7W19UHhS+2oqI6a8ILX/RGGddKO/FQ4AtBNuELx0to+OLLHsQGH0E/VviydqXc91WpGXJNhS+0C/V4xTHWb93tgi8bd+cZGASHxopS/3qIIITK+ljzfhG+MJMgPPjirxcCqZ3qqsoA+ELpOJvjftK06fLymlQXfDkzLVvmF2YJM414b3TmMMvZNTFZ/mELmsI469TlSKGzmXMDj02JY/zdC18AH1vFlBmbkA4kfVrOvQwI4GfB4Iu20/GsV+8TiY0UV0YqnS14r/48v87YlLQXeHwdjMA5AJkbJ5xwiuMwQ9bRaT198IVzKeGLznTD2ElPS3fBF21X2LKO5s+fa5xYGr5gf7SqJEMe6FMtl6hAsKbClw0bNsjdk9ySh3TMU1aOMnSEAlru1Zb5QgewrXYjA0YC4EtDXRmv7C3nBAYx6PGA51tbV+c4HjEn5TTAF2/QkVZsIHwhnOM4DAVf2Admrrs4Vjp26Gic73oPHAq+LFj4vfxxfrQVvlzfq9KsXWx8zuHWC7FlvmjIiWcK0PPIsKFO9rWOBNcBTbgGrCM9Eg4Y+0EHGfD6bPBFB8zRuct9Js/19/fGyawGJQUeC5njCbExLvgy+cddxtbjPtI2D01W0nd6LoHD+o/9OxopKn2OC/teIHt2bZUbPs0xf4bDv03bdk2CL7RFEa3fIik5JHzhM4DNdtzxv2lsKnWCG/QXCfZs8GV5UYaxrdi41vvhiy+wFXuI1QeTA5RSuKZe2TFHvtzlX68OBb5wLgB8eXXqMrMvxN4U8mZsOkiI8M4LX2C7tU1LMu81bRqOZz1XQtKrqLAwKHyBrNmjN7n3xZCxfn1lnAu+BKvb01T44s0gY/Y17n371g1Gct/JfHl3nKl3o8EO4QvfGxS6r66PlKt7iVze3703xDGDwRfswV+6d5ADg/HdoxPzZNR9vkxS1KeEnwXSlRW1kSa7BX2w9Gc3fPnj6LlmDjg/M9v13hLY2eGLT+YL8GVIn1by1LzIAPii7dIx17WXmtqaAPhC+UwbfNF26eaNP8sdEwsdkOe1S59+e5yxdcLNfNGQnWNWZ/s3+iI3f6H5CfyKn0AzfDnEzmkKfKEWKk+pa7oQvtC5BCONcj/8PjfVLFio6wHY4Av0zxMjq8PMfCmXiSPOF+rS6sdC+MLMF0pJEb4UV4lTDB6/g8MddVxwnZ2TymRzabKjQaszX174eJws2ZckebW+iBoHvrw53kRq0KnC5waph9Zt28naNcvl/oZ09P9t+MKIclw/4QsNmHDgi47ksxUTwyYC6uPHp5fKjH0+mSYWNNYGLPvLKzvGOhEcSzb4clRahWz2wJeTknPkx+K2RjN6jMcR7YYvs2RadqZxaug+JHyhhFMo+IKU5XYdu7reRGwOympQt2Foo7JjTYUvSHd+eY1PqoGNwIxObBrqgC9HJBYbgMDGmi80rnWqMQoX/uk2O3zxSlZBUxlax7/72J314O1DZ76QahNh5ZUdwzuVX5MoxyUfMIXQ2ZDKjEKL6Ps+qQcD4EtVfZS89+ClAbJjiMKPi09wIsaYCRIKvvA3+pmikGR5bYSMvMcvO4Z6BqO3txGvTjS1qcOVHbPBF2Zi0Lhm5hwycDaXpZr5jY1a2XSqIgMttzLRpGRTz1nfC2u+4B19Y52/kHCwzBdKunCs6GPB6bVgzWYZvc3nkMc9D3p7vXUlYh/iQ0otUbsYjoHGMl/mfD/b6OeHA19szia8tx+u88EXSrJAMgvRkMj2OO23ZznX3VT4YpMdox4wN7l03HPeokMRJ6XkBqN72d8ACHGR9fKXO9zvIaUBrPDlqktkwCsrXX3AwqY22TE4tlds3i3vbvRFfeNdfuTbWgOrT29dZrJZ2HQEPh1R3IxSWxvvz8Ili0xfhcp8wQappKQ4YJPLNVGvRzw/pOM+Xt/CaEHbav7omz4c8OW+ow/IEAVfuK6Fgi8spE3bAnNHVb2v5pdutj7Eu/v2Az6pBUo88jeO7FiDTeGFL9om08BJS73hWLp+lgNfzqmT0049UxgZiGAEwhdGifKY3MDiWNjk19bWmGLdtswXLQnI++CahbWBfcho1UOFLzY7glGLBfm5cuX7W4QZaKFkx/geYs1PjKqWXVXpAZkvGtZhHtTRqYwuDpb5wrHpnUvXbd3lgS/7zHsJu3VJsf89hAMakf4IRHnsjGgjE0hIEh58meK87wDmlRUW+PLcd5IQUS03H1vrKr6Oa57y9dfy4qoUY+cywp3whZKZvDdCAtbasS4O6o82+MLixHQ24+u65gvnN/zdX/PFB9BQtLtltA++YP56pcFZxFNSiuSXwpdVDTVfNpSmmXpi5toaitkDvvxtfo3JqH/kN1Xyzx8TnTvV9jKLGxNSU38eDqnTerU38zHhCwMFNHzB/aempLngi95b2MCXhi95uXtk2Gd5gjllTXGGIPNFwxdeT7g1XzZs3CB3T3TDF9YeJHzhNTUGX1jzhfZNi8gKmTzC95zZCF9QN4ngHp8hGGH4jUMdOVJ+n/DlH++Pk28bAsH4GWQ3a2rCgy+6aDQyWTEPPv6bErn4/IuccajhC6Ep57lFi+YbRyIaautlZbU3Re513VPCFx3xzmvl7zFfl5WWmppWACLz81Pl+p6VMlTBF9bPCleyqvBAXkAgjRe+ILNo+A1XOPDlmfNETjn5dHN5Gr7gvnGX3R344pfX5L1w3uI+D3+3wpeG+o90fNr6EO9TYnyMI5+Ke57043aZU9BO9PG9c5HOvsJnOvMlGHxhPTh8HwGnLVu1loFvrAs784W2KIJREhJbmP631ffB8WmDsw5jY3OpLaCEsni0SylxC7t0WZEv+5yNa73OBEUNHsCXtUUtApQkWEcNYPWLMOAL6x6Gkh3TmS+vfbXMOOFpt/M6GSSLOfKKrkWmfiGycrsecZQzNpHZ2CbVJzvG95B7Gz1WkQl64MD+oPDF9h5iP/laA3zhvMugJG8fce3/+Jo20qGjW6Lc1p/e2kk62Gz7tg1mzuGcyOev/RCELz3i82VTRUtBXUGT+dIrQgb2C4QvtEu9mS/M/NV2qV5PsTddVuIDJGW1kbKuvJV5H378ebO8/rOvlhdkx/405nvJrUyQc9uVy+c7/UGLlPEOBV8AdgBfEBTEetGsNajtUgT1VVVXmjVN25Rcx5ixp5+3tktp0wSzS5sKX76f952RhtUtXHDT2Dve/HnzE/jffgLN8OUQewBSK2M99QGCHfLzyVPkrfX+FP34iEqZ9uh55uuTv54uL61KFcqqXPTc95IUWeVKUX3lk3FG4okpwHTgIH389mPL5fJ+bi1KFPpuEQX4UiMfbPYV3kZDeiUkE24d5zf06ZyvKC+T/q+ucN3Cqak58s87h8jdDUXUNXw5IaNCDla64QsneDgxOyRUyMaSZKeANRzFreKrjFMFMmpL8n2ZLzoLiAstC5N9MXmKvLk+Uz67sZO0bttBVq/8SR6c4dMYfuzEYrnkArcslr54alK+2i9ejjnuxICuYXTXrMdOkwiDOUI3Ho/f0gBt+sxv5LnlLeTdIenSrftR0v+5OVJbHykzHjvHOeh9oybKz2WtnUhaGhsofnlTz2K5eqDPicQG/XOk8/fOKJOv83yO9eu75sktVw6SXTs2y7DP3YW6vx3xW4mMjHQ2Toy0ZhHxJ98aJz8YB329zH7sDEF/9EwNhC+npuSYaBldzJjXdPvLU2RLZaZMvvsY+WDStzIjO8M4NdAIDu5/daKsLW/tSDhN+GqavLo2zflcO14/uTZL2ndww5dn3h8nRdUi/7hzqDC1lUWgvTVf4KzJqU6WmY/5HcGhenHitGnyihe+DEqV7kce42QQvNIvXo497kQBfOmeWCwjFXxhJBU3kQQ1eN96pxXJHzzFIalhf/uR+fKOqvky8vxIad++nVzz8W7nciOkTmY9dqb59/nPzpd6s/3yNY41DdDQ37e9Mk3218TLMckHXfCFVArV6AAAIABJREFUkb+IRD4+rVgW7G/pjMV7Xp0kVXWR8u6DqPkyTsbu9kObafefIPEJiTJ81ARZVdbGyQSZMuNreXFlinxxU2dp2bq9SyKBv9HP/c/vjpWSqih57p7BwqhfRrJCWz89029EPvTaRFlZ2lom3HGkpKb5M7CC9ePKFUvloW98NS7Y/nJGtZx5xjmydfN6uW38foG8xQfDB5hijd7MFxYRpHHNuQbPdldZgnz8kHsuJXzxOpvoNBg4craU1PmKzaKNGpAoRx9zgjz8+gRZ4dFbfuPyZFmwyg9fsHmF5IKt6cwXatwTQr/w0XiZaWTHzgnIfME5evY8TubMnS1/XRzv1A9bt3aF3PtVmdzVq0CuaphrOM5sjj68Kx82ZL4sW7bYFOYFYESkmNcQvvqFGbKvJlmePS9CTjr5tFCvoPmM16K/+My5Iqeccrrs3LFZbvo8T+7sVWDmRM5bH1zZSjp37WF+4ocvPochI0Mbgy+UjeJ5UcT49qH9AtY9Ok04l+nrfLV/vKzYtNspNs3oYazNZ7QpNfrZbMxAw78p03Np22x5+EZEv46TCXuzZPoDJ8jCJT+44MuLF8VI7xNOlrc/myCfNWy4Pr2+gxwsOih3TS4Wjnccd+3qZXL/9AqxRTiPnTJVPljfQr569Fznmd/cfZ/cMMSnO60bswuevzBK+vQ5tdE+XL9updwzxZfJwPbAsYUyqH9/ydm7Q64dvUc0fFlY2Mo1TzM6nPCFG+LG4Asdrzin1tD+3QtfS56SR6GjgDYFHKXFVVFS4MiO+W0yfc8cW7wn7fTlBpvjn/AF6+GqNavMJhd1RcrrY4VR+R98MUE+2e6b7z65JksqKyvNHMU1DX+HvVBRH+fUyNHPdNL0afLq6mT59rGzHPhCkP30aZVy7lk+OxLtpU/Gy+TstkKbp9GaLxY7gscs2Jdtiln74ctYmbu/rcx81LdGoVGOy+dsSpeW0SXyxcMXC6RDC6si5QW1dmo5EG/myz1H7ZcrLrtUrn9xmuyt9gdH8D14/I0JsrTYXTgY89zazTtl1FqfowJzz8Y9qK2WKZT04nUy0hf/HXFatDy9IEZ+1ylX7vjdYHn/y4kyeltrGXvrEbJp82Z5Yq7fFmT2wejxk+T9Bjt67K09pKqyzIxv/fz7PTdXzsrMlydvcYNfXMO0b76WkStSZOaIU2T7lo1y+4RCU4sN78TjJ1XIBX398rno75dXp0m48KWstFgufc1dIJ1z5aIf5hlJxEipNePHyXxpWCNwbYQvsGl2Vyabvcf4ERfKPz8YJ9mlUQHwhXASoBVSamzM2rrl5SmyvdK/19F2OqJtV+XVS0ykyMayVAcKOPDl7Fr55/xqqa6LkkdOrpF/LE1wjo+oYdjPaJzHX/jv2hQn9EHmy0T5cEtrQQT5qT3bm7WKUqyEL59OnOzYYG9dniopyclyzejd8sgJRTLgoktk7Zplcv80XwbhtV1y5bar/EE3+Nv8BXPNuEHmS272HrnpizwD+VaXAL5UuvYiH4+dKB9ubS3/OqdeTj71DP06W/9//fp1co+n5svIvhFy4kmnSVlpkVz62hpnPGDtn5rbVqbee6wkJvmC1+gIQ9BbSX2syeKd+fDJ8tYXk+WbvQg+ccsdXf7cLBNsAuk+ZqPhOJDiu/+GIXL+s4tc10kpQit8OatWqqtrnMLcgLd5B0uMJJ036EhnEb47JMPMg8z84jgEUB/e11fzhdCU9eBYbB0XBzsLdXswRz1wXKEMatgD++FLtowY5n4X+T5MuvtoqSz3yY6h9tP3+1Llhl6VMmSAynz5eJx8lZMlHGONdeL+gly54r0trq9xDaqpqZaLXlgql2flyIM3DHHWfj0+GDiEA2ANiYiok6kj+srLn4yXlQWxTm0znoDwhfs8/B3KGJDURGNkPdevUPDlyZNKJT4u1oxvNKyH05bvNhmgoeDLV/ceKwkNYxC/o7wiAMWTQWTH9uzeJjf8O9uc572hmZLZspUMemu9cA3A31nzxeaQpy06+rosiYtNkCs/2CqXtM6WxzzZFTgO4cvLF8fJcb0bz3yxBQU93LtILr34EscuJXyBXbrcC1++mGACzBiclxFVYnxE2A/9XJQsnz/s9lcwoAFz/ac7/MECBD5Dn59pglnZKDvmtUu538H3xk2dKq/9nCHYW781bZnJOIB8G+vG4juUoML1Xd613PiI6LsYNWa8jN/T1thurZH5sijOeQ85nrVE3pc3d5OCgn0BdumFz803PhBme+kXA+vhKANfzpNVq36U4V9XyYWtsuUJT40m/Map+XJ1a+nY2ScNFqp5ARr23tc01HLaumWD3DbOD19Yc0f7IUZPmCzvb2op3B/qZ2s7L+ELanRpYADwgeBDbZf2TsqTF+/1Zb6MeH2CLCtpYwB+cXWUrC9vJe8OzZSlazc6vkLYGn/7bJ5kVybKee3K5LOd/jHCMcN9qL62P7w1ThYezDJgZ3CflsYupWoO4Yu2Sz8f1knKysrl5i/3uerYfTJ+khkbtj6EnTJqTYqxBzkeWH/Ka5fCpl9wMEu4x2usD+fN/07+tNANX7S93Njvmz9vfgK/5ifQDF8OsXcOJfOFEAOXgBTMF1YkC8k+oIDWbsV36KghfGE0ASKY7uxdLZeqYo/4PjJfAF8u6FLvROzh7yD8tfW1hnCzEb7YMl9YRJzwhema0GQ9oWWFFFZEuDJfmJkDDf72iZWyodifaqszX6BNjsyXnJpUx7GM63nyzfHyQ1FbQWbP6/df7mwMWSdCR6d5Iwa93fnppMnyzoaWTpE47+eEL+HWC9GRcziW7kPUmnnmpySjY9y5W08jO1Yv4oqKeWDURFmj4AuLBAKg3XRUmSvlHceH4z5C6uWEjDKZluvLfIED+5YrB4uOHuJ9ebMmINuD+6f8lzfzhfBlS3GcbK7wb5ZRuwQLpS5mzHMw8wVFot8d/418k51minuiOfBl1ESjUcrMGS25ge/pyBQUHG+b1cnVNTBmiqoi5e93DhFEbmMTx9R/L3yhkR5uH06ePl1eWu0v6IsTM6KeDgAamD74UmQMKDbCFxrXhC+I/O+dXhrgeKEzKSDz5cJo6dCuvYm80y1Y5gsdq4GZL1PkYG289GpR5IIvMPwQVYPMleNSS2TBfn+E1r0GvkTIOw8ODJr5wmwUZoIw84WSYYwgwrXbMl+QvVRYGWngC58509sRzZOa5h9v3CB5JQyCTc+2zBc6yXhdOvNla5kfAOOYzHwBdEEdK0S2v3H/5SarKLs8cJNL2bH7jy2UVxW4o9Ng0MhZps4VGx33tpoviFybu2KDk/mCQpDerAseR0vnsFbJ58M6S6s27QXRr5Qd47jl77hBY/QQ5yluSrS2NudAziv6mU/9+mv5YG2UyVxktCE3cd6IXkZ3HYrsGI3r3bu2yI2f5gqzKDhv6cg3Or35HjJTEusHHHte2TFukLTjHvcKmZo7rugXoHHPZ8g5Wz8X9O+yDTucdZUOLEjWndG2TMYpmKmzlzh+WGuC2tpw5i1a/INxXjFaGxHJxx5/ogOZcH6sgQcPFhrHLesB4O90GFBfXF8r5t53fo4zThx/zZ8CuXaQG/TjN9zkhhvp640wxDEePqHY2CK52btMVDnueXD//vKnd8YZ2Qs9T3vhC68fWTKVtYE1X9iHT51cJn9f6ouIZ1FT/L9XdozR/ZStgKP0YE2UFFbHyacPX+LYFvitvudQ8AUZdqgZwKh0OsAgAbRsxQqzyfVmL+kIQ6x3FRXlQTNfbPKj02fOkOeWJ5tnxz4kyPZKMdBOZGHcxuCLzY6gs3p/QZ6JKuY1hZP5Avvvs0cuEUSUHqiIdNV80eMF79edk4qcocpx4s18YcSyLfMF+uhrNm13Ml/gVFi3M9fIjnllVuBk2l/bwmSCPnZGnOknAKxbrgJ8mWDmY6xLGzdvlMdnw3LzNTosKWGLv02+6ygpLS0x41vXvoLNd2ZmgRW+MKtW13wBfEFBa2TPnne2PzOB+wHW9wu2DvLv9syXNtKx0xGydOlCRxJRZ74wghrH8MqO0WEIianssuDw5cFjDxopNTZCOm/NF22nU3YsJrLelZFK2TGs48/OK5Py+hgZcVKN857jHDqL8A+nVsjfFsc77y2jlZEdcvKRvswXAjfOldp+R4RxUlILY39R9krDQdt6yKwJPMddOzebPRQClVaXpMmDJ9YJJJXYeD2HkvnCOYn9y/EK1YCpOVkCGxyR/2ZMNti12B+W1MYamxzXCYnV2dktAoIEabN4ISiCEe6/PjDzhdlwNviCjNWamlozL6Lhncg9UGKit712Lx2a+B5lx9CXfc/p68zHsMse6Our+QIgj8AWvmdLf1zkvJ/InmvVuo2Zo2yyY7aIe74PgAZ4hwFfkI0yLy9Vhh1d44psZ4ZRuOvhwcICGfz2BtfrqjPMYGuhJtH91wO++CRHIT+M+qRo2qaGvY+9HzLDMKcvz4dd6l6zufYgW5JZuLpmISPrCS1DwRfMQXExMU69Jdzz1J92mCwnyAl+uMUfwKlvUI9B/J1ZFwjce6pfJ5fsGPuZkqT4PjL0MjJaBpUds8EX2v8IRIqJiQopO8a9RTDpce/c6q0Xgs9p59MuZVAi7NKVRRkmq5jNn/niCwpiJhL2EBuLEwOUJLimMpiCx3no+CKTPemt+cJ522uX6r06lSZQi+WtaUuNfwa+BsjusrGeFvZ3/bvWmvHD4F+OTdjfrdJbmPeaNg33xnqsYt3M35cbYJdyb2Fz3MNf8sryKGOX0qdDf4i3T2i/2VQybGujV3ZM21Q7t2820Jy2JjNftB+CQbbcH9r8IPq8DGiA3QRJQzZAFQQaa7sUAXUv3uuD+nw/YZcW10SZzBcERy9Zs8GV+fLXf8+VPRWB8IVjxpb5wkwTF3yJLjYBcraMbKhRlJYWmTVN2zQMfrXNpdouJXwJZpfyesJdDxcumufMRXye4b7DtjHR/LfmJ/BregLN8OUQe6Mp8IUbHJ5S13ThZouLCxYtb7FzLohw8ABYIFrnoRuHyn8CvsBAnJWTahyKLCIOhy0WB153MPgCh3t2Taogii4rvlI2lCTLlw3ZQdiUtY2vln/cNcRoky/NTzTf1RkkdLRRG5PPjVJFumhrY/CFmy0aDN7uPlT4QhCF43JzTbmHS0fOlrr6SJceLA0mbkCYKo3v3tyr3JXyjmPCcY8YzD6Z5WazhQYH9s1XDhIWNNb3pB33MDgGXXS+9HtluUk3RR/YHPe9Uqtka3GMcUKzMUUZEcnIjtCN8GXaA33knbHT5dvsVBNBh8bz8z4ZIcSNIT/XThjWsNDnGPnhWDlQ6YMvjIbjBsgLX1iYMVz4Qok/fT46denEph46oo66JZQYgMBGhzoj+OgcAnw5MaNEHr/ZV9iPjfDFW5wW99Muq11AsXXdh4gimbU7zrzvHGuMaOHzvvXlqVJUEytHtigx6eVsJyfnyFJIx8UclGNSy2ReQRD48ul4GavS3VnzhZsWbjQIX/geuuDLg30kLs4PH3ANcJTml/syX9j/jKA7VPiia1zwfukM3bF1g6mnwEwIZL5sLW/hSB/i+4QvlBOiAxfvR05FrJFj043whXVX+Bnnn1DwpVNyvRyoiDBONjTIEs5dvtGp+YL+xjxEqSJ9XtZewt8ol0UIjczBmbm+mi/B4Av1/plRQMctHZ04LudAW6Fv9Pn7qyNd8IW6w4ye4vVe98J0M5d7/+56kOofNnkHZgrQIYznPWhAf2fe0puvYPAF60c04Iun9pLNcY/LQdHKe68NdDZRihBzWUJ0nbSIqTMSHGhwqPy4brvj8KADywZfdB9SOo61JrimYwx89/0cF3zhvML7xHmRMbZ/f0HAJpcOA0J2/cxhW7y1MsY4cRqDL9zkhutsssEXRuHl5u6Waz7a6RRCRvbYD4Wt5OtHz3YuzwtfIHeEgrSAL1V1Ymp+6cZNLh2v+ExraIeCL0mxdfLHW68Q2DGo+RIKvuhnjnNopy/hCyGjhi/LV6w0kjhe+ML7xLEAT8tKS8wcpWsJsAA2a+bo+9aOey98geTPGaf7s2sJX2jz/BL4wno2rGGAteuqyy6T0PDF52xinTh8F/BdZ41SFxz3Fgy+MJiC9++FL9CFZ/07zKWrNij4cmG0rNuRY+CLt/YSnJJwPOAdGXF6gukn1DK46cpBTYYvyFYsKS62wpezMgvkCUvmC+doDV9oZ3ml47gfoMRssDmUf7cFTbGWHusj4Ls4N98hyuOaeWXqV/Laz+nGZt9bmSzJURVGHgdz5t7SKHn5PncGCDNfIPWkA1komUcb0btO6vvwyYH660Fq+PL8/FIprYuVEafUGcDCpkE25f8Y/ELYgWjgk3r44Avmk4O1iQ6o1vAFTq6EhAQXfNFOO44Nfc3MutDwBcFpq4rS5YHf2OFLuMEIGzdukLs8smMc++UVpSZAg7Y/AtcmZ7dzBb0Egy9vfDpevstOCoi4R2BRUV2ieOX/CAe8NV80fNlZEiMntKpxZJLg1K+q9kFpNA1fMJ9RQgef0aGJOeXUY4408yDhI8chvvPgBZ3l3qmlTh/SIbh8+RJ5ZGaNOQ/ga2ZmZkPNF5+zGo22iM3py/cBsBzvMOHL/NwUGXZsnUsu8D8BX2hvcO3X9hJtV9wD1pDo/w68g1wuvrs8PyYEfEG2n2//put00rnL9UvDlz2l0XJ8qzpHxghzUGxMjCPpBhtg+rLtRu46FHzxBl5p+PKHfp1dgJ3whYEZuF7MU2npGQa+aLsUgYHbqzIkFHz58uauRukBNX9sdUVwfO7XwnXc2mwaBHucf94FTsCjH76Ml5XFaQYgsHnhC2EY9hBbSgKz6rmmMjCNx2EQC4Jo82uTneNr+JIQVSeJ0fVGUlrXBCJ8AVB4a+pS8zmez/QG9QyOE6iOYJ6Li400QZoMHKUyAOzvzLQk814zKIiBZXqsIhghNzc7KHxhprfXpnl5WaQLvgSTjjtU+KJtKkJzBhwTvlBRANfIbF4/fCkIePf0vQSDL79NyTG+Lm2Xntgi17GJ8H4mRfsCxehfgyzt4lXrnTkTstR/+/Q72V2eIOe1L3dlR3HMeGvG4doo8wsANKh3a/NeM3Cb8EXbpeNvP1KKiw+ami8avjD41TaX2gJKCF+8dimvJ9z1UGc48lljvu9+5NGNmUPNnzc/gV/9E2iGL4fYRU2RHfPCF13ThY5NRCpkte9kHGI6ggWXyQURkQqQZaA2b2j4UiUXdBFL5kudmWTZnMyXynITAQwDPKdUjDMXutTQz+fiwIiBm1/6SnpnVEihR3YMDvfd1WmC1PG28VWyvtivcwr4kpVQZWp5YAPxU36i7KlO88AXX6EwFCrGpi8UfKExF6wb/9PwRUcacyGiIx9ABU0bZl74QoMRfXjTUXb4AuGpEzPLZXIDfKGTtCnwhano4cKX81tmm3RzQKK3HhjoerzcWMNJ//bY6TIrO8Vs4tC88IXpuqHgCyP59Umw6YGcHcbd/wR84XtHBwCj3gFfUPPl2bsDM18I0DR8OTmzREbcZIcv3k1oOPAFhszug3WmgDehJyNI+LzRH0W1cdI9qdQNX1JyTO0kFAvslVph4AsLQ+rMF+q38/l74QujfqbNnCEjlyc79Voagy+Izswt89VtIPAifJl0Zy9JTvXXTuEGKdzMF539xutm1sTO7Rvlpi/yw4IvrJuFQr6j7h8keLbZ5TEmI0g3whevs8kPX3yODDbCOxjXnVPqpUVclHyxLV0qJcZEl835cV0AfKG8hj4vopZ+apAtY8YG4Qvmz29yWvrgy3ezTbF2x0gdnCLdexwrCxbONRrenKfouGUBUXyfThZGLevzI7LpvZURpkgonR6EL94itNe9OE2yq9PChi+2CEM6/QlfqOPOeQsFRNt16GIu0QtfOFfhu4iq/q8g8IVOO94n6z54nU2uTW50nRzXJlo+3Zxi5KQAZpas3eo4PNDfD049IJlRpXJG23IZu9sPQbHZgrQAGqXjqN2v4QsLTFIqxwZfsBHbty/HbHLpIMdx6TDQkiO8vxmzvpFRy6INfOEzt9UVwfebCl+8EYY4BuVp9uXuMY5NRiQDviwudOujc/NHkE14hO9W1/lqfulmgy+0E/A9Ot34G535ouHLgepY+ffD/RzbAt/XwMkLX7R0HDJNUHSb8w3hCyKAV6xcYTa5jNbmMfUmF5mDJUWFxumozwl7AVJBOiuN96Ed93yHufHWGVD4PsdU2PBl93a5/t97Xc+ZWYSsYcBrssMXXyF6ZqAB9o95qJ8g8/FApa/mF5vWicdGGgVa2eh4awy+3NGzQMZsTDKR/cheWLVhqwMA4FRYvzPHOJK8xWlxXdnVqSajfMRZSfLk3AihTBYdZni/NmzeYCLrqXFvy3yB47a4qMiMb515BIB2VsuCgAAM3OPceXOMfIsXvgBIPnV6vZx1hh+gEb7Ysi9cHdXwDxt8IahesWKJPPyNz1mt4Qv1/fF3Xeh8d1WKpERWGOmixuALorNRx4YtGHyx2enB4Aue94vziqSoLj4AvlCGE4EKj/+2zsBqzpOEL4gG7gP4MrNGmO1ky3yB0zc2Ns70ISOHtZSOLRhh8ZKF8sR3vufI+g+ELw+dIiZ7g40OvHCdTTb4wneY/ctragp8gX33fXaCme90o5wR5khdFB2ZoPdfNySg5gsBIbKhdpTEyKVHxsq7a2JMgB6imSsrqpxi7Xgncgp9mS9eu5cSWPj7yUd3N/MgJcU4DiEl+cAFXQx8oTwSHYI66xnvf2pqmnG+01mNe2TAk81hSDsG73BpSYmRLMNeen5estzSu176X+iXhUKAy5ScLNc8bXv/+Leiwv0B9fu4l8B3YGNAFu/ua/yZL7ruF6Py8V0ffKkzcnEIFvopLzDzhQWzdWCXhi8IPIL9SGjJqHNkLwG+DOgVL++sijKAEpJJMdHRLvgyY/kO47CHbfjeJrscsDfojfAFyhdP9e9i4AuLtXMeyMvZ69S6hE2XmpYWFL7YirDT/kcwSkRklAx5Z6PYIvPxHB34MiBJjj6md6juM5/Z4AvhIO1S3NuHD11qgoIagy/sDzj5txTFm9/pxjXVK+0WDL4QmjMo6OiWkfL5tjRpG1PsAAINX96ZtsQEDSFYF2OZjUGyOG98bLS8tT7DZF106tLdCU6D/Z2ekmjgC+1Swhfus3A8ZJHt3bs7wC6lTc06R/q+Z835Vl76MdLYpQyobRS+KPs/VEfqIA98T9tUnLcZ6EP4ApCX2cr3fLzwxRaEqs9PuxTrDDJq2U5PzZa/3TnUZZdiT8dgTht8wbr0w8p1JhgCDTbJ3z/7zshhe+ELx4wtCNkGXxi4bYMv2JMXHjxg/ILapuGcbANotoASwhevXdpU+KIzdvk8OT4bfYmbv9D8BH7lT6AZvhxiByEqARFi4TQvfNFRqnRsMgsAi5Y2onB8RmsTvlC6BFHXtx1fE0R2DPAFsmN+wwnGTm0dZMf88IU1QSob4Auic24dfJH0f3W1kW9AFDELvNGRh8iU4zMqA+ALDJOd1RlGNqx1fI2sK0pyNGg1fMHzWJVdYaRIdOYLI/uZnsnnxjoROvPlfx++lDlayoQv3PTCmRJRL05BUfShF75o6bhg8CUqol5+k1lh6v2gcQOWvWeHXDdmj2voBct8oRSIF77c9vIU6ZVaKZuLYl2ZL0xR1pIuPBHhC86FMYnMFxjvaF74gkhKZBF44Yt22tGZrG8Em8v95RFhwRdGSIWf+eIrfKsbo15oTNDxig1q96RiV+FnGvMB8OWFGXJqyxJTy0E3bAQLqpPk1qN9m1E2ON7at2tvNn+66T6k8wXzAQGpDb5AZgLwBVJxbKzbA3iCuj7z8jOd9HjAl5r6CAPWsDmfvDtDKup9+qpe+ELDc/q3M+W5ZUkm+h71WnTkE3+j7wM1qvaUuuELInRyCsvk6gEXSVy8P1OGz9RbvDPYvGqDL3RkMrJJZ75sK0syAIGNcynhC4sg4tnmVcTImx7gSPjidTYFgy90+sK47ppWbzIrOE5hQM5auiYQvkRWGOerbsxegrPp4ZOqTfFhyr7hHfk2N8PAXcIXOgw5fpm6zbHDjaUuTssNEpyav7vcneX29bcz5d0V9S74gsKLrZNj5OLTT5Q2WR2dy6VcULiZL7ZNLh1p3ORSeoHzlpYGoIMckB+Siazbg/UDmS/B4As20ihsz4ZCp3ddE+hs8m5yARHvemWymSfxfBev3eysq+jv4ZMLJCO6TE5vU+GBLz75PzTWKaB8jA2+UCrHBl8AJ3NzfBGGGr5s3rRG7phQFGAz4JzY5L78U6SprcBnftuR+XJtgwa2Hm+EL5Q8C/b+8e82+EJHBeELnQjhwBfKHTUGX+CsgyMbTcs4eOuFBIMvhdWxRv5D22S6IK8XvujaS4joA9DkOLfBFxaz9RYDx/Ui669wf35Q+KKjf/mcKR+ItYEADfAlNjpSzv7NMUZeiu3VMeNlwp62cijwhU46yujwmuAoWlDQUqarOnaU4yJ8oUwlHHz7K9zwRQN7vEMYx2zMcgsGXzg28QyYlQmQvWq9H77geSPzBY4kzFPT8vwyKwhC2FWdbhzyI870wRfOeRq+QHbssdl1TqQvn4XOmoBUZMnBQuO41xGesPnOytxvhS8sfI/r37Zlndw67oCck54tR7aOkTN6H22cXmyHBb40OKq0s1rDF0rM4Jxe+JIWVWEyw+BUyi6LdGRSeH3MfBnRp9gEZLBxXvFmvtjsdG9GKtcwFCB/ed5BI6X68Mn1rqACZhFinfv9qfWmELQXviCSu3f3dga+sP4k50rdhwi4iY6OcsEXXXPDFoxAySs3fMmR47Ni5ZRjjjDFqtmaDF82bZS7JuS7plzOX4QvvCYHvqiM42CZL7Dv5ufEy2hPHTvCFy8EZWZGv2fnmmARNg1fdpZEyxsPQKZ1nJEj5V/0AAAgAElEQVS6hXRWeVmlA1/wTuTsLzEORC98OSYxz0gS4++nHNvDBMoQrDjwJWGfPHHZUfLSV2sktyrBQFN+R+//YEslJyc3Cb7wfQAsLy8vM5JlgC8dM+Kld8/OJmiFjc853ExQG3zR0dqwtbyBF/rYtF1xfji7oyPrTNYx7NUV+wKDgjhvoTbHG+t8wUxwsBK0Eb4wAIRzGQDa7tJoee3+y4X1DOFwjYqONPWh0HBd36zYbuSutayZ1yYIB74wGIHzAG0DHAs2XXJyioEvXAPwd9rLNvjCMYC1FA1Sb43Bl2DqF977sdmlAFNnn3Wuk/mi4cuqojTXHp99QruUwQhw8m8rjg+o24MghVkFWQHPGIE6Ay662MjH68wXm1165yuTpaY+0snY1/DlvWlLzfHhL6IPAffM9RD+hMS4aDN+qNrB/RHs7/QWCea9pl1K+KLHKlQw9uza1iT4gvn+xaU+/wj785JW2fKYpebLE2+ONzVodfCVt9/0vzVEx981fOHegv43whcqOpgxOXGKCVjm/pCSxsHOSfjy97NrnfcH32XgsrZLKUWGz/F+InMJmS/0r8F/tGjlzy748sxn38kOZL60q5B/7/DXvSMUtcEXvtc437Azu8r732+TvRUJRkWD8OWjsRPlo62+GmpT7z1GCgryA+ALJeNtAA126T9/8EnrM7AmmF1K+BJu3RadseusqRaJ+lDjoPmz5ifwa30C/6fgS+HBInnh1bfl1ht/J507dXCeeUVlpbz0+ruyYuVa87dh110p/S70a3Tid3955kXZm+2DEU88cq/0Pu4Y5/fTZ86Rj8Z8af59Qu9jZPg9t0l8nG/jfyjwhY4GHIeOTWYBXPLc95IZXWoiCNmg3YuIWsIXpocDvtx+fI1ZqHWDDFJKdJWc1xmZL6HhCxciwpcrOuTILYMvNPAF0ghwZPnhiw84wDjqnVkphRVi0lrZuAmHHEiruFr5OQC+VBs5KTRGISAyhlH5dC5jo/X8Pf7MF0oV/RL4QoPB+yIequyYBmiEL2Ouay9Z7TsLNuJMG+d5CV+YzspoAvThDb0qrLJjiH76Tasqow+MhhTwG4deLlo3l8cPBl9okNsc9z3TqmTLwRjZUOHX9GWKMp3S+rl54cvs7BSnICDP/+CoCbK6rI3QaAkFX+hM1udAhGF5RaWce/Z5joZwMNmxpsIXOjb0+Wh4UfoHEXVduvUUbFB7JBbLM2FkvqDmxaktS2W4Db7UJMptR5U6BhXODQdnu/YdzOZPN92HlJnAOCUgtfVhRV20dE0qN4UV2RB1g4J76IMeKdXyfUG6k4WFdxnGOiADNudf7fbX7SFIIRDBJuLtBy5z5igbfLGBrx9//EGKSsqk77l9nZpWwRzzTYUveg7g/dJhbIUv5UkuzXPOpTSuGT2PZ5tfGW1qTelG+AJHMmpzsQWDLzrakd/lOEVa+azFq+XjbT6jF88OtQJiI2pddWPwGQxnZC+h+Orw39QY+MKxGg58oUY9xw43lizmiXNwDqS0kL5vRJCt3LjNzEuMGL08K1sevCGwoPSNL34lu6vTHcPeO9d6/23b5HKDzKw+OPcQiUr4oiUK6SAnBGXdHvRhVITInzyZL9wgsWA6r4fOEG/mi97kJkbVmTmA8AVR44tWb3LWVfT3I1PyJDWqQk5rW+GS8dPZS8gKQQFpStowmxVjgJkvXvhC5z6uFw6j7L075bbxhYKN3mm/PcvcBjc+7WMK5ROPkw0OxSVrNxrZKMKSxuCLBhGh+tEGXxjFnJ+310i60ImAzeCSQn/2HY7LzR8zX5i5g/cNNaloJ/Aa2IeU/sLfaSfg/73whe8hnIQJ0SJ/uNWXwXuwJsY4IzV80bIk+pnjuDp7idGNzPxyZMce6CMrVi4zTn3YBSiSa4MvkOgoyM8LgC/IfkU2B+poXN7fHaWOOW3esp8NMON7w7XB2z90nBwKfGEdAsIXOsX+/v44ma/kK3FuL3yh1CgcfPsrfDW/2DSwx/uFcczGc1BGlH9nv9jgC5yvK9ZtcjJfNHyBswDSTGwIQoCMDeR8Hzkr2WQwcM5jZhL6Zv3GDQa+8D20wReskXC0Ar7oCE/YfGdnHrA6kGDrzv1prVw/eKBT2+GcjGz5022BcyltlGB97O1zW+YL7VCulQxw4jtEiRkcywtf0qPKjQM3GHzh3Ms6ZLyeoPDllApjB+jmhS9zvp9toDie96j5+6WgJkEePklc8IV17HAvT54eYSKyOT6o0w/7+LhuWQa+sK4B4cuXU6Y6TupPh3WSqIhIM0dRKlFHc9vmSKxL3y5eaexv7l0Y3eztE74X4Wa+bN68We4Y76/DieNxDeK+jNcUCr7A1i+rizW2BNYVgLJF2TEBEfdQbUANJO97iL3fPdcOMTYJA3JwLYQfeK+98AXOvLLycgOl0fBOZBcUGXsXjk9GceMzZhECvpx6fE9TY4A1pjgOddAX9xuMxtZypVAZSEpsYeAL1xmcg4EgtmhtSF7NWLjM9CFlFaki4e1DPmdK24VaC/GZDb7o2kqwMVjHiZDcDV+2OEGRmH+ipdYEvsBeXb4vOiAjm45+/YxZZxPXQ/hCGyQUfEGfQcIL6xcabIBvlm012RIYd9qHoJ+D1/an4x+qB38Y0NU45BH8g8xwZB1jHijYl+0EneE9bJHUwgJfphgZS1sdENgW0+YtlasvvUgqy8tNtpEtywnXyb1FMB+At09tNg3neNqlGr6sLk4zgS1s7BPapbTJ4OTfURIXIOPNGkqsz8rjcDzDj7Ov1h8sGMwura0XZ3zQYQ57+f3pS4xMJ6CqrkWI/tlRlW78CUlx0eYdxd4EgRy0IXANqYnxQeCLf6zqbE5tlxLg2t4v2KWL12ySqwde6sCXYNJxhLy/FL7ogBb2IWsqM/MIsltp6T4/GeELs/S4Bw72/nNNRcYw3x98F8EV2IdouxRBkZTTxfuZFFPn8q8hKGDh8tUu+PKvz7+THWXxcm67Shd8QfDI2xsyxQZfuGdFPRn6Lyh/ZoMv2Fvk5+ea+UfbNKj7+cKqFFMXa/gNblUPZOotWPmzXHO536YJZrMQvoQbnKflJfncNSBrbC5u/rz5Cfyan8D/Cfii4Upycgv5w6MPuODLux99avrgtmHXCEHLsGuvMICFv+197NEGyOzYuVtefv1defCe28wxVq5eKx/9e6w8/fuHJC01RfSxcMymwBem43JA6JouhC90RPd77jvJjC5zRStBu/fLXX74Qt34xuDLBV0jTSQgGyb3+rpauf7TbOdvAfClY47cMsgHX7iA3N9QRJ2OPDgT+7SslP3lbvjCiA+kOqfH1cn6oiQTRYfmy3wJDV84SZ+UnGPknmiQE76wuDCORx3iYC8ZI90OF3zRmzecUwM0Zk0wOtsHX3xp42xe+MIFDX047OhKU5hYNyzaOMbJbSodw4nRb02BLzTI6biPjagx2vvY2NjgC1OUdVQxr4sOSGa+fJedLAW1vqKfXvjCaHTKTvFzRmrjN40tqHxvgsMXn5EebuaLDb5wbBG+fHhVS+nU5UgrfBnx+gQjI0Tjmpt/wJfTW5eaYqW6YSOYX5ModxxT5irWjs1NVlb7sOELjUW+H3zeiHqqqI2SzkkVLviCqBvAGPRB99Qq+W6fL0sCTcMXbM6n704OkI7jpgUSEIhy5BxFI1U7Khp79nzmwQwvalOHm/ligy8sME2nCMEfDNwd5YmuDEUvfOE4x7PdXxUpr943yNWHjI56tE+xKXzNRi3oISNnSmFdkvP3UPAFaeXfLl7lRBzh2cHxiihHZpDxQIQv0FseflKdKT5sgy9wXD37Q5RERNQbhwk3/NTN5fzuwJeGoug4D6GDTe5IPwQawyzI651zh704VXZVZxwSfKFcG7P6WAiZ8EXrMnvhCx02TYUvqBFw+9WBmS+MDAdIToiqd8EXfLZ49SZnXYUM2WOTsiUpqlrOaFvhaOHjGbEP8f8EP5Tn4SYXYwD1ef6xQCQustq8iwQgGgRAX33P7m3GaU1pKByXkfTUIg+2HjYGX7jJDRe+eOUdcF460ghf2IeALz8WuovTeuELMzT//O44qaoND77AIUtpK2+x9sbgi7bJQsMXX/YSnL5/PDPKSEtwPXr/iwkyensbU39heRjwBRIdkI5DxLd2vBG+6MLRtn7kO2yTRcL3mwpfsvfslOvG7HadirWX6ExkphwcRbp2GH5EJzMyJLdWZgrH4DMfjJWChppfPLiOlj0c8AWRusvX2uELgpMYsILza8A34uwUeXyOCAoKD7l0gDjw5e6jZMOmDfLot3UOQLPBF7yvjN7Wjgr04Tmt98uIYW4nhbcfmQF0XuZeU4fI27heButj7/dt8IV2KO1lL3xhlDOO5YUv3HuM/Gis7CmJCsh84dxLKUxeDzOJvJkvNjsd67LOSKXthef9xvwCyatJDIAvdCLjXp46LcI4Bbnu02EG+/i4bu1k+IwqR+Oe8IUStrhe7LWwDwJ8ofNKj09dpNn2HtLOYHSz9zuHA75wDSJ84TURCmi7iwFOhC+VddEmQw323eIc1Atxyx0xoh6BBMjCYqMMJ2UQ+XcNX5g1wfUCILq0rMKR3AkFX5hFqOELHbbjp34lo35Ol1DwRTvHsZdNSIyXIe9stsIXru3B1kPCl2A2DZ9zuOthSdEBGfjmOtfpvPCFWa+cp3WW6Z5dW+WGT3PM7wFfYiJqTa1O7P2X5QWHL3Auv7omzfyOmYf4/8ffHG+Cd5hBHQq+oA8iItzwZeayrUbu+pfAF8DupwZ0M/CF8n+EL/sL8px9D5QPWiQnG1+DDjyAryC7KkVu7HnQOHeDNa5RweAL92uHAl9oa9EupRQz7NK1xammLg8b1xLuD5Fh8tFDAwR7iN2lsQEy3oQveLe1nwZ7jX4XXiy/BL5wLgB8+fDrxaZuDzK8v1C1PRkkC/iSnBBjxg8l0zk2YbulJMY2SBf7ABqz8Tj/4b41fNF2KfxYlfWxEixgi8+M+7lg2UucZygPHnQwNHyg5U3xJw1f2Ide+KKlsL3whX6MYOfFOokMMWRt/n6O/1tc37VdCplKyuna4AvW7UXL1zjvMwJCnv1stmwtTQiALxwzTYUvDBzSmS+wXwv25Ri/oLZpqMoTDFDzbmnTBIMvzMQJF77ojF2eI1z/QGPjo/nz5ifwv/0E/k/AFz5EW+aL7W8aoAC2vPfxZ/Lw/XcYuOKFMfhu+3ZtnUwZL4zBwght5HAaI0L4XS0rBnmXZ5WkD6KOWsWUykfDBziHZqo/Zb0YoYTCibcfXxs088ULX7Ag19bWunS+uRDhZHDGXd0pV24ceKEMGLVK+mZmm4hRZjPwuzCO+rSslv3lvoJvbHDWIosCTpG0uHr5+WCikwYNmas28Y3Al3fGGSkyEns+N2hfpqRlOEWDcT5voVJvPxCW0GDwft7UzBevdJzW2KdsArOXsBGPi6hxyR3xGfIZ0ShBH950VJUpLq0bFu3oiHo5pU2lAW9ojH7TRQv5G501gc3NZRf2NTV8GH1Dxz0zjbBJ7pVWLVuLomVduT/zBbrPkC7R+qQ8x92vTDL9i3MBqvywo8xID9AIw3+HvzZBVpW2EdbS8MIXbRyNv727pKX7sgBsjf3PDVBNba2UlFZJWopPtsoY6dXJJvU1nMb6Svq7XNQZfc4IoCtGfvP/2PvOACvKbNvdOQdiBzKSlWDOSBIkCIKoJEWJAop5HMdxgmFGxwySg4ASRFLTTc4SJYgECUoOHYCGpnPu99Z3etX5qrqqT3Px3jdzH98f5ZzqOlVf3HuvvdZWhexRNI+N2WQcQwbtkFXyQHSOyhq0jmEqwJdm2TLmF5eDhIa/i4mJVVl7etPHkBnyqgaUT7raa6zgC8YDzJfawXlGUXfcD3KBWEdgoNULK5KNFyoZ9HiAL0UlXgpUQaBn64ksRevWx5DgC8eQexTXodX4Lq/v2ee6vrV+Pfu0osaVXbF2Bu7twJczOUGmfZrgC97tUE51aRWSLJ+N6qX69mqBt3wxygy+MDuKRe/57HQmMU8uF7sASDR78MUFEiJ7C9mzM4671hvGG+ANHG09ww3fwVDH2kLm4Og7vFUWMJlHX8xaKOtSXGMKXf/5O87Jzxku+Thmx1GjniAxAxd07PAbdJB0yQe7saQxTMal9RqsQ7yf0xhbr7fLMKREB/c2OhUEX3SJQoISXIeQMwFohjH09ipxZL5QNorPo0v74TPej5nh2LND/YqVw8S9D4HLbT8fMZxl9Pebceck0LtQHojJM4rY6mOI/wcw8c4WXyPjnvMQc+DA/j0yZ9tpOZzpqqHFfUWvF6I7uaxFgfuSUUCZR6e1yD53CiyynytanNbq5OJ36XwzsMVioMjE253m3oNwLes0kAlKhibWW05hWfCFTq6ura1n9jmDL4skyLdE2THY+64W+iuGkG6TMYiL5yKgwn5EIsjujGilXf/OAy5dfJ5HHB+wIU4c/1WmbTwhp7JD1H5AcIXviftBouPihUSVYWgHvugZ3HbjyDEkA9Z6DecUg01Z2fni7SMSFOCSlbQ2OzuCz8XAFuX/kPWu1w7DvRhkJrjBOm/IBr2YY2a+6GcGAsuDvk81HoegExmC/MKO+cKzCRIde345Ip/vj1CXI0P90KkktS5RW4E2k1rXQRflaE41FZB/rXWkYrcw2McxxPmTlHROxq/+Vc7lhii5FzIXdMkqrEOCi7r8H2y+NtWvyGsDy7JZ9H7neqVtbR0TnpdOY2y9nsF5/XOyBDlfaPMxS5c2Dv5GB1/O54erxC+sD9TeO5/ppc5GvXHvtYIv3FeYoMO/sbPTFfiiMVJpe6G/J229IMn5ofLKnWbmC9b6ztJ1+OdSEJTznPMQ9vE9tzSQr1YdkZS8IEkqjDAkGnX7HXZnYUGhCXzR6yh6Al947YORyUo2xto4Xyoqs3Ls+DEZttDMfGEwFPeGDUimFs5+BMV18IU2tgt88ZP8El+lJjB53iLZlVI2cM+gLs451F1hg+83vE9P6fHxOskoCTLkicg8wfw5k+mjauTxvMB+AfAF+yIa1kTK5XRl7+rAAL4jewnJHne1aKL2QZ5l3I9pc+J6nrn8fSYa4DuwJoICghXzgSA/Puc5oNcusNv73OBLsrw4oOwYsp8reh5mZaYpBodprfSKlPoNXEWiMYa06blP6/fW5x9sPviPsPnh++9O8SnDfOG+pdci1NmvZAui8PeO9GhjL8M+fj7LNYbMkMcYoIERiIbnWvfzSQVgW1kZ+vs5MV8Q3H+/d3P5JO4nSS0IkLP5lQzmC/td7T2Db5LAoBAVa9ATD2BPok1/2SyFax3HzIwr0n3CYUfmC32L6wFfeAbwrKSksQt8CTclWHJMaEeSJQOb5ny2r0ywsOoxFmCm6HV78I6sQ4WkvpRCN/PFyS6FjDRrVXIvgL08Y/k2Jb+Jdf3dGbdkFc9rgNWhAb7y5cFIQ9aLcxPPUDu6qszcfFKOZrnsUvo2+lx1skvJnnPyGTiW9OecADQ75rvdeuZnVrtUr3HJMaRPRN9O9z15ltA/JKve6TdxTi5LiVHrC3YFG+rOvT34cWM/Qp/3uzVU2rZ2JUFibsK3ADuGyjKIH23dvc+IFeC5/jV3nZzIDJJ2NfMNuWr8PRlvduALEwZ1sIfMFzu7FGPIMdVtGtSM/GhPqFFj2qkPaNM42SzcZyrqHx7c/5OMXplr/Jy1BnZ543/juxs98O/eA//rwRcrkwUDAhmxfQcPKfmwo78eMzFb8D3BmQF9eim5MrJi8J31ftfDfNG1WRnYZAY+AmJRvpkmqjjBF2QWwpChVj0C98NblUjnDg+b5htlx6zgC5D14kJ75gsNRDvwhawNZlG7wJf8MswXSvkg4zfcv0R+SXODLwj2A3xBETI0ZvrosmNEyHloMDuVxbh15gu1WJ0WGjPdfi/wRc+cw28yUxf/T/CFAUJkjgVK+eALM64QfH26WUEZ5gucCD+vYrkrKt/IWvmvgC/MRiXzhVmQw8bES+OI/DLgC7LfFpyNVlnbqHWgN535gs/1bEEa4tRkp2yZFXzRNVk5553GkOPvBL5gTqFI7PWALyi+GRgUZkj/sG4PZMeahKabCj+TpWEHvjwYk6OKaeoNY3ilKFCGNM01gy9dQyQmOrpc8IWZr57Al7xiH6kVnG8CXyAX+MOVGIGkVr2IItmYUsnI0NLBF9cYmink+IwZYxxDMl84Xnbj7jSGBvPlYV+59da7ylxGB4nj4Ong1PcAXsvAPTV9yXz5w4RFcjo7uFzwBbJCn4zsqQL3GQVSJthEQ5Y1O/ib1LCmfjo/17Md+RmDith/V239ycR8eeLT1eItxY7gC/bcUbf7OIIv/A06O/x9atSTZcmseT1QQfBFrwNj1///E+ALi0CT1UdmEeuA6UUxGQBkhiHnKc4PH++SMhnlDDoSAOE76tJ++AwZXghs2Tm53PsQFNu697ABvqC/3156RgJ8iuS+6HxH8IWa0My415kvfB6c59cKvpCF5kmb2jP44tLwr2iwyaqtjXdgdi2zW+kYKubLVbf0Ia5l5h1tBjI0sd4Kilw1v/RG8AXZwtsOnZKV58KkSWiGAY4/8/lyOVfgBrh15kuwn8jbg1xObkahn8pG1ZkvuiY8pUP42wxeoQjy2w/6y9ub3OALr9XrXhGMdXJyuXfq4Ev3T9ZLZnGg6MCo3Tr0xHwhQ7qi4Isdg5ZnLQNbBISQpbst1cxesoIvzApGsXbIjn2kSXZyb8Z7WcEX7j/XBL70i5U9Bw8b4Aue++CJ82pdQk5w3hlXQgEaJUR08IWgkg6+hIS65g8DFU7MFzvwBQzmB6uleQRfmCXqBL7wvPw9wBeuUdrYH89YqIpog4FZo1Z99a5cB9g/AL5U881S68MJfCHzBeff+z+662ddK/iiM1LJfAFYMWVLspzLCysDvnAd6iCoG3xx6fTroAkl7OyYL8h0zsvLNYEvOgsMyUu9u7mT36xrkXPZE/hS0UxfO/BFl9mBDchnqgjzBbKyCW+0FYzV7hTfMhn3fT5dKReKwtU5p4Mvbr9ynZIuYwIIgQys6zOZfqpeCIOi2I8jIiNk5pqfZX1qjHzwULEkp6ar7G0r+EL2ks584RrjPGQiBfqcZy5/X5cuhD3g6+evan7oNg3PAb0ek91e6pH5UgpyVZj5UgoE6L+l11bCGNKm59mvg/5W8CXQq1DmlQO+8OxxAl/IfKkI+PJRW5HY6GiZsXqvqhECG2D9vhOy6HyMWlM6K0N/v/LAFwInjB0wWYlylrgPmPSBgQGK+aLboEjURJv6UsXAF6g1vGKRfMbf019zigFY54Udm5drmGclzzjYpQcV88WtbmFlvvBaBPmTs12Al94Ivljl+TifreCLzshmUhDWiC47RuYLAvnfrNoha5KrymO1L5vsUtrNYGEDfPniQITQ7yX4ogf1aZeyH/Wz3Al8oW/hxCxjP9CfcwZfXHapXvPRbj3zMyv4os8rgi/0iQi+gJEcFOICuWjT0Gawq31rZ5dawZdO1RJV/TfuR9aaNm9OcCUF6bL+iB9t3v2zm/kyoql8Mm+9HM8MkrY18+Tbk24A7VrBF8qfOYIvZ08q5osOvqzdsE5JJbPGtFO/c192YusazBeHGID1vlZ1C8pDlzfuN7670QP/KT3w/wX4ojNbMDBW8GXF2o2mOi5W8KVzhzZGDRgr+IKg2fTnW1dovEHfm/Srm12AQMPE4a7aMxs3r5fP90fKNwPqSnhEZXly/I8S45chXw51H+qz45bJ/HMxUtPvitLWf6JGkgx4rKs8PWGLPNcsX9o9ZNZUHjJpk0T65EnrmiUyrTTLWhkzvatJcVGxDFvsznZCcG/G8w9Kfn6uPDHlkDxZM0ke79hanpr+m7SrnCgv9e0mb3+9Qg5mRyk5Blz7ypQ10rxynlzJE/nhiltb++agC/JLTnW5JzxJFRM7nBEiE4e53vOVqWskKjBf/jjA5dQknT8hzy9Jk0CvPPlu5L3qs0/nJKj74e/ferqrLFu7WiYfrSqzn6knoWGV5NjRA/La2gJ17Z/uyJa7737Asf/jV62Uqceqy+cdA6R+Q3cdH/5Bz3G7VJb0wpFlA8J2N41fvVKm/uZmaQB8mfK8K2Voy7Yf5OO9oTKjTw1VkLzvhG0C4/lrbX68PX2FHMyJkiaBF+VIbjXpEZMog3p1k4ETNkufRrnSub0ZQBsxab34eRfJ3dXz1dijPVv/gvTs/IhcSjkngxe4M+V8vIpl0cg7pLi4WHpO+FmGNLwgHVu3lienHVFSIF8NbS//+jZBtl6NNfr79amrpWFEvpzMAPPF/V4Yf/wex0DvizemrpZf86pI3Kjb1ceJ507IiDiXdnvcqNvUf9/5eoXsz46SFsEp8t5znWX1+rUy8Uikej60kyeOyMsrstX/c847DSLXzUdtfaRJs5ZSUlIiBYXF4u/nKgz56tQ1cjY/Qr6v4BhCHg5ZPnqbP7iJBAQGy44ft6i6GpN6VpHo2Dry7MTN0jgkXc1Dtr/NWC57s6KNMfykg680bNxChk3aIA9FZ0v/HmaHfeTk9Qp8GdgwSyYcrWLc55MOflK9apQ8M88t+eLrVWjMxV7jdkm/OhelR6cO0nvyQQX0Ya59/O0y2XI1RnjtH6atEmQ9xQTly5Y09zp8qFKibLoSK61CUqRmaKFsulhZvh1xv/r9t6avVMyXfw121YnSx3DBsFvEz89f/jZjhezNco/h+h/Wy5cHImXWgDoSEVFFzp85LiPjr6q/Xzi8ufj6uouzWsdyzYa18tWhyvJB62K5pblrDujt/ZnLZFdmjMx99iYJDnFlMUN/GnPZrul7AL8f2yVEatdrLMnnT8nwJZelQcAl+XRIR3lv1nI5nRMiU4c/ZNxq5pIEWXQ+VrhXIRvzrwO7yMezl0l2oZf6f719PideNl6pIa+3ym2T9yMAACAASURBVJBPtJovf7gtU+6/t7WaJ6jxwPZF52CpV7+J6R4vTVmrag5M611dNu7aL9+cdgUGF49oJcMn/yBeXmLKcMN394Unyrb0WCXbMLiFqP1lVr+aElGpukxZkCAbLlSSOSNdY4rWZ/wOySnxly+7BEvdek1k38875S9bfZX2/bTnH1K1QV5ZlSuvtEiTNg+6zosnx+9Q0gAvNLssD7d1nzfWfj90cI+8tclLHotNlOd6miVMcC32dsgOgflw8y2uvaG8dvLYIXl5lTuzCdd+1S1MatVpKBdTzsqQBRdVIPqB+x6SD79dppwv7q24dk7ccvnuXLTBVAHI+P5zneWT2Qni7SXyaj/zM46fHy+rLtaQv9ybL+9ud7MABtRNlie6dpEe435Sj/toVKLEp8TKhO6RElurvvz56xWCmi9/eqarYK2B9Tfpscqy8+CvMu2YSyP6q66h8sHqc+IjJXJfVK6xV+M77KE70l1799/vK5C/bvOTkU0vS6d2HWTGogRZnBQrS0bdKl7i0lp/ZuIWJT/3cTtfadS0hXyfsFy+LZ0r2F9Pnzgio1dkq3u1uvVu9TdciwCEuabt+p59PuimC9LjkbKM3X/MWiY/ZsTIx+19pFGTlp6G0LSP8+L3HyyW5i3ukLTLF2Tg3HPyeqt0efD+Nupc35Nmnq/fL1su355yj2Gsb5pMGN5OPp8bL3lF3oadwHtPmJ8gKy/GGvPkzWkrJdK/yNifR01ebwJfvugcKPXqN5N/frNM2SKwY/44faVkFPrLuGHtRLfJPu3gJw0aN1c/NS9hmcw97Wbzcgwh//f6PV7y9+0BRh99F79M5pyJkflDmkpAgIuN+dzEH1Q9hQ/beEnTm2+VhctXyKxSp3nR8OaSnHhaRsanG9/jb/pP2KbAl5eap0m70sxIuwHgGn66brL0tjBlcf2sJctk4fkY4fsUFhWrvcXH25WVzubj46MY0BeSzsjQReZC3xz/zPQ06f/NCXnplivS7qH28uXcBNl+parMG3mPcZ+4VStl+rHqStbrVF4lqe2fJl8MfVjGz0+Q1FxveecZ9156IfmsDF14UQKkQD7tVlleSMgw7jOyaap0avewcJ/kF3yWf3yzTH5KryoLRt0tf5mxXPZlRcvkXlVl3+FfZVxpsWnYCL+dS5apv1WT/nWSZXbpusG9sD+gDh3s7pF3h8o7W31k9M1XpH2b9sYamzOwvhB8eX7yBlXo+937C6Vlq7tk6apVMu2Yy37HOky9mCiD5icr9vVtt7ts1wETtkrrqldk2BNl90e978+e/k29O21r6ziv3bhexv4SKc/US5HHLfV/7OZEXm62svP0NvWJ6lKtek05c/KovLg8S9UNw7hxDWEPi65RV/0JEismHq2ixvB8fphU88tW9uKk+QmSmO0tf3/WfB7OXrpM5p+NkTdvy5KPfnKfe8ii7t6xo7hsRHedSQTx7rHY6e/OXC6nckIN/+nHH7fIP3YHq/Pj250X5WxumIy8tdh0f67DYK88eeNukb/vCJDPHvaXmxrdIouWr5CZJ6NkcIOL0r2Ty64ZPWWtnM6vbIxRwurVMuU313PBn8jPy5XnvkuS11qkq4Lauk09rOEl6dqxo113q89oZ0B27I3+ZUGapStXKb/rvQeLpEWLOx3vwy+Sks7K84sumsewdzWpFlVLCgsL5PFJB2RY40vStUNHmbIgXhJSagj2Ep9Su2vNhnVKsgvzO7PYX4rES+aOuE8wVvsu+pY5F4ZN2qjsjYk9KsnzcW7ZMdj+sGHhk0BKlX3+zt25cscd98m47xLkbJavfDjoEbWv4mz7V3sfadykpezevV3e+zFAUPfrwpUsmXCksoxocln9l+2OsCTZnREjwxulSqumNynfgX3E/Rhs7X8+5zqfOJeQiHHXXQ+YbNWZfWuqve2ZOedM+ybPgT/flSN33um2j6yDcDX1grK/e8Scl0G9ygb5YWMlpMQa7+dpELlf6tfBNqhVt5H66LFxu+XpehfVmubZDz+gYem5w/0R10Jhws+7WCYPbyOz45bLTxd9lT2rt+/il8ucM9Hy4s1XZOwvldRXiA+MG+aSwXp/1nLZlRFt2JG0v7/6LkHOZ/nKPwc9Yvjb3Od+3vujslEwpjsOn5VFibECe2H68bLqBPQ59WdatW6NjD9SRer5p6pzAO1P01eqmADt5atXU+WZb0+r7+BP+Pv6SZ8Zxwy7CJ/DnvSWkjLvbB2DjPTLMuCbU9K1eqLtvvv3Gcvlp6xoxxiA9X4nTxySl1eY7VKe47RLwXz5cujDyi49lBkhs553xyDmJyxX5w6T83jtF3MT5GKuj3zwnLme25h5CbIuNVZGNrks47V1gsSANg+2kaETNyqQlI3zSbdLsUZKvEQ+GeyaH6vWr5XxhyvLtCeiZfEPe2T9harSrcZlk13KGMRzquaLj/LP6PfOWrxMFibGGPsi7km7lLEU2DDDF6cK54CdXUrfwml98Z1+O3pAXl9b4DiG3Gem9Koq1WNqe1qGxpnHC2lv49/c46v4ZKqzB+Oy4XKsfDeooUrARFuycqV8fby64R+CAYO14tQmzI+XlRdryD9aF8uffnDbWR2rJsqop7oJ96NHqiXKiCfdtgF802DfYnmtXzflk0OFYUafGNn+034jVjj76foyKWGLHMsIlodq5JjsUs4Z+KUP3u/2b/GcsKE3Xq4hd4clKd8FjTbNPx8qkWa33G6yS2HT8Ez7y915cvsdLpuGca3u0Yky+HFnu4Y2zdN1kqV3N7O9gPvAL9ucFlth/9Dq4z9VK0n6dXefs2Eh7qQPjxPixgU3euDfrAf+vwBf9Bou6P/flfny2SqZNcoMejiNcfzqVUaxR1xTw++KTBnpOizXb1onn/wcLvOfu0lCwytLzzHbJNYvXcaNcG/4Mxcvle/OxEgtv8tKWx8ZSs/2elT6jN0kg2/Ol4fbmQP3A8etl0q+udK6lpdMLXU48Fszn4qWwuIiGfy929AHoDL7hTZSUJAvPcbvk6dqJcsTj7SR3lOOSIeqifJq/x7y5pQE5bwiEPjtC23lxYkrpHmVArmiZMfcQV8WVHwgIkmh+gevhsi0Ua6g3osTV0p0YL68/axLw/X82eMydNFl5RguHO0ykj+atVTJmD0QmSh/GthDlq5cqRzD7wc3VI7xr0f2y8ur8tS1cAhYdNiu35esWCGTf60qY7oESYOGt5S5pNuXO8RHiiXupfsqtDTjVq6USVoAPcbvqkwb6Xq3H7ZulA93h8jsAbUV+NJ77GYJ9i4wzQ/2IQ0f1O0Z0ru79P9qo/RtlCfdOrqcRrah411yRPdGF8jc0izOoQ1TpWeXR+TihXMyUKvb4yNFEv/SPSpg3W3sHhneOFUeadNaek76RSAFMmFER/nnjKWy+WqM0d8vT1oujcIL5ESGrzr42frUSpZ5Z6Pl/shEeXugufj4K5OWy2+5lSXhJVcABoG/oYsvq/9f/pLLyfzjlAQFviCo/f5gFGtfLeMPRUj8aFewENIBoxIy1f9/92x9CYtwgxLWgeC6+fRhP2narJUUFRdLXl6hBAe5AqijJ65Q4Mvi0RUbwzXr18jnB8zgy9JRrRR4sG3bD/L+riCZ8VSUVI+urcalSUiGvPOc2zF7e1q87M10gy+fdwqUxk2ay6Bxa6VtbK48bQlMYwzTCgPl2SbZRpAIz/1FpwCpHhUt/Wa5nBA0ACpLR7uMnu5jtku/uqnSu0sn6T7uZwFTbvqoDvKPmUtVLRc/KVDz9tVJyxWQEh0E5ot7HSKws/5yrNwRmiyxYSWyMSVC5r3oMtBen7JMiku85LNhLiPp3JnjMqx0DONGtlTgy5+nxas6B5Dk+seQRwXO/ef7w2XewPoSHukCXzju8aNaGUEA6/jh3yvXrZExByPlw7Ze0qJFWfDlr18vlV3pMbJgcGMJDnU5Gl7wqh0a9oCXNEoyLpvUI0KBL0nnT8qg7y9Kg8BLMvb5LvLOtKVyJidYZr7gBhamLohTNZQIvqCP3hvSXf4xI05ykXE/2Kwx/a9ZS5SB/sfbM+XDPW55sbfuzJbW97eRfmM3mMCXcY+GSf2bmpqefsSEFXIqr4rM6ltD1v74k8w64cpgWjb6Dhk6Ya2UlHgpiRS9oZjvtqsxSnJu6K2+Kjg1d2A9iaxUTcbPi1Pgy/ej3eB/ry+3KPCFv7/3553yp40ioGzPeqG9oNbSi8uy5Y1bMw2w/rEvtyjwBZIPHS1niP4sB/bvkj+sL5FesUky9EnznoDrXpywXI7lVVXMh4oEm44f+0VeSMgyve/knpWlVp0GciH5jAycl6zA9QcfaCPvfR2n+mHO03XU3or2zeJ4VXySTm7LkGT5cGh3+XDmEhWQefMZc4bhmNlLZMXFWHnv/gJ5Z6sbKER2+VOPdpXHvtgqeeInPaITJS45Vqb2rio1ataXP0yOV9IAf3muh7w8cZkCX6Y/UV227zssU3517VuTHouU95edUP+vmC+atjZYLgiKob33QJG8swVB3zTp/HBHmfp9nAqUr3jZDf73GbtRgS+fP+wvTW5uJXPj4lXg3luKZNnL9yrAY+TSdKXLfHtp0Bfrd+iiVCXz+OlwZweJfT6k4SV53CZw/+7XcQrkwt7UuKln8OUE9vF4dwAd7/ivdl7SvMWdqphxv29OC9hiDz3YVo3LnquVTfN1Tly8fHPSnYyAwNGUUZ3kk2/iJLdQ5M/PmefZ2DlLlIQG1/prkxKkkn+Rcd2wcavkbIGrr9G+6hYiNzW4WfBewb4irz/dQ16flCDphX4yeVQnWbpqpWGTfflIoDRq0kL93beL42X2aXeGIbO/w7xy5I37/OUvW32E13+7eKkKtsSNbCH+/i6HsP/Y9Qp8QRY/gMh5SxMMphvG+uzpY2q/BbBwS3MXUPnEmB8U+PJaq3Tp0MYZBOUaRoZhn+5lx3r6gjj5/lyM8Xx5+YUKjPTz8zWtNW/xkmIpMdaa/uWYzkEqIAjmyxPTfpPXWqZLh7Yd5JNvlsj2y1Vk4UsPGpcvXLZc2ZcEX+oGpMlXIzrLmDlL5FKOt2kvRXBx4LwkBb6M6VFVhse5wHs0rJOuHTsJ90l+/nlHf2nSrJX8bXqc/JxRRZa89IC8NWWp/JwVLTP7RCvmy5iDrjHHmjlyJknZaAgqfa0lHd0amqzObQSnR98fIW9tEuO9OA8XDGksIaGuPXjQuDUKfPmgdYncdtvdwvdEry1/+R4lO/b0nHOqEPldpQHeJ8dsUrJjI/uY9x5Tx4NBf/JXeT4uTdpXSZTXny57Lc7LLw9EqCx5uzG23g/gy2MTD5o+xjlTLaqGnD39qwxbnCYALDBuGJcVF2LVHhZTCr7AxkaAnOBLlF+2TBzZScbNXaLkiXD+623WoniZeyZKyQhBCpNtWKNLir3NfZKfv3N3ntx3r3vO4HOcy6dyQuSbF1yB4q2wvXYGykdtvWX2zmQ5lRMmL9wuKuuWzWCgeeXJH+/zVeuQc3V+/DI13rB7H+vsCnA+P36VKioN1sSdd90vcStWKF8CbeGwppKdmaHGEEFhSMFcunBenp5zXn0/oull6d7JOeCWeO6kDF5wUVpHJspbz5YdQ86Xf7QRubWV5+Sus6dPybDFZtmxb/rVlKrVY6WosEC6fbXXeKbx85ZIfHKsJIy+TXy8XesaNjZsLMzvrGI/KRZvtdfOWLhUDqR6y6fDzHvFoK/WKHtjeu/qMkhL4oLv9+zj3Y09jHsf5/kX3y4R1Hz5ZHg3effrpbL9arRxXvy4c6v8bZufvHt/kaRcSVdFo60Z/QgGAuAf0fiy3HZzA+X/fdhGXADnyhUy4UgVuSU4RT4e5ppzL01cLr/mVlWAzj13P2jYd/hu3rP1VTJW35kn5dWW6UbyyNBxqxUI/7f7CuTuu5zBl7QrKdJ35mlBZv4wG5sGNhYKzn8G3+PmW63Lrsy/uV/qXyCJo069huoj+JsDb0qVJ7p1lanfL5VFiTHyZadAadjEBfpfSDknz85z1WIF+BLgXaR855mL4hX48uVwc+B+9pIEdU7pzBecoZNL4wp/+zpedqZHC3xxJGz9s02JtGx5l3wxO841hsO6Gv42QM9Wre6Sn/bskD9v8ZHPOvjJ9iNn1FkCe0GPIfD9dH+Fn0EyEWA4aoB99XwpgDZ5mQJf/nhHlrKXM66mylMzXPYSYh7e3r7Se9pRBSJ17uCKiSBW4ONVIl9Y3tna6Znpl+XJr49Lt6hEGdmnrF1KP8YpBmC934ljh+WFZS7flI2+J+zSZ79LUfO1Rcs75f0ZS+VQRrjMedEteT0nLkHVgKNdyn749Ns4uZjjIx8ONa/Dz2fHyZpLser8o52I30VAHQm1z41bKymaXzChe4TUqddIxWNgl77zbHeBT14iXkZfLV+zWt1rVt9YWbBht2xIqSSda1411XyhpNagBhclNNBP7R04E5B0OH3BUllwPkbehO32gOvd+n61SdmlYx4JkgaNb1EJJIO+vyCoH7tk9L1yCnZpfIa8/0CR3Ha7KzbQa8wWyS0JkJ4x8Bmc6/YcPbxPXlmd7ziG783APhNj+OWeFiLO1xFL3baFPq8upkDy9bxUhU80qp2yNeEnLxp2swQGBatbL1i2XKYfq2b4h/ATPx7mzIIcOxdnag35qK2XvLmhxHi8LtUT5YW+PWT4+NXKLu1cPVFe7Oueo3+ZHq/Alz8+00P55Ieyq8u3A+rI1j17DbsU62Ni3GY5mhGsar7odilBV5xfbR50JTiz8b2wf2OOoA0ev1bZNPDRmje/Q5A4NPNEdWUJLnvpbsGZNmThJfn7ffkGaL0FtSh3B0uP6CQZ/pTzGJ6BTbP0qkoYsbNZPpwVp5Kq+duexvDY0YMyemWOcVn/2snSv6fbDgkMcE729HTvG9/f6IH/1z3wvx58+Xeu+UItUEyCNevXqox7Uh8hH1PDP92k8UqZFdZ86VcnRYY81VMVBR/aUuQRG9mxyn550qG+rzKC2aCTW1JcLP2+cWfcW2u+4N79H3XVfCF1kjrbrD0BuadW1QC+iKKas1HT96HKSRLkI3IgLUjpR6Phb2KDCg2NZNKskVGK2gVopIE+VClJaWFSB3jZCy0kKDjUVPNFLwxmt5io8WxXgwHXgwaOQAAKU1akWWu+6Pq61KxmTQzof4f55Bn1bnB/1nyBRM7B7OpKlxwyVZApebpZofToUrbmC8CXB2sUGVqflFWg7IX+3Hq9EDg93UprvlCj9q+l9XTY39BTbhxZKMeu+pjAl/51L8jsU9WFY6D/hl7zBZ9b6cf4jJJVlC2jhjmfT6cFe6rzwfGnFI615gsKzp/NC1f61hVplPiz67ctWzapIq6UjsO4NA3LkPdKZfLwN5TI4hhS9qL/ZyukQ608ee4JsyMO6YsrhUEypHm+IY+C+6BGSUxMDaVX7TSGlB3BPOVco3YqpeOUhJh4SXRgoan20sNVk5SWMIyv6BAvWZfs1ibGPARgQwq8newYKNHImkO9g3+N6CXsNxQADA2vZCtV5tT/HH9dZke/ltrUXOOexvHo4QMywhL0pYwK9xRKMOHeqPky51W34zp+7iIlq8dsaNaNQN/mF4tJZk7fk6zBpnfuyVVBG2vNF9Zc0d+DNVFQ6HfZph2mmi+YIyVeXkpOUm+s2wPgbfgdgSrTl/vL2G8Xyrpks+QBi3bz9/fu3SmvrSlUwB3en7JTlEvDb3X9eKMCbOx0g/VnoewYa41Zx2j4l0vlt7yqpjoW5Y2jXb0QyqykpJyTvjPPqMAmMrpY54jvjvtaa76wbs+7UxeqYDPqe+iNuswIMvxpkxvYo4yjrk8NnXPWRICEIlgTHwzvZejPo57Cxl37DCkOSLe8G/+bFBWLPBBboEAhNoBaqEmB9fpe20ClCf3m7ZnSqX1H0Wu+8HrOJcpgsV4InNyVb7Q26rtQh1ztwedOqRpuSHyw1ivS+4B97qnmS0X10e3GkPt02pVL0mvKr0ZdNqytvVfN85XvxkAAbSJIceQWepWppcAx5Nhg76saWKRkG9AoM8R35jqAPE6oX4m8VSo7llnoqyRd9ZovuiyJXmcH94K00Oa0aFV76a3WwUoXn9fzWl1+hVIh7AvKWOBeuI77rS5nQ1mPP92ZIx3augv4WtcQ1zBYBv17lnWGKU9bUdkxu5ovk3uGq2QV1jDg3oBx2ZZqrtvD2hbUkG8QmCqTRz+qJKsuZnvJh5rsGNc1ZKMmPVVTBs5zB5vdNV9ctaPY+B4Yw33plZSUEm1RyKrs3HdQPi1lI0LC5/DJc8retRaJZr0QnKOvtqmq9kXKGnIe6ucP60Zwnem2n17zRa+9hDFsG3VVXnq6YjVfcEZjTlobz0vuTZ7OQ7uaL7RhKO1Lm49riDVhcG+uA4whaq2g3iQkg1Dz4nymuW6PvvdC9vdvGosQgMUTj3Yz9kk+t13tDZzLqPny3auuhCPaz9CEn739vBzLDpNX7vJRZx4bWCZIPMG7/KVtkLy5vsSoQcA1ptcu45nLMdJlBiETmJ2ZrmRfKYek16LwJMPJPdfORsbzcr5UVOP+xMlTMuT7RNNQ6/UQYQNyjZRX8wXzO6PIlZgEOaQVa1bJ8QuZ8kJ/8zzj/EYR6/6z3b4g/UrWhOHeRykayHeez/KWL1/oaciOsd7e9u1bVN0X9HfSxTQls4vx0Gsd3huRrAAbveYL7ULOQ9hluD8a/Q3+PvcQfAffoaiwWNnQPFP1cwDyZ/eWo4zAmlZIgrP2D+4DG2txYsVlOO1qvlC+FPfDGPLs5dmv+6b6Xgw/29+7WPnOsHX2pHirGo1649kDiaqPSxloelzhTxMXqVovlCDmXNTHkP7EZx19Ffiye/cOZaPA/ti8/7iSbnSSHaMPoj8TJaZ1CVT6vaz9pPcTYh7i5V1a8yVdHi1l5CJW4OddIuMtNVKseyHv5VQQnP6aUwzAej87m4bzm3OPBcthl/6SHmqq62qt+cJ+wNmZmusln4w0y1JTdox2Ip+HtfIof8nPzXK4brsU33N+6DVf5q7ZIRuTw6RzzUyTXdoiJEXVZcUZUzk0SNUc5pkwce4iBdT85Z48adPaFdSnXcp+5FwFqI8zmbJTul0K6fXs4kBx8hn4Tqz54jSG11rzRZcmxG/odfQYN6Fk/AfTFiqZPd1+41lC/1Dfj+zOYp6pWF+wK9j4PrRLrbJqOAORoIw4F9cIZL03bP3RVPPly/nr5Gh6oLSpUWCq+YL3gu1j57txXmG/he+Cxj2f+63VLuWZpts0W7dtkne2+Imnuj0VrfniFAOw9qtV/s9JzsxuPG58dqMH/t174H89+IIBoIzYkIF9BWDMux9+LgP79VZSYrl5eaa6LlZZsX0HfjHVhNHvhXvDQEVBvIo03dHH9SxMiv83wJdSgAGBoJoBGcqJZZs2f4kKiOPvkM01oG6KDHqypyrWPKxVWfAFmr6V/PKkXT0fE+Nm3jN1paio0GRws/gYDUTcu283M/jCIuqga37/WkcFpLSsWqBqvmy8rIMvKfJTZpS0rZIoAd5ecjAtSGY5gC90DHmA4/dZXwHgzV+HPG7oUdMx1gOvnsAX1mj57wJfavqlGe9GzWpoSYdFVJbywBcGm6ivDPm6AU2LpIdFYgKHJbKfHogtklknXcwUGu8XU87LUzPdrAl85wS+IPsG2rnU3YR2fcLr7ZRj07hSgRxLczNfEOR7sk6qyt7BGL4zuLdpelvBF46h/vsEX+4OT5Z/Pt9L4leuVKwJPp9eNDNh1M2G1JTdOqoI+HImN6LCAFpFwBfWlrADX/huHENqNgN86Vg7Twb2NoMvAz9fppgvduBLdEys0qvWmz6GOvjCucYxJGiIACSynqoFFqoaL2wEXxCwqBbiJRuSwmTR6y523ItfLZGSEjHAF7sxpF40ATQr+HLu7HF5Zm6Kup9V99k6jgwm0Wmxfk8n8XrAl9n9a0hMjTqSdP609J99XhgEBIh01gK+sC4CjWvOU/RtYbEYNan4nASErRr3Bvjy6WqV6W7s1Y9XknoW5gsDQSgwGr/RDL6gzgEANCv4QqcZ2azDLODLmG8AvkRK3BvuQK0VfNm3b5e8sqqgXPCl28cbJLskQDwFfX9v8MVOW5tjeCE5UfrMOiXUbH9n0kLZejXGAJ7Uuf7dYhPzhXV7nMCXT2YsUKwJK/iCYrJ9e3Q3QChkwSLgwgA/zr1Q32I1J7j34QzdsPMnA3yBDvc/4n+VgmJvuTc6z1RrglmpOOP+2iZA3twgRl+XB75wX2FgGOzQZW+0kVMnjsqgBakCjfY773Sx/eg03RqaIp+OdAWt7Br7/L8TfCFoRPCFddlc4EukUXcKz8eaLyyGTn101BbJswFfWPNlZp/qUqt2A7WPVQlwBl9YBwrOOwA0FD/FfplV5Cdfv9zVBL4wwILncgJfIr2z5K2HQtQY0qawA19YTwG1EG5pcZtYi7Wz5gu/x28SfNGBUdsx/O2gDFucLk7gCwpsI2B2PeALa0ZlZ12VbuN+MUAKOPTbL1eSpa+72d7z4uJlcqlk1fG8qgIt+Umju9uCL7RZcHZNerKGPDu/LPgy+MsEOZnnliniOsAZsT8zUtktBF8AMECiA7YFGq795cRZmXYkXJ5pmCZTf3VLXzGDH+foK6XgC/ua81CvOWYFX/TAPc671ItJ8sTXJ41i4RzDdlFXZbQH8IU1mv47wRfaMDwPCb5wH9TBl0UJy1SmNAKFSflhEuWfJdNe6qbAl3OZZQOG3HsBqiBZhc0AX8bGydEct8Qy6mzdf59ZnhnnMmqxoaYFGsEXBIHnbD8nv2aFy0t3ect7O9zMGgIBsF//2sYefNGLK/PMZRCetRBos6ReSpEnph835nfalQvSa8ox9Tx68W+7degJfPk+PkH5XWC/gTnlqR0/cVKGLnCxHtA6VE2SV/t1kcBAF/MHgftXW6RLt0cecrnmLAAAIABJREFUUeOCumS63cWAK5kvkGyivWf329T/R8IDgHs2A3z5bJVcLAwzgGcdfDmb5SNjX3jMAF8IRBN8+bCtSOKFNJl4KFRG3JxpkvklgKaDL18+EiDNW9xu7Md6EgHPXM4h3e/Bes3Ly1c2NIPVeA+j1o8H8IVnlBP4AhtrSdL1gS8znqwutes2MMaQa8QWfClNOsHF8LMDvQsN8GVXik+Zuj124IseV6BdDYAQahKci6jbA+YLxpDgC4Oiu3ZtU+cb9tKtB4/L3NPRinGFuWxteq1Wfhe3fIV8eTBC7SUsAM/AMu1lHXzBGIL1jURP1uDCvRBfCPAuLlMjxfoMFQVfmFDgaR3agS/8W9ql9GNglx7OCDOBLzO+X6J8dTJfeB4iyH8130slsukNY7HqYqx6d55j+J7zuf/nKxRbgY3gC+zSMN9ilRiINYJmBV9wBsxbs035fh1rZJrs0pYhKbIvK0pg/1YODVRF1Xkm0D8iWIZ7O4Evod65yh6ws0vpWzitL77T/yT4wnO7IuALak/9kl3dY1ITwRfMC/hbbD1iklQihhP4gjMQdinAF9iy+C0kmK3fusMEvoyZv06OXA2UNjXN4MurrTLkMwfwBTb02ksxAvUE1lhGjAJsR6512qUEUe3Al23bN8ufN/t4BF/OnDqm7DmnOnXWfeZa1+EN8MVTj934/j+pB/5XgC8EUH7e94vR961a3mzUcbF+P7D/E9L5YTdFj4BMYpIrkPjWa6OMGi/4N2TKZs7+Xn2n3xf/vhbwhUYJH5JsBPyb4Mvy0bcqYxvgS+2AdJk42p3ZOH3+YhUQR4ACtQNYKLhc8MU/T9rX85XxGvPFDnwhoIJngZE/oF6K9H20o3Qds09YJMyO+WIHviBYuys9WjpWSxRfL5EDV4JU8U4aVDrzxQ58YaCzfdUkVSDXYL6MbilBgSGigy96YTC7hcfsMwZhrNdcK/OFTirvo2cZ0XkkkwOB0HCfPJmtZdzTCGXgnkXEnMAXFGrz93YxX0APRaPx7on5omQ8SpkvNIQZuKcjPnJsnDSKKJTj6T7q4EdDkO/xOlfUXIMD+CdLZiYMvVO5kQbYUR7zhQe/FXyhoYbf81Rk3QBfuoZIs5tbipX5gmKDZ66D+cKMcjwLmS8IkCvpuE9WS7PwDFPhZ2ZS2YEvXesXSr/HzBIdAF+uFgXIkFsK5bPSIBF+C8G7qKhYE/NFfxbMTQbY8P+o2zPz5a4GgGYwX75aIlCZRRASDhYbGGsw6hHArxYisi4x3Ay+IFj1ggsosgNfyEZB0OqD4Y+XYb7Y/Y3T4eeJ+fJ7gC9g9EVF1RQWzaXTAwP3XG6QzH7FzXyxgi98RxiIkGP7+zCzg8Q9Cc6InolLZxLrN1UDX6b3riJ16zc2dQcDQSgwmrBxm0wvlYJEAAWOZlGJt9rX9UbwBQHDIXcEqyxjsj/swBcW7WbGPwETFjKHZBECt3xu/BYdJE9BXwN8qZUsI/ua+0ftS2PilCRXRTOb7Iq1cwzp5BJcJ/hC1hV+j+chi7WjkO/HI3sq8B71U6zMFwYdERj64wZ3LxOIYJZezxrJsvh8tFGQ2urk4h0R9F3/4x6ZeNiVoQ+H+MNlRySvyEfujclXAQs2OtXh3jnydptgla3NvrYFX0qBPCv4QsCce6eeYcg5T5aa0zok+MIzxHodCshC3q2izBd9H+e9GKhgYItZ7xVhvtAmqijzBQ5rtcAi+cuQ8pkveK8QP1EsA/xNVqGvTH+5m8QtX24EBvUEDQZQ+E5ch2AIv/lQqApO0aaoCPgyPz5ezRXu2WS+/JfAl18PybAlaR7BF4JJWdn54u0jEhTgrnOkj7ueSc7PWdQ3Jytduo47aDADMC47Us2ArxV8QdAJQSA75gsDHwBfJvepYWG+uLKeUWgZtaPYOBdxRhzMjFSBHiZAgEW4bfdeI2iFa385flamHw6R/g3TTeALg761/K7Iq+2qqyAJpIwgiUfwRQf/WSSX64xzhWPIwD32k7tKQVDY4m2j0+XFAeUzXxioIKvcug55XhIYdlrP/NyO+YK+qVI1Sji+kMwDUG+AL6XnJe5hBV9i/DNU4PTLbxbKuQxn5gv2ZwRm2LivwK48ooEvdklSOJchBzr3VRf48sPmjep8QwBr3vazciQrXEbfaQFfKiXJ5isu5svf2gfLG2uLyzBfdMYKgTwA7vfcfb8krF6lglVoCkArBV/IfMm4ell6THIxkfVAsF3/G+BLaZKY9Rr6Hv9V8EXf33FvBb60ylDSxBUBX3yl2BQUtj6fE/OFSX3MuDeYL6VAhs6a4LnMPX/7j1vk7U3eKjEg8eJVmXgwWJ6/JVsF49nI5gX4ck/LpvL03GRV3L3ZLbdq4EuKfDHKzHwh+HI59YL0nuYCyFaMvlXycnOUDW0FX5CQ9I/eTaVGrfqOy6fC4Eup7+FpHXK/1K+zgi9478e7dTVYr7pvSrsHf486fUHehcp3RuLl7mSvMswX7ltg/SB4jsYEBvw/7Wok0W1IjbUFX5CsguRJAmA6+LL9l5Mq4dMJfNGTJvnOBDjLA1/0fkLMo6S4yBZ8CfIpljGlPopT31cYfHksUho0auZpCFVdxCGLXDVM2aaVJlNxfGjjKvAlM0wWvOauxcMxoV3K8xDB8PQ8MxMU9yf48vqtGfLJXtfehGaAL6UBc37uCL54iUwoZQnR38YZMH/NVtmYFCIdamSZ7FIkKyFJdljjVKkSFqSUV2h/0z8i8xy/3bvULqWdxL6AXbvk9fYG+GJivpQmdlWU+UKwwjpI3GcQu6oe7ZbWdhpMK/MFfdvlYRfDknt+lG+6OnvKY74QfAFQ9XnpfmT3mwRfMC9eXpVvXAJf4sX+vQzw5dHoJHnlGbdtgATHEN8SZb8SfIGPs27LdsMuRTzpq+/XyqG0IGlXq8CIA+FHUBPz471hRvKA/mxkvtwfkWQodxBw5/ylXcrELjvwZcePW5VSgCcAjTaNU1LQ36culE2XIWnsLy1alpUet/brqZNHZdD37rrUTvf1uKBvXHCjB/4Ne+B/Bfjy/7Jfrwd8IRsBz79uw1r5YFewkckE8KVu4FUT5ZZOPsEXIsHlgS+VS8EXXXYMUg2oC9L3m7NG11nBFwA7fR/tJF3G7BXoVr7+bG8j25CyY8PGxEurqgVyKbvExHxBFvmP6dHSuXqSkn/ZfyVQBY3RnGTHdCOOhyED/wy+E5gygS8eMpsqAr7YZe84zSkr+KIbugRfKB0H8CXSN9eQXMM9reBL3zrJMvSpXgrE69+sRLqXalXz9xG4B/jSprbIt79FqJoEI5tdkd7duirN8SdnnDIeVZdPg6MG8KVXt67KaWMgmuALHXE78AWZLD3rpCt6q11wAEHW03kRhswXD2w8CDPxCFDA0fr70MfLMF/0oN2yUlDNqc8Z9GAw0gq+WJ/H036wet0a+XCPu0gsDQ/8HXTH39niK6D+RkRWUeDLzeGZpmC8Ab4EX1AarbrsWLebClQWvd4Ivgy+pdCU2WQHvljHUAdfmNHGDBLOWxhtPl6iah/o4AvW34oLMYq9VCXYW9afd9Pj8TdoyHxDswNS3pq4SK1jGm/sN4KL1wK+oJAqHAsnw+vtSQuVpm9FmS+U3tH72Z3pe0ax+kzgS06QCQQtC764qNnoWyj2UsaI9zfAl3vzVLFtNmaGXQv4AvAkfsMWmaaBLyPGxkl+sY8p4xu/wYxFgLyD7wqTv271EwIQAF/Wp5hlnHp8vE4ySoKE4M+B/XvkpZV5hmQdg+96RhvZMvpndmuI4AulEq3XjBwTJ0euAXyxc3I5htzbGDQzwJcRTSU0zCXNRvCFIOidYcny0YheSrYSomJgOeiNQUcEhhA8Z3u+aao8+eijQuAKTsai8zHybd8Yia1VT+zAFzi167fvMrJBEWD5V8JByS70lftizLJjlAZAXbW3HgpTkh50au3AF84l7nezFy9Vc6U8J5cSEGRwOe2BBLycwBf2s84CKW8/tQNfGKigpAsDr1hbP6dHyOLX3PVMrLJjtIk+/HqBkh2zrkM6uZQYxHlaPbhYJWmggUGmA5gEIfFewbbgiytLF00HXxhA4buDhQvHEXbSmw+FqzHkvcsDXxhUpB1CAK088EWX+rDre65hJ0kqshIqCr7oAT/+3ownq0rtuo2EQTI+Exz6Hy+b2UtW8AVBJ0jFfD5roVzI9lLMVzYGTl2yY7Vk4DxXwhMag93lgS+HMl3SmQRfkCSxbc/PhuwYwZeZR4KkT4NME/jCMcRe+mq7aBUkIbPOTnYM5zZ02hk8T1i5UiVP0F5gEEdnoLnAlwx5cUBZcFofy4qCLwiM9elRthC43byAnac3JpCQKWAFX+AHoCYMmhP4gjPmbDngyweti+TtH9zgCwPLBF/QV5C0tEuSsjJSCb7ARpi/47SqpfDiXT4m5gtBUIAv77YPkdfWFhkgKCVUdNCEc4kyKivWrjHkmezAF9Ts6D7hsOoTPWBn19+0e9tUTjLAX1P/JyxT8nf/VdkxO/CFz1QR8MXPq1gpFDg1zm8ENMEyZSP4wkAd+5zsITvwhUw5gi949vMXrsikX4Jk+M05JvCF94N/cncp+EK2JH09PdhplR27mpZqsMUxhjxndOkdZJrXDM4rw2C29gXBF6fgsMF8uQ7whQxa/DbW6Iu3pKm6SDz7dYla3aeDnw3wBfKYsHV2JZeVHeM5hXdH8BxNT+qkXFP7KklKWunTDj5y6213q4A/mS8EXyiBSdkx7KXbD55QfiB8Tj2Bk/2oy4XzMzKwaH/jc6vsWE52pgJb0DCG/LcuDwU5aYAv5cmo4u8JvjgF7umvOSVgWueEnV3K85DjQ6AKdsWRzDDTOuOY0C7leYizM7OgrKQxwZc/3JalpL/YOJ/JVuDnOvgS7lesEgOxRlDnkBJtOviycO1W2ZQUpOqR6nK4SFbaUwq+VA0PVrW1CG7QP+L5iN+mXUo7iecK7NqFrz1sC77Qt/AEvjCm81hMki1r9FrBFzJL2WcAKTqXgi+UlqQUsx34MjduqUw5WlUoLe6JUU67FPMC/hYb35t2afeYRHn5abeSCBIcg/3M4Av867U/AHxx2aX49/gF6+RgWqC0q2kGXwi6Uj5Vn8ucVzr4YpUdo11K9hLPNN2m2bV7u0oYu17whfuMnnDkeDj9X1ueNhJsxdwSf8XQssZWyvv7G9/d6IF/5x64Ab5c5+hcC/iiU97xs5TFUQbIpvXy/o+BJvClfmCaiXLLbEwEKJAZSHofAsTDb/OWh9uZi7RCdxw1X9rVM9d8QdZuUVGRCXxBls3811yZATAQVaHPbp2k85i9Qp1KOrzMGADjoEXVQknNKVZZNWzMMOwWDfClRH6+FKgMSDQFvgQXqIA8ml3NFyL2ZNzQIIdGc0BAkFG3AH+va1PaDSUPF7saDHzXawFfrNJxuqG7eesmFRwlmIBAaKRfrgE84fdQPwBUXx7qqK0y+MnHFPgy4OYSefQRc0HFgV8sE3+vImlbR+Sb38JVYWw6uHT++d66/i7GkNrX+H9m3zBwz0AeJFgaRhbJiaveciDbVacgwidbutfOVEY3gTe9b0eNjZPTueFK51UfQzWP/+CSwaHBS+k4a80XPTMF2WsBpdIKdmPIdUOQwwq+wNE/lesGgzwtabLMeB37Av8mxZYBbhicYL5wvurvZq35AsPm0QZFKpCrNziCGcUBMqh5sREkwvdwWKOiYqT7RJezj6aPYed/bZKnG12Vfo91V2uSc41jSMASjo2vt0i4f7EKELJh3S5LiVHz5VJmvqw5H2JkaOFvkBnIrDI79hIBEQJo7DeCL3agm1PfM+jhDL4sUjrg1wO+MNjEQPQz9S7Is088JjBwz+cGmkBQahqTeo89C06Mk2QVwRerzAoBC+qj8/11nW9+xixc9F/c2s0ytbRYO9bMC18tkbwib4Fsj96YsYixH3RHuJJ4WVoKQNjVfHnsk3WSXhwkzFw/dHCvvLA8R5DtjQxKBt8pBYXfooNkp8uvP8vB/T/J6JW58lTtFBnep6y0FfaSQznVK5zZZOfkcgzp5DKrnDVfdInC6d8vlm9PRgmz01i3BxmGaFbGHiWrEEx9fW2R8WrcTyn7NKRRqhQWFUuvh1ur2kbYs8P9ShQAC5AMcjrQ4l+7dZcRkIAM1mfxB+RqAcCXQpOTSz12nLFvto1Q2doMRtLJ1eVjnvx0lVwqClOa602btZQ5S+LVXGFdNu6dekY1HWFdYsBuLbLPCeBbr/nL5IWqpoJe/6S8/dSanYZrGahgUAwB2nvveVABm/vTw5WjzmYFX2gTwXHMKQd8cQNjSyQqqMiom+EEvuC9gnxdzJfRXy2RzEIfVdNCt8kYQMSzWcGXdlWSVF072D6vt4lUY0iA0w58YdY4wRcmEKBmDMADu5ovPT9dqwra6tmmdn3PNewJfOEYemK+2MmXzuobJTVr3WQExcgQcYEvZsDXWvMFQSfUEvvimwWq5gtYk2yUdYLNNaVPbZX1zsasftiI+j6o13yBxAuklF4fv0h+yoxWSRJbdu42zlW884Hfzsico/7yZMM8QxYQv0EZTiTMvNzWBb5wbnIeMsEH18P2ggwkA5ZMIGDAkUCSHiSHLd42NkNG9Suf+ULZOdq41nGmveQkD2g3L6zgC+uFMNjUJSpRXh/YWzGSYBewJgzuRbu2UeAlOZ8XKjUCMhXrfuy3i+RchihQW2/ce60sQu6lPAtgW+E8Ioiu3wNZv+eQFFHKSKX9DBth0c7TciAdzBdfE9MUQAey9AFifvBwmGIv0bYnCKiDJpxL9BP0xBvsuewbMkH1oDCCodY6mvrzk22IvcHKssR1lKmrKPhy8uRJGfy9W3bMypjB+PKZPNV8yS72E1+vYqOejt18oRQO5oGexEVFBTK/CJawDwG+JGb7qKA4zwvuhcySxppIvHhFJh4MkhHNc0y1DmnTAIS4u3lTGTA3SdU/bNy0ubEfs34bntsKvlAKEd85gS/PfbFMagfnlWEwW/uBZ5RTcBjzH/XfeBaXdxbiu9ycDOky9oDpMu6l+BBjSGYWwRedJU1mIK4F+BLiU6gYmjhjdiY5M190OVw78IUseLuaL5T5ZrKHDr7sPHRS5pyoJEObZpjqxvIFdd+JnxF8wV5C5Q4r+JKbm6MSOzmGduAL4gvBPoXy2ajygWyCL5CLtWMcUj7ZKQZgHVM7m4ZjSLuUQBXs0iMZwSbpedoOtEubBV9QCgNObF4GyXUADc9E8IUBcz4nJVetdinUD8aVMl/I8IM9vXDtNtmc6C8Pxuab7FLKcOKMqRYeLO/vDDTOBPpHOmhOu5QsN/YFk3Ht7FL6FpRXd1o/vx49IM/HZThKW3Gf0RMGyluLPF95jb6XW9lulOfSbXDaNJSlRh1ja60e/fc/m7VQEpJd8oTwt9joKxngS3SSvKwxX+CbhvgXK2l32KWoAwwlkNUbt8gXB9zgy8SF6+TA5QBpV7vIqBWK3+C6t1MtwD698mKMko2kkoMVfKFdipgPkqJ4pn3UzkvuvONe9RqsG+oJQGOfw3+yqn/gPtxn9DqH5Y0hZc0h9ZtWHGLI7Xvag298f6MH/hN64Ab4cp2jdD3gi26crN+4Xh1+PADAfLkpKM3ITMdj8lCHcYWCpMyKf/xT1HwpUQV89Qbd8ar+udKunp/Sc2ZT4EtJsSpozGZlvgB8eaqbi/lCqiTBF2plIjOlZdXCMswX0sqRiYK6EvsvBygDEg3OUI3gAiOjtTzwBZn7bzzrlh1j3+hZ778H+GJHnXaaFlbwRWcvMXOPYALAl0q+OQbwhHuybg4Pdci7DXqip2Cs+tuBL58vk0CfImlX11tmHg1VGQBktFjBFx1EsoIvzL5xgy+uIBCc5EaRRXJcA19Q/+fROtmK3kqHXe8PgB1n8sKU9jqaXRCexdopHVcu+FIKqjn1OeX6/rvAF2bu4PepWc0gL8CXm8MzTBnYBJY4hnwuGDaPNSxRkgJ6uybwRQoMOTcr+FIv4LLSYbcDX1CYMtzfzEBDsT/ogiOYsePwGVlzPtTI0IIzhMaipnZjSPCFABoDF+ybawJf1qxS9GinrBfKHenBr/K2Zrt6IWQrEXzhuNiBLwx6s+gkDVSALz7eYmTS8xk+mL5Q1l2KEUhfgBnFxqBkRcAXZuGi/xav3mRivrw8bonkFHnLb7lm8IVBX+wzz90ZoX6b4BcCA+uSXZngbFbmiwG+lErWsd90oIWMD0/1szyBLy+OXSK/5FR3HGPreNqBLxxDBiEY2CT4oksUWpkv94Qnyz+e7yVO4AuDjk7gC4PfDALzeXUnlxndeM7Vm7cbzBdkt36ZsE8u5/vJA7GFSrKRjRmNCNy/0aaSAn4IKtmBL8wwdIMvS1UGPxMk7JxcOsIESp3WDvucQVLrdcwwrGhxWqu8A+7HQEVm+hUFLDPwCtmB/VfLB19oE8FxzP6/dUudmC+oUxBbs646T2OCi+TN51zZhBVlvmQX+aq9VJeC1TNjreALM4cRSBl0X4waQwKsFQFfGJDiWUPwheAMnh2sCTiZerap3Th6Al+4Lq6H+cL+ZVCMgFB54AsynVF7rUHwFWW3IkAM5gvWJBuz1u3AF2Y9M2CORAQkm+jgy9EMF3uTtihYhJt37jLAF7zzweNn5LujvtKrQb6qRcMGGdzVF2OVLM+r7WIVkMx1aAu+WJgvTCAgg4T2lxV8aRebKSP7lR8wZKCCNq51nFEkHefl9YEvjSSyUlVhn3Mdch+kLBl+m3YtxjAxL1TVm4R0nCP4UiqBbGURWsEXBk4cwZdsNyOV9jNshMW7Tsi+K2C++NmCL8jUff/hcAWgWcEXgN2dO7gAXivzZe2GdSrDm/KuZcCX3CwltYymF3C3W4eewBeyiX5P8IUBWcjBxSWZa76QmVXDL03VtEKtSEq62T0/AArUDgXbFLWL2Ji0QnCGjDH6WmCQnssC+NJTeF5wLyTzBWfs+QuXZdKBQBnePNcEvtCm0ZkvDOhyP2b9NjwTz1wGgnO0MdLBF71mHc6B2iF5Zc4Paz9UFHypqAynDt7xt8jSxL9h049qkaPq9hjgyxNVpG49l0St7tPp4AsSL3cme5UpPs9zCrJ5iB+g6T4p7erywBdmpPMddfBl95FTMvu3CBnSLNMBfHH5kXrjWceEP3xHv5fJSpCKQ2InmmK+lI6pDpwivhDmW1hu0Bt/TzDOiTVBX7TC4EtpTT39nViLkHYpz+3ywBcyX5CkhyQ3Bb4UiSmRD7/BIDnmL/YmNs5nBsyxZ+WX+Apl7NCnEaVJQVgjqPGEpAc0Ml8Avixe5wZfdLtUB1+qRwYrhiEB+UnzFst3Z6KEbDfck3Yp7STOVcaDygNfnNjyfFcyX5yKunOfqSj4QtYE76/v5TwPuS/bMV8I5NPHp6Sx3T6Kz8DyjbcBX6hsQrvUys7SmS8EX5CAuHrjZhPzZdKidbI/1Rl8sWO+VAR8sdqlduCLp1qf7BM3+HJJJYxaG/cZ3eZ16k98zoRQzK8LReFChYLy/ubGdzd64D+lB26AL9c5UmCXlGfg2hkl/Kxp0EUjU8EOfGkUnGai3NJBhJYqMgNJw4OUVJdWMYbuNO+P7EswXzrU9zeKd+G7BYMbSHFRoSnbidkL+B6B+0ENL8kTXR6Wzl/uFQRxgdYz6Ey6JjKSWlUvlotZxSorlI3ZadC7hIbP3kt+KssUDQZVbFCBKjCmNthzp1SxR52+zEODjBs6hnbgi5Wabx3OijBf7KjTTtPCCr7o7CXWC+FzIpO6sm+O8e64J+vm8FCndBwy69s1qy733fug6afhAAUBfKnnIzOOhCoJBzJa6DjiD5AJWFzibUiBWcEXZqPCWF96OkSKxUtlOkB+qlFksRxL8zKYLzjsutTNUxkWHHv9oQDYnMsLMwons6ArruG7s14IZcsAvny1L0BWvNFG3UoP2nkq1k4DwQl8wfOcyI003t3TkrYyX/S5T/CFDAwE1ZuFZxnzFfd2Al8Q9G3dqKo88MBDZcYws8hfBrfyMiQvcAGcgajoWHl0/CHjeh1AAwD7dKN0RbXFeFJDmSwMzlsY4YHeJRLqX2JahzBkkbUH8GXnkbOy5lyQkaFVMfDFxUZhZif7jX1zLeDLyrVrFKXeyfBicJ3sNk9jaBe4JyjBTG4GHzEXk3IDjLpTuDedC2RY/pwVreS9sCdB4snH26uM1AvZeAhAvLXR/XQEMazgC7PT9PdgUBH9t3j1ekMSB/MfmdxZhT6qZoremK2NoNizd1aWtzd7m8CXTcluKTn8HdkbDIawkCUl69hvekYb/8YTkE0ghw6FdYyY3VhR45p7AGnluB/HkHsbHSTOD12ikEFv7qX3Rrik4yAZgGalqDvpMnM/ZUFRXfqCe3aYf4lympnRDfbRqk3bjIAEAIevEvZJar6v3BdbrFiDbMxoRFDs1dJC38ym5zzU90DOJe53lNPhuct+04N6kId6ZuIOaR6RYSuBw2fxBL6wn68HfJnzdE2JjqltyIHwjMa+9fMVc3FaK/OFSQLIPMzNL5SBvV3BBDZmGM7uX1NiatRW52lsSLGSRUVjXSVez3WA9wr2K1YgDeZpdpGPqmnBs4X7cf0GLk14PhfvA4YCsggRPAoPC5HX1hQK5WQYANPH0Mp8YfIBzxpm9elrhfPPUx07jqFTYJ7rgmPoifliVzuOhXcZJOMzYR/cc9k8hswSRbANcqQNg64oUB+Z/5cz8xWzl42yTljzU/vWNRX6toIvADkgocj3gITOsUxXljHPYOwXG7f9aIAvuPaXY2fk+1+9pPtNRSbmC5KIECBB8tLrHWqqDNWPO3jL7bfdY4y3fv4w+Mx1xvOPWaLco3gPvCN08RX4YlMTS5/HBN9o41r3Up6XTvKA1uvxbyvzhbXBmBnO/Z37IFmG+FvatRhD2HZ1AtNVIA/rIynqwufHAAAgAElEQVQtR4b1MYNJnGPYxyD9xca9lPskAyd6XRxea02KoP2MNRG384SaZ1bwhechQJ13O1ZRABqZA5yHuvyUlflChQHK/3EMdclN9qN+H7v+ZpKHXV1EvU8rDL6cOiOD558zfsr6d3guBtnIyND3HO4xOGdyinwV+KLXm7S+A/dKzIPHpx03vqaiAr8nWMJsaMyf85leipHA84J74Y87tyn7CM9+LiVVJh8IkGHN80zgC8cQc+Wuls3UHsDAOPdjPdjJuaTvixwjvD/r9LBuD8+BOqH58tfSWmB244fPCL44sXkJkFwP+EIgG78Hm35Uyzzp2rGTAb7oNWF0n66ab4aE+eTL1JceVTVhD5+/WkaSieeUXotQr7XC8SEL3o75Qn+C+yzBF7AIdx8+Kd/+Fi7DmmWbYgjsT7Jx9f61A1/o99qtM4wha1bpDAXEF8L9i+QjDby3G0cCXk6Be/qiZIM7zQV+bpdQwqA/x0cHX45mBMu811x1q3TbgXYpErwAVGJ/yisokmce72F6BMY7rPUkOZ8JvvA85FpDn0b4u4q1Y42gEXzhXoC1vXTDdtly3ruMXcpaTjhjqkeGKDllngm0S/V9m3Yp1yr7gvUk7exSMvGd1hc7ggm1j9dMsmWNch7rbM3yxpHnK6/R93KueaowwKbZlFpNVr7R2rillflCVr3Tb5KJCJ9zRHyGcRmTa7mXWuco5ib8djAn6T/BBlm9YaOxZ8JfnLRglfxsA75wzuh7H3+cTH8wF5nExLnEJEirXcozTY+r0e/zxF5inzsxsrnPVNQ/5LPAd0WSgFPCmKf1fOP7Gz3w79gDN8CX6xyV6wFfGBDHI2z4Yb3KPKAx3fXjjdIo+IqpyBe13wm+eMqKw7NV88+VtvX9ZezBSONNAb4UFRbIUzNPG59ZwRdQBx9/pIPKTmFGiR340rJakWK+6OALjXXQFIuKzeALqMTRQeUzX2iMMHBCaRD2DYtG4+E9gS+k/tsVwMbfw4i/FvBFL9CLv9fZS2XBl3VS2TfbBL5QdoyGGR0dp2kI6Ytg70LpUN9XoGOeWRxoC75AzqSgxFeWlYIbOr0d/8/sG/wOQII9V1wZyMi2aBhZLMevesn+LFe2dozfVelUO1+BL3bZRJAdO58XYmQ8JSedkX7fuJxGK/jCMbSCL7omqyfwhePPYLpVdgyGJ2THKIPmaUmzvhKvY1AT/2bmHtlLoFqj5gvBQlzDdUDWhCeJHgRxsor9ZVBLM/gCZ6BatShH8KXzxxvl2caZ8lT3bqa6PaTvct5iTgX5lCjtWH0d6uDL7qNnZdVZM/gCjWAWNbUDUpg1x/dj8InsAzvQzanvmTXsRDkmrdyTBB3vbwe+EBQi+MLnVuBLXoBJ/o+0eiv44vT8pKZbwRdmhIO5huwctvLAF7B7Fq1cYwJfkJ2XXuAMvjQOuijP3FFFgS+sKYUAzMaUMJOME4EUOprMKKPUhT344pIq03V+7frhl4N75cXlOeIEvoC9sz+rulSUVk55B2QxY19D47tR0gfFl1u2vNMI8ujzg9I33Et1bWO753cCX1665ar06NLZKChqB76AVQYHBnvf4ZxqCiRauXGrAb5ABmv88p8kJddP7o0tUnJobARfavlfkZcfqqYC93wvzkM72TEGfJiF99ItadKjSxcDuLYG53C21gopKFPrRu+LioIvFdVHtwtUUDecQV8Gp7Fv7U8LN+mjM3hECUfdJrIbQ0hZLU2KFQI8CEDUCC2R1way5ku8YgWzcR1UBHxhrRr8rRV8YeYwap9EXAv4UlorgPsfJRmY1ac7omAwXykKMWWb2vXB/wT4wmCTAb6USsehFs+uyxGmPYeBCthCp/PCpYnFbtXfgXMCbOPJfeuZwBdmPWMe/5pbVcia4D7uBL78sGOXkdSADPqkC6my+eglualqgAl8QdYp2AKwn19pX0uBL5919JVWre4ypP1swZfSOgm0G5gwYwDEpd/jPWEvtIvNkucrCL7YMYtxH84XJ3lAu3nhBL6wbg8DadwHFw11MWPQrLJjBF+czkPuvVbwhfUsmMULWzKpIEJ0GRPeszzwJWHXCdl1OUxeuNPMfGHgHuzsdztVU2PINc55qDMgCL7wbNu0eYMKMvIMKw98sZNy0fuDdq8T+EJfoaLgy6kzZ2XQPHcdTjvwhUE2SI4uTrQwX1avks9+DlP13SA7FuxdYJJatY6lJ/CFMqmUCeMYIqiXmOltAl/IdrQDX4a3LFDPxca9VMmOtXCBLxxD2vo6+MIzlxKBuA/mOseQgK4+Xsg0rxeWq+R8ymsMxDoFFv87wJcXby1QzKzxcxfJgrPRotuKlGXEM4MpG+qTr5IEnJoBvmi1CHXwhXY1wRfud3rdHgZFyT7a89MOJauJfXfv0dMy42ioDLs52xRD4PNgHerF5vE5Ja/05FL6vWSKcwwpFcZzRmetAXyJ9C8y1Qyz6wdKvTmBL5Qdux7whSxB2qVkJcOu+DUz2JSAy2QM2qW6hJ7d8zuCL3fnSruH2hnylwD9IUvK+QLbR7dLfbxKDBlpBtXB0N750145cO6qRAZ5m+xSygnijImqFKok0xEbqlylupGcpu/bBF8oz8q9k0Hx6wFfKDv2PwG+cL/QwZcfUqsYiaEYo2sGX0rtUiv4QlvBCXz500RXzZfywBf425MXrHaBL3WKZXpprVA8J9YTzrOKgi+UkqSP5rZLXWwVnml6QsnhQ/tkVEKWVBR8carNYoAvFayfxVqESDyEIgRti3I39Btf3uiB/5AeuAG+XOdAIcNxzqvmOh1Ot9SzLHENDmfK/rBYO4Mw0MpsHHJVPhnp1tZnBizBF080PDybAl/qBZiyVpDdgJovus5vWfDlkjze2cV8oVHzhwmLZHdGtFG82Yn5QuMa2Q5FxSXy00U/lb2Dhr+JDio0gtmkOVLKAdd8PGOhKhTOwD37jX2jB171Q8Ku3+lU2tVgwPUIcPtKscS/4ZLQ8tSsY4ig6IRSnVUWa9eZL9X8sk3Gs5X5Quk4p98l86XTTX4y47C/pBcHC4OFepYUjOC8Yl/jPeCcvNLiqqohg/9vEXLBYFHp2avItmgQWSInr4piAKDV9EuTDrULFPhiV2QNYEdiXojSXkdjhgL+3wl8gV76Vz8HGOwUPTPFE/jCPmdmlhV8wTucyImo8BiSZcY+x/vOeqWL+iedRz4TDM5bIjNNThxp7Azce8oSxxjmFPvKcy19TAUVMSerVncGX5AlN1ADX0jjpxFDvWXMqWDfEgnyEyWNxcbC4Qjw/Xj4tKw6E2hkaKHPYKxTT9kOfLFmwVuZL3bj7jSP/yeYLwycMZOb44IgT3Kuv0n+z8p8QYChPEfdE/OFme58f73IKj9jIAjPuXCFGXxBYPFynjP4gqB0/7uqytubvI26OABfPDFfmFHGvYB7p85yIWBDNobTGDIDql+dFBnyVNmaL9zbKprZRGcNwDH2NTTKznFvY4aWHTPKynzRtY3t3oFBR+oysxYL+wZrvVZQjgxv31AaNr7FuIU1wxB1bQD0LV+/yQ2+9IuVSSv2SGK2X5kMQ2anIeP+xYeiFPjCPqoI84WOIJ/Tzsnl2Vo3rMCQ4LLrA/4tM9St17CfKyrRYdXWxv3owDPQziAi9q0DaSEmfXQGjxiogE46JKucGjMMycwAEF4jtNjQ0bbWC9GZLyF+JfKH51wZhnbMF91GYJ0dPgdqny2/EKuYL5UiwpTcETOa+Q52zBcCaNw7mRXI/daO+eKJgeYJfGFtwOthvnAMmZGs13vYmVo+86VJ8GVHnX4GypA4MGVAAyNpA/3MrGfWeIBNerEo3MR8OZkVpOxtJkBgHW7att04V/V5y3VjPQ8V+NKhjrywLEtYOJm2dXnMl40/bJB3dwQYtRat7Dz8DvaQdjVybGti6XO6osyXa8n2tIIvZBEysMlEJe6DZMbguazMl3pB6UYgz24tcu9FAAtrgY37CrN4ATijbo5dkpSVkaozX1b+dEJ+vBgiI+8MMMmOkYEGVsBfO0WrMeS65XjrgSjuB/x9/gbPsOsBX2j/ABBCLSlro916reBLkFe+Yrhb6+NhfMkcqAjzJcSnwMT2tT4f+wbz4LHJR4yvoXowoGd3JRENhQUm0+nzx8p84V5I+xlB/nMXrsikfX7yfMsCU61DjqHOfCH7ozzmi74voi84hjxnrMyXm8Lyy01EwAt7Yr7wfGbil+PBVPqFXsuE1zJRAP+GTf/ybQXSsf3DRoBbrwnD58G1SAoL9S2UyaPNNST1Z+DZA8nYP2/2UV/phe7xb/gft1XNkzYt6kj9+jdJaFglJXWVlO2tkjvpT3DvZI0HnB8//3pKvj4S6sh80eMGfC4G/vVECtqGutwtxpCxBSfmS+WAIsVmLq9VlPniFAOw3tsuoYRyuNwveK7DXvot03UmsVltGl1Cz+49GO9AIhcAEDbOZzIwITuLWoBOzBf4c4wncQz0PZ57Nu9PhRKcMdGVw5SksZX5otedsjJfOFfLB1/WKtveyWfgs9BPcaorQrsUEolVqrl9XKd5YWW+6MAs9wsdfNl6uZIho457WsEXSLTpteusv0u7FGtmeFy6414KNZgX+7vnM/y+IF8z+AI7Uo8zwcaZuni17L3oJx3qlhhJe/gR1iC1A194zlPVgXvBmYLKhv9htUt5pulnFsfGE3uJfe6UFM59pqIsQkr8AcRFwhvjXp724Bvf3+iB/4QeuAG+XOcoXQv4wowQ/qQeELcDX5qEXJWPywFfPDlmFQVfAqRAwn1yjKAIjKJhjVOlJ5gvX+41AvCk7yKz6ptXuiiqa/NqJWVkx6BjDfAEB25+UYnsvehrABBW8IWbPQvRom+Y3VoR8MWTY+MJfIExjMKUS0vrl3iaDlbwRTcwKVlVEfCFgXsniiafA4ZXiG+RdLzJT74+5AJfGIRj4ThcC+pvelGAI/iiZ994Al9A8+xQp0jVpOhdK7mMhAbGPTkvWGmvo9kF4d+auEh+TI82HGME38fs9fu3BF8oyYR3sQNfmkdmmQqqch2gCB+K/noCX5CFl1XkK4NaectHe0KNKYb5XT0qRrqOO2h8ZpUd08EXZpK5wReX3jIcmzA/kUDfElmjgS8wZBeci1aG1q4jAF8CDCcBUmXQCCb4YjeG/87gy8njh2Xwwium5cp1R/CFmXzlgS/IsNyTGWVIqzmtf4Iv1nohdCavBXzBczLYh9/Dv/86ZaFczPWVk7kRqs4BGwMVCE73uytKSXqQ4TNuzkLZkGgOhFplx8gStIIvupwA/4ZsDKc+8AS+vDZ+sezNjHKUlrPel04uM9zZF/ivnbzD5rRoA9zFNVbwRafX272DFXxBsGHIojQh0+Wpz1ZJrwYFimmmN1vwZXRLWbF2o1FLDcGnqSv3yNksZ/AFQd8X28SqYCWDOQjuLD5bxSR5YJUds4Iv1LO2Budwtt4UXmBIcNn1we8PvhyXgfNSTD9Fh58Z93xOO/CF64Dgi56QYvf8duBLrbBiQ46FAUNK2TmBL7nFPjJpNGTHVsrn+12MNTP44qqzw8bM4YqCL5R3oKNJuaMy4IuWBUjZMU9sXu59Tk4ugz8VBV+stePwzizWzqAYM2ARtPMEvtwccsVkt+rjyEAZwJepAxpK32/cmf5W8AU2TVJhhHG+Qvf9RHawKtBugC+jW8qmLdtswRdKzvL3ETyAjj2Ck688XFdGxmcaexXnoQ6gWWXHWJOEbGUn8KV9jewyMl3WuUzZue4xifLy02Wz85ms4MnG1+/rBL7gGnxnBV/ihjeRsIjK6hY6+JKUHyJ1AjOMQJ7dOuTeay0wbAVfUF/nVH5lQ95Nv5f1XCYwgjWzavdvsu1CiLxwT5ApIMnzEIHpv3SuocbQCr68c0+utG3tSqaygi+00RkMpA1NBiv7Cv/VJZLs+qCi4It1n3Y6X8l8wdrIKgm0B1/uzZOHHmyravFAUtZOdqyW3xVV8wWsiRmvmM8y/bedwBfuUWSg2YEvyVneao3TRqQMJO1nvPPZlFSZst9XhrYoNIEv3EsxVzq3byv7D+yVxg2bSHhkZSPoqMv8UHbsWsGXhuH5tqCY3gfMgncKLBJ88WTj857cL/XfYKIAPuv28QZ5+Y5i6dC2vQG+6LJkVvAlwjdf1V5yatzrIckGVjSaXmsF/8Y+dnu1fHlxgDvoi7o9iVku9hL9CTJDdPBl/2+nZdrhkDLgC2T7sosDhfU+9Of7vcAXMJ6qBBTKu8PKApt2Z4oTa4L+2vWAL5CZBWjFPZ/2W0XAF0/1QmiXWutJWsEXMKFSCsN/N/AFjL21l2KUnFNslQg1fwgyTflukcw9Ha3kA2+99S7V3Z7AFzu7lL7F7wW+6FKZjovi/+7758+ekKfnJhuX6OALawTp4Mu21Eqm5E3a3C1DUmRfVpRQ0tjpN53AF+6l3Gut4JIz+OK2S+Hvfb1ktey+UBZ8ARvw7R98bJkvlOgtD3yx2qV24AuTff6nwRfW5mHtJPqw5Y37je9u9MB/Sg/cAF+uc6SuRXbMCr5gY0fmCRrAlw9/9DKoj90+WS83h6TJRyPcBhPlR8h88eSYEXxpf1OgfHEgwnhTK/MFxj4MddaugaMGx/6xTu0V+EKjhvRdgi8wjlpUK1vzBVIKy1NiZUBdF/iy54IbfIFBH6PVfCHNkVn8eMixsxfJ4vPuwL1VdowFZ3GtJ/CFsmPlMV8CvIqM+iWepgOfhdehAO9XpZm627ZvVtlHbvBlnUT5Z6kgDxvp18iG+SkzSoFcfXo4ZzYRfOnUwF+m/+JnAl94OOHeYG9cKQx0BF9uDU2RT0uBPAW+QHv/tY4CqaCGlYrk+BUvg/mCwu7t6yDDoorYHbgKfMkPNujmdrJjLNbOjDbQW8eawJdjMnDeBdUtvwfz5ThkxyoIoFmZLyxkj2exgi+QEWkRmWkCX7gOOIaeZMcU+FLsJ0Na+cg/d7sy/NHQN9WjoqTL2APGZ+WBLwT6rOALig+H+hWLv48oY5oNwBlkDUAx3nP0jKw87W+AL5iHXhr4YjeGjuDL6JYSFBhiUJQrMoaemC+oW/XDlRipaM0XSlbp65XziBkzpMfD+bqQ5y/TX3YHIuhUE0BDQe23Bzs7eZQds4IvcJjuv6+1XCv4wr2cfYdi5BdyXOBLrga+MOMeEnd977x28IV7pRV80eUEKHfELHCnPZDgC3WMrde9Nn6R7M10gX3NbrnV01ZqyGeBtXe5yAVKcgwpv6HLO/ze4MuMJ6vKs/MvCeWOcJY/1qCwDPiC9RXmV6zYmpRAgfzZ8vUbDCkOBJ+mr9wlp7P85f7YIpl5wl3zhcwXBEVGPFRDgS+U9cI8XHK2kknygE4uHXw6gpSOI9vEDnxpFFkorzzjPI+5bpwo/FyH18N8SRh1swSHRAhZDnxOyI4dTAs1MV/IMKHsGPXRnSYPEzMoi4UgfO3wEiOwRCeXUnZO4EtesY9MHN3dkEjB75XHfEGQHHJnOvjCjGa7mi8DPl8uiQWRwvlbBnw5e1IGzE0yvsfvE3zxxOblGDqBL3yeioIvlFLR+1zPmNUD9x99vUDV4pj/WifjcmvNl/LAF7IwELyb1t8MvlByhsyX2n6XBVmafA9I6JzICpJvX+ligC9Yh+u3bDFkx/R5uyBhmYw/VMl4zj61k2XemWglFftyKfjCNcZ5WB74snXbJnlni59H5kuHmtky9Knys7UpO+cEvlAOBEXJe3Xr6nEvxQXXCr4woIi/NYMv/4e9746zosq23p1zzuQcBBFQRHQwEQQxghkD5jRm1MnzfG+SYcyICXMakSYjQVDMGMhITk3oROecv7fO7VX3VHWF2+C8z/n9uv6CvnXrVp1z6px99tprrVjpEVVuSJLa/bgT+MLqVDJfuFexY1VawRcyx/HOfLJut3yZF90GfGFhF/Ygf5jQVenrM8bkONRBE0N27OwgGXHSKENWlslAxtB24Mt/jaqX00f7PArtDiaq6GtoPYeFWj8n+ML7hOzYksOp8vFDfn9B7i/BNqpqDJP40HpTzGO9v1ueXSi7alNkwW0D5YIXtxofM2F4+3PzZXtNmlDqjVXwSBbnVgUpI3TGiAQYvv/+a3n4U1HAUU5+kbxqA75wLrVjX7LN9H0HwZe/ndEip4w8Td3nhMc/l0u6FSkGLgEUHXSDzE//hDpXFiiuEyj44hXjs/F0I3n+zQS+PLFK7h8hSk6KkqM6+EL/GnwXyfbE0LrAwJfWJCy+ZwVfrn96sWK+mMCXNz+SQ5UhJuYL1791a9coHyfMu5sIvgyqMQzA8RtcX3XJZj4vx6Ed88X6nlmZL785sUqxgnAg1kqNbGxjUG8dxwT0vcAXxHvdevTznEutZu34AqWWGZdyPGD876qMMnkrWZkvI+LyTHkc6w3Qm4OJdH7O8cwiAICqBxqSAgJfPl6xTB5fFyf6Os64gNenQgnySJ3TEuV3q4PagC/63OUEvnCNsotL2wu+OElboTjti5Isg1Xt1YlcX3meDr5Y41LkQ9YUJ5pyQFbwxUvSmOAL4vpb5pUat8cYjeuQdYwiTxITJvK7G/yeL4hB9Fwhxt5r81bID/kAX0TlZXj89YxmpYZgx3xhrKyDL5CxBxOVsmOMS5mHsgNf9u3ZLjd8VCSIn6zeb3o/EPByiku5hw6U+cK1mcyX+4dWyHnj/XGn1xjo+LyjBX7JLdABvhxj7xwL+KLTUVGR+s2mHUYiHuDL4JhS+YcGvhib3KhCFRR7aSAiIZgRAc8XM/gCrefm5ma5ZNYu9fSoPIY5oxP4QrTeynxBcATPl4Iqs9cEjU2hd1nb2CI/5PvMbXEAfOkcU29I/NiBLzPfz5bZBzKNTZUVfNFlx7yqtX9u8MXKfNG9VEC7/PzHLTL1Yt+zIvDICq8yBc+kXzNx7+XbQ/BlQt8ImbU5VIEv9w8pl/MmTBAdfAF740hDlCP4giQzNks4EGysK4lVCRQk4fskNZvAlz6RRXJmN98ib+fvgM1QQX2UkYCxY00QfKE+bVvwxV8xfazgC1gcu2qOHnzRafoIIFZ+t8kwRUTAaWW+WMEXr6o4gC+QHbthaKgJfEHbwPOF4AuAl+CgZgNEAitr2oAKuez881VihWOtLfji0/4NDTaDLwhkPzzgS4av23lAFu8Nax/40hrw8vlIUabvxtHIjjEZaZ12f07wBcH1h0tWyXlnjlL6xRiLuTURruCLk24775PMF6vGPeQeTh012gBfIoLqFXMFHiCduvY0PSYDcIx3XRIH///rrDlyuDpU9tfFqYpCHgRfAJ5ePiJDfvOpO/OFQAo30qySJ/jC/+sJXs7rXqCJF/gy/YVsxQTzug6fjSwMSMgUNvo04TkX1NRWyezFn8i5o0dIanon4fjQ5womAA3fnuRcV4NdbkaenxSj5Gog93Ht+/nCpC/Wywv7NNmAL9kSB2PTm/zgC+6DawvuG4n4N5d+J3srwmVUp2YT+EI5CWwibj3dB76wytQNfOEGvz3gy8CkxjamvPogZOLeSXbs5wBfyMzC7yIRcc6vTpSMjC4C8GVLaazJnNYKvnjpo1vBF+s8wncsKaRK+afwPcBzRYeKITtmB77oxsdW2TH6hejgC5NqgYAv9JowmC824AuAfsiKeMn/sQ+dzNjby3yxA1/0xDyuN+6UoZLVubsEAr4cH1fsaJLMynAdfAHzuk7C2siOoShib50ZfNlXFaUkQsl8wXtIYB9jQff2s4Iv1/YskLf2pqvk5L3jeqnEPdmRduAL1m2wNljgw+IaMl8Yf+kJKnh/je1SYyvLqI9VA3zJzDUk8/TPCb54xfj6d6zgC/2z+B6OHXmCdOrSw2CWU5YMnzPGRtvk1scKZMdYGGa3RTLAl9a5lOcQICb4guttr02zLZKygi9sXyRnPl2/Sz7LjZFfj4w0MV/Oy8yVRXlZAoDh9xO7yW3zKwwPBM6TeoLXCr4QHAgEfNElkuzawAt8WbR0qTy5Mb4Ng8Vpy0nmC421raANxuivhg6Ubj36iAJfcs0+BW3BlzqT36T1d8lswbt+wUw/+ELNfhYaMEnLeckOfKHP1/c/fCMPr2rRwJcQuXlIk4n5Ah/JeblZhnelfl9WiWl8Zge+wBN1SvcSueEyP/gCP64zTz9LXQ793je+Qc33bgfBF6fEIot0fi7wBWN05OC+0qNXfwN80WXJeD+4ZwAbSWH1MqNV1truOegDC2AKyXMcVvAF89gwMF80uSMk/K3gC/dqOvjy0+4ceeWnSLllUJ2pgJP+IzRb1++N41CXEOW+1wt80Y3RMf7SIhsNs3CnfgwUfLHzYbS7pp2UKvc8jEsnnX6ykr9CXAHwBQUBPLj+Mi71Mms3wJfWRDqvw/FM8IUsQl12LCmyWeVS8I6EBrcYgDnXDzfwhSxCgCddMpLU3oLnk/miF2Qh1wXmDQscOFa5Rh0L+EKGvhP4wriUcqiuL7WIWMEXK5Cu4tJTh0tGVleVD/m+ON6QUce1reDLrxJzXRlYBF9Q8HfzXD/4Qs82Z+aLN/iCePrN+cvlOwW+mGXHoGCAfnMDXyAv96ebfPOgFXxhXMo8lB34wn518vpkX7DNfy7whSxAMl8eHFYhE8d1gC9eY7/j8/+MFugAX46xn9ojO0Y6Ln/SjY4Kz5ch8aUmvVMuCJyMaMDr9Ai4t8yIGjmrd5S8sCnKkLPBAtvU1CBTZu1WX0XyK0SajcQsNnFYNM4fd7ZivrAKiUk6bHzevHeSWvCHprdIXmWzYfSNjcOYzFIVXMPPpKa+SX7MDzYACFQ1do5pNJgEdrJjXPgZZLh5vnhVlQUiOxYe1GiYx3sNByv4orOXrN8F+NI5osoUPDMIpdyRl6EqAi/o/k7sHyWvbQpWCSXK5OgUdVQYFtTHyPwHx6jbQB+yUgD/PikuTx5rBfIgHfJjsU97H/fTJ0lkd2mQkgzimKQMh588w2UAACAASURBVF2VO/q9sCFK/nW/byG0B1+y5ZsymElmSNduvVWC5Ghlx7iJdfJ8wTPsrE4M2POFEn/srwFRhfKCwwYH4MsJSVWqMoUH3wP2oTf4slBq4fkyNMwCvmRIamqGTHp+o7o02F9NLUHGcwB8uXFglUw5b5LqT0ryEHxBgnHOA+NUIioxolmCg8SQHUOV4v68IlWZj2T4+l0HZMneUGOTgDYLCQoy5GHs+vCRV+bI6pIso/LYAF/uGSYREVG2/e70/ixbuVxJrjlVvfC3AmW+2OkyO4F4oHbn1oSZEhHcVGNj9F1FpjhVr/J5CL4A7L1vWYMwYQi5h1GjfmWAL/Qv0asZeQ038AVJzQOVobK/Nl5JjvCgRAfG2uUnZ8lDq5qFG0GYwX6aG2syMGf1PJPObCcCtnZ+IfSf8KpI+mnLBgVaXNOzQK6/tK0vB72QvK7DZ8vZt0MxT5BkyGv0MTOd+pDjww58CVQ6zioNALbK1HcPysMnVso5Y8YLpKLO693cBnzB+5UQ0azWLCaCcB9cW3DfSMS/vXyN7C4Lk1GdRfll4cD6VFVbq6rT8P7eOLqrAl+o845xOP9AkiHHiO8ggVugeV1QPokAGrWVrWvfHc/Nl0EpjXLnVc4JJy/ZMbZzoBIdVm1ttz7EvPVTWbRJH90qO+Yl0cE+/HBaDwXKWQ++Y5BDQRvyOfBcURr4Ut/si0n0mEz3adJlAfHOV9fUKnkHgC9pyYnK6Jv3YOf5YpUdI2vCKjumvyusLPWKadiHTsxnJuQCZb7o3nFsT1b6WttXjx34Gccnkn776xJkSGyxqWjIeg2sZWBbz7pmgFzx1j6hxwVlx5j0pdEqnwNVxmCWQUrJCXzRx60uO6brqAMEvXd8b6XNPmtKkvTsPdCQgdTnF5rk0qSarFh6YjD+0vsLMffYLrUqKex2cM69wAF8IaDkBJLaXbsN+PLrIRIV7Zc55Xf4Dul9zLjWB77ESJ/oCpPfpPX3CL5YNe45R5HhTUYb21C/jm9d9jNSKQkGNtLqDTvls8NRcsfJ0fKnr30+CIhns1ITlBk4EpG/O7eXqjLme8v9Edmo+M6tzy5QZr2UXFu7do1M/6RJpvYokBsvu8jw/NCBFsRdYJ9ybXfqRxoCI4lpl+Tn3OL1PvP6BF8ow0m/M7vfh+zYx7nJpnWDvwfGWGVTuCSF1bqatZNhBqbieTO2CPZB9S2hSvUA0pt3Pz9PNlenC5O0BCEBvlhlxzgX/vDDtypGwb3vzyuUVzaGyK0nNKkqfByIj8ZklStlA7uxzVhffw/tZMcueGKVXNy9XMUh9HCwMp4GJDbIA9e5gy/8rpMs0qv/mivv7c/wlBZmH9nJjjmtVYxBdWYM7wfXQ1yUHFYnz9/l7IHGderRs0QxjlDA1Suy1PQdzGMnpTfIHVf52XjoQ/r2cD/BmISyY6ji37pnv7y8KUJuOb5Ontroi9HAOsN+pqgp1vB/1ccox6EuIRqo54sOvqDfM6IbXb0Y8bsEX5z8QmBq/m25fy/qOjGLSHtiGsQVAF8gw86D8QDjUi/JKsqOMZHO95DjmUUAXA+5t0CxU2KEzy8EbRUe3GzISHP9AKstNt7H/uR9+d7DGhmdViqL830gaJeMZPXeUoqS414vpCK7n+ALxyrfY7u4lMVgTnsGtpmXtBXj0kBlx3QPU/wGWEWjThlt2/W6DDtP4FpCAG10Uq4rA4trKuKP6z8qMn6HrCDGpVZwCWtgbFiLkkfkO4K5T49LAb68s3C5fJNrBl+wpkVHRqhYVGf9Wdd5yEZijOAgkMd+ZVxqBV/0NYugipd0HNvcCXzhHtorX8L7Z3xFSWLGh17vb8fnHS3wn9ACHeDLMfbSsYAvI+LzHCsEwXwZGlcif7nVHzx+uHChvLg1RZAs3laTZnh/OD0CwZffXzZKduzabWjCQtezuanRAF8QTDW2BJuYL9jYn2cBXxjE6ODLCenNUlDZIiuLsgRB/8zbz5L3FyyXd/ZlCCqoqmrbgi+dYhpsmC8+/wocNIxlpcrPAb44Vb1go3Us4ItbpS7Aly4RlaZA2Mp88ZKOU+BLWKM8csUoOXTogErc2YEvrFicN90efNGrb5DoXVvsk38h+LKnVFTVuhV8QbXoNEuiFZuywvpIY7y4gy/p0rVbnzbgCzXP0d9ezBdWUlFGqrGpSSqr6iUxPkqNl2MFX9xMnu3AFz/zJXDPF3gMzLhuuBw46OtDFQxfmSEpKX7wBfJLtS2hJubLDQOr5JJW8IVAH+m7OviSHNmsrgnPF8gVgMXGdkOl/4Zd+2XxHj/4guQIDBrJhrLrQ1Ybsd1XfvqJ/PX7aEMaLD//oFz5Zo76Xa8+JHDjBb54XYdznbU6DYyTjx+0lwjxMV+Q5PHL+3Hjizn4+/JMlWBwq5Jk4Dj7ht7qPfzbJ0dUcpcJmqlPfqz8CSih1V7wBRrc+ypC5WBdnJQ3+8Y1qrUam5vlL2siBe/vJSM6mcAXeL6szvUx2HhYmS8G+NJK2WbVvJ4MY3DtFRRv/WmD3LnIG3xxYjdZ1yn2YSDgixvzhSxCfZNhtyaSNQE/i5ycHOk/YJAqLuCG3wl8wSYX4AsrDH+qSVfj3Qq+vL/iO9leGmoCX1A5WFVTq6pSsVZM+1U39f6/O7WzYhLYgS+sMGS1LSv4/eCLT7LRmtRD0npwapPcfqWz5BHHg1PhBje5ZOZ4hUftSVTYgy8LFcOSG6xAwRe8hympGW1uj1I6ncJKleyXHfMFc18twJe7AgNf0Nfbtm5U/hKo3E1JiG83+MLEMuUduFHV3xUyX7yStexDp8INsjg4b1dV10twiEhUhN9LSm84O/Blcau0pLWB9diBn3F8EnwZGlcsf7vNeQwSfFn44NmyccMPMmP1YZUgJwhK8IVyE7rs2IHqSHn93knCNdjKfHEDX5jYRfHSPeP7KPCFUjR2ni9MerE/yJq4qV+RXHXR+QbzWO8vvLvjutbIDZcGBr5c3ClX7rq6bYL43wq+vP2RktDTGWpm5kuM9I2ucPTt0WN0MDyPFBfJ05/mKZaQFXxh8spuTFsZqWS+YN77csMuWXEwSu4Y6fd8wd8jwsJVcqtXRJH8blJv5dllBV900ITsDoIvTCyzqIjsJR18gS9HdUuEa8IObVCYf0guf3O/Y+zA+MvrfeZ7lHPwkEx7b78kB1dKcXOsIQ1jNwe7gS+UHfMEX1plxfAO4T18+fODgrWNyTOylwzmS6v/A5LF+dVBqpjLWpFO5gtkbfYdLlAFYzedIIYsIPowODhIbplbbg++LF8mT66PM8WTduDLxf/8RM7vVqHeMyfwZWBSg9zvIsGJdmX1vlNVNwsBvWIj9pEd+EKJTGs/UnaMrCF8bgVfUsLr5LlWWWu7ccC5HgUCQRIkb3yZIygs0AEbgC8nptebijLAtjhc6fN84X6CMSvfEawfW3fnyIubw+XWwX7wBUydVWs2qHUbUlhv3meWRfw5wZesmCb5vVb4ZtcGXuCLX4XBVwjodbQnpsH43+0AvjAuDRR8wTxWUlIij68qkEMNiYbnFNeh/q2KJ2TVu4EvZL5YGax6UVBpeaX81zfhSkGlW2ayArV5Pse9Dr5YmS8cq27MF+5HnKSK2ReUR3byFeE8c7Tgi+5xaRfTOEmp0vPFy0+S4Atya/v375VHVxaq/SDjbMalduBLTFiLKu5kwYId+PLuwhXyTR7Al2Z5ZbvPi1AHX3TWH58P7Mi5h7PkrJTDRr7NCr4wLuWcz4ICfc3KPZSjitQ8wZdWNvdtA4uUWof14B46UBahFXzRgVmvd7jj844W+KW3QAf4cow9dLTgC5IDp2fVOmoogvkyLKHERHXkJpfgC6uZnR4BCcGMiBoVYOkbbCvzBZJVdc3BJuYLQQFslEnJZhADkAXVh3c9P09OSGuRgqpm5TXBIIMyHJiEK2sb5fvc9jFfWLnpBL7oZttu1WFoFybI3MCXyKAGE+XUbUjoWpyofj+/a1EbQ3p+H+BL18hKU/DsB198iXsvTW8EXmC+PNsagKM/7MAXJK9QNe8EvoyMz5O/tyZEkEBZV+yTf7GCL9SnZeUHqzz1NgH4cqTeb95ul7iHOe5XZVkm5gs8Xxa3Jsh1WrBXwv3fDb44VZ/imQG+DE2qMhl3MvHTHuZLXXOooQvMClUE0UkpaQbzBUno8uYIA3wBAHv9gBqD+ULfHm6WsEn/aPp4lYhKjmiW5pYgBb4QpGG7IcG3cdcBWbQ72KjQag/zhUk86sOSncLkA9rJqw+9wJf/fnWOfFac5XkdjkMr+KJLOFrfX8xb+bXh8uo9/oDw5Q+ylf4/wRdoyT84zblKkoEjE1asbGeihx4PNMVsL/jy1FtzZE95iBysi5WyJp8vECTNQkJC5LefiZwSnyeTT2oFX1qZR2C+QJrFDnzhfMd2IguO4IupsungPrn6vcPCfnaa/wi+QE7yukvaVmP+duYcWVORZfKxcJtLeW9MlFvlMvTvBgK+eEnHEXzRk454F38/olrGnDVWUfLP7dViKzumVxjagS9IsHzwyRr5qSjEBL5gfaqsqVHgC9iH143uKXctqREmXDAOFxxIkkUP+uRScFjBFyfmC3Wb+T3KgLrpMjNxT3kga/+0l/mig+i4FhiYlBi1XjsQ8MWtIAXX4ybXSX6CyVbENPvroY/uA/8xfqCtjXccm1wkqCDn4sR8sXoybd+6SclU6eAL7yEQ5su3a75SY4CbXDu2GcEXa79a29GL+UIg4WjBF4AeTlI3YL6sK4kxCi9wb4xL8T14Vg2LLzYxtq33r4Mv+IxJB26uCb6QNcHngOfLwWofiK6DL8tXrpB//BijfkbX9c9etFieb/V80XXU4dN3zzgf+MJq70DAF7Im3MAX7AfGda2zZQbq7cD+9wJfnN5Tu3lVZ74A9Pj7jRMlItIH5OuHMQ9qAJsVfOkXU24wpe1+izE+5zGyJKzgC+a8HyoybaW3rEURTAQh0f31pl2yLCdCbh8ZbciO4e/hYWEKfEEV+G8m9ZUb55TI21dmSueuvWT2wkUyc2uy6N4gVvAFIAPAbyYDmeChfCieFayKyuZI03Xs2oDxDzwup193SZtT2st8IfiSElKpWAVu8wDAl2V5iSafQ/4ewJeaplDFmoCvldPB94yxG98pzlF8L+mzQ4lnxCp51UGqcJDrMgoaEpPShcwXJG335RbIrI1m8AXJ3arKSrny7QNCfyD9/hiz6vEk9plbqtPl72eKjDz5VHX6Jf9cLud2qzKDL6Pq5IzRftmxQcn1cu81bftF/71/N/MF7+Gfp54hCYl+nwb+PguAdGYM/Siwt0wKrZa08Fp55tfOQC7BF44VsAOL6o4OfAETOKtzN9HBl217D8iLG8Lk1uPrlYQeDoAvP2zaqkAy5gL0NrUDX+CbB49THeTEfGX1fLEyXzrHNJn2XnZj+d8NvgyLzZN/tkp2W38f439vZaQJgGI8QPDFS7KKzBeOAzIurcwXFAniPQgEfDGYL7cPlNi4tswXxKUNTY3ywIpGBYJ275Sq/k0pSjJf9GI5xqWU9qypKpdJMzYb8vcErfR5K1DmC8EXJxD0WMEXNylXVVBSEmcoeaCPrbJjum+K3Rgk0LHk7mESGRklNz6zSEmmMkfHdcgKLunMFzfw5f3FK+SbwyEytmewvLQtWd0CnikiPFwVArmBL27MF2tcyjVN3x8SkAkUfHEqCmLeIlAg2wq+/G5EjYw9y1dc3HF0tMB/egt0gC/H2INHC754MR4AvgxPLDFRHZmEMcAXDwMqgC+ZkbXKaN0NfEEVWXVTqAl8ISiAAIkLohP4kl/ZrJgvpybkKqYOgw9MwhU1DfJdXpCqMsURiOwYFz5qsFuZLzQAw/W8EhUEX3Q9d73LUeUG5kv2dJ/Jn9excOlSeao1CLWr+tG/D/Cle2SFKXi2yo55aXrbgS/UvqwsLzGMMpFw31sTZ7CHdJAG/x6VkCt/bWVR6eALguJeSS2yp8THfCH4wuQTEw36c2EzVFwfYYAJdgwIO/Dl+XWhRpKR5mxo+6UPnu7a7GxzmlRbmS94hu1VCe2WHSO9Gx5IiUm+ahLr4Qa+oK2+r8g0zLOdHgLBtC34clUnSU7NkHOfXae+ivFU1BTlB18e/1SuH1htgC8EGOAPgvdNB19SI1uksdnHfCEbi5sgMF8278mRhbtCjgp8YbtbmS8MynDvXuALE2ROzJf2gi9WU8z3r+umfCXsDjD2CurC7MGX1j6Et8r0ac4bdSv4ct1Ti5X5JQwPR438lZD5QlNMMhv0+0H1U05dghrvVs8XBO87SkPkUG2MlDb7Eom4dmhwsJKTwNw6eUQXJZlC8MtOdoybHc533BDdN6Rczp8wQTh36lrOTAR6sR0oO+YEvsx8b47MPpjlKC1n7Rv2IcEXPbliPdcOfCFDEqAkJBNhDAz6vtOBpNHCvCxTxTfmRppxoipsYm85KvAFSciPVn0rm4pC5LQuQfLaTt98gvWpsrpGAWgAFq45tYfcvbTWMA61A18oO8YKMa773MixT62FB5AdOymz2bXq3s98KZMLz53YpqkeeXWOrC7OMpnPu03OnMd5jj6urN8D+LK1PFrevc//uyy0IPPFSx+d4ItTBSRlhhDT7KlLMXzjMH4g74B3HB5hDTbgC5O4uG8n8AVstNSkBLXh5T0EAr6QNWFlvtjJjnl5JgUKvnDebi/zRW8Hax8CfFlbHGPy7WHSG3Fpzv8WgAyNLzYxtq3XsIIv6I+NVRlCs2VWuvO95nMgsXiwJlxm3XOeUOIQ644ZfElXnhg4rOAL10Mkse4Z309JVnGedgNfmHRev/47uX95o5LTha8fWRP6mMd+YHzXujZsYWsb+MGXPJMRNs9j8uxowRe39ZjzIBNF+M35Sz5WhtqUHesfU+5qEu0MvvjWGca5KPpZU54pdvMC1uW8Wr8cqA6+fL91ryzaE2qSHcM4CA8PVVKVqAJ/+LwBcsPsojbgi17lbJUd27J5nQK/r+6Rr6ThmODRpcouemKlYp+6VUujzRj//Gzgy4GDMu39HEkNqVDeT27zgAJfcs2gvS47VtUcLqlhNa5m7bqEJp6Hcrr0knrghblqXaXsmAl8qQpS44PrMiq+ATDo4Mt+gC8bguSmoUHy2FpfTOMFvjDW9wJfLn9ymZzTtdoEvui+DpD5GZzcIPdc838rO4ZnJAiaFlKu1AWcDoIvs6/vqfxDcOjgS3IYwJc6efpOZ9kxrp/cB6M/jtSFyPMaWwaJ4GGpdfLrqf620GXHuJ+g/JkOvuzYd0BeWB8mtxxfb+x7AdKs3bJV+fhA/u+1e88zPSLH4ZCYAuPencCXyZ1zjftCu+kJVuwzu8Q0ysPXuwNotbU1ag91adc8W9bvs2/PUTLoBNrd4hl8pjNfwGR/9eZfSWK8ryDKeriBL1y/RifmySO3ODNBCb6QzXvTMwtV7MLxTDCG1+P6jDaF3LSSHXt+noQHtZUd03293pm7wBSXNjY1KgllgC89u6Spf1vBF0hA9h94vHpsK/jCsWqVHdPjUsoge8mOeYEvjEsJ8nr1IdkagcSlyIesL4k1FZRYZcd03xS73+YY45rKPmTRG9chN/AFcdC26hS1P7TKjv1r8SfyJcCXHiIvb/cBuQBIQkPDlBS0newY1oi5hzPFDXxhXOrGfCkqzJVLX99rSHU6tT1jGicvwlkfzpN396UHLOHI/NaQmHwVH3Kf5tX3HZ93tMB/Qgt0gC/H2EvtAV+WrFgmT7Rq33oxHgC+nJhYYjKbYxKGni/Th1XIuS4GVEgIZkXWKu3m0pIjMvmVHeppwXxpbmk2/o8NV1ljuAl8ISiAgIj6yEDp4eOBqlJIP5D5QvDltIRc+R8NfME1yqvrZU1ukOGpcftz86VztLvnC5/TifnCBCJMcK8YP9Ix6aqedfESeXZLosHAsHY3qtzCgpqUd0YgR3vBlx5RFYYJHq5vBV+8fHsAvsSFNhgADvqDBtE6+IIKwx1VYL74pNus4AuBMXyGYGNDSYzqbwRwvRX4EiQ/VmYY4AuDDzv9TvR7aUO4kci3S8KjSvXLUjPzRQdfyHxxk4tif7DNqTX7c4EvNEfXTQmtYwDgy7DkSvmNtgHgJrU94EtDix/44OYMiZ+klHQDfOkRXiSFDTEGiARgUAdf6NvDChJUSM5+YLzaNKfHtEhdoz34ggTf5t0HZOFOMSq0MA5Dg8WobrVjLxEQsYIv3Bi3h/nCBJkezOttDTPuT4s6eYI4/I6V+aJLN1j7EEmewrpQU0W+wXxpBV/greKmD453ZllhJ2FwbQVfyIRBH+6rTxFWEer3ggA8py5eyaNZwRdIiG0vDpHDtdFKcgQHkj+wUAX4guq5i0/qIg9YwJfVudGmDT43OwRfmBw3wJe921XCSgetGTTrVeN2cyGZLzSctp7DDUOgni/c5BKwgm75iBG+ylbrYQe+MAE4PNbHIvTy7bFLOurgC+ZagC+Xnm9OJjh5vsxfskSe2ZyobhVVi9mrvpX1hT7wZVYr+ALgs6KqSoEvAMCvOq2XSv5xzlHgy0FzBbOz54svsWlXYYh7QMK2U1qSDDnhJMelzIv5wnfeayzwB6zgi5vknAJfyqIN0B7XYOUuwRe9SMDuIQi+OG3C6WNAo2++B2D0QN6B4Etjc5CSZtFjMjfwZcf2TcrcW4EvyUlqw0vQ3g184Xz349pvlaxHIOCLl2yfF/jy/vwFSpoiUPCltKRAJr+yy2huL/BlfYnZt8cKvgxPKHY1p8U7FxtcKwumn61+08p8YVLYur4CfDlc45vHncAXneFsBV/Y1xhrd5/TXxnjErQn2Gbn+cKkM1kTBF+YuNeTTVOf8oEvdsxAfTwb4EvnPJMRNs8h+EImieMLrX2gM18CAV90fzUDfIkqlNy6GBkQU+7q28O5l9XalKjiOsM4F3Hn12VZygNk8JDhpsewFkUQfMG4/XHbHlmwO0RuH+H3fAEDKiwsXKZ9WCDYAz10/nEKiCHLlOPw0bODZMRJo9RvWcEXrmFW8EVnvrCAQb+OXfsz/nGKHT5esUx5nQQqO3bg0GG57t19Qr8qL/Blea7Z59AKvqSH17iatZNRwrHCuJaVy5A1wroKcGlJfifjObCO5lcFqfHBdZleEQb4MilG9h/OawO+ILlbWVHhyHxxA190MAzv2dguPoYZ2StW8GVISoOtpJ/el17Ml9c+nKsktDmXtuc9RD9CXcDpIPiiszjJ4gDzJTm0WtIjauWpO72ZLxwr6I+iuhCT2gISwcPSzLJjduALY2iCzNhv7dx/UJ5fG2oCXwDSrN38kxrbiHd1OV88K8c9kqZPt967Hfgy8bHVMqnzERP4QhYyroPx2S22yZWRjvO8wBcyM93WNb2PdPAFANpLN5/uDr5URSoPXB4ExBiXeklWPfnWHFmUl2UU5DiBL2QR+j1f5kpSRLP8/sYpqq0igiEj7RsrXD908IX3hc8RlzY01ivABTmInp3TFSNw8Z2DJSomXsh8efnieOnTd7C6Jj1fDOZLdaVSbbCCL/reAvuR7tFVct1pXV3jUnq+OLErGJe6FUrqfWgFX/C8xw06wfZVxN5uY0mMKS7lWkLZTC9JY4Iv9OOkxwtzNYxLqSLDG9GZLwBftlcnqf2hHpdCAvbDRSvki0MhMq5nkMF8QTsHBQU7gy/vZitvrTGpuYZ0n1V2jHGpFXzRiyUYH+rvpl1DMqZxYr7wmfQx5TafWsEXO4ApkPm445yOFvgltkAH+HKMvdIe8IU6nCqwGFwqF5/rN2mz3gbAlxFJJfKnm/zVKnOXLFEG2gRfvAyoIIWTFVGntJtZpYffQfVRU1OzXPzydvWz2IzCwwPJeBzYxBEUwL9ZtfCHl+aojRSrXbDhOiFDJK/CJzvGCg8u8pB3mf3xSvnucIuhQQuqe6eYRmMxYNI3IaRa5j7gAw4ogUAtZzBfXtgUZXg6UDrHq1Lb7lrWdkaVW6g0KfmmQA69IoHeN07fgy5xz8hywwQP51nBF6/NNRKC8WGNRgUR+oP9rusDQ5Zoa1W80YY4j+Ac/q1X36B6lQkUJBYBvuwm+NLqQ8TkMAEP/RnR7wBfqPVrl4RHouSLUr/JIYLB59eHGKwOL9kN/ffY5k7gC55hWzuYL198tVpJWUQH10p1c6RR7WPXj6iwG55UYaq+MsCXVr8QL7kmVC41toTIW62mjEySgL6flJymfCdw9Is8IofqYv3gyxOr5MbjatU8ge+wKpwsDFRIQnLqty9mS0Z0i9S0gi+UJ9OT4Vt2H5AFu8TYJGAchv2vDwCkI3DY9SEBEbY7Zce4WT9ScFgue2OfnJeZ66mtTdkxJ71Xmn56MWjYR1ZdZidTU5yPALeg1gy+UNMYbfpdRaZckHXYVaKC4AsTVgxiydYg+MKkL/o2M6ubaUiBeg5PF0hMWcEXJOG3HAmSvLooKWzyyTtA0xcHjDAhpRIRHqakAdhGYL44gS9MQvI9o1QhE7d6YgdBbvaKz+WiMaMlPtFHabc76HthJ0WI848WfMF6Ar+Ax8cGy4nDT7H9bcph6eODCUDK/3n59jBxzw0S1zq/vMNCmdg7yBZ8SYpsVrrMerUw1ylcB9Wr8z5dI+vyRU7tGqL00HEAiAL48vCqFpNkFUyOo2MSBONwQY45icZNLun5XPdZRcex78WQsGvInH07VMLSad3he+gk02m9ptXY1G1jhWtvLzeb05JxwOo2vUjA7v6feXuOzM/NElZaW8/hJpdgDp8Dzx0cEiJduvZWyf6GliBVHazHZLpUoPX93Ll9s5KpgmxKakqS8n8hgMaKUn1sXvvUEjnYkCic75jQcpMdA9DfLapGHr5kpKSmd3J8D9mHTgU8vPdAZcf02BA/aieZyJvRYwf+TZcd218XJycmmBnb1gfBWgbDX0qkMiai5AyqeH+qTldsMhkIXwAAIABJREFUP8SbfA7EFHm1ofLS3ReYZMdwfa7pjBnxN92TSfeGwe/07tZJ+YWw6pxtZge+MHn+0+Z1ivF0U78jctVFFxisCf09RMw9vluDXDvFx/R2OnIP7Zep7x6SKV1yTV4MPJ/JMy9pYf36jCu8Clo4D+rPyrkM0nGH6mJkUFyZwZS2ewbOvazWvnfGPNlYlW5I4pI1gcTj5yVZtiwOMOkLasOMogiCL+jv9dv3ytydQXLbiBj509dh6hZmTUmS0LAw5XeFpNbgfr3kug/yjfHKcfjE2BAZPnyk+g7nA8rOUD6QexoCaLpPzKX/XC5dIqvkoYtOVDJMTodX/MO5pb3gCz3Q3EBYVDW7gS/VzWGSHlFjYkBYn4OAGccBlQ2oykAZMoBLMObmc0C2Lq8y2AS+MMlL8AX3vh+eLxua5YYTgg3miw6+2LG6GEPoY5OSdjoYhvn1rC71JvBFl7RC8vOE1AYT28OuH7mHIhhnPee12XPlnb0ZnpKsdu8hvRedxg/BF72QoK62RiY+u04ig+oV+JIRUaeUK5wOrp8cK4iTiuuCTWoLaIthaY1yx1V+9gXAl9yqIOX5yGIuxtAEmRH37845LDPWBsnNQxoV0wUHwJd1W7apPrVLtHLc636oBPJ0kBN+q5M6Fxnzn14Ig99Bv3ePa3ItisJ5bDOrnwbbjMWcbuua3r66JDYAtBddwBe0997KCCXDzoMFJYxLz0jOlT9reRxrX+pehJDuY+Ke45kSVpB1R/ErnwP7XsalaKvw4GbDw9MOfOF94fcRl9bX1yvABe9hn66Zam1bctfxEhkVZ4Av+v7fAF8uTZEePfsboJcVfNHXQ4Avk/vUqvXS7SD4wkJf67mMS53iPuv5ebk5ctXbB40/u8Wl2NttKY029uf4EtcSgi9jUnIVyOV0UHaM+0P2Idm8XIes4BKKVKNCRTH2EZfuqE5S0ux6XIr9yuyPV8jqHDHJjgFQgn8WYlE72TEU9M05mCW6HLMVfLHGpcwD6ABaTW2VrP7yazl91Mlqz+J0cC/gpOrDZ/LKl/D69ONiH3Cf5jqQOj7saIH/kBboAF+OsaOOBnwBij5lVB8ZeJw9Eo9bAvgyMrlEUUp5cDNJ7U9O7E6PoIMv3GTgXIAvIWHh8sK/lqqgGhUaeXWR8o6WHGZgjICIputkM+jgy5D0IMmvbDKBL1zk7UxbAb50jmlUiSwcBF9oHo6/MQDnRho6wDM2RBjgCxOI7QFfnKpeIA0WGtQsHz3QfvDFTu9W7wtU0PWMqjACInzGCiBWdTKh5tSHAF8SwhqM6if0B/sd5o4vfrhEJaMArmyuiDMYPDpDBv/Wq2+QQNlYGqX6m+DL3jJRxuPU3GflBza8PXsPNN0eNm1lDWFGwMkFW9/0//mVOfJFSZahT4vk+zNrg9uAL4GYr3E8sOLGynx5aGa2bKtKNCppvV5pJmqQAIK8BKt97L4HqvWwpCqTGTvBF0pqeAUTCJ4bW4IM4EMHX5CgZ9UM3ut9NfGO4AsANhgZE3yhrAE2zZkxItUNLYqdgfcZmypWoNmxTQIBXxjweoEvXtJ/aFcv8OWvr82RlUfa4/myWyVeeHiBL0V1oSb9c4IvqLT/pixL3Hx/8Bte4Asrh5n0pYSDPqYAvhBc4/uFz5FogIRWQWWT/FgSK4WNvk0uEkZNzS0G+HLKyNNMQ3Tm+9ny2WF75guTztyEWMEXr+p6u3eB4IudFCHOX7piuTy2Llac2E3WaxJEIFvITZcZm9xvS1OMNQDXsoIvTvIv/F0DfGn1zMHf8S7Cx2P0aWcIqm57d8mQ4wYPM92qvslFYnh3TaK6Dx18QfXq0i/WyP7ieumeHG6AL5jfyioqDfAFv6Mf/9fgCxlj/y7wxW1NdgNfaGzqpY/OTa7TJhxz3rPrImVQbLHSmNeT8Wx3bHKbWoKUj1qg4MuuHT8pmSo9wcfrMd7RE4bwDzpQn2SAL5s2/ij3LK0zPF/4XlplPSb3bWwD/rV9b3apBLRTAc+/G3xh7MD7soIvJyWYGdvW+/cCX5A4enZdmJycWKQS91x/AL4U1IYoKSXd8wXX55qux3lu4Mu4s32FPjwCAV/ImvACXyb2aFSyZG4H+98TfPGQFtZ/g3FFVFC94a1ndw9e4EtefbQMiK1w9e3h3MuqfbKXuM588ulKeeaHIDkluURJpNpVHlvBF+rPo7837dgv3+yvkfOOTzHAF8wtISGhat23KzzjOHxyfKgMHXqyenQr+ML32A18AfNwYvdaT/YSwRenwg0mQNsLvpAJ6gW+rMxLMABMPKvOfAH4khlRY3hF2o0DJ/CFoO6qz1bJM9+3yOnppWqfSPYSksUFVcEqFiXzhTH0urVrFDsXyd19h/IV+HLzsBD5+w8+2SaAL1WV1XLFW/tU0veCiWbpy0DBF+yLRnduVOAL5Y/0uRmx1pBUM+Bg1wYG+NIz31au8/XZ8+Ttven/VvBFX8us4EtmBJQrnCWrfk7whe8ywRfst/bkHJLszeUysV+UCXzZuHW76tNjAV/A7J/YudgMvpxcK2ef6WNEYnz2TGjy9O1hmzmZtR8L+AIg9IWbznBkviAu3V8VYZJes4IvuuG57Xz89keyILeTUVBiBV/IBiOQ7QS+gPmCQlsc3G8RTMHfdPAFcWltbZ0BvljfQzK+uOfG963gC9vdDXyBj92Uvg1tpHyt7UDwhV5c1s/bC77oSg64lv4c1mtjb/dTWZSJvWQFX7z8JBmXMgYk45JsEe7F7cAXMLIhrYc1dGdNgsqRWMGXectXyraCOhmQHmEwXxA7tkiLAl/sgAkU5310MNMEvmDeRKEb1xZrXMo1LZA9vbUd/13gC+X2uE9zDaw6Puxogf+QFugAX46xo9oDvixZvlSeWB8vfz29SUadMtr1l89/fKWMSik1QAqczAQfjUh1czq7i0F2rHNUrTx2u0V27NYBEp+QLNxMIomcUx2lGYJ/JXcfXyaTxo6Vc576Qab1KpBrL7lI6OPRI6JIXtPMq1k504b5ctcQiYrySejwaAO+HM6RK985KDrz5eMVy+XxdbGGXvuCpR/Li5siZUmrKfGe3dvlpjlFMmtKivTs3d+1HectWSLPbk6UNy9Pl67dfVrg+tFe8GXRsqXy5AZfZXq38GJ5w6J3q18bzJc+0eXy+P/S83kY4Esra4KbVaeH0MGXxsYGGf/k9/Lw8Eo5Z6wPLKIEGzRJN5TFG+DLuMe/lPtOwHljZdwT35nAl8ffmCPri83yL5TxIPjy4YKF8uK2FHl1cpL06mMBX2bMk/KGMCU9h6Mg76Bc8VaO8s6hfwvBl/eu7iyZnbrL0k+WyfPrwwzw5dDBvXLNe7ny4gVx0m+AT1PW6Vi4bKk8tSHeuBcr+PLwzLmytSrhKMCXailvjjZ5QFjvAcyXk5IrTdR3ME2gYw4w5NvyTCM55HT/oJE3tARr4MtXAkGp96/uIhmdugnBRAQZO6v9z3HeE6vkhoE1MnnSJJUkPiUhV/526xT5x2tzZPmRLLFqSj/6+hxZVpglqLhCEL54+VL55/p4eeH8GBkw0Az0ojI1NLjFYL6wD0VaZNVDviQ/taAJLiGh8rfvo2T5/SOU1uyRgkNy2Rv75bmJkTLoeLOkiLUtDNmxC+Okf/+2/c05ZMX9IyQk1Ffp6nZYPV9mX99DUtLsq8WR5CmqC7MFX9iHF2Xlyt0u+uAALJcWZsnSe4dLeHikXP/0YmXo/fczWmRkKyiCPmKgaOdBg4RAbn2MzJ8+Rv61YKG8tC1FQoKaZcWDvzIe9Yonl0pBo29+QQVvc1OzPPRpi635rwJfcmNMRpEwoi1uipU3Lk+Xbt37SN7h/XLVO4fkvhPK5fxzJsje3dvlxjlFtmPCq825XtzQp1Cunty2snvxsqXyzw32483u2jRrh0n77rpUobyP3bmPvPqRfFuSagu+UI7BSzru6bfnyILcLMMzB78z4fHP5XejWuT0X5lBEf0eHprp09ZGwQDkHXbXJKi1iGsLzp19fS9JSctUX9PlHTC/lVVUKOm4/zq1oc3vAHxZeMAMHFNbm3Nj9uLF8vyWJLl3SJlcMGGiHNi/S677V4E8d26kDBrs/t5Z25KsUV7L+jnfQ44frzHBeZznOXmrcT4B84UMQPxNZ75sqUqVU5MKTD531t9/5u1smZ+baUh+2d0f1vSBseVqjrYDX+5/Ya5AdgzgC2MyXOedqVnSqXNPdUnd8wXzHd4bMF/s+vDt7Pny7u4kk3cZmS+U4Nu8aa3c/XGt3NKvSK646Hw5fGivXP1uruk9xFozpU+9XHbB+a7Nzj6887himXKeWSJPv/eXL0qQPv0GiZfnS3FRoVwya6fxm29flSWdu/jawXrYxQ66HO6+2gQ5OanYxNi2XuOcx1ZLZHCjmgdxMCbSi4lQuDIssVxWFZnBl8K6ECVhC/BlfXmKLHvI996u/uJTeeSbCHnrikzp0q2X+tvcxUvkuS0+WcCVD42SZZ8sl8fWxpniJ97b+/MWyCs7Uk2ylzc+s1D21qXIU+PD5IShI2Tb1g1yx8Iqw/OFUr76+oeCpwndG2znR70d2P+XdsmT27WKdJ7DGJjzttd72NzcLGOf+FadFh1UZ3jr2X2P86C+1tJXEcyXw/U+5stfbnGu9H1rzjx5Y3e6fHR9L0lOyxS8U+srM+T+E8rlvHN8UkuQhhqSWKUKQuyABKzLhbVh8vI9PqDqm2+/kN9/HmJKdH/x5Wfy56/D1eeI90NCQpTs2PShFXLu+HNMj8eYlf2FDyFzvL0mTZ44O0iGnzRK6C1wTa98uf4SKAIckYtf3mHak2H+nditVu153A7GP06FG+xD/X7crnfoUJ5c8+4e5f0HPzk3+c7n382WFbkJxjuE61LWBbLQVc2h0jmiRp5y8Qu5b8Y82VyVIise8u1F/cwX/7yCeWx4arVKDvvBlzmSXx0kf791smBdXl3cSRbdOViiY+Llxx++kQdXtZj6G+/do2t9+8D5tx8n1VXlcuVbB+XuwaVykUX9gfsrHci+Z8Y82VSVLo+e0SIjWmMtvJujOzUpb6XKijK5YOYWeeTUehn9qzPV7yD5CbbHbVc6Axc4r6KiVC6c+ZNc0yNfrr+sLcOEvnKcS73eQ+7RcF56aLl8cL+z7NjLH8yVD3Iy2qxliCPxDieE1Br7d6ffZazB9wvyTCV1IaZ+v6WV+aLPM0++ma2YL9gn/P31ObKiELJXvSU5JUPWr/tO7l/RaNr7cS+B+8C+ZcPW7fKPH2PktgFFbdYrrqlk4OM7D87Mlh8rMuW/T2uQX7UWoCjwpVOJ3Dl1sjQ01Ktcg+75gn7vGd8s917j3oe1NdVy7nPr5Ypu+XLLFW37kIVObuua3r4Hc/bItR/kqT9lhZbJDDfw5dWPZH9lpC34wrjUizXhl1L1eY8yca+P50mPfyanJB9R0sz0KUObJke2yG+vn6JYQpEhLSrXgwP7bax1C28fLDFxvv2ENS6tqa2V+5Y3yN3Hl8pFE80qLK/Nnifv7E2XV6ekSK/WHAvBF/6trrZaJj67Xu4aVCoXTzrXNi7FfuTSvnVyuUdMY8zLDu8h49I5N/eVpKQ0r9dQ8lvzSjzRLZ597I05srU00shn4DsEXzCGN1cmy1mpR+Q3Ln6SBF+4P8Reb0dtqmk8I6d3cY8KueFS/7qCnFpsuMjD109Ra+jOKhRfjjHFpUvuGiqRUT7wmvtG/BvMeORC7lxUJX8cWStnneEDLXnMfC9bZh/MlHFpuWqM4OC+lXsHIy7tXyRXXHi+FOYflMvfzJFnJ0bKYI89vbUTuBdwkh3jHBLoXEpgnPJ9ui+b5wDoOKGjBX7hLdABvhxjB2GDoRvIul1uyfJl8sT6uIDBl9NSSk0TPittWV3tpcEI8KVLVK08ert/k/H7k2tkzJm+TS8rmeHVsrfax4TAcfZjX8m9Q8rl3LFjVbL/+j6Fcs3kC4XMl54RRTJLA18YvI1OylWJE0N2LBDwJS9HBeKJwVWG6f0nq1bI336IMYEvL22KMqr5mEAMhPnCBJm+Kdf7CABJqDQr74xADlYw4Fx63zh9D9fuF12h2p8HEw2UO3pwWIVMdPHtueGZhZIY1ihP3nGxNDU2yLgnvzeYL7gmEzGozFhbHGfIp4177Au5b2i1TBg7Tm3KdcM4JFA2lPj7G9dxBl+SpVefAaZHvPf5uVLeFGoAcFywI4Ia5OMHfckQVsR9OK27pKZ3VomP59aH+pkvrcknSuu4tT03ZK9O9t1LW/AlW7YeBfMFbKuSphjRZYis94GE2IiUSpl+nT8RcTTgC5gvBOrGPPal/GlUg5wx+iz1c5SRAfC1rSJB5j/oez+t4MupibkqIWKAL6EVpsQ7AYIT4/IU4OcHX2JlwMAhpkfDOAT48o9W2TGCL0HSLCsf8oEBDHit4AuTNkWFh+XS1/cFlAT+ucEXJqD5ULppqbUPkVQorg+VmXf5AQM/88VH5b+4k73xMa/Ftl1230lKdx6g6JCUOrlXA2ywaUYfgkFm50GDgBxVxfBlYqIoRJqM5Ad+ixsc/BtJm8bGRpXMgOyYLfPFA3zJb51fmRTj3DnTAQRzew8JvtDzwHouN92Ber7QL6RPZJHsqk2xNWXmbyDJ811Jqqmim9XX3OSen5kr913rnDB8+u1sWZCbaQBogcz3OAfgC+QdsIEB+LIX1WkAXz5eIs9u8iV3mYTEv/VN7ksXJkhZebkC0OwS969+OFcW5sSbkmhtZMdak8hMxHLsPz8pWo4bNDTQx1Dn7d+7U66fXWgAOdYvG+DLZX7jcrcfsIIv707tJFmde9h+BdfeXhZpyFXiJPqTgPmyuSpVfpWcL3++ydlg99l3smXe4UyZe0s/SUhMtf0drLuDY8vkqzJ7k11scsF8eeZOgC++mEz1m3bv+iYX892e3Tvk1vllpgQff/wdBb6ADeUH8OgJxXfhpy3r5deLq13BFwCvl/RtlEssnkPWh2Qf/npQiQLmrQfvPVDwpaSkUKa84gdfdBDKem272MEEvtTFyylJxfKHG537cOLjn0l4UJMJfAkLaVHJXB6QKzkppVyWF3ZSclNg36Kgo6g2REnYAnzZWJFsgLEEX96+Mks6d/UBRzo4imQu1yC9eIW/5wNfUozCA/yd2vtMnlN6jvMfE/c6CAr5yQkBMF9yD+2Tqe8edjSJZvJMBzPc3kMdfIkJqlEJHKeD4Msn00+R4GCftKUOvuTWRcvg+HJX3x4DfGlN2KKYIya02fQdAFFDk6uVX4jdmoB1+UhdmJKRw0HwRS/4+fKr1fKnr3zFGK9fmiZBQUGO4AuTrE9PCJchQ3y+V3c8O1+21frBFxZukc1vB75g33RO9zq5dkqA4EtWnm2CmH3YXvCFMpxuDFKAL5/k+j0e8azcm+D7lc1h0iWyWu0bnA7Mg5sqUzXwJVuaWsSICfE9zGPDUmplQV6W4ROH8VNQLaoQiODL4ta93tofvpHpq1pMoLIOviy4fZBUV1WoYi27pG+g4AsAhdM6Nyt2EsEXPbGPWGt4epNtMl5vD36XYJy1rRhjBJow5B4N1/GSHSP4Mq+1GJK/TfAlMbRGOkdi/+4MPjDWYIGVD3wJNvnEIJk/NLXRBPLCt+dwZbAJfGFi2w+++Pd+epECwJeN23Yo5osb+DI8Nt/wILEDX5CMnti5VO64aooBvuj5Cewzeyc2e/r2EARwAl8+WrhIXtiabCqucJtLDx3YK9e8n6tO6RxWIs/deJYz8wXgC5gvWj6EDBPGpXry2+53OR9zHGDs9o5vMBX8Aag6LaVYVhzJMvwkEZcmRzSrHBHAl6iQFiPXwHfOCXxBXFpTVyP3Lq2Xe44vlQsdwBfMud179lW3jVxXbkOCAcjU19fKhKfXGiCqXVwKCcfL+9V7xjR7dm2Vm7JLDJUVazsdK/jiBrwBfNleFm7KaRF8wRgGQH12aqFJ/cJ6fwRfuD8E6N8vodG0H4G/8MXdykwgL8CXuHBR18Z8vKc6Tu0P9bjUCXzBvryhsUEVhNiCL+9ny+wD9uAL9w6MS28dUKQAsvYUVFrbgAUljp4vrcXnXkohvC7BF75HujSo2/vb8VlHC/wntEAH+HKMvYTN1tutoIXXpUhDp0+A2/mo3jw1pcw04XODRImOP2gUXbtr4d4QvMEYkROZTk+k/jES8zsr/FrsVrN2yiygQn/Gsi1SUm/2T6AM0hlJufLnm6cYVaO6oSfvD5r5nWOalMYlDtIck4MrDeCAG+l3rsySTl17Kjr9ixvCDDkmSqfYVbVa24Ft5qT3ik0+qs//5WKMqF+TfQiJraywijZmg/q5uHafmEqTcSkkbGBsT/1WL98e+IUkhTcaur/oG706iKyJc9MPy7dH4o021L1h8G/dMA56vxuKzRXIlNKirwjNal+/JEW69zKzi0AHr2oKlVdbA072IXSKlzzoqzyjRwMp9aBBP/tjsNGHpAXbecpY+5BSBLwXK/iCe99WZd6Iur1bX365WklZgDkCfw03nxEkQk9MqTbpDrOt2IdezwAaOZJ9NKZEf+gSCZRfAnNsQ7n/OSA9eNOgWrmw1fOFzDKM/5c/3iC7q8zGxwb40sp84Vi1A7gwDsOCW5R0hP4e4t9sD77XhuzYZ6vkL99FGp+XFOXLlFm7XSs02Q+kwTuBbfytQD1frF4Tc27sLUkpGbbdDs+X4jqfXA0PGkqyD53kX3g+25b3h/fyhJR6uccCvkA26cvSLGXAbvVtgARKYX2Uekch1ffRqjUqONafmd4x+F1Qv+sbGpTPi92aAc3w1Yf9Xl34DnwjMKY5N/LdJMOOYy3QAFhvUCYfaRpubeylK1bIY+tiVEVW3/4+k063g31Inxw3DxPMJz+UJhnzB65Lo3PDtyczV+51A1/emqOSSIGOMd473veEiBa1ZmHugzQgANKiwlyZu+pbeW9/hsmDRPcLQeK4tKxcSbHYSVZhHC464Ntw8TAqDCcnSq8+xxnyZuxDtlugIJfeB+x/J8Yl30OuvV59aJV3cANBce3tZVZ99AXy6o5Uoa6zl0QHvA7mHs509enCunt8QoWsLsmyZ77MyJZmCVJmwMVFBbLw06/lzT3pSss+I6uremQCCpwPKYthLzu2QN7ZGW+sffgOtbX5LvDdoecL201/V9Dvl/VvkYsmOXsB4trsQ8p9WPuI985524v5okvS4lp2kon8DcQO64vNvj06+LK/Nl5JTbnpoyORFBrUZIx5rEXhIS0mmStUzI5KrVByR3wO3c8A7+TmyiSD4cE1XY/zGPuxD8nctGOM28mOUf6FslF7d2+VG+eUGJ4vMMf+/evL5d5JQ6RbDx+rGnJzE3s2qypSt4P97ySVw/WShr1e7yE+p+xYfHC1aT6xftdOdoxtBT/JPIAvCRXyXze7MV/myxu70wzfI3g6xISKPHKLP1GMtezEVtaEHZBgXZfXfPe1/PYzET3mpA8MngFrWmhImEx996Ct7BjHob6OGLJj40Jl2LCTjXeHsmPcF+nrK/pwTNdGT98exj9OrFn2YaASLgcP58u17+xWJub76lNc11FIyqzI9Xs8on0Y7+H7VU1h0jWq2lWyioVgXA9RXIc49a8aCIp57MS0Opl72O/bg71BSXWD3HjZRUacz73eunXfqXhFn9fYDrhH+IBWVZYrr0A76UsCSCbmy/NzZVN1hvLAO+kknyfcHc/Nl1M6ieojmtTryTn0+4kZzXLT5c7gE67D73I8WN8VxhheMb7+Pb6HkKyij6rd+8sYVDdF53scE1QriaG1xv7d6f3nvMX2hjxTcW2QyWcUbXFCWpOJBYQ54BDBl9fmqKQ+5Mhj45KEsmP6e8ixhfv413XdZdPW7WovYOfvwHPJwMd3uO/V+wg5jvGdyg0vGrSbnp+ANHKfJDF51di1A+S34ZvpZNbOecFtXdOvq+8tIC3+9I1ne8iOhZvyAGTzMi49J+2wyTPUaT7mOEB/9UloNO05sRc8I71YAdn0k0SbpkU1qxwR4lKAL8j14OA7h/ctKtrHOrPGpTU1tcrnxU76nHJ7b12ZoXzycHBvoo8L9BnfY7u4FPuRKwc0e8Y0zGNc16vAVu6RcSl99rzWQ+57eB7GbFpGZ9uvYW+3s9zvPYaTOGYwhrdUJcmZqUUe4IsvLuW8hT7sn9ho2o9gvF/YvVJJJfKAlCpkxxT4MiNb9tXEqSJkPS7V82h6XAqWeV1drWJk28mO0VNqfNph+c31vmIY7FuxtnDvwLiU7zHb7WhkqRnTOMWlnBcCKZrGvXJt5nsUSN7Ua1x0fN7RAr+UFugAX46xJ1DdRcaI16XaB76slNNSS03VD4uWLpUnN8YLwZc/nlIrZ51uphrq9+AFvuzYvklum18hfx5VJ5mpqdJ/oE8OyAl8wWdYBPdUmBcqK/jCRd6OUWAFX+gXooMvX329Wv74ZZjhFwLPl5d+IeALtTgBNGSGVZroxtb+h3RG/5gKI8GNz2k8SLkjL98eLJbJ4Q3GJspqSsigBUaGifHxctwgn7yUFXwZk5orv28FvJ548yPZVGLWOLWCLzR5tgNfoE1a2RhiGKW6gS8MKI8FfGGbO4EvYKJsrTTrX7u9i0zUwEyxwAN8gQTFSSlVpkCY8gz0C/HamAUKvkwfViE9stINzwkE3DcPrlO62FbfHvjEfFtoD75QOs4NfME4jFAJLzMIinbTwZfNpdHy6m2jVQAPDfCjBV9WrV4lf1kTKS9flCh9+h3XpnvaDb4c2CtXt1anqWDZA3wpqffJ1fCwgi+XdMlz3eTZgS/DUutNVXnooyu65ckpA7vJkBN8lbf6ocCXhijDX8pO35xyRfgekkh19fUqcW8XeL74frZ8nhtl2uBDY/lIU5yRdAZAcOnre4UMOwLXXmPW7v3hesEEsvWcdoMvrX3YP6pQScPY+QLwN5B4/bEsySQsdRu8AAAgAElEQVQtyMQI2UYXZuWawDDr/dGsvb3gC6rsUWEIXWZUGObUxhrJTW5ydd12fZOLOau4tLRd4Asqr3MbEwz5HTJeDfCltd1+CeCL1djUzRAV1Ys7PMAXvUjAbgyywtCasNLPxbo7tlOFnHZcN+nXf5BERkaZLoVNbosEGdXBn33+qfz3txGiSwWy8pHzIcEXO+kDVLq+szPOFXyh1wTfHbab7nn2SwFfmNyxa38VOxRHmdhLVvDl1JQSo7jG7hpY11DwQsARSaSIkGb5S+tahO9gHjuna42M6N9F+vYdoNYfsGlR1f3Mry8WxCtbKhMNMJZrun7vVvCFa1B7wZdnJkTI8UNONORBncBn3DcS9+f2avHUuP+lgy8AL1FI5XRw7p1/6wCJS0hWcW1sWIsJsMFadnqnOjl5QFfp26efRMX45G94BAK+fP3NF/KHL0LUV+DnExIaqoyU7YqWOA71eRFJ+m01afLPVvCFCUIm+Wjqq6+vkGYZ071Jrvbw7UGC7JJZu+TiTrm21flHC770iiiSPXUphl+UXR/ATHlVrl9mGOcwTgbzBcVR3aJqDA8Iu2twL+IFvozKapBRA7tKnz592xgus8iK1/ACX+BBUVlR4Qy+fLJCHl8bYyqQoDeNDr5gPo2Li1NgOT1frODLSZktCiByO/jd/x/gC9nXui8H7hVxJMGXrlG1pv2j9Vms4Mv/zPpISutCjGI9nG8Lvrz9kRyqCPExX1rBF66pAYEv27areP7fCb5gn9k3uUXu8JCOI/hyZfc8ufnytiyhYwFfoG7x1A0uzJdX5siB6nCjEBHtTfCFcemEtFzXxD3BcI4DO/AFKghX9q6U43t1kv79B0lEZJQCtFKjmlRc2l7wBXFpZXW13OUAvrw2e668szdD9GIG5LoONySawHGMVXo3HbaJSwG+XDWwRS481+ztZB3HVPDwAl8W3DZQYuOTXN9pfMi8Ek/MvrmPJCal234Pe7tdFeHy8t3+ggmOGUhebalKljHpR2T6dc5sXhYFcR7EugPmi14MFgj4klMTaxTQMi51Al8AjNVU13iCLzr4Z/V8YVxKtkrRkXy59LXdtjKhXo3OmNYJfOH61F7whd66/zhL5OQRp3rdRsfnHS3wH9ECHeDLMXZTe8CXZSuXy6M/xsqjZ4mM8JhELnpipYxOKzUlfQFCPLk+zgBf7NBu/XFswZdRdYbcEVFva8WxMmtvlcPCv/XN5v8F+ELjTZ358srGUMNckglEvSrDqRs9mS//BPOlxSTf5DYkmNBGcJwWVuXKfEESyGpcyg0PE/devj224IvGeKJklbWyEP3Ga+Pf41JzjYQIEiibiyPljfv8evGU0iLzxQt8weaOwYod+AL6+2fFWbL47hMkKjJGVeI8/2OQIanF5EMgC7EX+AIwZEtFosl81K0PmaiBLEB+ozvzxQ18IcvBzcwP9xEo+GL1grKCL2SW4ZpIQn5TEBj48vLF8dKnr5mJ4ANfxKhy1CuFdPBFB1qZvOLnrPzUE4hO7c7vOjEuaGgfaGKcgT5/zy3piyRPaX2IzLABXyC5CHmiS7rmuW7yrOALJGlOSGmQu672b/bwnpElaNcO2FQVN0QYLDs78IUV8/g+kkjQZUYl6aNnB8mIk0aZLmvHfLGCL+wjVlBz7vQas3b3/3ODL7mH9svUdw/JoOgC2VKd7sqgQpJnXZn5HbeCL17ScVZTzECXfiv4crA2xpDIZIJNr8jTwZc3LkuVopJS1YcAyE8dZfZ6Awi4+GCczH3Az3zhJpfvCtcwgLPnjjtH7Da5gT6LF/OF76ETU9T6O/n5B+XKN3OMPy+6c1CbBB0/BPiyq9xqTmtmvnjpo3OT6/Y7YL5M6l5tqjDU7xvgC44n7/S9u9zk6tWRVuYLkwN2fYhkixfzhayJn5P5YmdYjedpL/OloqxYLnxpm9FEbhXCdoUb/D28x2CFnZZabFRa2o3LCx9fKUFBLSbwJcoiWYV57LwetSb2AcCXsnqfpA7Al580qdGAwJfW4oH2gi9kLvDdcQKf8ayYvyf2lp8NfPFiRuvty4p7yKnOeWCc45QQCPPl+MQK+fNNzuDLO3MXyGs7U41qeSQCY8KaTeALgKizuzQ4Gtc7gS+YM7v16KfuXwdfMCcFhwQr8MWuaInjUI+F4TG5VQNfcg/lKOaMG/iCmHtsD5GrLnJnL/nBF3vJ0vaCL4fyCuSat3YJPdDcGKQAXz497JcZRluZwJfmMOkRVeUqWUU2AmMuVGE3tvhjQlwTybpRWfW2SW187gS+6DHnyk8/kb9+7/MsQIK5urpGgVa2zBcb8OXeGfNkY1W6ifmiD24n5svJWS2OawC/T/DFKenLGCOQfQqvGSjzheCLzk7ANXTwpVt0rYmJZH2pGWswVgDzpbQuyMR4ChR84X3YgS/MXeD3sU7+tH2HPPJthCv4gqJOSis/NDNbfqjIFB0gm/yEr0jijlbPKyvzBeDLgBSRW218XPR2+LnBF8al+A2wyJ68YYwr8+VgtbkY1Qq+QJVi+jTnxD3nY7Y/Eve949syX6YNrJEp5/llRiEVnhLpY004gi+t+2/VbwsWGWbtmGMrK6s8mS/vTu0iWZ27qeY+WvDl6kEtcv4Ed/CFRaTTehfaMg4Zl5Kd5bi4tX5gZb64fQ97u70VoSZlBCv4Mja9yJSLs/7+c+9my9xDfuYL1p2+FvAFcrgXda80rYdW5gsKuz5qlcD3Al+wHlZVVfq8CEfVy+mjfaojPDC/ZOcky8uXd5Wu3XzsJSvzhXEpwReuaUdT2BUo+GJX0GvXn5ybWaisg+9e/d/xeUcL/NJboAN8OcYeQpXqu/e7Lyz8CWoA68aBTj9/4RMr5cz0UpNmJJN1lOiwm3D16wF86RJdq7S0qW2rB0Q7tm2S2xZUiFU7fuxjX8j9Q6vknLPHKI8RmsTi2jD13l3uN8nE3+hBQV+RD+YtlJd3pIiuVcn7uuu5edIlFtUavo0dvSb0DeP333+tDIrp0wLD9VmbAL74ElTUPHfycdHbgLr8Tjrm0CQNbgf4wiA0LqhGUsKqPcGXgXHlJuNSK/ji5dsDY0kwX+DhQV1vXXaMSSGrqfr4xz+XB4bVyvix42TMY9/IOWm5RptDOmRjSaRhAI/2+u1L2bKmLFNGJuSp8TJn0SKZ8VOy2G06EBTXNIUYBub0/oAU28etsmMEX1i1Ab3159eFGJXrNMTTDf2c3gXqDfNerLJjPvAFzBd/AtPttSazqlNYqarkcUv4A3w5ObXK9B7+7sVs+bY8U5i490pk3/LsAmluCTKqo2A4/IdTWwxzUGrlWsEXaMTeMKhWmSHCh+nM5DzDyBjeB2sKo0x+U9CuXVqQpXxHHr1tstDw1Ul2LDykWWO+HJLL3tgvwdIkn7QasKp3vSJMXm7VZF/52Ur563dRyrw4SIKkuDBPLnl9jwTiH0IfJ2gN9+0/qE33ENzQdejd+lDXZcZ5H93YV5JT7I0Y//AyNqQ+rwAeZL4QQHOSf+H58Dr4uCDLePabAb6kNsivp/rBF/gsTetbIlMdKmahP1/UGGkAvdA3f3ZjtCx/8HTjvmiIiD8gAK6urpbpK5vlH2eKnHyyuernpQ+yZfVhC/PlyWVypDHO8MtiHz0wtFwmjZ9gzJ2BvHfW9qdHmFPl98fLl8nj6+OERvFeSysTYYOjC2RzdbprpS/mk7Wl5ndcB19+KE+XizsXmPrD+vs0a18x/WQJCQ71uj3jc32TC+bLoboYI7lJH4nsm31mqTi4/uHfMPo8UlQk0yE7ppnN8uKz/jVPFh2MNYEv1Nbmu8I1jH3IsW+d8wN5oJx9u5RngpOXBN9D3TvD7bpcv3kOtf/tvmMHvtDYHjHNlqoUOTPtiGEOancNg/miGclaz4Nk1XndqpUZs90BuZ1mgC+tfgifrl4l/7MmUj64tpukZ3ZRX6F/BP6N8bJ/zy65KbvYtg+hu//erniTH9G0pxdJTn2y8S7Qa4na2nmH98tV7xwyzZ2K+TKgpY0JtfUZ2Id2htVqLly0WF74KckwTPaSHassL5ELXtwqWL/rWsJNDCDrb9vFDmbwJU5Gp5a6VvqiAhQH12to10MyRZesuuzJZXJ+j1rlNcgD4EtFQ7Cq6ka8srXCL9FJY/b3ru4smZ26q6/M/3iJPLMp0VjTuH7ZJe4xDmftSJIVD/r8znBg3d5Vmyr0EKERsxvA7mO+NHsaDDP+carWpmb/g8MqZeK4wPwImfRNDqk0Ejh24x/z4KK8dNOzklWvZMf+15dsaGK5q2/P29nz5fVdaTLvtoESH5+kfLFiwppMfk2BgC86I3XNmq/kt6uDTDGn7vkC3f7goCDllfPQ8AqZMPYc0+PR20GPR8h8eWJsiAwfPlLogcZke3l5iVz04lbT+oq1/YyuzXK1Nvbs2pGs0smd82zXHYIvz5wTIcefcKLn9Jybf0SmvrlD+kUeUWbNdkUzvMiMd7NlVV6cCWRrA75EV6k40Ol4eOZcWV+RLMse8nlVHQ34wjifcdvatWvUWuckO7bozsFK6gtegXZeE4j1n1wfY8SguK/7ZsyTDQBfzgqSk0aYC1DweXVVuZw3Y7PJSxWx1shOLY7AH9ukqqJczp+5Wab1KpBrL2m7XnCc6z5Ebh2pey9lhZW5+sEa4IvFGxXvcWxwrSSG1Eq3mBrT/tH62z6vqlRhrPBXgC/1QWq/yANtMcRGduxwVbAyaEecv6wwSxbdebxEx8TJhvXfKyP2WVNSpGer2TpzF7gm1smfduxUbNE7Bha38fPgvkN/DzHWvq/IMBWgAHwZ16lCedHQK+dPp9TJmaf7vDDhgTEwpcUR+OPz0Xvkqh75ctNlbWXmuB7Cqyajkw9IcDvoXYFzeoYXyT9dwBeMf4Av3CPhOzr4grj03Mx8ecBFDpdxKWMnJO4hO6b7F8If57oBNaa2RpumQHZs2hSBP05kqN/Dk3GpHo9Z49Ly8nK5++NaoZeg3iavfzRX3t6TIfp6SvCF+3COdcYhdnEpPFOnHtcsF3iAL/Tior+wtX8Yl1r9kZz6kXMzP7cCnPr3sLfbVxFqKs6zgi/jM4pc/SThwZV9KFM4D0LhpU9is8kLDOP9oh5VpnkGc25seItSuIFv2oHaaPnwft+6xrhUZ75wjVPj7OrOgj5EDu9Po+rkzFYPWT4b5pf5OX5pVvwdHsL76lJkxqRoGThoqDAupXcTczn83Otd0T9nTHvXoFK52EY6lz42ge49a6rKZdKMzcJC5X+ODZFhw0e255Y6zu1ogV9sC3SAL8fYNe1hvjAYDwTBBfMF4ItOW1yyYpk8sc7PfLHTH9cfB+BLt+galWAliqx/Z/fOn+TmuaVtKo6tklW3DSySy873VYGhAmFvRbiReMffSFumXrshO3bPMImIMEt+YFHqGttoaKDaeb6sX/+d3L+80ZAdA+j0ysYQY7NeW1sjO7ZvMei3bl3IqmEnKQ3QYsF8cdPm1a9P5ktCSLUkhdR4er4Miq80JRWsni9evj03PrNIksMaDPkA9I0eoLKS3co+sDJfdOozEiibSyLl9Xv9VTS6lBbGy7zFS+TZLYny5hXp0rWbT8+cB8CX2qZgo1KE1RK65wsqsFYV+f0VMPZnrA0y2CmoVtq+bYv07T9QMWPcDm4qeS9twZds2aIlYrxe6a++/lz++GWodA4rlUMe4AsSYienVcm91/grl9hWBvPl0hTp0dPsi6PfA5gvOF65x2csi7555LQGGX2ab9PLSnYrrRZzwI2D61XVkNW3B0lIgC+65CEDVLKXOFbt2CZWnX32Ie6HYBTe9T0V4YYhLitxdLAKVXL9+vWXyCifabXTQeaLk9yVlVni1YdWzxc3LWBomcPzxQ18gVzYLVc4Jyqs94c+9YEv/upg9JFbVTQqEMsaw425xk7fnJVJeH4kXyoqq12ZL5/nRpo2+PR8IWuQfg5W5ovde+3V5mRK3j6wWC61MQXnhs8taaT/BiulhsTky8aqDEdJOnwHchrrSxNMySar54uXdNyxMF9SInwVhgBf8uqi5MMHfBskrul6ZZ1eYQipnMKiI2o9s2NNQN5hcU6s6bm4yeW7wsQo+5BjPxDGmbVPWb1PZqv1c47zd6d2lqzOviS222GtMHQDsn3gi1kfnW3FghIvfXQyX9w202BNTOpe45h4QwEEZMeQxMex+vNPVRWv7tNkZb7o8p5W9hKSLe/tipVF0/0SsGSwUWaR7c4KQzvPF3jwpaamSkpalmubHzywW659P9+2chxf5NrNJIkn+FJRIhfM3CrRQXVS3WKWX7PeiB1rlv5wAFFzauPayOVar4EkREtQkAE4glkG8EX3GEHS5oKedSYgG+BLVYPPJBprMMAX6KPj4JquS8eRKc41jf38h5G1cvYZZrlegm36+KXnC5kvBIvd5nj0YXJysqO+PNuCjDEn8IXzihczWm9bgi+pIRXG/GQ3kOzmwYVLl8pTG+OFni/DkisMmVq7a9BUmgw09GF0aIuJLYNCgjNdmC9Yl4vq/Ekver7oXo665wsYWTiufPuAwerW741sbT3GsDJfmJQj+EJdeZ1ZinUuPjFRMjJ8QKzTQVbp5M65pjiA51OmNVDPl9yCIpn6xnahDKebL5tivuTGmUA2P/hSJDXNYdIrpsoorrF7BrDH1lemytLW4o8/vzJHWlpE/vsWf0yDeASyY3ZyTrgm1uVPizoZMSNlx/Q+YOyH8zFv19RUK+bL/UPK5bwJE0y3xmfQ30PsNzZUZcjjY4PlxOE+zxf9IPPlb2e0yCkjT1Mf6bJkbn3I7zpV3HOcHw3zBcVdbpLkBF+s3qh4j+ODayQhtFZ6RNeZ9o/WZ+H6yfb+62tzpLTWN0fywDtwfKrF8+Xtj+RwJcCXyWpPv6ywk/A+Nm9cK3cvrTXt/XTfHjBftu/cpXwz7xpcKhefa/YoM+JATWIY88P35WbmC4okxnaqNLxo8Nx6QSmkPqOiYg3mhVs/4rtOni+cF9x8P/Rr61KqYKE9fv1YR+YLxn9OZbixt8N1rJ4vF2QdNu0frc/B+Zjt70vcN5q+A7botEF1prZGmzIuBfMlNsxfTMf+0qXfrXFpWVmZYr7Y+f/R80VvM3q+6HsHO88XPS5FwVZaWoakpNr7cbItGF/d2PeIbfEa41I3uVm9XSmfZczFDznLVQF82V8ZIs//2g++6uDLT1XJAvDFzU8S8/Gcg/58B/qwb2KTSQYZjOwLetaYmD068wVx6cGaaPmg1X+Y8Yo+P3As47kQr5aWlsot80pN+QQ+MwoM5+ckmHwyrcwXxqWUD2QewM6jzXUx/F95Q8a09wwus5WZYz5CZ7a6XZM5S4IvT44PlaFDT/a6jY7PO1rgP6IFOsCXY+ym9jBfWM3mVMGj3wqYL2Myy+RuTdaGgenw2HxZW5khdvrj+jV08IXVQY+cWm9U3O/cvkVunV8m1gracY9/KQ8Mq5JxYL488Z0QFce1sQhCiujF1mp4/I2VM2enHFbVcv9asFBe2pYiH989VCIifXRzHmC+dI1tMiojC/MPyuVv5oherbdpw49yz7I6YfUtKsRf2xRibLTb02Wsfnx3aifJ6tyjzVeRrAwOEnn/fvMmwOk3GFiCqZMYWiez7vFLd1m/A9mxwfHl8oimnU3w5dSEXPm6LEu8fHsgb5QS3iiP3n6xtEiLYrHoyYOc/btk2r8K2rAPwK544MR6GT9mnErcn5uRK9Ov822q/vnWHNlSbJZ/IaBwSkKu/O3WKZK9eLE8vyVJVW53624GX1CRVNcUbFSKcEMbGVQnSx70VS39ZdZHskrblKHdZqwLlvnTx7Sn+9S5ZL68fmmadO/ZV6zgC5gNm8vbw3zxgS8wU8xpSPZkvoxU4It/Q8q2Gp2YJ1+UZtqyg/SHvAXgS5CYqqP0z1kxZGXEYQ64YVCdXDjxXBnz2JcyJjVfftfq22MHvpCdcXJ8nvzjtsnCarWXL0qQPv3MbJMHZ/o8X/7SutFmxQu0+Fn9CybNnnL/u26VHWtPR5L5YncvuI6VWeJ1bUoDREiD1EmYUHve7nsYH2X1IfKcFlzP+nCevLsvXdiHTkkwXo/3x6QA+vSE1Ea5U2O+4J27vn+5o9kyKhABvpApuXj5Unl2fZRReYrfwvsOvXccaKuKqkp5YEWT2LElX/5grqx2AF/evDxdunbvI6UlR2TyKztk+tByOXf8BOF8AbNGmkR7tTU/3759k9w+v8K0HujfXbpimTy2Ls7VKFg/n5tcJt7dfGhQYbihzKxxT+kbgI3fV6TLJV0KVBWl0wG22LzDmQZ7KdDnxiY3NdJXnXbPjHmSVxtpSMcZsmO3DpD4hGR1Sa5/+DfWsIIjBaoP7Zgvr82eJ4tz/EwafIeeL3xXFiz9WJ7emGD0IeeLQBhn1mcka4IsGuvnHOdOTFHr+Vy/+Xcv8GV3RbjMuscv50PmyzBlbJoiY9IKTT531t9jhSGrdO36EGxWbHJ11oR+HpgvOJ5oTVARVJ59fQ9JSeukPtM9X1DNCLbtjXOKHJkv7+82gy9ksLECnH1G5guZD4GyxPT7J1Py7uNLFSvSenDtZrV2oOALqq0rm8EA6iHpmb52sB52hRs6+LKvNl7OSCtxlehAXNQsGvgyM1uiw5pNrAmAL5Ad0/vwkVc/kqqGEFWtDebLjkp/5T8ZEu9f20UyMn3VzXxvuKaxn+1lxxbKrO0JJhYi5vhddalC5gJZEzf3OyJXXuQrpDjag9dyqtbmXuHh4ZVyztjAmS/hQY2SEFxtzE9294dK6yW5KaZ1xwBfogskry5ahidVGLGG3TXeyZ4vr+1Kk4WtDDSwA+H58kdNqgySVWd2abRlFOCaVkbqd999Lb/5TAzWJs756psv5I+tni+oXMdx5TsHxa5drIwvnOsHX0Jk2LCRBluXTAcyXwKRgra2Q1Fhnlz6+h6Z0jnPFAfwvE8+XSl/+z7KGD9eY4XgCwCwn2rSDc8vu++B+fJZXqzMbpWowTk6+FLdHCa9Y6pdJat+82K2rK/wgy8AN5uaRf5H815CPDIy0xl8wbq8ujhDVj7kY4ytW7dGrXU6cMR2wOeYt2uqq1S73TukrE1FPKqjn9oQY2JlGeDL2UFyokV6FdesrqqQ82ZsMjFfvNqan3NfPK13gVw7pS3zBazGWTtT5dXJydKrzwDPy3KPhhOzQstcVTG8wJf4kDrpGVPrCr6QzcC5HgUOZXXBar/IA+8AmC+3asVFT789R3Irfedx/7703uESHh4pGzf+IPcurRfut3Ad7nvxbzBftu/aJX/+OlxYTKA3jN2+A/PD95AdO71JRp3ik17FOn12p0q5/crJ0tTcqHINujKHZ2O3nkDmy9TuBXLj5W37kPOCzmx1u3buoX2KXYejb+QReXSaM/iC8X+oOswoUMN33p+/QF7ZniqMS8/PKjAxIKy/zbiUSXbkSHonNpn2nNgLXjsAsmP+fAPaNC26Re3rwXzBGoq9Ow4/+OLPwVjj0tKyErlrSa3YxYJvzJ4nb+1Nlw+ndZfUdJ9RPcEXfVwgt8A45FjiUjIwbuhTaMs4ZFxKpqXX2GgP+PLEm3PkQGWIPHNnW/DlxNh82VyVJBMyi+Wea5z3FpiP52iyY3c9P0/6JDSbvgOw8UJLXArwJS7C14eISw/VRhm5KHvZMZ8iCY7Z1/eS4uIjPs8XTeKPbYO9xbz98SafTCip7AXz5bwYGXjcCcI+Y0EdczlHw6on88WJkU3mS6BANsEXKow8fU64rZeq11jo+LyjBX6JLdABvhxjr7SH+cIA5nGHIFK/FSy247LKTHR2IscEX3T9VLvH8IEvPs1YBqh6AmjXji1yy7yyNol7gC8PDq+RMWedpQIinVqs9DErQ2Wm5p/A4I167a7gy/Ot4Ms0X5BgB75s/WmD3LmoygS+vL45xFXH2qkbuQHX6bP6udjkh0hzwMwXBjUpIZWSEFpnMtqz3gOSDEMSykxJBYIvXFC8fHt84EuDod1sZb4wmWZN4ljBl0mZuQb1+ck3s2VzaZi8piXBrODL3MVL5LktiaaNMJ8P4EtDU5A81yrjZAe+gP6+ujjNSGYoz5e1QUcJviyTJ9bHGUCQFXz540tzZFM7ZMeoIw5j0sMN8Ubln90YguzYyLRqU/BsgC9JufJFSZbJgNDuGgp8QTK9lfliPefQwb1yzXu5bWQVMAeA+QLKNsCXsWn5hiQPwJfvCqPk7fv8yTcEkUvyswzpODfwBTIhEcHNxkabfaiDLwh490ALt/Vd94EvEbLqIV91YXsObsCdqjmt4IbXtQm+RAXVS01LuLgZMSLJU14fIs/agS+tfTi1R4GrOauvbaHp63v2W5/1MV/uuMoPyk14/HO5oX+ZXHaBvVY8JFAqGsOMPgOo+IwFfKHUDX4DG/7yinK5H54vNj5h2Lx/dijKtMEn84WSjOVlxXLRS9tk+tAKOXf8OQb4Eohko7UPKFPpxHzxgy/20nLW67FSiuuZW1COTe7GMnOlrw6+/FCRJpd0LTSqKO3GDze5gfoK8RpW8CW/LlI+aAXrDfClVX4H39E3uQAxCgoKVR/+z+gmOc3i+fL6h3Nl8YEYUwUzmS+O4EvrfHE04AsT9wTjrO3EOcSpWMF6/pECn1whjtCgRlPy2nouEkNg0r2qrTusxiT4Mi690DVxT/DFTd7MTrJKvxeswThYHewHX3oarBMr+JKzf6fcMLvItg+RoPMCX5jQYSHLsYAvlL+yk+3Bc3HtZsLQC3xh9X98cLWUN0crTf+0DF/CxXoAfNlSYi7csIIvZ6aVyv3XOScqkIRokmA/82VmtsSEtRiSmvjN/8fed8dJUWXfn8k5MpGcM4goKmYQlCgIiIkgiqJiwIBh1XUNuwZAgoIRJagYGDIMQXISiSpBJQ8wOc90T0/+/W5V3+r3aqqqe2bY/bqfpfaPxbwSwTcAACAASURBVOmqV69evO+ee8+5+/21GNS8VHLEEPhiLyeH4TD87ZMkBXxhfnQGX0QHmwa+oBIbnr8BW7Zvxhu7A/C3K23o01vWRPl+xUp87gZ84bEu0vC626fMfme6PjOHIYMvRhRpZmWSbUjgS6S3XYueNbqXwJfkdJfTne7Rgy9XRhXhRWegh1EZDL4QjVRwSDhojQzzq5Koyoji5OZGlZbgS0Gpj2ZHMvjCgQP0XhF8ob6trqoyBV+YKlekNaEIZAIypvVVwZe8vCwM/+w42NleVJSPIR8d9UiHU98OTOk5onGaZAfwfbUFX7LzijHys181DTSrYARy9m3NCNEoauidevClTYhNAlL09ScA82ChaxzQ/Kqs8pIyX4iC7erECkM6Jyrvzc+TsC0vXgNLGHwRabpqDb4cClbmK1+egi9i5oun85LPxWZ0Rxr4MrwBWjopuNyVzRlonoIv656+En5+/lqxauaLHREEvoQ6pIxA/btd4IsKDqngi5ek9UNzoEtslSn4wlkF65/pAV9fP3Dwoxn48t1YAl9O4u87/TCxY64ECFD9eO0Sx4AR+EL7dO9Em2Kz1Qd8KS8vw23T92FUi0w8YEA1yns51TvWTTYb1Z+dyPRvykJ7e2xf08wXsktT7XIwqgi+kF16e8MsKYhW34dsl/I4IMd9qwiZsorOgmM7ODBsoKz5EhdcrdhLRM0X7FupZbq5A1/ILs3PL8Djq+1aUI9Yr/mLl2H+qTjFwd8gNkH5yRh82YmnuhQoAYJ8jq2LXcr06WaZL2yXLn+0I8LCIt1NQYhMDnSzlc1PZV8o9sF0E/DliC0S/RLzLPtQD75QhjzRjonB02T3DG1RItk0lG0Y5g8NfEkrdTEZsF3KoCh9B+9x9G+i2s7JzlQCqI3AFzpbLEsJl3wuevCF7VL28XFAQV00X9imdQe+iOuKVUdyViIzjMzqF4jOXbu77ftLN1xqgf+GFrgEvtSzl+oCvkzt7YXuBhE8YlWIF7tvYqEUUcXgTffQdBwoTsA/b6pCz6tdHNX6TxlD4IuTM9YIfGHaMb3jXg++iAYWRcOfKfTFnCddXNwMvvSJSVOi5egg+7FZ5osOfOEDrZj5wvQ2YubLvMPeljzWZt3IB3Azvlc65BPt2NdPe6bbw0ZNrG8RKDKJqaSM3k+bbdeIIsmpwOALbyjudHsU8CWgXONuVsAXgd+TnWl6XQ8CX567shx9e/dRMl8GJ6RpnKUEvhzJ95MikEn8dHdBAjjzZdmaNZh12Bx8qajy0pzZ7LgnR/hqp+YLHQJ25ERrmTAq7ZiL5702044jJjhaXw++EH3Fr7XIfGHwpWVADlLLwrDGWWejOhHt2NWxJVIEC4MvN0alYZsH4As56un6RMgWE9/FHMP6dUEEX0iH6dbYTC1jjJyQP2cGYoEB+MJ9yIcgI8CDwJdAnyrtoK2BL05HFdWPjNJTNNcvIvhixp3NxrWnjnGmgOFobStBRQLnCivkyCYt88UJvoxqkYEH7qzJF839RPVLznBFeFKfdoupkDIt+k/ZigfbF9XgwOYyCHyxVfpqWksEvsz6JVgC/6jc4w5VO4TACDog1Qd8YeeSBr44NT+IP79R4xa1mYZg8MWI51s5dG/cgHf3h2j84+4KZ/CFosv2F8cbAr1cBjl5fisMlZxNDL5cHZ6OvYWxGNk0Gw9biLOqh9z4WoOHFCEcE6RGp1HmS3ZZgLZfcEbXikc7ITQsQqku73/0bwL9MzIzFQ712oIvPG9J82z6L+EagMaH3PpkTfB40PcROddXZyRKXN9W/cgZc3SPmPlo9MzblDVbSBQdLnCSwRcC4A7bGuDWuGxLxz2DL0Z6cvxOAiBvb1lmqr2kgC9e1RovPjvlRUeDeMgljauU0ycw7ocsU/Dl2xMhWDnZldXpynxRgUh2tuvBFytRbbN2Z/DFKHKcnuG9u7bgC2Xz5lWGSPRrNcaHQdYsgy9dgjNAmS+9dHS5+jKof8qrXZnM5LgP9ZWzJijoYVALuQ/JOUx0p6RJR+DLCZtrPWDwRYzU5XnDoOC2HVvxj11+puDL3N/DpWwQznyZ1T8Qnbt0BzsmLib4YuYwZFu/tuALZYJG+dotg4loHUxOi9b0+ah/GHzpFJyJtNJgXBVdZKnbw+ALg6C0Rob5VePlB13BCGS73ti40jCjgN5J+3J+uSsjde+enXhhq5em9Uj3sK1G/ybnaVV1Fe5ZYJz5wnNWdO7owRfOdNGDL56wEejHMYMvdzZON8y4ZI0hHj/u9kMGX7qGZCoC83OHR6FFqw6Gj835Jglb00KkDCcOzmsRkKvYGe1C7ZZZE2THHiiMQfJklf6W5ldVlbf0DAWDXJVQaQm+7MiN0ebNoYM/K/aKmCmiB18cdpuiFWi0fpFeyPRDgRKIT8Feh4rjYXZu5rPt2zdV42on7Zi7tubf3YEvTCEl6p+4K5vBF3e0Y59/vxTfnInHhmd6wMfXTytWBF9ahTmk86P+3Zw5yoAj7bH5BL4IWj+USdEltlqyjdTMFxWk0estMvgish7ItGNNcfzUabyy3ccafBEAK412TMh8ocDHXk7whfVD/nFtOW68Xh2Pnl4MvoxunoFxBpovvC6Ie4NV2exEpnvaB2XhXxbgC9mlqSVyMCqDL2yXDm2UZalFyLRjPA6MsibIHzS2Q5mkpUGAVlxItRJUqYIvRDumBj2wXSpSVunt0ty8PLfgy+IHWyG6gUoZZgS+UFDgk10KJfClLnapO/CF7dK6gC+iFq1Rv9PZLs2masnxxbRjdDYh8GVAwzzLPqT1ePF5V3AenRMIQBPBF8r0GtrSIdmlBL6E+0MB0MguTSsN0KgK2S4VwRfOalbsvAntkZmRpgRQG4Ivi5di+ZkwSQtXD76wXaoHX+oCoGngi0lGNmtBGbGpGPULgy83OM/oHw4IQsfOl3u6LFy671IL/KVb4BL4Us/uoQ1JjD63Ko4NmGl9fXH55dbchbTZ3taoUEnJ5YufZ/Dl7ZuBq3UizOL7SfCyWbBDcbCWOkrQf9ZBiNkyvOHpnbNk/DG1lZJW2ikfQ50CWmSonSl2OWTpfcwZy+ALb1x6Llu6lyICGoe4aMeYM17kqU458yfu/z4bX93bEA0bNwdxQa/9JQ2vCfRdnnYb836LXODis+Rc9/aqtuTmFe/nPoj3LUSoT5k1+DJ1PbpFFeEV4UDK4AvTHbnT7SHecaIde8cpoGimF6Lvw/5TtmDyVVUKtzk9c3tCmsZZ+v6CJBzNkyOQCcDYkZ+InhHpigG3IjkZM36L0HR3xDZ4ZvYSVFZ7YebjqrHC3NfB3g6N957Alz05kVjudEiREOfSvectI/HM+pQPlQvuiUfjJq1q0I6RAfNLgee0Y8wjTny+aWVhWOWkSjN6P42PnnF2PDFKpB1TgSpPwZdHnOCLSNUnvoud0HpOU1oDHupaiYG33qb0oajbQ9oH+7IDNEc+lUd8/GsyGmp9yGPVKKPg+Y+IZx/aQZv7kMphAITKO13op9HLMQetpwCJ+I3Mf26W3cB197RspqziaG0rLmAa2wVl3tp4pXqR1sZXp+O1PhzdIhPjTAS6xbbl+lGfdoutkDItBkzZgoc62WtwYHM7EP1DSaUPvpikUgdQpOqsg36SE4x0Yf5wxCq/E/d9Xl4eJq0rg5FOGGW+bEsNlPYfclpmVIRr85ZTt5/vbkO/Pn1RG70s/XxgsN6I55vuZYehVcSu0bjvoYAnCcr3NmnaynAZIG7tI/mhUkQ387ETvcPPRQlwRx3HeiGejjGuCHHjxwRX4bmxI0Dc2rnlAVqbMxXfmie6aLpHol4IZRGkpacpfWiUqUrjcG1KsKTRwIdcbkfSPJt2KAzchzz2rTQBzNZS1pfisvT38SGX9BXiE1WNBatLjDAM8yrR1nujZ0gbjihLxYAFF/iSjiO2aNyWkG3Jj87c2ka2Bb+T5sDtrcpwzxBjaiji1iaqUeK7p2v7zq14bacfkh5shSino2H5mjWYeViNsKTxwtzYRn1I37DozyBNz4yeIcqlM2XRGv0O02Awt3ZWxgXcNf+sJbWQaR+eP4NR36TimW5FGHSrLDpOz7DOnaeaL5z5Qtm8OZWh1uCLkvki6/YwDzmBL2cJfInPl7jO9d9B/VNW7cpkpvlF1BsvC5kW901PxsAW5bhXoPd6/bMklFV5KfYJOY5PFodo6wE76X94oJXGL88aidyHO3dtxas7/CTaVq4bRUfPPRYircW0xpPwOR/6WT/LSvPF3Xzh39nuNQP9ee820qcxewfZCKS7F+1rt7Rnydm3Li1asnvYTibdHtK0ujK62BJ8Yac0awpQf4T4QaIqI9v1hsbVEse9WHfal/OFjNS9+3bjhU3Vmt1P94qaL9S3VZUVyrwxoo7jcch2Ij3P4AtTlvB+yBof/N91EfMtyM/BHZ/+gZFN0g0zLjly2VOnEYMvlAV4sDjeks52zjdLsC3NpQ9A38p2cnP/HDiqfNE2zG6ZNfHKJ0nYX9hAG/Ovf65qvojaSw/PWomr4isw/i7jwBTal3flEoBzs9K1pAFIe92XIxqgWUtVB5Hbgf5N48XhsCvtZrR+8TeIezSdNw7ZEmDWR3y2FXV7PJ2HJQ4bBs76BePb5uDeoTUzlnl/Er/HXdkMvpCmpJVvgDQZvjlLwSCyHgU9T5qiEd4OtAp34NUHXXqT+ndz/TgwjfbYwjIvvC2CLx8uQ+eYakwQAlNmLEhCml0Fafj8zvU4cvggnlhTItljom4PaU2cOH0af9vqZaj5wmuXSG1LazzZaGJ2Ep2tbkwskTRf3J2HrdY+s7WU1wVxb7DqQz6P0T1EAfjW2FstNV9SbX6a/ik9I2a+0DcPb5yGiUKGvP7deruUfCSkFyKeOeksOK5jGYYI+jrUpkQ7pma+LEWor4vJwIgiWm+X5uTm4LGVxZpdKdaLM19ELU3yJ50ri5LGBY1V1m6qj13K2rVmeyvbpaKdbdWHfJ6lYAQ/70qJekv/HJ09M2w+kk4SjxkCX47ZI9C/YZ5lH9J6rIIv6lye5ARfnhBkAyjoZGhr2S4lqsdQfwrsGgGyS7NKAzD/aTW7ie1ScX1gPT/6ffXEzkhLO4/xS/JhNG+IOm55SqiWYUzPsI4d6/Lo7dLiwjz8feFmPHP7ZYqvpTYX27RPdy1QdGr1F6/tVuc88RkGX9jPwlRptanTpXsvtcBftQUugS/17JnagC8cAeSJcBRttv0bF0kGExs1HCnsztg0BF+EbBkWOdM7yxTw5SoHet+sOu4ndSnA7f3VxZTAl7PFLpFM+lttwRfSfCH+fLp48RfBl8z0VLyT9BNeHtnTrfisu+7jQ6UZlQYd8r1RXWsAjVLKg33K3Wa+XB5ZJEUDMvjCG4qRCLP4TbRZxgWWa+nE1B/iRsviy+7Al6GJaXjSqVsyY+FiHMmVRQJrC76QYPH0iebgCx0C9uXJGg3u+srsd960WURcn/lCBsxvhZ6/iw/0bQOzkVoWammY0fi4JrYEohHFWUI3Radha6572jFy4nihWjLQxW9lY1/PaaoHXwbEpypGGl0ffp2EfZkBmPe0iwO4NuALRaIF+lRrekRG4AsZvKcLXUL1/07whY1rTx3jbOhHexcjtyoULPxrNIZobBeVe2vjle7Rgy8swGs2BvXgEIEk3eKIysHllBg4ZQse7mSXDkhieSr44o0vJqmHfBrXM3XgC3PU0+803rNzc+oGvjiBazZgzZzttZmTFx18yTiPe+angCIE9xQmGAK9XD9y8hwtCJW0uRh8uSY8HT8VJpgKrnIZ9QFf+JBL4Et+hb8GejKoKArAi6KYP4xrgfSMdMWZYeS4J2HT5JQgQ/DlixEN0LxlOyRvWIcpB/8z4Mv0BUlYmZ5oqfshjhkRfBGzV43GlSfgS7+EHEvHvV7Y1Og95Nwf2roCd91urMdGe7C3d7UWHcyH3CUPtUVklJp1xsEH9O/6gC9sW+XnZWLYZyfwnwRf2GHojnbMbivAoNlHQNm8WRVhbsGXo/kBktadDL6EKVqFouNI30e0p5ZW+mDxc6qWyUuUNeFfLTnuKaN8UMtKST+LwJcKpyYF7cGnbUFahgfv6YsfbI3oBnFKuUzDxJGvDNCwbSvWixxTn7sBX4qL8nD7R8dwMcEXM9C/PuBLA1+7pT2rgC/pUVqgDLWDHny5KqZIszWM5pgGvjx1OQICghQwLNQPeEkA0DwBX8SgiH37fsLzm6pk8OWn7Xh5m49SBQJHKyrMwRd2THHQFj1TA3xxlGDArIP4T4AvbC/VFnzh4DorGk5y9m1PD5b2Q7aTKajIVumHduF2vCZo8Oj7keyifQUNtMxv2mOJdkwEX8h2vTK+0hR8eWtuEnbnNtAy3usLvnAAhyH4YhK0WB/whZ91B76IIuPubKaLAb5QFmKYdylah5dKwXv6d3+/ciU+PtYAXL93vlyMojICqF3BYuTM7xxThYdFzZcFSUi3eSlBfZz5wm1+9PBBRYhdBDHZzqH3E/hy8swZvLQFUmAm143XLtHJagS+0D5wY6JDs6Gp3dydh83anp41W0t5fxL3Bqs+ZCcy3UNg9BtjrMGXdLsrQI2eYUCM7dIRTdLxmBBEq3+33i4lG7N1ZLV05iQK87EdKzQ/DJVBbUqZL88omS9LFdpHCrRVbJYtm/DWz4ESsKe3S7Oys9yCLyKjgCn44gwC+XeCL2yX1hp88SpDkFe5pV4wne2y7CqdKV968GVAw3w8ZqEnqQdfqD9aRsh9ePe0tbijjWyX6sGX7FJ/7UxvBL6IQUFrnrwc6akpeGBxjiH4QgDairOynqQefGG71Cygzt1aJ/7uKfiy8J4ENGrS0m3RDIyzr+yjwWFo16GL2+cu3XCpBf4bWuAS+FLPXqoN+MLRCJ4IR5HjdWCTQjx0l2tDYPCGI4WNoqHFz6HNsnlwqRLdXlpagv4zD0qRJwy+6NPb9ZkvIpJNhlpKscshS+9j8KVvTJpy+HKX+dI0rEI72LHzJtan0FIktK7d5A58oUO+FwkjC/RNVu9iw5KimgK9KyzBl5HT1uHyqGLpQKoHX9zp9hiBL29eX47rrlVTsxl80QNoSuZLjyoNQLujYbpmzBmBLyT8RuLxnPnC0bPiQZbbhSI0qqqB9yeqY9Mo84UcbYfyQ/HdMzUjc2vbl+s2rse7+0M156wefCGnzK91AF+IzzetNERKy9XXjcbH1bEOQ/Dl5ug0bMlNtKRLovLoAEvZVUzfpX8HgY13LziDmf0C0KXrFdrPevBlYHyapodATsi9GTL4wgAGUdqREc5j1Shqj8CXIJ9q7aBtBr6cKXLRgtQLfFH0YgJN9XFqC74wYEWgbXZlGKyMchrbheUusJAamMGXm6LSsDUvUXPGmI3NGuDLB8vRTeHRdoEvg6ZuwoTOpYZRP1QuASsUuc2R/0bgCzuL6P6v72uE7JxsPLW2tPaZL07whZ0LFxN8ETMhxfb6cfOP+NfeYHia+cLGOq05lElG35vYqJlhF5CT52hBsESnw+BLz4g07C5IhDvquLqCL+RYjA5UqQHoYFxQ7qcdkNyBL+QwTE1LtQRf1qYESnsfZ76w842dyC/3sOOWXn3Ah1xP21lsUN4vzOiMaG9YkdbQUvdDLE9cNygbdJFTC8eoE2lPOFss86OLmS9HbdHon5grrbX6cjwBXyiidkjrSkvwhahGOZuUD7lLH26HiMgGyit5/6N/k1Pq/LmTGLMow1DUWc18CZT2kQdmrMSZsgbaXCgqyMWQT36/qODLs92KlKxI/cUUUp6CLxz9n+BbgPSKCFhFCNM6/Xu+nL1UE3wptOxD2lMdlb4a+GLkuKc5MKhVldSHxK9PzmGyZwl8OWNz6V0x+CJmL7EzmsEXvscMfKHMF5GCVJ/5UmIrxMDZhy8q+DKmRSbuN8i41MAXZxCUJzYT2e1E/Rrja9OiZ42eo3VwfVokVk7urf0sgi+kaXVVjM1Se4nBF3bYUn+E+lVLti5RaF7XyDzzhfblgnJvzHBy7TP48s3oxkhIbKrU7ac9O5UIe7qWPNQaFeUVGDnvjGHmC4Mv4vN68IXKoXaqAb54wEagb0vOfLmraYZkB/B9W7dvxuu7A7TMKXd9yJkvV4alY19RgqWWIDn7dqS7wEcqWw++dIywWzruqf33FhA1sJq1QntsZRUkhgEKMrkivsoSfNmTG6WNJQZfRLCC7UZ6h5j5YrR+0bh/f7+vlIGmZb64AV/cnYeN2t8FvmRLWXZ8L+9P/1fgS9uIUgmU1n8D65kw0EFn8cIyb41+iu4nm6VzbLXkS5i1MAmpxdbgCwe7KXug05lP/ybw5fTZM3hhszX4IjpZGXwR2Tpojb8+sfTfDr7wuiDuDVZzUQRfKJvz9TG3mWa+0JxJs8vBqDxm2C41Wx+4Dnq7lLImWkdW4vH7XACaGfiSEEraMCMU8CXcr1pjMnAHvlBbZGZm4tGVRTCyBTnzRQxq8xR8qYtdypnFZoENbJfWBXwJ93ZY+pbobJdt99bsQeoXtmloLT5qi8SgRvmWepJ68IXWrBYRkOwgo6AgYnnx9vFRskzIN5RT5qcxIxiBL/qgIGavMcp8WZC0HCtOB2l2Fn2XHnxhu/Tigi+FGNyvX40ppg+idbcf8trMZ/S6UPS6e8el3y+1wP9VC1wCX+rZ8v9O8GVw02JJBJrBGwZf3KXKK+BLiEOLbqdDh2j8cKqnPsJKFHWnfz/d1bWY0kZFmi8fOsXWqfkYfLk1NhUvjhuhbVxGUexkCDYJq/xLgS/egKSdYTUkuA+a+Och0LvSVMeDyiDw5YroIrwwzpU2zsKDjOa7E4lUwZcKzZjWRwex8Lg78EVMfb4Y4At939THzMEXGhO/5oVIYuB1nWrsiDDLfKkr+NIxOBOpjhDLqBhyFPWML5FSjjnzhcEXdwczcuKQs2+2UztF3w5s7H8wIAidBE5TAl8mdKtG/z59Veq4xFSNkoeckPszZeHj+oAvHAGjHLScqdMUbUSZLyxUXx/whaknzOgb2Lj2NPOFwRdy+BLNljvwpajcBRbSN+rBF7PIR+4rPThEQEq3uErpQEvgyyOdyzDIwPCkcuiZ8mpvfPqkeeYLRSketquR20T9ROALZU0YrfVEW7E91V9ytGm0Ywy+OEF3I5qW2s5HznwxA182bt6If+4NAmdsuCufx/11EWnYWZAI0Wmmf5YOub8XBkl0OnrwxR11XH3AlwZBUCIM6WBcWO6rHZD4kMv0O+LBjf5N2RSpF84pkaRGaz1lvujBFz7k6sEXBt0vBvhiNh7qA764o1nxBHwZ0DBHcjrox4Gn4MsdbSpx52DzzBcRfNmxYyv+vssPIsWGHnxhujajPvQEfOGsiYuZ+WIGvrAjvbbgC/XfhfJIWEUIG4Ev7NzqGpKBMyVh6NuwwJKig7QI7TrwJdy/WrKTjMAXMTKf9uAUu4ty0Qp8ISoucjCzI7+u4AtRNlLWxGMd8zBikEv42N06Z/Q7046ZZVyyzfPqNQ70utEFkli9i2wEon6N8bFLGbH6Z2gd3JhONK0ujSI9+NIzrtiS/k8PvpB+C9GniLYujZWuTSIU3UGjSx8U4Q58IXC0vKzULfgiUgzzfioGvFE78X6v0Y79G8AXdp7VNvOlR1g69l4E8KVThF3Kutf3AUVd/5zvynxRwJdqSNkyBL70SKwy1cOjZ/bmuuiFPQFfyKk29NPf4Sn48tycpThQHA8zum520v07wBcXuBGHJk1bezTVOfOFzojzJ5mvE2a0Y/3f24pgnzIl86VdRKkEaOorwPVjoMNT8IWy3y4UeQ6+bN62CW/+FKi8nvaHk6dPKhSBRragdl5z2qD0zN8+XqJkJ/87wRczILs+4MtlIRl4bbQ1+JJul4NR9eDL3U3TpawjdzYNASmto6qkPZTAl/s7VUiBXQRo1RV8Ibs0MzMNjywvMgSyyXE/72SsdK4yAl9orE7s5lDoT+tjl15s8CU/LxvDPvsTFHgR7VNi6YegfSrXASlbjMEX8rUdKY7E4MYFhgA796UR+NIqqlrqQ0+CgnLK6Gyhng/ZLhXPxLUGX84ESVrJevCF7dKLCb6Y0eFyVqMI6lotqLyu92qQis05DetE0evRgn3ppkst8H/QApfAl3o2em3AFxZBm36rHy7r1sPyzeR4HdK0SBKQY0cPc9y7oy8bO301moeq4EtZmQP9ZhyAKEp49vRxRURWLyZ465RteOmqCtx8Uy/c8t5uPH1ZIQbfpiLZJE52VoiGp7+9Ny8JazMTcVtsGl4YNxxsEIpCYfyxJETWNLRSi6pjoe8Y3yJJTLme3aI9zqKrJNYZG9+4RrHUfxRXJwqXW72bwZfm/rnw866yBF9GTFuPqxoU4XknxRqVqwdf3ukFXNVD5vwV30+Cl7EBLvCFBO7euKEa1/W8QbmNxdr1QuYk/v3slRXo0+sW9H5vJ0Y0TsdjTt5Z4vs9lu8n1V2f+bI8eQ1m/hYJI2FuvWBxbk4GRsw9qRz8Vz2nOgre/TIJR/KDPG5XqzZf++M6vHcgDAvvSUSjJi1qaL5QROyh/HBLEEUsf/eeHXh5qzcoqumCI0SKDNHXg1Ljr40rwcT7XBloxJW9qyARbBS4A18e/WA5fFAtAZbie7IyzuOu+Sn4oH8gOnXprv1Ea8DDXSsw4NZ+6DtlBwYmZGLSaLUes79egv1ZxL3vcjBOW5CE1emJ4MwXNnaMxEJpHAb7VeG18SowyH3oh3JNPJXAl7OF3pjh1PYhAOWfP/liw/Pq2KvNxeKzZsKlNCZXprsE7d2VneGkrCJR09TySKx+8jIEBYYYPkb0GrYKWVBRA1+c1HHj2xpHPnKB1LYbMmKxdvKNyp+MwJfBUzbioS5luN2A75aeoSjcimpvsPYPCRDOOhSgCd7SPZM+XIpf7arA5bdjmiIjIwNPrSvFlN5euOLK3tNMhwAAIABJREFUntL3kWDrtgsB0hxj8IXnLa/7z3cvQr8+9ctCO/HnEUXc8cnO+RgqcE9zpTZs/BFv76fMlyi0bG0sFCyPe1X3ggUVvx3THHEJDQ378K25i/FHYbCUoSiCL3sLY3Ffi1yMHTHUdOiQWPuK1BhJzNfdOKPfX/pkCeKCqvG0U9i0sMIHc52i8ZyNKgrAi6KYix9sg7TUc3gi2WGYNUG8zMnngqQMQXJOny+P1ESL16xfh6mHwvBuL6BHj2uRduEM7vs6tU6HkQvnTmP0ojS80L0Yt/VRaZ/Ea8bCJViRlqCIWxvtl/r7RdCW9kRxPdLf+w5lvthkcVp2VLCw6aBGudo+ZdQ3qrBpYg2RYvFeWrOHtKrAyNtrcvjTfc9/tFTJRHzHyYvPQuwi7Rjvf3S/kvmScgpjvk037MNFy1bguxPBhsKmTAdqtxVi0OzDYGFTFjr9dGgEWrft5Mkw1O7hPf+ZywoxyGmXiQWwzcNrrTvaMXZAk7OQON2twJf35y/B7wW++PRJl56OHny5rWGhoQA515HsUluVn+YUoMyXiABIdhLNgQEtKnG3oMNA+3z1//8f7VkEvpyzB2prH1OKiQLBLPAa6FWKNZN7YbeTwupvPUoUu0i8Fq9chS9+p8yXXtqfad/+oyQWHwwIRKfO3bXs8Qntc3CXydjytCNzslJx55dnwMLv+ud4766t5kuIlwOxfnbLeUiOVxV8cYEirCtFNDuU+dIzzoZJTppao29i8IVFol/5NAnhfrDUidGXo6cD3bd3N57fXI1vRjVCQkM1A5L7jP5N87OinMCXs4bR2ktXr8EHRyKltYvEq4/Y4yCeucg5Pq51FkYPGwJbUSEGf3QYU/v4oHv3qz3tPuW+vLwsDP/suKnWGGe+6O06s5dw5gvTFYmaGfpnPqLMl4wgfP20i1ufM8SJdsz+/+dX50g7Xhrnip7Xl6GCL5T5oo75fzrBl78LVGWPfbAcVyZU4wETPTx6Zm+eayz9cmgvnl5fDlFUWdZ86QZ7iU1pN/FcyXVb9+N6zDgo20QMvpj1kaPEjgEfHMJ7vbxwZQ/ZRnLXofzsg22yJSFsfo5Fyr+8MxbNWrRxV5zye5/3tqMKPmjsl295/pn73TJ8mxKDDZOvl8ol1oIQrzKE+ZajfYRDOVObXVy/BXcnoHHTlspZvLAMeMtJP0XPkU3ZSZf5MnPhEqTZoOyBU+YlYWOWy7Y98tsBxV7hMqkMtt/p3z+Ma44zZ89i8qZqPNEpXxKBp981J+t9iWjYqIVSdbKh9hQkSP4H2geuSyzDw87scZqXb95QqZ1tPWpsAJUV5ej7/l6YAdlsjy0e1xLRsQlui+XzGN14eUg6Xh3dzyLzZTEy7L74QAhGFcEXsktHNsvB+JHGmkn0DrJLl12IxY/OcxWBL22iqiQ7iMCXMR3LFWF7vl78eAkSQqqVdfqZOUsR5uvKfGG7lNdnZf1cvRofHolSHie7lMAX0nwxsgUXJC3DvJNxWP1EVwQFhSrPMPgirkvkZ3i0i10589THLk05cwL3f58Js72V7dJVEzsjOCTcbR8y+BLsVYoGfnZLEJTOdnkOec5o4EsYaRFGYkiTfCnQrsZ6vGgJlp53nS2enbMULSKq8bjgN1DBF6IdM7ZLJ3+0BHllfvjcebZgu3T9Mz3g6+unvHLZmjWYJWgRnjr5B8Yn5eD1a8tww/VqBiNfC5csx3LKfHnWZec/NHMlTpY2wJzBoWjfoSvYLp3YMRfDBxkHK7ltbOcNbNNO6lpgeAbW+3HclcvgS+8GadiUk+hxUJ+7ci/9fqkF/gotcAl8qWcv0CHRU8c9b4iegC93TCPwpViiJODoE+bId0dfRptlixCHQi1UXl6G26bvwzs3A1ddpTr7U86ewP3fZdYQdrztva14qWcVbrrhZgV8EQ/5FCUgUhFROQy+sCB40qpVmH00GkbgCxmCTcKr8OwYp+ZLVhru/PI0SOz1B2GTqGe3aI+zI+L7+5shJq5RjWKp/0iPg0XO3L2XwZcWAbnw86rSHKlGz905bT2uVrizXcazHnxxp9vzMGW+BJVrxjSBL2/eUI1rneALGzyfD4tGy9bttWqQAf9cj0rccrMKvtzZJAOPOnlnZyxMwu95Mv0LidZvz0vEtZFpyrvY+fSVYEBz4Qpnvhfw7qOqQWkEvhA93e8FcmaGu7Y1+50OZO8eCNWAID3t2JufJ+FgHcAXimq64JDFrvV1uO/9ZFyXYJcMYQZf2CjwBHzxRbVkoIvvyc68oDgUPhwYjI6dumk/0RrwUJdKDLj1NvR9bzsGN8zCk04BP3JC7iPwxWmo0UPkGFuVkYAbItOV9HOOQDPiDqdxGOJXDT5oG4EvBIgQ0DrdSQuyZftm/Osnn1o7r6luPG/MeMxpTK5Mqz340sQvD+fKo0D8t4GBQYZDiIBFW4UXpj7mOgAx+MLZSw+3y5H0BfQFkYH+YwYJy6p0fwSkdIuvlg5Vt0/dhIe7lBk6RPmZKnhp9HNkjM5UHA0uo5kOXr/YVPCFDrlp6el4MtmBqb290F0HvtDhfVuqn2HmC4MvFRXluPX9vabO9trMSc/BF3ktMnsHR39zFiDpozSITTS8nZw8fxTKYK4efBnVMhdjhluDLysvNNDARU+//W+fJCEuCJjkBF9slZS9pDqf2SmR/GQ3BAQGK38TD7lLH26L8+dT8MQac/Bl7blAfCvQdZFTgsY0r+nsRJ55WwC6XHYF0lPP4t6vLngMconfeeH8aYz+Js3QeUn3kVNmeVoCzPZLfZuJ4As5/ZhSz6htCXxJKfbFnCeHaD/rwZfBjfO0fcqoDA18ee4q+Hj7GnYhrdmU+TLCJPOFwBcf72q8PUEFsrfv2ILXdvmD+ioi0qn5sjYZM36NUH4n8IVBq3/eWIme18jg87fLVuK7k0GSsOmDM1fidCnRjqlAJDv5GHxhB099wJdnuxVi4K016R1WrVuL938J14Jq3IEvrAtF4NmZsmhFWyOqgboG6S8C5I/l+eHTp8zBl36NCi0pOu6fsQrFlf4S+BIVCMlOojnQv2WVtCbTPv//9cCVPYvAl/MlAZpThZ305FSKbhCrVJsP+0TFtXryzdizZyde2uqFl68qUewi8aKAoS+PhWjaFfSbHnzhtfSR9jmmwJ6nawqDLwwC6J9jB+arVzvQ6ybPM19CKfPF16ZFzxrVh5x9G9PDpfGqB1+ujbPjKWegh1EZGvjinIcEpIT6ywCau7agfbmowgvvO/fl/ft2Kw7dRaMaI76hSjsmgi80PyvKyxTQyihzj8EX2jcbxKogPme+iGcusqHHtc7BqGFDNOfTtL4+uPzyiwu+sPOMwTt37cHgC9NwWtmVCviS7qLdo7L14EvXSLul457AzJ/yXODLv75QacdeFcAXCjK5wg34si8/QhtLv/66D5PWlklUvGQ3vrE7QPl82idLSuxKVLoReKyCL/6STeTKfDHuo1KHHf1nHTIMUHHX5rwumwXf/LByFT46Fi2BSe7KZPCFbFOrc+UXPyzDt2eia9jTA6ZsQbB3GcJ8ytEh0iGB0vp3M/jCgWkEpBSWAm8Kmi9Pz16GjjFVMu3YVyr4QnsgPbM5yzUOjhw+oNgrXKayBzppg+nfNL/OpqTguY1VhoE4fO4QQVRD8GXGaoV2jKnV66r5UllVgb5Tf8b9LTMxxiD4RgNfHmyFaJN9TWxXEXzpHpqBV0aZZ76QXZpe4qJmpnL04MvdzXNNwUu6nwLpCHzhoDYCUtpEVksBDBTIOaZTpeTUpjaNDxbAF78qjeWE7dINgp3E6yO9k9bS9Iw0PLrcmHaMHPdfnohFslPTi57RMl/uikOTZmoWGPkZHuvqUIJz62OXMvhitreyXbpqYhcEh4S5m4JgSkgKCI33s0sadfqH6WxX4ICml6O0z5o1+OBwJDjzZWjTAksA7aNFS7DsnOtsQT6S5hHVUtCmJ0FB+eU+2tmC7VIRQFuWvAazfouENyoVsO70yT/wYFIO3riuHNdfp55N+fpqyXKsOBMoBTVTMO8JRww+GhKGdu26aHbp453yMGxg/bJ5ed4YgepUJw18uTcRjRqroKzVxVIJt8SkYWO2e21dd+Vd+v1SC/yVWuAS+FLP3qANySq1WCyeM1f09EJGVaBIhyHN7Rgz3OWo4AgijoxyB77cP30VWoSWahy+ZNyIqdnMYy4K41FdRFF3+reoF0C0Y+eKfDDTGQ1P97NgH4MvHAlpRjvWNKxKy3xhzZeLoUlg1I58qDRz7FH/eVVXW9I0GPUhOZp8vcxF1OkZoh27OqZY4s4mrY29hQlgHkt3qfKUJpoYVK4ZBtQfIvUJ0y/p6ZzIgH/+6mrcfGMvpT9F3llyqv+R7ysJwFMU3DYCXyLS8NaE4ZoAqxEVEBkWIm0LGzoUdck84jQmThT5axRL9ZlmbMyzJoQefCHqg0N5YZYZLOL7mX7k8tAMnHcEW+rSEO3YtfEOSWyPHA078hPhAl/i0aRpK9NPJOoGP+9qjb5LfyPPAb2gHK0BD10G9HPSjt3RKB1POCNpKM15Xybxw7qiaJgaizIJKNuND0xGh3hKWQ/yoyhiFRjkPgxAOZKfV404GicpRV6ato8RB62n/cprl5lDgd61Ij1REoi0Kpspq5r55+FsWZTCJR5gCb64aPKoXKJ7Wng6TstecieiTG27MdNF0UHgy+XxkGghh07diEe6VSn9ZXTRM3QxZSON6+n7fSWdAYqYOlisOj7JCZqWlqpQVpnRju1IdemP0DMUXaXneqf5fzFox06dOIrxS/IhaoDJa+NGvPVzUA0w36wfGXzhDDIrpy/N8ROFssYROwDZWWUWvcrvJ8qqVedjtPHt6dilyPxYDXxZCnulj5Y1yONa3Ot4/6PyVz7WESkpZzFxlc2Qdoy4tdelBEhaNnzI5TWd179Ph0aidduO4DXfSpDZ7NtY88VsPFBU/NLURMvsB7FsXjfob6Sh9ZEJtSL9TpQoKcXG4rRq5ksUhjTJqxW9g9F3UjbrsHbAHQbZWXQ/7cG+XkQzoYIvTO8gissyDRP9Tn3L7WZGO/b98QAkPeua97RvNwyq0DjYqRyah0zvwGO/LvzoTO8xubtNoaTUX6wRNG9kDJo2bwvPwZccRafGah4SLd3vef5S0AmPdwpmSHGE4tZGxZZ9SHo4BL58/6yaiUdASnRgtWQnke06oHU1Rg527W9EO+YFL0XHgvbg83ZXcAfv6SJ1HM8bzsjdu2+3QpXz92tKFbtIvMjZMvdooCRCT/v2H45YzB4Ugg4dL1Nupz68GLRjvOeb0V3y3v3aNaW4SVdXs7lNdQvzKkGsv12LnjW6l2jHtqaHSvYS28mUDZxeFozr42yWuj3sYOR1j4AUoh2bLGR5u1tf6ZniCi9Mc4IvBw/swbM/Vkp6U6LmC62lpaVlGDH3BIwygpiSRRy/BL74e1dpFLnch9zuDDy6O0sZfUthfq5Cn3VvswxDTZSdu7bi1R1+0vixahMGX5iGU38uE5/9eNES7Ex30e7RbyL4UlLli66RJZaZSDSf9uRFa2OewBfScqT5xRfZLN0V8MU4cp+eOZDrsr2PHD6o0KSK1DJsN/IZr7gwD7d/fMyUdkxvE5HGZHmVl3TmFNuCnXTuaLiN2p6fNbP/WL/Uqi/05TLtWFO/XMtzJQUAfX+mgZZNzeUMpMwX71KEKuBLqeWc4vrx2YiAlOIyVReLLwro6RQDaYzSPp9uU6mW6Ey/NTNaO7sdO/qLYq+Iep+ibg9lRqacO4Nn1ldgUpcCSQRe2S+dQI2YyUw2FOnycfYu3ffAjFXomVgmgS/uaLit1j7WcdLfw/uTqOlmOQ8zUxVqQ7pI8+Nv91llviQhs8RFzUzPuMAXVcvQHR2unkqV9ELaRkMKYCBfwpguUOi9+BLtUnqGqDsp0JYuI7tUFGuntTT1wnlMWF5oSTsm2rW0J7cKd+DVB1006jRWH7usVNGeq49deuHcKYxelK5p4un7h+1SK4YD8RnRJ9EooNgySJb8YFWVlYqtxBePGQJfjhZFYmizQumsp68frcfLzzXQzhbkI2kRWS35DcguHdqmGsNNKEvpmaIKH62uRrRjTIfr71WhrBus2/zWDZVaQC7Xjc5Hy0/6S3o3TDsm6qfQemVGJW01T/S/sU1rRoergbKCpptV+bw294lJw4/ZiXAX5Fqbul6691IL/F+3wCXwpZ498O8EX4a1LJFSodkAYiE3dyCOHnyhDXpC7zZo16GL8tXMY77gnnhF8IuvflO24ZWe1bj++puUw6YIjJATMqXIu87gC3HmNxFox1iw998NvphRaVAb0TXvac9SLhlAaxOYDW+4B196xhYrdDV86cEXdwcGvROHDiIP3NQKHTupzgAr8OWFq6uVgzv14T3N0jUjVwFfCmT6FwZfmLKKnU+kOxGf2ESaJWQk+FLksJO2xQx8OV0sv6OuU02/aV8s8IUcfhccgZLjU19HAl+uT3BIhnBdwBdyAIiApfgengMfDwlD23bq3KRLD76o1HHqoYrAl4NZvlKkOes1UCYBGeHuwJcQ/yrNkNbAF68yLepw5kKiHZPBl3/tRK2d11RfXrvMDCgSAF2WVnvwhTLQTpdGSxFa+j4kJ4+9wgtThMwXPfjyaIdcU40IKo/Wvc2Z0VjlpOggB1abhDAJaCGauEcvr8Jtt9Skc6IyyJFBGWOsoWMEvtD8PlCsUiPQYfHC+RQVfDHgpP9CoR2rCb50irTj5Qdca87FBl+e6VpoqGuzaYsKvpjp+uj7hY11jmwSaZ/09xL4cqpIzqTTgy/uqOMU8OVCAymq1pM1iZzDsUHVzsyXpXBUemvAtdEhV+RlXj2xM86cPa04M0S+c35vbcAXdmiZrfmefAs77s3BlyVYmppQJ/Cla0imJp5tVBd34Msxe4Rbegc9t7bRe+iQO7wtMHSgi6JDvE8PvuzctQ2v7vBVgLKQ0EjlVj34wu1m1IfkbPnhT/8awqb/1+ALr7Wegi8UUHKyNEYRNo+MUnWn9Jcn4Eu/xkWWFB3jZ65EYYULfKF1LDzYX9JRIbtsUBsv6W/kLPbx8lIEqFXwhWg3VXCGnfTLJ7RHWES08jc9+MKaImbgyxdHAiUR+r8C+PKPnmW48QaZTsRsntM6H+5dglg/m2UGmgK+ZIRKdCQi+JJZFoTr4m2W2kt68IXoE4MDfSSwzN16pGakuoIijMCXPT/vwktb1JJoLS1xONyCL6KT1Qh8IZ2C0W0Lce/QwbgY4Mt9zTMNHXNMhSeCd1ZtwuALZS5vz09AbcEXHu80jwl86RZt17Q1jd5Le+pPeVEa+LJo+QpUVUE6cz7+4TJ0j7cGXw7lhWpAqhX4wkAz6ww8d3kRBvSVqVDpG2bu99HsLKq3x+BLHXR73IEvHAH/7wJffjgTVcMeIe3AYK9yBXzpGOWw7EMGXzhIjjJ1ih0VGCfQxNG5v2OMlyX4sj0zCssnq9mADL4woEN/04MvlM07aV2ZJfjy/f3NEROnZqBp4EtvL/RwZnATCN8zsfw/Br6IwLzVPGQqdLqH9JdecgO+ZJXI/hA9+GJGh8Z1IJtm5YVobRxQFkXjqGBJtNwMfEkIIVH34aA+jvCv1gJtPbFLqQ8JfHm5hx239JJ1ub5eugJzj8dIwXBG4AuN1Ue7lkvgi6f2v9gH7ItiTTx9/7Beo1WQnfgMA+MUENosqBAfPm6eEW80FvTgyx3NC0wBaHpeAV/Ou/qQ/rtRVJCk0eMJ+FJc4TpbsF0qAmCr1q7F+7+Gg7N5WbfZCHyh9XzFSX8sErLq/xvBF9KSXp/VEHo/pTv74tLvl1rgr9wCl8CXevYObUieOu6ZNswTAcYRU9djWGsH7h3qonfYtn0L/rHbHxzp664cqlvr8FIpkkna8M6fwahvUqUIF/qdKIlGXdcMXbpeoTjuRUcNOSHPFftIThbOfBkYn6ZEL1plvpCR0DS8ShPzZMfzxYjMNurK5A3rMOVgmGk0J0Xf0GXFVS+Wy+BLh6AsJUrsI4FCRf/+u6atRc9Ym+K044syDn4uStCyJtzp9pBYe3ygHEErvsfMEffSx0twd88muOyyHkofitF5BL6cKJBFAkm0fmteokZZxYdxM/DF36daixxmQ4coL1Y4NV9onBBlFTua6zPN+FDJddGDLyTkvF+IvnP3Lj7QU1RLaokcPah/lgwmSo2f4OQlpt9ZH6dvTBo2KBEZbjJfPlgOfy/34Mund4SjdZvOWhUIEBt0eSNceeU1Sh/e2SRdo+QxBF+c2SOUVfUagS9bNuGtnwMN60fjkCJVOcqR+5DFiakSZPCmFLpACwJoyGDv1Plyd01c43cX+GLcVrUVQ2fHfdvAbPzpiLEEX6gdbeXehuALZy+ZGf38IUS3sykjSnLO6T+SwJeJ3WEqMEzgi683tLXTCHxhWkIqmyLxz58/p/AyG4EvBCBtPe8r7T8EFnaKKJFEWi8W+HLm9B944Iccw4hVqm9twZec7Azc+cVJ8DwSHaf6tiV6h5NFLmcr/S6CLwcKGmBsu0JL6jiaM6suEL2GZ85MrsPc75chKtgPwwYNVA65ZVXeWvYSj2vxgCSKta9+vCvOnj2l9KGR456ETdel+Evc/bRvp5RHayAWr3+cvUkOoz9+P4I27TqY6hyZTVDeL4xEx3nOE/hilf0gls3rBmXMdQrNlaj99HUgOyGl2FicliJMjxVHYgjRO9xlzo9+McAXWvsoE5GpWVisfdXETggOUanGeP9TxvXz12pBDrUBXxoFl2uRqFSOPsKQxKnr04dmAStrf9yA9w6EaOu+W/DFYcPAWb+gXWCWkulh5aQyypple69bSDpSSkLRr4nNsg/JAUDgy3fP1qRM4zFDdtnA1l5SlCg5hLy9gXuG3K7swaklruAD3tNFAI3nDWfkHjiwB8/9WAmjbBL6Bsp84cxdqgdRLh0ridX40bkP3e0VnmyObPeaAca8d79xbbkSBOXJReMr2rsYMf4Oy0jfD79Owvb0EKn9RfAlqywQ1yeUSFG7+vfrwRdP6qe/h2zOYmFfPnjwZzy7oQKi01YCXx7vCgfphcw9CaP1i9ddMYPtqQ+Xwt8b0t5PDsN7WxdrZyuah61atdaAV0+/xVacj8FzjppGtvO6wvz67spl8IWpUK2EiT/5dil2p8mBFyL44lDAlxIpm6zGnvpFEn7KsbZpTh4/ipDQUCQkqjRw+ots70P5oVr2+NHDB5VgETFrgiO45w6PQotWHcDtZrR+0TfM2u8tzUMK9qqoBqZPNN8XqA9btmyF0DBV08LTyx34wmubpyLRvEbQ/7vLfCH7bfGZSInqkJ4bPGWTQjsW4lOOztFleEY4P+q/i8EXo3Ma32sEvlAWRHZxmQIa0llte5ZLt+f3Y78q9opYJvchlUm2wfkL5/HU2lLDLGheu8SARwpgoSwQkenhwZmr0DOhXNsrfvt1P5o3a6GB5572Ibe5u8wXT8EXXpupXNLXfdECfCG7NNMCfCG79J5W+RKDif67PLFLyZcwpouXAnLwRXZpTKg/hgwYUAN88cQuTUtNUTLZjdZStq1Fu5b25JZhsj+Jxuojl6ngS33sUs4sNsvA0MAXgQbNanyI4Eur4ALMsFg7jMrheU/9f6w4AkObF0mApv4ZWo+Xn4uyPFtQoPYdbbxMg4LILiXwhZkReP8Q+4D3afa1nEs5ibHfZuCfN1ShZ09ZO4r26OUnfKTg0v8E+GJml+r9OO7mN6/NxKizNiuxhp/S3fOXfr/UAn/lFvifAF+SN2zG/K9/kPqhT68bMH7sPcrf8gsK8cY705GalqH890vPTsRlXVwiqOLz3S7rhEmPjUdggMphS9zUnuqFMA+nJxzAw6ZuwIjWJRL4wunbRA1Fgt/uIqqIW7tVaKnE4VvbwUgHuhevsOHWW1R6C9KVOFfsrelA0N8o1Tk5MxEa+OIUBROFwvi9xD/bNKxSywbJyUrHnV+ewsUQhDb6ttXr12LaoXD8MK4lGhiI7Y0j2jFUewy+MIDWMSgTon6D0btHvr8O18XaJO5sznxhqh13dAcTZq1AQlC5xuVa2/6j+4njelTzLIxziv4Rf+qf+T6YLVDEvP75YmzNbaiBL6yVI/Jv87uJM5+cV0zbwsKjevDlvDJOzA9Mnn4L858zh7AefCHqg/154RLti1XZfKAn+r7zJS7RXqNnyJl9Q6IDE+52pfFz5gs7jd1FZJBoaYB3tTRnPP12vu/WKdswvEm2Vg+KjqLMF1H4mKm7bopOVUSJWWPKSLiVxBpD/arwijOFnPswwKtc0zWZ9dUSnCsCpjzq+vba1pvv50gsUYhVLIvetTItrob4qNn7mHaMqI5IFNmI4pCfJT0jR4W3plFEf5czXxLxWIc8U40Iup/Al42ZrijRurQDif8SVSHPCRrXMw4Q7ZiLAkcEX5Y/2hHnUs7g8dV2TL3FG92vuEZ6LXGGb7vgi3mTXFl7xCvcKcKuRIfzRfP/hStKtDW8LnWnZ06dOIbxS/JgJqi4cfNG/HNvkKY14e49DL5wZJPoNNM/S3OcwBcWuqffKbLrsz9iFKrEfYWxGNsmH/cIwQr6Mohbe3UqHZBkyiF39RR/JwqPiiovTb9p89ZNeHNPoCQAL4pikmDpmdMnTWnHFhDt2LkACXxh2jEWTOf1b9kjHRAeXjvnkv7bWCPMLNiB9CCWXEiAp+K0vG6Y6Y+I73/3yyScL/aRtK++X7kSHx9roESYHimOwvBm+do+ZdQvpHXww/l4bHr+utp0m3QvzTE/n2pNR23Hzq34+04/rHi0E0LDVPCFdVO8UIWNz1+v8Zkb0aJ8u3wlFp8IqCFs2jC4TNq3SQvg0Y4F9RY2ZW71yZcXo3/fmll2rBHEtHTuwBeHowQDZh1E+6As/F4Sq2TcRUQ2MGxf2mP+zJd1e5avScbMwxHw9LS+AAAgAElEQVQg8OVMSRgGNbNZctyTTZNbHlgvjb9XP0lChsOlPaPRjglzhOdNiFcJVk6+BQf27cZzm6oNKatIp3DesSDlPr5o36b2mD0wGB2cWmykhzi+Q5FllqQnA5PtXjOqRHZU/OPactzoIfhC4+vxzkUYakK3x/WiOb4tI0Tigl+zYR2mHgwDZa+llwbipgS7pDmg/ybSOfrszyhlbtT1on1ZyUh12hcH9v+k6EiIelMi7Rjx/TvsNoz48hT+dqUNfXrLlHu87tK+GRamZrA9NVulHRNtGNJmu6tVsaHAem2+pSA/G3d8+idGN88wXLN27t6OV7f71NDyM3sHgy98NrBy+JP991N6gHT25PHeOjBHoca8skGJFPhltKfuynFl89bm2/le2pd/zQ/RNMsO/3ZA0ahjzTm6j7ULWP+qsDAPQxXasZqaVfQNsw74SpkvJERdUSWfOetSV6Nn2MFnpvnHeiHzBZ0Ld+8mW71PbJalVguV8eX3S5F0NlL6Vvo7jU+KbA/xLUfXqDLLPly8chXmHIuWdJLc1U//O4EvO7Jduj3HjhzCxNV2fH1fQyQ2aq7cvnX7Zrzu1O2hs3Rq6gU8ta7UUPPlx00b8K99IdKZW8t8uakaPa5W924S/74qwZX5Utt68/3VqFa0ac30s1jrRNR0s3oXZ7483DYHIwYPRLHNgchwVc/PaA5llbh0Mel3BqbZLh3VKk/RlzK7yKahoCDSJavrRbpI4f5VmoYn26Ubn++pUHXSxXoh9G+yS8+nnMWE5QWGaylrvojnKvKVtA5z4GWBlnDwlI2Y0LXcVOfS0+85n3IKY74l2jFj4Xe2S9c80Q2BQcZ9Ib4rPy9b0ZUys5Hc1Ysp2gh8OWqLxIjmhYZ6QlzOJ98S7Vj9zhYvfLRU2Q8/eELN0mG7VNTtWeHUIgz3tmPZc3003WYjzRfao5ef8pMyX0hD+ERpDD6+PQxt26ssG2Q3TOxUhDtMMsXdtRX/zjp2ZmcB1u418imZvYP8jwy+fH1fYyQ2Mg4C8LSOl+671AJ/lRb4nwFffjl8VAJNuAMcpaWYMedzXNa5I/r37YWzKecxc87neOqx8WjWtDF++e0I5n+zGH9/8WlERoTj8/mLlEcZuKkN+MI0QHphbaPBQODLyDYOKZKXo0+YE1ivEaEvh8AX2izZwVqXQaePmlbBFy/Jqa6BLwlpeHbMcPAhyBh8WYpmYVWaQZmbla4cpl7oXozb+hjT9dSl3vyMO/DlgZkrgWovj8EXdiJ3Ds5ERbVLPNuojgS+3BBXrKQF86XPfJnZL0DJMDK7yFFBmi/M5VqXtqDNdVSLHNzvTEUn8OV4vivCgsok8c0tuYlgvRANfBnTGPEJ8oZH4EuAd5UWOcyGjgS+LCBOYdfBui715mfcgS9vf+nMfHnWs/HD4AtlkF2w+1tmrhH4cmNiKR4WMl8YfGGn8cJ7EtCoSUvTT1TBl6p6AVF0oLuzabaWoq+AL5m+kvAxgy8UOUmixAy+GB0cCXwJ86vWDGnuQxF8IZ7dc0XeeO/R+gNoGvgyMg5Nm6tijeJF71qRGqeJTrobL5z5QiDo0ZI4D8AXL7wrgEhEk7JA03xJdHINm1MPqpkvkZJzzl0d9b8T+EIg3FQn/RmN65kH/KRDFwuT0rMrH+2MsymnVPCljw+6d5cFgenwvi3VH19Ocgklkth45yg7XhrnWnP6TtmByd0vBvjyO8YvyYWZoCKDL55qkbDuwW2xqViX1VChlQkKCTdsVnLynC7yx2dPuTQgGHyh/XBvYSzub1tgmflC4Mua1Podcgl8IdB95kT1gKSBL4KwqXjIJcHS06f+xGMrbXj7pmpc7XQ88Ecq4EtKAL5+pr/23bRvp5RFayAWO2LXPX0l/Pz8azvspPsZfDFyXtKN1EZJtQBfeN3wBHyhzJdzNlmclgWNGXwZ0bxA26eMPpTWvcXn4url9CXwxV/IfOFDLs23kDB1/OnBl4zUFNzz1XnDPjQCX0jYtKFu36Y1fEKHwnqDL1wXM8cCC5t+eWcsmrVo41bzhcGXjsGZOGqPcw++FPhijhC4weALaaidtodicPNijBthvmeQkH1OuSwEW9tBTeBLVqmfluGh0Y4Jjne2G9gu4cwXIxF7crIS+MKZu1QfznwRwZcBUzbjgfY2S6Dek29hu9cs84UdmK9fW4YbrvfMKUfr/MROhR6BL9szQiStO84QZ/Dl5kS7RLWq/yZy7Mw9HuVxsIRRm+iDIhh8IUHvBrEqXdGePTvx0lbVeUiON3txoQq+9ChBn14uoIx+53OHOI8nUeaLDyQbhjJU72xlrzf4UliQi6Gf/I7RLTMMxzvTjnly3qP6M/jCNJxi9oi+/YjWZndGgKQ3yvuEBr7EODBptHngDNnNO3PqF1BC+/KRgmAteIDBl6/uS0TDRqqocm3AF4V27IC3pL1E543yKuvMF0/mnNE97sAXdtwvuDsBjZua2/hi2bTO943Ncqt/RPbbkrPhNWxK0g4M8K5AiE8ZukaXW/ahBr4YnNM8bRMCX3Znh2nBA0bgy7YdW/GPXX5KkQS+pKen4olkB57sko+h/WV6Tz53LBYE7jnz5V0BfCFH8FWJlZZC5p58gzvwhdeFWoMv7XIU2kv34IscZMjgC9ulo1vnW641BL6sTo2Uxrwn3y3eQ+BLBNFIOzU82S6VtAidYu30HNmlKWdOqeCLwVpKYu3zTkQrou58UeZLq7BSCXwZMnUjHlZox8yzWD35lgvnTmP0ojSYCb+zXZr8ZDcEBLoHXxgYr2tQbw3wpUUhxgw3py4j8GXFufqdLQh8Kan00thCjMAX9stE+diUYNOUsydw/3eZePOGSlzX09VX1OZkl6485SsFdhmBL7RePdap2K3d4K4fGXx5rlshBhiMh7qCL/3j0pTg7kVjmyI+vrG7alz6/VIL/Fe0wP88+EJgy9wF3+KZJx5WwBU9GENgS6OGCQowQ5cejKmV5otTiE48zJmNEgJf7m7rwMjbXc4m5oBk8EWvEaEvi5w4bXSbZW1HZe/3duJvPRzaQYeckJT58r6gnzB1fhLWZCRiUHw6nhk77C8FvqxZvxZTD4WbRvI+OHMlqol2THDqWbURO5HpkEoikGL2iP45Al9uVLizXQcgBl/4gOVOt4doxxKDy5RMhrpeBL6MaZmjRW4Q+HKiwBsfCDyoDL5w1gQ7n74d0xRxCfKGR0ZCoE+1JurIDrgw7xIsf049EE9bkIQsuxfecerC1LXu9Bw7UThiQp/58s4XSdiX5zo8uHvXz3t34cXNAOnbiKK9Rs8R+HJTQ4fEYc/gCzuN3YEv5MQJ8KmS5oy7Oup/p4jbO5vnagcVOnxT5ssnT7poCWcsTMKKtER4Ar6Qk5/AF86QcIEvLs0XijY6V0igxcUDX8wiCOldyy/Eegy+cHQaCQT/ZqdI+GtNm1Rx8lR64V1hLDL4QrRjm3Pi8XinQsvIHwK2NmVGSc652vYhgS+BPq4oXCPwhSMEqWwla+LUCSUKsV7gy3vbMfkKx0XIfFHBl2cuKzSMdNu0eSPe2huE2oIvbFwTRVdQcKhhs5KT50yRK9KdbhLBl32FMRjXrlDaL/UFzfkmCWsu1C/S95k5S1FdTcEH6kGM94Mfn7sG3sSJpIswJMDk5InfVdoxI/AlaRnWp/jjq6ddDgwGX7gdySH1zr7AegEO3BYa+GJw4KZ7qI0Wn0+E6DixGue8bpgduMRnCXw5b5OpKDXwJTwdR4qiMLJFgWWEIYEvSediJadAbechgS8BPtV442EVoOQIdYqsDw4JU/7GQRveqFTelZGegnsWGIMv361YicXHA6RMDgJfGun27f5TtuKhjsUYNtAFlta27nQ/gy9mjgU+5HoKvpQ6StB/1kHwWuqOdux4ga9k94jgy5mSUNzezIaxI8wdFRSMkH0RwJecUlcGDoMvYvYSO6PZLjl4cA+e3VAJM/Bl/rFAzX6hdtbAl0Eh6NBR1dgjyqr729kvGvjyUNtsw2w9Bl+MIlrNxkxtwJedGcFSRKwIvmSUBqJXwxIp4ET/TgV8+TPS4/3aqM5EB1pS4QqKYHBMzFIXwRdyGNoIfJl70hh8cToXad8MClL3EQJfAnwg2TCkpafX06zLPGTwZUyLTEPAePdP2/HyNh8pc8rqPQy+cEa1qLmhf47sv58y/KWsVx7vpEdpq/TFVbEOPDnKHHyhTMTtFwF8OVoQpO1fR347oDjlOUud6s1OxM+HRaNl6/YoKsrHkI+OwmjPUGnHvCRAgsAXoh0Tz5x16S+jZ8rKHOg34wAmtM/BXcJZm+9lx31twBey1fvGZ+O5sa4AGKN3E/iyLCVcWnPoPgIHA70q1MyX6HKJOUFfzuJVqzHnaBS+G9sUsXV0TBL48lN2mLZ/Mfgi9iEDaPR+yopNz0xXgoKswJekh9ogKipWqbIGvvQCevRQbXUKLOyRcPHAlwdaZxlmmHAfLpvQHuFOPTCr8cNZiTQmhg90D75kO2R/CGfzkp+G7NIxbQosM7LJpllzPqJegV0EvkQGVGqBtkaaL8uT12Dmb2pGINmlZ08fx8PLzMGX+SeipfWdwBeisRez6mmsPtS14qKBL090yjc8h7Fd+p8GX64OT8fR4giMaFmM0RbZS59+uxQrztXMYqvNOkV2aWmlF2Y8rp632S4VzxYMvjTwKVbma8qZE7j/e2PwhezSFSd8pcAumnPHHTH4ZEg42rRTKc7JLp3QyXYRwZciDBDo8bgNND9OLYBiCv4eEJeKNZkNJTrS2rTrpXsvtcBfsQX+Z8AXkXZMpBzTgynUSZzdMuruYVJWDP2mz4xRNV88O0xv3bYFr/8UgDmDQ9C+Q1fL8TBi6gbc074cwwe5nDI7d21XhGHJabwjPxGqRoSLHk1f4AMzVqNVeClefqDutEG939vtpGlQwafpC4iKiES4XQ7ZqfOSlMVxcEIanh4zDCuS12LGbxHY9HzPGt84afYyNFcyX9Q65edlYthnJ526MnIk28WYMCoFRxiWPNQGkVExNYocP3OVot3iqeYL9+FlIRkK+PKhEAGqL/yuaetwY6INE50i6fT7ix8tVTRfGHz5cEAgOlpoaEyYtVKJoH3tofr14f2tMjXe2VmU+VJAEciuVOg3Pl+iZL6oeiHDoNJQhDspINQoRL4IfAnyrdKycYoKcjHkkz8Q5lWC5ZN7K7ft3rMDjtJy9Lqx7hQ//D41oj4Y345phriEhqiorILNVoaI8EDlFjpE7s0Nx+JnZRoKs/Gjgi9euDEqFSk2WcRb/8zo6ckK7Zic+bJEmX9y5osa5Wd0PfbBCgT5VGHaY7UT/RPLonk4qnkGHhiplkEG+6EsP3zypAucnbFgCVakM/gyzKn5EgQVHJLr97ePlyLEr0qLYiouzMftHx+Dqvmicszv3fcTimx29L5J7dP6XNu2b1X0qozqQuWqaeWJ0ppBTm4vL4JGa15q5stZdA3JwK82Al9qrjX8FDl5iHbsHQFE+vKH5Vh4Ok7TXnqqcz6GDHBlH+jfSOve1sxILHNqGtWlLZ74cDmCfao0R9CGTRud4rKuyOZXPlmiUErSRd+k8m/bMP02X0W/SbzoG7Zf8MUXQubLKIV2jDRfXOtFvynb8dyVZTUihWv7DWdO/6lovky+vMiQ7mjzti1486cAzBsZa5jdpH9fXk6mwt9PdJWrMxKx5sluCAwMMqwWcWun2Pyl8b5o+UqFdkw55BbEYHzHYmm/1Bc055ulSL5A2Ut1X5Oemb1UKZb3P94PxPG3cu1aTP9Vpa+ivx//44gibPpur2rN8cB1I82XDSn+WPi0a+yNm7EGZ8uitHY8ffIYfj5yCnfd7pmdYdWvqubLebxyVQl631xzXs9ZtBSLzyWY7pf6snndMBsT4v20TqfafDBTAP1/WLkaHx2LVmjHjhZH4q7WxRh1h2tN07+P1r0fzsnrRG3HMe3BAb7VeN25p+7evRMvb/fG6ie7aho6bDdwH2amp+LuBWcN+5C+4Yc//fC9kHlJlCqNg+V9e9DUzRjfwYGhA83XGU++JSPjPO6Zfw4vXlFsCKjSuvL2vmDMvzsWTZq2hs1eDu//74AOClAjl10XZRRUQwVfDmlr6bKH2yE8UhWt11+0x6h6cS7bQQVfIkGZL2ftIbi9hd2S4/7xD5aDdEW+e1YW2/bk2/me1z5diqxSH8x5Qg0+ULNZvbB6Yicte47tBpWi4xb8+st+RSRa1XyRs0mWrU7GvGMB0vqugi9xkr0+dOomjG7vsFxnPPkOtnsntM81nNdc9zevr8B118oRrWblk43gbh+jZ2mv3Z1J2QquaGUe77SfZpYG4mY34Mt3K1bjk9+jLfddd+2ggC+V3nj3EfUsoWq+VDr1puKUv+3duwsvbFYzX2gtVcHe44brF6+7yU91Q0CAuo9Mmq1mHYsBJCOnrccdrUtxzxDzdcZd3el3W3GBovmiCmrXpBVSAUFvj857VF5Ovg13fvqrpoGm0j41M6wKrYN7M8h2de0JqnMrFAS+2Al8iXPgifvMA2doPd6RHV2v/fDtL5bg94JAzHcGDxw9fEjRfFk0ujHiE5sodedz6xcjotG8ZTvYbQUYNPuooR1B437GPtJ8ce3RCvhS5dpzPemb2txD8+bRDrm4c3DN/ZXXtq/uTUTDxioFl7ur/3vbcEtcFp4dO8LUfqUyyH5bfjZUWZvE645pGxGACgT7lOPymHI8Mcq8D5esWoMPj0YZntPc1ZN/nzZ/CX7OId0elTmAbU65D7fh1R3q/kGaLxmZ6Ypd+nTXAkkYXpmnitZkEFY80gGh4aqzn+3a93p7KRqWdFFg4ZXxVRh/V93PRfwN1Ifj2+bg3qE1s9e5D1U9MNUus7rYLqUxcceAAbDZHIgIN7dLcwh8EfwhvDayXTquQyFGDjbPqqe5vO5C/c4Wz81ZhsgAopFW7X5P7FKVRjgfr17jqHFO/2bZSiw4Hom1k8XMl9VopaMdo7H6cNdKw/OAu3YWf1c1X9JM9y+2S8W13ap8tkvNbCR3deMxw5ovd7WxG44tLoc0X1aep+ylup8tyK9SWuWlaYKyXSqeLVTNl3DE+xZi0TO3Qc0YSndqvshUvItXrcHy417S2YL8SQS+fDo0Eq3bdlCqT3bpQx0dludfd+1Fv6s00iQhUIx+fWr6YtguZT+OJ2XSvGbw5YcHWqJBTLzwmGoXXLoutcB/Ywv8T4AvYsewvkvf3jcq2SwEviT/uEWiJNODL/373KxpwOjBl7HTV2Ha/Z4tuPv37cK7B0Mw5RZ/NGupLnxm1yNzd+LO1qW4RXB8/nroZ7y1NwDXhadiZ2FDvH9rEBo3a2taxuR5m9EytASPjpDTgmszUEd+9guev7wYV16pLuzzlq1Bmt0HL90rCL8tXYN12Y0wIPYC7h86AFu2b8ac36Px/UNqtKB4/fPrdWgcWoWxQ1QHBDnuH/z+HJ7uUoie13h2yKxN/bfv2ooPjkRi7sgmhkJ+L87fpBT3zljPHMzch8TzHBkSgBuuNRdDnfjFdlwXV4x7B7mcLe8tWot9xYnoFXUBm/Ma4d3evmjRyhxAe3nBRiQEleGJO+vusKE+HNM8A4Oc/PALlifjdLEPXrvPRdM1e/EabM1rhBsjU/H4nf2xY9cWzDoShU+HxyMyOkFqcvqGIJ9qPDFSrZO9OB/3LzqLcO8SfP6grEtRm74yu/enPdvx/q/h+OSOeETFUF0o0Rwal+1nS9bgQH4EPnrAMx2AI7/txes/+WNC2xz4+nrjpuvMaT0mfbkV18eXYMQAl6Ni5nfJyvwbmpiKEH9v9OnZAyFhxs4q+qa/L9yggC/inKltu1Af3t0kDcP6qfX4bvVaHM7xwZtjXEbO/OXJWJ3ZEDdFXcDEEQOwd+9OTDkUitm3RyM2Xj0I8zX127WK5ssjw9W1gfsw0KsUC8ZfVdvqub1///5dePdACGYPjkKsjsaOHv565RosT28krRl+Pt4or6wyLLsgLwMPLU5X1pyoYB8MMYi04Qdnfb9GEUl/7m5XHy5dtxaLUhJxc1QqtuQ1xGPtc3HzDebrOK17O3Ki8PmD5iCPu0b4x1frFfDl+XvUelBk7CeHAzBPaO8Z3ydjV4EKdtL6efbUUUzeWI63bqhG2/bdpFcsWbtWiX59T1i7aLx2CrfhIWe/0gOjP9+LiV0cuObq+q2vqedPYlJyMSg6zWjdO3hgN97eH4xZA8KR4KQcsWqTovwsPPhDKh5olYXSikrLPvxo8Rqk2v2k8Z68cQO+PBWHnuGpOFjUAGNaF6LPzX1MX7loZTLWZ0Tjy/EyfZu7fhN/p/3L2wvaXOZxLe51W3dsxuxj6npAf085/Tue+7EUr11Thk5dZABt+fp12JIaiOn3u/YR2rfPlkd73I61qX9u1gU8siwbz15WhKuvqqnXsGhVMpamNcQXdzf1SLyY1w2zMSHWjdbpNLsv/j7Kte+s27wBc0/E4crQNByzRSnc2gMNDm5cDtfPyLbwtB1o/6IMtCdHqmsf21VfjWkH/wAV0Ge7gfswPzcdDydlGPYhfcOK04GY/YBrfr00fyMa0r7t3COpnAfm7sF9rW2STedpncX78rLTMWFphqnNxPvlBwMjEN+QHIYMYMuHVX9/X5SVVaC8vBT3zfsdvaMvIDHMB/1vuklrB339aI85VeiL10e79p1N2zbh4z8a4PKQdJwtCcWgpjbN1jD6PloHs8qCpPaqbTvQHpxb5qrH4d/24o2f/LFgVGsEBoUoxe3ZuwPTDoWBwBdat4//8Qte3ga8cLkNV1wpZ0pu3LoJi04ESev7aws34JgjDlNu8UOzlh2VMh+euwsjW9kt1xlPvoXt3gdaZ6Jfr5qOCq77Kz1K0bWbZ/sx2Qju9jGqG+21e7JDMWvcjVpV2d6j7KfMskDcFG+XbB79N63d9CO+PhmJhQ9d6cnnGt5D+7Kj0lvbD//8/RBe2e6FL0Y2QmiEGijFthrPQ243o/XL6Nzx5tfrFfCF91wq5/Evt2NgUwf6O3Us6/oBJfZCjP36NO5tloahBjQrPCbf6+2H5q3U8WN1VVdX467Pf8WwhqkI8vNG32uvRnCo6rzWX9+uTsb+rEBMEc6eu3ZvxYzDkWgT4Mx8ibHh3sHmZ7/PliRjV2799sNPkpLxZ1GgdgY+deIIXtxcgY/viEV0jGrH/PLLHvzz50DM6B+Kho1bodRejNFfnzS0I1LPHcevJ85Ic4LWawp0e/m+uoO1Vu1O82Z862zcqqOxo2d4TBnZ0GZljv5sH26OzcQjwweivNI4eIieJftt7YVwfPqgvBbRGuPnVYkwn3J0iXbgPos+/HHLj/j0eCw+G9EQEc4sE3fjTP/7F0uTcSA/FB+OU/evMyeP4vlN5fh4aAyiYxspfzt08Cf8a58KQMy9syFyc7MxeWOZ4Xqz5+cdmPZLGObf1wJBwSqN5/TvkrG7sCH+cW0FOnZSabZfXfgjLmtQYbnOePot1IdjW2Qa2g68P4n1sSqX7dKHWmejb6/e0llT/xzZpfllsj+E1sYvTsZqdumoVkWGY4vLIptmY0Zkvc4Wb3+zTgFfHh2unsmN7FIey/Q72U801yattWNyt2L06CGfnVf/uAHfnonEwvEue/X5+ZvQIsQh+ZNorI7pUIbrr/WMGtOs3bMyzmHiilw82j4XvQzOYbW1+9gundQ5H9f2NPfRmNWHx0yPsDT8YYvAsObFGGCxX3y/JhnJqfVbS/XrHNuloq27fdcWfHAkCol++Zh5/03ISk/BxJV5MLITNmzeiDVnfaWzBfmTjpfGYFrfYDRp3kb5fLJLR7WxofeNnvnAzNqsIC8LDy1OxZOdC3B9T5dtwffTeXf6b+GGPiWzMmle39s0DV5eXrjthus1247uj4lS7bxL16UW+G9sgf858IU6KXnDZlxITVd0W+qb+VIb2jFOBZ0zONRt5gulxo/uUC6lAlI2wctbvXFjVBq25SVi7vAotGhlDuKQQFrbCIfE/1/bQUpiza9eU46bnRkMRL9zodgbUwTaMUpbpsjl2xPTMGn0cHB664ZnesDHV462JNqWpmHVGo9tbk6GQiPw4hW2etPiGH3bmvXrMPVQGBY/2AbRDdQUaPEiehCKsBe1BKzaiPtwVv9AdO7S3bI575q2Fr0b2SWx9pc+XoI9hQnoE5OGH7MT4U63h/jRE4MqNCG92vYf3U90FPe3ztV4Z0lf42S+t5beSve8NXcxNuU0RO8GqUrqMtO1ieKn/G5Kjw3xq9bqxPyqLAJXlzpaPcMUHEyBpqcde29eEn7OqQXt2M+78OIWSKJzZu8fPX0Nbm5YhgeF6CymHTMTy9WX9fgHy5RMofoI1/ebsg33tMjV6FyIY/aXTB/MedIVcTlj4RKsSEvALQ3SlIyWjVs24p8/B0nip1y3v32ShDB/aGsDU2gQ+FIfQXKzdmTBzoX3JNbIwqFnKK18+fkYrHveM0OZ+WUf65DrlgKGImzLqoB/TXDRQMxfvAzzT8UpGWibs+PwZNdi3N7PHOAkSretmS5R0rqMcRL/DfGt1Oqh8Jvv95EEV4kibXuemvlCQouUNUERhu/39UW3y2UnHFGnbUv1kSgTiSava2QJnhc0X0in4OkrKtG3tzkw4cn3nDr5B8YnUeaLsdD3lq2b8MaeQMy7Kw5Nm9XU9dG/g3UPjGiA9PcS7dh5m6w1QZzGn/7RQMkE3VvQAA93tFtSxxG3dnJqZL2o456dsxQ+Xi4NATrQvrE7QKK9Y1FM+gaiwzv+x2E180XgO+fvI2HTDWf9sECgHaN9mzJfmDbKk77x9B6mrHr5qhLccnPNTFOis/leyXxpa5gpqn8PrxvPdTOmGhDvp3U6zSaL0zJtCkUYHimOwD1tbLh3qItKUf8+qt/Scw08XieM2oX0rog2k3XUWJtBpLRgu8HHqy0pZkgAACAASURBVErRtcjOvKBk2hn14fcrViLpuB++e9YF7hK3duOQcmnfvmPajxjTvqzewqaZ6edx94IUU5uJ90uehzZ7mTPzxVgviHUP7muWKe1zRm1H6+BJJWvWFa28IjlZyXTuHpqBMyUhuKOlw5LjntbBdAdlvtSdJ/61T5cgr8xb40f/2bmni9RxrD0Q4WPH0mf74Ldf9isi0X/vWVoDaCdqmnlH/RURW75o3yY9MTVTXQ0kGjFtPe5uV65oAdTnys3Jwoi5x/FI+xxDqkSu+1s3VOJaHZe72Xv7knBul6IaGgz6+4k//6fMQCwU1pzkHzdgyoEQJfuJMl/6NCnFA06NQKP3EaXJvD/CkFwPkejXP1+sgC9vT1CjtZkWTrTVuV95PywsyMPwz44b0o4ZnTuenr0M/pRtKlCOki7awJblluuMJ33L9FlmQt9MmTZboK2zKlelHfsFD7fNxd1DrbNyyP7bk+En7f1MO9bWmfnSM8GBR+8xz5gnumjK5l05ue6MA0T5+2ehK3v8yOEDeGKNAyJdMdPnfD68AVq2agdbUSEGf3QYnuwZ1F4UEU60Y9OEM6cn/ePJPeXlZbht+j5n5otB1oSTqmnhvYlo1Ng8u118F9H49I3LUSi4ra4vFy/FqrOhinaDeI2Yuh7+3pUI9qlA99gyPHavOX1Z0qpVmH00WhK39+S7xXtIx3V/bpCmDfH7sV8Um3ORQA/E1HH0HFGSZmVn4tHlRZjUtaCG3cznDpEC8pVPk1BYJlOOUmZh97hqt3uOJ99D9ERm5zGmHRPrY1Um+yTobDF0wAC3mi95DtkfwlSqbJc+2MFmuV+QTbP+QhiWPOcZc4NR3Sd/tARRAS4aabJL39ztJ1HV6u1SNfMlz8lsIjvev166At+cCJf0KEkft014meRPIj/Vg10qDTU+POk3vif1wmmM+joNT3XJxxCdhhDdw3bp2knd4e+vBshYXYWFeRj68bE6awkzleo1Cu1YOO5qbbekjvvsuyVYkVI/6rgXPl6CqiovzbfGdunG53tqgaZMh9vELw/znx6I8ymnMObbdBjZCWRbrzwO5T6+KNvsT4V2LAJt2qlBv2SXju1QdhFox9Jx55eU+VKEfn1qAuVMO2bkUzLqy4qKctz6/l5Tmmt3Y+DS75da4K/cAv/z4Et9NV+In33eJPOUUrHz2XH/0ZCw/8feewdGUa3//+/0XkgoCR2kd1BU7CIdBKUoTRALCkgveq9XvV71egUVpQqCKE0UEkLvvUmRKlKkhpBKIKTXze/77ObZndlMObObVfz8MvcfL5mdOXPOzDnPeV7P837QsGFzzfeCNnmDmxTKNlKsa83wZVHfcNSq21D1OqTRWT8kz2n48n67AjxZEo1Am++bmfJC6jb4kmiGKrzIK8EXcl4RfBlbUgiSN6H/eCDbaeegUkewE0WqPys9j5wkcAPmS2pnaA0MO9tmdvVFUz348uUWPFM1WyZZxfCFdZ316vYQfKnqV2gtpOfIZELw5ZX6t63GA8GXK3flTjCS9dmRGml13DN8kRY/5XsTfAnyphRnSx0adsC5Gr6wrrE9fKFN5GGJZrFeHx09fABv73GT6Z6q/WYIwZfq+TJHhCPwxd+z2KnC9QRfBt13x6o7SxqzJ1PcZYWP7eHLzpIaU0obR4IvwV7AO69YNnZ/GnxR2cSSYzwmTtypyjVfRja5o+sIIydPfpEbPlGBL7tTq5jhy7Od1Z2BNO/tTQp2aoNETsdATxM+KXE2KRWXpbbuuW2JGCXHvUUCIlMVvuyL98BCSb0qgoXN7eBLj2m7MO7+QnRo7/jmjtpz9fIFvBqVqmpcOwpf3n84zwr31b5DKg58M5PkjmxOX4Yvj4cm4ujdChjeNEdzA0Hv2Ob4kFIa63rzhfTvtH55uhXjsxEl8g77duHDQ97YOcUWOcjrnxtM5s2vRXbsrip82X7dU7ZBonX7Wn6YS+HLvx7KVZQTpHllRWwViBan5U2uiCPNAl/kxWnt4cug+tmajkdyOq6+URGbJ5eOrBMdR4IvBMO5jhrXZqCaEixXZJFhCgTDF4a9qvDlkresgDlpa1fzl8MXsukGNSp0PXzZtQP/PeqH71+obJb/E4Uvg+skazrcqX9pjbly1wY96N9s8CURVPOl9325mo7t8bNXIz7PX9ZfomPH5xF8uZtv00dnJ7203oc9fOFi4Grw5Ydz3mZIw8fomTE4awdfKKDmhYaF6NNDzOZXey62ey1yR6WvxW3/5Iki4YxwUfhCgQ6/JPnJgC/DF5LTpcyXDjVyFYvI8/MQfPnhQqBTgRq01pHGPQdFnDxxBBO2FUJqq7OtRvcl7XuyU3p/e1ETvkidVfSueXsUy+AL2XRd6xRqOtNE3kc9+MLvpBH48uK3J/F6gztC8OVIkpds7beHL49G5soCv+yfieoy7nGyjh3Blz8yvK3t+P3sSXMtEGkNEnYiLuwTjjr3kexYOnrMNgJfolFU7IbPXQhf1IJ4eC1fOigSVQWyeamPCb50qnIL44do13yh4Jn1sf7WQvc8PrRO+BB8cS9Em8oFmgCN4QvVYQmrJFcoEHmH6RyCL8dv+1rr9jB8UQJodD7Bl9RbKeaAEi34sn5UM/gHWDJf3psXhbsFcvhC82vrCOiuOSLPQfDltQa3FNcdhi/rRjRDQJClPVqHFb40uYPnunbVhC9kl97OlftDGL6wXfpak2zNOm9k0xB8sYdweu2U/t0evlCw20eHPGW18bheCNulVy5ZajgqBT8RfFlxKUAGZqk+bj07+ELv6ivNixVrfBhpP8MXpfeJrsN2KdWq8fJSDiKR3q+s4Uv/+jnoryFTSfBl3Q3nArsIvlAg8NQSeWy2S6XrGftlannfwaJx3UtkxxIU4QvNDWsvueEHiTSlEnxR8jUaGTs+l2slvd0mE5072LLb+e8MX5R8Skr3KyosQMdy+OLIUJT/5m/QA//n4UtuXh42bdmJrp3bw9fHByw7NnRgX7OUGP39qzkL0LJZE7MMmb2smH1mDEuSUdYMHYbgS0mU7Dc9g9CgkT58GdK0SBZVYtG1hjXzhTfXau8ZOXEaBOdZHayOvI+U+UKpwo8/ZkkrJSdkfKa7zJGsCl8mPQgPd0/Zbcl5VSu42FoI0tXwhZ0oapG85CQpLgbmj1WPtpU+AEfwz+zmi6bNdDJfvtyCDtWyZMXaGb5wvRBL3R5L4TOlg+ALOXEYdDgyhgRfXqUNXYnxQJrfl9OoaLRNS5giyykThzJyqKAeQ6uVw+ogvJIlEp8PMhJCvG1RNi6HLyXOJI6YsIcv9gUj9frIBl9s0R9qv6GN+tPV8jDsBVtfkeNnX1qEaqSV/bVok0HwxZnC9QRfBt93x1pQkozRUynussLHXy+JxpoES1YVjSHDF6WNIxV2D/YG3i7JkGBj1c8tXxbtpNeXon/fu38P/n3QSzELh65BuseU+SLqVGX4MqrJbV1HmAW+uFuhB93PmvkSnoDdt6tgXMtMzaKRNO/tSw52aoNE8CXEq8ha6Jsi1L867oH1kjoy/1kQZa69xBukCxfOmCMMp3fyQstWcskqeoZ9Nz2wwB6+VMjBlJdtG/9np+3A2PtNZQZf1IzrPXt34sNffK1OX713gze5ovCF6oVII+5/WrveXHfACl+a5WhGfRN82RIfLItu12uj/d9p/SJnHkdr03rwH5UIQ3bcX7p41lzY9DNJsVm+LmW+bI/1lG2QGL6IZhAZeQYuHK8GX2gT+eP1CIgWp+V5Qy0bSto2gi+J2fLitAxfqLDpbxkhGNwwW7HwMV+HHBUxN8KxqaQulZFn53MJvtB8/P5rlm+EN7nSqMrN27dg6vEgeKDIXHSW5xsl+ELOlqg/PLFigg3ekl1BNV/eK7kH3eeFL7dgYKMipyMMU5Li8OIPsSV18kpns7HjXhS+cNFpklKVrnNKfUvw5Wq6O74eZYOg6zZvMtc4ahNogS9978vTdB7TNxSX6zx8SS+w2TC8pm8c3Qq+fv7mpnMEdqh7lhmac1T+B+3yrMFE/IzkoFv8u5cMrtvgiy1TfeCXm9CnQZHumqP3Xt65k2LO4FBz+joCXzpN24tRzTIVI4el7SH4cjjZVzbn2MOXTjXyrFm2Ss9C8GXxhSCnbAX7oAiGL1JbXQpfKBjBUvPlIpQy99hRTufxQfDFx6MY/5NkvtCerXNtk9PwJTPjLnrOPQu1Qt/cdsPwpaHNVld7j2gePJrkJVv7Gb409E1BVpEXHq+aK9t72F+LnO67U5xzGBJ8uZzhbVUOYPgijW7m+dUevoisGdRmCvYyFdsiwvW+LSN/5+hqtSAex+DLbnSukopxAvBlQ6y/tdA9t7vfFyWZL+6FuL9yAd7UyF6K3rABs85WMAORsHBpPQTxXqD34NRtH2sACAf8SOELAzS6Kt3rduots02j5CznfYcUhBN8SS/0kK0bY2bFoFWVsoIvB0pqvpTexzN8kcIgrd5hnwS9EyLwhTJf2GFO17WHL3pBQfQtb7sZWArCiY8gQPAlzLfYGmhLdunHv3iZs3b5WL9lM748FWwNKOFMdiX7e3nMWvx0KUAWqETwpX5QvsyfRO/qsDKALwk3r2HQsnjF94naz3apKHxhMO6oogoHlLQLScDZjBAMbJCjmKHKfUvtW3/DucAu8quQxh0HdvG8KV3P2C9T1yfVPPffjLuKl5YnQDRIg/xJF3IqYf5zIajXwJL5YrZLGxfpZszqvY+sZKAPX0r7lJSuzfBlYqt0zb25XrvK/17eA/diD/yfhy/U6QRMtu/aZ+3/oYP6mUELHwxk4hOSzP/0j4mjrDVe6P+TTNkPy1aa/9aqZVNZfRgj8IUd9/N6BaN+Q3WHO92HaPTLzUzoIYnGthSfhLko+p47kfihfxXUqHmf6ntFTpyGIXlWB6sjL2CHqfvw70dNeOxRixwQbb4TMt1kjmSKoNqQGIlekYnmjBZr5osB+PLPB7Kcdg4qPZ8efKHFiAz7eYKZLzyGs7r7o0lTeQ0G+/u/+OUWdKqWI0urZvjSuVI8tqRUxbfPh+K++up60CNnrEG1gEJrYXRHxpAiIl9vlGY1Hgi+XLnrhi8lkWQMXzpWSjAbcDb4UhfhdhFVZCSE+tgMPXbAuSzzRQ++LI7CLylBpTYxan3F35E09VbtXDN8qZEniwJl+KIWaWV/LQt8oaKv2jIEWmNL0XSD6921yrmQsXcq2V2WCWAPX3bt2YmPDvvCUrhVXiyU4EuIN6zyVH8WfFGLIKS08hhD8MWS4vxW0zuaUWXUp+TkIc3wj4cryI4RfEmtjPGtsjWjt2je25/s3AZp3KzVCPEx4cPXLe1Qgi8s/8eOe6Pwhd7X5hVyMFkCX3p9vgOj7wc6KGiaG5lPrl29gFdWpqrKHe3Zuwsf/uKDH16sjBoismMl0jui8IUkq2ZI5I6s8KVCAo6lheON5jma0nGWwqbOwxeqF8JZVAQV/3PQXTHC0NOtEFsnP4HLf/yO11enqcKXHbEesuxZkne4lhcuLN9mZAwZvqhJvVnhy5uNERxcQffSvMkVcaRNK4EvUvmYqPUbMPv3CiD4cjYzFC81zFbMBOCGWOBLmFNyR/+YF22uWWYPX6Qbe1X4ogDQyNkS/YcnfpTAF4owpKAJKXwZ8OVmvNjI5HL4wtDBMHypm6SZ7cD237W7towT+jeGL/cHJuFqTgD61c/TBGiT56zGjVw/GazSfdHsTiB5xswCd6sUETu6pdJx3A8VPLLM0Jwdw2rwZck5LxlcHz0rBmezSXbMBl9I1rF3g2LdNUfveazwRSVzk+HLf58sxsMPidWyMwJfjiT7yOYcGXzJ80XnWnkY0ke9EDZJ7S2+GCALHNB7Zvu/U6ABZb5wJuipk0cxfmuBLOvOBl+KzdmFLHGrBl9mnA6UzcUkc0zwhWE5tYGciB1rQTe7RO95GL6oyR2xnSmVrdO6JsmO9f/2BF5rmKYZZU3XoOCbo0meMrlkKXzJLvLE49Xy8ZokaMj+3tMXR2F3cqhTmaCfLYrC5XQva/DaubMnMWpDNqTRzexE/K5fOGrXocyXDPSYfUZVvtS+nfZyPHrjYuTvevCFswWUbGi1+5DMa6eI22YJbq2DMl82xZaWX6TsOsquDfAswAOVi2TKCfbXs8EXZVltkb6g94DgCyt4MHyRZi/xGNL1SBaQIChJVmnBF+lcTGoB6flyqWsKRmpVqVgX+Is8Q/upB/B6g1RFoGqDL83hHxCkezmemymwiySwMrNyERpsAfr2B2W+pOW6y/whVvhSYpe+3ixb07FN3/L2eH/8PMHxmkZT5q5GmI/JCkbILv3okIcifGG71ApfFGQ4Cb6svOwvywR9rUR2jAP2qC/IT/VqC6BrST1Z3c5VOYHhy/iW6YoKBGyXbp3QFp52UvZKl+S5uSzgy++ZIRjUIFdT3prat+GGc3sLCgqigwMFtOBLfd9bZp8VZww5A1/ILu3f2KQbtKE3tgxf1PrclvlS2qekdO0iUyE6fn4E5fBFr+fL//537IH/X8AXVw4MAY7vBGXH9h3Ygw8OeOk63Km9VKega8tIPPSgLYrr6LFDeHtnsRW+LBkQgWo16qo+ngW+5OLtYRZ5KEcOSuf95HET2rWzRFBQzZeEbDdZGj9nvjxfNQGjB/fB+q1b8OXJIJkOPt970pxo1AoGRg+2OKLT027jufnnFXVHHWmv/W+27NiKz34NxNoRjRULCI+YsQbFcMM3gvBl//49eP+gF0Si2WhR61gjB6/0s2VNkNP70N1IMHzRq9tD7asRWGjOZHD0oDEc1eQO+pTolM9aFoUraW74cpQNBljhS8UE/OOVPti8fRumHg9A1Kv3oYJdRNU7pC/ra7K+V1mZaXh2zu9gbXVH26n2u527d+LjI75Y9Wo9hIVXhlLmy5FbAcIa8seO/YIpO01Y0DsUdetpF0Klmk5PVSvAMIn+OcOXNxrdxos99eVHKMKLCq3/zyn4shsvN8y03s8MX1LcMUvijCY5udXxkSBJOxpDdob/+FINVImsIeved+dZspe4NgiPob97rlMOFbUx5O9m+UvVERFZs9RpBF/WxIk7Ve+kJqHPwssY0zQNz3VXLypLN/rw2yhQ3dP/KMAXrr2kZ6TTvHcwJRA/T3R8gzR2lmWD9EEJfKEIwelHgHWTbXrL/B16uxWas4C4XshXnb3RoqW8uDFlvuy/6Y5vJVl79L6S7Nikl21z/s/r1qFtk3qa9cFEvtkbsZcwdEWyasQ9ZzctHRCJqjX09dHvpqXi+fkX8O92+Xjice2CnZ9+F4WkHA98JYm4l2a+/JoeihEtCtC9k/r40Du2Ld45eQdavyhrgt8lfq+l0Wkbtm4xF/r2ccs3Q4JrVy7glVWpmNreHQ888LCsq5fHrMP2a24yG+KVr9bhWn64bnCFyJjZn5OSdBMv/nAdHzychydL6rhJz+FN7rqRTRCgUuxZen5uTga6zTwjVLNt6qIoJOeQfIxt3WH4QjVfzmeFYGiTPDzfTf17nrdiNdbeqOBUxD2twb6exXivRDaT5VylY8iOTHpW+neeb5TGkJ4h6qI7lk+w1Ywi+EI1X/71qm3dXrNxIxrVqYGGjbWznvXG9VZyPF74/pqqzcTytvwd6smO0f3IRnipTrJsnVNqh0WyVC4dJ4Uv13P8zbJcWjVRpsyNxo0cfxms0ntm+7+TfZxZYHuX2DaWjiH3Q5h7JlZN6mSVcPzw0QI8XhJMxNelSNfFZz3M5/FB6/Zv2ZUhlYal8xrUrqZbs1HvedjuHd0sTfF9Z5tHKVtO7do0huNb3MWzGrXL6LdzlkfjWLK3bM5he69VQKJZdqxr7ULNuj2Usbb4vJ9T9bNoXS40AR+VyIGePnUM47bky2x1ttX4O8zMuIOec89BCdgr7TsmzCaJwWKZ5CidV6dqZTRt1lpvmDT/znOfWhDO8eOHMWl7kez90bqgpebLadX6I9Lf0jx4LMlDtvbL4IvJE09WI7lc297D/t5k0xB8iZnkeM2XzxatwtUMb+v+iR33bKvTPXl+/aF/ZdSoWQ+5uTnoNuMEprTJQpcO+lKotN8g2TFpnVGnBs7ux/TdqH2HvJar2a1K7eg+bTc6CmS+kP22Oda31DxIQXtebkXwcy/EgxGFmtlLMRs2YsbZUMQMb4Tg0DCHuuWrJatwOtXXOh9cvHAGb67JwM8v10bFyhYJXB5D+u/Vwxvizp1b5kCcCa0y0MPO5uJ5VzoXm2UiC9xl9hvtzSuHhaK1XS1DRx6CxlBtP8br08YxreHr66d7eZ6baW/Ro0sXbfjyXRTS8uX+EM7mpYxsskvfbFFQqo+kjZi/Iho7b/pjhRM10CigoaJfkXVPrmSXMmBnu/T6lQsYtioVSush2dY//+EjC0Z4/eu1ZtkxqT+JbJ+WDeqgXgPtfbRepycl3MCAJTcwsVWGog3Pdqn0ndK6Js/NjsrZSzNfzmcGY3DjAk27dMFPq7EhLkgGq/Se2f7vNM95uNvWKiW7lNdpno8SE2IxcEkcRIM0yJ90IbeSzPdBc0jjus7bpWl3ktH720uq+0Nen5R8Slo2zeQ2WegqsE4Y7e/y88t74K/sgXL44mTvG4EvvCCKOH2VmsUbEc580XNykROnUUi+rPiy0ccl7c8nH2iK6jUsGTYzqOZLlhp8STRDFTZYlRbKSSWyY6Xgy4O5aP+UvOib0bYqnc+0fe2bjRGoEMk7siTzxSh8kUZDqrWz/xeb0aVmLl6WOO7/+U00fkmPsMIXjgZTuwYtltWdzHyx31wQfLl2112moUzOzW23LFCIjCuGVtGv10Nohcqy5qnBF5b3KItxk16DHRErX7kP4RWrlIIvFLn1S4qL4Mv0DWhfo0AmwcFF0Yc3TNWNUKTnoAhaqvXxqUT6wmgfdZ26B8Map+OFZy2FWMlgP3PLXSbDRN9mTIJj8CU76y56zD4Lf7c8WQF4o+1UO5/nvmWDqiOyWmn4Qs6EmNgwbJpiybDTO9gZOrZZGnppOGvpOuTkoey2D4fbnL5S2TGqdaRnpFPfUuaLs/Al3Ndkjbin93r6UTl84e+QN0iXLv6O4TFpEIYv0zeYM1+k8EWvL0X/HnvtEl7+ORnvts3GM0+Xljvat38vPjjoCb2gAL4fb3LF4Qtt3m3OJGnmy69pYRjVKh9dO6rDF8p82eZkYVNavwI8i63vktImd+O2Lfj8RBB83fKxUQe+0Pq647r7nwZfkhPj0X/xNVX4QpvI5derYP2opvAPCNF9NXKy0tF99m8G4It83WH4QoVNSd5hWJM8TZhK8wRpa6+fbMtc1m2k3Qm0Bvt7FVvBCMu5asEX3liqwZfoP9ytBYvpdrRuU8aqFL4Ybafa+Vb4omIzMXTn71AUvgypkyyzVZTuT/PglXT5dyiFL9dyAswF6TnQQ+kaFMkem+08fMkuJH10y5zOtrF0DLkfwj0yzVmxF86dwYh1GfjPIwV47DH5OkPP8APBl4k2+MKZLyKZ6kbHVurgUwoecBy+pOPZLuq1y6idFvjihe/G2Yq628OXbnWKMFCj6Dt9t4vP+WKNE8Xa1eCLFPyWgi/pd9Dzm3N47+FcPP2EfL+wbvNmzDntJ7MhCL74egD/dcL2UhtbnvvU7ECGL3OfDRICrkbhy6/Jnpg/xjaGUviSU+SBJ6sXasLUr5dEYVeS8/DlWqYX5o7uZe4mhi9SBxvPr5yJx/BFL+CF+/3PgC9qQTybtm3BtBNBUApgUnsvqMZex4jbGKuT+UI26JZYHxm0p2vSvtHL3QRf90I8FFGE115UB2gMX9T2tyLzEu2ffrvjg4VjLYFkHPCjBV8ocObln28pOst53i0NX9xk9ptI20TP+Svhy908N1lgnTTzhezSES3zNYOCaC+3K9659VAIvpS8y2yXsj2vBF+onmLUJR+ZmoQl84WUVBwP5lUbT4Yvk1tnKNrwbJeKwheem/X2dWrtYZumXUgizmUEYUjjAk27lNq38UagUzVBaZ7zdC/GxyXBCEp2KfuzeD5KuBmLQcvi8MmTJrR7yCYxp/ZcSvBF9BvTO48lQdX6fMeu7fjkqD+UfEpq16bvWu2d0GtP+d/Le+Be7oFy+OLk6Az7aoO58JXIwZHBelJTatdiY/7p8HjsSq0KNUcm/57kSxqH5MskaETaqXUOSRslZNlSI+lc0oxdnxSB3tUS8dag3mBtUSqQ6e7uLrscGQm1QorN59HBE/Y/2+Y4LYuj1G6WD4lRkVEZRfCFak6UbB70+mff/t344KA3RKQE+n+5Gd1q5mJIX5t8A8OXLpUSsDklEt+/UBE1azdQvS3BIcp8ISkwRw+SoxjRJNNa6Hf2smiQdIg0koy0m7feikSXygnmehHcb0pawiTbEuZTbH2vWHrG1bJjK4dZ0lXtM1/MWQm3AoXTto8dPYQpu4qFMtCGTt+AZ2oUyMaQ4cvrDW4J6YaTEyfIq8haWNaRcSTZsWEN063ScRQJdCZFXviYM186V0owSw1yBNqPg6ujSlU58KDMF5KOY3kqTtN2FXzh72b54GqIqFqrVBdQ6v3qGxWE5YQ4xXlMszRdGR+SNykyyeHL4qg1+P5yJXN9nN2plTCpTR46PaMehUnz3sFkf+HsKqUxHj87BhV9i6wSgiQt8/Uxgi+2yFPKDqB5gceBi7Ur1XxZTJkv8e6YL8nao/e1RVguJg51fL5Qez+vX/0Dw1amQE0icu++3fj3IW8s7h+B6jXVMzL5+izvoFQA274NND+l5NpkhujvDF+eMMs7hGFky3xN6biyyXxZjUAvE/5dkr1E7/XHB92wRQINN2zdjC9OBlvHkAubTn3aDQ+0bSd7tKXRa7Az1kMGX0gW5yrJjpUUTHdkvlD7TXJiHPovjoVan3+3MgZLr1bG2hFNERikD1+yMtLx7NzfMKVNBrp00M4KI9kxynyZJskAO363yAAAIABJREFUlMGXzBL4ogFTad5bQ/BFUifJaP/8c14UAjxh/Q45wnCbRCaVN7ks0cH1iZTGcNW69Vh9yUMOX2auQXV/5+RC1Z4rNSUe/RZdUyw6Tr/heZ/l//TgC0vvvFw3WbbOKd2f5sHrGXLJ0vWbN+PL08F4ICgRV7MD0b9hvmZNFJLXuF4G8CWnkORvS+BLyZoulSXhfrDCl5L6Wf9+pABP2MGXmE0bsfR3Txl84cwXkUAbo+8gy2eNbppmtcuk12DZMSOZL52n7sGoFtma0ot0D6p99WuKvF6I0cwXcjAuu+DrVP0sWpcp84WzCFl2bM2IJggKCjV3B9tq/B2yPKpSzSqSO/7mjC82SsAs1ReSykQaHSet87lwvJodePzYIUzaWSyTrdO6HsGXASQ71ihNU7aPrkH20q/JHjK5ZH5nGvqlgGTHnqkut1vt7z1jaTR2JjonlUP2Smymh1X+9tzvpzBqfRakBeAPHz6Af+xxw6J+lVCrTn3k5mSj28yTQmsGtZnmCwqekdbVKKtx5LoCat8hF7hWs1uV2kHwpVPkHWtdU7W2EnzZGuuDZZKMSTqX6kqR7BjBl4ermjQL0q/esBEzKfPljUYIDnEw82VxFH5P87LakRfPn8GbazNk0nE8htS+qNfrIz0tzWwLKslEsdyxdD2lzBdpja6yGj++DtWmfV2lVhLN7TPOhEJaD0zr/uyToL0Fyb5ryY6RXUqZL9KaUpz5YrNL89CtkzoQJ5tm102/UhDOSB+9PXc1wv1M1lqPZJd+dMjdLHvLB0uJ896C7Xml9fDHmLWIuewt2++8TvCFgnklksZG2qh1blJ8LAYsjcOkVumKfcV2qfSd0roe26WigNf+WqXgS5MCzX3mgp9XY2Osk/Dlm2h4uRVbM0GVMl+2bN+Kz44Hgvf0ifHXMXDpTeGaLyRjfz5XXvOlrMaQbWQ1+MLBAaL1qUwmEzp8/ovqO1FW7S6/TnkP/BU9UA5fnOx1RzJf9LId1Jp04vhhTNxehPbhCdiZGqkbjUOZL00q5GHS0LKLVCAHL9V8kUaSsexYn+oJGDWwDzhaSDnzJRq1zfDF4hx0tewYT/hqMipvzYwxp7TPHWOJ3NI7uPCgVIpC7TdkRHerU4DBz9uKALLsWLfK8diYXBWciq92DYJDNQIL8I4T0SYUPTCu+V307GqRRZm9PArX0tzl8GXRKmxNqQqCQiRFxf1GKeYhoeGy5tEzVPAttr5XHGXSyC8FcwQhll4/S//OThSOplOCL4cMZL7wdyTyHb48fT3a1yzCkD6294MkT/beiVRNc7d/NnLiBHlRnQjHa750m7YbrzbOskYUU6TNmRTg67dsUXEzl0Zjdbwlq4qik1jm8KehtVCpSjVZs0iDOdjHNoacpu0q2TH+btQiCGkDsjo2zJwpIHKwZJWIzAo5eUzFsDrM6fpS+LL9VqSu7CHNeweSApySBqDiv5X8TFYJQYpunnGsWCb7QQ7qTcmRCHTPNUu6cL2Qmd38Ssmk0DPsi3OTSY/Q+9o8LM8l8OVG7GUMXZGEf6lE3HPmy9KBVVG1urzGkNKY8tyvFHlnfz7Jm6TkUNaE7RuSwZe7FTCmdZEmQCP4sj3eubo9JDsW5F2MD0oKqR84uBfv7feUSWyyvAOPIcs7fNHBA63bPCR7NNLWtsiO2SKYad1OL/TB3JealvpuRb4NrXM4a0Ktz79buRpLr1bBxtHN4eunr4+ek52J7rNO62aOUZs+/2EVkrI8ZOsOwxdLYdNQvNosX1M2ieaJtbGhMqk+o31C61eAF6zfoUjmC883n3fwQBu7MaRnWP2HG5aOt8mllYVcqNpz3U5NRt+Fl1TnLJ73jcqOvXxfimydU7o/zYNXqV6cRLJUmvkSm+OHgaQfrgHQqP+vZvk75WyiNZjqhXA2qVbmSyWPdLMT6dIfv2H46nTVzJclZ91lmY0kE3k9NwgzX6ijWVvR6PtH57N8ltQuk15n196d+OgXX0WpQrX7kZ2nJANkfz5lAB5PpnohNrtUCl9S8n3R4z6TpqQqvfPLzns7Fen70cJVKCxyt2YR/nb6OMZszpXNPTyuLMPJ8qhKsomUcT/3tJcMzFpkx+CU7aXW3zz3qckdnThxBBO3FRqWHVMr/i5tB82DvyZ5yuSSObKY4EtOoUcpu9X+Oche3OEkfKF1+WaWp7UWG0tWSfcNR44exDu7YJXRzMvLQdevTwitGdRmqpNJAXKfuSB7ia5P341aBjV/F4YyXz7fic4RaVZpbbX3h+DL9hveWCJZN+hcK3zxKEK7yCLN7CWWRxKVCVVqC8mOnb9jk47jzBepdByPIf2eJM7SM+5gyI9J4pkv31pqvkyXZC47Mm9qzX0jGt9WrBfH69Omsa3h46MvOyadm7t16qwJX+j9T8+nulW2YCe2aczw5W4FvNWqSFNej77lPfG+MvvBaN9QNmm4j01GmvdbUh8Mv8tsl7KMsFImKNnWMZfkdexIdqx+cIFTSipqz8WZL2pShGyXCme+lNilaln6ev0rhS/nM4PwctNCTbuU9uObbwTIZEv17mH/d7KLPN1hrQmqJYe7YkhtVI6oCu63T5+CrESB2r0pmDcp3x8zX6gnJA1t5BnYRlYKjKDrkMz2x4d9zbKF9j4lre+6XHbMyCiUn/t36YFy+OLkSDkCXxb1DUetug0N35mN+WfCE0BSOTwBq13IFfAl/sZV5Bfmmwsn8lEKvmzfhmnHA1RrvtQJLTZDGjrYASdSdNlwhwFWiKAFX6jmy2xBaMBGjYgUBRnRPeoWYOBzCvClSjw2JlXF4gFVrJJuSs9H8KVmYIFTqb7mTXmLdLN+LR3xcddAG6A69zW23pKMyC0pVdGtSrwZqjB8UdISJiMh3A+YMMQyhuy4d9UiqQdfSD7hYLK47NjfFb4Mb5JtTX2mdOPs7EzcV9+mtcvwhQGaI/AlwC3XKcem2jf6V8IXcvJQ5gtnK1AbGb5QfRyS21MzGPl5yOlI75i0qLbR+YjgS4S/TZeZpIzib95EE4n2PDmoaV7gLLIrl37Ha9Fp+DvAl/0H9uD9A14QhS8Zd2+j17zziprT9n1L89OtHLnjXgpffk2rgDH3m9CxfWk5NL4WwZed8QFOSccRfKGMMZaTog3HjdjraNaijbXJDF+C3XPMYM0ofCF5hwbBzsmFqr2bevBl0coYLLlaGRveagE//0DdV9wofCGAJnWiyeFLCF5rUaSpj24pbBriVJ0CyvoL9Co218Wig97Dq9euyGoq8UbRvGmc8ojVTlECaKs3bkT0BcicaH8GfFGzmVwNX66ny6XjOPOlbXAirmX5Y3DTYk1Hxb/mReGKk/CFJKvyTbZi7Znpd3Dl6mXZGHI/MHxhkK0mO7b0rJss0pfgS6i3TWJQ92MwcAI7+NSCB9jmUYJ9arfpOm03RrXM0/x+6Lc0Dx5PoUh3Zdkxgi/P1iuySpwq3Y++2+UXvGU1AQw8vvlU+3WZwMrly5dkY8jwhaVy9ODL/FOeMik0komkzBeWcjHaRq3z9eDLyZNHMGGr6+DL8SQPWdAYz1mN/VKQVeiBTnWKNaXjSH54ewLNpeprpl5/UebLzSx3axAQ7QUuXrwgG0Oux/RD/ypmiGkUvtB+o7BYLnWt1y4jf7cPTpP+1gpfhtZElSrVhS777LSd6BQpBl92xnnhBzvljMHTN8LDrRh+7kVoV9Ukkzy2bwDDlw2jmsEvIFioffYnkXLAhTRP67ukNYb0W9oTUqb84B8ThOELwXKCFFJo71BjVX5EY6gGLR2FLzQ3k4ytVuaLHnwRsUvJcb8n3qcUhDPSPwRfKvralAyU7FJ+l9ku5WCqjx8vwiPtHpfdjmzrtZfl2byuhC9ci1ANvrBdahS+6O3r1PpYCl8uZATi5WYmq/9E6TdlBV+83WGtCapkl7JfhgMqk5LiMOCHWIjCF/InkYw9275G3jG9c0Xhi5H6VPRdi9YG02tf+d/Le+Be6oFy+OLkaBiCLyXOqQV9wlH3PuPw5dSpoxi/pQDPVEzAjluRsoJ4So9B8iVNKuRjYomT3MlHVf05y471rZ6AkQP7gFO1d0xpBze4yX43eW40agcDo0pkx1h+wdFFUu+ZOE1TTUaFJKEopV0UvrCD8ZueQWjQSLtw7oAvN6NHnXxZ4VJr5ksJfNGr20OLZa3AQqeiTUTkKFjuqHtEgvl9YdmV6NcbILRCRVk3k2xLZT9gXMl7xSm+ainDemOk93feVHK6qn3mi1FJKJaDWNA7DHXrNdK8PRUw71CzEC/1Lp35MrxBKvpr6KLzhcfOtsiOfSwp+K73zPZ/J8fKG02zNVOfZy2LRvTNCKt03J59u/DhIR/8NLQmKtltHN+bF4VQP1jnBpbQcJV0HH83Pw6pjioRpWu+UNp29PVQmWSIVh/dTk1B34V/YFyLu7oyK5T5Uvz//vfBa7YMQCl82X2rIt5+qAjtn1SvOUUSHYeSndNlJvgSGWCTBlB6Pp5LuX4SOwy/7uyD5i3vl/1kSfQa7I9zk0mPvPzVerSokI8JQx3PslLrd2vNlwdz8MxTpYv0srTckoGRqFa9ju4rznP/B+3y8OTj2jU8PlsUhdu57vhshC3T6+d16/DNuXBwhKFe5su8FdHYfjNQpmOt20i7E0g2s4KvLXtJ6fcs78Df0rWrF8zFaT9v74Y2D8hlx6jmy65YNywYa3OEEnxpWMZyodzOW8k38cL316EkNUHnfL8yBouvVsb6Uc3hH6Cf+ZKdlYEes88I1Xz5/IcopGTbpKLofqXgS/NCs9SH2kHwZf2NEKxxokg0rcGB3tCU8ty+cxv+eywAXigwS8qxFMm09m64324MSWZkzR9uMucJRRjSJvefJYDH6HumdX5qSgL6LbqqCoxZ3pbl//Rkx4pMhej4+REMq5ciW+eU2kDz4I10uWQp1dqYfjoYbUl2LCcAgxoXoVdXWxaQ/XUo6/JSpnOZLx8uWIX8InfNjAZe/6yZLxfPYnjMXfzn0QI89qi85gtJVi2zgy/jZq1GiIvgS/rd23hu3nmMaZ6G5xT6asfuHfjkiJ/inKH2bnSZthcjm2fproeU+XIqRZ41wTX+WgcmITnPB8/eV2SVOFW6H0ntrbjoLZNpM/qOK2Wk2l/j12OHMHlnMXzd8sy2AcujvvdQLp62W69J7njBGU8ZTDDDF0+TU7aX2nPx3PdGo1RFmbATJw5j4rYiQ7Jjg779Fa81zlCM4Je2g+bBE8keskxzznyhDPTsIg90rGWS7T3sn4Pkh7clOCk79n0UErK0MxqOHj6At/e4WWU0Gb683SYTnTvYaiyp9TPJHJtMsEoMGn3PtM7nuU9Nvpbll9XsVqVr9/h8J7pEplmltdXuT7KxOxTgy0vTN8LdLDtWhEermTCkj0222v5aMRs3YsZvoVg3ohkCghyEL0ui8Eeap+YemMeQ7k97wqysDLy0nOBLOrrbSWrt3rcLHx3ywo4pthoUJNWcUeCOL0eq169xZlw7TrPIjr3Q02ZH8fXWbNqIr8+EYvO4NvD29tW9jXRu7tFJW3aM7NL0fMqsU8980bNLae+z96YPFttlQOk2VHLC23OjUcmflAzU5Yb5XWa7lO15pfWQar6sv+Ihy8YZTpkvIQVlKmPPj5CUGIsBi+NUpQjZLlWSslfqJ56bHa35wgElj4Qk4FxmMIY2LdRcV0kWbWOsv1PrIc1zfh7F1pqgSs/FfpkVQ2qickR1cL/998liPPzQo7qvDNml5E8iWfKyPlhGWq2EANvUSj4ltbYQfJnUKkNTTrqsn6P8euU98Gf0QDl8cbKXHYEvC/uEo44D8OX0qWMYtyXfXKeApHK4ALnaIxB8aRpa4BJHnPSeVLBvXWIk+lVPxIiBvcHOp3sBvvBipQZfSBKKJIlmjVY3cKXPeuDQPry3zwMimS8EX3rWzZfVBWH40r1KAjYkRWLZoGqIrFa6Bgbf0wxfggqd0lkl+DKmVU4pI1n6XAxfelRJNL8vuvDF3w3jXrI4eG3wxTWLpB58IYfQAcp8maBdc4Cf1wpfBCAowZeONQsxWAm+NExF/16ljX3775HgS7BnkVXL1ZEpp9u0XRjeLEfRUcPXY/jStXKC2UBmJ5wafKng62adGxi+hHlkOmVAqj0bwxc2Gu3PW/hTDKJjQ7FBUHaMDT1R+EL3e79EKor+e+nqtfjuj4qgzJc9qZXwzkNFeOoJdQBA79gvyc7pMhN8qR5o0pQEoyjEtYmR4HFwBL60DMvDeBcAd96sqYHyfQd244MD3lg6KBJVq+nDF97kCsOXPHn0K8OXJ801X0Ix9n4TOrRXr9tD8GUHZb4IzhNK7zLBl3BfE97RcKpv2rYV004EggEaa2urwZfdsSQdJ4cvjULzNTfSjswh9BuGLx8+ko/HHyst8UdSKD9cqYwNo1vAz08/88UIfKEMWar5Is18iV6/AbN+rwAqbHo2IxjDWxTq6qNvuOGcw5DW4CAvaI4hbxRZ7ohBodIYqsEXZ2u1qY1xakoi+i26oi47VlKXbsmASFSrUQei8OWVeimydU7p/mb4kgFZ3R4rfCnJfBnUtFjTUUGOOIIvy8ZbZFAdOQi+UDYj1wtRuoYVvnhmmG2DK5fO4bXoO8bgi4/JKgPiSDvVfsO1S8Y2T1MEVVb48ow72tz/sNCtjcCXMykemCOR2mX40qYEvvSsZ0LfZy0FuJUOeudXXPByylb4iORA7YIi7O/F8IXrFLCtqZT1RfDluzMeMik0gi9+HianbC+1PsjJyUT3mafxZqNURafvyRNHMGFbIeb2CkLDhtqBWua5+U4mjMCXk8keMoc5wxfKfKGaL51qF2nWJKTaP1sTgrF6ohOZL99HISlbXovNvr+OHj2It3fBCl/y83PR5avjEIUvFOxF0tCukB3jugJq8IWD99TsVqV349lpO9Cl6l1rgKHa+0PwZVecV6masUMIvsBkzth6tHqxJhBn+LJ+VDP4O5r5siQKl+96YOZb6ntgHkN6FnKeZmdnYPAydfjyyS9e2DbZBl8o84XgyxcuhC/DG6UpQkuGL1vGPwAvL2/duVQ6NxNY0s58sWT0SCWlOaBE1C6lvc/ehNIZULoNlZxA8KWyf7Hm3oLhC9ulevBl0xV3/DDeVs+Y4EuD0AKX2KVci1BtTmC7VMmnpNRPPDer1afU61spfDHLjlHmi0ZQEMGXTbH+TgV20Tzn70lZ9eplAtgvw3t67rdPnyzGQwLwxaKk8tfCl9XDGyAkVB7QqzYe5fBF700t//vftQfK4YuTI0dF7b+TOE60LscOSJFaE0rXsYcvXAND7Z4UQdu0Qr5LHHHSe1rhS41EjBigDV+mzF2N2iEmc4YMHezUUIpkc3JozD/nxUotMoiiGymlXRS+2GTHQlC/YVPNJpLsWM/7CmUOepI8OXQ3Agxflr9UHRGRpTMB+MK0WNYOKnQq2oTgy9hWuZrRA1O/j8Lm5Eg8G5Fgfl+435QWSnJeVQlwsxaU5A3x5NaZ6NpRP5LN6Lja4Et9hIVXgn3mC0GHfUkG4Muvv2DSDhNEIChlEthHEHLNl+GC8IXesWBvk6ajSK9PCL682TxX06nF8KVblQSzgczw5eeXa6FiZXnNF8p8CfODdW5gJ2qlEkeVXnuM/l0PvpDxGnXNOHxRKvhp3zZy8vy/ki+K8KVTpXjsvlUZ/3i4SDP7gmTHfklxzmE4Yc5qVA8o1oThXy2JxtqECFT0zDBDAnYYzujqi2bNbdJW9IyU+XIgzk2m+07va6uwPGtWmtFx0jr/xvVLGPpTMtTmakfhi1oWhrQtBIfv5LvhU0ndpFLw5QGgw9OlM3L4OgRfdt70l0kLGe0fytys5GvT1lb6PcMXBmix1y/h5Z+S8bmCI5UyX/bcgLXYLV2PCps2/IvgCzmEvjcAX3iTK1LYlOBLSo68OK09fHmjpUlzDbHIjjkLX6IR7F2sGf3HxasZvjAoVIIvUevXY80f7rLIVYowdDV8UfsOea4VhS/sgHy1/i3NSHl6N2kevJHhLit+bQ9fXmoGTUcFgZOLGQFOwRfKmigqtumjK32HvP5V9kzHigldcOXSebwWfVsdvvzuLgvgoHU71Mckk6s0Ol+onc8OPrXgAbZ5jMmO7cGI5tm6mS8kO3bmltxxz/Yew5de9U3o00Mbvvx0wcspZ5PSumzfX1b44p5rruWiB1++/81dBoQIlvt5Omd7qY0hz31qtSZOnTyK8VsLDMGXwQuO49VG6UKZL6eS3WX7FqnsGMGXznVMmsFBlAG1Nd45+EI16gioTxuhnmmrBl9E1gzq+z8FvqhkoNlHmot8/z0p86XqHeseV+03i6NisDvOo5T/YOj0DXBDsRm+PFa9WBOIczF50WAJpbaQzXk13R1fj1KHL8eOHsKUXWRFA7QnzMnOMhf6VlI7IOj9yS8esmLvtGfKLJDLVYr0peg5lPmiBl8oq/Gr0yEwCl9obu6mIztGdml6AWSZdaXgi45dSvBlf0JpCCf67HQeyY6Z4YtG0BWDRLZL2Z7/6PEiPFpKdmwdNl1xw/fjbGsAwZeGoQUuqSfJEEFtTmC7VFh2rASMOwpf2KZ51Jz5EoRXmps0g4IW/bwam+L8nQrsonkuUFKLUGn8WXaM9/QpSXF4kWTHDMAXZ5VU1N5L0cwXo/DFVX4lI99X+bnlPVDWPVAOX5zsUaqrIi2Wq3W5Q4f249197tbCg0ZvzQUpxzRNQ5f2j+sWxCWNzqZh+Rj3kjpJN9oGZeNtFdYmVMULNRLx5oDeYG1RkYWSta+VCmiWRdt4sVLTsB83uwS+aET9SNvBY7igdyjq1rPV21BqK8GXPg1oE2uLHmH4QgUeOz31BNzdPeDjq14E8K2ZMagdXGgtbu9In1BE5Pg2uej8jDoY4cyXnhEJZsctR9GtHdEYgUEVNG/L2tdv35+peQ9H2k6/2bN3Fz78xcesNRwcGqYAXyzF0EXrcXDtpO9fqIiatRtoNosKmHeqY5LV7SG9+T13IvFm41RNXXS+sFk73skI2m4leu7dO6ln98xeHoWouEhr3Z79+/fg/YNekBbOVHUklBQorOqV5lThR7Xr83fz88u1UbFy1VKnUUHF6OshsmK5WgPDtaImtsqAVp/QNUhbno73JBFFUtkxEf1bqqdzJMXXKV1mKv5bM6hYE4xw3Z4Iz7vmgtQsWTWrm5+sNoxa31AmZgsXwReq90U632pz9cGD+/Cv/R7QA8rcdtbvV6rBYP98Fm1tucwQRV/P+b0CKMLwg9f10+jnrViN3fF+wvOEUh+TM6+yv0kThvOaw3JHrK39RUdPtG79oO40SOu2Bb6U/brNxdqVdL6pYfxdiBanzcvNQdcZYsWTqZ7RnVx5cVqqlzLzt1Bz5gtFj5LOdVBImGofkbb2prhAp2pN0BpMclJTNKQXdu7eiY+P+MLHLR+bJj8FfldFx9CV2tp3UpPQZ+Fl1e+Q51quvaSX+UKdTRGGrzW4JVvnlAaB5qe4DLkE0PqtW/DlySA8GJSI/2k4Yfl6BE4uZvg5tc7QGkyH1nfP6x/PpVx7Se3dt39eylQM9TYJzS26H7XdCfw+qa1fXPPlq87esvoZWvchadK3WubprocEX367JXfc85zVJjARn4/Ul6yk73bFOXenQLbSumz/fFyfL8gtx1zLhW1NkWxJuhbV6ArwBD4crv9MRseQ575RTe7IbHy+zpnTv2Ls5jyhLHn6DWW+vLTgGF5rnKV4PWn7CEKrwZcmfslmKEMa/FqFjWk93HrTubmU9g2puXIpSft+5Lo9Uollmm9EJYFovi4yQWhuMTqGPPep1V6yOTuV7Val+z33+Q50qnoXIwdqv3O01u6J88DCsXLISXsOOr4frw4/+b7WeiZjWmvuI7X6hbKtr2W446tR6pJg/B3SdWhPmJ2Vg/6Lr0G0zifN1xkFbkJzi6NjqPYd8vok4o+ge/PcPKFVBro801G35ktWgTwDUwpfaH2iemSBwep76O9+Xo398Z7CfiSl/nmnRHZsoobsmL1dyvb8J4+b0K6dLUtJrf/fnLEW9UJcY5dyLUK1OYHtUtEx5LnZUTl7fmceC00QCpqk/euWWD+n1kOzHK4XNOuxMGBfOawOwitFgvvtf08DD7Z9RPfTIX9SzcAip2Ts1W6iV7+Z265Wf1npuuU1X3SHtPyEv2kPlMMXJwfOSOYLS1Z9/0Jl1Kxdz/Cdz5z6FWO35EEtRdr+gpT50swMX/QdU4YbI/kBS+W8WDMRb/Qn+LIFU48HmQvV6h0cUapWPFbv93p/58glNQ172mBT5otWyrX0Hod+2Yd393rg2+dDZcXOldpB8KV3/SKZfAPLjomOIS2WdYKLnIo2IfgyoU0eOj2jLslDevwbkyLRMzLRLCfGhlrMm40RrGE40nOzZNWUNhno0kFM+ktv3KR/37VnJz467GtOd6f6M/aZL6RdvS/J3xzdKnIcP34Yk7YXQSQDjTIJOtW2gy8LVmHP7apQ0/q2b0NZRNB2n7YbI1vmakrHUT9E3YwA1+3hGhxsqGn1DUdx1vC6I0s1F+lPkXN47lPKwqHfL1q1GlFXQ7F+snbtD74X12BQ0py2bw9F2Lq5ydO5KWtk0aVK6FQxQVN+iK9FWUWHk52EL3NWo1ZQMcaWyPUp9RtnL0V63TVHhl+5fAGvRaVCKfNF6ffDvtqAluG5Lpnz42KvYMiKRLzfLg9PKdRo2X9gL94/4Illg6oislpt3deCo79FM1/u2sk7/LR2HeadD8dTYQmaOsnckPkrVmNnvJ/wPKH0AJT5EhGgHWHI6x9nkXGEoVLmi9I9hs8oiTB0gXRcako8+i26phj9T23h72LTmFbw8fXXHcPcnGx0m3lSqOYLZb6k5gL/leijM0Bj+KJ3Q9JH33TDOYehGb74FGtKeXLmi49bATZNfhIZGWnoNffbooHvAAAgAElEQVR3xewlpTa7Ut7hdkoi+i66ovod8lzLtZf04AvVw3pm6iFB+BKFuAy5s5Uji9sGJwpJA328cBXO3Q3AsgmOy44RwKFDKiVpPw68/tmDbCWNe6UxHD87BqE+hbJaYXrvp+jf+X2a0DJdMUuIHRVfdvREKwFgS/ftOm0PRrbIwbMa8ih0HsGXs6nuMpuX56z7A5MwTUAaiLK9fr7oJSz1qtQv9B4UF7vhPYkcqP15LBHLdQo4Q1dtDbL/Pc3X/h6ugS8896kV+ub9mkh9SGq3Bb78ilcbZWhKvtG5BF9Op8jHkKUSGb7ovYu0Hm6OC5TJtOn9xv7vlPlyi+DLm+qggbOXfnixMmrUqofCwgJ0+vKo0JpB96M9kwnyrFej7VQ7n+c+tQw0W4Hr0nUT1a7Z6/Md6FLtrlkFQuugzJd9cR4yyVE6n/YcVCt10Thb0J7adTjzRXS9VroOZb7cyHDTlATj75B+T5Hr+Xm55oh70TqflO2Yme8hNLc4MrYdp+7DG03S0VcS6MjX4fVp24S28PD00r0815WirPquHTppwheCj5kFkDnoqR7WnHNhwnYpZf0fiCcIpy9hrdZ4ynyJ8C/WVDlhXwjbpTdvXMVLPybgkyeK0O7hx3X75Y0ZFtkxV9QQ5gwONfjCdqmIT4kehOdmtfojeg/L78wjoQlC9cIo82VznL9T6yHNc8He0M7ILqlFuHJYbYRXqmqVEf7fU8CDD+r728zwJajIKRl7tb7jPbka8GKbWsSnxPdoP/UAJrfOcomiit47UP738h5wZQ+Uwxcne9cIfGHJKjZCjd76tzPHMWZTrjB8IfmSpmEF1tocRu8nej7Dl/41kzC8//N/K/hCUkCFJjfMEM18KYEvC3pXQN16jTW7aNB0C3yRyjdw5osh+BJS5JTBQ/Bl4v356NheXduZ4UuvyESzc5g3cmtGNEFQUKjmc/KGWFTDWfS94vM4ClQNvsxZHoW9iQHCTlWGL4v6VUKtOvU1m0PObHvtbNpIGIEvZeHEIfgyqmWepnQcwxeu28PyM0bgS22fVGEZRSPjyHOfGnyhgoqrrgcLZ76wXKHI5o+cPLSZffdVG4RmY75zpQSh4oMERY4k+zpVFHPinNWoHWzC6MHqMJze5VVxkeAMJIYvM7v6oqmd7JhS/5szX8IJuJd9pC/DF7Wo4wMH9+K9/Z5YPrgaIqqq17HidrMDUq3+iPT5SBYxIw8y7X5H4MsuZzNf5kajaoD2JpflHap4ppuzbLjfRCWECL40Cil0Sa02Ltau5oC2wpexreHjo56RyWOTl5uNrjNOCkUxf7E4Crdz7IvTrsfs38OsmS96cwpJdJC8w6qJjstb/mt+FEK8oZm9xDU3GL6wQ0Z0DGmTWyOwSGhu0Xtm+7/fTk1C34WXVeELB4iIwhe6PkUYvt7glmaNCDqP5kGq+SJ1thqFL//9Lgpn0/ydhi9UlFpLH53XPwbZLP+nJLOiNAYUmFPBxyQEdo2OIb9PasEDDF+md/JCy1ZthS5PmS8jW+TqwheSXzx7y11m8/KcZQS+rLro6VQWIa3LdGiN4fESiVin4ItnsUvq9vDcN6rJbUWJNt6vGYMvx/Bq4yxFJ7L0JSAIfTpZvm8xCl8I4Gy6EeQUfKF9A2W+SOVA7V9Wdtwv7h+B6jXr/q3gC/epmt2q9GESfOla7a5ZBULroLV23w03zB/bU3Ya7TlIduw7ieST2nWMFpNXus7XSyib0U0TjPB3SL+PeaMRCvJzzUEcosWwXQ1fOk3bi+GNM7Thy6QH4eHuqTuX8txMYLyLHnz5PgpZ+W6yzDoOKBENCiLH/cEEz1IQTrehkhPeKYEvpFqhdjB8YbvUKHyhzJf6LoIvXItQTSbMKHzhudlZ+EKyYx9JgoXU+paCBynzRTQAVOk6BF9CfCAUFMR7eg6mMgJfagUVOSVjr9YHvCfXgy8iPiW+B8GXKW0yXRLUa+T7Kj+3vAfKugfK4YuTPUpF7UUjFtgByUao0Vuf/e04Rm+8d+HLgFqJeP3F3uCNnEiUAkc/i0ayGe0zq+yYSgFhcohS5ouW3q30nuzYWNA7DHXrNdJsDsGXvg2K8Xz3btbzjMKX0ebMF5NTjjiCL5MeKNCsh0BRyRuSIvF81QSzc5g3HWtHNEVgUIjmcxopumx0/Oh8hi+sFWqf+UKFQ/ckime+nDhxGBO3FeH7FyujZi3tDDTaCHWubUL/52xRSRR1u/t2pGqhVftnJPhSwafIKScOwZfRrfM0jRB23HPdHht8qYvwShGaXc+RQvV8bpXaDDoyZva/4bmPI3bs/04FFVdecwS+ZGgCKboPOXnc3dzwT0mRdEfgy9FkH6eygmiuqRNSjLcGqW/KSYd95Y0IcAbS1csX8GpUKozAl5bh+ZrZNY6OJ2/W1DJVWHbsx8HVUaWqeh0rvr9R+GK/yf157Tp8YyDzhZxNu276meXcHD2oZlnVQJNmZhFvctnpy/0m6rgnbe1Goa6FL2oOaKpBs/CPitg8rg28vX11uykvLwddvxaTHbPAF/vitBb4IhphWFbwJdQHmoVj2fltlR3LSMezc3+D6Bi6Ut6B4YsaBHUUvgxvkCpb55QGn+ALyY79TxLpvm7LZkw/FYwHgxNl/6728ny6iOCLc7JjtAZ7ukM2p9vfzwpfPO+aQQ8XGL6X4Ita8ABn+xqFL6Na5GrW26E+Ivhy7pYbvnrLJjNkFL5Eb9iAVRfcnZpLlYIi7MeQnb5cJJozdEVlx2i+ppovHwrIUupOdnYnsIPvraZ30Lt76SyFs2eOY/SmXBiBL0MWHMUrjbOF4MuZFPm+hSOLm/olY+Zo9fod/BhlkUVI8MUiJalu09jDl6LCAnQ0lPkSDcpQkWZMGh0rrfMJPKtlvnCfGoEvz32+HV2rp5tVILQOpZp9dD4F0NBhBL6I1jNRag/Bl5uZbrI6XqW+wxK1APp3C3zJQ79FV4XhC83XJDumVRvImTEl+PJG43RFCMrBAdsnPQx3d3fd23BdKWH4UiCvPeYIfDmU4OHUvssMXwKKNe1S9oVY7dK4q3hpeQL++2QxHhYo1k7wpYGLgoKs8KVtjqKfwmKXhmPnlEd1x49O+Cvgy9ZY5ySNCb5U8NW2S3k+WjnMsqfnYKrPnixGW4ExJH8SZb5Mfrns1XD06jdz20V8SjzIz0zdb5Y2dIWiitCLVH5SeQ+4qAfK4YuTHWuk5ssvhw/gn3vcwFrcRm997vdTGLU+C+Oa30XPrvoOJNKObxFeoBlpbbQNSudz5gvDF17kReAL66t++GgBHn/0ybJojuwa7ETZpKKJS5rQBSY3fC3ZiGo14vCRg/jHbmBR33DUqttQs72Dp2/Ei43d8GwX21gxfBEdQ3Li3BdSpJlOrNdpFBE55SETnn6iveqpNviSiNGDe4M17zeObq5bW8iI7r9eW5X+vnffbvz7kLdZa5jqz9jDF5LR2Jsg7lQ9feoYxm3JF6q9RBuhznWBF3va9Je55oua3IT9M1AEbZhvkazmiNF+6PH5ToxtY9LMXpqzPBqr4iLQMzLeXOeJgUfUq/ehQngVzVvyGDb0S8Hc0b2MNk/3/EOH9+PdPe6q9WcIvqy6Gox1k9XfUelNuFbUFLNhpi6nR7/5eGEU3N3kjrrlMeuw4GI4OleKx9vD9GtrUD2do0k+Qjrcap1BNV/qVYCmFjjpsP8UWwW1vO+YZSduxF7C0BXJmN0jAI2btNTtZ1qPWlfMd8mcHx93DYOXx+Ojxwrw6COl52oe4x9fqoEqkTV025qbk4FuM89ApOYLyTtkF0JW/Jo3uU+Hxwt9WwRf9sT7OlVrgmq+1NTJXuL1r5pXmrlGEPebaP0GV9Zq43ohajrfy2PWYsHFikKSoeZNbgl8EdHWpjXmbp5cooNrvohqa1PNl21xzmlrv0+ZLz7QlPLkOmMMX7jWxJedPNGqlX7dHlfCF6rl8Pz8C6rfDdsoXHtJT3aMxpEckG80ui1b55Q+YKr5Ep8JfCqBLxu2bsEXBmq+UP2m39L8naqfRfVCPN3cNPXRufaN9TssqVklqnFP83UFX5PQ3KI72dmdwHOf2vrF79/Mbn5o2qy10OVF6sLRhWiNOZ8KTJfUeOA5SzTzJWbDRqy6CKfmUqV12f5BuT5fmHsmVk3qBLZTRPcLNF8HeJlk64ZQZwqcxHMf1W/s1c0WYMU//f23E3hrY46QRDH9hmTHhiw4htebZuN5hetJm0Tz4JkUyPYtbLOLyo5RrYmNsQHmfnX0oDpeGXnumjV1eAyl+16ab0Sj0mnPRIcW4HG0/Tz3qdVe4j4VqZvIbbDAlwy80V+9hgqdS3UsDt0E5o6R29tkw9EhUkvWaD0T5Tk9Cjcz3DRr6pw8eQQTtv4/AwwA1WwoKMhH728vQcT+pt/QnimzwN1lsmP0PlEt3OckgY78rEb7iNd6cvp2fPoZXdkxe7t0zcZN+Pq3EIjapYtWxuBwgju+GSPPgDLyTlPNFzN80ch8YV8Ir4eJCbEYuCQOnz4FPCQgWTVixho0CC10yheh9kxci1DNjnTYLn0wF+2fEttTStu2adsWTDsRhMdDE4XqhdEYbrvh41QwAs1zYb7FmnYpjyHv6dme/6y9G9o+0E73lSmLGsJqN9Gr32zEp8T3MFIbTPfhy08o74F7qAfK4YuTg/Fnwpfz505j5LpMqBUHtH8UC3wpNDvTXXkwfBlYKwmvvfi8tV7IPQVfVGRUaHNWUAzNYoPSvjMCXy6cO4OKFSuaC6Px8a95UTh4N1J4DN+aFYN6IYVmZ7qjB8GXdx4qxpNPqNfTYPjSp3oCRg3sc0/Bl30H9uCDA15moz8gMPRPhS8XL5xBhdAwVKpSzdr9DF/UCjzajxPBl3BfE/4lkb0yOpYEXya0Bdo/qW5IWuFLRILZCGf4wnJtWvdkR0IT/2TMEpTgM/IMDJ7VQBBtRFdeCRKGLwxt37k/S7OWEbWRIp7d3IEaNW1ZTo7Al2PJvkI63Gr9QqC3fpib5qZ8/oporIiNQG3vVPPm+16EL2oFqxm+rBhSG5Ujquq+HuyAFCmATUXri01FqFm7gfW6jsCXvfHO1e0xw5eQYozWyF5iR2YN7zv4YVx3JNy8jkHLbuKegi8qOt8r1qzD/AsUYaivHy3dIInAl7gbl1FUUCgLWiAn7oyzoRCFL2VR2NQIfGE9dHbIiI7h3xG+jGh8G/2e1S7yTEV68wvzUbuOLfCE4cvDwYn4r0btB35fCKSeSfNzGr54u5M+urpdVAq+lMDjvxN8mdXND03KGL7QfJSTk4W69ZpY51JH4EvURTg1hkbgS0WPDPw8sbND8CXQywQqfF3WB9tMaoFUHCwnUh+S2kbw5eWFR/Bqk1xd+JJwMxaUBSQdQ6PwhRyGG677Ow9fSHZJo3/V4IvImkH9QvN1UbF2do0zY0sOPjX4wln3RuFLt+rpGK6T+ZKUcAMZmXdRr34zWfOpVqup+M+FLwmZbppzNwescU0OLq4tCl8Ilqfnua7my18FX5TsUnbcG4EvRxLcSkE4I+80ZU1U8QfGaNT3Zcc926WOwJeGFUjG3nFfhNozMXxRq/3rsF3qIHzhLA0j8GX7DR+npFQJvlT005Y05vnonoYv7fLwpEJNUF6fNrzVAn7+gUKvdzl8Eeqm8pP+hj1QDl+cHDQylBYIFkpjB+SyQdURWU1flsW+aeTMH7EuQ9hx/3eCLyLRz44MlTXzRQO+FBbLowC17sPw5fsXKqNmbW3JKqXr0EZif5o4fBkzKwZ1g4s0I1r0+oWiYgY+UhMtWj6geuqXi6OwPjESfasnmiPzjSyUHI34bttsPPO0el0ZvXaq/V0PvlAkJ0W0i8oJ8UZiyYAIVKtR13CzPlwQhT23IyEKXyiCliJanIEvZFz3bVsdrds8pNpee/jCzqfVwxsiJDRc8znZkdAiIEkYRBrpOBH4En01EDGTnhG6LMMXtQKNehdxBL78muwjJAWhdm+SFKsRHoAenTqrNo8iWpdfr4L7fG7h27E9HYQvlO1Y9sCdMzj04MtPQ2vJYKXawxqBL0rX+CvgC8GxiBA/zczTHbu245Oj/tbsJd7kijruSd6hUQWq21P2m1yOlFOTmvhp7XrMOx/mEviiNIaOwBeSd1gxsYveJ676dwI4wX7emtI+nHnAm9yc3Cx0n3FKGKDRul09oAhThpW905cdX2o209GjB/H2LsBo5otoJqd9xzJ8aReSgE8E9NEpWv7UbecyX5auXgsvD3fNTB1e/6p7pZlrdZHDetCyOGGZlbJYt9VeQoZ5ausXv39G4cvo1gXoqpMJqtQmR+BL9EU4VQONpGRIBWhAL/WIb3bcV/JIx08Tu1gz7UT3C1SI2t+j2CXwhfrRLFmlokTAwXKugC9KY8g2ezP/ZKEalmUBX1auW4/svEIM7asuc3bq1FGM31IgU3ygfvu/Cl/6fLENXapnmCW4HTlo314MNyG/gtGsDrU1+FZmnjlwUu3gPRMrPmTcvY1e884L1XqjaxJ8ocwXaa0wR/pG7Tckrf1mk8wyzXwhsNRBJ/NFqT3suDcCX44mumGOE4oDtG+oGOij+PzcRp4fOKue7VLRrAnKfPmr4MufbZfu2bcLHx7yEc58IeWGbTe8ncoEXfhzDCr4e6F3j9ISljyGNgl2y56e7fmp7d3xwAMP635SZJfWDCrEpKFlv7fgzBe1rFQjPiV+kHL4ojuk5Sf8TXugHL44OXDl8AXgzJdBtZPx6gvPgY0PkehZdqKKbqaMDhc7wjapwJcpcy2yY1IJBq17sGPDUfjy3rwoHDCQ+TJ6VgzucxK+iPTZ9MVRWCeBL7v27sRHv/hCJEohNzcH3WacgKvgC8uOqWW+kEN0d7xx2TFH4QvXfDECX8L9ivGupOaIyJgYPWfOj9FYdSMCvSITMPalPmDnk5HMlzaBifh8pGObRq32claEVuZL1JVArJn858AXrm3RpVKCkIN01rIoHE9xDr6IjCdJgSy9VgX1fFMxfwxlvlzG0BVJmNU9AE2aisqOuQa+sPNSLXKcAZto5gs7ID96rBCPPvKESPfIzolavwGzf68gLO9A88T+BF+nHIYijeQ1p7b3bTOs436b3tkLLVvqF89+Y8ZaNA4tcAq4q7XTKjv2pAntHnqs1GkOb3IdjDBk+CJa2JS+j603nIMvImPIaw7PV7zGiY4hrds1A12jrc3wRe27YRuFg3xEZcechS+imS+UZXvqtp/Lv0Nec7h+FjubPlF59+3fi78lfGmVh64d1eG+2rtvFL5QVsfFa/Ho1U1f/ljke1M7h+WOKnlm4KcJnY3Dl7nR8Pd0LXxRUyJg+DL/uVDUa2DLMlJ7VnPmy4KjeK1JjqYTVe337Nxq6p+MmQLZy+QwXEeZLxMdlx0TGVs1+CK6X6A9UzHJxwqAXZH22J9DDr7JrTMUvxt7CC9y/d6fb0PXGn8OfFm3eTOmnw42FCwh8gz259jDl8z0O+j5zTmIZJ7TtWjPlFXghs9GlP3egq7fdeoevNksW3E+4uAAEX8EXYvtUkfhC78zovCFvo/4lDSHoLmRseT5ge1SyrwasOQGPnsaaNtWP9PZlfAl9VYS+n13GR88nKeo0OGoXfrew7macutq/cd7Z9HMl7KALyJjyfCF9/Rpd26h97cXIQpfyC6tHVSkKW0m0g6lc9iX9+92+Xji8adKnWKFL2Naws83QOg2NDeLzjFCFyw/qbwH7pEeKIcvTg6EI/Bl+eBqiKhay/CdL1w4gxFrMjC2eRp6dS2tMWx/weEzLLJjWgWeDTdC4QdfLYnG2oQIDK6TjFf6PVciO+YnVBwtM+Mues49iw8fycfjj5WesJ1tH4MgtQLCbxN8KXbDlyO19Xm5HUcPH8Dbe9yEirUrtf1f86NwMC1SeAwpUuG+EJNLCmhL28cArV+NRIwY0Bs7du/AJ0f8sGF0C/j5aaeIWovbPZCFDu216284Mp4chcKF2uxrvhgtpH3q5FGM31qAxf0jUL2m8cwXhi8jG99GXx2ZFnreCXNWo6KvSbM4sCP9Yv8bLtbeKzLR/L5Ya768Xh8VKlTSvAVnvrQNTnRJdBoXgV41rC7CKkWUagsVH11F8EUw84WLtTtqmFnhS+UETBEoPjh7WTSO3/LCQsEsR0fHc9Gq1VhypQoa+aZgzphe1iLRs7v7o3HTVrqXpfWoVcUCl8z58TevYvCyBLAUk31jeMOyYkhNVI6ortvW7Kx09Jj9G/7zaAEec6DeF0Xdzj0Xhvbh8fjXq/qRXFRgeN9Nb/wwXj2yTLfRAids37kN/z0WgDo+qeb3JTH+OgYuvQnR4tmWzBeSmix7R8XtlET0XXRFdQxZ3mHbpAfh4e6p+7SFhQXo9OVRYf1++wtS4e5ZZysIy44tIvgS51xhU92HArB73y7855APVr16H8J06mUpXc8SYViESUPLPvOFN9xq340NvlRFZLXaEIEvVNh0ROM0ofXM/nnXb9mML08F4+GQBKGi2GRrHE/9E+DLL/vw7l4PMHxJio/FgKVxqu++/XNNmrMaFXxMeNcJuVC1dy07KwM9Zp9RdSywk2VWd380EZj36T7dp+3GyJa56N7JeFbY1h3b8L9fA/BAUJJm4W2Rb6cszzlx4jAmbitCFc90/DjBlvkiul8g+z7Aqxjvv1b23yHVveg8/Zhqsfbz505h5LoszOsVgvoNm+p2C8uOvdI4B727G1+jeK8jmvmyOCoGa6+5Hr6cPHEEE7YVYumgSFStVgfFKMYzUw/hn4L7BTN8cQM+Hl72Y0iD0n7qgZLC8aW/G/4OucC17iACIPjSvUYWXn1RPRtI6zoUfGEqdsO3ArYmF5MXBQsi7Vc6h/dM3/ULN0tOsv39dptMdO6gD+8+WkA1X1wHX8yZL00z8ZxCraR1WzZj+qkgIX8EPTvJ+XWfeRpT2mSgw9MdNWu+KPXVgUP78N4+D2G71NExMfo7nh/YLuX1UBS+jJxpqfkyTkPazGib+PzUlET0W3QF77fLw1MKklVkly68WAHbJpcOGFK6J8/N7z6Yg2eeEgvok16HbSgj8GX7DW+nZDhF+m7Xnp346LAvokr29LdTU9B34R+Y+rQbHmirX/OF7NLaQSZMGFr2e4v09Dt47ptz+EBFdozfPxGfEvdFx6n7MPn+XF1pcZG+Kz+nvAfupR4ohy9OjoYR+HL48AH8Y48bfhxcHVWqGpcd++PCb3hjTbqqsW//KMO/XouWFQsxSkOf3snHN/+c4ctLtZMw7IXnQc6nT4/5YccU/YWS4YujDji99uvCl2+iUWhywxdG4YuDsmOc+SIK0GixrBdqwhgXyAhJ++6rJVFYmxCJF2sm4o3+vcFybSILpRW+tM0xp2mX9bF3/x78+6AX1OALOVV33fTFsvFiUZi8kVgyIBLVatQx3Fyj8GUiwRc/E/7hAgkaaeMZvjxXNdH8vhip+ZKfn4suXx2HqHSM0U7jrAg1Z+bSaKr5Ig5feN5wVHbMKHyZs5wyX7yFpCCM9o30fIqg+uFKZTT2S8Hs0fcWfEm4eQ2DlsXrwpefhtZEpSoi8MXigHR07ncIvsR7m+uwuPLgNec+n1SzA4U3uUbgS+MKhS4B7rdTk9B34WVV6aWf1q7DvPPh2D7pYbiTJpDO4Sx8Wb1hI2YaqPlC8GVbnLjEpF771f7OwH/Vq/URFq4NrpWuQet2LRdFGOrBl2NHD2HKrmJwkI8IfOkwdR/ebJKuKcWm1leG4csSAtmuz0Bj4M8a90mJsRiw2Bh8CXNR0IQofBGF7jQ2BF9GtcxFt/+D8CXC865ZVpbtFCPwJdCrGO/9JfDFUqPzXoUvFPCy5qqf6zNfSoKdGL7Qu0oRzaLwhaSai4uBj1yW+aIBXxjCqwQNKc2JJDvWvWaWORDRkYOCL0wA5gsUYDcKFhxpD/3m9OljGLc5Hwxf2P4WhS8fL1yFDBfKjnWdtgdvNM1ShS9fnQoU8kfQs+bmZKPbzJOgZyMZ7cysXIQG+wt3HTvuRYOChC/s5IkcUGlvlxqDL0UuCQpi+KLmuCe7dMH5UGyb8rhQL7BdKiptaH9RBsai8GXxqhgQfCF5U1ce1pov9yB8YSD770cK8MRjT5bqBn7/No5uBV8/se+pHL648m0qv/Zf2QPl8MXJ3n/963VCESp0Gyt8GVIdVSIcgS9n8caau4bgS6tKBRg50DURQ9x1VvhSNwnD+t6b8GXL+Afg5eVdarTfKYEvn4vClxI99R9erIwatYzXfGH4Mq7FXfTsog8LyIlTP7QIowe7egwt8KV/zSQM7/88OMJCZKHkrIl/uhi+rBvRDAFBwbDPfFn4Uwx2xvsYhy8DI1GtunH4QlFcu25HQlSmheBLJV8T3nGx7Ng3P0bj5xsReL5qgvl9YeeTiOwYOzVEjU2j06YNvig7MwmGrLzsj5hJYjWDePMnuoG3by/Dl66VEzBZIPOF4MuJFG/hud5o//D5FI36/eXKYOmQG9cvYehPyRB1wtF6RJkvrgDuDF/U6oXwGP/8ci1UrFxNtwvYAekofFm1bj3mnAvDM+EJQtHpBGn3x3vh+3HaRcV1G65zAsOX+r63MG9MT7DT916CL58+WYyHHnq01JP8vHYdvjkfjh1T2sENbrpdUVRYgI5OZL4Yhi+rVmP7DXHQrvsAKicw8HcUvoydbZEdm+iCzJe7abfw/PyL+OjxIjzarrQz4tdjhzB5p3H4MqLJXfTpYfzb2LB1M744GSwM7mcsjcavKT4uz0Dj+aim923zN5+SFIcXf4gVznyZTJkvLoIvHF2tFjzAmVezewSgcRN9uUl6jcsCvrQNSsJnI8SywB39toz8jp1gkZ53zcWM7yX4wg6+8S3T8Wzn0lkTrFQw/7kQ1GsglvkybMFhvNIkD893N+7EM5r5QgEvBF9Wulp2rAS+LBtkycSjwwxfBP5O95IAACAASURBVPcLfw58yUQ3hVp8VghvEL70qJFpDkR05Bgxcw2KTG6YP1a9FhJfl+CLEbDgSHvoN2dO/YqxW/KwqF8l1KpTH5y1fE/Bl2ZZeE5BEYT66OtTAdgu6Lh3Fr7wnCVqlzo6JkZ/xwGV9napaNbEqJlrzL4IV2ZkqznuyS799k+EL2d/O47RG3PxeIUEfPi6vu+F4MuOG14ut2nYLuA9/Z07KejzrbHMlzrBRRg/RP+ZjL5fDF/UAiMYvmwa0wo+vmLwpdO0vZjUJq8888XoYJSff8/3QDl8cXKIjMCXI0cO4p3dgKgsi33TLl08i+ExxuBL60qFGDGw7FMMpW37ekk01iREYEidZLzcz1Lz5dOjPkKRJlkZ6Xh2ruPSM3rDxxuSrRPawtPTq9Tp/5gXjcIiN0wThC8cVeqoZJVR+EJOnPqhJpfICEk7gwHagFqJ5kKRDF9EFkpXw5d9+3fjg4PeWD+qGfwDSsOX71bGYEecOHzhKK4lfxJ8IfmSSn4mvO3izBeGL72rJZrfF4Yvq4c3QEhoRc1PhdO0nwpLcIlEB4NnNWemUfjC84boBt7+4R2BLydveQlFI+rNSVp/J4fId5cqoYV/Er5663nExV7BkBWJEHXCuRK+sHyWmuPeKHxhB6SaE1mvH43CF4K0+xO8sOhPynxp6JeCuaN7ITkxDv0XxwrLjpHzpXGFIpdkO7JMgdoYcjaRqIxJkakQHT8/IuxIsx9Thi+i0Jdk+bbH+podsa48eM1heQej9zLDF8p8ccEml+HLx48X4REF+HL82CFMMghfOk7bD4IvjsgdGYUvs5ZF42iy6+ELrzlcYPhW8k288P111awv+zH+M+CL2vrFTpY5zwagUWMx+NJj2i6MbJnnVObLvQpfqnmlmSVd2E4RBfZvfxONIC+TkCyl0W+c4cuElunooQBfLp4/gzfXZsAIfHll4REMa5zrEHxh51bzgGR8PUo/64JsoJgrvn8L+EJj8x8XyY6R5OKk1tno2rG0fJYNwovLT/b9Yiu618oyByI6cpC8E6kxiMAXyjr8ygBYcKQ99JvfzhzHmE25VvjCtpuo7C9lvmQWuON/b7rGF9F12m680SxbEb5QH319OlBYsoqVHOjZ2j/1jOHMl9/PnsRbG7KFg4IcHROjv+M9vb1dOq29G+5/QF+yiuBLg9Ai12Rkl8jhqjnuyS799nwwtk4Wqw3JQUGOZr6wyowwfIkqgS8u3luwXcB7es6CFh1Dskup5osr4IteCQErfFGpv6z0PpfDF6Nfefn5f5ceKIcvTo6UI/BFVJbFvmlXLp3Da9F3hDNfSDu2FcGXAa4xeLh9DF+G1k3G0L5/L/jyz3lRKDC5YZpgIUCGL45KVt2r8IXHcGDtJLz2wvPg9NZNAgslwxdH9VX1PkE9+EJSNNvjxB1yDF+kMgh6bZD+nTNfRjW5LRQpTPClsr9JqLaIkXbYnztvRTR+io2APXyJeaMRgkPChOBLh4oJLqlNw44wNWfm8pi1+PmSeObLnw1f5i6PxslbnuZMBlceDIVaBiRh+qjncfPGVbz0Y4Ih+NK6Ur5Lsh0ZvvzvKeDBB0sX6OQxXjmsNsIrVdXtJo4wdBa+iL6zBF8OJHjiuz8p86WRXwrmjO5ljbgXzXwh+NKkQqFLsh0ZvqiNIQMto/DF0bnfEfiy84aPy7W1ec0RyRpUetFpk1sr0EXa2ndv47l556EKX379BZN2mKzytiKyYwRfRjZJd8jpa4MvifjkDX1bk+pnHaHMFxc7Kng+4gLDqSkJ6LfoqiH4EuYiuVCe+/ThSyAaNW6hO5fSCRb4kq8Ywa93Aa75cq/Cl+peaWZJFwYeRuBLsFexUGakXh/Z/53bMrFVumKdHXbgGYUvrzTJVZRP0mufUfhCNlfMFR/8PKGz3qWd+jvb29Jap1Rn5Z9tc4Vkij+YH22+/4fD9ecWRxqqBV94HTCSAUnwpUfNbHMgoiMHObkLi92EbE2jYMGR9tBvzp45jtGbcq21TqWAotMz+nU+P1kYhcxCN3wqsD440kaCL282y1ashWvuo1MBwpJVzsIX/u5F7VJHnteR3zB8sbdLP2/vhjaC8KWhy4KCLHK4avM62aXzjcCXkqCg9x7KxdNPtjfcXVcvX8CrUanimS9/EnzhTDze03MgjhH4UieoCONcEBSkV0KA1ye1+stKg9R56h5MvD+/PPPF8Btc/oN7vQfK4YuTI/T612vxrUB6MN3m6LFDeHtnMX5+uTYqVtZ3Ttk37drVC3hlZSomtspAd4UUafvzSTuW4MubLoYvM5dG4cQtH3z6YktUiaxhrRci4sDJyc5E91mn8cnjJrRrp18jxuhw7dq7Ex/94gu1trw7Lxr5BjJfThw/jInbi7B0YFVUrW5JoTdy0EZiX1oEJrTKQA+BMRw7azUahJkwysXScZYx9MYn/VoislpN8CIvMob0/CQj8P7DeXjqiaeNdIfQuQcO7sF7+72w4a0W8PMPLCU7tsic+eKNpYJ6q2d/O4HRG3Ow/KXqiIg0Lv/38cIo7EyNxOhmaXheocCj/UNNmhONyn7FmOLizJd5K1Zjb4IvpvVrbH43ORNh3cgmCAgM1e1rGsPOleLx9jD94uW6F7M74cjRg3hnFxAzvBGCQ0uDoJ/WrsePF32FZcd43njv4Vw8/YRx45ocDwsuVkS3KvGYNFT/eecsj8bpW574xsXwhfph3vkwLOgdirr1miA+7hoGL4/HN72C0KBhc91up/WIsh1HuiDbMSnhBgYsuYHP2ruhrcJm7ejRQ3h7VzFWvVoPYeGVddual5uDrjNOODz3r964ETN/C4XoJnfBT6tx0AxfntVtmzMnMLie86zFcXorOR4vfH8NM7v5oWmz1rqXHjFjDZqEkdRk2Tub0tNu47n551XHkPtUdN53du5fu2kTvjoTIrzJpbl+d5zr5R24XtaaNxohSAdcKw0ordu1gk2Y4JJN7h30nHtOFSKcPHkEE7YW4seXapjtMRH4QnP/2GZ30aub8YyiTdu3YdrxALQLEYMvc36MxpFEb3w/3rjEme7HIzmB7e1pHdxxf5uHcSc1CX0WXsanTwEPKcDj/6+9846vosze+ElCSAIkAULXFQRZlN4RLFhABUV0FxULIgsWmtLBta2u2MCCdKSILp0EkBJ6EZEi0kEQRUGqSC9JSPv9zk3OZZjcybwz906YG5784wfvlDPfd8r7vs97nqM/Nme+cM2XVx2wC5V3n9H3a/WaVfTWmnAa3TqGKleprnTZDw1eTt1qp9MDzcwnQ/UHFEuaBjFH6UOHVqcrXYRuo21bN1KPRZeuaDO+V42ER/05BoxMoOiITHrNgTaUd1/fuheohQ/mv+7dRc/POu39lptd/1+nzlOncevpX9Uu0cMtrD+H8t2pUegYDelmnnXBfY2EvQVoWu+clmlmsVr5Xfrb8j4Sbq83TKZ77jLvu3nEl5BMJfsfK3HJtnw/Gdn/yXdg1gtVKLZonNLhH/94ET1YPsmzENHOX7ehsyktM1Spr7lgySIavJmLyedcDGPn3Eb77NqxmbotSKKJbUvT326o5NksN2764/CYKSmNaKBDdXtaDlrpyfrzNaaev3gRfbxFnZEsJuSsiTtvv8ty5suB33+h56b/qdwvDWQ75XasVd+uoLfXRXgXckm/9OPmBahOnYamYfB9yeKLExboZ06foEfH7DF8r9vtl751awo1tTEnIeOuO4sdof+o2I7Fz6EVfxRwPKv+u+9W0Zvfh5OM6c+fy+oLftwsjOrUbWTahtwvvTEmwxHxJTnpHLUcut2wDeX7ZOVdZeUdY3rx2AAEXEQA4oufjfHC598oW9FIITbVlcH60Pb9uoc6xZ8gI49h/fac+VK3VJqngLqTf+zhvfdUKA3tntXZZIX7/Q0FlTxWxTtWdTBl9TpEbV/SpyGFhRbIsfvrY+IpNT1U2edaLD3sZk2wf/F3p8sqZy/1GDaLKhfLdKSGgxaGpw1Ph9LQblltKOmtKqsUxIfb7ioTszb9bs0qenNNOM3vXpOionKKL1/OmE1L/ohQtqIR/2KtB7VZDNrfOYV++YlypJr5wpM4pQtnUB8H/P+1cY2ZOovWHytA417JmlwW8WVO56oUHZ27+CKrOB8sc8QRqxyxXDSyQJs6ey5N+zWKZvVWq/ki7w27aeWSYdKy9BGlduHMl20nwjw2Uk7+TZ0zl8bsifMOpg8d/I3aTT5CqvYz/D3yWE06ILhL4XijAp3SxjM63EhxJcuaYpIVhnbf/TPnzacRu4opD3LZnnDN4TDv82EaoM0NZCJTLBtPHD9Mj034nT57oCDVrFnf9KhdWHyJS3fEalI8oo3aMH7ePBqxq6iSZShfSCZl0r0frSW7mS+zFyygz3cUVRZf+F2/Ig/EF/nmqFg2+mpQ/m6z+OKEvcPZs6fokVE/GdYu2bx5PfVekm4t8+Wj1dS1+jlbK+4XLF5Igz01X9TEF87QXMvii8MZaD+sX0P9V4XQzOx6DSdPZK2uNbLc07dj35EJVCIy0xG7UHn3GX2/ZPHLqIej6e83m4vuHDuLL11qptrKfFmyfCm9v7EQNYg+Sh8qZoGbvsgCsMHW7HohMmYSOxnVzBeu6RhTMNORbF6JpU/tcz6Zi030F48WpUqVq5rSyBJf1tFzVS/Zeg7luyOWpWYn5L7GrF/CHRdfpL895ZnrqXS5rMVOnG3yaoMUtcyXL+I9+6jUXjC7Zl+/N/toNfWtm0T3N8tpOybfASv2k499vJhalb9Iz9oUX7oPY/ElRKmvyVmHn2+JokX9cha4tsPCaB+pgfHlE6XohvI3eTPQVG3H3hsfT+dTid5zTHxZQS/VSPZZR9UqIxnPcj3Ju5patx2TPrvqoqBAtlNux5IxvdRxFRvOwfeGUt16t5qG4aT4IhnZRlnw3C/94qcYWqhoO5aRkUHNBq8ju3MSUh9OVXz5OmEOLT/gvPgiNoizX7qFYmKK0dnsLGjV7CXul1aIzaAe7QJf80XcKIzaUL5PRiUAfN2ADwz61pP50vwetXkB05sYG4CASwhAfPGzIeyJL2qTU/rQJPPFyGNYvz1nvtQtle4poO7kn37inl+y760PDwrxhW3ALmVYF1/sTtyL+KIqoPHHkjNfuuRB5svPp8O84osM/hf1rE/h4QVzvX3Eh9tuR8fs3jQTXybOZPFFPfNF/Iu1NghmMWh/F/GlW7VTSh75LL6UKZzhSPFlbVwsvmw4VoDG2hBfZCLh4bJHHOmYBV58OUcPDd9uu3MtmS8Plj6i1C4jpyTQ9uNhNOJlZ8UXKXguq4MOH/qNnpnE4oua/cwLnPlSyiHx5egBevKrg2RUoHPDhrU0YGUmuVl8+f5wmPf5sPLMW9nWK75kWzaK3dGQ+yOoRq16podiz3fOfOG6TYH+MxNfEubPp+E7Yy2LL3ZFUFviy6Fwxy2r5JujYtnoq416su2YQ/YOZuKLFPyd8uz1VLrMDUqZL+yt3aX6eZ+e+Wb3oIgvTYoeoXcV6jJ8MS2B1hzJe/FF7n0jyz39dfYbOYviIp2p1Sbii1GfSfpfVjNf8r34km0noyq+cE3H6HCHxJfsWPrWOe+zXohkvrhVfJn2zVxK2Ou8+CL9ba34woLHgAaXlMWXkP9/OFVWoJu9q6yKL2vWrqY3VoeRZfGlwkV69p/2Ml9eZvElI0Spr8nCwtCthZQnpe3w4X2kjsmXj5eiGyrcRDJeMMoY0p8nKMWXBkkeJ4fzF5KpaIxagXC+bhE13C6+yKKgwc3CqK5C1kT3obPp7w5lvoj4YrQQi/ulY3ZFK9/nIr7YdeOQeJoWP0xvdTJ3RmDxZcWBMMctjcUGURZUSl/QmviSST3aBX5sAfHF7tsV+12LBCC++NnqVsQXqRcyo0NFiitZxvKZ9/+2lzrMOE5WxJd6pdM8BdSd/PMlvnDmy5K+5jZiFy9kTaIOvDOdGt96R8DDlImwpX1updDQ0BzHZzEkJT1EebXfpmw/dbsT92I7ZkV8qVI8kzo7YCOkhcFFcPdw9lJ25osM/lVWKYj4YrejY9boMhEmK3bS0tPp/IVLVDQmyrPrVzNn02Ib4ot2MGgWg/Z39i9edqIsKYsvIxOoTOFMRzJK9OLLD8cK0BfZ4ot43n/TuRoViY7N9RJlMCX1YqzwUNlWViEbTWbyKszpeyMpoY+aZYq8N+zec7bEl7/CPDU8nPzT19w4cuh3enrSYUviC2c7OmE1eSxbfDHyF74svqh938TewW7mC6+GG76ruKXMl7WHw7zPh1PtKN7akjVoR3ypVjzdkWxHKdBpJKBxDZbhO6OVFk4IP7YG8Fd8UV1hyEL7ioMFHM+akEk3WWFo9V5xUnw5d+40tR65y9B2TLIFrIgv7K3dpcYFn575Zte+YPEiGrwlmlTFl7HTZ9GawwUdt+iQTPOZHbOKZcu9b0V8KRGZ4YhdqLz7jL5fl8WXWKpcpZpZE3h+58yXrrXSfAoBZgdYunwJvbexMLnNduxy5kvWgrV0G+ILZ7686oDlq8TSr+45eqBZzropUqNz7D+KUcWbbjFrAgpU5kutwn/Sp13NJ/65iPVMFl8crvki9ULkfcQgWHx5teEluveue025/Cc788Up8YXrXXHmi6/aJWI7ZqX21+OfLKJWFZKp3T/s9RW5Xlhqupr4wsL30K1RlNjX2cyXn3Zuoa7zL5KILzK5bUV8uZDqnO3Yg1zzpWYytbo/p4WeVYFKxrNcj8uO+CIiv9vEF/mmXM7IzqqB9nHzMKpTx9yyisWXKsUzHF0UZDQPxP3SMbsKK9/nkpFtd3wo9UssiS9/hNL47LG36UvN5gYyFyJjeukLqoov3C+tEJNBrzggvpi52Mhc3JJeDSisQLgSgRaDVlGveqnIfFGihY2CiQDEFz9by0rNl40b11G/5RmU8PxNVLSYuSe+PrQ/DvxK7aceIyOPYf32nPmSF+LL0GzLqs9l4j7bW1TF21FqN7zXNJNubXSbn62Rc3czn0kWQ1LSiT5QtFrYvHkD9V5y2U/dasBvfRFPq0+VVa7b02P4LLq5eKYjk6na2IdOyrKOkzYUb1GVNuTj8ATcfxpfojvvuMsqEtPtZQCUmL2SPIf4Ej+HlhwIVy7CLP7FU9rfQKVLX296fv0GA8fH07K/ytLL1U7TIw+2NN2fM1/KcvFlB/z/tSfnFcUbjrL4klUUfv2G7+nVlUQLutegyKho0zi5DR/721FHLKvEf9+o/gxbSE3ZU5Die6uJL+KZb/eek9oqqjVfRnHmy19hNNxh8UXvbXz0yAF66uuDyt7//M6vUyqdXnQg2/H4sUP0xMT9hv7Cm35cT32WpVN8x0pULK606f0m742BTTOocSNzoV5/wNnzF9DnO4tS8xJHlOoyjJ8xi7LEl6znw6k/8daWd6fUmhjWMoqqKtR84YK71eLSHanbIzVfjFY7Sg0W1fe+tKFdb+25CxPp022xZEV8WXWQ6/Y4Wy9k7drv6LXVoV5vbav3Ss/hs6h8tDPe2hcvnKGHhu80rF2yY9smenlhMk1rX55Klr5OKfOF3/09a56lVg9Yr/+waNli+vDHInR70SP0jkLmy/jps+i7w+GOt6H0t6Veg/ijG9Ws0rdx/1EJFBfhXK02Zv72bal0x205J06l5ovU/lK5/1oNWk5d69is+bJyOb27IZIaRh9V7gurxOTvNlLzRftNYW6qNSJfGx1PRcJJ6ftgJ9bcPOnFqWD8Y3FU4cYqpodn8eWFcWupQ/U0avWA9Zov8t2pVfgYfdrV3O0gft58mvlzGE3pZf2ZN70YzQa7dm6lbvMveN9H8s1QnRhl8YUzX95SqL1gJS7ZNrc29Fr3Wqj99cTHC+nhipfo6Uft9TN4zJeaEarU1+R6W0M3h9OCvoEfd2lZ7v5pG3WZe57+92RZKve3Gz0/WVl0wZkvF1JDaOCLziwEZeG5c81Un7VwmdHnm8Mp0QIjuTY7NV9kTkO1X2rnnrWzj4zpZRx98sSf1GbcL/TZ/QWpZi1zO1zOyOLMl25PB96ySvqlRvNA3C8duYNFRvX7nNvQbr9U7u+mxY4ovXcmz55Ly/aH0LhXnO2XylyIjOmlL6hat4f7pRVjMxyp2+Ot32wwntOPi1Tu4RaDVlLfhhl0T1Pz2mAqx8M2IOAWAhBf/GwJtnkZoziZ8+PGtdR3ORckzlqJZ/Xvj/2/UPtpf1Kf2mep5X3mHebOQ+d4bMecznzhYu2/nAmjIdmrrVjwGLg+3BWZL7IK2WgyicUQznz5QLHI6KZN66nP0nTSruKy0o4fToinRcfLKmcv8UoFXm3ixEp2bdyc+fKzRnwRb1GjWjnafaVeyJuNU+iuO+62gkNpW1mFbCS+cMrv4v3q4ouvlXhKgWRv9OlX8TT3aFnqXu00PaogvrB9SbnCzkzEaeNm8YUzX8ZkF4UXq695XatTocIxuV6irOJ8svxRR94XsgrZaCU5221N2xupLL4kJ12klkO30FuNU6ipjXtuduIC+nx7UVKtccPiy86/Lte1snK/WNmWV3gN3RlLy/tlCdFHD++np/53iEa2jqYqVcy9/52s8/Xn0YPU9qsDZOQRLQKb1Fgwu27x1rab9Sgr7puXPKK0snnC9Fm09kiY8vfaLH6j30XwF8vGk8ePUpsJ++jzFpFUvUZd08NmiS9pjlhNnjn9Fz065mcyyl7i52L49mha0k89C5UHuXYtJxcvW0If/FhYWXzhLMeVh8IcX2G4dt1qeu3bMFKpl+WrQT3iS4wz9g6yKtMog0NqLEx99gYqVeZ6JfGFvbU58+VhG5O+cr/fFnuE/qvg6T9h5iz69qDzmS+X+9uVqXhcSRKLjg+bZlIDhYU+/dl2LCqD+j0X+MkmefcZfb+k/6VqWcX3YKtBy6hL7XRbmS/Sx3Jb5su2bRupx8JLJG4BsqLZyFde/yz+e3Q8xYQTDfhX4NtQVv8b1b2QGp1WMl+eH7+O2nPNlxbmi3r01yqZzqqZL5w5Ov3nPMh82bGJui9IJnkfcdzN2XZMMfPl7bEzKYRC6M1OgW9DiaVf/RSfq6vlO2Cl9heLL61uTKFnbGa+8LeDrbBVFvpwH2j41giab2FS2rQD4mOD3T9tpS5zL9DEJ0rR38rf5Nnino/W0L/rX6Rm95gvmHp/Qjydv+Sg+DJoBb1UM4Ue8pH5kpUdFKk8cS/jWa5jx2MLq7Zjkjmj2i+10x529hHLKhlHnzh+lB6bsI8+vS+catVuYHpIrkVUpZgzmS+SlWokvnC/dPSOQsptmHV/fk/+zEnw/ncVP6L03vlfwhxa+Ueo45bGkvkyt3N1KhwdQ9IXVK3bw/NJN8Zm0MvPBF4ENXOxkbk4IxcaXzcgiy+966UqvWNMb2BsAAIuIgDxxc/GsCO+WPGP1YZ38MA+enbqUUviS73SGdTpcfNVUP5gYPHl19Oh9Fm3rPN4xJd1BZQmcJKSztODQ7cZWmj4Exfvaya+8KqqlIwQel9xRY4Us9UOJKzEyCJHwqEy1Lv2WXpQQUDjj+XNcRn0YtvAfyy1cQ/Pth2TzBfpqKmIL2JZZXci3IxfwMUXH4NBsxi0v3NtlakHStPL1U8rFUb1iC9FnClyp43LI74cLeCdXLYivshEQrsKx6iDA+8LEV+MJjPZAmPqzxGWxZf/NEmlO2+3brkgNiuWxJcTl235rNwvVrblGhhDd8R4a25IkXtV8cXJOl9e8cXAI9orviguLpBBql3xRWwU7itxRGlyjcWXdUfDaHS2OGmlXaxsK4VNxbJRCn1bEV+qx6U7YjUp4ouRTcEcFl92FKHFioVNZRLmjUYpdLeN1Wnyble1d2DxZdWhMBrnsL2DTLqpWDb6ujd6jZhFN0RfHfFFaixYFV+61rzo07bF7N6Xd7tq5gtbx+VF9pKIL9LflokKdfElgUpEZVJfB8UXo++XiC+qE/fcRiy+dK2T5tMCy6wNpU5Qw5ijyguRzI4ZiN9FfBFBX8QXVatKFl9iCxL1d8B2TGIxEl9++3UPdYw/QaptKJkvz1ZLtSW+yHOvmvnCdRSm7wmjqY5nvmyhbvMv5hBfXm2UqrSi+WqKL5L5Ykl8+WQRPXxjiu3MF/52XEoPoWHdza3jWHwZsbUgzesb+EVv2udXMl++aluGrr+houcnT92e+slKE6MsvrDtmEpNMDvvjYcGraDOtVJ8jqlZfBm2NYIWKDKS8SxbqdrJfMnqE31Pqv1SO9drZx8Z04sdriwKUhVfOPOFxZeuDtQiFPHl/aaZ1MjHwgjul47eEaXchtIG/ogvXAfv9mLHlcWXVX+EOm5pLP1lWVApdVZU6/awsHtjbOZVFV+W9WvsEdNV/iC+qFDCNsFIAOKLn63GK41VJ3M2bVxLfZZnkhX/WG14h/74jdpNOUJ9ap+jlvfl9BjWXwpnvtQvlUkdnzDvxPmDIYf4snoFDVwbHOILd+w58+U9hRWbzEgGqdPa30AlbVhW8arPr/eVtiC+zKJb4ohecMBGSNvmIybH055Tl7OXZIWFyioF6azanQg3u/ekwyGdRr3t2KRZ39DC3wso247t9FN84fON21vCovjizEScXnzZeKyA930kdVbmda1BhQrnbjsm4stzlf60XSg0t3aUCTqjyUyudTL154I0s/d9ZreD53cpWPx2k0t0x+3qqehycJlcVRVfRk/NynwRcVIpSBsbfbMwkYZsi84hvox6OJr+frN55ouTVpPHjx2kJyYeMPSI3rhxPfVbnq6c2emv+CKTq6qDXH73rj8cRqPySHwRb2Mp3jm0RSRVU8h86TZ0NlUrkeGI/Z9XfLk3lOrWuzXHHcr33/BthWhRP3VBk1fAvnnrJY8/utU/+Z5aEV++PRTm+ApDeT/ICkOr18UTaOWjMx3x1pYBt5GIIJmdVsQX9tbuWjPJ58phs2uXYsyq4stX5s0OugAAIABJREFU8bNp5R/OW8fp+9tebncTNWjQxOyyqP/IBCpZKJP6tA/8int59xl9vy6LL8Wp4k03m8bKGzw8eDl1qZ1qS3zZu2cHvTjnLLldfJFJNVXxhW3HYhwWX4zqXojt2Nh/qLWhiC/tq6Xaqr2075fd1CnhJKmKL7zQY+ruUMfFF6kXoh0z8cTmgIZprhFf+huICJJNZFSr0NeD+YSf4kvvEbM8Y1JV8WXk1gI0t6957Ryll4jBRnv2bKfOc86RVnzh7KX+DS5Rs7vNz83iy8VLpJQZaSdOFl+61Erx6QjC4svwrZHK2UEynuVsXh5bWM184fg5k/SuuONKi4LsXK+dfWRM74/4cnNxtsMN/PdQ+qVG2bzcLx21PTJPxRe+pxoWO6ksvnx7MMTrOmGnfVT2EdsxGdNLnRUr4otTtmOS+WKUvWS2ENrX9bcctIJ61UtTEnhV+GEbEHALAYgvfraEHfHFyioabXiHD/1Gz0yyJr40KJNJ/3rMWfGFszk480WKPPKK5Hctii9GKx78bB5PFs476wp6bXz0x3tnLNuOqRcClMmi6c+VpxKlrrMcHtsrjdodZ0l8qVoi0xErKG3wRuKLyioFsayyOxFuBlE6HGLj40t8WfR7Afqqp5pVg0wW2RXQeND6+Y6iyuIL25eUK+LMRJyWHRcy3nj08uSyiC/zu9ekqKgiuWKWVZwdK/9le8VebifY+MNa6rcikwzFl3nzaeqecMviyzu3pdLtPjzzze4pKeT7UOmj1Ku9eVYZiy+7ToR6rRXNjm/397mLFtJnW4tcFl+yi9yrii9OWk2K+PJJ8wJUu07DHJd4WXzJsvkx+xN7B7uZLz/t2kpd511QXmHI4suGI6E00uG6PZKRI1mDUoDVDeLL2TMn6ZHRuw2t43iQO2J7YVpoIfPl3o++ozduTbUlvsikr6q9A0/crz7IdXtamd1efv0uK57tii88gca2Y07YO5iJCLK4QL5vFy5eotAwoqiIgoZMWHzpVitJKRtXfxCZZFYVX9iiY3keFKfd9OM66rOMayz+nYoWK0EyOfChqvgyKoFKRWVSbwfFF6Pvl6xSHvfPOLqxknm9EG4Tf8SXQwd/o3aTj7hOfBELPa1VM68qtyK+cOZLPwcyX5g5x/Lv+hd8Tg7t/20vdZhxnKyILy+OX0vPVrUnvhzL7ivULnKMPuli7nbA/dhpu0Mdr/ki32ltf/v+j1bRgEbpStmSPEbjddJvOGQ7xkJQv/qpPkUEyR43ssv19UJt+0lWzZenHrFX84VrRCanh9BQhcyXxCWLicWXb/o4WxPh593b6aVvrhRfcuOm5/KBp+aLg+ILC881LxmKLyO2RihnB8l4lmsS8djCjvjCWYi3xZ12pfjitcM9cYzajPuVPnugINWsaV7z5RW2QC/mrPhitKCE+6Wjt0cpC2hZ7+Y19FbjS7ZsqXn/fwxeQrWLnlUSX3hB5qoD5LilscyFyJjejvhSqWgmdXMge8nMxcas/rKh+FI/Q0ng9avDj51BII8JQHzxE7gl8SV7MGhlFY02vCOHfqenJx2mvnXOK/k6d/l8DjUok+GIjZA2rizxJcRb5NGK+CK1G66W+PLfsfGUbEF8kUnbGR0qUFzJcpbvnvmLF9LHW2KUreM4TTQvxJeRkxNo96nLk8uySkal8PLVFl8mz/6GFv5mXXyxK6AtWb6U3t9YyJL4cl20MxNxuYovP3xP/VcQLehemyKjCimJLy9UOUFtWwd+YlPEF6PJTPYfn7LHQuZLShK1GLKZ7Iovv/y8k16YfYasiC8//RXitVa0/OAr7sDvh0+3FKal2TU3xOprdOsYqlyluulRnBRf/vrzED3+5X5Dj2gRX1RtNf0VXw7s/4Wem/Yn3V/yiJKtDIsvPxwOpREvtzbl6M8G+npZYqkwtGUkVatuXvOFM1+ql3CmzpdXfDGwjmPxjzNfrIgvbD/yeuM0W/W+ZNLXivjy3aFQx1cYiviiUi/L173ipPgiA24jEUG/uEBNfFlJ3WslK9US1F+vvBfuKHqU3n7BXMjmiYplB0Icr9sj4ossdpLJgY/uDqH6DRqbPuL9HRRf5N1nJr6oFmsX8aVr7TS6v5la9qgWgAjEjWKPKlvwmgIMwAZG4ouqYM+ZL7ER5EjdHq/40iDJ5+SQfJ+siC8vjf+enq2Wbqv20rlzp6n1yF2kKr6wlc/UnyC+5CYiyAImK+LLk9niy5N2xZeRCZScrmZxy+LLqK1hNKePefaJP4+jiC9fP1mWrvvbjZ5DcXZHHwPRypf4cjGN6J0XAp81wed6yCO+pPp0BLFqzSYuAGxZdXsTe+JLm48XU4Pi55T6pf60i5V9ZUx/2Q73OLUZt5eG3B9BNWrVMz0Uiy83F8twxA5X+qVGfRrul47app69lPVu9k984Qy2ajHnlcWXb/8gZRccU9gGG0hG9mXx5Rw9NHy7oRuB/jCckV0x1lnxxWguz4748uCgldSzfjrEF7s3DPZzLQGIL342Ddu8qNqYSLF2Kx05bXhSfNmS+FIugzq0MV8F5Q8GFl/2nQnxrrbiyad314Yo+caL+GKUbupPXLwv++//d224dyW5/njvjptJSWmhNFCx5stl8eVGiitZ1nJ48gHqU/us0kQHfyxviXM+82XklATac+Ly5LIV8UU6q3Ynws0gSodDOo36zJcps7+hRAvii9gg2BXQZPWJas0Xti+5PjqTuj/jzMBD+I2bNps2/hniXdkvVl8q4otMJHSpeoraPPSgWZNY/l0soowmM9l/fPJuC5kv2eKLauFdfcAiZKuKL1zn56cTLDA7m0XIA8VPthTyii+SbaIqvrDgXreMM3W+zMSXHzetp75L00lVfBF7B6M0dbOb7MTxI/TYhN+UxZcvZ8ymDUdDaITDmS8ivohlo1gqqIov3Vl8KelMnS8pOv5x8zCqU6dRDsTzPOJLFCX2Vbcd80d8kUlfVfHl64Q5tPqPEMdXGIrdjIplo6/7tI8n8yXDkXe+iC9GIoLe5kddfGHbFnM7W/31Sjyq4gt/r5fuD3G8bo/0t0V8EatKVfFlwKgs27Hezwb+uy3ii1EGh2S+THisJJW/sbLZq9Dze+vBy6hL7XRb4ov04dwrvlzOpuRJtYF3ZlDjW+8w5fLa6AQqGuFM3R7pM/3bSHz5/Rd6bvqfNPafcVRRIXuJbcf8EV+kDVXFF15NPnUX0eReLUw5+rOBFGvXLnbiifv+DdOUM19CQzLp9Y5t/AnDcF/OwunbIM3nBJ9ZrUJfB2XxpXXFVGr7iL1FTFwjkjNfVCxuFy5dRKO2hNHsPs0cYSMHlQxVrfjiqcegODH6YXbNF6fEF8404Xdfi+Y5hWeP+LItnOYpZgcFQnzhe6B2sQuuEl/EvlvG0dL3Uq1F2GPYLKpSPNNR8cXo28z90lHb1LOX+L7ljOw3G6faznxp9+kCqhyd5ErxRcb0sqDEqD+vfyk4Kb6YzeWZudD4eoFBfHH0tY6DX0UCEF/8hG9FfNm8eQP1XpJGc7tUpcJFilo+859HD1Pbr34nI49h/QE/+3om3VIuhu6/1/pKOCvBDZ8cT7+eCqFPumatevzuu1X05vfhpJI1kZI9ifrhPSHUoL75akQrcfG2q9esorfWGMfy7rh4upSuviJn29aN1GPRJYrvWImKxZW2Gg79uGkd9V2aQf3qXqAHmjU33X/E5ASqULIwtWxufVLE9OCaDUZNSfBMLg/pliXUrV37Hb22OlSpDWUQqmoFYSUu3lZWIcv9pBdfpn0zjxbsC6GJPdREAykeObPjTVQ8rpTVcGj7th/plYUp1LPmGWr1gPnAdczUBCodE0WtW5pvazkYzQ5jp82iH4+F0sjslf0bN66jfsszKPGVOhQREWV6aLbQeKX6GUfi3LxpPfVemk7zu9WkqEI5LdBmz19Ak3eH0fTe6vc5xzvwjgxq3Ph202vTb3D+7Cl6eNRP9HDZw9Sjnfmgft7iRXTgrwvU5Snzld2Wg9HssHjZEvrgx8Le5+6vPw/T41/+Tl88WpQqVa5qeujOn8+heqUzqNMTgRfcT574k9qM+4WGtoyiatXr5Ihly5aN1GvxJZr9ws0UU7S4aazy3nj/LqJGDc1rMOgPmJycRC0/30z3lzxM/TuYt+GiZYtp9+Fz9Eq7wE+mamPTf//OnztFD4/8iYY/VJhuqVrLlAtnvtQomUkvOlDn68L509RqxC767P6CVLNWTquJxKVLaOjmcFrQV72OEj+Hb9+WSnfYsP+Te+DuuMP0hsLkGmcd7jh4hno6MCGubZgfNq6l/sszacHLdSgy0vzdqW/UPiMSqHwMUfdnAv++SLp4nh4cto0+bhZGdermFNDk+zb9uQpUolQ5UhFfWg5aSS/X4Xoh5n0SXzcw3wN3FjtC/3ne/Nla8e1y2rjvlCOF7LWxSV/tm863UJHoYp6fOE5Vf/QB2TVfnLAdk1gGNs2gxo1yfr/kHTKxbWn62w2VTN8ZvMEjg5dR17qZ1PweexOxLT5aRXVj/6KBivUPlYLyc6NdOzZTtwVJV3xTuA1VBfu8EF/YnshXvatDf+yjdlOO0oQ2cVS+orl1HIsvXcavoWdrED1kQwRl1JwB8Peo096xWG74eVHTsp1/0usdzZ9Zf5rx5z3b6aU552hGh8sL1njifkCjTGqqUCfsv+Nmego0OxUn309GbSh96Hldq1GhwrFKGJ76JJFa35ROTzz8kNL2+o04444XBKqIL/ydmrfpiFLGoa1gsnf6de8uen7WafrfU+Wo3PUVPP+Xa2L0bpRJd99pbnn24YSZdDE11LE4Ww1aTt3qpvmc61i4dAmN2BJmyZpN+jQs8NqxHXvu03l0S9FkpX6pP+1iZV/9mP7s6ZP0yJjdNKxlFFX10Z/XH/uVYVkLQV96MvB9GumXGvVpuF86YnMYze1rfq9J3NyG7zRJpdtvV19IpL3mjkPmUYUiyUr90uWrltPW/acc75fKXIiM6VOSk6jF55sN+/P6Nuw1PIEqFcukrg7U7ZFYjObyVn27gt5eF6E8pyTfs171ie65S73drTwT2BYErhYBiC9+krcmvqyn3kvSDesemIUiFjT96p6zVVTT7Ph2f+fMl9/OhNDH2T7DvGrvv2tDlTJfZDWikden3ZhkP858GbgunJb09T1B+974eEqy4EW7bdtG6rHwEs3sUJGKlyxjOTyxBOlT+5ytVaaWT6i4A4svuzWZL1nZHSy+3GZ6BFkpZDcLwewEkvkiNRT04svUOXMpcV8oTeypJr6IB7V2MGgWg/b3vXt20otzztDLNU7TIy3U6sxYOb7dbTnz5cc/L6/sF6svK+JLj5pnbFlemMUsxY+NVpLP8ogvBWhGbzWh+NKlZHrgs02kaj+ij0/u2VZljjjeYTZjo/2dxZdBm6K87yvJNhndOpYqV6lmeijOfKlf1pk6XyeOH6bHJvxuaFOwadMG6rM0zVtjwSxYsStUnUjzdTxe3XZ/yWOOefqbXYOv3/VZg2KpoJz5Mmw21SiRSS84IL6INY1R3R4uTjtsa4SlwqZceJdtx5recbcdXB77kibFjiutMLR1Ahs7WamX5evwnPlSwSF7B6ldMvieEKrrY8GKfqW5ivjCKwy710mx3a/keiN1Yk/R2wrii43msLWL1OeTTHMpcj/onhCqp7DQhzNfShfKdOT7IFl/Rt8veYd8+XgpuqHCTUrXz5kvXetk0H332hPQ2Crn70XO0XsuEl92bN9ELycmX5FNye/8d+/MVMp8eX1MPBWNIOrjQN0ebhTOwnm9UYrPwvEHD+yjZ6cetZT50nn899TOpu0Yx8NWOddHXvSOxZRuHIc3kmLt2kxzrjHVv1GGUp0wtoYODSF6zSGRiDNf+jdK99mGkrFtVKvQF7qnP02khyul0RMP28t8YfGFbceGOJxlbaXZxab366fK0nXXZ9mOsdDXs34m3XuXueXZR5z5kkaOfR9yq3fFmS+jtoUriy9S//I/TVKpSWN74svzQ+ZS5ZhLruqXesfRvRpQWIFw8trhtoikajXM7XA58+Vmh8QXycg26tNwv3TEtoLK2Ut8f3JG9ptNMuhOm+ILWziXi0pzrNaUledPttWLL5JtYtSf15+D7XDZdqyrAzVfzObyeC6Oa0GLpbbK9bPA2wM1X1RQYZsgIwDxRaHBEpesoImTZni2rF2rGvXo0okiIyI8/7Yjvtgt4ioTcf3rnrdlLaBwqbY2YfHl9zMhNFgjvrz7fQgt6me+4sD7wlYsgmo1QE/9GRPxJdmCF60vD2orMUkRTlXrOCvH9mdbLii++0So11aJxZc3VocY2rVpzyWd1aslvkz7Zi4tYPFFMfPlsvhSkeJsCGhiWfVKjdPU2kXiy/gZs2mjxlZJBo4Le9SlggUjTW8PXinklCgo4ot41eqD4eKvnsyXXmqZLzKRZld84fO3HLSCmpc+6cjkmilsgw14Zf9HGyNoSXbNFxE8xjwSSzf9XUF8GTqH6pdxSnzJsvkysikQ8UVsfswYiADmj/jyyOCl1KTEGcc8/c2uwdfvevHFazumOMjtPmw21SyZQc8/EfgVhiK+fHpfONWq3SBH+DxRMXxrhKXCpv6KLzzpWyv2nKsGuSK+qFo26kFy0eTyDokvYjVhLL5soy5zz5NMdqqKLy/XuWS7X8kTjpWLXFTKfLHzTNnZRy++iNWXETf9OV4dnUClohwSXzLSqPngDYYZHPIOmfhEKfpbeTXxhd+FXepk2hZfnvtsHpWLSnGV+LJz+ybqnph8haBvVXwpFkHkXPbSGnqjUYpP+6xDf/xG7aYcoXH/jKMbFW3H/BVfOg2ZS0XD07xjMTvPTaD38S2+rKT+jTKVxZewUKJ//8uZDB0W//s1TPMpvki/1ar40rpSGj1uU3xh0Tc5zfn6glba2Zv58nRZKnddtvhiYWI0L8QXo3pXdurieDJfmlyixo3vtJX50nXoHCofneaqfql+EaNVO9yew2dTleLO1CKUfunge0Opbr1bffZLR24tQHP7mgt9snPzQd/RG43TbYsvLw+bTSUj013VLxU7XFlQKeKLqu0Yiy+VimZQF0cyXy5Si8+3kFHdHrOF0L7eRyzw9qiXiZovVl7W2DYoCEB8MWmmrdt30sTJM+nNAT2paGwMjZ04xbNHp/ZPev7L6vhIRQ95GQzaLeIqE3FuE1+GZ4svg7LFFyt3vtd2zEnxZW0B72SmPrb3J8RTcmqIcjr0ZfHlsge1leuVNnSb+OJPTQsRX5y2HZMaCvrMl+nfzKX5FsQXWRk8o4M98UU6rW4UX348GkLDFd9H+vuWV3EOqHfR9uRNbs+BFD8OlPgiE2n+TNw//skialLiPPVw2MLIyvth6Ypl9OEPBQ3fV2bH6jJ0DjUonUEdHg+87ZjUWBlqICJs3vwD9V6SSlbFF6MCjWbXyr8/8+kCqlksyVWDXCv1snxdIw/6ajgkvpw/d4YeHrmTjMQXnqgYviWc5vVVz2LhgsWvN860PcjlSd9KRVJcNcgVr//El2tTRGQhlVvxim2cFF9kwG00UaGf7FQRX3iF4ct102y/+18Y8g2VK5TqKvFF6vPN6VyVoqOt2/yy+FI6KtOR74MIz0bvPnmHfNW2DF1/Q0Wl+89f8YXtDmMKprtefFGCkb3RG6PjqWikc+ILC0Fv3Jrq23bs4G/UbrI18aXLhDXUrlomtbr/ASuX6d2WV6cXCCVXiS9SrN1upjnX5QwNCXFUfDGqPyP9VisLJp/+JJEeqZxOj7WyZzv279HxlJQW5nh9QSs32L5ffqJOCafofxrxxcr+H30ZTxdTybHvQ271rrhPM3prqKW6OB7LqttS6VabtmMsVJQtnO6qfqmILzKOttJ+vC1f081xztQilH6pkSUotyFbx1kVX95snEZ33K5uoatlwn242Ih0x2pNWeXP24v4orqgUn8Ozsiu6JT4IiUEDObyPOJLLnNxvnhYya6zwxP7gMDVIgDxxYQ8iy3XlStDLZpnTUboxRh74ksNKlQ42nKby+TXgHoXbA+SLZ9UYYdAiC+qRVAVwrliE858GbguzNAC7QO2HUtXT4f2ZYNgJSaxDHGb+PLFtATa9dflzBcr18Tbeupv3JmuZAVh9diSarusX2OP97NefJkxdx7N+9VKzZet1GXuBdvWcTJx4jbxZcJ0rvkSQsO62ysKz+LLvxskO7LKRAaxRivJZycuoCm7Qmlab7VJBxFf/Jm4/9dn86hm8RRHJtes3uOy/bKVy+iDDfbFF15xV79sBnVo44T4cpQem7CPjOyztmz6gXotTaXZL95MMbHmNV9EtPWnDTnztGJMqqsGuVmFTdUsG33dJyy+1CyVSZ0cENDMxBcu4DuMxRfF4rQcP9u2vNaEbIsvPOlbOspdKwytWjbq27HvyASqEEOO2Dt4xZdmYVTXR82Xy5OdFSiupFrNF3/FFy7kGhOe4djkmp33qYgvVlata8/Dk6ClChH1cKBGlPQhPriLqKGPelcivmgLXJsx8Fd86T8ygQqEZrqq5otkvqgK+npGHvEliqi3QwssPOJL41S6y4fl4uFDv9Ezk6yJL13Hf0fPVCfb4stro+MpJT3UVeKLFGt3s/gyoFG6TwFt06b11GdpOllZMMniy6OV06mNTfGF2/Ci68SX3dQp4aSrxRcjy8WrIb70HzmL4qIyXNUvlXG0ffEly3bsxbaBz8iWfqlRBgf3S0dsUbeO4+8AZ2S/2STdtvjCiy8KF8hwlfiyYcP3NGAl0aKe9Sk8vKBZlyDH7yy+VCqaSZ0dqF0qC6mN5vJYfHkvl7k4iC+WmxM7BDEBiC+5NF5ySgp9NmIs1ape1Su+7D9wkIaMGEuvdOlE5W+43lLmiwwGjVZ/m91HJ48fpTYT9pErxZezRIM6W/8om72wzZiY/f7td6vo3bUhhuILp0NfTFNfkePLBsEsBv3vPGDrW/eCbX91q+dT2T6YxZeZHvGF6MseaivNpCDxzI6VqHhcaRU8ObbhgqGdayQ5Uh/FVkBExOLLpmMhNNSm+JLbRILdmGQ/EV+MVpLPSVxAky2IL+KZbzR5pRIv2ztVik13ZHJN5fy+tln57Qp6b72xWGx23LwQX4Y/WIhuqVY7Ryhe8eWlWygmJqvAdW5/gRBfeDBRulCG48W7za5F+zuLL28qWjb6Om5eiC+fPVCQatasn+P0i5YupmGewqbq9g4svrzeJNP2IJcnfaMLumuQGwjx5cbYTEftHYxWieonO5UyXwYvp1fqZtgu1s6T3AXCMumtTm2sPCqObutm8UXefUa1Dr3ii6bGghksf8WXd8byxD25S3zZsYm6L0hWzqbUM+L7slhkCPVqb31sYsabf8+troDY045/LI4q3FjF9HB/nTpPLL60q070kM3MF65heSo5lOy4EJgGaHMDqZFoN9OcM1/CQkPo1Q7O2I7lVn9m8+asOq1WxBfOxn2kcia1eUitBqUe62ujE+hiWgh92jXwC2hsNiHt+3UPdYo/QZOeLkdlr6tg+TCc+ZKU5tz3Ibd6VzxxP3prGM3q3Uw5bl6I9t87MqhRw9ts2Y5xGxaNyHRVv1S/iFEZRvaGPYfPolviyJFahBfOnaVWI3cYZmRzv3T4lgLKdXs4ZH/Fl7fGJFDBsEzHak1Z5c/bix3u4l4NqECBcMuH8IgvxTKp85OB/x7KXJ5RTT1eCP3e2lClcgRyYch8sdzE2CFICEB8yaWhRHxp0ewuqlUjy28/h/gyZDb991m1j/rePdvotW+JJrX/O4Ur1GDQh3buzEnqOP0g9axxxpEMA7v37JS5C2n/uVAa8JRasWz9eR7/Yhu9c1s63Vy1jt0QDPfbvGkdvf9jIZr+fE2f23yRsJC45kv3x9VW3O/bu4MGrMygL5+8gQoVsW5lwUF0HLueOlW/5Ko2nJG4kPacDKXXn7bfhm80ukQ1fEzo+duoO7ZvpHfWFTRswyUrltPC/aH08XNq6cX7f99NfZdcovFt/0ZFos0niX3Fz97cbaukUtPbzOsa+Xv9qvsnLFxEW/8Ko7efUXsf+XoO/13/ItWuk9NzVzUGo+1279pMb64Jo0nPVaHw8Kx6Wdq/VWtW0Yyfw2hYh9uVT8XvjbeapFK1avWU99FuOGjqIioVlUHtW7ewtb8TO23atI4+yOV9ZXbOt75eSrVKptM/HlCrnWN2PO3v504fp44zjtBH9xSgCpWq5tj1t193Uf/laTTx6QoUVShG6dD+tuGQ6QupUAGi5/+h9v5WCsrPjbZt2UDv/hBp+L4yO/w7/1tCVYtnUJuWgW/DlOTz1O7rffT+XaFUqXL1HKGwNcUXOyNofMeGZmF6f+c2fLXeRapT1957Y9iMhZ6Cyl3auKcN5X1l1G8wg/PB5MVUPjqDnmwV+GtKTU2hp7/cQwPvJKpcJWe/5uD+vdRrcRKNfawcxRQtYRaq5/cOYzfQS7VSqVGD25S212/0RXwiJaeHKPejbJ3E4k6/7t1Br67MoK/bVaSIyCIW9yb6eOoiKuHg94GfGy7qXNXH92vr1g00cEMkjXwkjuJKXqcUe6dx66hjtVTb/coJsxPpZHIo9W4b+PeO0gX42Ei+KV8+VZ4KFY61fJgh0xZSTEQmdXjEmW98bu++k8cP0UuzT9DQB2OodDm1CWsWX56okk532uxXfjUnkQ5dCKVXn3JPG8r7aNxjZSm6aEnLbThi5kIKC8mkF//pTBu2G7uRetZNo7o+vl8yZv/qmUoUGVVYKfYeE1ZRq4rpdG/Te5S212/02fSFdCE1lF6zORazdVKTnQ4f/JV6JF6w9D7SHtLqONvqNfC7r1P1NLq1Uc7xw3drv6Wvfwqn0f9qrHxYfq5fb5BMNWur94O0Bx86YyFFhrmrX2o2jjaDM3DSYqpcLIMebxn4Po30S436NNwvHbezII3t2MgszCv6pa81TKaUF/L9AAAYP0lEQVRatey14cj4RMrMDHFVv3TXzh/pP9+H2x5bvD95EfGioLYPBr4NGXxuc3k8tv1kU0H6X6e6ym343LgN1LlGqkcE1f+VKGa9T6d8YmwIAg4TgPiSC2CVzJePv5xO7Vu3dLiZsg6fdPEsfTJrHT1aO87ngC1PgsBJQAAEQAAEQAAEQAAEQAAEAk6AhaOpGw5T9wfrKgtoAQ8CBwQBEMhzAryIKiU10xHhPs8vBicEARAAAQcIQHxxACoOmWcEIL6YoDar+ZJnLYUTgQAIeAjoa74ACwiAwNUnkJySSqnpGRRdKGdm09WPDhGAwLVJQMV27Nokg6sGAfcQYNsxTCi5pz0QCQikpWfYsh0DORAAARAAARAwIgDxxeTe2Lp9J02cPJPeHNCTisbGEIsx/Nep/ZO4q0AABK4CAYgvVwE6TgkCJgQgvuAWAQH3EYD44r42QUQgoCcA8QX3BAi4iwDEF3e1B6IBARAAgfxAAOKLQismLllBEyfN8GxZu1Y16tGlE0VGYHWvAjpsAgIBJwDxJeBIcUAQ8JsAxBe/EeIAIBBwAhBfAo4UBwSBgBOA+BJwpDggCPhFAOKLX/iwMwiAAAiAgA8CEF9wW4AACAQVAYgvQdVcCPYaIQDx5RppaFxmUBGA+BJUzYVgr1ECEF+u0YbHZbuWAMQX1zYNAgMBEACBoCUA8SVomw6Bg8C1SQDiy7XZ7rhqdxOA+OLu9kF01yYBiC/XZrvjqoOLAMSX4GovRJv/CUB8yf9tjCsEARAAgbwmAPElr4njfCAAAn4RgPjiFz7sDAKOEID44ghWHBQE/CIA8cUvfNgZBPKEAMSXPMGMk4CAMgGIL8qosCEIgAAIgIAiAYgviqCwGQiAgDsIQHxxRzsgChDQEoD4gvsBBNxHAOKL+9oEEYGAngDEF9wTIOAuAhBf3NUeiAYEQAAE8gMBiC/5oRVxDSBwDRGA+HINNTYuNWgIQHwJmqZCoNcQAYgv11Bj41KDlgDEl6BtOgSeTwlAfMmnDYvLAgEQAIGrSADiy1WEj1ODAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAjkPwIQX/Jfm+KKQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEriIBiC9XET5ODQIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgkP8IQHzJf22KKwIBEAABEAABEAABEMiHBMZOnOK5qk7tn8yHV4dLAgEQAAEQAAEQAAEQAAEQAIH8RSBfii/7Dxykdwd9TufOnafatapRjy6dKDIiIqAtx4PfpStWe4/Z/unHqEXzu73/3rp9J73/8XDPv8uVLU1vDuhJRWNjroiB4xz31VTq1f2FK37Txs87vNq7K9WqUS2g8eNgIBBIAqfPnKV3PviUSpUqccXzJvdypYrlA/Ycap8tvgb9M56ckkKfjRhLW7bu9Fyi/tnk/8fxfjJ0DHV8ti2Vv+H6K1Bon22n3h+BZI9jgYAvAvKc6O//xCUraOKkGT6fC39Jmj2b8p44fOSY51S+vm1Gz6Z+X1/Ptb/xY38QyGsCdvqrZuIL+qd53Yo4X34koB+L8TU2u/uOgIue+j6rr2+jypiSv+2HDh/NER/GlPnx7rw2r0n6r9rnMLfxnD+U8Fz6Qw/7ggAIgAAI+CKQL8UXuVDurCYuXRmwSV85Ln+Q/zc1gdo88qBHNJGObbcX2ntEEv73kBFj6ZUunTwTu9xZ2LpjlzcO7SSSXpiR39o/1cZzLL6GYWMm0ut9X84xSYxbGgTcQkA6v+fPn/dM6opYyJNA/DwULlIoYM8hP0/lypTynEM6xyWKF/cOOLUTU/rnSduZjo4ukuO50j6rzJZFHO2x3cIbcYCAGQH+drDIUqRIEa/Ar31Om9/b9IoFA2bHU/k9t2dTnr1a1at6zqv/Tub2bPralxdYyDdXJTZsAwJuJmClv5qb+IL+qZtbGbEFCwF935Hj1j9bgboWPtfM2fPpmbb/8CwU1I/7zMaUWmFGLw5hTBmoVsJx3EBAxmgXLyR5F885Jb7guXRDiyMGEAABEMhfBK4p8UVWTEgTalfd8mA2KSmJLiQleVbM+5qYNWp6/cSQfvWRvuMsx/GV+aIXavTHzl+3H64mvxCQzu+9TW+jbTt/ouc7PE3Hjh2nbxYspuvLlaU9v+7zii/aVbna50wGiXc0bkgLlqzwoFERHbXPTHJySo6MFl8TVb46674G254J7MkzfWau5Ze2w3XkTwIymVulUkWKjIr0CB78rCQnJXueRxFB+OqNnkn9s2P1e6R9Nvl9oM30NDqWr2fT13Notvo/f7Yqriq/EtCKL/ysaBfwyLPSotldnkUHVu599E/z6x2D63KSgErfzyjLWt+XterCoO+Lqo4pfWW+YEzp5F2CY+c1AbnHrytXxpvl5avPqO3TiiDpa4xnND/j67rwXOZ1a+N8IAACIJD/CFwz4gs3XeKi5dTi/ns8K4v4A75k+bfeSVX+UK/fuNk72avvsObW9PoPsn5g7OuDz8dTEV9kYoz/C3/v/PcA5pcr0nZ+l6xYTQ3q1qTDR//0ZKjwfyXzi8WRFd9+T4+2esBz6fys/HXypEeY4d98WZeZMdI+b7460r6eZVXxxUrH3CxO/A4CeUlAJnM7PP04TZg0nfi/cxOXUqsWzTz/FvGFnwWjZ1IvmKhMSGmvUftsqgooquKLlW90XnLHuUDADgGnxBf0T+20Bva51gmIo0Gj+nV8jr30Wdfa71ZsbMwVfVlmyVnU2gUPufHV9ztVx5Qq4gvGlNf6nR3c1y/3ODuPiHU0P29aG+ncHAz0z4iRVZ8vSngug/veQfQgAAIg4AYC14z4oq/5YvYR9ccCgjvKvCpDasBYEV98TfZaWeXohpsKMVx7BLQDTxnclSoZ58mA4Yldre2elo52Qpb/P4svYrmnQlE/oasqaBqlqeufNYgvKq2AbdxIQPsN42fw+3Ubqcmt9enuO5vkOhGkf6a03zP9ty2369Yfx9c31Z+sNIgvbrzrEJNdAk6JL/pnDP1Tuy2E/a41Ar5qvohjgtFYjcd+jRvWy9GXVf1e+coIVX1mfU0kY0x5rd21+ft6tfe4LyGmdOmSOfq32r7omTNnvRnYkZERnm0lozQ3cngu8/d9hasDARAAgbwicE2JL/qOtNbySD9AVRVftCv3ReBRXaXka6KYG15vj8b/D8WF8+qRwHnsENCKGdL5lQ6tftCpL8otdY+sii++6iH5k/nC59fWYxIO+rpMdvhgHxDIawL6yVyx/JIBp3YVrtEzyTXNtBk0w8dM9Ppsmwkv+lpl/mS+8Ln0MfL/c6L4cV63E84HAnJ/S43CQNmOoX+KewsEAkeA+7IJ3yR6HBL4j+uOsaWY9o/Har7EF5Uxpa8ahnxs1TGl0Sp+jCkDdw/gSFeXgPYel3HnP1u3oPg5iZ6+qX78ydFq51q0gkvR2NgrrHCNrgzP5dVtc5wdBEAABPITgWtGfOHBrLZAbyAyX3wNbPnmUPXnNRJftDcYf/S/mDCJHm55H5W/4fr8dO/hWvIRgdwKHmrFlz0//0LaSVm7mS++hBfGaeT9y79pbftUCzTyeX7YtA2Wf/noXr1WLsVoske/gk//LOlFEtn+wvmLnm+Qmf2l0bOp/95Zqfniq834+8v2hlwDA38gEOwEAp35gv5psN8RiN9tBLQuBrlN3PpyOzDLfDGa4LUyplSxUMKY0m13FeKxQsCXbRg7K1y8kHSF+KJfXKSt3amtG8PnFpcSX3HgubTSOtgWBEAABEDAjEC+Fl9yqwWhnyCymvmSmxWYXtgx6nSriC+wHDO7hfG7GwhYEV/0nWCpvcTXoWI7ZlZ3QvvMGFn+qYgvsBxzw52FGOwSsCK+GD2TnPkikz8TJ80gsVwxiim3Z1Mvthg9XyrPptlEll1m2A8ErhaB3L5bkvUlz59ZvxD906vVijhvfiHga+GN9vsmK+hLFC/uXZDA37Tf9/9BtWpWu6Iva9QPFVZGCxHkd9UxpYr4YvbuyC/th+vInwT097g8W+fOX7iiZq+MK309p9LHzMzM9Dy7Rgtb8Vzmz3sIVwUCIAACV5NAvhNftNYkersg7nQuXbHaw5sLgfPfK106eT68VsQXX9ZEfKzatap5Coez/VhucfjaX2ufoo0TdmNX8/HAuVUJqIovfDz22N2ydafn0JUr3UgXLl6kNwf09PxbRXzRPh8Sn9ZCUDrMcg7tM6T/Tf/caq0JYTem2vrYzo0EVMUX/TOhfSZFfFGxTGEGZs+m/tunFXPMnk2tdQrsxtx4xyEmqwRy6ydqf7vt1vp0ISnJ602f2wQq+qdWWwHbg0BOAioWtPpvlvRDuQA492UPHznmPXBuYzlftWV4R+13TvVdISfUflsxpsQdnl8I+BIYtXaAIqRo73lf/UWjzFAtJzyX+eWuwXWAAAiAgHsI5DvxxT1oEQkIgAAIgAAIBD8BWHwFfxviCkAABEAABJwnYJbp4nwEOAMIgAAIgAAIgAAIgIDbCEB8cVuLIB4QAAEQAAEQcAkBFXtMl4SKMEAABEAABEDgqhKA+HJV8ePkIAACIAACIAACIOBKAhBfXNksCAoEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQCBYCUB8CdaWQ9wgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAKuJADxxZXNgqBAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAASClQDEl2BtOcQNAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiDgSgIQX1zZLAgKBEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAgWAlAfAnWlkPcIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACriQA8cWVzYKgQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEgpUAxJdgbTnEDQIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIg4EoCEF9c2SwICgRAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAIFgJQHwJ1pZD3CAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAq4kAPHFlc2CoEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABIKVAMSXYG05xA0CIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIOBKAhBfXNksCAoEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQCBYCUB8CdaWQ9wgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAKuJADxxZXNgqBAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAAASClQDEl2BtOcQNAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiDgSgIQX1zZLAgKBEAABEAABEAABEAABEAABEAABEAABEAABEAABEAABEAgWAlAfAnWlkPcIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACIAACriQA8cWVzYKgQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEgpUAxJdgbTnEDQIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIg4EoCEF9c2SwICgRAAARAAARAAARAAARAAARAAARAAARAAARAAARAAARAIFgJQHwJ1pZD3CAAAiAAAiAAAiAAAiAAAiAAAiAAAiA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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 84, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_sde_subsidy(c, s, case):\n", " hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n", " case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n", "\n", " subsidized_hours = min(case.full_load_hours, 8000)\n", " subsidized_MWh = subsidized_hours * hp_capacity\n", "\n", " base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n", " base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n", " long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n", " base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n", " mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n", " correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n", " avoided_gas_consumption = subsidized_MWh/0.9\n", " correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n", "\n", " base_amount_co2 = (2/3)*c.longterm_co2_price\n", " avoided_co2_emission = avoided_gas_consumption * 0.226\n", " mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n", " correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n", " correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n", "\n", " sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n", " sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n", " sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n", "\n", " case.sde_results = {\n", " 'base_amount': base_subsidy_amount,\n", " 'correction_gas': correction_gas,\n", " 'correction_co2': correction_co2,\n", " 'corrected_amount': sde_subsidy_corrected,\n", " 'sde_per_MWh_th': sde_per_MWh_th,\n", " 'sde_per_MWh_e': sde_per_MWh_e\n", " }\n", " return case" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 86, "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", "# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", "# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", "# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", "# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", "# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", "# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", "# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case_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=2020, \n", " connection_type=c.connection_type\n", " )\n", " \n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 87, "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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 89, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_4292\\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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 05:00:00+01:00", "2019-01-01 06:00:00+01:00", "2019-01-01 07:00:00+01:00", "2019-01-01 08:00:00+01:00", "2019-01-01 09:00:00+01:00", "2019-01-01 10:00:00+01:00", "2019-01-01 11:00:00+01:00", "2019-01-01 12:00:00+01:00", "2019-01-01 13:00:00+01:00", "2019-01-01 14:00:00+01:00", "2019-01-01 15:00:00+01:00", "2019-01-01 16:00:00+01:00", "2019-01-01 17:00:00+01:00", "2019-01-01 18:00:00+01:00", "2019-01-01 19:00:00+01:00", "2019-01-01 20:00:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_4292\\3140037213.py:3: 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\\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": "Tsource (NDG) -after", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 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gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABxBf6AAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhDIIQHElxzC5FAQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAPGFPgABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEckgA8SWHMDkUBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEB8oQ9AAAK7FYG16zfYurUbrFrVirvVdXExENibCSxauspqVKtopUuX3ptvk3uDwG5DYPXa9bZp4yarUrnCbnNNXAgEShKBNes22Ib1G6xqFdabJem5c6+7lsCipSutRrXKVrp0qV17IZwdAhCAAAQgUIwEEF+KETanggAECieA+FI4I74BgVwTQHzJNVGOB4HMBBBf6CEQ2LUEEF92LX/OXjIJIL6UzOfOXUMAAhAo6QQQX0p6D+D+IbCbEUB82c0eCJdTIgggvpSIx8xN7kYEEF92o4fBpZRIAogvJfKxc9O7mADiyy5+AJweAhCAAAR2CQHEl12CnZNCAALpCCC+0DcgUPwEEF+KnzlnLNkEEF9K9vPn7nc9AcSXXf8MuIKSRwDxpeQ9c+4YAhCAAATMEF/oBRCAwG5FAPFlt3ocXEwJIYD4UkIeNLe52xBAfNltHgUXUkIJIL6U0AfPbe9SAogvuxQ/J4cABCAAgV1EAPFlF4HntBCAQDIBxBd6BgSKnwDiS/Ez54wlmwDiS8l+/tz9rieA+LLrnwFXUPIIIL6UvGfOHUMAAhCAAJEv9AEIQGA3I4D4sps9EC6nRBBAfCkRj5mb3I0IIL7sRg+DSymRBBBfSuRj56Z3MQHEl138ADg9BCAAAQjsEgJEvuwS7JwUAhBIRwDxhb4BgeIngPhS/Mw5Y8kmgPhSsp8/d7/rCSC+7PpnwBWUPAKILyXvmXPHEIAABCBA5At9AAIQ2M0IIL7sZg+EyykRBBBfSsRj5iZ3IwKIL7vRw+BSSiQBxJcS+di56V1MAPFlFz8ATg8BCEAAAruEAJEvuwQ7J4UABNIRQHyhb0Cg+Alsj/iydsMmGzt7he3ToKpVLFe6+C+aM0JgDyaA+LIHPzwufa8gsDeJL795bZxVrVDGfta37V7xbLiJvZcA4sve+2x3tzubv3ydnf3vQfbgRd2sTb0qu9vlcT0QyAmB4SNH21//ea/98qfXWrcunXJyzGwPMnXaDPvTbXfZaSf1tb7HHJHtz7L6nh97+fIV1u/8M3N+/KwuIsdfQnzJMVAOBwEI7BgBxJcd48evIbA9BLZHfJk4b5Vd/vgwe+zSHta8dqXtOS2/gUCJJYD4UmIfPTe+mxDYm8SX/311nFWrWNZ+1rfNbkKXy4BAMgHEF3pGcRGYt3ytnfPvwfZgv27Wpj7iS3Fx353P8+6Hn1j/p19MvMRGDevbb35xs9XIq74730KBa1uydJndfveDdulPzrHmzZqEv/k9Hn3EIXZZv3PDZ/HvJXGIfj96kqTvRoUeiSSPPPGc3XL9FTljt2btWrvjvoetW+eOQXTR9f/hb/+yfuedUewCUy47A+JLLmlyLAhAYIcJIL7sMEIOAIEiE9ge8WXkzGV249OjEF+KTJsfQMAM8YVeAIFdSwDxZdfy5+wlkwDiS8l87rvirhFfdgX1PeecEhWGjxpjN11zmVWsUGHPufDIleoeZs6akxJZXHzRfa1auTolyiSJL9F7d7FDv3ceSZ+5kHP/o0/aVZdcmBJbdB1quYp+iYstiC97ZPfkoncmgZmL19iHo+fbRQc33Zmn4dh7OQHEl738AXN7uyWB7RFfvp28xH7x4hh7/LIe1qwWkS+75YPlonZbAogvZp+MXWDly5W2g9rU2m2fExe29xLYm8SX37y6Je3Y8dumHXtl8Gzr0KiadWhYde99mNzZHkMA8WWPeVR7/IWSdmyPf4Q79QaSxJeH+z9rH33yRThvtWpV7de33hAiStz4P2v23PC3aORH/DjRSBB9VxEbhxzQx97ZIlDomPXr1w2RHcOGjw7Hi0adRCNNunfrlFYccnGk79GHF4gGcUGmcaMGKWGmMPFF1xCPNlE6s/7PvJRVNJDu+Y13PrDLLz6/SEJWEu+8vOqBmbPWc+i4T1sbMHBoqj94GrJ0z8U/j3P36KCd2rEyHJzIl11Ffi88rxviPv7ZgXvh3W17SwtWrLN5y9ZZx0ZsZnL5wBFfckmTY0EgOwLbI758Nn6h/f718Ygv2SHmWxAoQADxxex/X1GqpDL2swSDMd0FAjubwF4lvmSo+XL+g4Pt9F6N7LReDXc20t3i+MOmL7PWdSuHNGy03Y8A4svu90z21itCfNk9nmypFbOt9MrZxX4xm6o0tM1V0897cdFEYsO7H32aEjv0b7X27doUSIHltUiuu6JfED2yEV/q1auzTURJnVq1UhErn33xte3Xp6d98vlX9uHHn6cED4kTElGSIkokMMQjUHS9Lr6cccoJqZRkEjSi6cnSRf1EP3/quVfC/XvqskwPMCn9WWEPXL/R/Z564nHhq7rXBYsWBU5r1qwtkGYsKfLFPzvmyEMDnyTRK8q9sOspjr8jvhQH5RJyjm8nLbZfvDTW3v/pAVauTKm9/q5fHTLbnh0wy164utdef6/FeYOIL8VJm3NBIJ/A9ogvbw+fa/98fyJpx+hEENgOAogvZr9+ZaxVqVDWfnkCRcK3owvxkx0ksDeJL0HIrJRc8+W8B4bYyT0a2Nl9Gu0gsd3/5xs3b7Zjbvva/nJ6B9u/dc3d/4JL4BUivpTAh76LbnnusrV27v3UfNlF+FOnLTfiYSs3/NFiv4z13S6x9V0vS3veuAChf0eFD/+hjPp33vew3XjNZam6KhIK1CRMZCO+RGuVJB1Px4pHnuizuCAUvZl00SbRVGRJQoyiP9KJL9HzSXyJCj/RiJx4fRxd+0OPPW0nHf+jFKOiPvBopI1+G63xkiS+xCNzopFAzZs13S1rxCC+FLVX8P20BEpa5MtrQ+bY099Mtxev6U2vyCEBxJccwuRQEMiSwPaILy8Nmm33fTyZyJcsGfM1CEQJIL7kR74o7dj/ntiOzgGBYiew94kvZexnfbcVMhX5cmL3BnZOn8bFznhXnPDIv39lfzq9gx2I+LIr8Kc95+hZK+yhzybbb45vZTWqVbbSpfd+R83d6gGUwIuZt3ydnfPvQfbgRd2sTb0qJZDA7nHLe0rki2hF02B5yq+5c+dvU1A+LnBE66ckRWDExZekAvUuHngqMn966VKPZSO+eETK6Sf3tZdffzdVA2ZHIl+S0pFlEl/i9xW9Hx3rr/+8N9VRXdTJVnyJ/tYPopRwiC+7x7u/y69i9tK19v7IeXtlXRQXX969ZX+rULb0LmedqwuYNH+VfTNpsZ23X8FNi8SXJ76aZq9c1ydXp+I4P+TQRHyhG0Cg+Alsj/jyzICZ9vBnUxFfiv9xcca9gADiS774UrZsKfvtSe33gifKLexpBEqS+HJCtwbb7GP2tOeV7fVKfPnjaftQSypbYMX0va8mLrZfvzzWXrqy2w6JLzKovzN8rp27f+O9yt5QTI+hRJ1mZ4kvLw6cZUtWrbfLD2teonjubTebToDQfUajUDq2b1uskS/xGi7puBeWdszThfl9rlq5OqP4km3Nl6KKL+muX8e558H+qbo62xP5Ek0TFz1PUqTM7tB/iXwp5qcweOpSu/X50bYnCRTKnVu2dCnr3LhaRlp7q/jy4ZgFducHE+2tm/YrcP8SXx77cqq9fkPBz4u5S+11p0N82eseKTe0BxBAfNkDHhKXuFcRQHzJF19KlTb7wyn77FXPlpvZMwiUJPHluC717cIDmuwZD2YHr1Liyx9O3ccObltrB4/Ez3NJ4MvvFtlvXh23w+KLImiuf2qEvXZDH6tOXZ9cPqK97lg7S3y5/f2Jpnoyfz2jw17HrCTdUFx8Ud2VFs2bhrRZUSHiiEMPDDVfvEZLvOZLXIxQ9MyYcRNC3Ra1aPqsqLDjx9O53n3/Y+t77JHb1HyJ/q1ihQoFHk80zZZqz3iLRuXoMxcilq9YmRI64vfux9L3VXNF50r6TH9PEl/SReFk6k/x40TTvsW5JaVki9d88WvTf4l8KUlvcoZ7HThlif38hTH29s37WaVyZfYIKtc+Odx6NK9hlx2aWd3fm8WXf30w0d5JEF8e+WKavXlj8UW+LFq53mYtWWudG1fdI/rO9lwk4sv2UOM3O5OAPJy6Nq1u7Rvsve8d4svO7EEce2cTWLthk/38xdF2wzGtrVWdyjv7dDk5/u4svkxasMru+nCi/fn0Dlal/M4rWi3xRU1e6jQIFDeBvU18qV6prN3at802GJV27Eed61m/A5sWN+Jdcj6JL78/pb0d0q72Ljk/J00mkCvxZcysFXbdUyPs5ev6WM3KO29+4jnu+QQkkJy9E9KOIb7s+X1DdxAXIOIpsI4+4pBUsXk39M+aPTfcvFJbRQWPaLqys0870YaOGG23XH9F+G5cfNFn8eNFzxWtraLv9jv/zFBQPqnFhRa/r5mz5qSu3T975Y13C4gv/Z9+scAho9cQ/UP8euL1Xvz4+m+660y69ng6sratW9rKVavSilbR5+NM4hzTpS3bXXoskS/F/CQGTF5iv3xxjL19035WqXzRxZeZi9fYhQ8NsScv72mNa1YslquX+NK1aZ5deXiLjOfbq8WX97+3d27ev8D9K/Lloc+mBiGtuNp7o+bbQ59ODgvOvbUhvuytT3bPva+z7htoFxzYzE7qXj/rm/hg9HyrVaWc7duiRta/2ZVfRHzZlfQ5944SWL1uo51wxwC7/dzO1r1p9R09XLH8fncWXwZMWmy/fGmsvXp9H8urlFvj1uNfTrdjOtUNa1iJLxs2bbZfnNDWNptZjRyfq1geJCfZYwnsDPHlya9n2KHtalvz2pWKlYvepXTiy7n3D7IfdapnFx/SrFivaVedTOLL705ub4e233PEF+3vPxw9f69MS+794PPxC+13r4/f4cgXF19evLa31a5Srli72T3/mWyT56+yf56z1cu8WC+AkxWJAOJLkXDx5T2QgNd0ufQn52x3ofsdve1ojZsaeXvGHmxH73l7f4/4sr3kivi7sbNXWIeGVe3riYvtVy+PtbvO71JoGq+kU7j48vhlPaxZreJZ2Et86di4ul17ZMuMd/3x2AX2pzcnJApLf3hjgpUrbfbLH7ezpas3WMVypbfJ07p87Qb7eMwC69CoqrWrX7iH+ZLVG4plo660Y399a4J9/LMDC9y/xJcHPpti78ZEmSJ2jcSvL1uzITGUWuLLvz+elLNUZ9/PW2nPDZhplxzS3BrVKBjKmIv7GDF9uTWrU6lIzwnxJTvy0xattoseHmpPXdHTGtUoHiE2uyvb+74l8eW8/ZvaKT0bZH1zP31utLWsW9muOyrzuJn1ATN8UakhW9WtvEPpF7ZHfHnqmxn26OfTqPmSi4fIMYpMQP3+lmdHhTSumzZtTokvAyYussoVyu72KXZ2Z/HlP2Pn25/f/C7n4svyNRvs5Lu+tb+e2dH2a1kjiC+KWjqobS174NMp2zi5ZOoUWjNWq5BbYajInbAE/mD1+o02fs7KsKfZ0+s7fjd3hT379Qy7+LDm1rTmtnuqBSvW27xla61jo4J7Eom96RzodpXhvzDx5dD2dWzBinXWsHoFu2wn1ikYNGVJsTqdaPx45usZNmfpmrDHVNMz+N8T29kRHersMW+oOzDG95rRG/jv94vsywkL7cZjWod99O7QxF+2Ca1BC2suvjxzWVf7YNwSW7Nuo11xeNFrZrj48tzV+1q9auULO21O/y7xZdK8lcHRI95eGDgrOBXUrlre9tkSKT998Wpbu35T2mLvbstQZotFK9dZ3WoVcu7wkFMAe9jBshFfhk5basOnLbNuzapbj2Z5pjFMY/9xneumvVsiX/awjrCXX65HhMSjcYrjtj0F22kn9S1i841wAAAgAElEQVRS1EtxXNvueA7Elx18KotXbbDXh8y2s/o0ssrly9hNz460a49qZW3rVUkd+dYXRtvgKUutWe1K1qJOZdPiQ+3H3erbLce2tskLVplCcfu0rJGY1sYX/y3rVLKfPj/axs1eETyqHru0R9qr981R2VKlwiRy0cHbF2o+auYK+8e731nPFnl2w9GtUufTAv6TsQusae1KNmXBKuvSJM8+H7/AlJ7nmI51Ugtg/UBMdA+r1m6wc/drYsOnL7Xxc1ZY7xY1rFSpUqkQeR3vj29OCAUSM6Wg0ELl/AcG29VHtAgMt6dpsfjsNzOtb9f6Vr965oWbxKexs1da/8t72D/f+97O7tPEujWtbh+Mmm93fTRpG1Em6Xoe/HSqjZy51O4+v2vGyxWXL8YvtJcGzw5G9TpVC17bOyPn2QOfTM4ovoyaudymLFxtP+5aL3UuiX9aDPoi1dOXyUj19Dcz7K7zuliTH7z0fvfaWNunQTU7tku9kMv0zWFz7I+n7hPuu1Qps1uOLZjOQOLNPf+ZZHec2yXxvrZnE5pOfNHiXs8t3QJ/4vyVIZXf01/PsBVrN4aUA2paDN//yRR748Y+VjVLQ408fs/o3ch6Nc9L/46t22jj564sVi9reVQe1r52EF5dfNEFyvvrzaFzsurP4fsDZ9nSVevDBlxp7Fat21BgY+Djmr67b8ua25XmTu/9NUe2LCCkRs+ltDbLVm+wyuVLh+/8+pWxdlKPhmEc3Blt5Izl9vLgWcEbUk2b2BcHzrTfndKhUHFQ4ove+9P3bZj1pV3Zf7h1aVI9o/jinM/o3dA2bzZ7edBsO7VXw7DxmrVkjWkcnzhvVaERNHrPlB5IG9ny5UpvV5HZuPgiIV3eu1HP0TnL1tqy1etTz1T98bEvCoovrwyebR0aVQuGOW8ykor/hNkr7Jz9Gm9jNNB7rTFKm9V0BoVRM5bbjCVrrEzpUmGO2Vua3sVuzfKsXf2ta4Zs723C3JU2fNpSO7N3o6x+ovlDxsYbj25lGruveHy43XNBV/t20uKcFq6Vg8XUBauta9Nt68Rp/dOrZV5iKqsvtqyDsjXovjl8rv3r/Yn2f2d1DO/I5Y8ND96oT301w/Iql7PfnJRviFO77d3vrUeLPGtVp0pYg/VsXsOGTN3+tVFWwAv5UibxZe6ydbZ4lYoKz7G2DapZ01qVwvuxbuOm4HWrNUhR2i3PjbJLD21hnWJG5OgxZNCqV72CvTtyrn0wep7NXLQm52ldpi5cbRc/MjSMV/Wql7c7Ppho5cuUCemBtJ5Sn+ncqLod0La2PfTZ5LRri1eHzLGnvpqWVRSw5p0PRs2zk3s2DClqJs1flZWhMMpGa4I+rWraqJnLwtz5j7MLej0vXLneZv8wl/7shVHWu2VNmzBnubWuV8XmLF0bznfb2Z2sXYMqBcQijf9TF66yEdOX2uH71Ek5VD3x1fSwL/jtSflzlUTG9g2qbJOqWMdetmbreFyU/pDpuxqrm9SqZJ+MnZ8ay7XeUNPaQ9d26aPD7KkreqWcdpSaV/ei1rhGpW1SX+keNMZpn1RcTdFbY2etsPp5Faxvl/z1sH/meyLd4x/f/M7u+0nXcG8/vmNA6BsPX9w9fP+NYXPt6a+n2/NX75u6bNWb+NXLY+y8/ZvYAW1q2oxFa4JT3Ynd69vCFevsq+8XbxN1IdFR69A29asGpwy1XItXLr5cd3TLII6VMrOhU5datYpl7d6PJ9sJXevZ2yPmhX/v27KGVSlf2jo2zrMxM5eGvqv9nDIcaPzV8xKbGpXKhWiZt4bPtckLVtr1R23dB8afo/rIff+ZbBpHtN4uavPxp07V9JEMepfv/c+k4Mj4s+PbWqVype33r48Pp5LR9MKDmlrz2pXt9Hu+tV+f2M6OjIgvWkM0rlXRalYueHwx6dk8zxrmJTugaT5Tn1fLdVSl79Wb1KxkH42ZZ9orqi6P1lZR8ej/3vnOZi9dY5Pnrzb1pU6Nq1r7BtW2WV9qHaX1VP3qFdLeT/S5FGUvnO55aq0/Yc5KO6t34zA+Sny4+UetU1/XnvTD0fNs/OwVdnafxmGfL/HlphfG2bxl6wL7+HiadC7N22+PmGtHdKgb3lWlHVO9jf1a1Ux9/bt5K8MeUHvng9vVDvuL9Rst47xX1H4q8eX7eStSc5MiORvVrGjdmubZNU8MsyoVyoZ1qttotPb4TOueH2wevi/VOfW7zZs3h2etvavWcRr7dW9ysE1q93w82dZv2GQtf1jHHNmxznY7XO1IsXiNfwMnLd7GrqS+N2PxGpu5aHWYKxXJevdHk2zRirV229mdEyMBh09fFtYyvpbVPKhx5MmvptnNP2qTMXpQNgHtm5rUyux86OJLfDyQ7ePgtvkRio98Pi3YQrTH0xp502azSfNWWZv6le3XJ7bfxhajc9/38eTwvWxqvuQ6qk3rw3dHzM1o21P2hb+9/V3oRhrDS0q9r6K+z3wfAsVNAPFlB4n7JuSZK3tZzSrlrO/t39jfz+pYwOvHjfdNalYMGw9NMmrHdKpjvzyhXRAxtBhpWKOC3dq3rX07cbGNm708LH5lVP3vd4vsqa+n26OXdLeT7vw2/FYb8f5bJmdNVB+MnGejZi0LE3j5smVswfI1QTDQokSbDTVtHkbNWJa1cU5RFn9/J3/g1qZChlTdnzaR0xeuDhtlGea0ILrqiBZh06EJ/eB2tQoUT5VhUB5i8hSLt+gmR99Ti4ov2vgof3vnJvlGHPd01f9rkrzkkGZBjNIm1DdX2TzSFWs3BJYSHfzYvrlevma9/SSSF/nkuwbY8jUb7d8/6WpXPzEiHP6u87va93NXFEl8GT59id17Ybfwe4ks2uDOW74mbFRP7pHvUX/ZY8PCRt2brk/imYyzEg60SdCEr7R1auLz4KdT7OKDm4XnKkOUNvwr1qy3fgc3tw0bN5m8M9SuPKKFLV25PohAJ3RrGNKXHd+1QVhwyIOncY2KIS+qmhYp6zZuTkXZ9P3XN9a8ViW7v1/+9XsbPHWp3fr86OB5nGQw0zM9f/8m4Rz39+tq6zZsLjTiy8WXDaXL2oIVa1NCpha80xauDu9XtEnYe2vYHBs0ZXEwFKxcu8GWr96YEvCSxJfCDAHagN/4o9YZjbxuvNR7Vbda+fDcvp282M7p0zibLljgO0pfV6NyuZQRVZv0BnkVt4m0iBYRjYovWuTLoBXtz5kuIuqxo83emNnLChi59C74uKF3+6wsjbvRc+pa/3ZmxwJiip/rlB4NTfWStCCVQUb9Su/Z5Ye3LCAaFhlkhh94P/C+qhzoMjj488t0LokvZ/RunBUH3be8LxUtd3LPBsHQna5F54+NmzaHlJIe1fjvT6bYhLkrrLSVsjb1qwSxOV1z8eWd4XPTph0pjGVcfBGf03o2KiA4aZOo8f6hi/LHgSTxRb87sXsDW7NuU5gHNb76OKHfvHxd722MHx7RKWPs7ed0TozkOuFfA4IA3LFRtfC+aQzVxklGtHFzVtia9ZvCNWkc0rsjpwjNT0ppVKl86SAgd25cPRg520ScIwrjku7vGotlZNhRY4z61k8Oahbef4ni2ghma1jXNTz2xVR76dreWd2GNpjDpi8JTgA+fv2/E9vaX978rkjidLqTycjQvXmNYBBTUV334PVzyTgmD0OtESSCnNCtfniW3tSPb/pR6yCGli5dKrFYshidce/AMGb8/vVx4R1W+3G3evbW8HlhfSIv6Lj44nOrDCOaI7QZlXC4vSlg/Zq19nhv5LztcnDJJL48M2CmfThqXujPTWtVNkWiaGzQuyJDbybv6KTn42PEAa3zDVXysta1fzx2XqpOjlITdWhU3T4dtyB1CPWt370+LrzL0XVRVh1uy5cUQbNx82a7VAaAh4aETyW+vDRwVugPElwOb183rKfUeresYaf0bJjxPhVNLdHwrS1rIc3pup/K5Upvk2ro+H99kxof/LovPbRZWJtk27Qm6NE8L6zHVftL60E9i9ve+876tKoV+lyFsqVs9XoZxiqF9Xe8qW/KoUMG5NGzllvpUptDdJGajKk9m9UI/VJ7BhmMXrimd/iv1mX6bYWyZaz/l1Ot30HNwtrotaGzwzgbX5eluycZzWSUjRu3ZZSWE43WfMd1qWePfjHNbu3bOvz31J6N7L2Rc8P65qgOde1XJ7ZNiS9ySPJoEd/n6NzRdb3+nVpvn991uxw5sn1G8e9JEHpz2NzA1h2f7vxwkr0+dE7q/XHxRSK0Cnf/5OH8/unvl9bYD3wyJXjn+zo9ujc6tnNdU0SJ3kk17fFWrdto/Q5uaid0rZ8y2kn8HDZtWYFL1HfLlLawv7j52NYhek+15T4btzA836M71Sswvzz37czwHvr8pTlPc5+LOBJfFq1cm+p7MuZqT9ayTuXwzLTn/HB0/rutcVcixP6ta9k3Exel9qXay+pd8r2fnNOevWrfIAp8PXFRWBcnzXla42t+UdOYJSO7vPjlxJRtloZz7h8UIowzpXfVdYiDmo/hDtXnFznlSSzSOkyOGj7/6Hv+WfRBaO159n5N7Lz9tq7dXUyUM1rnJtXDfKamNNNP/He6Pf/trCDuT1mQL0pqHSKD6JJV67KqDajMCRrvvL/ceEwrU9+Mtqj4ovW9hOto07gZd3z7yUNDggFcY5vGuHRN66ePxswPDj9qEqX+74yOoZ/IuK91UrzpN5pXG1QvKFJJfFGWg2jTGF66lNk+jarZK4NmWdWKZYPw7OLLU5d2sVteHB/El+j7meld17VKRNR9X3FYyyC+dGhYJeyrtR+6/f3vw5i8cMX61GG0H1Y/fPna3iEaSmtCPaM/ntoh7Ncqly9rc5eutSWr1oe1s4TWpLTe7gz165fHhufcpWk1u/PcLkHokl1ETc5sLw+cGcQXtScu7xn+q3XRuyPnhf+XY5VSearperzP6t++V9b/J+2pv5iw0Pr/d3rKRqA5VExHz15uXZtUL+DwlImj/rYjURsy6MuwH1+DnPfA4MBR45IypTz/7YzgeKt29wVdCwhgGrdqVi4fRGw5qX08dv6WcaOJPfbltDCGapz7n76tEzOhaI2iNUBSakH9rVzZ0tahYbUw12oM0xwqB+jHL+1hykrQql5le3v4XLv1uDYhOs7Fl9N6NTQ5kGltr74UnuNlPbcReGSP0PdkY3PxRXPkN5MWhzW8v0Ozl64NzsKn7dvQXhk0u8jrtnTPUXP2Dc+MtNdv6BPE9KSm/YH2PWqaj0pKva/C+j5/h8CuJoD4soNPYKsHWM8QWaBJOO6JERVfKpYrExaCYeLtUCcYuV18iV5KtYplwoJchkF5+MjD79FLe6TEF3lZPLVlYvcCdvq9vIbldefiixZAAycvCYfWAvqejyZZ1Ypl7OfHty30zqMbjOO71rPrj26VEpfk6aWFo7wVtSC4/PDmtmTl+rDQP7BNTfvTaR1Sx9cCQ9flxrHoiQsTX2QwOWyfOkFEqFCuTDC8Kc2IN3mr/XfCIntlyGxrW79y8DzRhL1Pw2phcaENhqKL5PE7fNqSsPGQ0NCmXuVtxBdtruWZovuJLipOvPPbYKwpIL6c1yU8x6JEvsjL1jfJ2tDJs6NZrcrWvE6lVFRRXHyRl8xvXxtvT1/ZK3gx+WTqBmMdR56jar7B0n8VySBvv+qVytmXExaFv2thuGL1hiC+HNelgT36+RQ7tnP9sJHRxl4bJBdftEGRMfje/0y2N2/sExaJbiSPPr+iiC/aKL347awCHnEyLGgBdO7+jcPCSyJEXuWytl+z6nZx/5FB1HPDfzrxRRsCiWJa8Oj5rVizwVauTS++yIvt1Lu/DR7f8VQSfm/qC0oxJYN7uhz0vqHTe6XF3fuj59s9H+XzKmqT2FG3WrlUZNHPXhgTForxlFXpxBd5aarvFEV8kaFKQpY2sxJu9Vt5Ll37ZP6Gxo1HMjoURVCS8V3iisSDdOJLXqXy4T1Ti4ov8swuSl2VonDeUfHltH0bZcWhgPjSo4FpU52uJYkvj17a3VrUrhz4jZ+z3MqUKp1RfNFYLIORNmISX6pVKmM/67t1fI9G10jA1aK9/3+nWY3K5W2TbQ7elWrZii+fjVuQ8gpOJ74c07Fe8ODbr1UN++sZHQuILzLmKkoh2lx80WfpanZobpU34T4NqwYDojwJtUGT8fyaJ0ekDBPaNP3h1H2CZ7YE+SkLVgbjsgvnKkZcFKE+3bPTvN6rRc3gAJDUsk0L6PWExsxcFja0akmGda9p8q9zO6fEGY3/MsZmWwNM4+uwaflOAD5+yXtYhrbXb+yzQymcXMzUJq913SoFxBc5nFzVf/g2mOTE0Lnx1ggpvTt6X4ZNX2rlSpey/7clhUz0hy6+aD7+3WvjgiFETekhtGYpTHzRPCODia6z/5fTg/F+R7zx3SEkKuK4EU5z79BpS8Jck9QyiS8yZn40Ot8g4eLLI5d0DwJDLsQXzadyxtGz8Xcunfjy0+dGBYOi6rIUpUn0kHFDkQBx8UXv6KuDZwfxRQLtkftsFV/kCX36vo2yFl/cACZRoXOTPLvmyBb2ixfHhHWb5uck8UVr0ngdv6R7c0eMOz+YGAzj30xcbG3rV7EH+m19h3ReGZkUVSPxRV7svs6PHtPnQ81Fchi58KBmQaRXUx+U6KpxXGOL+pDGShdfZEh/f9S8EC0abTIuuhhe2LNJV7ssuofwY/z8hLb2xH+nhWhUOXdproqLL+qPWm+qZSO+3HleF+uyxZEq6VpluNIcpr6xI00G6JN7NLSpC1cGQdYNtDpmOvFF6x95McuQHB2DfY0t4/STl+UbU6N7IzGRB7qLLxXLlwkRqGrKFuCpStWPNF9Fm5556VKlgjglA+D3c1faRQc1Dc54as7bfyOR4OojW6VS4cTnmLj4Igc1Gay1NpbhXgZ1F1blLFi3annbr3VNGzBxcQHxRet6N9pFxRcXPZIEa18LxJ+b9h1RUUP7QKU6blCjYph3Hr6kuz306RQrV6Z0cDo8/4CmKZErqQ9kJ77kC/FqEqzXbdgUojzV0okvWuvLM9yF4rlLV4c1cPdm1e20Xo1S4osieu78YHIQw13k8f4iwfzjMfNT66Ok69ce7vEvp9r5+zctIL5ora8xOdpyJb74Plr3p/FWc4gEgXgTm2FTl4TIGo2pP+7eIBh2JbZ5n0/yoE8SX6J7fh1DdgcJHeoL6t9PXtLFfvpS0cSXlwbNDs6HEmuuPqJVAfHFjeHxe5KNQY6hEjy0vtDY/d3clfbCNfvaP9/LtxEMm7Y0CFYuniStp9wZas6SNWFsdsEonfiiqA/V5lWLii/eV/x3EpJcuCpMfFHfVL/zprlC4/LDn001Ofe62ON/13mjWSD0ucbpHs1rhHlk/vK1YX1e1ObXEV+nSjzVcV18ee7bGSkhLL43lZh4TOd64X1RFM+3kxelxJeHPp8a3lk1zaly6PF9il+rj8tJ4otsJop46tasRsgU8uBF3YNtwxl5Suh3Rmwrvmi8ljCqfqG518eQuICcJL4oRb3WCcpOIQ7K4OJ7Gz9uUZ1m0j0bF1/UV8UoqcnJwAVdOc5sbwacovYPvg8BCGQmgPiygz3EjWdSxutWzxdfNOAqesObb0okmFQsWzrltXDYPrVDWoFM4ou8kOShKGOZIl088qVBXgXT39SiG6cKP2wo+7SsaXOXrgmL6V4t8kLKMzV9X8Z0CUDyXiusRTcYP+pUN3hm6f60gZy1OF980X0qfY88bDTZSHxR2iB9x1sm8UUbN23g1JIiX7RolHezOFcsV8r6dm1QQHyRUePr7/NTZ0WbvC4UMeLii7wavvhuYYicKKr44pumqPiiY0yZv6pQ8UVs1q3fFBZ7A6csSW2StXCQx3KrulWCR4WHaMfFFy0sVJxQizgZFV188Ty37j2le9fCQgtILRIkvqi/VatQLjwftUsObWar1mwM4otEl4c+m2IndG0QxBc9L4Xqy/iiJiOLNqIKGdZGyxetMjhEW1HElwsPbBI2gu6pquN43l733vjlS2OCV+aPu9Szq58evY34MnVBfvqOaEsSXySwuDdKPPLFxZe44S96TH/mmXJGu/FS75XeR70vEjej91fYO+Z/l/gig7QMw2qZxBcJchI9o5EvEvVk3CzMuOHnkzA5e8mawDKaEk+esddv8SZz8SW+eS7snjzyQcctqvgij155Hu2Mlk58eeaqXtt48sXPL6PVKb0aFTAipLtGvStu0FbEYDT9Qvw3UfFe4fPyCpcxQtF+2uyNmbUspOTJFPni/cDFlyoVyhQwkkYFHvVTny9k2NmweVMqtU2S+KK5RFEsnupPBhbNV4rCVHODS9QIp+d/xD517JlvZgYvb/WxaORLUoHUqPji3uFxVuIqY5WMwLqPdOKL/iYW6cSXW45rk5PoqrCJbVYjbe58fy6F1WcrqvgS5aN55NEvptprWzwpC3tv9E56BKaPX+Jx+3vf73BtDxdfZOBp26BqAfHFx+j49cU35HrGMljKQFS+TOnEdYqLL/de2NX+8PpW8UUeztr8KgXZc9/MTBv54tfgho6ipKNM4uviy5s39UmlUnMj3AGta9mQqYtTEa/x32cSX/RuyTAh8aVRzUrBaPrgRd2CQWB7xRcZtQ9um782lfFAKT8mzlsZ3lG9q5r/2zWolhLG9T0JABJfZLRKEsMy9TmJHrcc19oGfL8kiC8XH9LU+j00NPwkKr6ozp8EW498kUHqjH0bF+hD8fNEI1/ckCWDshxw5AXsx5KxI0l80fGyMYRExZdOjasFZyZ3GvJ3yMUXeU7LaKQabNEIZr/2qPiilK4yNHuEgca2zo2rhTlTY4sMpDKsuPii6Of3R84LTlnRFo8yyfQ80tUuSxJf/qdvm+AFfnzX+kEElPE+Lr48cFG3VGRyNuJLOmHdr1nrWzkF6b5/+/r4IJLvH0kpVNj45n+X+CLDsdaL8jjPRnzRtSmdnKewika+yMFJmQmeviJ/zxXdG0nQOKZT3ZT4oj2Y6juoZSO+6HsSZeSRr/506cHNUuKLBJmo0TGd+OL7g7j44l7cnqZWdZUUuaUmg7gcuuSsN3ByQfFFe0536koSX6JjnTPPVnzx9bdHrahPyaC8f+uaIZtAYbX1ouLLcV3q2nsjtxqjPYpA/cYjDYoqvkgY0FrMxRcJw0qn5ZEvMuLLyUrXHD2P+ku24ov6+IUHNisgvigzgSKsom1niC/aC8shQHuveNO6deT0pWEvP3jqkmBEfn9UfoSDeMqYnyS+yANfxuB0TZkvalQuGzJzaN4N4svFXeynL+eLL9H3M9M77mv4ooovGkO1x9T6QuOlxmaJ8urjUfFF96YoHY9MiV6L1uNjZy+3+cvWphVf9PvXBs8KkS+a73y8iIsvimpRkz1F/cvZycktk8CpVMCqrette8WXrk3zgoOiO+BlO6769/T8tA+Iz5+aXyT2SHyR4+TzA2aYnL/UFKEVTUMbFV+a1a5sg6csTokvim7yJmGhc9M8+/2WdNH+eWHii+xFPZrXDNk7HujX3RSV4+KLohCV+vHdEfPs5mPbhOg4j3xRdKNEC0UoaaxSS1rDpxNfFDF3RPvaIdpKwpbvbU7qUd/eGDo3qzVHNs/DxReJiPH09P57Rea4oHvBAU3SOoplcz6+AwEI5I4A4ssOslTdgsseHRYGZ3njajKNK/G+KdHivWLZMqncsZ6eywvVRy9FC2N5n2hRLcOVPGXk1eDiixYMnoM4vnHSAlsLBIkv8liRcUBN0RPKx1umTKlU3YNMtx/dYChKJ3gMb4nsUSinDPMeWaNFh2oByLjuBjc/tosqSeeK1q7x70UjZyRGyIAhQ5aMMSd0r19AfJGxecCkRcHQF21KkTY4iC/50QQPfz41GOs0EUbFl+hmMJpWIrqoOP6OAcGTTcYeRQWoKa+8ctoXFvmijfWyNRtChIvSOLnQpIWDvFWUT1Tpvn56XL7RPS6+/Pbk9mEz6Jurt0bMC4Yyj4RR3nM9BzV55ilHu4yP6zduCmJNpXJlU+mj5PWwau3GkJP3R53r2yOfTwkba4XP/+n0DsHgqwWKmhbhand+ONHevXn/1KLV82A7ay8QmSnt2Hn7Nw7P59z9GturQ+fYO1vShOgYbux37w2JDurbJ3WtG8QXbUjO7t0ohCE/+dWMEKIt9tGm8OVrnhgR7l91hHSPS1evT3n0PD9wVtjUuGe3b/4yCRUn3DEgpMlTSp6jOyQX3FNu4SsfH54qeK/35a4PJ2blTRt/FyS+aJHp3FUnSt6z8aiJaA2dqPjifbMw44afV+H5EuqU4smN/ErLoVR4Nz4z0to1qGoT5uRvzrZHfFEtJRVi1+bA09zoWDrXuDnLLS8SkeVexDIsXHBA06zrVxR16E4rvmwRzzIdT5uKE3s0zCpnrp6RG7SVCileJyl6Hp8/9H5rs3bRw0PNDVr3fTLZxs5aHjxCJb5cc0TLxEuM1lB4e/gck/iidJbe4uKL6mr89tVxIfJS9SP+cEq+l3GS+KKUThLwbzurUzCGKT3DmvUbQ+i+WpL4IgOu0rBIiNf8oz4ZFV+S0rx59I6OGU/b6ffh4ovGTBk3Px+/KD/y5eb9QlSLhHU1jR8q5q15WdEQqn91wzGtwhihprRWuYiuUrSNPNWVIz+p+fvpYlq6/qXc9BccqPSZy1IpYTJFvnihch1P88gjn08NhoVsmgqaq76EIl98/FJEq+aQV67vU2jto0zncPFF4337htVCH/P78Ii6+O/jY7CesTyAJb5IdFBkcLyp3txZ9w0KaSz++EZ+zng1ObMoXY/4aNOv9CheMyOMY7GUnmf3aRTmvtdu6LPdedN1XBdfopFDboSTQVHOL3LcSGqFiS//2SK+NAz9fWGoSyHxSalPshEOoueMRk3q87v/M8mGTV0W1qPep+S5qjoCHpWo70l8kbFCERZx79PC+pxED7/bXL0AACAASURBVBk3lEo3jG8HNw1jnJqcCF4dMjukYtJ8c1znreKLjGuqsRVNXRc/l8QXrankHOLiiwwm3ZtLfMlLrYtyJb7IUKe6K7peT1/i71DtquWCh6/W7Vp7Ke2haiHGm3PWmuSNobPDfOce6OrviuzW+kZji9LcSFSVgUzrslN7NbCPRi8I+4JoK6z+Y/S7msfO2a/JNg4OSeKLxkmljTlW3sljF4Tx1aP1fU7RusNre+malQJYLepUpX+r5tfJd34bRD4JHP98f2IqdW70+iS+aF36ynV97Mz7BobUudHahYX1N//7hQ8PsRO7NbCJ81aEMVXRkvddmP8O3vHhxAJGME879o9zOoVn6JFIcfFFKTGfuyq/7kt0b6R9XN8u9VPiS/QaNZa5M4mvKaN/l1FadVk0j0kUVZrRKw5rYTKy+pimMUxj3lvD5trz384Mab+8CLTPMb4/UN08jQ/+HNzb2vcG0UwIMoTL8cs/k4OYmvYWSufnHtN+35o7NF6qJUVJqn6Fol3jLb5+9PW3xgL9xlNXa52hIuYSJTxaKOl5aw2ptUVS07gxeuYKi4oy2ptrfNBaXS0p8kV7P9VtlXe4nN0kvsxbtjakNpUwcO7+TVPii5xH7v94ShBfPNpSx9Ue6OXBswuNfNEe7uHPpoRzyTCq56C6L3KO05o52nZEfNE8fNmh+YXsNfcd0r52SDukvfCQqUtTfSR6Pu0/RkxfYktWbQhz8KHtaoX3R++CO/4ledBf//SIwD1Tc/uHjMAy3j9+cWe79eUJNr8I4ovv5fScrzy8ld3w9IjUu50u8kUGd9XjeuW63sF+obFbY5n6+V0fTgo2gqHTl4W9s+wYLw2cmVhT1dfjEnKigpFHJOve9ftXt4gvmgd8vIiLL1qzlrJSwSlAjgeqS6WmLA/ap6glReRqzoumBJWTpMYG2RKikXn+HP7+7ne2Ys3GApGEskd1alI9pKtUDSGt7YvatBdQbdr4GuT0ewfa4pX5aca0d38hIr7E96ZR8UWOokOnLgsOtuf0aRJSy3nTnK50wfE6wC6+yEYikTDafvPauGAvUoSP0rLLaVRzqDNSpJaibd77IZJU+zOJL3ovZKdwkcTfSx036lzm59H66dXBc1LR/fpczj/aWx+xT+3QrzXfufjiaXGLum5L92x8r+62oKTvSciTWK0WHQ+K+rz5PgQgkFsCiC87yFNeg5c/Ptweuqi7NapZwZSX/lcntrOjIkX+XHyRUVwbLM/bKqOkjJNaxHneZ78cpYdRKLoWjloEKTe5xJdT7sqv+VKzanl7+Zr8jUCS+KKFoxbTyks6cksuVhXHVKFC5VJXEfXCmkIy//FefkorLZB/eULbsHiRoV6ht1rseGSNFmRK8aDFpwxSSo3iLRvxRXn5f/SPr8NPZLD4y+n5acvkvaycmtqIli1TKuSIV8ioN21UB09eEjyOok31EYZMWxrC6X9/6j42fvbysIHURlbXps3hKXd/Gza6MuirBfGlWV6IFIlOkKp3Ik82GXsUFaCmSVXFReUBpYWUJuqk9te3J4TFT7M6lezr7xenjJZaONz/6ZRQQFfpwX6+JeIhbiBSTmEtuHxz9cawOXbHB5PsySt6hFoxUc8GLW5lLJWn2vqNm8PGSl7zigBSU+SJPFKC+NJJeb2nhgLtL/ywofrdKe1D+qfzHsjPd/3TY1uH+gragL3/0wPyxZd6le3hi/I93r2J7y9fHps2dUu05os8N98cOjdsUryNnLnMbnx6VAgBl/fGrS+MsXrVytlJXfMjX644rHko0P3ol9NCEWXlXP9nLPLFDXu6f3nqayMrb5u/n5nfh54dMDOkM5MhQ56pi1ett9PvGVjg2cefnUe+/Pz4NsH4kNQkTlz1xAjrf1lPa1qroul9ueujyfZe5P4Sf5jwoRjq2n65RfQSB20a4uLL0bd9FcYXRRZExZe7zu9iNzw9Mm3Kpvgp//H+RJuxaLXdcW7nUAR25Mzldu8FXVKGxKj4ok3hBUXIja9FrvqXNuJx8UXnGjN7ueVV3BqR1bp+FXuoX7fwPsrDUIvEndFkOJABwTc16utzlq6xp6/saQ3zMhdsPPO+QXZ8t3p28UHpc2j7NQfx5djWIe2hCty6sJp0T0ozckX/4aEPKc3fJY8Otft/0jUYI7XZGz1jmVUoV9Za161s1x6VLL5MnL/KLn9smP35tA721vA5VrlCGftVJF2TvPw0rvh9RsUXbRz1jNTi4ovz8XfurH8PCsVBlTrC641JEJUwKlHWo2P0/A9sUyuMTZ6aQZ61P38xPyf+s1f1Co4K0eYCkj776+kdQiqUeBNXeRS2rFspvBtfTFgc5pwgvvQfEd4HNXm/a0Ope1aO+2kL1wTxxYVzcTw9B9FVeve7Na1mV6cRxZQLPv95dguFttM1bVjlDao5Sps3taQNmsY1jUvRyFrVfHj482n21o35NcAKa5pzhk9bFsQANxxrrpRBK1P6gsKOq7+fe/9gm7tsrZ29XyPrKPHltfGhX+g5eF2Z+HHiG3I9Y12P1jyaU//3pPTii6Jm/vjm+FRqCBlBleZLEY9611W/QfOaN60lvGiyPnNDx46KTrpWrUlk3FHdHjVF4v5nzIKQglURrw/8pGDEqF9TJvGl/1fT7eMxC6y8Il9qqL8vDOnLFq9aZ/JwT+fwkPSsJLIe989vghHGI1/kOCIjnAxRPk4rNYdStsbFF0W+tKhT2WToKErT2unGY1oHr1aNbxcd3CwlvuhYqssk8UrCjupjeLSKjOWa93/32nj78NYDrIwWI7EmpxSJL546TH1H6XplcFEOeUV5q+n3em88GsEPo0P+59YDC70d/fb6Y1oFQ13repWDl7J70Po7JMcJrTm0bt+waZPVq1YhNR5FT/CXMzqESA4ZRXTv5x/YLDjTePMaDhpbFJkqUXXOD45U590/OBikPxg1P4jfikr25kJQoTfyg7OL5jHV4JBDS7QliS8SZV8cONOO7ljXPhu/wKYvWhPWHXonfc6587zOgbWaIm+9nmWLOpXs0Uu2FoyWM8ypdw+0v53RITgj/euD/IjqeFMK2oe/mGavXtfbTr9vkPU7sImd1D2/HmJR2gUPDQm/U+FkvYeaTzWvquncijr64H8OsLKlS4VaA39687twbUtWb0gVKPZ+pzH2rg8nW60q5e2la/P3XB4FoP/XO358twZBEPWm9Jjq73ICO2Pf/EjewsQX7QclvkjM/8tb+XWAtO+SM19UvL71h0gyrdvVfN5UzT+JcBJfFq9cl0oZ617cMm4qW0G3ZtXD+O9Nji+qIaMxSmsRNe0tvv5+SUjvpFanWgV74epeYZ3ohuGkum3uIBV/TqrzdP4BW2srxcUXz54gRw05Sui7mebn6HXEz+VRBFHxRWlc163fbFc9kS++JK3pT7xzQKjJoPWdR7jMW74uOCCJ0QUHNg3OBGrPXd3LHvp0Wti3e7SlPtc49NKgWfbp+AXb7JOi1/nm8Ln20KdTgxAdFV+0P9N6KtqiBcKTar7E99r6rVLQyplF46f2T2qXPT7M5JSp+5ORedCUpSnnquj5FO2myBfV7dC4fEjbWvbRmHzxRWkSb/9gUthHqsZotBUW+aLvuv1DLP/85gR7rF8nu/WV723B8rVBwJWQW1hzY7IEi6sOb2E3PjMq9W5nEl8kUKjmi95BzxChPbV+E8SXacuCkVx2DDkEJDmz+Hp8/ooN4Zp9TJFwJruPmlKZalyXqKqaH6rZpfb3976390bkp8FT0160nOwZdwwo4OgWFV+SInL/+MYE+yRSj+1/jmsdxA7Vz5Szpac58/P8n9KObUl/5Z/JHqU6POs3bDbVI7ktVkO1sGegv2v9ITtJfA2idN4eLaJ01RJJXYyJO1WpPx/Vqa59MmZBWN+ov5UvW8rO26+g+CKHBjklxIva+7is+UjzUrT976vjgtOa0pDL8fLBi7oG24YzkviiTB+K6rrpmFahzpkELNmRlK1AdcKiLcmBSnv914bMtj6tatjftqRuU+px1d1VxKIc1W4/Z6v44lFyuRJflJr3lmdHp+wPSc/N92f6m9blVx6Wvm5oNs+d70AAArkhgPiiBey0Gfan2+6y5cvzvQ/6nX+m9T3miBThdz/8xPo//WL4d/duneymay6zihXyjUeedkDpIBTBoMk07lnj4ouM4uXLlrHpW4xEXqgrU9oxLRyVD1TeYFK4PfJFIbzyDlPbRnxpU8vmLd9WfNHErIWrPBBd3MjUjQp4d7WtFYy+nlZtzpK1wTvBw7zlzSLjkAxuWgDLMOItk/ji39Ek7kXrtBh3LwcZbrQ50CJBG5qTehRMOybxZMiUpdukHQviy9SlYXMug8P42Svs/dHzbMHydZkjXxLEF79+3ZMWmWpKbSJPGRkLMhXslagmEU1izxffL0zljJb4EnLXNqoW0mypz6gVFvni3h4uxngBQv3WxRcdTxu/prUrhQWIp52TgU9GmFEzltoxnerbY19ODR572lBpg6fFpEe+yHNfG1NF7mix4OHa8cgX8VXURjoGUfElKeeph866N/ytz4+2etUrpCJfvOaLe9UlRb54ShsXX2RQlvefFntq6dKOZYoScfFFnmDuZRh/V/zd95Bk9wzbnsWVGFavWCbVD/7n+dHWtFZy5It7+kTFF4V0a0GZfeTLRJuycFV4T2V4VZ+QN7xHKEiIc0NKNM2AzinPq0yFlxX58KPO9cJGMinyRam0alQqn0qH52lTFPlyZp/GQejRol359ZViKlfN+4H3VffU97Rxmc4jj+HjutTPKmxbfV5ew/KU1oLbU8klHd/7UDTyRYbxUNBZotiMZcEIrRD5eP0fP56LK552LJ5WMl3aMaVL0bvim5p0kS8y2PzrnM4mBmo6vueWThf50qdVzbCB8XQS0cgXr5EU5RHty26gjPPyyBeJL4okjKYdu/rJrZEv8pT75zmdw1h6dMc6NnOxIl+21nxRSkrlwi+syYAuEclrGsS/r2ibTk2q2XVHJotifk+KVpDInq4p8kWpVmQo9JovSYZ197CUM4GMImqhGPSnUxINmUnni77r3vfkmayNZ1ItnsIYRf+u91650GVA0GZZHsRaFynXvjw0VaQ13pLEF435Q6cuDQYMOR/Em6dh0pj3p7fGhzldzY14eg9eGDjTqlcsF6IrvMXnVq+HkGRILMp9e+SLUpWo76k9JfFl9PyQMlVzpDgktUzii+Y8GYYlvjSuWSkIIhLZFfmgtGNFEV88MiSedmzA5MVhHeOfZ0o7ptQgUZ7ZMJJnr949OcjEI1/0bDVGSLzSO6b0hi6+qG7fhQflGzzTzadySlGhcBk9/f5cfFHaMU+3kYvIl+uObhVSiqo+n7yUveaiv0Muvih12KbNm4MjiSJL483nQ81FrwyeFd57T++k77pYLSFDv5ejgEe+KILivZHztqkbkpTrP92z0Riu2hZeR8+/lyS+SDh4edBMO7JD3dD3dD2aM/TcfE6J1p+Kii/xaBytgbV30VyjyGRFviSlZ9Ua6sFPJwfP83T1abLpd5rbVfNFa0Ptr8J8ukV8kVOEirF7v/LIF13bsjUb00a+6Bl7LYjo3kh1zVQXx2u+RK8vOtekq/mi72vvpP2garxdf1SrVNoxRSso3Y5Hd+u70TVpPLVlPO3YyT0b2OtD5qT2Bh4Z4teodV7P5jVM9Sh9vae1iOqMpsSXquWCETkacZIk1MtBUOuBeEsX+eJpx8RvwKQlYd8oIfiig3IQ+bKl/peuRV7r2g9lqvmiZ3PGvo2CICKGaqqHISYam3StLsooTe0jn+WLL9qbunOb1pWK7C+s5ovmbHnjS8DQHtproygzgBzFok2CnJyyVKM1SXxxsTb6G6Xc07uqFFYygKtp7lPKxKM71gtRTdE0c9HfylFI4ov2T3LSO6hN7XCfQXzZknVBaUXFI9qyiXyR/UN1WxV9o8iXR/t1sp+/8l1wnsg27ZiM41qr6Puq+aL9uNeMTCe+aKzWGuHV63sHkcSFyP6X97D7/jOlQNox7WvkQJpUt1P9X2k6l65aF9Y5ft5o5It+/+aw2aa6TxL7taZSi0e+yOGjgosvkb2W6np5VFdSIfV45IucvCRmi0m0DrA/G625ovVP9bnsUUoLu2mTBafWf8ScGbMZXzXWaYyIr0G0h/O0mF4/x9OOJYkvR0rYH7fA6larEPY6FSS+7N+0QOSLHBrkjOH7eb++TGnH9A4rw4tSKv7748nBCUi2DU8dqb2y9hAfjZkf1ifa48tBU+9ftI6TnyvqXOafJaUd83lBx5uxZE3YX3vky7Gd66ZS+GXDuLDvuO0kU1rj6JisSO90UfqFnYu/QwACuSVQ4sWXJUuX2R/+9i/rd94Z1q1LJ4v/e/jI0db/mZfsN7+42WrkVbeH+z+bv5jpd274r2++7u/X1ZrWrBTEl7jBNiq+yBjumzIt3DShJEW+aBOnBflDF3cL4bxhYrhqa9oxbTK1QVFLEl8UTiqjXDSk1cUXGeD/L1KTJV2Xim4wtAj8zcntg0CijbpUfS0cvVicvNUVVSHxJbqQihajy9R1tXAVO7W4+KI0EgrhTBJfFIEybOq24osbcKLiy7sj54ZFZaa0Y15QNbrhd/FFKVKUkklN6SNmb6l7kylnvBaZq4L4UsU+m7AglQPWFw4SE2pUKZdK5xE3ECnsXMfQQlH9K5P4ovQACof24msSX1SsW8YNNS3uFWEkQ/tRHeuFOkIyKGuxp/N0aFQtJb7IeCzeKrrp4os8X73Wgz9LLcC0EMtGfHGPkihbX0B43Q15EMtDytOOufjy6BfT7Kmvk9OOufii3ymFgha9WtB7ejJfsPtzcs87pZnouSXqSfejvvrsNzODV+Gljw4N7582I4peSGpeRFqLH3nRvj1sbhB6tld80SLTazGJQ9PaFe2mY1oXOLX6ovJ333Rs61AjxlO46F71m2zFF20Gpi1aZUo1FjXIygPy5y+MCRuLJPHFx5pM9ygDngw2WshGjX26EU9xlk58ObVno2AM0OI4V+mhHOCOii+K5tGGorC2PeKL+pAMBPLO91QuYbM3bWmI9lizfkPwZo0aeP06fA5y8aVc2dIFjNaZxJcVazakNjXpxBcX02UMk8e1NpZPbSkkmk58kcfZOyPmpQpTy0ChlIJqSWJXVHxRZOWBscgXn0c0L8qrWl5rLr7IiOfGSh1f79Ht53YKxhblk5+5ZHWIIJNYouZjSmHP0YuFy4stqemcHRtXC3n9k5rfU6baUvpdkviSFE3pm3wZP2UEVQsRlJ9MzjrVoQt6SsHj/cYLz+dKfJGo0aVx9SC+aF10Vf8RqRpIcU7x+j56d2QwcvFFTgHx5uKLxrq/vDk+FDpXcyOe3gOlS8qrVL6AWBA3XrkzwI7et4sv0eN4vRaJL19PXJS2AHMm8UUbZ3m5SnxR2jHVapCxW/NSpjk3qS+mE190bYqW9VS5mSJfmtSqFCKmta5UBLe8SAtreoeuPapVWKPFxRetORSBIH6a007p2TAlvsjg2e+g/BRARRFf9O4rUk/ii6cuyaX4Igbyhveai+nEF0XfiWu8RcUXpbdRzRdP76TvenosjS3TF68J66qo+PLOyHmpYu5+7CSjW7rnkq52WZL4ovdQXtxKIam6ikniS3QNlUl8kYFQUfsa29eu23nii1LzlSpdKoyJEl9Uo0GpCN1QKi7pxBddmwyV6dKORfdceg7/2FKwXGmWT9u30XaJLzK8ly5VKrzT2g8qXdjNP4qIL+1qhzHMayPq+pPEFznptahdOQgHi1auTUW+uCFRY4hqEUUjmnUsiZzKXqDxNiq+yKtdjnpqcuaKiy9JY6bXTIj3Pa2ZlE7s0Ha1QySPr79lqFZ0tPjJOUN7VUVj16teMYiQ8bWvHzebtGOqUeqODPJa3xQRX5IcqiS+nNqzYahdKkeoMqUtGOzFRE5Qlx/WPCW+PHVFT3vsi+kFCp/r2vSuvjR4djAmx53Uokx8zr70kOYFxJdo1IN/X45JWhcqsml7xBdFnPVskRf2NYrQWLRifRCZNO4n1aRSXVdFW7v4sn/rWsHZSmOo7z3lxCdO0Zat+CL7h0QnF19+9vKEMH/vTPHFnRK1/5MArLFbY6qYqo8r8kWpJDW+yYlU0UtyBlTERbSp3w2btjSktNY+O0l8kTCl6HOtkbVecwfZuPii1HVKsXXiHd+GiDXPhhIVX5LW+nHxRXskCdsSX6I1qfy604kvijQ1KxWEgXga78LmdP39Fy+OCbWI4+LLiXd+G6LR1eLiS7z+p/qziy+KKhwza3mi+OJ1HuPXGRdf9G+lTtd+ReOgMrz0blXT7s8gvmiMUISn9vheS+r4rvXC3iXa5DyjsTLa7vxoUhC23Ylaf3ObmcafGYtXh0hlF188Sm577ANJz0RC4M3PjiqQdSD+PReU9Ln6lpySaXsvAdmr//rPe+2XP7022LOLq7ndvOM+7VK28Z15btnhP/rkC2vUsH7KNr8zz7czjl3ixRdFvdx538N24zWXWfNmTWzN2rV2x30PW7fOHUP0ix5y40YNUpEwcTHGN18ymLWonS++yBtBi15vngu5TrXyIdTUN2Xuxa9UI77g99/I61OTt4wX42avDJ4yz17dK+RNVtOE5J5jmcSXqBFVBnyFYGqhr1oPhTX35Nf3ZNSWIVXiizYDWnxoc+th3vKyWbtxY8iB6TUc9LtsxRdfGOk30ZovmqAlvmjRqHZqr4YFar5oQpeBMu4xFBVfPO2YvN1USFBGG6WPEMto2jE9O23aJdgkiS/63S3PjgrXoU20BCh5aiYtkpytjAfy9NP5tIiV17eaLxwkXuVVLp8qJhcXXxR2rvzP7t3gv/N/u0FZx/Sir9oklipVKnhpqnnaOS3uJb5okSPj+JNfTQ/hthJfFHnTpfFW8UXGyrJlShcQX5Jyi381cXFIt5BJfPGaL76oSRJftKFR6LFyyytlx6nd89OOudecb+y6N6u+Td/1lAy6f20WlJZDYebex1188TzVSi1x2t35+cdVV+XdEXODx5t7Z8pb5ecvjQnvXyYBwEUfedYpPYcX/tyexZU2fEoX5Tn1JaTIuKWxJNpcCFQan3b1q6bEF70HWhCnK1Yef9e1GZiyYGWIdokaZL+ZtNj+30tjwzvsOcCjOZ6zFV+85kfRxJdvQ6oQbRZ1/1oUn9qz6ClH0o1rni/aDdse+ZIpZ64fS0YrvTMaVwprXjRcY4PGeKVlUQoIGVrizdPWRMUXN9YrzYHyIOt9lrAtw4x7nMr7/ZNxC4PQWj+vYhAfNCap5ovEl2itCxdf/D497ZgM+CH//pYaSunEl46NqoZNhBjIEKCNpRcSTSe+qOi1NjYu2HptKN1/Em9FYV3yyLCAJ95n9Jmn3NK82KJ2RWtep3Kq5ovmDtVzcacGXd9d53VOiS/TF60KYqXXfLn88OZ2bp/CU9t5vQptmpKamO/TKL2RyMWXqHd40nEkvpy9X5NQbFgpPtSS8n17eotoHarXhswJ6SuzTXWoPjVi2jK7v9/Wmi8+PsvApjF0e5tHvqg2RbcmecFw7rWoJGJLyN9mHNpS6N0/17ujMX/olCVWqUKZVD2i6O+UDuacfw8yGX7/9la+8UatZ/O8EO2qqFmNx4WJL+4MkFSDqCgMXHyJ8tN78eGoecHYqHSjXustftxM4ovmvE8nLLAKZUoHz1CtS3TPGgs05yYVvU533UlRUzIefPP9ouDF67UF9I4r7ZjGeW8yFCntmOZnRUyrHplSXclDP95ktFW6FRcHj7td4kvLsEaT+CLDmzsMyNFA4osiuyUgnNGrUUp8kcFT6YoyiS+/f2N8SCsbjXzR+CAjdlx88dSx8evNZq7WulBRIIoEUIFyGS295qKP34pEV50EjT1KzSjHiCTxxVMGPvvtTHtp4Cy78ICmqXvWtcko9tBF3cJ4rvFD9+bii1JIvT9qXnj+0eZCUDZ9Vs/3pJ4Nt0kj6nNC9BhKN/r2sDl20BYBUffjkS9eqyxqUIuKL/FUaG5w19guESBTzRftdeT1rXSMWnvovrNtMk4qRd2Y2cvshG4NQsS7onYyiS+edkzXtnr9prTiS3TPFd0bKTL0zN6NC6Qd8+stLO2Y1gSq/aCxXWvbcXNW2v8c2zpV88XrgkbFF6WGOr5LvkOQzzFekyBe88XrDPj1aD6O1iLSc5LxUEZlX+/JSe+zCQuDQVctSXxJGjO9ZkL8WSlK4r2Rc+20no1CxKmvvz3Nljvw6RnNXLLWNm7aFJwr0tXJyiS+aK0iVko3qlolajKcKkuf13xJJ75IjFeNFDmJyPFM6dskvsiofdURLVNpx7SP7h+iErcWPtd5tA5RDc5sxBeNJZcfmi++VChXOjiMad7U/jnaJL4ohbTSvF70yNBUXTv/TlLki+odKZpRnu6KKJLziK5JfUzvsOb7byYuThRftN8ZM3NZcF5TemDVW9W+VUZ2pWhSlF5S7YhsxBc5B2ptqtRn2tM+fGEn+8Wr2ye+SERUxHE2kS8utqi2mwRg3yfrnZHBXWP18BnLQlo+jz6K1tVz1vd8PDk4Eai2rdYcHrEfjXyRMPX2iDkhaleOTe4gq9orvj/U8WQHqFKhdBCDNNd5NhRFN8qBVS0pIjcuvigafs2GTRnFF+1r/3RafmphNdmj5MCkzBZe9zPb8dW/p8wMWmvFxRdFFqmfqWn+eGXQrDAvqsWzIKg/q4aYIhMlvmg/rcgX1VfyqDv9TuNu6/qV7c5zt2ZTCe/bsLmhP3omCNlODu9QJ8xtHr0m8UWR4Y/EIl9ufHakNalRKaSPVJYP1RVz8SWastDv1+twRjnJaeL1oQVrvkTFF6VQVKpLF180d7qQWVTeSd/3dadshLIFJDWt918amN+flFYxXZR+Lq5nTztGNKNR/Nr3RKO+BJDb737QLv3JNVooNgAAIABJREFUOcGWHbdV+z1Gvzdm/HeprE7+96OPOCRRQEniFRV54uffWf0hfl9xG/7OOm+uj1vixRcBlcAyYNBQ+/WtNwS+jzzxnN1y/RVWsWKFAkKM/hZ/0C6+qB5Iqzr54osM19ENg0e+aNLX4sM3ZZ7OJUl88cgXGS+0KJZo8vw1W9OOadHuua7j4ouiVJR7XZvEqBFVBj7lml26Zn2BtGDpOlV0gyEjotLBSHyRl6QWZ1o4ehi7VHUZ5rRw8EWJjput+KLN1slb6tnomNcf3TpsmCS+KBrFJ/C4+KIJfeT0ZSGHdrQVEF9OaR8Ml0pxoYVINPIlaqyW95MMpenEF48u0Hm0iVY0jgysmdKWKO/9qnUbrG29qvbR2Pn2wtUFxRfda83K5VMF8dJFvsTFF8/xnCS+yFO+dKnNIVWRPNUVXaLmz2jUTIkvdezpryW+5Ee+aEOinMuedkze3Oqr0ciXJPFFxhYtdLKJfEkKu/XIF0+jdvNzo6x+BvHF35nos/aNqYsvq9dtsgUr14ZUSWrpIl+UOq5S2TJhAa+Nk5oWwxJffvHSmGDwjb/L0fO6+CIvt5cHzQoLObVsDDrxd07iSzTNTmHii9L4qI6EG6yVMkPHKIr4ovFBG1xtZkdMz68D4c8zKtpuj/gig43GgqKJLwPs+K71bd+WNU3p57JND5XtpJgu8kW1sBrVKFiDJH5MGa2O6FA3K8+hqPji+aXT1dOIpq7zyBf1P4naei6DpyyxvErlUpEv7nHqYoYiO1RLSVEdHvkij69oeqBMkS+qH+HvSTrxxb2xXXxR6ghFr6ilE186Nq4eNlXaWMpwEBVfXGiNMvZr1Ge69kPaFSyg6QWbNS/K+1w1cDzyJS6+yCv/7gu6FBBf5NHpkS/xNCjp+k824otSJC5bs95+fny7YJhV03x+5wcTQ3F0GZqjAn/SuVx8+W7OypQ3bVI0pW/yf35CWzu2U91wKIkvmoOyHXOi4ov3PS88v6MihIsvWvtovSDDuUS7654akUrDF79/jcG9W9RIfax3R8Y6GTmqViybmObKI1801v3f21vFF81f2pBqzHlpUOHiixsmd/S+fRMcPY6LLx75ovk6qRUmvqjWhrzWZeyXIU2R0jLGKfIlU8Rt/Fzed6LjsYwH//1uYTAkeapcveMdGlVPrPmiIvKaZzQ3qYbdjQkRXzIyycHFjT0eBag1WjzyRed8e/jsIL7IwHnmvo1TQoTEmCt+KBZd1MgXpWjct+W24ove5bhoke1crXXh1Ue2DOlL9L7LeF27ajl78ZreqeixlPiyRWBXqiA5KMWb89eaJES+xFKseKF6CRnyhpZxKyq+qEBwvHaN0vm4U09hc6Ge74k9Gpo8tKMtKfJFDilyTFH9rYGTl4R9SzztWDRKMVPki4sv2jtonrvt/Yn2TlLNlxHzAmeJzxoXCyu+vg3fN/IL1St9l8SXsTOXhzVNNpEvura1GzenFV+ie67o3khz9bn7NdnuyBddr/qm1rZKaXdr39apGqCeBSAqvkSjsV188bQ46SJfnJMcemQMTP27VkU7sHWtII5GI18+Gb8gVfw9SXx57up9rV618gXwu/Ey/kzi4ks88sUd+LRvVF9X2j5FwslBIKllEl8UQaEI4Wjki6d89LRjacWXHg2C8C/DsgzTqnsiJhp75Qjkacc0lqv+pDJWRFtRxBcZjbW+1R7ao5KSak2IicRKpXndnsgXRbh4dEFKfNmvscnJKinyRfudsbOWh7Tl2jN75EtUfJFAoUigaMtGfNE4pbXpZYc0D5Ev2yO+KBWsnBL0Pl93VHZpx3ReORjISVI1STR2L1yxPohyOpbEF9XP0PgmJ1LZEuJCge5VaaYkOKxYk158kTClMVMi/NJVG1IOsvHIF+05qlcqE/ab0XcyKr4kRZfFxReJu8pkkinyRVGH0TTzskdpDV2hbJkQnZGNI278PZSTpKKF4uJLdJ7Ve//a4FmhFpqa5kilo/W1gfrzYe3rhHpieZXL2vdzFVG7bdoxrfmValhZGgq8b1vEF4/a9UgazW0aBzWO7Ne6VrCdSWiTbcMdFbTnVyYR7dndwTKT+OKpoKPn3yq+1Eylbo6KL3q/1MdcfDlsn9ohCrMo6WIzzee+7vRMCUnf9egc/U19K13q6sLWDXv73yUsDB81pkBJiT3tnnUPM2fNSQkn8SxOfj8SL9796NNwr598/lWB+/bgA33Xy2skfaa/6/j3P/qkXXXJhSErlJqOPXDIiJ0a/RJ/Vogve1pPjVxvUNKeftGWr1wV6r54zRfvdH2PPjwVwhV/0GNmLLXrnhltt53ZIYgOp9832K48rJmd3H1r5MtNz422CXNXhUleizp5bqrJS+cfZ3awj8cttH+8P6kAwUrlS5uMyP84q2PIr/zQ59Psycu629n35xdEV3vnxt42a8lau6x/fjoVb71b5IVzaPPWsk4lm7wgvxDxAz/pEgqXa1Fw+9n59TAytfdGLwgFxNUkEvz51PZ2yj2D7RfHt7aFK9fbQ59pEVQ53NvJPeqH0O43h8+zpjUrhnOpaWGg3xTWnr2ih5374NDU13TcO87pZFc9OdI6Nqwa8ohq835Kjwb2i5fzc/Kq/ebEtiGS46WYx9BlhzQNhhgVFvx/J7QJqSLeGD4vLGT/dvo+IdRX5/vzae2tR9P8geP0fw+2Dg2q2ZBpSwNbb8ffmV/r4E+ntrNfv5q/ufv1j9uG6Ir7P50ankvtKskew39467vwHNvUq2Qfj11k917Qyd4aPi/U/nn8v9MDPxXp/d2W3PbXPj0q9bx0np8d18r+/t6kwFNclXf3vk+m2r0XdLaWtSuF+370y+nhmmpUKhu8yiqVK21ly5QK3qkbN24O3nRqJ3XP95bTRu6w9rVDiqyjO9SxV4fOteuPbhk4XPJYflHKKw5tFhaQev6vXtvLTr13cCgq/8CFBb1Pvp64xP741nf28jW9wnnjTezO6t3AXhg4xw5vX9s+Hb+wANvR2my+ODZ1f7e+NDYskE7rXt+ufWaMXXRQUztr3wbW/6sZ9vzA2da5cVX7+xlbvXh0Pt3fLc+PCfe/f6satmbDZpu/Yq3dtuV7LwyaE1g/f1VPq1ahTEh7oGf/+1PaWeVyZcL51f/k7XbW/UNC//j9mxPCc7vq8OZ2UrfktGMSRW98bozdfV4ne+MHD9EPxywMtx/tO4X1+1Q/fn1CSOXyqxPahI9++cp4a5hX3m6IFVn3vnjTMS3DBuSap/IjsfQe/OHN7wr050znvuPDyTbxByPS3ed2CmPLyJnL7a5zO9l/v19sf377+zCW+ebs3P0a2oX75xtr/HlnuseLHh1uvVvm2dsj5tuvftzGDvIUUqVLhUKl4+YsD4LCN5OWhGNqjLr3/M529gND7Kh96liPFnn229cm2KWHNLXTcxj58vKQOfbIF9NTffXix4fb3KXr7OF+XQsVXy58WAVLa9pVWaQd0zO6/LBmYXz0lAfpxggZwG94dozdf2EX27BxU5hL1L/Vzx/8bJoNnb4s5Pxes25TKJCu4yg6Qu+37uWw9rXslB4N7ebnRocx5N1Rc0M//vUJbVOPf/LC1XbtU6Ps0Yu7WYPq5e2riUvsT299Z4e2rWULVq4Lc5DaqjXrrFKFciFqTs35KGpP/eSCh4eFMV6ibP9L8g0jz347OwgwPh7ps36PDg99U32pQV55e/SibjZo6lL7zWv5Y2cSb7/G0PdPaGOHtKlZoPtKfD/voaGmeVEe+HJ0+PL7xeEd1Xut+9dc6O2e8zoFlhpztMG87qgWdtOz+WnPOjWqalUqlEmNuenek1PvHWTXHtkijJFJ7YZnR4cUZ5pn7jm/U0h5oKb5/L5Ppti/zulkVz4x0v54ajvrFUlvGD/WeQ8ODSmXZNTV+Kj23JU9QsH4aJNXttYXNxzd0o7rlH9Nmm///enUrMecBz6bZqNn5b/r389bZboHrVVeHzbX+l/azepWLWhQS8cm6XO991p39O1S17o3y7O/vv19WBdpfL3miOZh3oo3jcG9m+elPta7c8H+jYMnqiK+ov3YvzR/xTrr98hw+8Mp7UzjmFKk+HPVfKK5WcVY8yqWC+OPN60lpi3aang8pmPtMGY/dnE3k4Fme9uIGf+fvbcOlLQ8sv+fcXe54+4uMLgmhACB4DJYMkhIIAmEyJJslhBnNwnBNRA8uAzu7uPu7nrHlfnxqb6nb/Vz37e75w7ZzfeXqX9gbne/+kjVOVWn1ptP8vcRA7OAJPMCcA75PEgT+UPxObbv2GmVEjVr5L5rpJMAht6budp6PpGggV9yzTe7h893VQnXPDs9cYyk3cPGbTvDabeOtmdzYNcM2cX7YA4BMl5xVJfA82Cdg9RnnZc9cNGgcNUTU62PCT4ge1O7JrXCpQlVgH9+ZY5V0/FuMN7ndw/vaFnUrB3IujAnsB8f3SVAJkxctMGOTWNy/CkMwHPEIe3DtS/MSh3bf3hhZvh4Tml4+tKhWT+zZrWqAf+X/gZ3vDPfjvX0ZUPD6beNMd8vtmL2avxCMuLJ7Kenz9LSbQYWPXzRYGs8//2HJtlYxUcFSMXq16qWHZf+nHr++CRPjFps2el3vZPx3zDI+jvO62/zkvnJ9QEcfvuecaZLD7gTG8/uvguSger4u6zhR/drnt3P9bn2BP/9M/ZtbdWVQzo0DGMWrrO98pDuTcJVx3YLWq/xVw4qW6t1zRzDxwD8Wz4XscOOnbvCja/jV2YSkby9OGmlPecnvjs0sC5SMZrmf1X4MXLAL8y0hKOZKzaGY/qVhEmL14VP55Ra5Tl7GHbD63PtOerdU/XzhxdmhZ8d09WIIcVi+lxrLL/V33xs1LNVPQNtmZOxXXho+3ByWeUO44j9yhvjpUrYFbbu2GX7EusX80LXsF+XRuHq43uEKUs3hisfyexffv1Hmo75xH6Hz4bfSoNrYjLsa32ah1fKqin5N/MK8lrGv1EaYA2bsyLzG/Zn9qEHPsoktBHb4Hfc+c4C62mCyZfw9/K39+aHJ0blNqrmc8DQVyYvD8cPLLFnobFw1rDW5j90b1nPfBvGDDHVzl0htG1cy3zCJPPXEX/es6RumLZsUzbW4HP8c4x5immt87899dZRtm9dcHAHW8vxoaguZg4SVwBa4jNhXNejny0Ob08rrw7k7498Z4jFZ+/NWJV67Xzv+Qkrws1vzLUYS2sUfz+6b/Pwclm1jq4NNQ0D188fEL5z/4SwwO1ffCcpHgIPwBc6ZWhJ+GROqfWHQx4aST3255OHtDISgcz82Ih3iGuWrtsSZizbZGspfhxr6MsTV5qvwXF5Tt6ufHRyVuou8aWVjb2qVUP41oHtw7Uvzgp3nNs3XPXkdMMSFO+n/VZ/l7/JfMYXx7fo1rKu+TO3vT0vPDs2Vy6K32nMs0ae97dx5k+TIHDDWX3C/R8uCk3q1gjjF62zdZ1n8+TopeHqL3zp/TqX+yUcB9+J50ZSHtcMhnDrOf2sWg6/DDt1aKvw6pRMtSqkx5PfyyQpXffq7Gx8yL/vPH+A7RHEoSWNatrailGBwRjC7r9wYGhWL9cvYX17d8aa7GMiRtr5ebD4luPcE/WWs/148/bw62+W984Dj0LGlHidypc4ni70Dvj8x49NMRyBccGeK/vmTaPCdi6obN4/O26p4U0Ye2TPkvpZ34DxfHD3JuH9GWvMHwevIrZAoYPYSVa3ZtXQtnGdcP1ZuZiV5pHiBY7HWMd/JBZmLaf3JPvJbecOsD0Uwhg/7cePTg5tmtSxWAof/7j+LQxHAU85snez8MaUjB8u++tZfUKPSHYM/4l3xRy5puz5al/gGLOWb7LxIYzugK6Nza+Kn1kxzzvpO/I78bHZO5IM/IZrsrE1sGX43uEdQ+1ala9ur+y1/qv/Lol8kbSVjd0G9S05n4oSkRqLl2T2Ol/9kUQMKJmf79Li4pADhoUXXn3TfssxS0paWJL/2HGZ/clXnuTrN+6faRJWzedxmwz9TWpOSfcdqz+lVdAkvdMkQqYy7z7uw65nElffHH7ogWFtaWn22fn3IQk2/uYrmXTP9erUCe9/9FnO867MtVb2N//2lS+8ZE0O2DtNrKOOPDQcceiBBStfxs9fGy7/x2QLSnECzrh9TPj2we3CSY58ufKxKebI4MTRBIysC4wg90+n9gpvTlsdrns1Q3LIRL784eSeYd7qLQa03TtiQBh+Z0aaBXv2sqFhcenWcMn9GQBWBoi+YuO2sPCL3wGYy2G7eXjf8PcPFobVG7eF64ogX3Dab3ojEwz3alXPyIdTbx0TfnJ0FwPt7nlvYejaok6YtWKzbV6Udr8wYYVlAN9+bsZxxnHkN4VMjpG+x3G5xksfmmTVO1u27TTJrG8OahV+8dS07OH+45iuYfqyDeHJ0blO/7cPamcBBVrC+s7IcSvMMeBddWxWO5xz1zhzSga1b2DHO+OOMYFAauz89fZsZSeUkUdXn9A9XPNsxgHnmKs3bTeA9G/nDzDd2CT79XMzw9btO0O3knrhtcmrwu9O7hF+8NDkcOLgkvD0mGX2/ACif3VCBiwlgJ27qhwguuKozjY2bjkbiazaBmjf/s58c0Qy5MuycF9Zk0s0agkY0NWtUS2Y5A/n5v1gxw5oEarsgqzYYI0Unxi9JBzZs1kYOX65ASRDOjYMF92bAUZGHNzOyn15/w9fPCicdcdYA6hvOyc3IPpw9loLXB/5zuBE8oVnd+rQErvOg7s1MbDHP9vJSzaE/3hiWrjxrD7mzP7Hk9MMIIZ8uewfU8J5B7Sz3+MkPzZqqTkZzAlv05ZuDD95fKoBI2RR846Xr9sarj21l31Nz+ihiwaZw1u6ZUc4965x4Zff6GZSX1c9MS3cd8GAUL1qVZtfjI9fj5xuATEkXlrwT2D2o0enhL+c3tueIUAF5u+v0LjX59eMnGHkC+MK+8+np4eShrXC94/MzTDTWATM7N2qXvh+GaDM7/744qyc8Zzv3De8Pi/MXL7Bgpa/vbcgUA3FfHt/1loLjAC3Z5eRtqcNbRXOPSAj0wRh8vsXZuW9xwvuHW+9dAgkuS6BfWS9QfTwvhjzH8/JAHzISHEdw+8aGw7t0dSA6t88NzP77ot5hrxTAom+rdMbm0My3vP+wqBxwHWuWL893HZuv9CmrGoh7Vzfvmd82K9r43BJpHWd9H3eEfPn7vcW2lheum5buPtbAxIlnTSGGP+ADtpL+retb2AHoFej2vR8yczje741IFzywIRAdeNb01bbnAI8Z/wznl+cuMJkV35xXLlc3dzVm23NufP8/qGkQc2gOctvl2/YZnsQtmXrjlCrZkayENPz0fv51j3jDUAFmLjn25kstEc+Wxoe/GhRuGF4n9CpaUbmcMS9442IIPBv3qBGuPv8AWHU/HXZtZOABHDFm66Rv7G/APJ5I9jlHbAvcg+dW9Sz7E3ALN4nwaAnX/56Zh97lof2aGKZZxaoP54h7ZG/IIB+6MJBeYfWabeNNvL1K71yq3D0oysemRxq16hmgNl1Z/YJXctkHtnPb397XvjvU3uFyx6abO+FAC3NAASQ25u3alN4e3oG0GE/xF/wRpCPf8FafUy/DPny3IQVtgcVu+YwpgDCmesaexzrxYkrc/YxAAgIFNaBYk3jBZk2JMBYR1hL2a8vPqyDXWds/3V8t7CPI1+YO2fu29r2bgDuq8rWQ/87AKQL750Qrj6+W7j+tbmWcIAByBDwsuaMHLfM9gOtp3yOL+HBqyN6NbM1W/Oi2PuMvzdh0Qa7x7vO758lX5gXr09eYcAma2a8b+oYEK67IDTZsJ0h+Xnnu/NNsgxAAgB07IL1Nq937Qq2Bj9w4cAKBF3aPWzYutP2tquO7RoO6JIhX257e354Z8bqsGHLznDZkR0NqGWOoW2utZnv/X3EgPCLp6bb+vWbb/awvQkf79IjKva/uu61ueZf8j2M93nRoe1NUgTQ/ez92tp7wH741U4GfjB/AMBO27d1doyQqHTBwe3D/7w8O3VsX/vSrPDp3NLw+CVDcvxM9hsybO96N0NqPP7dwXbv23bgoeYan3nwKOn54RcCGJK4BHDHnlG/djVbPyBfrnhkiv2b54jVrF4l1KtZPazZlPHzven545Pgf52+T2vbk2TsF5AvrC2s98zrZeu3mV+WBM7yO57V38vW40JjmDWc9Uz7ub6vPcH//uQhJQFigmpwmiFz3wd1axx+9vWuQev1T77eJUuU65o5RuwrAkTib1/5tc5GjkBOP3bJkAqX+/LkVfacH7l4sAGlpw9rE77RP1PlV4wxJuDYZpeRLzQNHz1/XdbH4Bg3vznPfBO9e8Dla1+aHfC1McViWlPlc/OZ/uZjI9ads4a1Cb99rqKsInHISYMziXin3z6mQvUVY4XdFl9TiWzy+fnNsM6Nwn8e1y1MXroh/MfjmbhHc5X/x+f53oOTsvvPb5+faaQfazv2ld40TC8HEiH0eRcyEr9IdJiwaF027sAfomqVNQxj7WG/x595emwmzrr9vH6hdcPcPZxxjI8V29n7t7XG1kil8Szkf+NX4tPjXxDzsKawdjBL8X2JV71xr/inVB48kwCy893uJXUt1mbff2d6BqTGP8fw1THWnXhPZ45Dbn77wHYWj9SoXsVko5iDzO3vH9nJ4hwbH2f0NhJKx9c1sh6zj1JNiD+bZi9MXGkkM8A5cb3s8J5Nzafz1rFpnbB1x05bE7730CSL6b2RwPnHKB665IGJ5gudOKgkfDJ3rb1f1nMIeObw8QNahrEL11UgcjguazVjB0ltCEz2ZojZRy8ZHF6fvMpiT2LXEQe1CzNXbA4Na1ezPe+nj0/NJvml3Te+IP2NiOkgF28d3jv84pnMeOW9/bksCSj1wTl/E78En4J3JawAIuu58RXJacavJYue39/WUa3VJB0h/0hiA+sEfrricvbZ/TqXV+RyTfhOo+aXWuUhxwNbYYzKL+M7/B6fgnldummnrTHY9a/PzZmHNw3vY0mXrIlgB7wXzK/x+PpU6XhjfXt/ZnliBM8SAwMggeTOsqRX/Yb9GKIJX0nGOt26UW2TPVu4ZqvF06y1Zx/QLhzdJ9nXjd8JvjRxXBz3Kz7l+/hxz01Ynt0XIVioWP9tWWIG4/mgro1tfEEEQSSzF5OE4ecF5AvrwfVn5pIvYE34MIoX7HhdGgfWm989P8uSLegDePf7C8ItZ/czn5FnDV7zs8enhlaNa9u7+s6hHcJxA1oYNgaOdETPpobJeWOssD5749xcw9CODcPVx2fwG+0Lh/VoaoQyfp8wOtZyYqJifI58c0Cfye/ExyZeTLK/vj43SyQd0795+O5hHUP9uvlVHoo5d2W/Q2Xj0nUVe+FV9njF/q5Vw1qW1JtmMQnhq0Nq16plFR1Yzx7dcjBhkQSXXXy+JegXQ760bNm8QlVJ86ZNs9Uib7/7Ydhv2BCrSnn1jXdy+o37Fhj+XtJIj5g4iaXB0ip+/N8f+MeTdir1Oc/3zNNIoGLfk77HM+jUsb2RXcU8Y986hGNw3zfdcW+WMPNVQSJw/rf74sTP4N+efIknGQ/Is4XF9nxBi7t3q/omOxbLmqjnC2WXAFciX3q2qm9SP/l6viCRNX/VZtO2pGeFer5wnUiNqKTRv1gaGJLdREk65dv8F5PG6Yr1W/M2BNSxfGk91/rX4f1Mdgytbu6BZnVoVM9avjGcMLjEtIvRwPQa1MXKjqGXjiSCTH1jKCUli5pqBkD104e1zen5gt4nus7JsmNrLes0/g7PFHkHSpC9TBPvjiobCJukni+SduIaaXpMOe2Nr81O7GGg+7iK3iHbd4berRtYE7frhvcLF9491vQ3n/xsiV0HwTPXYQvcPWNzysEpkf/vF2bYu+O7kpmRBqkktfgtWdjIqmFIWHUrqRs2btmZPR5l7Ti/VAqhRU8TRnq+IA9FWf3+XZuEs2/PZPB854hOdjxkx6SV27Zp7XD/hbkBM3raSKslNYjmOMiOqJT74O5NTUveP9sJC9eHHz40Idz57YGha4t6gfJ1MtshX5J6vvRv36CC9qskGcisOah7UwNZlq3bki1TTuv5gmRGg1rV7fyMPxogUgbO+Pj545MtUM7XnBsSiz4SyAs9PWpJtsFnsRJAfs4yTgDcaGiMIe3CPPrJMeVOs54n/0UeADk+GrRjvzyhR/jNs9NNlgbN+0JGGTyyAowrpIjGzV8Xbj9/oOlYo8cMAEdVBuY1novp+XLmbZ/ZNTDepcer6+FcyBpAvnwwMxMcS6YQ2cHDezUz2bGrn5pqmsHo9xZjZJn/+aVZeRuPq+eL5HokkyTJu3znOe2WT8OB3ZqGK76W24Mn6TeMecYN66P0ptP6ymSl60YMskwtdMnVxBiZg09mrwlN69cwkoGMxIcuGRpG/G2MXQvvChmYU/ZpE77/QEZ27NkxS61ZrNd4lj5/3POFMvila7dmtdVj2TE9H/Vt4RlAvkCiIbmDSXaMpraq/OD90/wXqTHWNuQTvOyYJBT9s6PKirUPY39BTs2b+nxQBcAzZX94d/pqW1vZF9lj0TmXIVmCDA5654sgn47qavJXGL3XCKCRusxnSCiwLh5Tpq8ff5fjA9JMWrTBerNJd5n9nP36pnP62/yk5xgZeWl28k2fWMPmeSs2Z6VM6LMRV1Oq54vvhYTGPHtQsWvOja/PNhlK5rrGHveH/AJScgpQvnnDx+GiwztbJqY3rbVJfc5470gtoZm9X5em4ZpnppnkGmsZjT6Ri4nNyxbxGXOH6ogx89eGJvVqJvZ8kQwTv/3zizOyshaq1mPNeWr04oI9X77ap7mB/8XM/3zjRPIPXr6QeUGfg8N6NA/vzlhl50iyfLJjrB/8FkCCBu7IfCDJBzmKBE4+udP4XCRlsL76sYhsBvdPg1xJb+CDoaevtZnjMBaveGiCVadY37t/TLREkB/VBsTiAAAgAElEQVQdnbs38d0/PD/dsqslZcj7RBpl6pL1JpeGlJX2LHyblyZker7gGyMxxVjGIM4Y5+xFaTId9Hyhd8GLV+yfI28LQQLQI3lf5HlPuumTCnJdnCfNb/HPDx17/CGauJOQAliItOvIHw7LziElvvA7ejiQSAHoFZskFfFJHvxwoQFe6q3BdyGG/3HJPrZ2IXnEvF5SutX8MjVPj49J3y9kLYsx1vCj+7a0GMVbUs8X5CzfnbbK+udQicbcZs+gn5j2FMnVcSwvO8b4QCpJJqkpvo9d9/LMxL3aKrvfmGOSZMiODd+/vfUJKdYYE9u2f27kyzcGtTL5Qvx5ntHPj+9pzd3/8vKsQP9HjSv1fEHKlbml/ptaU+Vzcw36m4+NWHdGHNoxseeL9x+TpO8YKxj7kSSi8fnwzzA1c5Y8L39Lkh2TLA49X4jNWNuxuFpKctZ6nozbr/RpbrKzqnRmf35l4vLwUFnlS5LsWNKa6fsL+Pcl2bETBrcOZ+zbJtvzZfh+bU0SmAp9YlzAY8lLI++HXGnSGGVcqo9BPC6IU7l39n0IJAz/HIJLsqNJsmPEfqwZ5x7YPrwycZklsFEpgs+Fz/Ef3+ie7fmCzA8yw3HPlye/P8x6WBXT8wX/IN4TJUvk74mYj32fvTmp50tSPKSeL8hMfzBrdTisRzNbJ9kDwAWQBR0zrzSLC/jzsVbPWLY+LF67xUgYer2+N321yUpTLcb6rMbd+FwkWVAVWIzsGBUo5PVcfFgnW9dvO6dP+M+nZ5jspaRtC83z+z5YEP7+3gKLGS4/qqtJRgsrwLeJe+ZwPHxQ1uz7LhwSzrtrtK3hJN8gFf/AB/Ntb6V5OfuF4nJ+h/Q2fYBk+OPIuNHTjGsGW2GuyC/jezybVyctt/WfikWtF3HPF+LdZvVrWe9RyaDxe9+jCV8f0Ngb6xvSVTLmFs/07nfm5+Au+pz9mH3oD6eWExes0y0b1bLknnmrN1s8zVp73kEdiu6vJUwrlhtXT1LOT0+np0cvsYpQjHlE7xZklTHG86E9mpnEKRWAkKuSHfM9X8AyeA5x3zyty+pXd/5dY8IhPZraeGQdJH5H9vX2t+eGe0YMNtkx7a+GMzSqbdib/GnJjhF7xJKCyOdCdHpL6vnC/vWXl2ba+oPPQ29MYXSs5Ujaf9myY/lifuT9tA7iP8Q9ZAvNty/7cyq07nu/nHD+so+fdrzzDmpvKippFpMQ/NsTH/pdksSVx4uLIV/OH35qqpKSzhNXn/D3JKzaX9ezL7wSLvr22QGyKD6O1JviY6SRL/57kC+e9PHVJ0m9cXge+w4ZkL3HPX3H8bMoRnYsrvjxRRYffjLqX0Ji7t+efIlZNV/5csxRR1RoWhS/VOmmswD2bdPAyBc2RK+prI2KgBLyRTIZAJxoQiaSLzWq2aYOKM/ivTvkCw7RyjLyBcBcoBQAGT1flqzdYk5DIfMBBiQLYBLkCwEUzQgBB3AOkUVjYefeIF8At+htgkODnunpt3xW6FQBvfQzbi3/np4N5EuXlvWMeMHpoTGxmt5zUBrSz1y2sdLki9ec5931alU/jJmfTL4A9tDoVucloMQZJTCHAIKQiY3mjVt37jQ5M7Jxbzi7X7jonnHm5PCscOBwDgE1sELki8A2wEVIqQc+WpjVZsZJQdvdOzpkY6rBJo4dwCm60gf3aBYe+bicfMHphrgQ+UJT6oa1axj5Ashzyk2fhiTy5Z0vZHLQZS+GfIHcMbDkR/ubc4qJfBF4iVPUqmHtcOqQypAv1U0CY9vOXWFJ6ZZw8zmZ7Pws+fKDYYFgUw0/0V+HBIB8QTO9bq2qRm4CfvOecd7yNecW+YJj9uyYcvKlMs4V5AvzR6A5gCVl5D89plw+inuRc4sMwuCOjbJAFnMS0MA3wM036QjuJy1ab+sAQfPouaVGyGotEqnKMQiSBdYUS77Q84EGnZBCR/Qql23iXJMXAbYlky84z8M6N7ExBVBHv5l8RsDVqXk9c97ps6E+WEm/2VPyhWqTJMAxPhfv6OLDO1oDR5x9QKs0gFdjiLWZLPhL7h2fJdAI9j6es8ZAeJEvECgX3F1OvhCwnzKkjQWhIl8IxrzGc0y+aM7yW/YGaaKnkS8KMkW+EO09cWl+8qVdkzom0QAQ+vT3hxUkX7SP8iw9oKdnSybnOXeMsgCuxRcAJeu0yBfI4UshX5yWvRq9J5EvBNuAXfQVyGeAZZd+pUs4LiIg9BuCWNZTSEwAHq4JM/Ll5VnhpnMz5EtMQMbnhHw5aWibMH9lOfny6Pf2MbDbm4J8QBuCfGx3yRf6wzDvPflCpQrX7AlCyJcRh3SsEIyLfEnqYSTyBb39A7plyBf8F/o3sUeivR2bGpDr78wdyF724Gb185Mv/Jb9SYCdQDz24afGLAmN69TM6RkTa+arASqgTLumtfOOhXwfinzxc9yTL29PX2lBeJLlI18gq5CwMfKlLpUv68zHgKSHfEki6NKuU+C376cEePDypBVWVSygKR/50qR+DQNqIF/InI0TAzg3YA9kgQAWEdHIvsbkC43DATohX9iXv3VwOflC4sflX6sc+RI/AwCik2/+tNLkC+sADbchX+j7wXhDkhWCQARmTL7UrIZsUcYX8yZ9enySBz5YYOQL8nIykdXJ5EtLk6yNjbgCMrQYYw0HXIIU8JZEvgA8fjhzdaB/16RFueTLrBUbzY/1/ac8+RL7ihp/AN/4OXnJl9dn2z5eWfJl89adVkV47EBA5rVGWmJIvH3n8E4VyBcq1H733Awbz6zn1z6fqW6XH1eIfKFi+6LDO1WKfDHZsSoZ8kXkMQAZBBGWRL6oQTSfq+eL9h/6/iEjKPJFfRbTxgb76df6tbDKJk++vDR+eTamSiJfkhIo6F/yxGeZ5s7eRL4cP6iVJWJREUY8oaQs+jvR7FwgOb8lbowJa43RfOQLxDFrjSdf8AWqViknXzx5pesk9iN24tiTFq4LNWtUC5vKyBfe0S+O75ElX244e0B4enRF8oUkk+fHLyuafIn3ROKv92fkZtwTX9MzlPikaPLlztHmCxn5MrOMfJm9xuSnIOZIwiPZSkmZ/l3hW1ARDxBucWJZwhzx3Yvjl1vfE57R947obAkvELOsJcWSL5yLOQj5QuXLL5+daUSGElELrWEQLxAwu0O+4O8hxQd4jz/GGk5sxx714EcLcskX1/CemJgqDBmxBpWo+Olcs9Y4T77wbF6btKIC+XLtCzMsHpIR7zavXyucevOndn6uD8PXBHfBkhK2rn5mmhHiMggO/IF73p1v5GXc+yuNfAGjYb6B3dBLhbWWRvf+fvO9i+/cO86IybzkywHtTP5V+yBEM+9NcTnj+ZDuzczHYU/Ab0gjX/CFYzI2Jl/Ou3O09YqkHxHkC/P30J7NrY8czxJsQ9hUBmeoYySLeove/tbc8Mgni3PWjuy7P2dABWmvfOQLvuWUxevsfYh8ISHxs7lrv3TyhV7M+3fJVQrQdfvxwthi7fu/tP9XKl94Rl52bNDAvlatsmzZihylJPMTXK+VypAvXnlJ70aEg6TI9HddhydY+AwcO4l8ia8vJkb2pPIlTY4sH/nin2kScZPv/tUOpFjy5bU3380Z6jrfXvLl/3IFiM7tteH4SC9ZX8unuyfQ6A+n9QkD2mbIFzbEbztNVDJucIbJzKfnixqQKeM7H/kCmMqCZeSLa0rPtZFVIefb3xLAJw3zWPTl2NpiUka+oIGflonpj+PJF7Kfbzl3QCAQJUMMBx/yhcADrU4WdpwACAVl4hF4k8X8u5GZYCafxeSLng2ASScax39OU8qd4az9c8kXgLo5y9PIl1LLNCDgBSBTdYyvfPFgNY1VcQIBfsim3rp9l70zCCcMsIdGbhjn3bhlh23s3ywLUslYjA3gacuOnaFPm4aWFXXD2ZlG0MpwIcjA+RJYMeLusVmyhGOlVb4o002Z53zXZ7XhYCKHgONDVhlGhjOBBIEWlS+PfrI4W/mCA00WCtkhGGA7xATgFkAgBBpj6YEogzdLvly+n1XbxOYrXygBphLJEzXK6FPwWIh8GdC+QfjrWbl9ZwQIcv8EC0jOLl67Kdx8bkYHXeSLsrWzQNRJvQz0gcwjs4xydCpfAAx/WZY5k685t4AXMqhGOvIF4IDnvztG0EwQftVx3cMvn8pIKCGhllb5QpBEY2FlEStbkvmIXE/8jOJrgXxhHJCdqsbukC+AcYAPvucLQTJkAlYM+ULFBFIlZFUrK0nn51wTF5aGpvVqWSNcTHOdZ09fFXR6qeKJ19Gk58l46d+2UWjTtE64pQy0SXvuGgeVqXwBlNy3c5NEwDFpzEPaQXSLfEkCK/idxhAECJUv7BVak5RpR8YgPV/IhGbdvujvY002kMABJ/+kIa2NQBT5wnGp0pOpmb0qGzRn+e38VZuyVZBp5IuCTJ4B14gp01rrjyrz+Iz3T0k/Ab4yxH3lCw1rGafePPniAT19RwEMcxxQvnfr+jYWyWBkXn/v/nHZTHd+A0DygwfHG9C4YPWmnMoXsuypjiuGfPneV7pUqP7QNQE28jQIQn3TS/ZzwEX+xvwkQeDIlL4xHIvA94QhrcPCVVuyGXdJDY3VNB3Qhgxiew+fLbGmvcVWvhAwMu+Z6xp7Aqpi8uX8gzpYk05vWmuTmsGqUoqKEjIOIVDxi656bHKWjIznim8Az2faL8YtWBuaN6idQ57ot6p84bc8Z/lTSjRhzXlm7JKClS+H9GxmQEba3Cx2/Rb54kkc5gWNdw+noeyXQL40rFs9TFiw3sYSezjkCz4Ta0MxpoQDgf/8hrGgBu4CIJjj3UvqW48AGee58h8TbV8BqGG/bNW4VoXEAFt3nptuPZa094p8keyYr3wBCHh1UoZ8YV6TsYo/hQEKX350VzteWjKDmg/jj9LDTn5a/DwAiE65+dMKkk98b+Tlw0wiLJ/h85Ktfcfbcy0jngxykke4rnLyJdPzBeP98Dnfi82TL/e/vyAMP6CdAWcy1qYnLxuWU/mi8Z5W+YKP+swP8hPJOj7v94jeLSzr3lsS+UI1+8ez1oQerRuEKYvWGeDIngEBqPXaEwHFVL5AuPEM08gXYo6b94B8YUwgF8WaD/kyau4aG18YvQTwc+PKF8DS3z8/I3AvxGdUmmPFki9U+Xz3yM7hF2WJWf65Fqp84bsCgxVLUdXM3MSKrXzR/oMfuW7ztmz/Dd94PmmMM1aJC2Ly5YVxy6wnJFYs+YK/QhV9bOcfTDXJ8nDcwFaWyEPyIaCzyBf1xYNExDfH+FtMWMv39E3J43ORkIafRHyDn4ORHEU1sCpfksgXYj98CY6NBC9V8PK5OAakNRX+2PXD+4dnxiypUPmyu+SLfETdA8k9ft3l7/jGqBkQW8bJA3yeFA+dfcco84UgXwC2qb78ZM6asG5zplG83jcES2yM19nLN9r8mbJkYzioW1Pz01lDqWTH16ASjf2C50lvLRLBiiFfAL7RzKSilnXdky/4ifRbgajLZ0nkC++cZMS08QcegY+Aj03szZhHkuq6s/qFf3y8yEiIsQtKM5UvjnzxfpaNo9fn2POk+tvIlzKCUH4Z3+H3kLnMaV/58sfnZ2SVEfge8xUpLeaBH/eqQuY7vVvXC1ce0z1bUc7fGINUisjO3r9dqFkjnXzhvMw3koNlrNNUFTOv564qJ19O2qeNJXKqkgK/BoznpKGtw9F9cyvRlSTqk1c5vq984dqeHevIl+pVQ8fmdcNt52WSIhnP+Ik8U4yqLJEvjDMZvkHjejUqYA9J5AvHI1YFp1m/dXs4vGcL8ymIfcA2tJYxXksa1rY5LN9HlS9+7dA1gNv0a5uRp5eVky9NsvEWFZXsLxxj8qJ1pqih2IWqS6owK5OcmTQn5HfGCUz+u5BQqmJmbCUlzOSdcP8mH6aRENy+r7zo07N7iCWu/pmVL77feL5Xka/Xiqo+LjjvrPDwE0+HS0acG2ixge1Jz5fKkC/FDCc9b0mxVbbyJU2iLd+7Lub6vqzv/NtXvuzpg1QQAvA1qH1DI1+8TA/HV1BCkITskxxMMjX/fsHgxMoXOeQcl00J8gWQCaksGYv4snVbw7fuyu2pwnUsW7/VnAk5tvwG54MsO5xLsgNOcH1pkp6DJ1/aN61jmyb3ByGAI8fGzN8XrN5sUiO1qlcz8kXBIBuxL6HP96y1Oeo7nnxp36yOSZrh5BCs+soXgLp5KzalVL5kyBfAGACyYsgXpLoI1giojh1YYsCmgnoCZwAljICfzAo2djKJyBBko42NLFGqdiBfeDZUD+EASg4AmRecPwIELHawY/JFmc4Ktjz5QmYJGXSYyBea3cnJ5pzox5P5jJPy+GeLw9H9W1ipNiTDkb2aZ8kXJJ/QwoV8AQg889bPEgMiSlopbQXIxEmKzZMvcj6SyBeV9V56/7jQpnGd1MqXvm3rZ+XEdK6YfNn++S5zeOTkpZEvvM+GdWvYeALUBlyKyZe4is3fn4AXiLPnxi3NOtdxNlAxawxBM8Z8wSEXkcQ48ybnlsBgmCNflC3JfGxSrzjyBSkRyDRPvrwwYXn404szrV+QKqYKkS8AHmT66loBYcmWZWzsDvlCAHxA16Zhv26Nw+9Hzgg47xcU6LEi8qWEPlNvzc1b+ZJGvkDG/v29eeGq43qmNt4GtBraqXH42bG57yPp3fKOmE/IyeDsE6jdfcEgk+KKbcqSDVa14ckXiBNAF0++UMFGZqrIFyoLeL4AyKxRjGGRLzTwhsCR5SNf5qzYGCBDsDTyRUCIyBd601DNgt37wYJw73sLsrKI/I33T6CNHBfrEGSkJ188UaNr9ORLkiyIkgyYF6yX9HR4Z/oqA1STyBfIx8sfnmCkx8JIdoz9CYK2GPKFjPe0fZJ9nT5kvBcvSxCTL0mVPH4cQL4cP6i1rVmSOwAoZI3u16484FOQz5xgbmBfBvlCtiABvZ+rVL4MP6B9luSJ19qkyhyRL5A5yKyxLjAmASXZTwjsY4sl2Zg73PvY+aWhpFF+8gVA7M8vz8rKO8nXKZp8KbvvL4t88cdhX35h3NJwRK8W4c2pKypkpOo55Kt8Yf7TP4C+QiQGMJ8YS+ijQ74kEXRpe40Az5h8wSfBBBIzx7u2rG9+k0zkS4M61S1rlXlFdWq8N/F9Em3mr95klVUY7xOQccbSjUbcevIFsPu1MvKFdQKCQ+QLABkgaT7yRVmdJBuR/ZlKvlyxXzjpxk8NcItNRHzac+Pvnnzh36w5GIRnEvnCZ1TGUFEUm6rgtBdR2Ukmt4yKH67JV74UIl9EcPtzIfeLrCw+LD0ZZJBQVKICmHoTIe//RkIVmbrdWiLltN72MdYK5p3Wa8nV2Rgqk0rj/9Nkx/BTatWolpd8uem12QZQsS5S6c56UKyx5pRu2h4Wr91s5Munc9aYzCImuaQ08oV7YdzlI1/ku/rYiHXnsq90qTT5ontTLMW7Ye5jZEsDhqpCnL8BNtNvEnUB7YvsPxu37Qi/fXZ6aNekVpZ8UVVjvudH/EJM4Ctf8Gcl7ZVEviTt4WngN2P81cnp5Au+AkoNXjY5KYtf5ItUA5LuSeSL9jS+szvkC4l0kxauD7VrVjX5OogcTFWV/D/+IvKub03NyJrJiP9enFB85Yt8RP0eia9Py/og6m+cd9PWHRZbktkfEybFkC9UF7CeQ+JQ+QIhh/R0EvlCXEEy49xVm62CSOQLa9LLE1YY+QLBwBhlvvdsXd+keIsiX+rXsGSVi8vIl5vO6hV+NXKWrSuypKQO/4xFvkBUXnl0N6v4Fvly/WuzwzOjM/uZN5EvqobWZ7zHhz5caAkMSeSL97NsHL0+J7wzLfPOuWb5xTH5guwYfmo+8gUwv1UjVEE+tQRAEfWefOE8xJbeB4zJF2KzOrWqpVa+pJEvDevUsPtmr1blyzEDSkxqkNgB5RHiUIw1G+Lfm8cpkiTa+W5MvvA3KrkkH8YxVO2Fb4CPUr1alXDOAe1NelLGs0QO8pShrc1/kMXkyzl3jrbxSmIB5EvpFsiX5vbePL7EOv/yxGVGvjCH5fuIfPFrh86F34V8sT9/Evny7NhlhtVxDJIMSVKjTxNyd8xVsKUvm3zhmpB0jHtEcu3/8dhki70wMLpYSaPCZPk3/UMMyPueIx78Vx9wEQOxclJMSEDMTJ463fq2YL/+43XBy44lEQ0vvvxGOOboIyv0fOG7+iyufMnXa8Wfg2vwvVvi+9Z3+R6VPpwn6W98nkS+5COBih1aMdkSq1HF16zP/XONe75w7qdGvmR93PdWvhT7Jv7Fv0dTLXT6ARH26dQooA+tDCtduoISgiTKn7XRKqM4qfJFQDrHXb1hm2VCoSmLRqiMQABiJiZf2KxXbdhm5AsbLN/B6BMCAIIjJnIj3+OVfiXfwdG461uDjHwBIKaEmc1KlTVH9W1ulQ/Pjllm/wWAJvD2WVz5zgWoeO6do7NfUZ8BSlMJ5JADQE7g7APb55AvXAvZ25SLesOJHDsv0/MFMGb6sg3Z7+B0cXyeJZm5aqx37F8/Dt1a1rVgjfvCETp5SGu7Z4yMP4I7DIAQpwvZMYJUMpZwHGP74cMTwo4dn4d+7RqFxz5dnM2+UbYxeq+UH1PJgsXkCwAEBAiZyrwzgW1UW9B8Xs5ofF6CSJoY4tBI+5xAjMAXx5ueEU+MWmKOOAAMJMNX+7TIyo7xb7Jj0C/Vu0nKRlOPkLS+Bp58GdihoWXD42yi608wrKCSbLL+7RpYKTvNWk8b3Cp894sGk6o8ueudeeYYJpEvNOyl5wVz5tDuTQPYyKI1m7MAUEy+kAVFYM/7bFyvpo2ney8abFJYyI75ypd81RcCzgF6nx+/JLw6KeOYF5NNG78vZMcAhAG0cHqZQwCYaeQLgQEAPP2DMM0zxi1jCnmYfIYGMbKAZBciBfbZnNJw94hBpoUOOKEsTI7Beta3XYZMYdzSj8U73BCSNaoizZAhJpAf6tm6gWWV//z47uGrrn8H50LWgbEV93yBfNm3S2MjYAgaJBOS7z4I+vq1bWhz6K5355n+f5rFvX8EFquiLR8Ii1zLkA6NDPwsZIx5HGLmpqQ01NMo/q2IQ9ZmGlJDxKgPhjLtIGhFvnCNlPwj4Yf2M04+mWmefNnx+efhf04vb/iqfiqqbPCyY4Bo6uOURr5IJ5lnwDVS/KJ+KVp/4p4vELeSPmGs0PCVCgjMf1fPg/UZyTXMZ1Prc0mnAWoSTPdv2zC8PX2Vkc3si5C2Wuf4DdKBP/7HJOtRgKTJD13PF7LqEYFnj8pnx1z3UfhuHvKF9wAQS/KBD5JfmbQiXPfKLKsUpfKFPSqtbwznR3bsGwNbmc66dORZv1l7RLLwPclbeDk+7QfFBnR/fXWW7W++8kVykKw17AcY/UFodu3Pz9+11iYB/5Id45kf2r2ZkfLsC6wXmg/x8/ZkAJ8xd5DuGDtvnWmYU90Sm3pgAGT/5eWZ2YoD+TqsQ8+OXWqVm78+sfz3sWyLMo2TxmOhOe4/J5uRCldPsEK+PG/kS/Pw5tSVlrmcZPnIF2ROPpix2vbs+rXYtzeY38H/Q76k9ZFKOg8Ngk/7Akzxz5uxgL+GaZ9ljgO84DfJRL7gv+KnQL6UNKiVuBZCvtBvQwCLiGikYVmXkBbTngUI8vqU5VbRg6G9rp4v/FtSmmljW0AUfsUfT+2TSr4AHJJUkWRJvYvi70G+XHRYp3Dn23Nzqmc8+eKBY37vE2H88URwai9CnpixImNtwq+XrIvv+QJ48tKEig2l5W/786zfusN8GXxdkrFk+D2H9WpuMnPeksgXknVGzy81wIx9AuA2Jl8AYVUdp2vmuHGVtCqveOdcb6rsWJn/wX1XhnzBFyE2QVqZSouPZ622eYNJLok1A/k2jStVvjD+uLaYfFHCE8cQWedjI9YdfsucjI0sbABSLKnni/++Yin1i+OzoZ0a2V6uLGf+Ro+L5eu2WtIBqgPEDMQDzLvrXp5l1fvae0k+iHuTxNdIFT7PyJMvVHaofwb+JD3efE+XJH8mDfyGfHll0nLrweMrX/D/iYmU+a+EQ65P5/TXquosL80U34t6FR7co6n1KsGogmXLV+VLkn8h2TGIKPZHJIipjiVpLzbig+fHLatAvrAnvjxxeUHZMeIt4vl4TxQ4689H7Mu+z/NPIl+Ser6o8kU9m0jQ+XT2WpsXSCbiw0OseJlWnZN9YN7KjWHuys1279ojGffIjpGoddLQVuH7X+li5AvyxPg3xZAv+MIkBl1yZBcj1W88q3f41ciZ2R64XEOhak6SRx/8QmobUurHZeSLJMoFhsfvi2QbqhKJMakQl/Eekd5mrI1fmOn5wvsfOTazJ8ayx+zHb01dZRgOa6F623rZMci7N6zypZrhLoqT4soX1uW2jWub1DprPsfAYpnAeP2OyRfecYPaNYx8kZ/u7x/ZMTAAHw+wTtPfCOlQ5BkhJ/FBj+zdwirXSJhBvg9/AfNrvI6tvkL8O418OWu/thZP+gpQT8qDW4FD0JeIBFXGJmrkZx/Q3hJ7ZV5O3Z8rJl8Y9xyPShYqPlBnIfkFwlCyYxxT0oItG9W2GEoVTpId82uHroHqPZLMfJKp/CcUPdRTR+QLJBBjijhJBDnYBQk0zCmeMfHF8P3bhZ1lvfAqLDQF/uD3hFjeWz8l+Veym2B0Vx1XOH7d3ev4/8P3Y0A/VkP66hGHZEkLgf2Ll2TWibhxu5fWOuPk48OY8ZPCj75/sX03Jl/4W3w8fy6vusR3Y1Um/+y9/Fn8TtKazMfH53f+/PHx733wseyfkmTDeG6fjh6fQ/BUZnz459+gQf3QoF7dcNRXDgu0AkmqXPH3ofeR9g73Vr5U5o38C/4mS76c2NNkgCBfaNp22ZHlmWUiX8Tg0+AUE5idj3whWGbzJCNQvTf0GHCI+CwmX1jkBbr7Zm6U5rJJQ76I3PweV1gAACAASURBVMj3SH2AwcZO0zKcVAgBHDkyu9VQGnmXOjWr2mYrSQYC77RGu/F5Y/IF8JeMbAATnAQaG9M8/tyDcskXrmXh6i+JfLnuI5PqYoPk3XytX8tw2j5tAqAwRuAMoIRxXjIpAQsIUnmmSU1PcUoB1ZFh8uSLNnhkJgCO1XchjXzhc5xMgW0qg73nvfnh/g/Kg3f/XBkHOIlkTmKZd1TFAi0AN4JKkS8ESEf1bZElwPh384a1jHwB8GWMydn05yBTG8AFpzWpGbknX+R8AOIMP6BtOGtY2yz5IifzkvvGW+beKYNKwqUPT872TyqKfKle1bLFd+7aZYDond9Klh1TFjDvs0n9DPkCcIacEYAFmT+/enqqAS2QRCNSSuEFnHPtL45fmiVfkKxrUCu/lEk8/iFfyKLHORL5cnD3JhWcJVW+EBjQt0dAlrIlyRhs0bBWVsYubX5DvtB0E01aQP5Rc9fafFNg6MkXgmTm4D8+WWg9MGLyhYCAvgSefOnesr7JFcRZ/zjClGOnkS9DOjUK+3dtatU3ylTNt0YBug9o38hItL+/N78o8oUeIQ1rV7cKDbLTAHgBTpLIF+Ys4B7Z+5yHMVPIeEfKaFbg5xuy+99rDPH5jp3BmsJLiolgj74mkJEiXxingAiefDlhcCsDf1X5QiDzpzPKyRdlKSeRLwThkvdII1+U+QoYBvFC7wZVjYh80frEvZ1+62f2fAXmxOSL/66ehTLI+fcVR3cNx0eZdroHQE36X6A1no98YQ6T9ZVEvnCOJMAyfq8ER985rFNO01X/HYJYskkJ2kUe8zmNaa9/tZx8SboffxwC3+MGtLI+VR4oI+A73/U8UpDv16THP1tiWYLFNA7nnJBCZLP/5Jjutk9D9gHwjZpbGpAEOrZ/S7s0yBf8GH9+/i7yRRJ2/j5EvgDQHt6zjHwpk2uBSErap+J+OMwdwFwqX1hzIEZjE/nCXCQAltyTtNNZc54bh+xYfvKFykGyApXYUGhep30u8sWTOADqSFF+pU8LkyFJqorleJAvGzbvCIvWb88ByfkMMJOKWtZW1hFkYPA7ACtZrx64eKitDcUYQBBATxr5ogrPfOQL/is+JORLi/q1s+u9Pz9a/oB20mfnfXLsOSs27Tb5QlUzEpiFyBdAy2tP61sp8gXiNilj1N8ToPkFh3QMf3t3XtHkS9o7ickXyE3ARG+slyIyuHd8OPpdpZEvqi70xxD5EsvCsIbjN8S+WhL5gnwgABIVGUgRkbTC3CYTWhX4XlbLky9xoo7IF0iferWrp5IvAq9Evpy+X7sK1Xf5xju+yJpN28JSyJdBrcJHM9dkiQjFZWnkC6Ad15aPfBFZ52MjQGVIpSTyxcvWFiJfFEv5iog08gVZ2pE/HGY9GyD4If/ZQ/GvPPnie5+kPTfIDBKJPPny1Kgl5gtiSeQLySLdW9bLOWQa+I0vRKY5lUiQjfK/Rb4QDygm1gElXe1PIPJFqgFJ96NehTnky/D+Fj/mJV+u+9gA8GMHtDRliHo1qwYK5ZLIF3yLlyYsTyVf3pqyskJzcH+tAo3jqjfFR/67gNU8G2LL3SVf2EepnDyoezPz7wGjUd1AEmnGsg05ySo6p8iXWcs32XhQk3BiGsgXQHEqj0j2Atfo2LyOxSj4rSI508YZ75TKl++WkS/Xn9kr/Pq5WTnkC/EIMUyaJZEvSiRNG38ixpWQo2PzHh//dLElSE1YlCFfvLRjHPtxfBIpalSrYtes6iwqzo7/a4bc59m8MaWcfNHeFZMvED+sqyhKeKI+lgksRL7wjhvV3X3yBaymbeM6Ye5KJHMHGvlC7Ax+g8/Vq3WDLPkSy69xnyL4+H8RIsTLrHEySGd6IHnyxe8LjGfOCfmydfvOsG7LzmTyxZFT3hdIIl9I3CMWhnyhL/GRvVtWIF/YB5DRRNZWEm7IafI+SeJVtZcfg9qnvb+Qj3w5sFuTMGb+OkvwEvmCjBw+nCpViS9IsESeu1jZYH9NnnxJkzamMkyVn+znPy8iebAYf3Lvd/71ngAkzl9uvCNccN6ZoWOHjDLC/6b9X5//f/Nev4xz7ZUd28OnKPKFLPr9ujYx8oXshx+6zDKRL8q4VVN0bd6J5Ev1qgHpABhtpKMgX6isUCkol80mCcDwgwfLszn4e6/W9c3RAnT3zdzIWgSgJKtR5Ea+248DDAgSyBeCr3VbduTI6uDk16tZzTZvbcgE3mTo+4aiaecTwK/P1eQZ8oXMMsAyNnF06L3sGEHPkrWb81a+sDHhbKo6xle+IFfRvkkd68vy/Qcm5JAvZOyfNqxNNmuSLH7kkDCeASAk5AsZBTxTSfH4e8QpJVt8YIdM5QsgKxneyjamCoRmcr4Ul2w2meSkBFgKbAPso0pHVTlJzxVnnmbfqnzCwSCoEPny9Jildu1kvyKVd0z/kiz5guNJZgjkC6ASIH+SFIDGLgERWbmxefJFzgfz4Iz92hhArcoXHGMqC5graOmeOnj3yRfOTaYfALHvZRFXvij4gyxoVr+WjScAOBp5Q75QDQX5Qla9bzYf35uAc6795QnLsuRLMdm08bEgX8i0o7GnkS816F/TpEJ2scgXgtjDvpBUEvmibEnmCkQppeT5DPLls7mlJl0B+QIgiwQimU/828sskCnUplGd8PDHC8NlX61IvvzyqakG5DLPMEDYLi3qhY9mralAvnBsKq+oMuJzTMETJOfA9g2toofqm5jETrofKqX4DaDJg/RZKKLyRe9HYLHkBJPIF8DIs/dvb405+7VrGK4+oWfBHYN3pIxmSQr4niD+AAKzWZsJ9qngUhUZ5AugGPNh/eadBrQwFwHMRb4AMnxzcGtHviyxcfTnMyuSLw9cPCS0aVzbjkmGMMTEtCUbrCQfi8kXPR/2kCcu3dcykZlb23buylaNJJIvt3wa6taqnu01FZMvScDN1KUbwvfuy1S+eCkbPSt9TqAKWDqgfcPwznSCtuTKF8ldATSQBe0rXzhmEmAZv1iCI6SQThrSKvGdAzYivwmB54NkI19emRVuPm+AzU+ACoLyNDvxRsiXEpMQ9eRLHPxD9JDBT0YhsqHY7pIvktzht4yRK/8xychFKhL9dUK+nDCoVQXZP43XJOBf4wUpCSQsSVRQtSjrKOtwbLEsIXOHRt8Qw+2a1EkkX6Shzfp9w6tzssF9wzrVTYKsWPJFpFMSGVhwkrsviHzxx/Hky6uTViRWxXIIyJcpi9aHHz8+1b4DECQD7PlwVoZ8YT5BlDI3mI8Q4PhjrA3F2PL12wzoSSNfRPSlkS8/emRiqFWtqu2TVPOSMJJEREO+MFfVG05VgGRSx5UvAPFvTluRWvki3ydNxlNZwFR6k9mbJjsW90r0z6uQzA3fFflCZaVkXfk765rWJZ+9nO99CCSRT6K+F/43nnyBVF29Ybv5ZWnkC1VyL/0ot+JT5EusB88azvz80dG5jXeTyBd8+kmL1oU2jWpbbwAykyFfIJNVgY+kHEk0WEy+ID03c/kmIxVFvkBwIPWaVvniyRcAwdOHtc1WjhQzzhkTqzZstcqQYwe0svkjAF1ySWnkCz4UcjwiX9S7z1e+kAAH+e9jI8hQSNFC5Av7iR8/8f1IfktZ1nyOpB7rtAfa8JcWl24NL1y+X5Z8IR4AQCYhzpMv+PyxPFaFfa5/SyNuRL6Q4AH5ogqAJPJFPSf9sSD29Rv/d4h3er7E5At+JdJmvuJFv2Mtj+MpkS+AiACWSUaVFn6SB1B5NpAv8i+SKl9EjBHHTFi83pKniO9mLa9Y+YJvwZoeP1f8qFcnr7DKB0m5Jl2jQON4T6TagDXeG+QL+z59oCpDvgAu4yOOnltqhAHHYv5TJeUrhXVOiHKSGcvJl0yfTtZQJIlvj8iXtk3r2D5AEhTAcj6DfCHB7LKvZnp5XX9Gr/Dr53PJl6SkDn9MJeFBXPzk6xnZsULki9ZmJeToeMT+T362JCJfWlpVHOb9LP7Nfox/VrN6hnwh1qJSR34Z3yEJkXGhyhclxcTkC9LC9D8Zflumx6oslglk7rMGyP7r6anZii7+hl/ZtH5NS6pVkpQ/nlW+bNhuag4y1mnuoUPTulbJc2TvZpYoh+wd6g0kf/VuU06+MCZWrNtq/um1ZXLG9E9RUqeIA18BxLlQLqBPkCdf9Mz4nPHMWEQ1hH5L9OqC2IorX7yEp6880bosH5JrAoMDe/v5E1NMMearfVtacpKvfGEfIAZlvVV1HLFQq4a1DCOCOJEqg54Z+AjKG15uNx/5AmlJAhFkkcgXzW/uh7Wb/YBKHRQl9pR8iRUmdN3qN82/wUYUo+edqHs//H/2CajaI67G+WffkKp3+vTqscdVL//sa/1XOf5e8mUP34QyclnUKCcEDI+rAES+WBPuKjTyy5SYsvgDfiaRL7osAAaAN8gXsifRCPXmS9T1d5zvtZu2GSgkvVM+y5AvC6xKoxjyxesaE2DgGHF/AAA4HDj6ktXByUcOIyZf4uyetMeNs0rVh0zlqfytab2aoX5tmjFuC986uGMO+QJgtKx06273fOnYrK6BiTjS6ELPXbHJAunOzeuYE0mGBpIhZ+zX1gB5TDIY/D/PgMZ7vBcqSj6Zszqx6SlOKZUvIl94B2yI0vclm5RxAPCNFVv5gtQVsmKFyBeejTR1ASIhyHA8yBB5Zmx55QsgwHEDy8kXMj1omo3kmRoVinzhvY9ZUGr67xq7PANVPvh37MkX5BIIhHE+Thva2jJi0UAlkxbnkJ4waeSLMp7y9XzhvAAGu3YF61eCjBaWRr7wPnEGIV8AhGmAeOINuZUvvt9JPHZFvnDtr05cnu35Ukw2bXwser5QSSXyhXHBO4qfqcgXnEGyqsl6xJC3QAYQB5z+J4XIl/95caY14UTOwJMvqqzylS+QIO0a1wkPfbTAGpcDMnhnEX1dgg1f+UIQTNAWN0/nXFMWrwsN69TM9hXw5AtNDQ/s3sx0cwFhY3mU+LlBvgxq38iCa8hNAJM0i8eBKl8guH/z7PTEyheIMACgxz9dFOrWrG6yhwRI+Yx3JICA90hgwW/IIiazz5vGkCdfBJDyrMi0a9+0nHxB7gOSmOoggjzAMOYtVR6qfNm6Y2f4y5n9sqfRHiWw1pMvkxettwASS6t8Ye2HsGK9xDbv2GXBA5ZGvjAepCnOWPE9X0S+EPBt3/G5NXH2lS+8c9590nNiD4XQIiBVzxcAMUhuDyZISo7ns6x0i41bviMrhnwR6EqD2SRjrVq1cZsF4jH5AoCnfl1Jsg3+ePRXofIFklw9X/g8XnsU5HtZU83XYnpXcExPvrBuUTGljFt/nVzTsQNKwncO72RSYJLCE/mSBPzjm7DX4AchYQn5omrRJJCZ60kiXwAUIF8AWJIqX0S+sH7TH0LBvTKoee4vTlgaGtepaf0pZPHeOqRjozB6XqlVc6AbX1nLR758tU9Ly/pOqoq1ueTIlxh4IrgHBKj9RR8K1hH6D+DvUKHJGnzfhUNCu6bFkS9L1201oCet54uIvnw9X6pXq2p7Kvt103q1jFiLjXc+ZfH6LKGrKkAAiLjnC/P8rWkrsg3R4yppfCz2gULkC+P3T2f0SyVf4l6J/pofu3Tf0MwRXkljoJjKlyQAOelYAkm0Fyn733+X9VIxA/dOsgjkS9wPIP6N/7fWCt4R66uMNZy9I268m0S+IFc0fcl6q6Slb5bIF1/54nvi+Z4v+M9U1+FbcQ8Q9lTL8I6pUi2GfOFaT9m3rSXAFGuQLyvWbw0r12fIF5o5i1QoJ19mWZwSy47hQzWuWzNLvmjcCSznGgS++diIzPqfHluYfClU+SKVAi9Fl0a+cE+ME1W+0Dx89Ly1Vl2oJCeutzLkC4lgT362OHCPMtZHxTD8LSmZxO8t/n0VqnxRA3T/G/U+8n/TGM1XzSO/1ZMvxEq1apRXviQld+jdkIxG5Qvki/q5VVjjTu4VXp+8co/Jl3hPlGSaPx9xMImOEFG72/OF8U6PEipfAILxL/BFAZcZN2nky4JVmyxOIwlQlS+soS9NrEi+tEQa9MRelSZffvN8bs+XtGpOfNibXp9tclgQdjwX+lcUQ75obcaH+c8nMr01Mf799Kh08gVykHHIHCIZFPIF0q1uzarm54js8OQLlTNvT1uZ7fmSRr5w7i6QL7fnki/E0d4HVFysa45lx8CamjeolZd8Wbl+e04yFuQL8l6dmtcLL05Ybr4Pa+aADo1MhgufCfLl9Fs+s9OyHq3ZtN32APxcjOp2+jRhigV9BRB/Z2+jWornI1MiF/9mPEM+gEcxxklKTiRfalTNVpxCAuL/Y3HlC/Ecexs+EvE00vuoeSCV53u+IJs3dfH60LR+rfD+jIw0IXtdm0YZ8kVSe34eQsQ9/PGiHKlXVVqR7Iw8MbLpUo7QvOHZiHzR/FayBGvOvl2amDz3npIvaX0l6S/M3MFYN4tRbojXu73/3vsE9j6BL/8J7CVf9vCZCthi8Tu4W4Z8IUjywU0O+eIadmojyke++MbugGRIR3iLm/bxGZspsmCQL5K94e+3nDfAdCvZ7OKGmEmPIQ4wHvluRfIF2SwFZYB0MfkCUPTop7n9WJLOhcMvIJnPdX1UvnCORnVqmpzAiENyyRcAI5yAf3ySm1ULKQWAw71CjKE5ru/gQOBMAawCWH44c5U1GOQ7nnw5tEezcOZ+7bISCwLTuD42eEB+yBc2tU9mrzUZgNh49zSoBugBHEZfFRBwUIeGpsVJJjfki/ouxAARWVpUn8SVL9xDz5J6BckX+h0gF4GRAUVQAfkyrEuTMHIslS8tLFsNR4lMZ/Xdwdlo3bi2gXUijES+4DQBCJCForELsQOwE5snX9TEnXs+cXArA/aU0UdWEjIwF/19XOjQtGLli5rh9WlT356hNwHY/E1Ag28knka+MLdaNsxUvnCPNEAEICAj6tfPTDOHL5/0lc7LtZPtRq8HrJhs2vg54Sxu3r4j/NcJvWxcFiJfyCpCFk9zRhVmrClI0RQiXwCHJZUHyP/JF32g7rtoiM1VpAVyyJehrS0LPY184drr1qqWdewA8MjqQsoobp5eiHzp3bq+kS9UlKVJ2flnx/wa3LFRqFalSnhy9JJKkS+QRkjnJVW+AACdvE+b8MzoJRZwqQFuvm1DBBnfEflC1hFZxDH5QqBP5SLjb/uOXRZMCjAz8mXKitC+WR2rfiQYZh2AfKE6CPIFkOH4wa1yyBfGEYCDLI18gZjgmtSrKo18Idgh6MmSL9s/zz7nNPKlWtUqtv9gBKBUuEEQYcqahQDcsHWnBXvqn8TnSWQFpfM8GwJpSP4hHRtnyReunzVVmXgcg2MSqHKP9H8i03t3yRcy0y48pGPIR74QtLK++iCZyhdlT3MtXponadxAdFB1CInjA2/1KNBvFOQLROTvmq/FSh0mkS8Ej1OXbMhqX3Ncron1hUx1xjPPM9NENPMe6JFFxag3kS8EnshnAMQD6j/w4ULrG5XkB8RBI+di3rN3kyCRj3xh/b7h1dkGKGECWVhznh8HqFIrh3xBOpNAWCaN/aQs7nzzO/5M5Is/DvNi5Lil4ei+xZMv8frDu/po1mojtqn8BRBjbrBnpckkpl23mrankS/K8uUdAspQCSlTzxf67pEkgpQqwMU1Cfs9PfEmLCw1Uh/jfTIGIGJ37Pw8kNV/0T3j7DPu5Z3pK7PkC1UUd741L3teSWkWQ7789+l9reo8yfKRL4V6DHA8QBJ61VA1jk8gg+hHM59kmmLJF413+STMZapNvXnyBVKVtX93yRfkhfBl4vnFGs78jKuUk8gX9paZyzdYZjXAG/J+seyY74kXky9Ug9B3C4lcjH0OCRuSqf6Z5Atk++qN24x8gaAnEQcrRL7gQ1EJrbU7iXx56JKhliHtK1/IrL/qG90LVr4UIl+UKOcrIogTSKSg9w7PEiNZJSZfiAc+mrna1tjdJV/oM8HaIpKKWOyxTxfl9BeKyRd8cHxxb2nkC+AtPV+O7ldifTRUec6+SvJAkiXJgmqMApQCWCZZEvnCs6lTo2pWdiwf+QL4PWlxpi8lZLGeiT8Xe+GbU1dVIF+oLH6dLPYiK1/iPVHxkT8XcTCx/DM/2K/S5MuB3ZtaZavIF3pUMCfkn/nzQZSR3DBj+QarXJY0J2soElIk3kEwQMAy30kEIIYutvKFrfoHR2V6vvzltJ7hdy/OzpEdS6vmVJyIqsgzo5dWinyRT6j7pcLj2TFLcypfPMENSE/fI8YLFRoPfLAgvDJxRahXKx/50jK8PW1VlnxRUkxc+UJ1O7J9e0q+IJNX0qh2KvlCXMNa6CvhL7xnbKhetYr16/HkC306USPAR4B8EdbEOMXHolpKsTcxKvMYE3Ggaks9X2JneiPJP+PviiX4f3AE4hhiT8gdkg8LkS+qPOT3SeTLvp2b2NgkJsU3x4clnvXkC8k905euN/+QBDCMfQ3ZRzAaESd+Xogo9Qkvfr1TMpeuiTgRH8qTL1q39czYD2hVQPVNsT0b/TX5asg4ztb3PJ4ENpKUMJO4kO79494nsPcJ/FOfwF7yZQ8fr4AtFr/DejQ1MJzsmQHtG4e73p5rGcMKSuIMH5VW5yNfIHEoVQfkB7iD3fdG5hklp95g2NdvyZAvvlkZG+f9HxRPvowct8waOGJUKzzxvX3s/shY3LR9pzliIndwTqwcP5IdI4OZDamQqbpC31PDTjboRnWr20a5euPWcMGhnXIqX753ZGcrL43JF7LYcDgBmAlA5yxPJ1/enbYyzFu92XTJPfnCPQ3fv31WYsGTLzTYrEIzx9dmm4buZ3PWZvsg+Hsl8+DzXbvC0E6NbWNHmxnwCqkMaXF6HdSYfFH2p3pGCGzDmerVqn5B8mXh6i2m84sRTDPmIF9obP7c2GWWocw7IzA9aUjrLPkCuN+6cR3LPKWZJ3JIqtRC7xXAkex3AY1qIhe/Z0++EEgoG57AC2BPDgQOPMfAMSSAimXHRL4QWKJR603Z2PxN5AtyAdKdf+CLBo13vzPf5iIEoYI/3icOF+QLcwMJFwALruU3z2bIl3zSVyJfkCl705EvvjS50LjX5z97bLJJ311dJPkCMAtgK/JFzTuZj0iGFSJfCAY+mr3GMuo8+fLwJ4sMAEsiX5DeQr4prnzB0WWdkWMHgAdZw7vdXfKle6t64eBuzUynl0awsTxK/DxZW8nIZC7SZLsylS+AuDyPNPKFZugvTlhm5Askqu+nkvR+PfmiknnK2skIjxtvC8wmk5TGi6wNqgbgvbw2eUXo1LycfBERqoxW5vSxA0usJ40qXzZt3xGuL5J8AShF0gJLI18gkCBaAe7IBt26Y1dW5iaNfKHCU5lxEAPcJ9eICaQG5Nq47XMDyD2ByroQEx5aJwhyGGv7dsolXwj+PZgguas9IV94j/mIE8beorVbTZM9H/nidf+TxgtEx9f7l5g8hCdf1NhWvxH5csLgknD5UV3tz9oPipU6/NNLM00KAlPli4JCwEcqHjFkx47s09wkHHgOkkvSeE2aKyJfCDwBMdQfjeOlAW1J5Avgzqh5a0OX5vXyki+sLVS++OCec6WRL3HmsPbgNEnAYtdukS8kt7AnY0a+jF1igOPz45cmVsXyPV/5Ejex9uRLjWpVLVuZ8Yh0IGsw8kCdmtUt6jLpEUHfkDTZMVVTMce7tqyfSL5wIgh6I18iYksXAfkydv7a7JrC2GFMLVq7xarcIF/wiTDmOZUv9NjDRhzawfZpGUA9MjeFyBd8Aipf0qqA85EvNMlu2SC9xwDXkka+QCoDUO4J+eJ7DOi+2cMuf2iCVTrtKfkCAUJPDxnvF8AnbrybRL4IpG1Ut6ZJ+4p8wScVEU8F7oWHZiQQY/KFvZvKOshdCEPOwVrYokGtfyr5AtmOHCTkCwkKIlzVq0KgWVz5QizFteUjXyTdKXk07pu4jvWxkOxYIfJFsZQH5SGISaTQGsP50sgXMu4BpiFKGDtYPqJCYwKinDjWky80IlcyEd+LyRf1nPSLD8kUgLmxMf9fm1yRfEkiHvXbpMpUjVHiMmWsx+eS3+qlg3aHfMGvIiFF1ZSebNW5qJSmF18sOwZx8MbU4smXeE8k5iVZzhsxE7EWiX1JlS/sYcSU3tSPg+dL8g6VLxMWrjMJaqShkNskkUf+mf+tyJdpS9dbrKbq0DTypUGd6ib5WCz5gu/4w69lZMcgX6h8UXIg15GU1MHfRT4yh6kuIFb7WZGVL8JdfM9WjsleSOzre774hvckgUhGj30X+Vqqf/CH12zcbqoiVLT6yhf8Hqrt+A7+qPyymHxhH0RZI+7XG1d1KSlR7yiufOF62zSps9vkC/1QIJqZ9+BFSDWSdDFmfqnt1/SRFPnCOIIYoTodKUmMOFm4gtZREf7ZvWaf1lb54v0ziGr2TUzkC4QPMfnOzwuTLz62jskXrpc9i32HmHRp6ZZwzICSRPKFWAziEMkz7ODuTS3ZNEO+ZKT2vIGHUBXj+/rtLvniY2pIGfaDoR0bGwFUGfLF7wlp5AtJG5Cpthf0aJaTjFRhod77h71PYO8T+F97AnvJlz181Or5QrPaI3o1s+w7NlAyc29+fbaBgV4L2Z9OjbfiTFn/HVh8eoYA8nvdSn0nSdYL55xsGTJpfTM3QPQHPsj0fMF5wVnMZ3GA8dT397X7IyNx47adtuFL6gPgnLJ56aWywfJdMjME9uQ7F1I03ykLyvmeCAk2aIKSZg1qGclywaEdTadeRoC+ZsO2Clm1BHkTFlD5stbIl9nLc3u+qPKF8l8a4rJB0ScEqROywADl6atwzgHts312VIXCuQEOyAQlQ59ggIaGScAv4DhNBvfp3MjKpQkEAPt7t6kfpizOgA5eB5VKHwJ6mcgXAZYC2wDOyDxLy/bk98hxzF25JdvMkvuBfCDLHIDshfHl5AuA3mn7tM2SL2SttG2SubTvCgAAIABJREFUIV8I/pAaUZk1zj3OEv01NHaRDPO6srp+wBc5LrxTlbqrqkGgqrTJIV+QWTp9SKtw6cOTTZqMzLl85IsAQc4JEUZF0uyVG7PVROjvM1Zj8oU5C5DF+yCY5N3jVDImIF8gPeP+TX4Mi/QB9CbIkQ51MYBOPBd++uhkq3z51Ym9rdEhTur+3ZpUKBMWsA+pCSnA88LUEBCnv2Oz2hUIqvh8BANI2gDuAPJ/PGeNPS8RVcwPD1p0aFbX1o7Lj+5m/QZ8mTTXXq92tWw/FEBYpM8A1XwTb66Bc01cuC40qVdRdgzwrGvLutaEkWwlNO6RFshnAHlUvtBknsC/mJ4vkoVTjwoAKuT10siXo/q2NFCc9VQyIPmuyZMv9MKhdxdVZ5S6Ix0JyMHfWYM1diH/yLT84UMTgqRp6Pny2qSVoVOLOqF04w57HwDF9HwRAAHIgJY6cgoZ8mWJBYOefMtX+UKFAWMAS+v5IiAkQ74EAyb0/tPIF0gaKiIxstWorBD5IrCbMcg+8puTemUbufP9JMLDBxpUQkqfmu8jHXRZRL5IIpLnDqBxxdHdjECWsS/mGyt8j/eY1Gw0u/fcOy4sWL3ZSFofJMf7OcQo+3SaqcqENRX9Z1lc+aUgHzCVMYtpPwAEAAwoZB4g++/T+wTmruY66yzrLUb/JfwZzsNzkHygxivZ0UgLehP5AmCDZBn9P2TKWI2vL5Yl5FwAGIAAXVvkJ19YW25+fY7JVXjjml+asNTWGCRRZDF4pT0Yv6hvlMVd6Dn6zzU2fTY48+JZI18y/g+VY0kG+YL0308en1pBygeijOQRCFwq+/ALqA6B2GYN9kBAoeuVVNvV3+wZDvuiShXz4IGSDJjjXVrWs6pFGfvZlY9MNJnVBy8eauQLkm5JVUnXPDstjJpTvqYo+WLJui1hx45dOeQL8/zd6Suz5IvvdcG5RcZIuiW+RwFRgPt/PqNvKvkS90r0xynUY4DvUgGnyhffswNSmedKLwnvZ+d7FxD9gN3ySZKkxEZePiz86OFJ5ofis6CFD4gSS9L488SyJQLCYglH+qgQm8Ta72RrX/PMtJxLx6dbsGazSe8A3LL+sJ5C/Kr3pJdA9HEOVdKsuVQ7Au6RuAPIxvoCEYNfmbT+xj1fqDo9p4wQLjTG+ZwxwZpM8tnX+5WEt6atzIJP5eTLTItTROohJfSH52cEqnhIOMqSL1fsZ36Y7/kicNjHRpyXLPok8sUT2oV6vihRzpMS/ds3sESKJPKFeGNJ6RZLwMH3puICH0jyvlyXbzyf9vyQRJ21ItNgHWNdefjDRTmJAJAvAzo0tBgGIyaAGPJGH8GXJmSqv72JfCEL/dsHdwirNm43Hzcf+cLv4zEt8kX9MpPuR70KPYBKohrPNl9PORFjkFWTFq7LZvUnnQP/DPIHiSZvZMW/Oa0w+aLxpMoKHYM4UP059be2TWtbUgZjNYl8SZJhFvnC8fEnSNCZsGi99UHCV6HH26LVm7Ny1P4eqFIkRpu6dL3NG/xd9mLWUIgHEi7lfzDfqXi/7sx+RZEvxJ70I7z86Az58qfTeoTfPT87h3xJ8sG5Po1/zo0iB7HkVcf2yJEdUw+OtHGuJCt9DolGDAz5Mn7BOiNLSJyl7wnmsQvWLQgK+qOqQg0/lMQlT74QszA21PNFlRr0XtFxdX6kAq94eGLO5ZKk5ccViX37dW6c/Q5rzHtlUln8EXnj9s3qWnyr3kzE6pcc0dkSQah8WbVxa44MMTGjr+gCL1q5YZvF3cRs+J3gHiJfSBDAkE2WPDq9ByUnpv2Z6pVTbiqXxWd+vzQhl3zx/ckYz/Ro+XjWmrCSKppduwJJJmcf0M7iP5nfW5VowXzWPFJiEP4nlS8kLEO+LF67xRLTSOBAzo7kE4z7obcSKhEiWZgjkJ+QL+oF6F8M/hH9gZQEy2dJ5IuuScomvvKFubxodYYI4e/sB8wv9kX1F0sbu0l/93tCnGSh70tam39DMLFP7bW9T2DvE/i/fwJ7yZc9fAcCtiBJvtK7uQWAbKD7dGpigJ6XEIhPpSyAfOSL7y3iNxAdS7Ie/tiAIgQfZGr7apsM+ZKpfPHVFvotwCvANSAMFgcYOIDcH8QDlS9s+GpmR6kmm7+IFgJTeqXEDeTSHrca0etzT77QbJbsRJyfEYd2smw6GSRL6abttml64+/j5peGT+dkyJdZyzZkCRovO8ZmRHY5sgps1gBRZI1xfgC+cw/sYIECpgaw/D/AAY1wIcUAQNGOTyJf1McGmS+ukebsyAf4AElOE8dNq3yJyReAs75tGhSsfJmzYnM284QSchqdA4QO7dzIslJU+YJDcsawcvKFrKz2TetakKzGzJ58AYimySvBHoCeMvTi9+srX2gETxCPyYEX+SJZG+6fDJEzhlaOfCG7A5u1YmO26W8a+YLDAgAO+UIw2bF5hnwBVPrdyOkWqPgs8/jelK3P99+asiobrBYD6MTHiskXSBTGTFwmLGCf64J8URaxpCpwSjsVSb7gxFPRACFCFQxNku/7YIFlbUNEAWJggBZIAN3/wXwDVOLKl588Oik0qF0jp/KFQJLeSbFTmI98AfCFODqoR3ML8gCpCJjyGYEEVWVbtu+0TM1iyBcB1XJMaSBMhV8a+XJYr+bhvemrbD2tLPmCc082IeQL75pxh3ShJ1+27fzcxqKqAa7/gth9deKK0K2krgXgZCJKtlCa5vz36P4t7Z2o8mXD1u1Fky+QxowBLK3yRQGTKl/IgC5EvmzevitL+pKtBpAo8kUgtZEvW3fafPOVL0mEh+8ZAxlPPyQv8xdXvijQTqt84X4L6Swz16igRHIgycj0Rq6SrMB85IuX5kk6DuQLBB/ki8+m9SQLv1OQ70lJkS/FSh168kWVL8q4ZQ1h38SYi4f2aGpVJDwH9j72CI1XGq8TtHsT+UKD7eMHtcqpfFHGaoV179jugSbHMs7FvwF8urWsn7fyhbXl1jfmVKh8EfkSV2fE4JUaoN5w9oDQr22uhE7eRSf6UEGwPw5r6NNjloSv96OB77LEqlgO4ytfYkCTd0U/upo1qoWqIdj8B8xlLWa+x5Uy+a5Z5IuvfPHggZIM8lW+QKiyt0G+NKpTI/z25N4VTknlC2CKslt5nwD0y9dvq1D5EpMvvtcFBxYZU6jyhfd43ZmVI1/Segz4GwOYPefA9uY7+0x4iBGya3en8kUZqvJJ2ON8hQHnffoHw8JPH5lkfiiJAhv3gHyhxwqJNDLe78AOjSv4FUmVL8xjwH0BiWQws56yb4l88ZXBvvIF8oXYBRCMdYKqeOYJ77SkYW0jOKgePynq7eXJF671xKFtsvFIMXMS8mXeyk0BCZxj+5eEN6auyCb8xJUvGlevTVoRfv/8DEtgoYF4XPmCLBx+C0ZvSvzTYskX3xOnUOWLqmT9WpmPfIGkw58W+fLS+OXmg+ZUvvRoFmi6ns8g9easzK18QSrSJwLElS++x5mOzXMjlo1N5At73IhDOmQrz4shX/7y8szQp20j2xM0RtUvM+melEjgpYPw76pWqWLxOJZPdoyklsmL1uUQAvF58C0ATOPKF/xHSEzJjuGzjByztMIepoz9eE9Uzx9/PqkFMO+QUpZygL6Tj3zh+FwjiZEk3NEwnfWLapmla7ckki+8KyQqJy9ZZ/PGky/IjhHzS1ad+V6zRlWrvCm28mXz9s8thoB8+Z9Te4Tfv5BLviQldXCv2mNFVieRL+rBkTbWAeXZU2WA9pADkC/jFpRWIF98FQy+EYlCVN2IfMEPRQ7Oky+s5x/OWh1q1ahmlUX4+8TNceUL1yAswF9v3KPpD6f2NhksGf01JZXF30j0Ra6O98J57r94qPU+0++KJV+Q6EJ2Gz8dP+/cA8vJF+Ye/d6oRib5AiPpkyoqjPiBeFWkqq41iXzhM/nd+GPEuMiO4R9UrRIKyo7xe0m5aR4x578xqFV49JOFllTKHsu+s3Dt5nDcgBJL3GRuqspI5AtYCHMUA8Mh2RSMRpJh/r1orfKJOvkqX0S+4AdBqHJuX9lGpQvvSSRxmo+Tb90uhnzx8nDEikkJM3k3h70f7n0Ce5/AP+UJ7CVf9vCxinzBoYNogJyAYd6va9OC5AvZzyzC+cgXNZwG5KdSRT05dNleH1h/IzhACkWN1vV3nKQHP1qYSr6Qqbpz165sBnsF8qWsmgWpLzZeNnxpXbNhAbiq7Jyg8eQbP7FKBJzmQiZQUd/z/UVwZNBZprkxlS+efCE7cv3mHYnky9h5pSafAZg5c9mG7Hdi8uWlCcssywfn1JMvZP5BvigDRFUoXKMnX3xztfg+z79rjP2JbC02djJZrnpssmUNIyOCKYOG/y+WfAHsw/E+/q+ZJthJRkYo2r4CDHhHOJrIjgFYvzyxnHzBqR2+f7vs+MLZoNoB8kUgnUgiZVbhRKkvUFIvFq7Jky8+uCDDCOkLkS/KyP2yyBe0yuUoppEvBGWQDADejAneCeQLhNzvn8uQL9I3Tnq+Aoz5PtlKkgyiQq11o1qFhnzO5wDyG7dut8oXxlsh8gVJrhMGt86SL5KqYD4inRdLs8UXQzDwzozVJh0HsEDAwPNiTvO8vEQcRE+nZvVSyRcq0ZAfUM8fQFh03QGPAELpFXPK0DaW6ViIfIGUYP2iighQgH4s+UxZXJJHyAeoS2dfQDXPGccYMInALY18UVNI1lMAKTWdTLsuX/mi77BGzFq+IZV8wamneoexKICOawKY615CZtp2q+AA4P3Bg+Mtm5EgjMCa0npPvqzbvC3n/eerfAHcFWmcRr5wDzxXwDBkIwDhYvKFecL6QcUg73/Dts/DlrKKBABb1rp85IuvXkuS6UIeQL9HN3r/ro2zmYS8z5h8UaC9p+QL1wKAjmxTDNB7sFGyiTyreD/30jxJYwby5at9W4Q1G3fkADoEvb43g4J8/Az2NEzki+QYGM+Ma/UIi8/nyZdrT+8Tfvbo5CBS3GexQ74QkP78Gz1sDWeOAOboPSUdX+QLRPw3B7XOIV+S5JW4Nt4Te4+McwFgIDPSsyQ/+cJ+fNtbc7PjTMdgXX9lIhmtuT1fYvJFDVDxiwCkKmtZ8sUdB/LlqdGLTU4O3XMRnPE5PPlCQgV7tIxMcogMVb4AvFFFxT4FyJz2jpPuQ01fyfZF7gTz4IGqrPKRL5DDyCZCvtSvVcMAntiufmaaXTOJGdr/Af8Zl7HsGCTre67yJfZllVgksKXCuZ6eZsAywDBZxGmyY/kqX9J6DPhzpZEvHBfQak/Il6Tm4WRL4yOyf3IOKrsqW/niKy+4J95v//aNKvTnSyJfmBMr1m0N1atXDWs2bLd1n9iGeSfyxVcGx+TLD47qams25AsZ8qwdEGytm2QIDp90pOf9ZZAvVD1v2rLDZMeQu5Icpca4xn1MvkCyd2heN0u+CFSkLwkyqJhI5zg2wvf5VVQ5xPd3h3xRohy+nRQEBK4nVb4QYyEfBPlCPACQDNjuyRcvv5W2vuFn4S8jRWX3OGJQuO/9BTlxW0y+kJAFMM9aMKBdo3D6sLaWsOR7Rel8Il++2qelkceS/S1Evuj3VI2y7mmMytdLuh/5rZ58Yfwhe6iqtXzkC/7URJMdy62m9OdizyKprxD5gh9w46uzs0S0jiHQ2Mta8RmVIZJy0nd1P/g8fL675MsbU1ZYogqSUZAqVGH3bFU/rNywNafXis5H7y8IPfre8H2ByKxDSeRLlSpVTEa2MuTLf5/SM/zhxVzZsbRqTo1/kdWVIV98/M794kO9OnF5aFKverbyxVcX+v8nGREFkqLJl+qZvjDqKZZEvtBb9OePZ6R4ZXGlmvcr+U5MvoCv0LuFuA1S6KFL9jFQX0oSkC8rNmzJ6QGZVPnCPta4bk1LuIvJF/aoejWrWf85yCTMV/Fpf5bvqXthbyB5LJaFTSJfGNfEroV6vnDsmHzhb6yZKDngP0GOQr7MX70pHDewlSXyefKFiib6+zasUyO7XrFeUDUHRpO0vqhy2yfIJJEv2ivUTxCCnERVyBdiI/WllDKMiJ49JV+S1jSey4k3fhLWlcnOp0nDp+0Le/++9wnsfQL/vCewl3zZw2crYAuShEwJAkAcJkBdACMWVUpLpcEbn46NKB/5QpUJzYvTyJekRrace9O2HRWcK0CG+z9cYI4jGwGgmDeyFmmKqtLEOMBQNQvEA06c7zXDhlXSsFaWfGGTBowRSFjoMcfki23w/VuaVi1ZF20b17ZA96LDcytfcMrJnk6qfCmWfHlu7NKwqHRLWLV+m8lQUZIL+YOc0bcO7hjOvDXTZ0cgLf8PKFe7elUDk31zNT4bt2BduPf9+Vbqe+5do0OVXcEay3GNOFMEpL6ywDehi8kXsgORNosrXwA++rZtECj/TTMCJmVm8x2CJQgyyBfuDbkFgBgIM5xasl1E7uFsdG5ez8gXEUbSuE0iXwCyAINi8+QLJJOkiHDo0OAV+aI+F8iuddqDyhfAAQKCGcs2ZMd3GvmCw9KuaW2rRIJg4h5EvkBEktGuLK+kZ6xm6VTtvDNtdZZ8KQbQiY8H+YKcE3MP8JSKMkqy0ypfyH4/eWibLPni9aMJrhgv+YxggCw9yF9Pvtz1zrzw0EeLcsgXnPHOLeqFv783L1x5dDcDGTzJAWHQoE6NrJ4s8x6dePrukDH/4IcL7FoB4QqRL6xLNINkvdQYyXcfCiTUv2F3yBeBxazdrK9p5Aul7KPnrbVgKq3Cy19jEvnCGjF35cYs+ULweMXXutpawf7A2rxj1y4jXwRIQ75AkPZoVc/ASzIR1TNK6ypBA2OUd8La8szoJVb16Mm3fOQL4KWeWUy+nH7rZ1ld8ELkC/evbFg9Vz0T5gPgr8gT6cX7yhdPvkCox1IzVGlJ1gViEkBBZCfEA5JivueLqhR5TmRvowN9mZMd49qKqXxhnYdIvO3NOdYfyZsHG5EqPLBrJkMx3s89qZE0liFfjuzdwoAXD+ggKQH5IRP54ufFI58uNlkFBfk8Ayq6kjT5Oc61L8wIL5dlJ2svgpAHEEPKUMkekC/0Bbv6hJ5GviiDXu/Jyy/o+vTeAQy/OaR1+P3IGdlrT5JX4sO4Mo5zcd9UvvRq1SD89Nhu4ZdPTbH3R2IEJiLByJc35+RUI/A5f391UmHyRb0TAO4Htm+Yd72MPyRZAx+IYwgY8oG5J19G5ulF5ckXASY6F/MDchTyhT0N8pUqKuTYmO/yCYq58Cz5cnwPW1dtvr48K9ujD0Dix1/vZuB8Us8XpEwgT/DrmEf4LH84tU+FU0sKTHOL90l1BJV7MfnC3Ppw5qqs7JjkSXVQ9gt8pkLkC/v29cPTyRfWh9Nvye2VqHP4Brppz1HkC4A0PoGM4wJU8jyUhFToXcSVL0k9OZjLv3xyiu2BPO+t2wuTL3GFrmTHvJQg18b77duuYY4cH39PIl+Q5UPqF3ndtRt3WMIV6ynkpsgXn5ziQT3850u/0sXWbJIpqJ4BAIaIbtc0Q3Col5h/ZsWQLwBcfds1yPZX8r9n/EEkQPxDvrw8aXl2D9O1ppEvrNOdWtTLki8ad558ue38gUZuxLFR3E9C1+TJlyS/IGm8+Ix7kS++8lO9Axgb7PX5yJek5tHxOcm2p6pC5At+PBXQNIKWcc/92jUMVAFhkD2QRTe8OtuasvNZkuwa300jX9KqIePri8kXZLPo55lkIivUKJ7v+EQ3/h1L8fE3VSWRiT5x0YZs1W7SOZCfHj23IvlCDy56wajyRX5A7GeIfIkTEiTh7c8pqSKeNeoPe0K+6P2qx4fvtaJzQkDia05clKkEEYjMWKPvITE/4/Nnx3YPF5XJhN/5rYFFky+cU5Kw157cI/zxpdzKl7SEgph8YX35xTd65siOFap8USyte2Ut5l1Rxan79YSLlwDjXYHDePJFsvG+8gXfBWUREmuJF6SCkES+EDeyXnmL8ZJC5AvxbvdW9SuQL1KS2B3yBdUE9rOYfIEQalynhiU6UO2J+bVMct5L120Nw2/LSHthzG8wht0hX6hQO++g9jmyY/HeCg7VoFb14Ndl/EvIIeJHYh/Il3mrNllFTEy+8F1iUxIGJa/qyRdVe/n3orXK93bMR74oHqWKde2mDPnilT+EpYnoSfNxEhe5sj96Qj6NfPEVStxjUsJMvnPs/WzvE9j7BP45T2Av+bKHz1XAFiQJAWycfYfEzVWPZSQEkqwQ+eIrLDx7r2PReFs6vPobDiiVL7FzdT3kywcLjO1XZcnaL1jxXz09Jfzk693D396db4EeGz4WBxjcC8EbGYsEoZ58IUOmdaPaWfLl4Uv2MRAoqYQz6Tmoqbv/TFmBEBUAL0nkC2AEFQr5yBd05Wcv35ha+fLkqMVW9UITPU++DGjfMHz74I5h+O0Zh0IgLf9PBlft6tUsIy7Oulcgy7uFqAA4waniGqUN7fuf4PRA0mEx+cK44hyS6lH2Pu+of7v85Isye/VMCVqa16tl8keDOjQyuTWRLzidEFkiXwjmu7Sob+QLoBAZN0nky8hxy0yyiYAQSYbYcNIEoqAdLp1YNX8T+SKpJbKTAbQkO6bASz1fkBi5LSIWPHDLcwYsmL50fWAMYmnkC++z/RdVYlRSEUxCWkC+XHNSL9PUxxRoJI1ZnZeqHQJVgcHFADr+eHJkCXB/c3Km8gVLapCn71I5dNq+bbPkC8ApQR3GcQAJ8pmCAcaoJ1/0nH3lC844Ujf3fTA/kXwBmGtUp2YO+VK/dg2rusIpfPijBQbGEtgVIl+a169pQBbrJVldqqZJuxfNF94d4E5lyBfNsTTyBZmWcfPX2npaWfKFNYKeUpIdI0iAIND4h1TZuvNzG4sCpAkmyWbt2bqcfJFOdBr58tSoJdZs2L//YsiXJaVbw++enRp+dWKv0LxBpmrLkyh7Qr6wLiDpmCVfyioE0sgXD1jpvXtwEGKSaiTNN8BKqoE8+aJAe0/JFzVhvvWN2TlN072WMtfIuk4gjMXkC8QoYyzN0siXmHxUkA9ge80XmdaY9gMF+WTWsV/FVRQ6twcBRL6o0bPvMQP5wpjlvlhz6DVy1rC22coX31xex9Z4AbQ9cUgbkxaReUDRPweArG+4huCc68jezcOYeWtDnzYNs0CvJ0hEJLB+3/H23FTyhUxO+gnJ4soX9QdIktDJu3iGYJVyEDA8ZwXB/jiQL0+MWmI+YbHkC0Q7QKh/VyJf+BvkK+B1j5L6Rr4kvYO066byDJBWSQ58z4MH2ufykS8A2viAZDnXq1XD7j22RPJlaGsj9wqRL7Evq54IhcgX/IUbz+6fWvnC+qA9Nb7etB4D/nsAs2ft3y7H3+Vz/ItVGzLkS7E9X9QDTT5JUnISlbPXPD3V9kCuHV+7UOULWviecBf5wp6LdKKM98u8iuVHksgXfK3STdvC57syfb7ws2PyxUsgxuQLFfKMB/x3EioYg3F1Sbxfx+TL8YNam1/q7bRbPg3D929fQbKM73A+fD9LnBlQYvsnYw8rRL6wTpNk8qcyaaIk8kX9yuLYSIByPL4qQ774aqh85AtgP/s9TcEB1SDV48qXypIv9763IEfeKCZfPNkEuTqofaNU8oU1i76axBgQrqp8qSz5ImAzaa2T3+rjTt/omt/kI1/o9zB50YaspFLSOfBpx84vrVD5gmQWADVybfg8hciXOCHBS4TrvD5OpCpczbP1eZLsGPs/foDAb/wSfGORL8hUMa+TyBcISDL1xy0sNdJS5Avr0AsTlgXGheSAme9IUdIHpNjKF0++/PHkHuHaiHwRuRk/d+2xkuWqDPkCluJ7iZDkxLvy5IuX/eK5qb8K98z7QUJU/pLIY0++MMY/mbPaEkbBEx64eIhhCkk9X5A9833xuOd4P/B+JZ/HlS9UM/RsXd+kon3li/qg7A75ArlEcmRMvrCGkLT5+uSVOXKiekeScSaGOLsMK+EzMAR6VsbkC5Lr4A8fzlwdhnZuHEbNWWukIs+XfaIQ+SKyx5MvvB98JY1p1qu1m7ebOgTkC/NREvBUlM9cvskSSEjywZAyZF6A0ajay49B7oV+P1Qr7V8mA5ePfGE/RnabijHGB+QLsnBSoxGWhpICMeCeki9JaxrX//W/fJRNGIGQBufYa///fQLjJkwKf/jzzeGqKy8NA/v3/V+90XnzF4bf/s8N4eQTjgnHHHXEHp17bem68Os/XhfOH35qpe5Dz4GL+L94FsXc/F7ypZinlOc7ODXIDrCxE2jHlQgEaP/11BTT0kyyQuQLzmrdGtUsMxtne8TfMg22ZUmNbHHYkCpQlYG+Czjw0IcLjXyBhW9Wr4b19UDaBvLjic8WG2lzbdkCHQcYCmK5JiRycMRkOGk4GWq4SGPK8+8cE9AsnrBgvX1tV+3VIXxeM1TZVlFfXY3o/b3J8UQrs3OzupbB/N0jO+fIjpFVhRxGPvKFDBcyu/QdzkVASC8XMkQe+2xxWFa6NazbsiO0aVTbgkSeT7+2DU2j+Jw7RttlEUzeUiY/QFDFe4EYibPu1byUDfWie8YaGUCmNlljkifwG7Hk5zgHlR801pWlkS8Ez2Tr5qt8UWavjsV1ljSoHaYuWx8GtmsYXp+y0poq885wOi+guf2dmXvFAetWUj/85d2Pw48P6RD+8sqmrDyanHvGrsYI74ieIbF58sVnsCDD9vtTemfBZzVeplKo0xd9d4YPax0ufWiyNaom+L79rbnhkU8WJxILnnxBZoHnTV+bR7+bS76o0bq0aQFoAeAAvAEie7dpYFJ5XkLCS/zE96bzEohS8iwwuBhAxx9LhArl4zyTYsgXAMoz9ysnX9SIkuO2bb083Hji0NC4QXqTbwUDvEMau38wY7WBSbe+OdfmiW8OyLpGFRTZkFce3bVC5csPHppgvYTU3BpwpG7N6lbCTqBK5cvxg1tZNQPn4rmRba9mhzi9d48YZOAZTRDtzkWaAAAgAElEQVQpcWe9LKZBoOaLxno+8gXJxb+9M98atLP2CSyGTKZ6IOm9QcZRYTZl8Xpz7JlDECX5LCnDlfWRzHXIF2Ta2jSuZSSLyJcrjtoY6tduG34zcq0BzscPLDGAl0w71lACYcBXrZOSEyFT82t9W5rEE2MYMKZ08/ZwuyPfZiz//9h7D/Cqquxt/L0lvVcCJARCDUWkKxYsoGDBOlbsvevoFGdGx1FHxzaWGWd0rIxiVwSkCVJFBektJLQ0EtJJL7f9fffJOtn35N4QYH6///fN534eH8O9556yzy5rrXe972rEbe9uUbKVdOBlfRKJA/aZBGdn3TpKFR1ms4IvLNbMgqm67Ng73xbive+K1fESfOb7pwMvjbUpmFEn4IswBDgGyVpk7YhtxfW474Nt6icy5/U+ppPMZ2TjOnLSgCQ/8IXOvy6zKY42+4mBCOqMkx2jt+4wX7j2EIz657J8zLuvg/lyxWvrUeYpgq01DnCHq31E6k2JFKNcS5fmCTRuLnhlnSqC3tDq8QvoWMFXcfJ17WYBX6R2hYAv+v3o19SDAGTr/OHzHMWsYGCdgVSuibVNbtz0zmYclx6rgnocz6zVcN3EDPM96cXl5fzy3hm0vWSsP/iiF7LV78eascdrcS/akF+DEemxivHCLHu9po6AL3ef2Q9vrCow5WTkvHREv8kp71QUnntLUWs+7C1JgCfEXOP0bMYuJ7b2ZSDwhRruo/vEqaM4LxgcOHdkD7WeBhtrZL5sL67Dbz7PVXIZDCJIY+BkQ0GNKhbNYvcEF8kOye4Zo9bgQO8g2P3vq2zCzV2ALyLxyOB8VkqUApSkfXD7GDz40XY1V8n+4lyLCHXi+cs7O3ePfrlLJSLozBcGARkIMcCXPmotYqMNtW5ftcl80RMI+L2S5dlagvOPr8GJWWNxQlZH7RJ+L9c6HPjy0R1jTfaytX9oU/dN8q9dZD2GY5L3qicb8RjOOWa1Whl1XY0hAdYFfAlUv4LJG4/N2aUY2ARVPV6fssu45y/LMYpBWxslZv9xTQfblUlVtGUIYN1zZpZ5ONfwwWkxnTJgZU/Qz8t+JZDv8UGt+ZRt4tpz31lZJpNIZ+eZ4IujDXHx1Xjg5ElqnNKW4Pjl/sVEHAIcUleFzFvav9J08IX3Oj0A+EIpFRaEvnRsz079wDGxq6ReBYWnDu+hsvVFyklqaIn0ohSKZnb20/N3g+s060xJbZBA4IswCq2+kbWehNzY0YAvOhtKQLW1rF356U51WmHNcx9l4gsb9/6vd5Qr+Vu9nqReeD7YuOT19leVo7CpEvamHorBTjuJGfzSeE6ux8J8oRws1yc29tvozHgzYcl6HQJurL1zxpAUBQSyuDeZaFbZrWD3J/aAjFEJbAY6XgAKvWi21IGR4wMFKkVGiVnvO0oM8C5Y4x65tbjWrzA6j6UkHUHMlbkG+LJgW7kC8qxrvxTlDlTvqau1w1oTxhfSiKyUFrw143y/n0liiAS/TxqYgF2ljWYNR/q2nMtWiTOehPOTgPLWolplT4n/Tt+f8pn0AUQymvO9xe1Vft+d721VPldXTUALqcf31IUD8dzX+/1AIJ3NKSAd9zmy7uiniYw5n4HMF9qM4j+8tGSvCpAHa2RUv72q0PyayU98V/ERoSbzRZ97OnBJFgzZFgRfhKFEu4myzawvxfq2bARO1+8/BC5p9BcYB8lIiFBzhf6hL/wQ4LPD1hqrJGVlHZSbsoKlhwNfuH/QHuB7obIEfTjKjok/TXCnoqEVL1/Z4bMEkx1r8/jUuKCE14yJfcw9k0k49Fcohajv63LPIuMsdeXkc8YQCNhIbRj5nO+L51y7vwZjM+PBupPC6CKgdc1JGcofk8b9gSxjaYHAF9ovP+bXmBJbXK8oyTh9dE/1zgmMMvmEjfOOCWmxEU5sbmfQEaztmxKhEpkJaO440DGWvRHVOKNvPFbk2FVi5intSVasRyXykEy+YL3Rz9aXqhiR1BPkvOHzE3zRlT+EjSvziwyZ2HBnl/PH+qXOfKEtTBlHa9N9UT5joISZI7rof9HBC5csx8xZnwZ8ol49e+DR3z6A+LgjY8T//9k9BCz++rd/4aZrr0BmH6Nutzzj5NNPwc3XXak+sx4XqB/04/VnCnSsDm4QgHnr3x/hl/fcekx9dyzgy7H89n/z/f0Mvhxjbwv4QqOSm401GE5H6ol5uUcNvtBgiA51KvCFeqh0oPUWKHuIoEVDi7uTbq0OvjD4z2wGAV/43dxNB5WzJU611cFgFgeBCIIvbS6v2vClccPqkxhpMl8EKGIWbE6JsZG5+i2EvTkZjoOGbqjeAoEv8j2zxCm1EQh8oWHPOjVW8IVG9MG6FuXwBQJfaJAzqMNA+8frilVggw5makyYkjVh39AQYFFz0Xum9AqD02x0CJg5we9ksxbDRLIIucHe9d5WRVdmpjYdF2quPzE3TwWZmRkjTddB1anlwcAXGmXM0DgS8IX3mRYbgZyDHeDLmdmG7BgDfbdOyjTBFzqqA9Ni8Nz+5zApLBHfbT9NGSsMvohxr4Mv7C8aGoE2f2G+6EaUGAISfBapJQYZKDt21bieuOvDDvDFZL4EYHXo4AszgRwOm3LARZ82GPOFfds3JVIZ9QSzCLYx2K6DL13VHZHr0hH9Yc8hMxjcnYCO3k9iIDHYQSmX7oAvdAYIPN7aHshiNo8UO3Vnv4cHUgfgogkPBl3drMyXNburlOFOZgrHqc58YYYeA3LvrinCr6Z2Bl+o+50QFYpbJmWqwMXWonqzuCCl+gi+kP7NOROI+SKsKYIv1LWmEcqsXwbOAxV11h9KwBdxsPkuyLDSi1TK8TIOxFkQcIEsNgYbAoEvZCUwWMV6LXSmAmUaBhrz1s+kyKmAL1zTOOZl/Idnv4spEcMwb+M4syCsgC8EbkR2TOov6cwXOhM6+FLT5AKlIKR1h/nSHfClq5ovvFYw2TFKVBGMEfBFjuMYJOCtg7A8D6VymGnOwCb7iW1pToUpY8UMuVMGdg2+cD/mmnGszBeO2ZRYgi/7/ep2cA0szngD9uJT4ajtp9YMBgbYrOCLzigJNCE5xiYNTu4EvlgLZAr4ossHCPgiwJqAL8IktF4vEPNFjmEgtbnNi8hQO9bsqQH37ucuG6bAF9bfYCKCrHmBitTLfGLW4SXjevsxXwLVtuB1A4EvDIBQMpTgj0gc6U6vgC9cv99c3X3w5eo3V6Gw5yw4Cs+AvT4DktzxnwJf9PMwE/Wz9SVHBL4wGEQbUpoOvlBvnmsA99JhvQzwRS/+GnShb/9C1oBgzBdhWXGOZyZHmkEJ/pwAwIMfb0dDiwdz7jXAl/AQJ1j3wdqE+cI6UgRJOXYYBOTa6fX4cO3JGUHBF8kulXNy35m/Oxee/nMxBRfi0XOn+V1OrsX9g8BDsJovBI90ORT9JMEKPFv350DgC+ccA5jHAr7oQWK5JgO3T8zN7QS+BJtD/J1ValTAF+6hlAii3CCzgP8yP08xp6wZsMt3VSq7VG9MTGlqdYNBObJeGJDmmnTvlCzTRtHZeRLU80aVwtP3azyc/iCeX1yp5pmMX7JLKGsnQUcJpMl1dfCFIMuFozozX85/eR1mTEzH5eM6wDixuWnHsmYHfD6cPbwH5m89aPpBIiFrgi/3T0BFQxsWby3Dh+tK1Dgd2COmS/BFEgesvhEZfH9tL+juZ5+cnKHsHrbuyo6x6Pua3Ybkl4AvuuyY2Gacf0zkYCP4QolS9gOTeCirw6bLbwVbI9hnO+p+wMGEtQjNmaHAF2aLSzFq/s7KfNGZPtzfKM0aTHbMCr5IbYijZb5IYDPQ8wj4oksH6bYsf9MV80WYHl2tp9x3th2o61TLlP1G4FnAF7EDBOSTc9K+ph18pOCLgBdyHk/ydtiSt2DF9Ff9blf8M/bv19srcMqgRCU1rfuV9OWkFoT+Y7IPaxrc2Eimd6PLTCzUwRfxiTjfaZOwDlh3mC+ifCCgQyDwRZhlvCcBX2gvEoCmn8axSnYR4xePTh+iZMfEfzgc+MJEGu7L0mh7rCb4EqmBL+3n5zE6ME6/Mik6VIEvkkTI/3Of05kvkjhCBgf3PPEpBHxx91kKeMLhPHCysm2oGqE3K/hiTaKxMl9Yl3ZY71gVi9GZL8Kw5HXL6lv8EsYIQki9WV6bfidVRaTOEdfJa0/qo/x8NvouTFDgswcCX0TytqimWSXcSqMtQ3UNqTkrn3OOsm8JUrH2rBV8sTJfrHMxEPhigF415jNwveIzXTiml0qa0IEuJlTurWhCdLhD+aps7Mes1CgVR7KCL66seRhgi0fB3lNU/CZQzTwZCyb40iNK+bBksTJRmeCLPn9FGUbiY9Z9sKv1R77TwReuSdxbGcc61NSm7AE2fc8h4BUoYaY71/pvP4agwpbtO3H/nTcjPOzI6vX+n9I3fIYDJQdNkIX3Jc/V1NhsgjKBwBf92VtaW/HSP95UjyX9Eegzfs9zvfb2e7j9xmtMsIXXZDsW9suxACgEgF7+x5u4786bTRDq/5R3pN/Hz+DLMb4VAV8ISEw/vjP4wtNbA+36JZn5tXxXVacMCDmGGadx4SEKfHn9+pGm46pvcNwU9caAFR1lkXgK9IhW8EVo6zVNbXjxiuHqJ1YHQ9gsdEQ9Hp8f+MKC6wyASgCYhigDw7r0lavffNhakuAsNYqxdrcxsE+HsbimGXdPzvJjvpAm7QM6gS/6uQOBL6whwyA3g2bvf1+sNmpmV1D2iEaqMFN0fWG+YzolbAwQsmAbwRfJxBLDhNR/1s9hf7GGAw2xkwYmqaC2ZIwRuKGUg7QjBV9olLFuS1fgCzNMKP0kjfeZFh+BXaX1GNE7VjGeJGhPp5rZ4sJ8oQE2uGcMnst/BqMckdiec44yHubcO8EPfBH9YgbNRQ9W73ud+aJ/LoXLJfgs8jOUactKjjxq8IXGK/s7p7ReUX7ZgoEvZDL1awdfGNxjsM8KvtCYttZdkeeQQCQd0XV7O5gv8r0uN8TgPmnRpNUzo/XjtcVK+5hjjplKbNSmZlBEwJdAzA8xpshaoFMv4AsNyiU7jaxYV/a/cUNcD9x46p+CTjEdfNGZLy8v3Yc5Gw8qhoRIHAj4wmzuX0/rXPPlrve3IjEyVAVEyAJkk+KCdHQ/+KEI00b0UNnDXYEvlHeJDjfAF/ZRdzRqRUqIzCsyS2jU89qsp2JtMg6szBcJrLHgM7MS6SxLY2CcRnlhZdMxgS9cH8vrWk3mixV8Cc2eiTPDB2LhpolmcEAHX8jMo2Et4Is4aQQxzxqRooAJYb5UN7apLExp/wnwhX1CSQEr84XOrIDwwcAXBokJ6lvBFzqG3KO498g6wHsmqMgCuTYblEwS2+IdFXhmfkcNEV2bm86flfkigNr/FPhyxWs/4kDGm3AUnwx7bX9QepDsFTYr+CL1NIJNRo6xkwcmodnl9WO+MGtZr6shTj4DtgRF2IKBL8Kesl5TggD8XOQk5RgCum63D7ABmwpqVcCN75RrjtStMcGXAEXqBXxRspET0v3AF13OQ78nayCM12KAhQ45A2gCvvzu/IGYnG2wQgR8scqIyHm5FpbUtnRivlz11koUpX0Ae8mJcNQMMsGXZy4binFaofugi6b2BecmM30fODtLOfwiXclgJxvnxSfrSxSDLRjzhQHy3aX1gM+rmC/W7EVmrXLPYKYtHXgCmMxu5D5F8IUMPAZGutMOB76IlB3BF0pxSlBCP7fIrHCuhYY4TDtRP0aCQyw0GxXqVGOHQRiCFGQ/6HsEbVsGTCTL1FoDge9x8T6CL19hQuuZeP7iy9T8CHGS+ZaoJKYYiDss+HLbGFM61tpXZOUxsaerxmfgXqsnG6l3fPMoZWcfCfgido7sRYGCvbynp7/arfZAAjxstMuCzSF+b5UalcAlvyPD7Zn5ebjp1L54a1W+ysqV9UOeW2cWymdkrLS2edDs8pk1MKzgiy6BaIIv0QfgyVyKh3rdg5eX1Kl51tTqUWOATBwCHAK+iFyiXFN8DvpFXE8uGNVTgb56I0uB9Qm5X0sT8IWMarJU2WhzzN180JS9CQS+/GXhHqzOrVLHc/zR5u2K+SJ7nNU30utB6veqszi7C77oAVhhNP2wr8Yszi1gAvdN1jZgYzIWGTycDzrjvTuyzwqwqvsO5Uk/IGTHdQp8IdNc6iHI+NJrvjCzXvZjJmqNz0roVL9C+oHgy9Kd5aquGddsAV+OlPki71gHl6zzVgB1kfPh97p0F//dFfhiDbwGWhf4DDsO1Ku+1psOvvRJjsSesgaV/EfAmv6eNJFL0m2YLheg9i+tsmSe5K3w9tiE5VNfgdPRETAU8EXWU/qBrOWqgy9WIEeuz/2FzNeNBYaEk/QH5+nCrWXKl9LBFybI0M/qDvjC/YMJjhIIf/KCAXhhSb4f80Vnc8oaxnFO6e7ffrrTlOUKBL7oMlCB+pN2Jdnv0jgO+A5Z009qvgi4w2P0wusMzveMDzdrpPF7UazQwRfaUKwHJOCLgPsm+JK5RLFuncWnKSlaSeyUe7KCpXpSD4+xgi8c58dlxJngy6zbxqr6RZLUwuserGvG367uYEVapc0DgS9qfW2XEOMaxDgO40xcl9Xa2u6z8m8CCZSBE7tMnoXrAtU1rOAL4zknDkjAxvxajO4bp/6vM1+OBnxh4hOlagVA4n5IKfmLxxrgi944fvdXUmmgA3yhrTmghwG+WJl1rgGzkeVNRNG+Scpnp13CFkh27JMfS5S0naxR3L+ZHEzwhXLJwgKSRGaRyxZVju6sA3KMDr4wlkEmKP0B1jES/0/fc/iMgRJmjuSa/63HBgJf3pz5IZYuX60eOSYmGn/41b0qmC/AQEmpEXfVmR/W8+hMEB5LKa1TThyPBe0ABc/Zo0eKAjs2bzESKXTWic40OX7ksKDgkIAj0yaf5ifTJYBM715pJjBzOPCF9yDnGzl8qAJRKOM184PPusUG4jPPXfA1brnh6qMGsqSPhw4ZZL4D6/Pr0mLCVKqtrVPSZ/X1RsJ/oM/1d8lj+J6bm5vR2Nys3sF1V/9CPXN3+/5o58TP4MvR9lz77wR8YQDvotFpAYPhYnQEuhRrfazMqw4KvjDIz6xygi+k5EpwU84VKHuGGyE3IavWpn59UphZwK93QgSW7qxUsilLcyoVVVNkdawOhlA3A4Ev3KAJvjCgzyb3qlO+3VnzgJZEOEtOOqJep0QRqbWBwBcGuFmkzcp80S9gBV/4nRg5zO5jVg0NTre3M/iiG+MS0OPvachRaonGEzd6ZjkIgCKOLAPtrPdD/VcadQRfJGNM34h5vmDgiwSYJNNYgm00ymi4dAW+WLWO6XRTGo41XwR8kfFDh4/G4LVvGrJj1IDP7hWL5/KfxiC7E/t3Xdwl+ELH4MmLh6gaP3oLBr4Ig0CCrmIsmuCLRXasu8wXAV92ltQpfXq2YOAL+5ZGEgNnDJ6O7BOnpDqEncTf6sEF66CVQCQd0fX7OpgvchyBLY49NoIvK3IrVTCF4+OZhXuw6Jcn+IEvfF/PXjbMBF+sme88jxhTzGi9/uQ+JviiZ8W6hs3ESHcPVJRMD8hG4nl08IWBRDJfyMp48eu9SkNcd1j5HMxWDQq+vLcFiVFhfoE1Gth0sungzPqhCGcPS1WMOYIvW4vqVBaZyFpI5hqdBkrsJESGqMBTd2jSAr7IGsvANGtPMYvc2mQcSKaWBIslsMYgwUfrDvjJRDAwTpmP0kMtQcEXBgHDnTY1t/V3pF+f62NlfQf4wjWaY0MMaGf2TJwRloWvN59iBmEFfOFcoewYwReCc3RCdfBlyvBUFegW8IWyHpRxIwhAuQA6/gTphB2hZwnT+aRDxZoszIgLJjv21f0G6OrxGhI0IhfTHfCFtcbooAr4QgeAjkAw8IXvgcU7uR6LlJ1IeEifHg58kSzHYwVfuM6nxYfj1W/2qSxHacJ8cZRMhL1moF8tDSv4IhrpwTa9YOCLDrLwt+Lkk/H41/YECdkPJMNSmC/ijFmvqYMvUn9MjiHY62uXGKJdk5UaqWwBKZp+9xn9TJAsUJ0UmU8M9pC5pNd8CVRYnNcNBL7wnW0orMUYDXwRuSb+Rpx8kQu0PiPnRkOrqzP48vYyFPX4GI7y0bBXjDATLHRJs2DviLYQsz8ZLGeTucn9g4w/zkn9PAp8+fEAzj8+LSj4IvPwmUsGK/CF+xFBLmlM4KD8Gtc2sg4YDGM2M+cOwRfJwg92z/rneWUNuH3m1qA1X5htz/o4XYEvkt3JQBsBEF7f2iQ4JDIaHDsMwtS1eFQAkIEVsWG57lJWTcAXaw0E7mnLCnbB3W8+hjePxz8vvUll11NWlPaPgC9cn1kHLijzpQvwJViBZ/25goEvtIfJFDsS8EXsHNmLAgV7yRR8dsGe/xj4Qtv+mQV7cN1JGXj/+yJDWsvCWgoEvtAGoFQc5RAlgGYFX2TcsL9M8CW2GJ6Mb3B/j9vx6rJmFZirayaI41HjlwCHgC/sj/zKRrUOsFnBF8qO0e5m497MhCdKOVnrgslc4twg0Aj4cO5xafhy80ElqcgWCHx5fG6uKX/K74f2jjXBl0CFnYXdZvWNCJzStrG2owFfdDaUgGrf760x908BX/TahMcCvvCd7mz43g98ocym1EPgM1llx/RMctqH2b1jO2XxS18I+DIs3ZBxZq1MJhhZwdZg65j0obxja1KZ/juxW3VQ0wq+0Pd79ILBal2VRtuTY1xXagh2P7Rjc0sbOoEv9Hm/31OjmC9UO6D8KwFzSfaR8+m1Krqzdgc7xpO6Fd6UTfhi4kNISTD8DDYBX+g3E8Dg8ztstm6BLwRH65o8qm4JYwg6+ELZMYIXlD9kTRHOdyYtMiHvPwW+6AkFAr5w/QoLcfjZvUcDvoh9L/3EOUuGmQ6+6HVe9NpCOvtDfx/023XwhX7+5sIO8EXAfbG7XH0Xw+YJhbPodCXBR79Wb1awlO+joLLZZCxYwRf2A8cafQMCamQhcR+kNB7jUUcDvljHG8EZ+i8Ltpar2iQcS9a9lrEDxiNE2kvWWzIqreALk5FPGpCg2LWs/cL6SUcCvnx+9zjlI+rziMmIWwrrzIRWrptUSrl0XO9O4AvHL5NSI8McisnNRpt6YI/owODLwE+R6UlCyb4zIIwi/qYr8EUAcNrljC+xX3TlD0lkltgRAUwmzdFPE//0cGuDDr6I7Ui7YuWuyoDgS3fqlR7umsf6fWlzFQ42+4PWx3rO7vw+LSIJPSOM5LhAzQqaMLC/cOkKE+zgv9kGDxqggBIBJaTOyd23XqdAj+6AL6mpyZ0YJcmJiSZjZeXq7zFh/GgsX/UdlixbZQIeBAkIogRilARioPB+BXy59MJzTUmyuLhYP3myYKwf/fP3P/pCPb9Il3XV54Hkz7rzjvRjdPCF1wwEBv39XzNNQExn/ViZL1YWDd+l/lv269r1m8xzSb91t++P9Nnk+J/Bl6PtufbfCfhCA5GU3a6C4YEuxQzB1Xk1QcEXZndRc57gCwus3tmeWS7nolTI0l1lcGW/D1t9bzgLJ4PACp3CrsAXUlSZfU19f+pIk5GxKrcalfUtZuFOq4MhzBuh0euZgNxEaBQL+MJsZ2rsSwY879fVfy5sLQlwHjjliHqdWpnDesWioKoJ953V34/5QuPEabcfMfjCTPSd7XJoNFKbXF4lVUDDgNlKwnyh0SFatrr0xJUTeiujjeCLtd6EOLIMOj4yOwehDhtOHZyswBdxWpwRjWjO+gy2mgEKjDos+NKe5SpOOwECZvl3Nd6koLB0Nh0ogm0EX4b2ZM2XCpP6TqPv7sn9VIYGG3V9h/WOw3MFf0Z/hKAw9xIVxGUWlxj3DMAu3FquxiYbHWtmAOotGPgiMhkCvkgQjtk2WSkRuGJsL9z70ZHLjtGxCnHYlfSEMHGkzyS7RIx6Bu+Y0UPwhRn2BF8oRacXE9XZJzv2L8HtOz/DddE9cPOkx00JHhVE398ZfNELxr+xsgCLtpXhH9cejwVbDipAiO9cZ74wiERasDBfugJfGGBkUEKYL6KFrObZsJkY7k5F4b7z/Fgc+nsJBr4w65PBY91hZfCYhunbqwvxm3M6M19un7kFKTH+4Is4fnRwKDs2ZViqCi6SWbOtqE4dHwh8CXHY1HcEX7pDk2YdhwPVLeajMfhC1o6ALwWl6zBj41u4OCwWcWE34r31Jfjk5lOUrKAEiympRPZbMPClR2w4qhpaVfCTzvmrMzqyyHhhBgHJ0mBAkC1Qhqvo54vsGK9P7WsxoB3Z7+LUkL5YvtXIiCOoHAh8kWxXHXw5c1iKykIV8IUOMaVr6BAPT49TzjIDnsHAF7JaGLTvCnxhIGrG6xtM8EWkNDgm2HdsEpBnAFcv5spAHx0wAV8kgBUMfDlteBmW+Bahb+MwvHfZverc87aU+QV3dPCFskL3vr/Vr+YLkxY4xwR8uX9KfyVRobfu1HwJBr5c8dr3OJDxLuylJ8BRPVgFI9jPbFbwRYIVwTY9gi+UpWx1+/yYL8IOlN+Jk0+daNHwFvCF75sgZsmhVsz41wYVnCTwxtocE/snmJfuCnzhmPoprg3K1rHuGPcPyjlxPIt0mqzXVvDlmy1v4bHidSAY1dd2HK6emOEHvgQqLM6bkrEuN8hrUeJjY2Gt0gMXiSPu8zedkqkCZiwczOxNnYmq920w8OXqt5aiMO1T2MuPh6NipKo7xb2A84bX7Kox0EQAiXVv2GRuso8IdBF80c9zJODLkxcOwh++zOsUUA4EvjBgyb2a4EsgAIxBmKfn5+IP5w9RNow0sVN12bE7v/g7toVtg7PwDJyYepyS/+sKfJFMX673oSH2gLWvJDgk0o58nwxqM4BPAImgqIAv10xMx8aCQyb4Yk0kYn+vKiL4sgADGsbjnctvUpm/LS6PYgAK+MJgNGtcBQNfWJuFcyJQI9BBVnVXLU3CxeAAACAASURBVBj4wsBaq8t3TOCLbl/KPTD7m3ry3AMZvOHeQjkXMl++qVkEb/IOOPadC5vPCVuLkezC/UVnO+rMF9qKLyzai8sn9MZnPx5QbF8rcBYIfOEe5fP5/NZVK/iis/M6wJdCeDKW4+6Um/D6CjeSY0JV8gAbxy8BDgFfhP0ga7EwqYX5ooMvXCfpr+QdbOhUF0wC8wwW76toVjUXyHxhzTSpFyAguC479vDnO02WF78fkRFngi+B5G2e/sVQTOgX30kVQJck1scSfaUDTS9gkasZzrxLYXN1zbLib/WCz12BL2Rkc41gU8lzOyuPivmiwJfGNShPXIeQnBl47ZpRqm6Bzn7j+GKgVGq+EAwXhhAzwb0+mym7a51LAr6whgj7+KZTM48JfNHrEVqvJf6mDr7oPqgcbw1wSmFqqZfjzvwavuhSxQSyNu6te8oaO4EvZGlW1LWqzxkQZzCVdVe5N3NP5X7O9p8DXzbBm7IVn55wP9KSss3bFP9MPqAqAX03f+aLv/KCHEsfjmy+dUrCyZ/5IuCLqAFwvtNXpi14NODL49MH4MWl/swX+swj2tmcsoYxqYnPYCQdxSuwlH76ny7wlx07Zf5tsFHWPP9sIKQZtlZ/VihZPTJ++bzct1n0XQdfyJz7Ya9R60hfmzkPmbxoVRnhuqUYfT/JVbNZwRcmYPK3JvOl7yLA54CzYErAOmJW8EWvy8jzW8EXfWzq4AvXI0qU/ifAFybQsu4l5ckJfIQ6bTj/JeN5pbEvR2XG4pZ3jHpubNz3A4EvtCNoE28pKUdB2kxENfREW8FZ6je07w7HfBHbQp9HXMMIFkvMi33O8f6L8b38ahPzGhy/hVVNiAi1m7YH1wvKSzOJV9go8hyuwR8hw5WMg/smq/gG5wibDr5IzRdhvghAzFIBP7mGfqAUfyuy/BI70sEXKxvUuv7Iv3XwhbEMynB2Bb7ofkOwc/5Pf/727nl4J++r/+nLdDr/DYPOw40D/Wtj6QdZAQj+Ww++y7GBJK0YvGcjSNAd8EUvIh9MIssKNvD8VkBIv/9gbBMdlAgExJDJEwx80a9H8EUHfnRWiLU+Du/9jXdmYfo5Zx217Fcg2bGuwCCdYUT2iy47ZmXtWPtWf3/s0yPt+6MdzD+DL0fbc+2/E6eWAbzLxvc6YvCFGYIs1m0tvCa3xUzIHnHh+NvSfarAKrPsWGjPF9IMe1OyKvC2bE8R3IM+MQvZO7xORBZdjOb2jK9Aj0hAIy0uXP1HKQca0+v21eBgbYtZrNkKvlCPlTVMGNhi40IvjRmg/VM6wJcXrxyOBz7c7ie55uo/RxUoJuX2SBq1YllcPr+6CQyiMVgujTrNZF2wUFqwxmcrqGr0O0Zn5HDDZ4FOOrkMyNCglOKGumwaZTJmtmvG8r0wSEzwRTZayQYnmEXJEDpqf56bp4yVcVkuLNxThYdOHa82bRZx85AJ1BYNn7MZYxw+vHzOPyGZ/PIskh0jGUECJDDYN7ZfPC58xd8I0vvA6qRwo6ekCJ3XIT1jFANDCiHT4WMWIsEXn7MVQzMLMC5tEN6s+hBZvlAU516iDCPJgGeQh5ngNMiFOs2Czb+e1pGBxXth4IKgpPX9cLywLoUE80RyhY4Di7tfNb6nAl8YoLnh5D6KykvDxhpk4DX0Yt00Xtnf24rrVEaWjFNSj8Voq2p04Rev/qiCdzS0OJ5o4JNaTvCFfcv35wurw8ieTrx02WR1nrW7PsVDe5ciw+dBkc2BCYjFxh0XqblDyrO1GC7PxyARGzOcZm8sVewQsmDYrOAL39cLlw83Cx0GqnkigX1mR956Wl9ThnBsfzvWVefC1tgT7oGfY5g7FXm504IWepbC2xyz7Ntvd1fh0zvHqXWI0oG6w8oxQqmQt1cX4Lc/MXkY+NMD17cp8IWyYxkmOCya0gyukvlyxtAUMHOeQUu+Gzo86/MPqX7QmS822BTww8ATJf9EAjHY3CZTivNVWnZ6C5KiPXh8+hT1kQBmfX0eFMMJT1ssPp/ypLpfKRBOIPXDtQdU1jnHmK7RzWLozLKqb3EZ4EvPKBOclmuyyC817Rm8lDFvvV+uN41tbtXHv/xou7r+XZNi8MH6efh4cx/Y+3+Bk50ZWL3tTDMDXjSseU0GLsgkkiLpokfNcXDm0FT13vjdlxtKFd1+5s2jVJBzUFoUzjmuhx/4IoVrxbEjsEJJNDpOOvNF+ofPQuDyujc2gHUvua9IH3Esi5RDMPCFsk4uj08Vd2fzB19cuP2kJuSUu/HsYqOo5sTsfKy0r0RscwLqImpwXmgUhiT/Wo0daTrTi84K6w4xy1SavFMG4rmnPXj2gKMCX3geyk0wq5lMNWmXvb4Gpen/VvXL7FVD/eQIvtpa7qf/r4OwgcYxAfQTB8Sr2gosmCyN2ZbCQuVnUtiViQO0BdhkP6CTR7lGKXrKgBd1vZndJ9JtPJ61gbjuszFgxwC2NK5XZGmS5VVe34r0hAglQSMBdL1G0QNT3BibnoieKYZE6Zx1L+P5ip0qucIXXoNTkIkfdnTs83pQQ+8DYegw0NcnOUIxDyXAwvXvvin9TTBaxpfUJ9KZqPo5+XsCVSykS2m1kood2FDwDd7floWS1HmwV4yEo/x4FdBh4ITzRgeoAr0jBppO7J9oZuELQ5Byh0wcYGCI12IQgI0swY/b60hw7wsE9Mk8fOS8AXjiqz246oTeuPnUTPPyf5yTq2rfMEjAZBoGwyhhx/oKf5qTi+evGIbRP7Fg9CasINYaTE8MN7/KKW3AHZ8tw30nkaFtSBLe8vnz2BW+G2AAP/wQfpWSjXfXTVSgWyDZMf6Gz0HwJcRp85MykQv94YscZc+KFAnHDgOulNSzgi8ENjcXdYAvekF5X1gtMtMKkV+ZCk/fRehTNwGzrrwRPD/XQjJduO6yxgLBdo7Tc19cG+jVKdBZ5FStBzChaUi7PnrAH7fbMFbJGh5L4MblgUoy6m6zMl90iSg5B4GRV5buVXvgw1Pr0DNhIO79sEzVlFpePw/ehN1AczIQUQl72Wg4Kkd0Cb4Q5H9lyT5cODoN8zYfVDV99HWF1w0EvjDA6bDBD3zhnLx3Sn/TRtFtHBN8iSuAJ30FbkucgbdXO0xbmtfh+GVCgPg7Ut/ECr5wf7nin+tx/sg0ZaexsdYLAUWCr5wrl4ztjQPVzUp6T+YSbSgCPaEOO6aOSPVLyrKCL0x8e/DDHYq1zsZEtpF94juBL6Ljz2Nkjlt9Ix0I9kYdhK01ATZ3mLJf8+qfwbdetznPnPlTYWvsqO1kHTt6xj39D45t1poUdr9Iwup1V5j4wbponA/6mNLlt4KNUQLPO5vXoDLhR4TsuhL/vHqssuklK5y/s4IvHMcvfW3Uq+BezBqga/YYdWqs7fLxvfDNzgo1jijLdOfp/dSaTkYcExUO18QHkHccCEyRc7AQe3ldm1konp/rha7lOCv4ctqrX8Dekow+8TEq8cCVNV/NL7TGASENcOafC1uzAdDTD9xX3tQJfOF3TBKgXBtlp+gjNba6lWwxQTJZE48VfPFGlwAOF3zhlfAmbz8s+EL/mCoXOvhChnmg+AD9aYIvBCAYyBYAggA2k8aY7MF3+MfpgxXzheekXcQ9QeZRsPcp7HQB7h47fwBe+iZfAVTS9IQCkaejVCPvn3ss1xsGneNiXLh+fBNe/ibO9B8IvsAVCdg8gN0N5+5LYXN37IHWmmIMWFMumusck/U4bnTJP9335554XHqMWWBd7tcKvnD/31pcB4cd6rlkf/EHX+xwFpylZBPZn3rTaxXxc7GbZH383ec5Jjhk7WcdfLnltExcOb638mPL6lq6ITvW5ieDrp+b8433RfCFiU58j9a4AxPrCM5yHEijesaK3Cq0MrGVXMTQRsDZDFtTsrIJth4sRlHaR3C4wuC2+2Bri0Fs8QUKfHm9vbZuoLEkfry+LvO9sd9lTDMmQ/b8ZWN7dZIL5fglm4h2ldQjJjDBWABtNWGjyLVd2R+gV2syKvad5ScNywSJr7Z0rF98Rx//WKLuXRJfCb4xoVBnBPG8TNygvyWxI9YHJkB7209S/ZQko0LJ4ZoOvnD/4XjqCnzpTr3Sw13zWL//v4X5wufUZcdE8qqsrKJTQXkrwKHXTwkkO2YFXwIVqBcAQKTIpN+DSY91B3wRRsolF0zD53MWmjVgjoX5EkiOrCvwxfpcwZ4nEPhiBYNEEk76RpcYs4IvOotJ3q2AScHAl+72/dHOiZ/Bl6PtufbfCfjChe+KE3ofMfjCTAJmcvxlxfewuSI6ZUYxcN0rLkKxCxSb5KN1cA3+WAXtQ3Zfohyylfn74B7wpd+TRO//BVqbIoM+HYOjvePD0CMuQoEvDCAwc+BATbOZQWd1MCh9de+srUpyi03XT2W9CmYNCfNFikGGpu5AU2QR7NVD4enxo3JKmGl5JI2GIoMM+6uaVC0HHXxhJh2/70p2jMYeMx30YyTrlfchWrqU1RDmi9Tp4XNJcTpd95tZJR7fDny+OQKZsQlKCkUCkuLI0iF6duEeOCKqUJ0+B2hKwa8G3qOcFl/UQbj7LvbrhtXnvt4JfDFlxyzMF2rgj+ubYGbcBOpPa6FJBrn7JEUi72C9khTje5dsU2Z+/PLsAQp8caethS9pFy4IOQlzWn9AP29EQPCFknmkIgv4ohdflfsJxnxhMJpZnWJASKaOFXwRyQFxPgOBLyL/xWsSfGFmzZaiOkWRZtMLrReVLkZSwhhc+9Z+FUgjCMXxROkw6v4TfCEL7Illq+HpuxhJzT3w5aWPq/NIdrc8WxwlmHKuA52DLQW1nTL/RK+bx4tsmj6GrOALA3lkvkhxYBreEtDX+5N/0xi+44y+JvMlLmshKiPK4Sg6A56MZRjqTsHu3HNUHxC8tDZhvvAd/mtlgXIkadQKKEOpEDqPbAxKMCvorSDgC52w1NgwZTQLM09qGgn4wmwjrjGHA19Yv4n1mBh4kuDztr0LkNnjeMRGd0jyyPPo4IsvohLurPlIbo3D7IufVYcIYKY//xen/s2P+cLgAAOlnNNcI3SNbmbbsuZCq8sTFHxhAJuFiQVoC8R84VykI04pvPs/3IaU6HCERryGua0Naj20ZyzDCfae+H77WSb4Itn1SrKsoU0FlaROh2TIEXw5PTtFSbEI84Vgw79vGa0cIRr3F43p2SXzhRm+ZMuQRRVMdoxj44a3NprMF6npEAx8qbIVq/peNk8Inro0W8lZCfNFamzQIS1q2ogd0csw1heHLTsvVK9p9OAcrHV2gMopXjdm9HrST9blcOCLAGnHCr4QxKDsGNdsztfnlz6EwtZ6FB48G1Vpi+EoGwN75XA/8MXKfCHIJfJpBJsZsDjvuFRzSJ73EpkvCQrY4posTUAW/oYOodfnU/aFXlxb1jaRtxDwhUGgkppWlbmuF9dmEEiu4Sc75nAjq1c1kkKykF9hOOJMzKB8Hcczs5sZ7OO93L/oC3h6fY/LIxNx9+lPq9v94Lun8M+aDgmNDE8YDu66wnwWayFZ+ULkEngNYYUKsGjNshdmiYAvgYqg87xkPxKoYh2q352bioe/+R02+HzoUXE6ylKWm+CLFABmP5Dh2FXjGsf7uu20vuowyXpkYIKBSAaG9PMII0zWlEDgi9SG+/XULDy7aJ9af7gPSuO6srGgFtFhdhUIowwMAxoEgQiAP3FRT0TbdmDkgPPM3wj4IjJ08sVL3zyHz1v2YKpzMH5/9i/Vx9d//hT2hne8s9McIdi559qgNV/4GwFfGFx69ZqRnbpMMnMZrCPzSo2dYclocfkOC76YNU1CmuDKWK6Cn7Kf9agZh89m3Kwyf/OrjFoownwhWP/m9ccHZb50Bb7oNQaCvX8+QyDwhclIXNeORHbslkmxGJFSjE1lw5UcilUaVo2tK4fj70v3YbdzGbyJubgjcRzeXD1UZewubfwMvtiOd0bJQ7LNaKdSBk2aznwhaPrqN/sVEMs9JFAQJhD4Qh+BrG0GzaVxTt41uZ9powg770DZFtyy4ks0+Oyw12fC02sNboy7DO99F+EHvlCiinu7BGpF1qgT+HL/BFzxGgP0aUqeh43rZFykUyVbcF2mv0H7mgkkwnyR+2QgcuoIo96SNCv4Qtvorve2oai6WR3CPWV0Zmfw5d01G/DuxgOwE/Ai6+2qEconEPCBn914ah+8vaoQ7ozl8MUWwlEwBfaGXoqhs6HuSWymYdPe7BXHwVE+Kuhyo7Pyxd7VwRex63XpL8rmMvnHWvOlqwLy3ogqeJM3I8Xpg7c1GZUJW+DMuxyvXTleJfuJMgBv1Aq+0JYTxjuDmQ0tbr8aMfrDcV1bnmOALwR6uF4eiewY5x5tdXnHImkbqAPlu0HpbcitbICtJfC6roMv986/DeT7O/dNR3p4T5XA4Bo4GwitMy/hKD0R9mpDVpaJlgQArTVf+B3BRdaDIfOltLZVBYOlPo5ktB8L+OKLKoM7Y5mS7ybrjX7a4ZgvvC+piSgPFEwKnf50Y5sBvvDepf4F11Am2lH6jzEH2vqPfJGj5qLsCUcDvrz8TQfzhQmJqeERGJzUW9m5Ar4wMS89MULtsQImkt0f7vXBk3O9WkNfuDQBF3xr2CLSnHunq2QQaXw39FelMWBNxYL4qBDsPFCn/B3dTtF9f+4xYzLjD8t8McAXA3xjshb3l4LSmXitoAC1VSPgjcsDszyd+6eayV76PVvBF7GFZH1kjSdRDLCOfx18EVlG2tjf7a3GiN4xOHFAolIweHJermK6S7PWfLGel4mo4/slKPCFSR1R4Q5c8vcf1WG+yArAFa1iV1Ybj+vtqrwqxXpngql78CdAawxC9lysfMpt5XtQ3GOO3+Vi9l2B608YrBICg7VAzBf20/YD9Sb4wjFB8OXycb07gS9kJzEeFEnwpdQA3rkPUQ7zi/UG+JLj2ghfTCHs1UPg6bMMac2pqNo3Te1F3HvYhEEp98l3xPlBX1/WaNoIjCtZwReR5Zf9n+vRoWYDfLlgdBouHdNLJZV01Y4UfNGTtro88f+DXwYDINgVOhNi6OCBnYq5/08yX6w1XIK9msPJjolcmDxnU2Nzl+BLd2u+HCn40t2h1R3mSzAJNiub6GiZL93t++4+k/W4n8GXo+259t8J+MJgD7Paj1R27LZTNmJx+X7s8QL26myVRas3ZqtlJEYqY/jJi5Lxmw0fATEHAFcUQvIuVUGD1QdylTSD3iLzz4erMXhAgRt1r/gIpMWHqWxbBkGY/VFY2ayC4mxW8EXYLASaWABPB18YTGcgYt1+I5tdahOwWBnC6lSGsCftR9gaeinK7ZE0BtMZZKTDQ4BAB19oUNGp7Ir50l1tYVJH4yOcygijLBuNJ0pBiXMmDrgneRv6xB9AcUgZfCWnIsOerQx2AV+E+ULn6KXlm9GWtgKuyEqgOQkP9LtHBRG9sYY0g94WnfEE7ni/2C9DiRksb6woUA4f6dgSbGMgjEEmoTsH6k+r1jGfhcFYgi80NOjMiHwPjY9fTRuowBfXkA8BRxvOcozG156NyHRHoyT3EgVyMVhPp5hZQmTB0CCnY8gWjKlBCSU6HHqjM/D+LaNN8EWMGkpBMePoqvGG7BgdHepEdwW+6MwXZkbxPVJPlvfHxj57M282zkorwiJ3Lf7c7zw89lWSon0P7WWALwxQ0Hgk+HLTKW14rWQREF6DhOYUvHHWo6hpakNu4Vsqu1tvlCWgM0ndWj1wymPY32QgsLGAKQP8F4/tqQw8Nt4f2VaSscv3ReaLFDoMVHBeAvvM1Ln7zCyT+UJnhM1xcAI8aWtN8IWZSmmxHcU45d4lE4tB9DdXFmJVbqUCBpgpxfGrgy8cI4N7RuOtVQVKKotZ13owkYYlwRcWaZRAVHioQ2mtM5hInXkGjgicHg58oaEumZvhWfMxJroWKzwu/KXvJJw07KpOw5x9RUeCLCVP79UgAJPYGoM5Fz+vjrUCZvzsgxOfRkZiosl8ETkCCZQyCyk5OlT9nswXZi4xiM31gNIDzLrWG+sQ0HCWbOJA4AvfLftDwJfk6DAstr9gvLPiSfCkr8SJSMX6HdNUpi/XWGG+0BmoamxTzA7ReRddeDprpw9NUUwLZvDP3lCi+oPOMhlJnGd0FnTZMUoBPDE3zyxeygSAqgZDbzgY84V9ctPbm8AkNj6H6OHr4AvBpx/2PoM5B2PRHLcfzv3nwNaUohgWrNPAwCmbSLf8ZvZCbMYSNIU2YrQvBtt2Xqy+HzpoPbaEdLAbQ30+3NbjMT+HTJfZm3XbGNz93hY/qTOZZ1wjyQQ6UuYL6xNwXnJf75UQoQJt8+4ZgKnLHlH3GFs5FnXJ600JKwKFu8sasfCBE2BlvjDgROCAjf31/d5qP4kgBhUJtLIwp858UYWxLx+KC15ep2SC+qVGqL/ZhIUo+wElQQf+VH9EwBeyEGsaXahrdvkFyXXwRdXNmLcD3h7rAIcb3rj9GNt0NXYfCFNAD+sycRxxPIvUyCfrZuNvxWuAsHpcGhGP+854Rt3Pa8t/j1lNHcBRsseJ2l1Xm9NEMlatE5h7M0Fk9rUkGsix7DfKjDIDnk0kswR80Zmo+nkJTDa2ulQdqttObsaVP76mvk6sHIfq5B9N8EWyfzmnTukG+DIqM07JpLEJ+MIkDu7zDAxxnNOxl/dM+0hYn4HAFwl43zeZcoz5nWQ7ua4o8CXcobKRCcAwaDGmrxNPbf0EI2OrsclWiyWTn0d4mCGxIuALZS1Yo4ZtxZZ38HLBD6h0AFMcA/Ho1IfU51d9/kcUhR80u447VdG+mxQDaVuRoYVubXwOrisMLlKSztokOERN89SfpCVZmJf7R5vHYL7wnQlAz3WJgSoJ8kqxYzIHmPjAJvtZYvV4zLnmJlVgPKe0Hl/eM95kvtDuJPAQjPnCgJHUsrPeLxOahvU6vOwYmRYf/OCfpcxkJO7f3WG++ELr4O63EP19oShxHMI1yX9U4Is1KMr7e/ayofjLt5+hLHq7ks+5Lf54vL1mpBpby1s/VHJI0mx1mXAWnWZmf8vnwu7lvymHxGCWZAXrSSFyfCDwhUkHESH+4AttEkqviI0iCRIrtr6LR4q+V8WkHVXD4UndhGtjLsKHP8RCWLC8FkHc/KpmtVayiY0ajPlC1qYAnlwnma3MfZDzakhajLJX2KxrAZM/zh6R4ucXcO787rxBZtCM4AttFwZ52binjO2XYLIW37o+Fa/8+Dwq3dHI99gQsucidRzBsYLKJj8mJtkZ7+6eD29iDuBshaPwTNjr05X9uqr2Cey12c13Zq8eDEdpB4vSOib1zGsBX5jgJDa0MF909gnXRu7r3+72Z77QTgw2lz1JOfCmrUOEKxyhzemojd2jfMp/XHkiXv56H+jbSrOCL3qNG/qgtI+ldpP1eXTwhVKyXC+5pgeqVxpozRHwRewWSYwLdGx8fB0q479DtN2Neq8DIfnTAh2Gj+4Yq9gUry77Hb5qrECD3Q7nvnOR6uylxoNKcHR2yNkKw4wnIxuWCRSBwBey91hziFJDBF+45nG+0O4V2Vc9Yz/gzXXxoafHBsV2sTWmAZ5QBfRZwRfxz/TTCMtTPqOPJIwE/bjzRlIi0osf9laroDltECol8N6/2nJQ+TBch7iWCHO9u+CL7Lcybh89rz9eWVaAqpi18MYUweZ1ILI5DeOizvYDX2gPUynh4U93Ylh6KLbYFqvnDvH6gJzrFcvgT+d4MGPjG34959g/FfamDoaZdbwRMN2UX4u4yBCwRih9Wr3gve77c5+nPWJlalmZL1wfCQKEOAzmyytXj8Crmx/EdthgLz8OvtgiQ3Zs37lqv6csot6sTDX5N31F2nxdgy9OfHTHGLUPUp3kpEGJeG1ZvkqYYeO64fJ41XPqjTEB2v9MuAnUGCs6eWCSAl9o4xMwuOSjWfBFFcMXUaPWe3vVED+5RFnrV+2uRgsa4em12ti32pOGCXRvq9qJ0pSFfpeMKbwQ140d2SXzhdLNZEDq84jrys6SerO+jIAaXJff+65DoYUXYzJUUVUzwkMc5hqnwJe0GCVLx7UuN+FdtffaD45Xa2RKSyoO7Z2mQPYZ7cnHgcAXkQGWNZrvPyrM0Ql8EVl+USchK+5QU5spydodm/TH/EP4zSdGPELAtpnfFWFFTqWSOmTTfdGkjI0Yk7QPvz3rr0e67PzXH28FX1h3pW9mhpLN0oGI00+dqGq+SI0Wa80Xa6CfwMzOXXmqbgvb4395ETrzRc4t5+O/Fy5ehmlnn9Gp5ov+XXiYf0xHzmMFDHRWDq8voEZ9Q6NfvRSdrSPn4vH333kzeK1An/H7QOBLMBbOkQwiK/hyuLotPPfseYvA92OVHZPfTjnjVFUvJ1DNF/5er2djlZ3rqu+P5Ln0Y38GX46259p/J+ALDUwu9EcKvkRlv4NDdjvgioCjejjslf7gCzfozKRIlWX0q7NdeKr4A+PKrgiE5F2mAt7flm2Hp89SwOOErXYAfIm7EFF0Ntx1hjZlsA2VhamZ1csgPBfv3WUNCuB47+bR6ieivyy/p8zFQx/tUME8Ot86+GKVuGKwiZnOViOWdHvS7o+0MaNkb0WjknjSwRcGmWLCQ7pkvnQXfOE9SdBZwBfZRPmdOOAq68bjgMvuha/kZKQjW2UACcuA9P+n5u1WRver675Fc/oS43GbE3Fv5j0KSPAm7FHZgXyP9obe6t8fjL0Nv58LP/BF5AwIfFF6TYJtzKY6Iatr5osVfOE7yvpJ0ovgy6C0GOU8CPjCDKffnDvIAF/aA/nyjtJdUSjLuxQMqC9oL7xNgIrPy0wiyVLRJSjkt8GYL8xQY7aHZG9IwNkAX6JN2TFxvLoCXyiRQjYBG4PRzDQh+EIwjO31FZvwfuNrSPECFXbgycxp+NOCVKU/P6x3rBpPZK9Qeobgy3mjczC71Qhyxjcn4cqMQTpcLwAAIABJREFUu7BkezmmZC9U2d29vB4MDYvCUlcLnLlX4P7TsxXTxgq+0GBnlo5xDwb4omdfkWHBDCnRqmcQiYW0uwO+0FikJA8D5mZWkTaphPlCHXgak9Ym4AvfIQPCAr5IcNYKvgxMi1LvmQFbq+wY6y8wS14HX8S5Y0CVNV/osD00dUC3wBehYnuy34PT5kGbzYanMk/CKcOv7fQcom9N540ZSmyJbdGYc5EBbMxd9xJeLt+Jic5Q1LT2xBZnIf454i4M73OcWfOFmUZzNh40mS+Stc3fk/nCJplsosGu3whBBTJTmM3EFgh8YX/SERfwJT4S+Mb5d7/nGe9Lwqad56ksT457Yb5w3kWH2lXmqPS/Dr6clp2s6qEI8+XAoWbMunUMbnl3iwKRpM6COP8SaJM6HARWDjW5umS+0Dm49d1NSj6MTrkU1NbBl9+dE4k/FfwTdlcEvCHNcO6fBltTqpLdoJwVg8lsAr7c8fkb2B5uBNZHeqOxM+cSY85lrEVF7C6EuCJwegTwtbsZtyb9Bu+s6nBUJVDL45lRSs1xvc4Mkxa4fzEQT1bPkYIvlGmixCb3ddbJIvjy/g1xuHzdK37vzFYxAs7y0WahXmZhU3tf9PB5MPeQuydnqVoB7K8VuZUqmCGNQcUJ/RNUFr2+hjDg8OKVw5RNwYAsg6a6fUHHX/YDjj0yYgR8oXPLbOSSQy1+1+oEvixZowqa0ylGaAPGNl6FLfkhag2NjwxRThwD6FL76pklf8FXbUZh6YvCYvHLyc+pv59b+qBicVHCKtwdDl9kGbw5HfPVmtGpd6JkAYoMhxzLQAZrN0kNLCl2KuCLziLUz6eDL1eMKlJ1uvTGIIijYpR6Ro5lzikGXsmgnLmmUAUYGIB7Y2W+koLj9ze+vVlpmt9zplHTTMAXBrWYCEHwRc7D72VedMV8kXl452mZ+MeKArMguNwr1xWykem817PoeZtHZeenxm7A+w0rkOixo9rhxddn/gUR4UaGr9TD0df9F5f+Cl+0GgGY0+398fi0X6u/f/HFwzgYVg1bUxKiKbkaVo76/beomiCHkx3j7ympYW0SHCL4Q/uSY4f3TFlGq+wY7cgtRYfM7FORoAqUmBJdMQELr7/RDD5x7Ov692RUUC4zUGMykdSys36vF3gO+OP29dxarJnH8rcElbvDfPG2S3E5vYDT5sU1iY+CdYECSSixrtdj619GQ5QBstwUNwL//m60moPLPe8BjhbDZgyrhc3mUSC3SHfKM+jMF2FlyHeB9rBA4AvnRzTZMhrzxQq+SA20eetfwbNlHYA5r3Vl1Pn4bF2iKgRN1hYb7U0yl/aWG+CLFCG2gi8ib2tlvtDvYJCQ8zXMacOSHQbga10LyGo7a0SKmegi1yarWYJmtH2ufn2jGXRkUG5CVqK5dl91wnLMrC9EjMeBenekythm4/rA4J0wP/gZ9+uZZf8yMsEJGhadAXtdhvr839UvwhvSpBLPfHaXUXC70JCyDdR02TBhNDFhS+pVSFa1DoAQfGHSDKW/9N93xXwhQMaaIXpz7r4Ir11xsrIndCaDFXyhXCTrwrDRB+V6KYCa9Zl08IV266PTh6g1/YjBl5xKJZtpBRL87j/9WzTH7UWoKxwuV4yaG4GaMF8un3czSuwOdQjtlUT0UnaE+EAENxFeBVt9ugKC2ZiQQWAlEPjC7zkX2bgWs4nclUhBHgvzxd3re/gSDMBRWneYL6LuIL/Ri3/r52KdDkpEshYKayWJ9JbOfKHtVdvcZu4RtHnum7Wt27JjOviiar70nK/sBXgdiDg0GBE1J6g9aMqwHmoucm4P7R2j9tjBvd3YHj/LvGUmv7G/Hzqj0tjnG9MU4OJN3AFH6Umw13YwSXVZS56AMQ/KehJ82XGgTo1hBvGZ8MCm+89cT075aX0gAKG3QOALZZW5NnEcMWnmuS0PIN9mjDHVmhMRsu98P19QvrLOV/m3sPG7y3yhLUVwTJ/D9EGIVwnYLNdk/7E+kazRfg8IICLEgdOGGOALYylXn5iBS1c8qBI04Q6Ho+I4lTgsLEb5Pdf6NXuq0BxSbtiYbO1Jw2TLbavepJjIcIfCVtsfvqQcRBRNxo2jJyr2SLAmc1efRxynTDyhjcEm4IvU89TPRTujuLpZrfvcJ9m4j2WT+SLgS/K/ALuxZ7EltSShbu95CtTiuGHrCnyRscO4DZMPrMwXJtPe98E25RvQZqcPU9vsMsEXJjlyfeyqMdGZc4KNPh7nCW2KlbmBwReuacleD2af/2aX5/1/8Usr+MIA/dMvvGp2xeTTTzGD8xLMLyktU98//OBdGDnCkJdn0+XKLr/4fGzaugO/vOdW9Z0VfOFn1vPp19Jrq/DY667+hQIQAjUr0MJjgn32xdyFfuDLzFmf+p1Svwf9C+v9WOu9yDX5/2D32Z3xZe2TQM8e7B0FqqMjIFl9fQNiYqLNZ5f3xf/r4Is8h94vXfV9d57JeszP4MvR9Jr2GwFfmD3NBVAPjvgiK5VRYa/smJjWy+mBbnvZGDgqDQ11adzsslKilKH/wORmPFv6ifGVOwwhuVcoemOhN0fJgITkGJnhriEfILx8AjzV/dW/WSPG22M9vHEGQ4F03Chvsvot68nQiCSwQB3M3RU1mDr0a8w+VITBGIT1OSeb9yJsFsr0sMi9Dr5IjRQ5mFmgv1/3NnwJe/yeh5nQwQzirl4FA4V7yhvw0LSBfuALNygaT13Jjh0J+BKXfBDV3loktwxTxpPuHCsHfFMeXIM+g8Nrg8fug+PAyejpzVZsGUqtMeAlOvrcgA949hnAGFtLHO7KuE8ZFt6knfAk5iJk90XKIXNnf4C/DT4Pf11uZFVR85wybT6ynH4ygJ4Z9GtMHNgfzGxg3RlmjzETh8wX1v/xJuTCk7QdjrJxqgA0m9Wx5/30T4lSIBvpx8ySE/CFDvnvzh+EGV+/AF9Mkd+rSHdFoyzvEhWsYp0XCXgz+32hBr4EkrMIBr4we+3zu8aZ4ItkbrDOxICf7vHqCQbzpTvgywfff4x/bWuD/VB/Bb7Q0dhSVKvule25rxdirqtDlu/xzGl4YkGqMlaYufnrT3Yq9gqDGwRfzh21A1+2GUHhmJZEzEi/G4u2lmHigM+xo7kSfzvndZRWbMdl6/4G554Lcd8po5Te7PKCXfD0WA9KA6jf5t1g3oOAR1Jng5mwlx//I2Y1FsNRdDrsdX0U8PfilSM08CUeT1/qD8ZKYJ9gGbPCb5+5VbHexOmXF5ftSsWevGnK+KcBb20CvlBy6t1vO8AX1hlYnVvlx3xh1jsDv8HAl+vf2qQCbTr4ItcjIMdMMBrvvzlnoAm+OCL2YldDAxzVA/1qvjAYyoyzwpZCPzbfnzMm4tTjOoqffrjuAA4ealF1qjj3mAlHyQ+2uLYofHWRkd3z72+fwMraQrx17ht4e00u3jn0V/y570U4ddhUBb5UuMuRlL4KZWEGY8+ZcxXevn6cknFhY2CcLICIEDuqXbVI7LET5XE78Yeeo3D26NvVMQwClta2mGyGQOALiw57PB3gS37oLFSFG4U9pY32JmBbznQzi0nqSvB7ZnrpQTAJUPP/k4YkK3DACr5QKomGPzOH/Zgv7UEMAV8IrLCmTVeyY2SX3PjpF3D7PPDUZEGKEevgy52nHcLLFR0yApJ5yIBXmNNhgi8iH3XbZ69hZwQFP4Bh3ijk5Vyq/vb0/B6+0Hr0b7gAT5wPxVy4MvI6fGYoHaixHtXrW9SG1cHndeCzU1/sBL5IIefhmc3Id29DTXwOHIWTYa83JAPYArER5DsGvR/8aAfI2iPzlP2bPvRt7Ned6J+Mae7tjrKxSgKHwSc6UQSUdfCF56S+PRMH3lhZgCU7K/DJHWPN++AYG59lBM918IUO5CszRii2C1lN1BwPBr5QW5xBA67tZM9wbyBQtr1+Ax45MQQnDjUkwAicMtlC/X3BYDy6fDE8GSvNexnTcAW2FhhZVRyzDLowgC4svKcWP4WFbsMxnh4WjV9NNkDORxbdjR+qe8NTPAkxSSWoTlsCZ84Mlc3KltWnFLkhPyo2oa0tGs7dBtDGJuCL1ADon16NPPceeJNy8Pygq/DwbKNwvNQFE/AlkBQUjxPwhZIS4dkzUd+RdK7OI4CZBKQo2TNpcJKyg7h3c1wIiMXj+U4f/mwnjsuIVew9NgFfyA5gQXM6wQQZuVayWcEXqQdnPrRWZ6NnXJgK5nEv5lyZ++PL6JOQhc+3DlTgC+UxGBhhMIxB58iIxZjn6gh06+CL9I0woXi9F5Y+iC8JjDG7H33x53MfNt7fFw+itr6vks5LS9+D6thVCNvXAb4QBPHSBgltUAw22m3sG4K6dhvM2oA815Y9X2Hx/mWY19YIZ95leHPGCapmEMcO+8Tj7Qy+MIi5rbjWBF9E396a/MHzhx08AUtvusEEX7i3/3lenllnIpB8l/R1V+CLXuBZfzf631zPA4EvZECwtgjBFw+z0ZsY+DPev7V5ev6gJMTUs3i9mJHwqJJD0YvRy28oufPkRoIvBth8Y+xQvPf9OMVUXGF7S9l3ZMiTZUE7knOJtjylJr/Z/AZeKVqLarvDZJlLcoGcX+qI/JDzMRYXrsFSdysez/qzCmxbm3XfsYIvtBufujCuk+QPz3Np+FTM2dDDD3yRYseUHtObFXwxgJENSjpMpPhkLxYbQRjpPI91LWCWPeXu5m4ybDE2mV8SNLtiwlJ8uGWskm9iY/+eMKADfDl95Bf42m0wwPQ1i35QSU2LH/hCn+j9yjeMOiGKzXoa7LWZ6r7erX0GF4SPw4JNg+BJ3QxfdBGc+zqK/3JcuCnJbPeArJh+baeruiNsAqoJ+EJ2YlhCLprCanFFzP0mG4YyxCtzqjqBL9aAqPSFL7wa7v7zOr1v2rOvXX6KCizq78gKvghLkSdgja2SQ62mQoD1pDr4wvHyxMXZRwW+LN6Wj6c2LEBM4yA0NQaW1Lb3XYTWdvu7K19T6q/8Yt7NOCjgS/5UxHp6ob6tDa7s9+HMP1sxTBSj2u5RDDM22gQbqhZgd6QBXNnLj4ejogOItoIv3oQ8eOP2oUd4FT6d/qp6ZyLV3OkFdPGBL6YE7j7tiXzacd0BX7p7HQFfxA4RII9rKFUO6GdznlQ3tprrtrV2kn4tX/ghpfLgKD9OMTfI3hQm0O/PycJLK7fjUO/5QIixHoRTnrzUSFgTQJVj+ILRPVVCY/+ebdiVaBS4ZhPw5faT9qh6nPw3G2XjKBnlqDIYxz5HG1IzV6EkwvCnmQB63cixqv4k4wfbi2uVfS12Necp4vPgI7OwHXRj3xwOfKH8FWXnWHeUzJfTj/sGX3v8mResIxSy50Kz3qreX1bwRWTfmLTFhNCuwBf276d3jlXJfNxbaYcKyM1r8PcEr3U/QtYYHXzxtsetHFrcSp6d9sd1J8Tj2vWPmrdNdgj7WWxg+UJiC7TXTWUWdwRCci9TyXhb675HZdwmhORebryzIR8ivHwcbhhxJt5cWQCENMKd9qMps8m1iTWDA4EvPocL3qQdak/k3pjlPUGBn4FsRI7f4ppmExzltdnPlGIn+BLRZyXqYvxlzxJbElC/d7pivd3SXoOsO+ALE5ZZM9QKvtB2+OWH202Azwq+cI4w8bqrpoMvU0aUKTnTypYLA4IvinlLKcWf9kHK2//c/vt6QGq63HTtFUdd6P5Ye0WvcRMfF3usp/uv/v3P4Msxvl4BX+jg3HRKH7/giCeZkh7r4cz7BWwsBGdpsiD2d0djr7MBgcAXbnoMlBN8uXdyI14obc/i9IQgZNdVKihXFrod3uRtijLO5u3/Jez1/QA6aNStVZI8qzo2y/LjEVM72g98oUHJooj2kGaUpRvsmlGenti+6yzzd1LsmcY0nU4dfGGme3NoiaplYmtJxh8nnYE/bn+pU1AYrbEI2TddZbkcSeOGmVvWoAK4OvOFGzx1oCUrLNA5rVqvXV03tNdaNMbtRmrB9Qp80fWFadB8tGMTPP0WIaMlFUXh5Qp8SfVkKy1tNsnal2t4Y4vhyfjG+GdrDO7o/YAyLFTWWXQJQvadq75yZL+L3/aZgJnrRqGwtVg5cZSPknZ19CjcPul2ldlAp51ZwOwTBb6017rgsbojYHWcCcYo8KW8AQNTo5WjdtyAImyqq0K6vSeePm8qrl7+RyDcyPyRluwKR23e5Sb4wqw1Zs8wALtwW5mZpULj63VLNmww8IWZRHSwhflC2YjrJmbgkr+vw4Ae0bjmCMCXh+b/Gms9TWo+kKYdFuJQMmAMeLE9Nv99fIPVSPTYUO3w4Y/pZ+GpxT2VJMTw9FgVOKOGNQ1Lgi9nH78dX7k2qN9Gt8RjRu97sGBrGUZlfYgqVzOenvYqWlrrMWXpQ6pw4j0TJuLb/PXYUH8A3hQjmKzeaeEZWHGHYVgK+CKZVb7oA3BnGqCco+RE2GsGqblMKRNhvjCIyIx3vbE/6YAnxVTi9uHD8fSiCLgGf6SkLvSW6YpBSd7FYBYtAybWJuALjfp/rynEspwKzLl3Ah6ZvQtrdlcfEfhy7RsbVYHAa0/qEzQLWCQ/RHasNmoxDkYUICRnRifwhVIsRY4Nau0c6PNht82GJzJOxGnHXW8+hhi+Mj+9sflmEDm2LQrz28GXvy9/GHuaa/DSOa8plsC/Kp/Cr9JOwPRx1+LCN+bgkKNCgZzmO/sJTH19+kWKRcDGgA8dRjou1Sg1nYj7EgcgO/MOvLFyP2LCQtRcEuZbIPAlMrkQbmcFnj95IN5c2xvbI19Hq7NDS5/X6u8JR+Guy5WECueCBHj5nRXc1sEXjlv2q4AvRdVNqrgrDf7wEJsqkNwV+EKmT1Obu0vwhUH4axc9j7aISsW4pFQZnQodfLnyhF34pO57eJpT4IqsgoAvZOlFhXYGX2759DXsijTmyxBPJPbu+oX6252+ErD5kNkwFW9cO1DNs3OdZ2Px9iQwaOSLKvHL2H0kYypeX9Xbj/kigfyszELkRhugHNdqArTSugJf+D5/v2w+spPLMTZlFGZ9H96JEcjz2Goz4Sw+zVz3CYIQhGHmsN+8/Sn7/w/nD1Jr5fytB9Vck8YxNrZfvGK+6Nm0DKhSnoBrPIGS0X3j/OwLgt9k91C+iNriszeU4od9Naq20PF9YlWCxA+2DzAishyvnvsvdTmpk8G/Ffjy7WxDKscbqvp2VMPl2F5gaE2zUDHHEQPowmr88+InschtgPPnhETi4bNeVH/fv+B27KwZCPeBExETV4fq9Nlw7r5YFVGljFRich4qoo1MaTbn3vNNPX4BXwSYTkvfhqK4jeq4xzKm4c+LjPo4wggTgCGQFBQDmb1iahHVNhx7ykPgHtLOFNZehr16IBylE81PRM5MagpwXIh8Fw8iw+GFxXswvHeMAtDYZG7S7vnThUPUHiLn4fcyL0RyUyRJ9TFhZRtIskRK9rvo43DA2XSvCg4RfJGACfvIHfoJVrfWKqYSG+VKyxuj4XTYFMOE816YUPz+2SW/VKAI28nog6fP/b36e9qX96G5epiqWdSr10EUJCxGwv5rkZEQih2HisCgoS+u/Z15HXDuvRCL7p6sGGFsZNdIe3f1n/BWnVFfg8k9/7xskgKwOXZOGZwE+KCyUlkrQH5PO5JBr+2utapA8ujIUdhcUmsGCfS+sleMxMrr71T9zKADpUde/nqvCb4Eku8y760L5guDIDUNbXh+0V6TKatfl38HA18YWAl3OtSe5xoyS9U64RoTqLn7z4UvpAGx8KHO4cZNcX9QdlygYuBMXPrz5pfQGGVkWV8bMxgf/nCCAb44/glH+RjYawYY0rW9V6k9tGeSD7+eVIP3ds/HWq+R/SvseEoJ6YWBRcrqhaUP4ctWA1z4bfov8cJiA5TVWzDw5fLZb6nDsnxjcO/JB3Fvnr/sMb872zEOy7YONYOu/Ix7FbOOjxZ84V7MxmxsSkNKswbZOC+nDE3xq9HAzHeuwcp22FGqAuwCxPI8tJNOHpRkAudDh72PKDvwnddjyuXwOO6zZbWtfuALk+8+qfkXfBFG0XnHgVNhP9RPyYfObHgKl4ZPxpwNZLjnwZOyWe2hvpAW0Af0pP2gQGl5Z30rr8WBakPyygq+uPssM5Ojxtffq8BZNrLvVu3qzHwR8IUJXt5kA7B1lB8PYWJZ37ezYDL+cdE01Uf5lR0AmRV8ETlk/p52amF1Uyc5Izm3Dr7weZ69bNhRgS9frF+PF8veQET5WLgrAic0+gZ8ASWeFFYPW3OykncK1KT+ysXzbkKF3aiJSLAl2p2OBm893IM+gWPf+bA3J8LdYz0QUQFn/jRVNPz0QW6sdM1HW7v9xroy3M+kWcEX1iGkj+Zwh2HFBa90G3who537mc0bopI8vEm7/HxCud7rQy/F0H4dUt6SHBfwwQ/zIWuKtbp9ZhJIMPCFyUYyh7+4Zzx++8mOgMwXb8JeeHp9q/onypuibGmpF0Tw5YXvvkN978UAa7OE1yC0cih8ZQb4orMWBOzrl9aKvKSPzKcQ8GXG2I14snA9bDnXGNOo70LFgHGUj4aXCR8hDeDckWavysa1fS9WUlVW8GVjcTXc2e+rQ221feEsnqT+psrGom3+7Eor82VIZjV2t+TD4U5AW1U/DBn6GbbZjL3XbK4IOPdehNMGpvnJzPJ7JgOSgStNJAhFCvlw4Atlx5igw5p/Wwrr/NbZQDKSvA7HK6UcG1oN2THKqnt7bIQz9zLY3AaLS56dduWVY5vxy9w3ASYyxRxQkvIEPCg9T7tJmtRl9EaWqZiJau1Jw9zLtjSuRE30HpWAqt7ZgC8RVtcfN2afh3+t2wSE1cDT+9uOd1Y2Go7KEYHBFwI1g4zYmK0qG/1dk4KCL0xMIiNcmGmMwyTFH0B2TC98l9Mbzqx5aLF74CMgaDd8tKi2KLTuvQiXjk43pWe7Al9EOYL1Lak+YAVfyJ5kHCs1NlStm/Sv2P/009j02jL+g6fjXzr4MnjQcmwPKcR1sQ9hTV5DJ9kxPqMncwkyvR68/zPzJViX/l//ubBBrGyc/40HE3bJxdOnHRPr5X/jXv9PuMbP4MsxvgUBX5hpS0Rcz0z1pm5RhrY1M0YuKQvi7Qk34LWKWbBXDVebi97I7CD4wkyZu06vw0vlBnpN8IJOF4OClVEb4I0pVFRW9VWfpfA6W1VGF+WsrM1WNQQxVRORkRiOlJgw5cBKpnBcTBsq+xiZJUPcidib22FUSr0B6i07bXZVXKxjZ/RA1XcJaYStrg8eGXkbHt/zJxVU5r0RAJImGUWH6/qwRhdao4ysVzpGe8sblDSWDr5wg2cQsCvwpbv0dl7H2U5bjy0/Ec0Vg8zaL/yOTsRHu7+Fp+d3ONN2Cb71fQp36UQku7KVvj6bLlOm3oVe26UtGremPaCCZe6ea4HQWhW8Z0vNnok+Tgf2lp+E8sQ1fpRXfj89NAu/mvIbE3xhEIhMDSv4QsPDedAoNG91nBmoHtQjGrkH6xXA8X3hATj6z0arw424ugF44fQ7cPOGB5XBak/aCpejQwOW2azhiFI1DcgYYDCIRjdBCZWl0l7j5NVzB8KRHKGcY7Zg4ItImAn4InTew4EvVnkNXuPurx7EFluDYpAcHzcMESFOVZRQgqsPzX0F6zwFuDJhFD5oXG2CL3TYR2QY4AuzqpmVSfDlrOO3YL5rs7r/qJZ4XN3rHizcWob+me8gyh5qaqaeNe82tNRnYnhUK7Y5/bV7+Vt76UR8NeNqUH9cwBcG9blm+IEv7UW7uwO+nP63+XBnLlKU70sj+mPOpgmK6ZZeOxbFcQZbRxodE2ZSE6C0NgFfPr1rHN5fsAfLSutUQJhSgd/vrfEDX0gRJyU7GPPlmjc2KubL9ScHB184TxmcFPClJvorlEcWwVFyMvrZhytj8ZwXf1AyQDRcS0I3wJeyGU9mnoDfF32Hx9Mn4PSRN5qP8eyC3UpmRsY4ASlPugEwx7jCseDCl9Xfzyx5AA0eF56Y+ncDfDn4MsaGtqBPWLgpxaP3DQHwV8+6UjlBbAK+UDqlzk7wxdAovjY6FUN7P6BYL8IgEVkvK/jiC6uHp+98+JytuDoqGdtLL8CW2LfwYPJgvFq+Cy1MI29vzGK+bmy2YlHq4IvIIMpxY+LCsaG2BSP7xGLSoGQVCBLwhYGQj24fC8rBMdON9Yy6Al943yyyevtM/5ovMs95TWY+XrfkGbijS1Ux4S+uuwCU1dPBl6mj1mB7ay6qD56F2h4rDKZJY5oKWFMqRGTHmNnNPrv5038gN3KLeqRBnnDs32UAle7MJUBbDHo1nqqe4/x5NyPenYKCtjC/egfSF/ckj8fHP47wA19EhkgHXyRDT37XFfjy7zVL8EbVXDXPTsdwrN4zEO4Bs/FIrzF4osQAZs13lnMV0uNjVMCM74DAtF6MmcdRmuWOUT0xL/8Q5m4+aDLiZIyN6WtkX+vgC5mK/7hmpFrjGVw7sX+8n31B3foFW8pUEJeg7eyNJWBAn42ZfJFhTqx1/BvMPn135DXon35yJ/DlkbXvKdDFfmiQyvAd1XAZthcYDjcB8k/vMsAXZmSSRff4osexxGPs+2c5I/DI2S+pv2+afwuKq46D6+AYxER5UN33fbAYuK0lCcz6tzYpSM3PBXyRrM/k3ttRGm/08YOpE/HK8oHqbwYyKU9J+dFb3tnSiY1Ae4rFiJlBnnHoJJRUJ8CT9RV+m3Yc/nJQk9dpl76Qe2JAloHZQOBLaJMLD10+FLO+K1bsPyZ/sOlzUxjBzD6f3L7WyryQelKslcZsfL19k1MBrsPSRE4nOvsd1NjtGNs0A7nFIX7STxxHlc63kdOQhEkJbiz3Finw5bG5FYiNDFEBKzr6eiH5p79+AAtcRiD1RPTGs+caWatT5t4FV9k4ZaOl92jC/uRPEV49BKERVaiL6Czh5dg7HQtrC9g8AAAgAElEQVRvn4p7Zm1TQKFe4P2dlY/h7QZDJotZxX+/aAoGpBrgCwEjG2wKfNHZkQSmvitdjcL4Nep3Q+unIq/Go7K77aUnwKuNG0qjzZ/+OJ6Yk6fkVLhf0O6g7cqm2zohLW64wo2AKhvv0xr8kO8IvlQ2tOKvi/b6zUn9PQWzYZgYER7ixL2zthrArMeJkN2/ULUYrM094Esl0TI6IhQb7EUm+MI5JkEvfTw+s/1lNEUa4MuMqIH4eN1EA3wJe9GUtJKMYhZvd8bmo9XCpFTvYteVOHtIb3y9o+N9ig2lgy/3pd6AfyxvB220m+caL9Is/Jh2+PBey/BajTGfMiouwuVDd+Kdsp2w141GRbyxnrMNdMUjP+8Cv67gWCiubvEL7DtcXnx8+xgkJkWYUscElmcEYL4I+GLtXwn06Z9bQSepW8Wg2YKcQrhZ16Ndvpm/I4hAFqmwFpOz38Elyf2xvKwRO3xNCGln66li4HVtfuALpaU+r3vDBFEE6D/v+EjMdv0TM6IvxMdr41RtC8qjsuaLkmYUcFO78YziW82C2Axocu99eek+JY2qgy/9yq5HcaVP/ZIyNWQsW2XHBHxhJr83xXg3zDT3JOyGN36PkkYTUIbf0Xd7bdJ9oH2lB1Kt4MtNY3vhrfUG2MpEEKoSBJMtGj5oPfKre6ChMkOx8ck2YwIX6/8s2dlRJ6zTpGn/QNjvH61dhVcrZym/1rnXf1zJbwmokckXnrAHTT6jjkugJuDLBfNuViwxNu5JkW0ZaLZXgmCpc/elsLVFQdXGSd4CR/UweOLzTNDbPK82hvgZ5xeZflQwYBPwhT776vP/0W3whX6mN9HYH2jLe9KYaFcOtCb4KUrcENMTN576mHk7wcAX3Z8O1tf0lSm12RXzhWOKNo7UDiEQ/ofPdwYGX9oBI8YcoqtOVPa9yOX9blo//PX7NajvvUQxxTzpK1QQn8F8Nh1QZTCaiSt905qxO6ld/aO9X5ikcsnI1Xi1dDfcuYb6B2soEthEY0/44ncDTv86J5Qju6b3VaC8rA6+EFzYVFzTAb409DR9dGFy/H/svXdglFXa//2Z3ieZ9N4DBAKh9440pdmxoGsBxbrqWh7XujYedVdd197rqqCgICgIiPQSeklCGum9TDIzmf7uOUMCKG5x/T3vP15/QTKZmfuc+5z7Ote3XKePnSD4iWvq7r2qyl5Kl9aJxhED5TMJz/mA8UYL39n9tJ8kS8h7rWoCY6MHsa34TPX7j5Vq2To1x90+qb4Va+ffBV9EPUf0Qj0dQBVWc+Icczbli5jP7r3VF7OXYPShUB2gMVSP6r52oZqcO6CYJbVrURefjy/ta1RNeXLefuy0IfZbcR8FTPX400LgS9CvRVtwmexxeNC1jnZ9fQ8B1Zv2LSqFj2mWXNZ4RQ3kTHLa6bUNsSfu/Mc5tbvfrABFfdknwZe2TDK7pkpwRShV/r7zzF5t4hlW3eoKOYyovPgyv5R1q9SuGGpKZhIQZEYB2pnqTpFPJKlkLvNy+kjlloizgS8f7qji41XHsSRa5Bp58qIcYq26n+QfghR531d70EQdwduYy4e/G4u9y9dDTOnudftz61T8/HTwJT17LUXaWsYHh1FTP0TmR0IpLfIvEZJIE7ub94ddQ2r8KdX9P3v/33732wj8NgL/70bgN/DlvxzbbvBFJPqLJqadqXwRVl9RR1C09kJdMyr08FH6JAtGsHJE8zV1wibuSHmcJZUP0t3Ur+/3GwgrM7H9mhGywapoBCbAl5smtfFCwylbF5GQCeZck3Wb0Ov29FIJJmzDZzt1qO++RGHRonQkyEOguXGsZCp0gy/dxSqz2UNragh8SfOZqS48ZQ8ik6ZNx+idto9+4VP5Ys+phoyiOWEwZSnJP5jx6QNkfWejpn8HTfGDaBl6SF5z1ldhRB7WYSsyUTkkhc5oI62pYQz44hiKf3irizg2I4ugSkHssUZSd9aw/+K+KAJBUqdmUNrokEWo08EXwaQz6dr5qusTmXQr20MNcU+P/wR8USVvpEvIpN0WlMUXyMJ5h9dFQN/MRTmDWFq2gUBEAdM0l7BW8SaqmjGEe7LJ+nA9+GxUXTfiDAbY6Yx84Xd6XdQdsljmS9wsAZZuKXvvvh9xWPHThndWn5oOj43pFj1/nPFAD/gimqiO7xX5U+VLa5b8TiK62fLCwicQXkKsc5i8lwT4khljZnttCeqI1cTvDqmyEjeH05TXQX38CBzDNuHVdNHn7+HYSnRYSy2Uj0rlnNFJfNXhIfXzoxiDIEo65aOSaE+wkPV9ObFlbdgfmcDQDg8X3znyZ8EXURAMT/+CxWmLWbLGLW3vrh+fKq9HNHn8OeXL2cCXRStv55iySxZsBpmGSvBlR0UtL87zkJsxg5tXPMUhj5NrEybxVvunPJg4mSUbIxn51k688XHkT82R1hZT+kZL8OWcAXtZ4w/1kDF0hbEg4TZW7a8jPvVNsgw2bpn0lPzdxV8tpk7104KFsDsQrDVxWPvk4itkw/tu8KXbrztgqcKfElJEKZr6oa4fKoG+lxbkSeVLUN9KQmwpH1166xn38sTX/o5esxWzKMrVqoneE07zoHYU6VMpGhBKPvu/GYGpVoO5Mhz1nD5kZ0aQmhfDunvWQacXZawJ9+gUdhrVDF91nECbi6ML8rg2xcpWi5adpW1ngC9CIt4v0cLLu3egT/4Wd+HlXD0yg0tHJEiQ7YrX80kMN0jliyhEnS0E+/nRub0l+CL647RYltNsrJMJfnpgeKi3xAubcKmbiVEk02DIRxVWwkcTruXiHc8T3zKWGelDOX7XUkzmWNR3TpYFpR7wJbykhyVl8ur55iT4IuyQzCoN9059ToIvb1QJX/ZTViQ939UdRrjCQ0dbDn+ePF8y/UV0gy8CLHSqa3oYXPN0Fkak3i8BhW67nCfn6ihoWMX720+xEMV7iKKw1ryRsHIt+iYViVsjaBzYzo0LLuXhjtekLVK/9yOwVmiwlppxz+xN//6xlJo0tP91JypPAEwaSock0Jpkoc+3JUTXO9i8YAB5bi/DL81F2JKIwv8X+TWyGbA4EAvwxUEVzuhVOEou4cPfjZHg8I97vgiG+j3nhgCajxYNIj48VHy/8KXdPaCyKGBeu/EJfMYmlNVj+Pzy+ZLR9bcN+1h27ARKRwxjcr/BQQPFVefSmvg1KmHb4bUw5pVddGUmsndiL/m+fzq/jwSOr1/6EoUnrTsy/ToqCkLWWL70VSic8UR1jJA9cq5etZDS0xoW98yZaDqra2VxVA6f7xtyBvjSXdg5A3w52euj++8F+FJStYX8yq1cMureM27b59d/ytqSLdiKtGgcSqLzbTQNauO5u/+H2YX3ydfmvRKJqV6NsS6MupFpOLRKBo5IpP3NvQQcXlpSrDT1isIRYSD3q0LMSgURD4xn89oS/v7WKVKDuMeEqkUUqAX4Iu1FEjYR2zCHt66cJPdEAWAJz/F5fw31ohIhDqAbjjaFwJfL+7Msv6bHUkwoMAUpYZfubVks6rYIE8qXH8orQO3igSmjeHTfW7I5sMKehj95IwM7LuFQo4upjx2kcmwmL3x2sTzA9U0wy4L+I988wnp/qMg+Ra3lkekvyn8L73x783DcDbkStOnIeAvfj+y+5F7XnkYwrBx1xWQUHcnyb8X7CvVAt2o0MvEIdeEhIPlG2wDe2hJqHirYnKLnyjf7V7NkTz3zMyfx2e5QAVCEOGCa3flYK7QYm9SEFVhpGdjOPQsXsKjmb6hdSrk3GprUaNqiqMmLw2NQk9snCp/oR9TspD41nDHn52AdlcSOS5fiiDIRfcNgSg43kj41XTbsFvFj8OXudasIi9vGV3Nelr//MfgirFlMWrUkLlw5OoU5A2Nl4fGpVaesnsQeI/q6qPq+S5dCQZ7jfEqrwyX40uhpBpWfkfHpVGlfpaI1izmJala4D/D1hIe5dcV2chcVYbhzJF9YdbLRr1DqiHh87e186w0VAkcGE3hm1sPy3xNX3gg146UvfnK0ktKYd3rG8vR/KNoyCIaXoi47j68XncdtHx2SxcXupq7itW9ueoj3OkP7qrpyEi+cdx69403y3hGgQZv/MK6AgzvHXdijjhTA1IaGz/HXVqBxKok6ZMBYa6ZxgJOmuGF0DlqDvlVF7jsRaNu0mHyxOIbEU+UPMiwtjKZlx9C2uqjtF407PYLyf/Q/PGfJFmoGxFI1OF7mjSIv+TnwRRRVU6P3sSDrETkPPwfG/hz4IgooYk5v/WQfvpxQHwJBUlF4Q/unyHFEiGKxN+sLVK19GB7TwnZliQRf/r5jE+c8VMmeKwfQmHVKnSpy3GePPI/zZP+Q+cYMPt89jhGZerboX5N5vuidKPI6X/YXZ52zSw1JfOqqkmz+ySm5PaCseHG3Rdnp4Mui8PN5Z+uZNhEidzWpFbhaUns+QxSuzNYP2LvHibZTRcQRHTaHjs4BburS86jO2IC5WkPO322YWrS4iaYxOxK3VY++zUXG1kqCCqgcmog91kRbspUJz+8gbH4uebN7s6u2g5UtLqmqvuqNfKblxvQwjUUj6Q6bsOKtRPMzxffTB+PHNkFngC+FpfiyP5cv77YqEqrkvgmNfLDXjcJtQZvzDncnD2fZiWoOB+3SWcDsOsK4/23C8uJMPms+pQwRSssVztdBF1KiiBxcqJMm9A3wneIDrgu7kve3qQgIRXvGyf4HP5o5ZVsGgfBSEioW9vRl6J6r7v5vp4Mv4RWX4OgI3WvChnhrUTM/NO0iQW+kvi5B/ry7mCssWaPLGoUAjY4UDwnfx+Mxq2hKS6QrexvhJTqyVoRhrtaRndubvRYt1QYN4ZXtRJS3EV7vIHBJPw65fbjC9Yx9eQ8l41NpS7KSODSOoy7fWRu4i+8Qlb2ChmBAnqcEmPfKVXkSfDlbMftsN3M3+PLB1m94vW25PL92WxXJdWZskmsu6NfJdShAFFP0QToUXmnvFtG4lxEvdbDh7tE9ZL7uYvasVdfTftJKVFUxBWVHkrQN9qV9g7rgchR+jbTrFsX8s4XcGy1VaAou6/m1mDMR3eCLN2MVGEKqsnXnPMuqQ509/XLEz4TyVLhFiHPD6SHyoMR8NwFtkKRNJpzhGlqzjDRmWvCk7iXqsJ60b63YSkxoeyfRa1YvsoYl8N6jm9BU2rHWdcrztCtMR1CtZOSb+8i/vD/igd/5j5zPefJ7nv6ZIm/6Rxs0vnN8hsIdTmZgrCzgi71+5YG6M3oodf+dGMtHVhScFXzxRx8mEJMvQT1z3RQJVNw8OZ0Xd27nD6P68fKeg3QkhuzCBIlM0ZYlyYPZOzeRsU/NtzeGzrLdvU8TYxyUR5/q4aYpuIIkq5kZ/b7h4/oGnMcvka/3CaAq8thZ50zUCIIKP1fEX0FRneMM8KV/soWD1W094AuuqB5wQOSswqoblU9afCtbe/PNrZPOAF8ECJ+02UxAHSR9VSRNeXbGjM3hC1sxbYZG0r61ELPPQOQxE/7xGRSatLSkhTP0g4OovH40KgWHz8mUtZHoomaZ62+6fQTni74hD43/WfBFKtsyv2RxbDKvbxkh+8kI+7NudUf3QAi7726iaPfPxJn6dPBFgHzC8lXR0gd1bUihPbqXiS3VJcSoE5jT/xCvNR5EU3iZJB10O7b037AeY6WFnVeHyJ/d4ItwQ/GlfSt/JmpQ2mNXMjw9nAPer3GoHD3gliDPnQ2Mxq+RvSMVXhOq2lAdTeS+O0pae/rNCmvU7v1c9GfKdMyS1y6Iwst210qVYcBWgLK5HyNTo6WtrARfNC4UScuI3WfEnuRB4Ygi7rCThuSBtPdqkLae2V+GhZ5zRRbax6czdHQyQ2Zm8e4lS/F7AwjyQPHEVB5aNISNr+XTurKQY/Nz8XoC3Hr3KHnm+jH5QwD4D3y9E0HKENf04QXzJfjS3T/ugqHx3DL5p7Ws02/o08GXpOzVlGkbGezrjb1pklyvLR31XPD+VkmAE2omta2I9Sd7oZ51Yfz2w99G4LcR+D8bgd/Al/9yqLvBF5HoL558Jvjii99BUMiGuyKkV6WyflhIZi4Su4qp+MMLMJoruDU1BL7gipQI/IC3TaSts7DmkQmyWWnf+BD4smh8My81r+r5xiJhEUyG1ojNoHLLQ69MPE4yF06/NHOtho7YAKrmfrIQb2gYQYaujwRffrBvYIQ1h6aPmlAb7RybHyrwxPp0tBSGCmIirhxt4b2j+wgkbmWe5kq+3n+KyWlwtjHx6VOstx8Pa5fNLw/SvzTq3p5DeZOD+2f3PgN8EUw6k66RVYEPUTUORNnw0yaw/wn4okhdh8ccKuiIorilfRAOXaVMvs8Jzma9Y4+Uo07VXMQ65VsoXBEoNE6GPWOVD+e9D086I7k5I3H3Grgm8k4+3F6FL3k9Cr8BVU3I/mR47hdsDZ6SG6s8SvQtKtSRCjo6UokLK+W+nOkcqB/Me7uKGdFrFwuHzuPp6/biSLRzYm7IpkUkHuqKKfLf0irJa5cJjbBwijqxgD4xkVJBlBZl4nj+fka/ePbGdgFNEI9ZzNkpBul/Mndum54Hqu+Q4ItIJL7YEyrYdUc3a3Nh2ETe3ZYqWcyC3SQanPeJt/xH4MvVK2+hVDQydcYSEdCTozqf7e1b0cTu5Pl+l/DQ/tU0eK1cHjOejx2f0TugoNCvZ/xD4agcYWy5YQQ3TEqTNhUCfJk0YC9rT4IvereFq+J/z1f7aglPfZ1xYSlcNfZBeRkLV95GgfKU3Ze6S4m2Q4nLGAEBHUFVFw/2Gsu0vBk8/e1Ovq7Nx+boT+Ln5TQOtFM75aRndGu2vA+6wZfL3tlEQDDsIg+zafarZ4zbpbe/ytA3zmRLdb/Apwvg1wfRtf+yddaVaMH+xCTyy9vPDr7kfy+tvVSl56F0RbHs5mHyMC3AIuHvLzyab/s4BFr9OESTw8fO7yPBF2EJ1xS2jDYBQjujsfiNfH7+rcz6YDnu+K2EV59Le3g+GpWbjyb+ToIv+i4bXaouRi6xElZpRfX6HNlst5uZ221vID7X6NPx7dxQY/Q7V99IxknATIIvZe8TDDt1z6vcCvRtahxhJtIUOk4EvNyQOIorRs2hvaOai75Yjq85h15r6+jIsFN5XkgRNVmt45z0h6WSQDBmd9dUM6f/Pr7oKukp5nSPga2pgJF/OwvgIxh62iBeQwD9L5wzT4SePivmy+eDAF+W7a5B2I4J8EXYwbUpS2mNWycLEu/PP08C7j8GX0Sx4I+ze/0UfPnbrh5A441r8rjuh8fwCwsHRxznhnu4b9pT3PHl8+xRlEjVWWLyBpI1AY5WzpDgi9gbBQg54X9sBAPhbL8uxGjsBl+uXfoix42H5c/S/FqqTxYwxIFE0Z5FmH2gtHK7Y/WN7BFU+5Mh1pmmU4nLEIUiqKCfqZHK6hk42yNlfwrB6J1kG03Tcwfwj23h8KgC+ZeCfdnt3y3+/+E1YXx5+CNWdjaw+kdS/Kceeh31sz+14RF/59MHCWgCaDt+2TprTg9jyZGbeq5HgC+CPSyadwvwRTyfhd2CrW4qH1w+T4IvwqpD5ALdDEvxx0Ixsr24VYIvorHn5/k1bCkKKQGEaibOqmeX4XUEMSI86OeqyF4cqpvDpo5vCZiruTxiKB8370HhikbZmSzBF7PbTKfKz4xFUbQmRvHErkWygN5tKfnQmofZGAip/CaqNFJRJmL2quvxN46jqzFb2gwpM96jVXXKFkjrUCHWWpcy1MAYjxlV42AUXTbunxng8fxDWBvzSF9RQOPMZioHhRS7V5rT+XTnePlvYX0xf3A7r+1dyg9OuDxi8Rm93tIO7iXni1PP0NP3IK8pQJAg4nv8kqjNjSH8gXGyr4uI08EXYcf6P5uWEojN56vxf8RmSfkJ+NJtSSh6mi34GfCl+3t19zyJcMXg6EgmwjWIuvD1ci31CmRTb9xKR0s/5iSpWOHeT9+gkqN+LXMui6NzfAqbJ6ef0evr0bW3891J8GVYMI6/zHpUftS4r2+QeaiiI0H22aqJe5mu00BOnV0l7cK83j7ynlQ44nl74iyWfOvDQQXz+hxlXOJNvL9wOc5Lj7Ax9lTh+bnpc6VaUqgZ+6d3UqnYjEfh4+lRf+wpMAgwreRvn5D47Snl3+lz47EEUHqEo+ZZULx/YxIrhsZzZFavnwdf4nbL4spD6U/8IvBFzLtVp+bWz3aHVBQSxExF4UiUvcx8qWtR+PVy3EQvOFXjIIbGNLFTWUK014C9XcH0xTEUT0jh+KRThRahVHy+QChfQqqAiw2prNgzkUHpsMv4HurSOShcNtmHotsep3s4DM1qmQNcEZ/OO011KNw2xuimsfO4T5IA0HYQV5lB3pZSWhftZ7s5BMotME/hk51JPaMqyFLiO2v8eoIne12IXwrwRfG3L7DtOvucdNl8vzhnFO9fMTmNI+NTe8CXqf1iJFNehLiXHLHfy3y2GzD5Z7dBN6Gs+zVngC/HC6W6QYQAScScDQzLocrwNo3tWeA1E4jbJe1OPy0r57CyCbxGwqp8TLgvGsPNw/kiOgR8yL0pN5pVXW/IXo0iREFN2dKLwVl2duqWszjqJt7c5JDnO9Ez8vQwNWhwW/0E24bgj9uNobWPVBAqAmoiYspZPNDBoV1DqHhzF3vuruqxcu62xRLvJcCX1Ud3sl+1mXBPNJ2VoXNFd8+IkR9+j6347OvMFenH0PzL9kXxGS1XDWDnWaxtu68xIns5jQoPqqJLJTAvwNBfAr689cNy3u34RirMFB0pKO0Zsijry/hKqvcEmU2oewQ4aYzZj13bLnuOxRxSMGJJJPvm51LXJ1J+rW7wZeaqhXSe3PNUlZNDSqCTxKjueyxgasCfFlI8d4c4T3fGe1HWD5Vnq9PPnuGxxSjRwK5wkvZVkP+H49IGTcQHw+5m1wljT9FYsOuFdaCqOVeqB06PiS9uxNB89nXmivQh1vovjR8Dvt3vIwAxfzDIOt+b0ipd9N0TRWwxZ6Lny9kcJt6/fjCPryw8O/gi7LWjD4JQK3msUD+E+YMMfNj5MfMNo1leX43beuIU+OK1SHvGnL+bZNF7/T2j8Rg1sg+icIyIi7FTGX3S/UMApwWXk2S1MDZ7BatbnNiLL5CXEog6jD/2TIWypVpLR6JHggXCpn0cI3A7B0nwZUfbdzjbUxh1REFjYz2F1560/PaYexRvAjDYVdEgFREiV1KVnceaG87D4wvKvEzjdXPOEz9V+XaP7X87Z9eW3MqzWyulq8NPQuWRPVPm6SL4eu9s2ay9oLbzDPWa+BtJJu06k+T5Y/DFl7BVKqtkbcMdjrJhGH2TWjloXIux6hz6JG1jry8gAVCZq8i6lZOBrxtJ2mLl2z+G8jVB2pP5rLkWf+ranq8s1pUgtx0KrsAZVPQQUMXz5nQVnvgDWbeKUcg+Z2LfF8CcIO28clUv3tj9NvmlA8j43o7f1E7JZSHCjsIRQ4b9AnntguDx+YEygpYK2RdZWOEOS0imrj0EvhgcTUx85lT/vB+PqyvCh6Hll62zgFrJqN3Xkxxp+An4IqxFH1qzKwS+1A/l/XlX0tnl78mNBHj2h5MWtz+3xk8HX2Kzv6RK20a0x0iXO5rPL7iZTYeX8kTtbtRlM/HF7EOrdrL+gmd+6Zbx29/9NgK/jcCvOAK/gS//5WA+lfw8h6akkzU1k5umZXD5O6HinAhl2BbStjfTMNgFATAUDcPkKub4RXVoGlJJ2ttK0nYjY96+mRXP/hlHvI+uMD8J24ykbrBweG5vsobEkxGuZ/neWrLMjezvs5u43QYCGlDWj0TvC1A5uhx9m5dWy0RUvgAG31ECEYdxh/sQoIdQL/T6IpxNT9XTqRlHUvF2TJV6XAPCKBtcTESRHqMyjF5/1aH0Bzl+fpuw3EehVOF0T8RWW4zKq0VzcSP7I0N+78Mq51J2TIVfq5KMjejiarI3hAqMWx6vJWavAfsAF7f2upnlz31G3G419mQPQTWElZ2yZdD/r5PcmMvY/PuVGNoDkqWjm56Jd2M5HqVCJkaBsjZqXz2PAu8hMmL2cvRYSI0jJKO5Ka0kmG2sDnzcoyD48ZSezrCKO9pI0r46jk9Op8usxW050yLCaP2G2J1uakc60DhVhB0bRVB3gPIZLeQ0peHd2krkYTPm+2bgeGoV5TM7CCohbY2F2H0Gji4YQIdaifTlEMlhsJqWYftJ3GbGa1TSVzmR4xXt1E4qwFxlojlyFCqPnymWDWxRNeEzBHHEeSWrOn63if2PNNGoGkx6/iGMDhXeNCvHRpUTUagnywSRD8bKg9uJc8T3CNJl1eO3jyK64jh+g4nSac24E0rld4nOv5B0v44GjZKUILRuPUT6D6HD4qZnaojLN9LVy8N12YtYu+QzIo5oqRnhACUkbDfJ14n703CvnjFJ57HxhhVoXNAVb6LvhX0peO8AfpsBtWAEKhXcX38XE958h8yIGsqLQ8CgKAQGxAE1iFQRnKdJZ+3+8dLSTahPBPgilC9Xj0zktk+OSum57vtyDn9TTMHIJGISrdxyST+USogwaUkI13H1S3fQ5vbjjPFhbNSQd2Iqx40baRptZ2iHhcbVGgyNVoy/GwzP7qDgsjbJtO39aRjhpTp2/W4g5w2JZ1iylYdXFJAdVsT+zGISN5vwG7XkaMdQ1uxCMWUt6U1p3H33vbQ1u3jo0yepcNrpTPTKORjxVIxUnOz4g58uXSK9NpSg1GqI6gM/9GuUcxb09WLcI3ba091UTHaga1PRlmySB++EsgLGDI3ktawKvFGhJo3PxTxMUX4txpwo3Eeb2LpsM8nbXfLzdjxQT9RRA2FpXdww8A4+vuMDwso0VEzpxFinIupIqDgg1l3/P8czMHkuX456W/7Mkx5G0pQMaj44iC/ejLrOgd+sofXpqeS7NmPQunBXh1hPw7IgMaydL463SuNM7sgAACAASURBVPBF2KmJ4lK3D7GwOUiKMHD16JQe8CXpQD2Z35dTODWDtpQwBubF8uSFOT3gS4d7GV5XJ53JXsxVai7yn8c3teupmNKOsSaFpB12wkqN3LPsEp6b8XeK59lRBBRkrLIQfchAy+3DKerwYD3ZjFpDJa1DD8m9M6hVMSVuJj63n70ZK4iqj+Kh+x/k3fVlLNu9ApWuHGe0V+6Ng/8aJRmEWx5wkROfRsdXJYRVaYla6GGNsU3Omc+XwdinnLhivHJshUBNHx9gSNx88ldtxdalZvdlHXTFh/ojWHdehKHZh8umx9jsIqakmLQtDvy6INserSPqkB5VlpfLMhex7snPiCjQ0trLS0DjJ/JIiDUpDmrhfzATrRnHif9Zh8oLHXEm8i7qS+E7+3GG6Qmzu/EGAmSvuYK/HVzDqLhyvB3zJUj91tXxLFqWT4fXR2fiOlkk+GDelWcFX4RdgGg6vuSWNUxRKOi1eCixSRbuXFvSA74Ipd1r3z9P7P4ANaMdkvV8uXMOX7i+pma4F0NdBGmb3CQ61eyfMoykNTs5Mb0TbZuKnL+HYz2hlevMr1Fy7fBErAY172z+hrq+xSRtNqE2qXE1DyKoUFA3ZTeWkhQccYNZce1Anl5+P3sb/LRleqSqctSfYiVgtvP2IF3GWPp8W45fraNmsBFHeplc02G6SPrfraG5XxcnpnRiqdTQkm6GlsEkFBXQHhuO7aK95Gu9GAIBXk57ksLd1YyYmcWOVcfZvWwT5s0u3OF+8u9oxFKpxZYAczKuYePDSwk7oaWpbxemBrVUUohoT/WQdmsC2s5c6h/5PrTOsmyEj0yi49Mj+JKtqKs7sccYuf/gDSzd8bh8zef7ZsoeLT5a2VHdJNnTAnyx1k7k4ysulgd74Xk+PTfmDPBFWCatfeh7qopbmHTXKDZV2zl40v5SALkCYC+qfYOYwzpqRjmwdECfo+M4krGdht5a+jQFUK1To/DaODEskf7Lj3PwxmaM9Wq5LgjoufzzSyTZId6q4+4ZmTy77iOKk2pJ3GoizqrgwgEXo7XqeMD5EvqiIdRF5hDW5SNGt5IagxtHrBevOcDk2xNxh/nJv86Ex6JmwGfNdMZoaOyjwZlWhaVKKyjZjF3ioTXbTdnMDqwnNMQN0FJQPoK4okLUuRHYp2+lQBTL3BYu8V7D9m9KaMqKkCzR2KJi4g945H586LoWjI1qEmI1jI+bzd4/rpfFqsIL20jYZZL3g4imfi4GLMolWBtH7ZKQ/ZVQIVhyY9CvKMSeHo65uoOGzHBMD44nwvIOGdYEiltmyX4SAuxbPErNS0eKJfjyXPYMhvY6vwd8mTc4TlopfXnbcFn4ELaaqV8VERmmI3JeDl8VNsk85PQI41NcUX75jNS1WEnak0XlqP20JtiwNXWQusZAhy2K+EFaAh81sO/WJlmkEOuiI9bEsZnZXDM+hf7/6FHT0eHmnf1vcyy8k4QtJoxmC7nW4cT1juJF1ZsYC0bRHpVBmgJUwU+o1wsrd69cZzOuTaalj5uD82MI6Drot9QB6XCitw5HTJ28T85x5+B+tI2m3C7Kp3dgK9BS3zuBi+MGUvLlLg5nx9A8bQ9ujRtLewSP9bmdv7ywU6pVhle2o9y6D1uBQq6l4vPbJaA5Il6PTTOKmgcPSLXSkd+1krnc2gNQV49xcN2f53BsXYATD4b6ObXnxRKWbIVVx1HmxhA43EDNgBgOXJDD0H5fsKs6r6ffU3eBXDbCjjzKQtsVvLtF/U+VL8NWFtISbqChdyReg4Yui1aCyOEGDbcu2yEtT4TiQ+QVXmUEKd/F0jq4CNvBKI5fWiXVxXUZ/UiuthO7rlXOmciDhy+JoSkznNIxKYikRgCEOeEGCo0b6LK2E7fDSIQlgqa6VMwDTBSmfIOuZBL2iHgMdjfBhJVonX6ac0IgypyL06iY1Ene7RF8VupkwIceWgapOD5GicFbj65FRdjxGPLeVlE+zU7TADcRx3SkjE/g4MEYEg7XUD46hoYJ2xEPHUNdMqrysURU2mnMjmBQXQf67/ZhPqGgfoiLqnGdBFUwMjKR5tY4wp6pkN+jZLadzJWnlDRlMzqYe+/VVL5XQuu7IZJW67B4bOF6WFeGOycK3bEmykYnUTAtkwH9PqaoZhznZgyX4EtZzXYWf96OK3J/qAh37AoJTvyzGPXJYWrTbdT1DSkKhg2Nl+pbYRfzdclRoto2yHytcYALXW0S8fuNFF9QiFudRERlnVQVTLoomY0ddfg3uSm8pI2IAr3cG/0TUjiQYMWrC4EWMSoF1cmCBOcgdq8BrzIZdWsE1tFqjkX8wGUxC3in2IextYtA2heo3EraMt1yT5p6Y5Icr4LJuRj9B+m9TEttnkGuKZWiGVOnkj7707B94uH43HbaMz2EH9dSl9UXS62KmGNNZFwXw6fxoWdOdGUm7qphWOoc6PNi8O2sptemYxiaFZRP7ZDnzM4EL5NtWZwoVxP1Sgiw33NnI0P/ckp9UTK3nVmzruTop4dRfBfKbRQzM/G0udFsr8IzPAHVvjqa5/RiT14k/pTvZD+ibgWHAPDwG4hMXUuDyiWVJCJEHzGRM55N+TLy7f1U58VS30cQK4K4zVrZmHzhhHSW7fmcDRt3yXvd0KRC25BB7P4ghQuO4/OkElNaT9paCyUjcwizl2KudlB8vp243Ub6vW+jbFQiLemiZ5ZSEoUC7W4+CLwHHSpsx3T4yETTZqWxv4dAzB68zRfI86G5pRFl1AZ8hgDtaR6pEhp/XzxHr2ylfOAILJ6tZK40UpdnpX5QC7quTlQuDcnrY8hYB6Uz7bTkuOV6HzZpOLVHO2nZ3U7JFCttw7bJMTEV90NVn0tUWRsKfwCfTk3e5yHlRvHcdjlnrigfVycO5kB+E/o3Q6Svvbc1hZ7VJ6N+lIvJc2aR/+E+9EdC86qY15vOklZMhxqI+oc1cNOWCvbO70ddf2MI+KkbKdV5IgZntaBXRrEp8IW0XM1quvqfgi9h1R3kflNM9dQMaqJNBJQKfCfXhHg/oUBR6wsRQL6qS4m+dAipJaU0JTsJy1FwosuNyqugTXkJOVtW05nipiPJS2y+gYyvrRw9N4uOGJPMfb493ECMsp2ygVtlzq70KVA2DCYsqCFu5iEKarxUaGfJ6zA7CvHF7yWoCsp7PXNlmLwHtj1cR5tpMrHVm0jaYqbqgnCqexViOy7m38Lgt/TompQUXdJGUC0OqSpc/nHY6iqIqvJx8AIFHX1DhCHT/nO4qd8A3G4fH+6pJbq4nt7fhva/nfc1EF6qpbmvm9syb+Dr9z8jdp0WR4wXV5afqG2hPF9E89OdzBt+E+suEQ3nvXL80hYOpvDzYwS9fnQB0LS4uDB/Ec8c3MARjvSoRbqdVJQeK95eS5mhtrD+wAXSRrWorrNHfdX9WXqNEnNBM5k/nKBgeiauMD0RCWbanF6p4BGhsvxA6u5W6ge6UPoV6IuGY/YUUHRBA5rGFJL3tBG7y8yei6aSeegreYbzmPwk/WCWufyh8/tItXdegoWDle1o/fW0DM+X61CcgcT9lmxQc2TQIZSNalqs46V6RB88DGFHEYCHyLtzPrSRscbClsea6VSPJLlgN8Y6HfV9ImkeXkBEoQ6fMoJhzxkRLI1iUbfygV+jI1w9GX/hUTQKLUVTO3GlhhTGlj2z6E0YrcEg9rYuYooqyfw+ZMm5/YF6Io/pac11cnPWYtY/twLRerCxf5dceykbQ31ABTHV+5CfRMNMqv60Hr09INWAnnHJ6AWxVq1Cq1aiqbIzJH8h9W1f8WpZvbSaCw2wl6tGtPPeXrW0PBP97D6Yc80Z4Es3UaB73r746y4KPj3C1D9NJDY1nJQs2xm2YwnhK9BvVVAzxommU8H84AzWVm6keKodfXUqybvbiDpkYf7TVzF4/Ckla89N+Ns/fhuB30bg/3QEfgNf/svhfsYYsiASDGaV5xSzyKtXIRhF1jPtJv/pp/23rLHuNw+oFbjDBDPmX7OZBLtQsPV/zdj9fhm1BgXCLOSv573GTZc+SvpKLdWjHdjTPeR8dMpi4aul5czVZdJ5LZia/HRGGbj92M28Nu1Dml1esq4fTMcf1lH10gwKlLtwRu1FXXQpCq9eMsB86auZGJjG98q1P2E2d1+TSPK/KzuO8DvI+L5DSnnPFh6jGk+YB3Ptvz8e/y2b5ZeMu8fi/8Ws67N9nlBMeD5tkOzYUUoVT898mTtnPET8DwZKz7UTUAXJWhmyYRLJ4/qXqqWP/tFxoT4+ruwIHjpwAw9n/w1Lv2hSJ6Ry/PHN3N98NxPefwGrpRTH8VA/h6C1AmGBIBp7iobzo4lkV+lILuzXX8psZ7+wi9RYOxf00/PY9+3My7HB+w14lp1dQt5l1RLQuTA2/ut7vfvandECpPllbJbTx88ZocTY8lPbsbPeW7/ynImiZtWLVRQqFJynMck+NHePepiYA3qOXdGKtUxL4rYQYNbS2y0B0UdjJpE/IXSI9o1K4n/WL+CJ+L8Q/o8mtKZoE1XvH6Dp6SnsC34tm5qrT6re0tKOUG7IJ1A9PgS+NOVKe79PfjdNKmQueWUPkbZGLh0Qy6Pf1QpUlKzv2ui1/lSD7dPHxG3W4DW5Mdf/++vs15ozAYAqgj5Z1PtX8d+q9X78/mLd5r9ZJhu8ztIapRXaXZMfIm6HgcrZnfi7glLxKEIcQDc+V80NthHUnhMCtZuzI1hy4Ab+lPFX6tPCGTEtk+pnt5O55nJeKvgEta2QgZ23SfBl8diDPFq9u2edCdXHFFtf7po2hd2lbTy2soi8dAf7a/yYwhq4b2RfPrnxCKm7Ttk4nf79pXWFxomx6f9+nTmilZga/9119us+zwRwefTPlTQoVFxpiuaGiY9z7/CHiDps4PDvWiRY1m3bKArIAly7RTudirmFof1uUir3fH05T0Y9Q+QVA0gK07H940PceeBGntt8B0XeLhwlC+mfZKU+sJHjukLJhBPgi7FuLJ9cdpks2Itm87Py4nrAF/Hsu39SFntuyUf9I0/rnn3OpkdJ53/ERBeHzG4w6V+tj1/r9792DtKc66bj4RoOomBhWBIXDVnM//Z/GXONhvzfN5K+xiJBVRFVYzrZ+/sm7vdewOHLQ+rR0rHJzP3LdA4NfxP3jUMwV9upKWhC+/AEWnXPka6zgu9GVh9skM2Yo20FNDUNlODLnVG9GZo2kbWFUXy0o4q5g+JYUXiIty/KodNRzINrTeT89QgRJ0Kkhx9HZ7QBbVfnf/R8/7X2xv9kPoWSSNjx/Vohivj2WxsoVihlbpGXPJr3+66WYMa2R+oY+FJUzzO7ZJadI1e3cE/TVRQsDvX56rpyAOfdOIT1Y9+h/2vnsf+Dg7Ip+oELc4jIeY8GR7K0upPPPmH5qnZJVYgAX+bpRrLqcAIbfz+953IOFK8iOTqXysbD/P5LCxOf24vxZBN08aKWtFA+JAAyQ7srtDf+TE7hjPVJoOr0+LXmzBEbwPRvPEdF4Vjkv+qus6sffsk8ls6yU3ZVIw6Fir/1ns1awfGZF1K+bvxLDZPuDFlfiRA5yfF57dxacE0PYOa6ZRjTp2bww9xPmbz6MtbctY7aMD3HZmSi7PsOtPdiXtxFEny5a/Vi9ramElAQAl8K56Pw6c742oKRLoqQAa1dqvmmPbEdtfuU+u70F7cnGQirOtUc+t+5/l9rzjrj/Zhr//Vz1K8NIBTwv2YUX9lG3exm2efkjX6X8vGmSiyLQ8/8da9WSSCoO/bd0oRrXDvnbrqUtpdDrPKhH8yjqdFJ+Z1rufzIYt4+5wOahyVwYGgUvpyPZSFR1TAwtM4yv0ThSCDaUkW91t6jVvrohiFc8Vo+E/tY2VBZJF0hBCCqaY9h2uObf/Zy21J1hJ84pTT/d8bl1zpT/zufJV7za++L4j3rbunk0LgGXEoly0bdyfJlX9Px+9A4rH+xmim3JvZ8PbFXRvVzkvbuJLRfhxTeo9dczo5VRQRe2sN5xbfyZb+XOTynNzWDdPiyl0u7ZqEskNHnIzLc/ShUlUsSSHLDHOoabVL5snJ/HcsPniCoa0XhNUu3DaEqGvrhKbW7y6bGFWaSVqZKbwBTc4ckgZrqfnrecoeJbfjMe1zkAqKOIlSy/238u7nMr7WuT/++e/5WSU2sn6ygn3dmvcldCx8m7iM9jf1d2Ed6yXzjFDC96uMTXBxmo/mmKIwnPIg6xB+b7ua+Ce+irHdw+fvns2bie5y/63qeOPw1xZbtqIvn9awbqZ44MU2qSyarjGw+eLHssdjuCilcBEEEVRcEtNJuLXmHmwErQvnpj0P0SuuK9GH5j+pW/52rSfd38GsV+Iw+SUj8V/Fr54zi8wo+KqdIC32DQV6b9Tr3X/QkttUKSTDoTPTR55MQQCmepavfr2C2theua3yyBiBIL+Gvnovrwe/xapVc+8QUPp35MQP3LKSo/m0+cZb0PLO6e+AINwJ/6jqUTf1497zrcXkCPcqXAeld3D7GgFKhQqnUsPrJBuxvhPLTH4dQhnmtHkx1/96audv5P/9qeH/7/W8j8NsI/D8egd/Al/9ygAX4orrRiv9VO/YFCiZPm0tLg5OGA3XUOHfiPqFAFxFB6Yhysl+Nx2fqomJyBzlfW9n1YB0znP3pFTeBpR++T/q3gnXjQmtX4TMGYHwmEWUu9OnpNH5ZgLXOgT3FIz3N64Y6idtj5OD1zYQZhb+5gezJM4mOMnLkVmH5EqB9lJEj08sY9ky0PCgLRmPkhEGUuXaSuDxUmBVRfH0nDUmdDHsmRjIYhAxeRO10F3HjEvA/1iytH4TqQbATc9+NwGcB9WkOH8fPbyd7eehAav+4lu81boYqFDx37qtngC/uZAUZn4Z6jIii/+oPKxgRDMN8SzimBoWUBae9raf8HiUOv4b0q3Nx3b2b4mfzaGzdi8dWj79zAOElevwGN7VTd5PtTqKxupGg10qnJSskQRfvn7AVvbsOrU1Be0CHsiucrGUp9DvYwLEpNfT6yErnTQomjpqLu9FJ3dFG9rV+T1iZHl1qNHvyihj2vwm0ZTlpynORucHC0YXNjOnIJaVXb9Z99K1keghWsa1IR3uGj9RR41GVtZI5Mpk9S7ag6/D0zFlzbheRh/WSYRbfpSGqzMLAWbPJy7Lx8csrUH7pwDHYwIHZZYx+NE5eQ1uGj8HnjuKH0g0krQ4VZkWU3tlCndXL6EdiJbvYVB+as9I5Pmz9YrA9FWI9iYO/YEKKxMFnDaK2n3pACxZw78/D5TxM3JrJPWUbe5oonw6+6FGTsDo0Z+Kz1v+tmosM4XhmhZIRUXSc/lYKGy9tRpNtIH1SCtWPHiX6vl4spwJVdDmmHeOp6xUfal4Zt0sW7y0tNTIpr++v5Hz7FVxySV+uWP0MWm8D6TYFxaI/RlgYfT/th/tALXUDa0n76h+NrW8zM3vIOdir7LSWtLC3fTOWQiP+3EiO9ylg9CNx1Ix00im8rbdZKXugkut159Do1LHj9d3EHDBIBmDSDyYaR7mZMHoaVYcqSBuXzaEHNsgeG4LFbqnRYE/xEV6iYc/9DYQ36Impi2Dc3Bm47G6K7lonrz9woZn89FKGPRsj/9+a42PYOaNZf3Q9qetPzdmJP9bT6FYy9NloCWJ1r7OGBW6MEZGYXwj1ULKnemgY6CLryzC8VtCEMC4Z3XMm5iHiLQdLXW1cZorkpolPcvfIh4k5GAJfIkuMxOwIFSdaenex5fE65itjcV4YUsMIIHTWs2nsOLcJ1bRwLLEWWj+upOGBkZS5V9Oe2S4bpgtGUbytkipTGcLf2lZfjcahojlDz03aYVx88QVMWfpHVK52BkeayRf9QHVWen+cTnp+LdVTG0lbZsV+i4bJI86jvLgFd3kbhR3b0JXosfSL5EB2AYOfSqCpn5OWnC4yf7Cw+/4m5nQNI9KUwPdvbyBhp4mqcQ6iDuppy/GQODgVb7GS/hP7su/JLWg7PZKVKPqq1A1xE5evY/c9DcTadVjLwxl3/rn4fAGO3Ryyj7BPM3F0eCkjH48NzVmWjyEzRrGpeD3J35w6GJXe00yj2s+IJ2POWGf1l7iJzI5B/USoiCosKKrHOui9NByvBTRn2RsF+OJ6r55Nfg+ztSbumfqXM8AXvUNH9IbQOhZF/+//UsN0dQy680NrryHPxcxXU/nhwiYassz0HxNH6/NFGN7MYX3pbtr7NBHZMAF3QCg0DrO8qh23MgVzR5VU5wlge1HcCIy60Tx//A0M3kZc+jD0Xa2MjoqmeUk6tkY7Lbm1pK6y0HVfDMN7j6Stwo660cHG2u+wFpgxD7WxP6WIYY/FyYNJV7RfsoaP3dXETM949Gol+17dL5VXgvWZscZK7RQXaVkxdJaGETksDfuTW3rudWODmo5UP7YCDQcersVcZcBSE0vc8BH0s+g49IfQOvPPt3IgrpTBz4eYnu0DvAwaP5rvj2wgZWNonQlWWsU9jbQ4lPJ1p6+z2uudmHVRWF4KefULJU1zHxeZX4fhsUhHnp7ofp5JteYLTXLOrjbHcv2EP3Hv8Icl81KAL3GHzETlh5QL4tm9/aF6znWmoL46VDSrnNTJ7MdT2D2tFfUFkSTZdBQsrSXior5s670Gp1OFvmQEcSPDaFcep9xYiKKlN9b2coLBaO4c34cnvk1kwagkdrc/RUm9Bpc2TdqZzlAPIviEnoDHQXNELUnfm1A9mcCg5OE4y9voqG7ku+atxB4MhzEmSqzlDHk+mrLpdhRqFeEnlDTMdDHFMgZFeAuHnquU7NziOe2yP1vdXBd58WPprOkgZlgiZSdVBiIHEfmAwqdE7VZRdmc9gXINGc4U5lw2g4BCwdJHPiPsIHgutFJoK5e9VkR0DPUzcMQANu/d1aOmFCzHztuc1FV76fdWxBnrzHmnC0uHGf8boSKqGGOhChEsxB8fwLv3xtZ+XjKe9ckeJHdF9WZ63jUsyX1Rgi8Hbm8kZU04tqLQOhP3r2APX1yXifvW0Gccn+Ok38JMPLNraVuUgLHOhb2wk8DgRDonbcFSa6WzawIFOiu+pE1oLCfwOpKIKm2S/vyD05TEe6/n49p6bGmrsbucjIu0sK2uE0VgGIOfdqBNgk53PeHFWmIeyCErti+OklbqTjSyu207UcfCCM4wUN9RS87b4VKNbG3T4/f6aLjQzaTATJzeI7Q90y7Z891Kg6YrvOTphtHV1o45L4UTD4d6FYjnmXjyG5q0wlGJxhuacRWqGGbuw4gZ4wgzqXn31o+wlCgJ/M5EUVd1T7GhaZSSXn0SOLa/SHqjy/0uwcuJhS2oC3X0/iT8zHV2nwJDYZDwk+4wdcOccv+J32nEbQ2gs4fWhlBvl80IKSSqx3YS+wcnq71OnkgeTXb8EN7J+VKCL4cfqifj5UjZx0dE8ex2jl7VygUFOfgeDBXQjy9wMGhaLJ0LOol/phclX1XT5vBRPCmNYMoG1K1avK7xdCY3EjRXEtR0yH5UcYc7cEX76dLbeHPExbjCnbx46G2KWlVMjdXxXY0bj2Myk56owDVYAzVNGOtVZF7UF702lO92uJrYW3KImENmlPMVlDd1kv2piWNXtpJQbqCyl5NwhZbecZNp0e9C9XhArh/BaBfP+KprlcTVaTDpY8jsm8bRkwVosfd4rH5sxQZZ/Gm50o7vgIphqUOIze3D8a8KCawK9Xb03azkxIk2MleFnl3+GRoiYq2U7qqWbF4RQlFWMd+OZa9Ossq790aR//ke8OPYpCLyu9DciJxRgElin/NYA2hPzlmXLUDDQKdcfxXnddJ5dQgweyXnfL4pCRCcG1K1bH+uilF3nCrkH7mqlZLZ7czZlgvPhfKcwptdDOplw3l7FwP+PpRtfzpIY5SemrwYnLnfY6y1MDhjPAP3OPi69yYKrBbUHUqsjZ3YrekE3H1QuK0EROP62Hz0zlbcynTZpFxdOotpDx6lc5YB1e42vMYA0x4IEYAOCFW9o4YyezFRpWEoL/XQmu8h+WsTBxc1k7LTSk3/TmwGHZP6X8APjV8R81hojxf3niAinVhsJKncT0x0bwwGNVWv7cVjCsj139rLLe/1hjwfHbM6UOarycweQ1q/ZFzfFlO7vJCuiACNVwvpgpPkTSFGteEiM0FdgPptrYSVhXK3xkEuAnM9eDaqSNhulMV9YQUsSF/K3ytpXQVxO0NzJu6n6IMGuYcLlWG3/WxHsg9HnEcyz6uusOOY2yxJO58MvYk3vz2I8caQyrrslSrSF5+aM7Evto21M3plX/QfhJRVTY/YMXsi0D/pY8a2mXxx8Vpqh5poSAqjI287xspIPP5BdEW58SZsRdllw6JoR1sG9vDeBBy9eO/qMVz16Uq0sbsJuB14fRnoAmUE6uYy/dF83Nep4HMPbVkezrnpUnQaJXXbq6huLaK8sRpjQziqCzrwb9AQ/YNGqsj6rA+jcKKdvm4TuXnz2Fj6OYnPm+TZpmq8Q5JaSm+PZq4jCXOkkSNFzdiXF8hnjSj2tmd5JJGibrQT50QPynwVA/JmEJURTkunh7Y/rMMTHaDjZjvelVrpEiBCc3kM3kAznZu6pPpQRP04J9WT20lcJZ4zWqnQEGQfcZYwL1LR9qmfiEOhvUyo8FPXmuUeLs7e3baY3Uo2uXbvMLN95H5J2vl28hN8+MGHtP8+tO8dfb6Rvr8/pVYS+Yc+t5PUt/sQ8U2oYXn7C514DtmIftPLxMOXsnbkZ7SmGqjvr6X8wv1kfp5C+cCBoLPLpveRXZHY3V0k7lBSPc6BvnAc98+cxLKKb9nnLkClbMdHNLGHvehLhjNgeQHlt3eS9oKZlqE+Bo8YidcXkOz/g/U7YXcAdbiRstl1JL4Xi9rjpmROO2mFBk4M7CTTlcqwoZNZueZjMlZYacty49cEUTuVpFyRS8WOUgYNGU7+p4ex3iYcqAAAIABJREFUVdjls0woj2uHO4jfZZIKJFMMGA4YmXrh+UREG/nh5q/wN3hoz9NQOqeS3q+GwHsBtGRfOILDTZuwLQutOxHlV3RQk+1g0ItRkmzYfTarH+MmZVYY7U870bcqpYpXKOBy347AZwb1aW1vRa6b8r1ZznXza41sjXCQHQzy9qzXuXvhI8R8pAvVd0ZZCXv9VDN5Ab6M16tR3BmPpVwpXQ2Slvo59IgZbb2CeS9N4oeZ3xD/TiTfHG+kJboWRWsO5qpwFLilUjzYmYnFfoIwt4bqsL49Fna+2N3o/ZW4bEEUIslV+kj/YjB9vyul9LJmst60Un+lkkmTzkPr8mMvaGR37WYCJxSYYiIoHFZCzt8S6Qp3yWd0r2+s5D9cwzTHQHrFjWfZ+x/ItSXOq+Iedlt92CZnoSl202toXw6+tQ9tTYc80wr1u1BLClXT/hubCdNoMB0zkj1xKhPyYllx0aco3UEUk4xsnVDK8CWxkixgT/bSe+YI9jRsInHFaTWQRQ46YrvIfTqCrjBfz5yVTveSNjYW/tSM0quQKhoB/Iu6ldvS4wAo5/30upVqWRvLg22MVCh55txX+ONFTxG+GirHd6KMU5D4WahmJp4la96rYDgRWG+0YGxWyHuy7YlobEscBLQaLr5vMOsu2UrDK0NwNm2gQutE0ZqL0xKFz+TEn7hZ5vlGTymaNhsXjUhgSPqVoX56CVsxeatJjXHiCgZJVutIXjObhuVHqT6ngYxPrLhvVzFm6Gw8jU6qDjdQ0L4ZRYkBbaqNI4OOM3xJAi29HVL5n7HRQsGiZia09Se97zDOWTCg577/7R+/jcBvI/D/zwj8Br78l+P+VMTTbH6yUrK8Kv+nhUduu5mIsDT5rqLRqYgHpr3AHavuwHh3DF5rqEAjDl8jDAqWzAw1aL36lrvlA71+qgdVpRJPmJs9f2gkLehnsD6O+j+YiCxCPuRi9ht6DgE/LKklLdNNlFrHw9NDfQ6e7vsXFOVulJeZWXHBYSbemYC1UkvNKCfPrX+MBV/dyoD5p1hpfT4fxVL/h2QvTJPNGIWtjwjXdRoue3AxS/s+Lw/BlRM6KbqoXTJtmkc5idweSkBFnC5/Nn7eySeBJoYrlPz53Fe46dI/kb5SIwu+viQNqZ+FDjIiMd73QRm1ChVTbkmUAEJ30VFYOAVU0HBZJ3l3horaLb26UHmVZ9iWiZ+LwqdIfIWkVTS6a0/UYa4P4rW4sVT9lEWhTjexeUGptOnY/b/VvP67ewm3hJr/nr/yehYlDGLmkJuZ8tViJi1Mk/05xPWJOZthMXDv1L/Q0l7OvTe/Iu3cWubb0f5gpLG/k7ZrmzEpgtLzN+7WRMnurx/sJHavUVoGCB9bwTALRniYa4rqad7+7L0vE3yxHcViG19O3sf065KlVLt8ahcvffkoV763mLzFKT3jvbBiAQu2P8L4SzNlUVYACnLOfm/l0sUX81Xvt+T/xWeKA5wAJEShSTQD7A7BAhbFOJFMTN6czd2l65mh0fPHaS9w1/SHiNscUr6Y0BO7OjRn4rBy9MUKOWfC4kKEsEcQcu7x98bLgmbXCBd9Ho+R8mHhlxrqkRCUc9sdQm0l7snuCGgU0pLIGd1F2InQIUZER6IfTYeRYJKGY+eUS4n91ldq+fulj2LQhxRUV626nllR2Vwy8l4uW3U9gy/J7CnQiDm70BYux1k0135h4Rp52K1Z1En0h0ZK5tjxXNBCuUJJRMDPiGsy0DgV1A9yEXlUR+3YLpLXG9nwaSmxCpgekcFlo0PMkW7VW/qT4byQvb9nPGoucfLcu48x+6+3SXuC7nv9jvrbmLX0XqYvTD5jzmKeS8aYlEb5xSHWnyjqum1+hjwX/bNzJuYh4R0fHzjqucIYxY2TnuDu0Y8Qs18nwZfoYgtRO0MHPGEdU/KnKhrdGs5dELqHxFoUdkpTb0iianIn/iQffU4WtYWtiyiICyn+PwufXhB/lbhiuiQg3B3tqX607UYIV3FwfjkjlsSw8y81vLPgj1hMIVBx8deLGGKOk8Xsa1ctIuvqdGpGdXBgcQjonRtm4fdTnqau+RiP3vA+Gaut1FzhIPzbkIWSKL71IcAIczw1V+qlpUb3Ois+r4Osry1883YlfSw+BppjWTjhsdCcRS0BZxDl7VZWjD3IuQtSZYJfPtPFS5//iYvfuJnht58qQNzSciMXrrqPSVelnTFnxgcjGXjuJLaNCvm3F17cJosuI5+IpW5MF3FbT9kKdO+NAnyxferk745m5unM3HXOn7nrnIeJ26anarYDg8NA5IZQIaUj2fv/sffW4VFk3dr33RJ3dyHBJcjgBIfBZRjc3YK7JMSFJBDcXWYGh8HdB3d3AnEj1kl3J939nbWrq7o7MM85z/Ne1/ne6/tm/xVCp7q7dtWutddv3ffC62WG9xldk3cWZbL1PKe2Aop6CtSI5UAEJTipDwqfaKs4b6zymWBsZSnM3wElFeas2FMDaYEJSisZI7l5MuptcMCL7cnYMUDXc4jurYHONdGr8Sz0Oj4WgQP88bZPPksg0JyNcXHH0BYheJV8ERvHXYbHDQuYzVWgNMEEfPKtnghobOOFjI7cupxZvwR2702QU18B92vmuLHvA8xFQD/HGuhYfzroYyc5cD7FVlGO2OfzULiGM4fLkLghCr2WTUdgCHddUZ+qmckT8cu+UHSY7Mk2u/zzrNKWyig1skPGiHvstZRoI8Vq/TWOyGhayhRI/ODnjNYst40KNmejrNwwulWYAXxxe2oNh4fcfUbv9SkkDXnFxsyyiUZyO+6apn9/7l4EI0sVfKh4wVTXM4YUsnQ/84MUq/QspEQbJW6yqlnA6b2crY20ga04ZO3N8dUpjSXLPxz4hA3dNrGXZOW+xa+3l2FPgzGsem7s6S3snJAlFyW9ac7m+NRGt5+CcPPFbzg2+jU7V1mziuG83JI989QtCuAhkaKwUIRqo7m1g+4z01wpymw0sEiR4PxGLnlHSfNWAZRRBBZ1jYHdFRHq7HZCUsEjdJjC3VP5M+SYv2gCxi1NRMNlXNKoyLMcEW9DMH75DFQJdjG4zwLPBeLti1RkzeRUdHfnZcGKGnrvtWNrGK/uo//jn2d5dcpQOV6FHcUZmOtUA53qj0VMjeUMvjyfngOPU7awe8fNGQHTt1MzIP5ihtZzuZiIv6bp+fZs0jeY54gZjKTBrE7KRKyoocRB551ukSk18OAn5TNZnijsFYLFGf39Nz8xrFJFKO0qQU5JDosLSjekC3FgiTwHnS4uZslsb+cADN0Sh5aL3HB/djbSmspYYiesWlO0rjMCx++vwv2B+ex7ZcwsgmuSFe4FZ0BZR4ZcsQROKVIhAU5rh7icipmlUEvVyF/KKYPWVe+FOv5d2XdbGBgF+4cSeB20xu+v3yAwmHt2ZS8SYcLIQIQvPYY6WzmIVlhLiQH7miB811k0jnc2mLORX0Zg75o/URbPedNfj+Fs6ijhrx+DlJto8HxUHltr0gJlDL6cLJMhzqclKrs3wtbqB9ma9nZJFjwZfOHWDLqP3g7PhtVzCxbD0Xg+Og/pjUtY5f7ThVmwfmoG35PcnCW3LzIogmC//MFQmYhRbkztPhRCIpVelutvAocPChSM1UD2rITFNK5JpZjWbik7SlrWUwy4txb7GgVBUS7D3C372TPvRmQG8qpzSeutdQahqncb7LgejrRfpex7lS0QwShOg+uJafjmo2T2h81eu8My1JSBqXw/ObNSdXpqjnx/ORSLsvBYA/zWcAK8XBrg3fG3ODqAaxrvdr4cf577xgqtaNhsMEXDZpWwPvwWi1FpFAcq0HF5ZWzc8hgBmxyEtZHiv0U5ixE+eTnMd3AV9RfWpTC7YooX9edM5qzC13ZFbK352q0YJqPycFujxoaafXH2vQqqXo/Y36cmZcFjJhe303g3NB+veuWz4/E2SXS/ylzLWYz0dGkaHI/aMsBAg2zKKp3RJdrod5T4JKURFZIRXCAbo3wvS1hml0JtrPyh8ih7lhySk2DQr2GsGQY3X8SO//zjGUx6dQTn2sfh6cdLWLXlFrsOSUlAtr90jx9oNQvO9lURcmYRrPtwn+X5WBPU3qLAuS1fWTFaa4kRTG94w2Q5reHl7J5Pb1TC4nxa+8sn5uGFSIOz7aNhbuqIx1se4fy0M1DaqGGxpwAPjqkRsIXrQ1LvjBvE1mU4EvyJ2U7TkHVTo9/ShlgTegWe5yxY8phsNYvdyhH+IQRBfRLge4ZbhyiJS/smWsP154yUzwW+Clbclz6kGEW9s/AaYna9bj5D8IWzkqaEscMEXSL/9ZRcvG1dJFg20WtuRmSwpDhd3083foHHSmc4vORiHbJk9b6o218Ik6/9geZMXCaG2t8G6pQikkYIaybtBQvdLWH/qQRZUTmwWG2D7AA5Oi12Rs/GM9gRrj3dicgvN3C++2Ycu7sSp9ano/I+G5za/QUakYbt//jzPHf3LDhPcILcvhzF3URw3C3BxT++QCouQwOpGbKPWsBvlw1ThZMFJa0RBNUoGftqsHbd6raRe983ubhTfxNKvVQoW5mB9L0WrGiNRpfn9fEy6wnuzilmazkNs3EimP8qx4NlSti/NmHXK60Z36qXIebhEiz4OQoONyRCErfdDA8Y54sZbOL3cczuGWBFRwRfbjd7wtS3dL3u2bsH+VO5rP/nFQXwnaFV4dH1GZyFj3VLUHOXneBWcGlFKrPLo+v7wb5kVJ/mLhTr0b1Pe3s6DwQd+OGonVP+3yozCRQWKkjKVQbKBLJwkyrVOLcpBT+P98STKTmImtEPvu5N2Z+uuDgPacpi5qYQfGo+lCHWMJKrcC2ek1bUhgbrtfHK8HmzUWeNI3KaKVBeJoa0RIUHYelQiESoRzvqGG+4PeJiRioC4PfTtxdnsrwInzSn465puRalDwpR2MEEj8a/RO1wDwbXKEaLvxOBBacnw3qYB/vuNBzXVMEjl/Owm+7BwCYfM+b3AqJ/X4iwSpGgZzzd23w8l9eoFPb3dDEjxVXV9tsw1ap4eymOWmaiukaNzd03G8AXixZOMN+gozZ3931AhljC9s90b9O6QusLxaVm2VJkz8pGjbFcPEn7AoWVChXnh8+B0GuoKEVubcTWR7WJHFZp3+dAxI6muDz/I4t5HizOwvJxo+DuzCXlQ89Og6lIgoU/J2Hh6ckwmeYFmWMps7mmmLG5uQTR2l5/IyfOY3ZuRV1LUP7eCCWOSravrKRWo7mlM9JmmMPqnViYM8on0F6ObM59fBXwNLJg70NjeY1lUCX/F6QZZYk9XZ+j3TQP9hxOaVGKkCPBmHtuOmoO1eVAWpxthWvy01APMmMWjvycvRpoiXkxo3Ckxkr2eWkd/ti9iOXoKsaMpHrmi7ksjpTg9/IsNBdLsLTLOh18aV0MYxcjuOzn9sMUlz/a/gkZIgmLpwnqEXy5mpjGivkoti/t9w3+c7iYl0AqAV4ezgo3mfYHlreSaFDgZQrLdBWU1gpYp3yvFCv1NsfTwdx++l5iCrYMXwxrSy5mnXZyAmpplflDj49FjdH+yGxYDFIv6u+nK773P//+5wz8cwb+3zkD/8CX/8PzHmsfh+uxKWg70wMUBAxq54G+zeayo4afnQapSMSS2WsuL0X6FCXKLMsYfKERKJYgVgtfhk+dyza2+T+LoEomz0s5ns7KBq86bx7qyh64H7oVsEpdvgKL4ItJpRIEGFtgSaeV7LjxbVZDdLcYkkGWONLnOdug0oPp7+BL7SPN0KVTG0S5RTGVhj58GbJkEvbVWsE2i/rwJau5DM5aWyN6T3344n5cgw3yZCEYChoQAV+CL4EylLsbw2c/l1ynhGDvB81x8M0VqCZKWXDD+lPscMC9OVlQSTWser3LSG8Di4sifyNIBzjjW8YbWGVYofyTAnavjLmgw7acJfUpmKeHDiW1Xg3LZ0k5CkbowSWqZIKbI5IZkKAgYFA9F/zSYCLMzRzR6cQ4LPRugTYBI9H5WBACJ3ghu24R+340+Ip1ffhiPlqKrNMKZAfIkDU6F5liTl1CPveUGOHnTB++UIDHKxbotcsWroV6ZaEAX9rMcWeJtk+dFFh3JOw7+DIhbSSsbd0YADCAL7NsMHhSPxypsoV9BnrPrJ9K0WLJv4YvHW9Ux6wP59DVyJwFQ/8Kvoz6qytOvjkMWVdug0gBbdt1LrgxPIdVLVHFZ5cRuiCJNr5vpuXBJt8BtaXGKPhWhm/3FAxuUNKakkJVjnAKHJozSkZSgo9sF4wggvtFG8grm+BtuxS2cT+7+SuCazdCm7qj2PtTsNHHqTr6NJ2DsLNTYfGLuwBf6P/58/wp7TaSxhxn8MVohiNKNmUx+FLeJw8ftU036XNTQP6xWyG8L1qxTSxV9pzb/xF20KCvFvLQcSM9l8I0T42q8fZIrPQQP4/1Yr706f1LsLwifDFTY2HuYhy++BAfepz9Hr54VcLnvpyFCsEXuYOKJSfpnuMrI+n/+AQjBdvVdkux/luyYIc0p0UoXB5xyhd9+ELKpOmnfsUf9/6Aqh83Z3QvdohxwcPe+WzT/KVdMTpqqx55Gb5ZsAR5GeZQyRTI9wSkVwrh+NyYVVmb5Ivhe87a4D4jaEPJQYlaBJ+zViipZIJnA76ye442gFMaVEO3hlPZ+088OR5NrT0wsmUoEi7MRtlAe6Q3K8HjiXyTYVuW3NKHL+rR5pD/WYS0ZsX4NDSX2TDQ4ANgsqOhyl++Cpzgi6dlGVpauTHIw9bGmgkQfS6HZLotjgQ+FgL8T93lWLc//Dv4Mq1gKmSFpdjqtcUQvoQ6oH6XtrjZVAdfaAPbLMoFaS1L4H79ezBNyQefg8Cm/K/4xcQaszokYHbHJXC9afYdfKFgfuLVntj96Cikv3DJDbon2q90xa1BuciuW4q3/QrQeSS3KePVb2XTTCEpk0BZWAaJfxmyL8ngfsOc9bcpdlcyNQrzXVaIWCKHNq2ksjRRSuB+yQoFNU3wpVkK6q1zxOkdXxBZqyVa1OK82vudGIthzrVZMmTh6SDY/+opJKrZnNp6YUiLYAZfNoy/xBJtVaOc8DY4m8GX1O7fhIbePLiltdHrmiUyG5Sy65zuMyONBhNcOMhDI84tFpICwCbWCbsr30O3oT7s82cNlyGhInyxUmNx5mI8uHUXl9pf/A6+yI3tkD5cB18IDNOakt6iBG43v58zeh7V2G7E7rMx1u7setVXvrg/tYY9D18C5Ag60gNbrh2F9SiuSu5rOxk6LHHEsx7FbK2h79lmtq7wochbBelwR5gpypD7LRdGMnNo/qIqWgnKLDRMMUAwhl8byX+aqkYJZju9MUeV361R1N4IqU7ZLCFKNp5xvq3ZnCWn38XQh1txqOlsSKRGGHwk0QC+0Odb6BqArhXgi024OwpC09gzTxVYwEA7JZDoOUyDNtCUyKCKQkpc/Qi+LOweDftLYgZf4sQP0G0I97cFMxSYt2i8AXyhiuDI1yE4tPcoPo57ZXCftbwQiDfPDOELPVNr7rFjlmGeN78vJiD4Ui1Rg62FaZjnUgs9Gk5DaOUI9ix+MS0H7qR80cKX9BalGLOpJf44fQnWczjVwNveMviNtIe0twKPgnLYWswn+en/82oqkd69BA4yB5iUimGhLEPZ+TLWkyr55yLYvDdmSTP+PiuopER+JQW7By0zzeFxwxi5fTQolBWxhB0luslOxsW+GmSlWeh8KQSbavdHDZ/2GLZsGgJCdPCF3p+HXCcfrMXdAbnse9mFe+Nb6BcWW1rWLsYnkYT1IKHEnsJGzXrbUFKIFAyUIE6JS2XPPII8tf06s++tD1+2Z71k1wqN/FAxRg9pYQhf6igReScU65ZuhSw867+FL263zFkyUP95pg9f0luWwHWODMeVMnb9VnVvhE3V97HP/G5JFjz04EtajxIMCKuDI0efwDGSm/+3I4rg38oMkjFSFofTc0i/fwW9xmhWGYyM3VBuk4XMZBHM9qnYPfalfRFc7psZrI1UUELxKdk/2qRawPmuFFljFCh/ydnyvYxKwaYW81hy/mvmQwy+vxH7G0+Fm1Nt9A+fhUZLnQzgy7aAwaji1ZrBl9S+Eva97CO9kRfyhVl0aTzkKBaL4fjClMWlBZWo746Kec07PjVDgb8Cn+enI1MsYUlzSpRlPc3EzqZcDzeCL/vvZTNQR8N2kyl+amIIX2QtlQg7G4rYWSsh3VDyHXyJmJIEs20cLPqfwJfUriWwGPsN11Rl7Ho9/14NRQ/Onio9KQtuevCF1L1dJnvh5N6PcF3DzdnraTJ4eYpgMc+cxeG0plB1sv5QjrVGoXMeTB5IUSoFnE+SxbOaVUOb5ktY8p7mieabniWZjThFgP8JJ7jclyB5Tj4sTpmyhNnrOek41YOLi/XhS7G8BDMikgzgC73mcPM5cLKrgiVnFsKqD7c2vBntgGrbcllhh8SijMUgBBapiCm7nhxmWRID+JI+IRtZYjFLmlOx0KfzH3Gw1z4Bvvx1tUxQTDe44AWYlxrCl+4qhO0PRsiwOJieKxfgS5FHOSLehWBKnwT4/BvwJWtoCYp6ZeIFRDjQdAa2nHoIkwlcn4pvm7JhN14HXwqmlqNJPxtc2pgN971a9W1EPlTFUrjFW7I43O+UFYvd+aGyAL6NE0EjkgCWGpR8LoPPbrFQfEXJZRr884wU6DSPpFp2fm4Du1civItOg/sqJwZfCsdlI7H5HLY26sOXd1+vIy70BHvmEXyhhCcN/jzP2z0bThMcoXQsh7KbBSx3Ktiz0V2tQppYwkAwXWtf2xTD9a45i4FJgceDd1ONmkEeGgJ88VahbEUGPp8xZfCSRrcXDfE886EBfDGfIEZQ0nws6B4No3fl/y18oWIaOgf5fj+GL6KZVrjT7DFL9p7vkIi9e3cibwon0/2yogDeevBFFCOBbxMRri0rgtcpDgwUrJEh9wngt9mCnQNSd1DMxY/cfmYwrlSEkgJTWCvVKMktgcOfpsj4qQTpTUtQZ4sDpArq5cLtz0iFST2L6J7y/9MWUgXYtUBFZRQz9OjpIEBOgi8ZymJWXLDt2mq8npPLituuLeWs7gKgwVotfBkxbzZqr3FEQQs15ApAUqJkNq4Epek+I8cAeq7S3ozmT4AvwZns+aMPXzb22YLCM9ko6miCh+Newn+lC4sV/g6+OK+vhhEj+iDUP5KtuU7PuJg7vw8QvefH8CWncQnsHpsK1oD68MVytxq/mX4RLKzmjYuA014j1j/EsoUjzPTgS9vH1fAw7TG+BElYYSnBlzpHzXEp9BvMcsTsHLQP8hCUHfS51JUkqD/THddePodtmjXyP5XB5pkxWwtpv0fKLH6+6HjPx+aBir9o0PNF5GSEK/OSGXyhmKF3oAOGB4aw/w85MwVWEmOmzKfn1ccxYpQ6lrHnKo3WEmNEdV7NfubhC3qrkf9SDZmjAi9mZApxfmCwK7N45aELn7eiZ565Ryl+MrES4MuK1qtQdk8Gm7FW2N3pGficF8GXsGMhmHVmmgF8aX2xNTxr/ITtVRNZD1V9+LIgdhQOVdeDLz0KWY6O9r1UFMYPfj9N/3Y9r2J7Mz4vJyhfWhfDxNkIzge4tYvOY//7LbH7+RVIJoiZIpfWr9IYN0iWpqDMVM0Kp/nCPv69FO1MYVzNFkVuT2GlckLu0TI4PqG8lYqpnaxSdXkr2t/TPp4KDsyLJaiX6IQSHxM8HfqFFfiRJfXwAA/0rD+OQf2gk+NRX1vMGHduFlRDHZD5UwmDLzR+NbVhxYz/jP9vn4Enz14gdtlaLJwdhLp1av2vfdn8gkJExCWhZvWqGDti0P/x+27Z+Ts7xn9yLP4c0N//b5+Hf+eL/wNf/p2z9YPXxjrE4VpsCtvk0sOpuK4M1URi/OxSG4cynsLPyAIhnVbgxMPDuD3sGYMAPHxpJTESKgh45Yuymy2KyJrHRgn3xc7wt5LjzrfPQLADHF+ZCNBFH74Q9e9kZMoUNjTi+62H6GQ+jIZa41Cvpyy4Jxl8WrNSJF2MwPA/p6KOnvKl9p/N0aVD6x/AF2MMC52E32smfQdfMlvK4HJd7yE2PRs/reQC90onjbCy5B1aiCUs6JrSPwo+JyQcfPEwhs8+Dr5Q1c3kT8ORIbPDvqYrYJ4lYZUdI68OwZZffoPcWMngC3lw4k9bVN7DKR1M+9fE1B29hNmInrkcxhsVLAlENlb00Oa9fov9FPgrLhWVRSK8kUlYAklVSYQ7I9IF+EIPTvJmHeLZBOGp95Ho3wFNqvfDmCPh8J0sQU5AqQBf+Ip1ffhSaZYvnv3+Adm1legS4o2Sshzc+pYCm6kusEyXgk8K8zYTpHwh+DLY3AGT2saw78HDF/FkOxxt+wh80PL5ZwXWHg3D0B2TUHeyDmhMSh8HSxtHDr4ElML5qVb58m/AF77qgwK2Djc5+NLd2IIpe2Z3CoXrdS5ostKYwek0N2cUFIR/WMJ+5pUffEAbXDMS+ZVL8WRCLqjC3TjeBa53zVDioMGUl5PhYKXbpC0ZEQ+rAyq2GaCgmKpP+DnLaVCCvxZmoZFIhNdfpSxoKqojwbv2mex1FOhT4o+/5luenIAZjpXxa5O52H9rKZLbq9k5J194GkMsHDGxTTQ+p93GsnF/Mosi95DGSF52G6ndizF4Ti28+/YBT4rS4TTci8EXur98L1ghJZCzLKDPSWOqgx9T2NAIrZ8AyzflAnzh1VvpA0uwfJuh8oWvLj1y8SHeE3zRmzNSvlh4VcInLXyhBsN0ffx38KXuXnMk5b4T7JDmNg+H82NjDr58tILjLa56JreGAnEPwpCVnoGd/tvZ76gxX9L5SER4RrHkE0npqUeTdJUjbF+Yskq9iekzYWWjU3As6BEN8ydqnF+fImxe+TnLbifDg4lZqCsW42WGlCnZiitL8KJ/OrPsIvhCjbApcB8bMARbi2vtAAAgAElEQVRxj7YJ8IWSiE865bNG7nTt0OhvZoep7eIYfAmbuJMBZ4cZdfF1z0NkNylB78V+yJRl4HFBKiwnubPqo4r3GSVIKLAdaemKMa3DubWx9XKI7ikgnWmHw80fCdVmyd3kWHMgHP03B6GRnvKFwZciBbZ6bjKYM8swR9Tt3EYHXwbmM1uXppH/Gr5UPWKE1bkfhWB4TodQuPxA+ULwJepVKN5nyXDEl1M0EnxJvBGJJVUjmfULXd80Z5qNjnB6ROofKca8DoK9t842bfGgWFicV+P8phTWcJuqH+neoUqszMYK3JmbjpZiKZ5+FLONWE4DCb42y0T9tRx8oQ029acZVncUpt9dheGuASyZvetGJDJ/lhrAl8l2vkwVpq98abW+Ma5NuotPQwrQf2p1fC5IxsPCNHhpVXN0n5FVAw9f+PtsjlM1Ab5E14mD8QcNbOIcsdv/Pn4e7wXTbxJkjyhB/PpIA+ULAa7g9GA8vH0XF9tVgC+bq6DMxBYpP4Av323KZmYz5RnBl/o7Ldh9NsHWkyl7FjQKg8MLEwZJ3Z5Zw+EBd59R8+qlt8Nw/d5L3G59jP0utb0MK45HIdo5Ch96FTL7A5oz63nubKNdUE2DqEdcNTY/ZnWMhtUnqg5NZ9Xf1HiUNtAEdlM7luDB+CxWMZr9yILdW3kdNchy4Gw/T+7hfN7p2VvP1gtr8z7jVJtwpjgbvS0INabolC/0umC3eujUYJKB8sU7oS6+zH2Cz1O+YfCIeniV8xqPMnLhO4pLxpO9BhWCyAm+pBqx9YAGD33oZx6+BOx1RpTxXUEVKMCXuEQhOc7Dl4N7j+ITwRe9tbH1xZZ4/TQFmXrKF6ogrLnbjtlB6CeR+OfZtzrlqJqoZvCF+oeQskcfvnictoPtO64aNCtQgYRzYTh55BReDuEsk971VGJ45FTcqruRwZfs1oWoLhLDWXvdFTQRI/jsZJga6yrz5zeJBFTlLFFCCmay2uPvs/cDCvCy7zf2PMu8ZMHAZkZfJUpkcmYdS4luGtQvpnmVbuh7a7kAX+YmzYfzYltmVUqKP/3zfOrBWtwemMM27Z4JtZEy9zk+L87B0F8a4UnmMzx6W4TKM91Qaqdido7GMjGM8zlFzrWl6exYG2r0QS0/rtcJD1+8D1tjU/4LQb0lCxNj2OAWiIg7xr4bjYIAJaJuh2J9/FYUh2UZzFlF5cuN6AymKmPwRW/O9OFLRstSuMwpZvAlwa8dqro3wYYqe1nc+X5JFtz14EtGDwWW7QvD9rV7kTOXSxx/Hq5E/2HdcLfjeRaHywNk8BFJ4TzVTajyDkqeDnMnHWANrhkFmZucnVu610lFxc/Zpwn5eNYhHw0hQsFRa6a0Sh5fBOlzMXvWkJqHxjALF7TwaYmJLw+yZLarQw2MCFmM2sssDeDLjrrD4O8ZaKB8cYrxQ/aij3gUn43RgTXwKu8Dnt5VoGqEM7OwLTfhmmzz8OXOwiz2njx8kX8rxWqPFex3BF9+e5GFtjM4sGu/xQL1G3kbKl9aKxB+Ouxv4UvklBUw3cbBC334og/Mil1VSG1TxKzm0rqWwnxsHoMvpOw5+0EDebfb7O8zVmTDaZ6DkJjMHV6OuA0hSApeh/LlnFXnp6lqdG5YB29GvGDwRexTCjeYwneoB6RakXRFf/pIjyhkNShlRRpUUERKT15h/Xx+Oj425OyO5dvsWIX1q7k5cDppyQoM7s7Pgp1Ghd7WnrA0NmPPYUpmQ2SGKXMXo9pmW0H5Qp/vWOBC5mLAwxdSI70f5oCq23LxeJ0MQY1r4U7aQ7y6qEGVlQ7Iqi+HeYYEGY1LmJ0cr3qkY53rGA8zYxvkvcnF1vqbBPhy7Z5SALtNLnmhzLQURxd/Fpo7y3qoELYvGMHD4mB+VsXgCz03yIYu/F0IpvZJgPf/AL4U+irhe9YKOUNKUdA7g8EXgvKbTz2A8QQuti3YmA0bPeWLfKYYIdHzET4xEea7OGWmOlYNC6U7SkMzmNrB2lYBR4UElYdxKniNnRTzUrniQ37QPoGee7LBOag805tBYT5uvBebikJ/ObxFYpivcGYg6150GmqscWKKelKn0iDLT3dLFySlPxagyPhRC1CFlC+7vrCkMw2aT1MTK8zfPRuOExyhclZD3sUMFjsVePebDKOrBeBaym18PGQE/122bI7cb1sguWMRm7MfwZfrb3Nxu94mlGrhy/srJoJ6q/urxniWft8QvkwUIWj5AizsEQ2jNyoGXyheqah84XtH/Dvw5Xq3jdi+bT1ypuSz75u6sgAe03XKF9M4c0ydNh3z+sTB6QynZLHcaonU24DN5mJuv6VWweqpNapEc/v1Bhsaov3wjsJ8Xb39BHfbncLjybn40raIFdLRnoifsyvrvsLH6b9ssf7LXpCAi5FMigvrv7DiM3oGU1EE7dnHVO6IGyl3kUVqxi7rcPnFRZwefRXGxRJcjefgS11SqWgVRjx8UbQ2Q0GxDGJFGcwiitDMuTKuZb1Eaaw93O6Z6nIgWnvU2yGZ7PnD5xvouNsm70bujhQUdTLFwzEv4LPZme3j9OGLDa0z2t6PrhuqY9jwXxBWOQoyR6Wwn64IX8junc4LKZmzG5fA/omZ0J9GH77Y7zHCDpN3qAUNUyIL8KVuKSybORnAl/4fOsLHrSFCakbC+rOUPYOG3u+AVcMvwfibgqnNqmk0EF20QdWN3PPXrX9NDNXLgayIXIey2AIG8sUqsFieXxdLnctxfm0KWxfvazQsFlM5AdcXpLFCIMpHFdQuQYBIjA6udbAv/RFqGHNQ5ParfTjZ+zWzeiXVPY02EiNE8sqXSXNRa6c97Ic44NPdTBQ7lqFdnAMU5Qo8zE8GFjnB/o2JrmhYO2dXlqWxQl++2JOOu6rvOihOFQjwpfFSZxYffW0pR9SxEMw4OQ01hnHFZjRaXWoDnxoNsK1KIitu4eHL60GWWBg7GgeqreCULx20ypcZ7t85SegrX3wuidkzgc/LGcAXF2M4ax1baE857eNYvMk2xamWa2GWKwYV2Dit7IWMxcchN+dcayhGVx10QJV93H6sdVRbNJ7FKcJozJu4HE67OBWl5ydT1Ix2EuL8wioKXIlJZ3P2tFDMrrdiPzGeD0rn4MuKNGbRXxVqDPFsikMpdwT4cvL+ajzpWsjgKQ9f+plxxYz/DN0ZOH3+MnbuPfDDU+Lu5oIlC2bC1ka3l/6//dwRAFm+ehPGDB8IH29PEITY+dvB776H/utevnn33Tno0LblD6HHj86XPtyo+P7/J+frP4UvPAQaMbjv/yp8+k++6z/w5T85a3p/Q/DlatxXtJ/uiVuLMpnFEw2qnJGLxMLD5VXaV+xtvwNlVuXMooktxhIjRGkfYjx8kfT2RdbLD8yD/petk9CyqgNKy1QIbxIHh9diwY/9c49C+B63ZpvofD8FllZqg+Y1OeIYP2kLRDuzIR1qhcO9njErAvJG5eHLiMPTUHsoVyFHo86xZujckVe+lAlVH/IxxhgWNgm/VU9iAeSXNmQ7ls8sRDJaFsNVz8Lq+bRs1FrtCJFGhGpnLZBQ+EKoIDCAL3rKlzIzNRblLsabjGL83mQFLLIlKPBWYvSVodjc5zcopWWQzFdgSduZSJixCZZ7OABgNqg2pmztIXz+6BnLYbxJgVM7vsD9nQ3qRdsw9QRVDKOqCHMfL2Cv7XVgPAJHVEKhnxLPhuehRZgrbi5NRa4ft7Fw1qiYtJuvBk04ex7yUXfYJuDh9Gz2mt4mVpjdIdHAduynsNa4uuESsmtKEH9oLixNpMiVlWFVnaWwzJDozVkRfI9b4dymr2jtbITufh1QrzL3PRIXroVmZSHEQXY42obgixsLWnj4MmT7RNQL8hG+86SMcbC05uALVdPwlTqls2wwZFJfHK7C2Y4R8MloWMpseSomq55My0HdVY5s48LDl54mlpjbYRnmdA6DyzUuaLJWmwvwhWwiwj5yFTJxtjGsOWJ2QCnib0eAkhkFfqXwniFnx5jXKgxO900YfJn7YT7MjXXy59ARCTA/UoYTvyej5nVrVF5lL8yZqLERaidao3n1HhjwWzQDm7Thps9PFYYXNqagxJ6zWiBVC1kCUeLqlyaz8DXzEf6odMYAvvCNsvXhi29UW7yLuYiibhrE7gwWzmuMYzQHX8iT+LwV0pqXwvuiBY7/8Rk+YhUW1x6M6r5c494lHRNhdbNMB1+mesAiwwiC7djKaWi1kLvPKIm9KHsxjl1+hLfdzhjMGcEXK+9K+PCrVvkyIo/10aBKr4rKF6rcrrXKkUGwRvvssDTzuQAX5jYLh/MTY+aB7PLeCg63uaQwv+nLTEvHrso72O/I5iXpXBSDL2ntilFnpBhB7WIQ0jkYJk9MmV94UOZsmFvpbI4Wdo+B6VMVLqxPgf8RL9T6TSLMmUk3W0w7MIkdu9vOSWgzyZtZGdB6QcHi1aRUFHhy91kljYpVZlMzbKq2ysx7g61VD7Lk4pOJ3GZ7oJkD+zz68MV9Xgt82HYNssYaLD3IXYM0wr2jmCUND6Q/dJfB/4QFTm//AifzMoTU6itUdy/tuwLiU6WQzLTFkeaPBfjyuZsCaw+Eod/GyWg8UxfgE3wplZVjs/t6gzmz0CpfbvDKl/75zN6NKuRTW8ngcU0Hph9NyUP9NfbMKqXOMSskZr8EHwzPaR8Kl1umSOkpg1mxznas0KcMka+W4GNOCQ76rGDrKgGKxBsRCK0Shay6cvhPlGNOh0TM7BkOh/sSBlQmf5wGC1fdewcPiIP5RRXzKK5/wR5eG62FTVlxE3OEX56OwuJ0DN4Vg9Zz3JHWtBQZDYvRYI0TLm7/DJm2QJLg9HuRRFASfPh0E4drXTOAL0H2vhjYzBC+9P6tDw6NOITi/iJEbdY1euTBLd1nBEOzG5TC7bo5TuxLhpdGhfC6I1DFqyWb38g2S2F6Vw3rWAfsqfyA2VuQ733WCBkS1kehd+J0loijIcCXO3dxsS3BF93a6LelGpQmNkgZdpe99sm4XKjMOOULeZt76BUTvJieg1orHdkGsdFuWyRkvRSUPQJ8GZUH96c2sH/ArWu5dZSIuxOKa3de4E7bP9nvUtuVYMWJSES5ROFL9yI0HGaC8W0isKRGFKySJSisrkHkQ0P4MrtjNCw+qXB5ZSrqHXKA9x9WwpyVdXHAokPjkZ79HFM3bmXw5XPnIrYeVjtoi4t7PglVhy5qFauUp4QNjd2H1iBjWBGejc7Dpy5cI6lgt/ro1GCiAXyptqY13ky5Csw2wdxITn30JTkZ+2r8xn4mIE8V+qSosEijxEsKU991r9EPHi6UTtHBlzp7nBBtcg89BvhCpAYKZygwd9F4jI9JZGs5jULfMkS+XCIoX/TnrJVW+cLDF1LEmmcZMauLis+zp9PzELDSHvrwZZFrALMQDa0SwZJ+L2dkw+2EHezea63iWigRfz4Up4+exvPBj9nnedtLidFhU3Cj/ia8nJCPTv1t2XUd6RHJrjuCL1GXOQDPj/lNoiBSleFmeAbqb3WE1xlLYc7Ew1zRZKoRLE1tEL/xCgOb7wYWQFIkYlXXPHyxUqvQwsQCZ8rkrBk2PWc2b16P/On5/y188VkWgOTZT2EdZ48J0yawj3Xt/BXc6XWL9ZfIrVEKo0IJ67eikWpAimmyhV3cYr5gk7uwZRS7lr0PW2HTtxfoPIYr9iiLEGHAwECExx5Fne1cxXdBXSWiboVifcJWFIdmGdxnYzJHY9eyIzrbsah0VrFMleUGyhdTDV4MLUJd8p0PLIXzXA6+LPPvgGoezbHGbzvrgfA+LAvua3S2Yzndy7F0fwh2rNmD7HmcZZI+fHm9IAu9u1ZCy1qTkVQ7RrD7mPJ1BswcdDYxwTWiUOwux/sZ2aic5A6P28bCnLmHNMGQhe1w8fFm7F33jgHQZxNzYffcBBYZxrgeyyUPafBrIw9fpi9KgucKOUua8b0bdtYbAT+P5gbwxWWpHzLnf4RkdWXMGtOPHWvP5n1In/4RBf5lKDdWQeGghv1zExbj312Yxaq7w9tFsmpXGnwMxuDLs0y0ncU13+bhy4bw26hymEvOFn8HX7i1kS8MiZycBNMdnPKFknXV99kyuGkAX6i3WYtSVDtojYyucpiOzWXwhZQ95z+oIevKwZeslVlwmOvE4kN2vQzTIGrjIixfvA6qJC18maJCl4b18HrkM7yPzcCANgGo5DEIf1RZBamCSxzPLpwPsVTXdJ7gS2ozGQpHZsMn1BP2r0wYoCI1UuC2AFg3luJl5hNcXJ7HCjYeLMiCz3FrqMzUuDOfg1c0bDQqFIgkuPDzMmg0pgidvRSOW8W4uCoVMjcuTuHhS+iZhbDsYw21CfBhiAOqbMuFbPNPCBvyM3vdqogNUMR9Y/0MLNKlyPpJAb/jlszKiuKZthJjRGgrxctLy5mNpsJWDcvdBbh2R8nUsjSaXfaFwqQYRxd/EnqYyXqqEPZHMEKGx8PsTBlKHMtZX7ti93KEvw/BtD4J8NLCFwLvlLCkJKT+2khxSbFXGbzPWyJviALfeqcx+ELKni0nHkE64QN3fWzJhuVYnfJFNdMUC6JnInx8Isz3cOdEE6eBmdwN8rAMfNqQiuGNWsLRyBNHArjYFQ5GmPt1jnCeFWXFWGWzmll52fxSCOvp7kypx+/PWh6sBee6jjj37iRex4hYVTqtTQ1WO7J4ildC0wHJgjtHI8LpHpwiZc7QCLgcNsKpnckoN+euF5pPEyNLAb6I3cUo6mgEs91yeF/shUFNuGrgqMnLYbJDwRQvbrfNkdpOxvZmb38tQGn/HPRwrIwBzbh94/V3ebjZcAOU7hqUJaXj/WVjNFjtxCyuez5thmcZd3F3jgwuD7m1xVwLXxb0iILxaxXbT9Bz41uNMsQ8WIIFnaLgcF0C2v+e3vWF3bPGBVwCV992TKwRs+I18Sxr3G76iClf6Fm+Y/sGZAd9Y2qi9IRCeGiVL1QM0fK0B3MEmPdLLJzOctNgvdUSX7Xw5eMfaQiq3Q33T+UIa2eDDT+h/XDuWqZx4+4L3GrzJx5NyoFx22JUHcU5T/Bz1vtOW3hVrYXp52fDc4I3pCUi9gyj58XTqdn43IorEjBRq5lbQFUjU1Zk+jm3BOs7J0JaomaFJTSoEGWVNj4ZOX82yyGggxOy8jIhLlVjwfWFsDPnntWzAmPg9lAk7Kc/di+G3wlLEHzxratAD4/GghvCrvD9yFz6QYAvvpuc4XPBStirku2YzRAPSOXc2uK2uQaGDumN0MqRWtsxrfLlFyB670KE+0ax4lAGX6bkMsV5VlMZHB6aGSpf9tnCuFgM170W2GT8QlD2LBgXCYe9UqZYt2zqBLONOtuxEcl94exUBSG1ImH9Scog18iH3bBiyFkY5clhGZePyU1mYlXEb7BYz62n7gNrYci2nsKcrYxcB2VsAS6sSYGnzAjV57sI62K5mwZNDrugoX9XjLkSgsb9/UFA5vYC7nlxJzgTmXW5vBWvMuplYsX2FrQ3SGiwGXLHckH50l5qjLBOWuWLFr74TaiJRxefQuYAJF3W7c2C60XA5q2RLgfSrYjZgRIkKvOUI9K/A5rW4HpxrZ28CSU7cgX4Qo4JLg/M8TWwFHEnQhH05xTUHK4rQG1N8KXmT9haOQH5BD+0aiWCL4vjxmB/1RUMjNE6TG4IlEeoGDM+m56DOiu5Z2nVK+Zsb8Yrexb3i4XtSbDnn4HyxVKNxVmL8SC5ACdbrIFZnpip1txW/YK0BcdQaqGEy0IZprVahOAJG+B2gNsftI5ph8YzmghzNm/8MjjtUeLk7mQEvLaCV7QuByKuKUa9rY5oVq0X+h4JQdsx3qy47/WAfPa8uLE8BXleXA6EYGqKWCIUYZLd8Obq+5HRqBSPgzjlC1/MKLz5Pz8YnAECC0+ev8SMyWNhavKv7db/bz119B1S0zIEcPJ3IIKgzOkLV9h3vXztL4PvLVcosGIdpw7mz8WPfkf/T8ffsG03Jo4eJkAqOva9h0//I8WK/nn9T+FL8pcUrFy3BdMnj2UA6v/m8Q980c6OvlSpIvXUJ3716tYyuEGZ8mVpCrOvebwwE18acA8xfgy3dGb9Br7klWJT4DIorZSC8kW/goCHL9K+fsh89o7Bl1+3TUaLyvYMvoQ1jYXjK4nQpDOvhwr2x6mCJB3OvnLW1I0f8aG7IEpIhdFwaxzqoad8aVGKpPOkfJmCOgO5TRqNeicD0bFtS0754quEk7Z/CMGXEeGTsaf6claBSE0431HPlyCPv00Ks+NddkREzn2hgmDqgCh4H+eUL2pPE3j9wQVTlPQnK6Z3WTL81jiJBTdU8T3u2ihs7LkTcqkaY/bNRi13S4RNjoDFDg6+WI6oi0nrOZ9yGjGzk2C0Xs4qoGq88kOlWE6eTxWKohoizHnABdFX7+/D3VYfmTUW2eBQwu5xQiq++Or89ul1/EZ5+40vSBmwGzm1SwTlCy/f1Fe+NI5qh0trzzP4suzwPJgZSfCtpBwrascx+MLLo3O7l8PhhJRVjMU0bIdG1X8VvgNfESieYo+jrR8KypfkTgqs+YHtGPWiIBsDBl/qlgpzRvBlaFB/HPLnNij03pk8fKlgYfVkei7qrnQwgC88XJrTJQwuV00YxLBW6ZQvMrdyhH3Qwhe7GBbc0PvH3yL4Egm5nwqJJ8LYe89vHQ7He8YocdJg3vv57LzwI3RkAiz3l7NKrJ9v+8F0mZr56JtnSiFuZozxx4JgZWmK349sQsqQXBb0UuNMshK5viEV3xwM5yzSqxmziqNB54Rvykv/5htlc/DlOKsq9I9rj9dR51HcTYOY7d/DF6rUq3TWCnnNAOdLYvY59YNOOm7YsGWwOKREtUQHJPg8EPoWZQwswbKKyhdLNRZlLcbxq4/wussZgzkj+GJTyQ/venPNkaminhIKpFijyjO+mTj9nz58aX7AGVHpjwQ7pHnNw+H02BgvhxF8sYbDLe5859VQIvZBqKHypWUJks5yypeiNiok7Allrw3uuhgWd8xZRVjFqtMFPWJgRvBlXQr8D9RErf0lwn1m2sMOU/dNZMc4e+0PPO38iSWeaL0gNcjdFWnI8ND1/KHXLXCpLdiQxThHs54GvPKFt4pj8GXSLmYn5rW4Jd5svIKSphqWfOOHAF+0VVWfO4vge0aDMzu+ooGlhjVP5Ef8lDUQbSuCdLYdDjfVU750V2DN/rAf2o6VlpRjs9t6gzkj5UvDbu1wpdF+dug3A/ORV5WDLxXn7HHQN9Rba8fAQKOTjmzOBpjbsz5EczuEwfkvE6T2KoFpkanQ86XQuwyRrzn4csibUzRm/FSKZdcjmPIlu6YY648uZr+f2SsczjekbM6+q+4eFAezC+XsXHS47AfzdWphzoqbWSD84jR2jJ2/rUPW2AKQdVxO/VLUXeOI+zs+I03Hcdjr9NUNdJ8RXKMNAQ1eFaavfPllf18cHHYAsgFiRG7g1mEaAnzpVQDvS5Yoqg84XJOw+4y3ZONfG9YvHhYnVbBLcMJO33uC8iVnVAmWrq2gfLFTITg1GA95+KK3NhJ8UVnYIHmQFr5MzGXWDKTYJPsRrys6Kw5K0tdc4QSah8Z7bBGf+QK8skeAL6PzwHq+3NcqzOqUIe7OEly//xK3W32vfCnqqUHcFu66XVIzElafpSioqUHU/R/Al2QVsxZoc7gSrH/XCHNW3t0BC/ePZ8eIXRoDabiI2XBQtWTVg7a4v+sjAy78MNZocFEbG9z96y6udrgo9Hyh14R6NESHeuMM4EutjW3xYsJliGabYk7kTHaoivDF6bk5lDaAWQZXJX+mXSQszHQ9Hhb1jIbdBTECfnNGlJFO+VI0S4k5C8ZhnL7yxa8ckc9DcPj3Y/gw5qXBfcaUL89SkDlD1/OFADeDL989z/JQtwJ84eHSkqoRsEoxwsuZOXA/oVO+ZAeWIf7cEpz58wyeDeT6VbzprcS46Om4Vms90sZJkLRyHvs9JX6pgrmwmQSRF7nf8WN+0yhApcSzJWmou90P9mdEQkNz0zF+mLp6ACgROXX2elTZUo5Xg/OZBZjbXXPcWpOMMoihFHGJFZqzHY0mwculPo78cQzvR78Uer6we8evHUtYMOXLoFz2vfxW18PHqY9hs9QB46dy18eNi1dwq8ctljTLrV4KkwJTmBQDaqkK12LTMdOhCrPq5MfC1lGwvyeBz1FrbMzTKV9EMWL80reC7Vg9JSL/IviyDcWhXOUxr76dnDsGWxOPQBHLKU9JJUIJzsp/2hjcZ3TvPR9ejHqbrZHdUgHHOYUMviRV6YTqns2xyncrizs/hmfDdbW90POFhy871+1F1hxO+ZI8UokBQ7vjdodzkISZYNa8WSgoLcfygBgG3WhMz5wFYyvdxpqKRQi+pE/PgdtyH3jcgXCfeYQ2w+D5bVBSmoMFUzbB63cRU0FRcpTgy7VYrmcBPyw0KvzROpT1Dpy/eDsckzIMlC+7649ifRD0e764LvNHxuwPMFrjjxmj+7ND7d3yB9KmfWL9H1RGamjsJLB8JWae9qTc0F9/6fVhVaJgkSr5TvnisM0K9X7yNFC+yNoqEHZST/miXRsF+KKnfCF1NvV8ISvIivAlPVCBKgcskdldCZPR2Qy+kLLnwgegsAvXty57VTbs5zoKVeFFw0WI2LAAy0PWQbWMgy9fpmvQpVF9vBj6GK6bnDFs6BiWoP2d4IucS6ZXjEFYsUhzGcQj8mAX4gnb11LhPut/YhB82vmisDgNS0ZugccpI9xZlAX/P22gNlXj9nyucpsfthoVjnffArmyHPEL1sFsg8xA+XKi1RLYWHlAgC9mwMchDqi8JRfyrY0QMqgDO9SqyE1QxOayOJtg9Le6RvA6DVZxTfEMbyHIv2+0czQ0RoDlrgLoK1+aX60EuVGRge1YyS8qhO4NRsiIeJieUbIKdH3lywp7WSoAACAASURBVLQ+8fA6w9kJ6fd80Z8zisNKvFTwOmeBgqHlyOn1lcEXgktbTt2HaMw79vfFW7NhOUYHXzSzzTAvcgYiJibCTKt8EcWLYC73gGxJChqdq402gT2YovxA5cvsGBpnI8z7/AP4MuQb/PspoZzsAMs0qRDrj7w7Bk61nZFb8Alx/XbC+YYJ29NSQURBdQUeTuCSh/zwUauwR2sdFzIiAdYHyg1sx/hCA175IvYUo/hnE5hvK4X31V4Y0KgmOxQPX2iOyBKxsL0Gjn9KWTzjPFgmOFLQa2+8y8P1xutR5gaULU+HvvKl1+tmeJx2x1D5MlmMoMT5WNgzGkavVQxOGPR86RzFYh2+cTepD6jYiVmvaffe1PNFrOHgvHSuDf5q9FCAL7t2bkbmpBxmv5edUAzX6Vx1Ntlatj7txfquze8TB0et8sV2pzWSb6phs6kYzR61R2C1xtBfOxtuaYi2g3XKl78evMTNlsfYeteosxlKB5mxdZjfU/MxZnL6fexsfJrBpQtrU1l1/utpOXjbUq8LvV7BIuVA1vy8DEbyckF52UAkwsquXF/BEQtmofYqJ4g6OSMzNwPiEjWCbyyElakhfKG9WZWjNkjpAnieBsunDGnrwZwP+PH7xmNImfkSxZ1N8WC0nvJFu1dl8EVP+eKxrSYGD+zFCptKHXU5kB/ajgVx8IWKxcg2lPbANJjyZZ8NU/Z47bPDWvEj5gCxuutGLJwQBfvdEg6+VFC+jEkfxAoggmtHwuajlBUAjHrQDUlDzsA4rwxxD7m9Wdi8GFis4d7Lc2gABm3qJnzfVTHroYjKZ7FYG6UrpDN091i5B7DwHVf4RH1PD1e9zor3Hs7LRquZ7ngUko2vARww4wff35D+vaR6JEocygTlSwe9/sIjJ89DrR12qBJUB/fPPeLgy6Xv4QufA8nqWg7nU1JcWZ4GDy8FNmkt5+h9NkbuQGFsOuwm2GBnhycMJDPlSys54o+HYtLxIAPbsTZX28Cn+k/Y7J/AbDn5vNWbwZYIWToWv1VeLihfKI/B4EuFOJ/fT9P7B9ywY3szHpYv7h8L2xMcfDF1NoHTAS6OIOXL4sxgPPxSgBMEX3IJvijgtbYvkucdgdJcjWWXuTmbPSYarr9zgK/d0g74aWoj4RzPm7gMTruUOLn3C7q+94UoVLc3E9cWY/ZdrsDnyu1DuNfuLYPR5FBBe8zHy1PxxcswB0L9Dfn+WKS0Z/BlMrd+8sWMBpP8zz+EM/Aj+EIA4MJlLp6xsrJE8NxpLKHPQ420dC6e0Fd/VDwOwYCtu/7ALG1MTtZcLZs1xqnz3POSjuni4sSAx+MnL9jv9JUn/yr3rD99PCDp0qGNgeLjRxCDfufh7oouHdviR9+bP1bd2jXZa/5OQfOjy+dHQOY/uczoM+bk5SErKwd0nvXPPx3vR3Nga2ODqIRVKCrinj98Hp9+pvP+r+bLwswMN2/fF879v+IB/8n3+dHf/ANfqAL2b+RZdMIq/l/FiznGIQZPY1Lw00wvvF2YjdcNZHBUq5AjlmC2YzV0DBjKkhIUeGxssQxl1jr40k5qgvBOnKUM3/PFZGBlpD16C4W1Bv23BaGZvx0U5WosaRLD4AsfeAjwJSENbj5y1tSNH/HxuyEKS9HBF63yJbV5KVZciMCII1NQe4gOvtQ/1QId2rRCpHsUinwM4cuo8CDsrLaMWVYw5Uv/fOYF/v1DLBc1V9uzCu1Gl90QknNLqCCY2j8a3ifETPKpcTOF134umOKVLx+yZdjdMIlTvvgqMeHaaKzruQMKiRrj9s9GDTeCL+Gw2MFV4VuOqotJa/Xgy8wkGG2Uswqo2u+qwDtKyYILsicR1xJj9j3uIZaVmYqdlXYhr6ocOf3LUDXKCm+XZuBLpRJINUChWMyswEa2mM8sAnb+9RVf+u5Cdp0SPNL2fDGAL1M2oOohGzSNa4/zK88hRw++sI0/wZd03ZxR0sDxhJTZZsX+1N4AviwPXg/V8nxIptrhSCs95UsnBdYSfNk+CXWDdFUfQTkTYG5u/0P4MmxyPxysrO350pvgSwlT0lScs6fTcxFQAb70MbHGzA4J+Fv48gPlC/ntJvDwpZIKiScN4YvMWYOF7xfARK+CkWzHzI+V4+TeZHS9WxXSBL05CzTG+MMcfLl57Rr+6nyTNRRXNlPBe5UV7q/PgKlDCYxFYI1DeQWFcP1bxDBoRE3ZafwIvlRJ6IiXYWch6wZE7+CS2DRinKJZlZcAX5oCzpfF+HPfZ3Q0NhX6KtFrIycuh+kuBaom2iPR5yHaa5UvvO1Y91VT0XoBZwOitFZhcUYwTlx7jFedTxskGF1WeMHGxw9vf9GDL04qplgjWwS++Sod59WMHNRY4ciqM5tp4ct4Wy8MaxGMuc0i4PzEiMEX13fWsL/NJWF/qHzRwpdIzygU6sGXkG6LYX2ZS0LPLpgPsZGu6pRsx8yeqXFhbQr899dGrQPFwn1m9os9puzlKq7fvn6NYw2OIKeWHMpepXCPscPL5Rko8ChGkUjMKvPnOFFPj+kG550qWp9qbcd4qzh9+OKzpBVerbv8HXyJ8ImCWbYOcvLwhdQejSxFrHkiPxLmrQHWFMFojj0ONXmosx3rIceafeHotykIjWdwFRPUBHF+0SIUyYuwwX7N9/ClaztcaczBl9f9vyGvhgLNw10ZpCbAx4/HU/NRb7Utgy+BZzwQknJb6EP0t/BFq3z5lFOCA1rliwF8qSHG+mNa+NI7Au7nuI1BRfiyeGAszC+pcGb7V3S+VhXGq5VC4qMo0AIR5zj4cv7kGTzu94jZ7IkCVPBYZ403O5IhNytHsjaZH+rRCB3qjWWvVylVWG4bj7e/5uP1QA6+TLevzPqd6fd86XOoHw4M2o/iASJEbfxe+UL3mc9FKxTV08Dulpgp4Sr6E4eOjIflfhXsE1yww/eOoHzJGVmCpesi0StxGgKXcAozarAbkhKCR3fv4UKbCwZz5re1KjRmtvg0WAtfxudCZa5hVoYV10b+PtOHL1Pt/dC/2Xyd7djoPLg/0SlfqNdI7J0luHHvBW611ipfOsiw4s8oRLtEo6ibCnHbOMvGkBqRsE6WoqAWEHVPd17YfUfKl+RyXE5KQ7uj/rDcqxLuM1UvJyz4nZuD7Wt3I2duCj51K4SRlRiuh83xbk8yZBo187WnKsYprrXRsxF3n/Hw5enoXHzuwnnGh3k0RHsBvrxh1YN1trbDszGXDODL1y/J+KO6VvnSrRBOz/41fFnYMwb2F0So87sToqU65YsAX2IT0DCJgzUFfmWIer7kfwZf5mbBIkvKrC6+f559Q8BKOwPlyxL3BuhYfwKWVIlgFmmvZubA7bgtbP+F8oXgy8Soabhce4MhfPGMgmmeBAXNJYi6YAhfFjSJglqjxPuQVFTf4Q+70yLd2ji+Mqas4JQNQdM2wHfLN7wdkg+rXBPYPDDCizXJqGtiiTNlXOFOgl97NK3BJeMP/3YUH8a+wr1ZWawnFg3eFlUfvlRe1wDvJz+ETbwDxk/h4MvNS1fxV/e/UOKoQl41LXwpAlRGKlyPTWfxae8mnLKJhg6+WGFjrk75YhQL9Pi1JcLjjqEObztWX4Gom2HYkLgVRUsMbccYfIk/DMVSbePq6HQGmcjWR39tpOKbF0NkqLvFCtmBCjjO5eDLyqpdUN0rECu8N7Kk36fwHListvsOvhgoX0YqMXh4T/zV7gwkYaaYNW8mCuXlSAyIhlUKFzdOz5oNY0udkpMpXzzlyJuaB7skL3jeAWsAT9a1PtEt0X9mIPu72WOWw/V3BV4G5cLxoSWMs8W4HZMCR+19RkrOeTV16soFwdvgsDwTNyLS2TOBxp4G45i1jH7PF/ckf6TN/ADjdZUxfSR3ffy2dR9Sp35EfhUlyo3UgJ0UVi/E+FZZzuALD974OQuuGwmrDxJ4nFUZKF+ct1ujTgMPQ9uxdgqEnwhD7OyVkK4vEYAZr8qNDFoO0+3c5z2/Tqt8uWppMGcUV6e1kKPqQSvkdCuDdEwWgy+76o/Chfdq5HfmYpicVdmwm+0ISRmXLCwcBkRuXGigfEmepkLnRg3watgTuG5ywrChY9k+aU+VlTAq5fpdzSs2XBuZ8qVFMYxGfoNViCfsXkmF+2zgmSHwasXFyHP6xsLlFPBiUTZcjthBY67CrQXpgrqdrGVG1OyLqt5tGHxJmLcOpptkuLAqBSX/VWBE42TrUNbQWIAvlsCngQ7w35IL5daGWDyIS1ividqE0hiuQIj2HN8CpPA6LQL1MyHbrC11BqKad1vhPgurFAVpmQiWOw2VL82v+kFuVIijwZ9ZQQIN2S8qhOnBF1K+2H4yAd/zZdqv8fA6rYUve5PRJI76e5oaADOCLzLPcqZ8KRyqQnavLwy+HG8VjC0n7kEz5g17r9Kt2TDThy+zTDEvaiYixifCTKt8EceLYCZ3h2xJKhqdqY02rXrg4+e/cKgmN+8aV2PM+zhb+K4EnFfarmKwufYANQon2cIyVSLM2eiH4+BQnas8n98xEo43pfgQnwaXFS4oqqHAvYlZ8NCokPpfzeapEfaUBmPh5dKAvT54eDxsDqoMbMd4+LJg92w4THCEyEeM4rbGMNtdiipXfkWfn6qxv40KWg6T7QoGyBh8aathezOCL66DZYKtEr325vs8XGu8AUo3NcqXZQjKF5WRBn2eNWfw5c6cYrg+5CwNzYNECEpYgAW9omD8imtoT8+NbzXKEfMgRKd8MVczRTL19yQ7yEJSvjzm1DNpTUsgVhN8MYN0jg3+aqyDL7t3bkHGpGwGX3ISiuCitR0jxUTr094MvszrEwunM9w02O6wxtdbGlhtLEKLBx3RvEZDA9Vgo62N0EYLEun1tx68xA2CL5Nz0LKbNfIGSBhQkDmXsb4jQV+mw9yR+67h3pEwKhUjZ2Uu3MY64dOUXDxrXST01iE1dNc6I2Ft6cbubQ6+qISeL2SrlFQBvoi7uiIjM40pX0JuLmROEjRmtYyB2wORkAPh4Qs5iQxr7WVQSLD/t5NIHvsURV1M8XDUC+iUL3LE3w4HwRfroR7ss9Pw2FYDgwf2ZoVNpfZl/9J27NHUHGbFRs3bqbeKAF/G5jE7RlK++B90QZLmjqDsWTg+CvZ7JKw3jVUF5cuorwPg6OAnKF8Ivox50BPLhp6Ece6P4YvXyLoYuE6XA1kZtR7KmHymWGyvcoN4mu4eU3kBC97o1tGlNjEMpOXOLIHPXBs8X5yDj/WK4aBWIVcswXyX2mhba4BQTLOkWiRKHJUMZNP4WWrGrPRp8PCl+vS6uH3yAWSOwAoD+BIJm7dSYc5yuqrheErMCot8PJVYrw9flu1CYUgq7CfaYUf7R6xXKClfvrSSY/WZcIw+NAk1hulyIG2vtYdv9XrYSPDFTwdf3hJ8iR+Lvf4cfPlMtmM9C1mB9HdFVtNzUFOrfGl0y5XtzXi4JChf2hTD1MkYTge42EGpVb48/lqIP5ut5pQv/gpUWtsfH+ccgtJchcQrXA5k1pgouP3O7cPbL+uIBpMaCmvjgonL4bBLwayCe32ugvJgvRxIXTFm3+LyVsmfP2B/zf3MPlzepwQe0XZ4sywVmV5ylGtErFfcXOeaQpxPf0OAn6m0tMoX/f7Cwgf4f+GHguQCFH7hii/+N4e1tw1sfHT2jBXfuyKE0FeHkBKG/k2jWtXKDJTwYILgCiX8p4wfwaDH/wS+ODs7fqcqcbS3F9QiV6/fQpPGDZgq5fyla4JtmD40qfj5/w56VMxfV7QG+zvFj/7v9/xxmL3d/6T/yt9BoH93rum7vnz9Vvju+p9HLlcwmNKxXSsGh/QBV0FBoYHypSJI+tF8kfWcPkCjc7Zm004BtlVUFP273+XvXv//e/jy3/nUVbzgK17MBF9y4rLhNt0ZkghjdP41AJ/y3mJr2kMc7sFZP9FIyZNjQ2AilDZK3ArmiKl+JT0PX8yGVsHXe69ZVemg7VPQuJKtFr6Q8oVLClPVR17Pctj/KWVeye6+hhUECYl7gCVfYTzKBge7PtH1fOGVL8enoM4AHXxpeKEl2jYPZJWdRd768MUIoyOmYAfBF63yhcg7NeaumGB8OS0HNVdxQXSLvyphfuploYJAH77Awwyef3API175QgnGXQ2Xc8qXSkpMvDYW67pvY8qXiQdno6qLJUKnhsNyK/fwsx7XABNWcj7lNGJnJ0FKypfdX1DnbTV4RZai2K2c9VsRBYgx5zYPX9Kws9JO5FWTo3AA4BthCpctNmjWshbu/z/svXVcVVvf7n3BokE6BVFRBBWwC7uwuzHBDkKU7u4Su8XETtzWdrvt7tzqFiSlu9ZinXuMsVrc9/08533P+3k/zxn/KKzJnGvNseacY/y+47qu7/dwtuQLMgSrqsh+D97PwbeZB1Bk97N3JlG+eK3bBqtT2rCPH42rSb/hR1d5pJxmkKGKTPy7CuDLNObHL1K+7P6OqJ7S8CU5cBu4ieU0CP7UwCfizJdx9dhyKhTzD6xB99ViO6R1ZSuhqvwzfKnfoIUlHo44ZspW+/81rYKCCxLE+lNR2L0E3VP06AqsUXc6YcOX66LCp+e4EBjeYhlD2lx16F9mA+CWlC8ktDv+3s/KF6+hITB4rIxqYz5Cv0qv7g5yiofa2SY68Jj8tAsQUyvqM84QFSw/uZrCl3u3b+PumDugK8EGcGCcogLOQXNMH9ABR94cQ1ZjLXZIqL7Ie5RVvjhrmMBpaAj+JsqXFecpzLBKGYM3AZdRMxGI3NsCfJlWQfMWJJUvYxVV4C/IVSLHEa6es0rSRXybZ2Lli2MdEneHYVqqK+wFtmMksyEwPwCZd1/h7ehLUkVh49Q20G7XCR+m3KDn+I1TKWoNuXTljyx8+eBWDOtUfdS0bsKA4waIyH8hskPyGhAGg5eKVNVF4ItI+WLdiOhnwSgsyEe6hcB2bEgNkn+LQFibCFQNlVC+TPaH1nU28f9J+TI5CqqveVTa3uGELboer6LfB2K1oTZTD2vTWdHv44f3ON/zLPVXVpjKh064GjT26MNhcGf8+eU6rlXl4MhEBgeFjShfKHwReHwLreIIfAlec4DmBbQPHYq3ab//W/iSNVYObX/j00l5f3V5RI/bIjpOgs9m8DdVQclLDyf7PBXbjk2ux5ZjP2e+kHNQVlaK3aY7pPpMPUQf/Sc74EZPVpAmAKKkSz1V08n22Yt15ei+WZv6+Q690gb+3+9hvpo+Vg2PhNeoUBjcU0LO1BqoVkrYjgmUL+TeeFKofOlTh8RbPytf3KeHwfQ3Bl9cct2hoiNhreMYA9UbXBoQPOFuF3BSalFjxIV6oQKqh2og9LIL/btrl6/hxYwnVJavZqcAvc0q6HfLEm3N2uHMu+P4q75cFIwqPJmyyhdh7pIkfJl5bg4yZh9DzVwgfJv4HiBUvpD7Eyk0VXcTK19mqmrDTcKfONgpDhoZPOgmGGF/WwJfWOZLsXMdYjeHSWW+EMVYUPav4Isl5DX08XnOffoRiCUMufcRNZ3svfGDezGsU/RRZc5F74Oa1HbMVbcDZg3wEsGXd06lMHqtRS3fSCsRKF/uPHmH+wLlS87oGqSei0CEcSSqJzaLlC9Cf+9yGz4iH8koXxwioZbFpasDR12wpH77wuuseZoBvA8z+LJ3ywGUeOZRSwVNdRXonFHA1Bf9oa6ihfSXB9HQzJMqIongy/JSfHNgtmOhZn0xottSqnw5u/QDLTrY7R+FV0uuAxuV4RkmsB3L/oYM66PU6uTvMVUwfCWALz9A7weyyhffKVHQvSaHHseNESr3QJT5Ur2xCR6eS7EiNlGU+VLeoQmRr38NXz69yaVWTKQ98vkBtQIFGpYs22ev3ITwpQmWcc3YW50vgktC5QuFL/9O+TKdC7cYd/zWabMUfAkzC6crmCsGcRBx9WflC5/fiNzAPLTdbwGdTAJf2BhEfXUnrElkKte1LtvQbk85vUcbFbWC2lNg+vX+MNJpi/X349BPTU/Km/vMsfP47PxWSvmS1MGBLtwgWVkPHIuh+V0JnXb2xqcVT6AVp4sV6xgEF8MXLsqsG6BUrkyVLxS+ROX/BMB9h0VA9xEH7S5oYXvRG1Hmi24SMHzSUITEnIHtHuY5X967AZF//hq+7E08i/ooZiFJjmX8WJUGc0veG8n4782CGnTf1QrFgxuht7GCwpc0q4mwMh+CZLPNAvhSBKMWlC/7Nx9GkZdA+eLUhPmLp+DOsEwohKpivac7qhq4iOsWCc1sNm5cX+oJBcEqavIzVb6Y1aPapRwayaYwfcDGN+R5ZhE3FDPW2dO/27gsGUZH6qn6ue1jHXCKm+F4ph80VPUQ/2wXumsYYdnQMNEzxjdgH3STCkCybshCH9IO914OcyNp+NJmS0d8X/sZytss4bp4Jt3u6N7jyFn3RQxfdDnQoPClgeYfCsGb8GD+3cOh/UnhJ+WL0QFNdLVrje3hD9DpNMvaqxrVgLDzYvgiVEyLlC8uyVDZI7Ad255DV3ET1a1kn1W3bkL+QKZ8KZnIg7xTPm43c3Go51Jc/8xH6Zjf6bHK0oqgubEF5UvAVvAEmS/Z7nyM7dUd7yh8YcoXUqA9aJUKpZpfK18IfFFbVA7VEFPovCXwhV1n864ugNkgNkbeODMGRpl8vAgohNkpA8ip8TBvX09oqxsi5OlOmu9IFH+kSSlftuTSIjNpl4eHQkPNWARfeJpA9hw9tN9VAu7+3vCdzeBLWsRO+l0nxS6iyiu3ZcoXIXzZa7dAZKFJtg9pFwEFnhw09ksrXwbdsUCNPIEvf4sW3NTM5CEk/dfKF7cZcTATwBeiGiWWNGQF+E/KFzMe2lxTR81iOeRP+Ip3cnIULu26+AjNzu/p56jbWwxVZzaHI60l5YtCojyU64xRE5DXovIFpkrw/EsavhDbMbIgqOcceRStVker7+I+W/ZyJXQs2T3FZ3QE9O5y8DUxFwZJxmjozINjUi+oK2sh4OUBrDEfTMGCsP1Hypf28qgepgy1fXWwvDsdU3tIwxfSR6b31VExopkqXz7OKofxvFpRoDg51v0vZfij71Y0mvDBTSgQKV94ynzMfDUYz3LvSSlf1F3ksSb2Z+VLaRcuop8EwmdsJPT+lBcpX4Z6mTA7y7YSyhcKXyBQvmjjXp+nIuXLkfS9yF1VCHL80vgqGLiKlS9DfmuDobbSyhfddB1k3eOh1fZKDH7ugP5WvSB57+y3vy+GzB4pOq8Pn73Hn4PO0ryIUZMMkDeLC+VKDmoNeXSO7pq/HsqCLEiiOldoAKpSq6DnrA3uBjmMX2yD8roSJHy7jZNjU6gNHGm5ZfVIHZ0gpXwhOWhJAviyyGcDbDfpgzPRBPkFuZCr4yH0rj9UBXbVIvgimE+L4EtIIRYOMZOCLyeOXcI351eomqCCZ4vFypcf3esRf4/BF0nlS5v9nTF3NoMv9XpNIhWFUPkS2j4CaoUc5PepBYEv4xeZU5U4UWYI4cvbpaU0g4iAqs5n2iCWe5tmhiVP2A6/lZHQOShP4YumvQFUtonVQT8pX/S5WPZkChLmX5SCL6F+0VBjzANtl3bH7LRxoj4TKl9I/t4Yvhma15B8VnZf5LYFfN9LL3yqMmtCjUcTjD3UUBuqitmzuuHTj1c4VPgaJyRqIOQAFL4YNEKYOSaZL7x4jScdi3X26I4HF55Q+JJ8Q1L5IoAvgj4rGs+DQSaHZoBamDZKzSl2Jh1ERUAOdFdpY//IFyLlS/bQeqRdDoXTmdXoMl8CvtwbDQvLbtjWPk5G+aKO0PgVSLdIZPBldBW+EtsxV9Of61YS8GXQk/bw+vsmRiuwRZZ+s6OhcxH0b9T0laEvo3yh8MV+E7W3J5Zgllvn4ZPHcQpfEm8K4MuKCJgcYvOD0ZvGovsyYrTHmu/qJOgeaKCKxdnfu6LWW7yYkdOTA487bIyZ9e0rjnfJQEnXemA6F3rhGjA9oIO+/bviQfYfyCzL+mk+TeFLH5JPxJQvwsWMooP/f/Sfu5G3cS/yzv/xo9v7D8JAf2Zj3VKThRDkZ0nwIfyblmytJBfk/yfwRTKP5Fc2WbLQgBxfFghJfg6yn/OZV7Hcab6UbZosDJHdx6/gi+R2BL4IlTLkmJJqnJayccj56NPT7n8rc0VW5CB5nsorKqSybCQ/I1G/SNqO/Vf7i3y+lo4tVC/9P5kB9D8evghJmFCqRE6+UPbV0gUg25lR+lEojiqCibshWkXqYtV6NvGVbWTgsdU+AU0EvgQy+CK8yZP/L3L1hO1uXWgssUbW/Xdo0GzGgnRX9BLQWu9ekRS+kEBAMpkqmcSF3gUF/JGQB/O2DVIrCOLjDwLBOVBcoolTE8S2Y8SrOYXYjp1dB1tHMXzpe30whgrgC/G4F0qf65cqYmm4C/Z1SmDwZUQ1lT2OXmVGvXLNb4hXd793LYZ1mh5Vvox42AXu2ZkiuOQ6JwptLsghZ3ANYKICs+PsYSSc9BGrgf09k6jyhXhnrr61HFsm7aHKl7WnN6KDgTqCXUOhsZtNorVX9cbyJLFMOsojCYrbG3ApPQu9vtjCOLSSeiITebt8dw423GMPsdLiEuwx30ntkGpmyMM8QglWhzpi8nS26lC2HXqQg7+nH0CxXS2euUh7Z0rCl0HJY3A5LpMqX7ZeYIOc6gYu4gl8yeNI9BkPehc4uLL7O2J7jUYvq2miQwqVL4puejg16CkGBhpD74MKssY1YPOpEMzftwbd17KJJV+ODxdiOyaAL2RAJ+ozDy0sXjcHGRbMhu7TtHIU9qlj8EWmz166l6CbDHwRZlF4jguF4S0lCl+0uOLMl2rjJoR+Zau3hX7jhT1qkXA3nNmOtaB8qTLmI0wWviyJh9o5Bl+mvegGXmSFqM84w1Sw/DiDL4/uPcWtUVepxFuhjwIMNynD8ER/LJ4gXkko229xRPkyqZJO+EgT04pgWQAAIABJREFUKmMk4UuXzePw0vsSqibyES1hOxZpEElVXuQ6I6HJJQMAI4Ht2DhFVfg5CEa/VPmSCJX0Rlgl6yHe7KlI+VIwrw6Jewh8WQd7X3adET/mwLwAXL3/Bi9HXqCDcGGfEeWLTntLfJjCChfEdoxYsFH4MqqKehULm3BFfm3rJvQXwJfVOm3haO8HT/swGL5QpIof409i5YvQdiw/Lw+HOh6gu8obWovky+GQVb74T/GD9jV2PFn4QlazK7/m4dGmbBic6gab41WiPlOfrY81+1kxI+vrNxy3OUphhfJEQDNSFWYHO2PejKktXmfkl0RxRDNfBMoXoVpJEr50iByO18nXUdsfiD0utooLbRsBNaJ8mVbOCnzj5dA2k8GXgRocUa4WOU68ZxqwpRrKnro40fcZhviYQPuLMrImN2DzsRDM2bkWvQXKF54SHz7lfqhvqEKazmapPlML0ceAyaNxo+dR+pnezy1DaZcGBl9k+kxS+TJEAF+EcMlzVCgM7ykhd2oNVCThi0D5klVShwzzZHpfze9ThyQhfJFQvrjNCIXZZXZvdMldDxUd5ldNWsC8GKj8zsWVvd8x5Z4t+MlVqDbmQqNAATXDWiEkcx3d7taVO3g07TYt2qh3VYTuVmVMfTkelpYsw0O2CZUvH2eW46PAdkyYu8Tgy02Y3VYHsYI5Ou0IaufKIUxC+UJW38k3ydHrjHy/q7sD2g/kqRJOaMkmPKZQ+aKXaIR95g/hsLINXUla4lSLGGI7JqF8qTPgIigrEC8fP8HVodek+sxijyXk1fXxea4AvqwsoVlMFL7I3Bs/uBfBOsVACr4I4ZJv31DovlHCe+dSGEkoX0rsGhHzIFjkmU7ef45DDVLPtqB8EYSrVtjyEfFQGr5sdIiEahYXDxNyMPBSJ6ilcylsVc9TBGYZwfOAMz01h7efRJ7HX9RaUltVDbpnFLD+h6uo2CHbZ2LbsRL8PZYpX8LM+mF4N2cp+NLjsAOez78qBV9yvmfjqNVhkGvi2+hKGL5WR6O2HFQKmnFjSy6ujoqmzyNhE8KX7seNESb3ABPntKUreWs2NmE9gS/EdkygfCmzbELUyyCcyTiPz05vpfpsyI3B+Ot1DvIFtmMPvQqhXqQIm326P/WZEL6U2/LQMY5L4YsQLgV3CoNGjiI+rC+GsaTyRWA7dvnMZbyZzzJfPkxrgluUG6503oq85fJITmWLN8i9kipfBnMQcaVl+FIcWACj9HbQvSgnuje2WmeFVXHT6T5cXfegze4feLukDMYFmlB5xofnOy+oq7XsM336yDl8WfYOjzf8QH5/pnxJ6TiWjh0k4Yv13j744PxYCr7cu3kLdyfcoyC/rJMEfFHi4XZkPl3hOrE3g6+kCZUv7S+0wrYiYjvGCh0GycDQScMRHHVKrHzp3YAIAl8S96Aq8IcUmCbKl93xZ9AYI7YdE8GXkVVU6UYaVb441qLbHg2UDuJCx7OMwpfNVpPQreNERBpFQKmKg2+hxTBsQfmyN+0QSrxZ5kuWcwMcF0zF3RGXRcoXCl+6R0Izi90bZZWcBL5UmdWD51oFTpIxzB6IC1adEkdjimCVqpdzGgyOVeOpaxHaPdKl8CXyFRsDtdREypfwfGoVQtrRPqtgZthDoHxRgFKVPMzSOiLH5TNUtlvCZRGDL8f2nsD3dZ9R1qkRzcR2TJuDVm85FOI89vyBZMux6N1JPG6kypevHJj+xsPh14UYIch8MT6ghS52JlLwpXp0A0LPhSBmYyo4W2tFfdao3gz/In9ErEuG8l4BfNmWA6vj2lTBKfk8o/DFvgGWJzVQOqEZcs55FL4QuPT7X0CRwzX6OUq3FEHLXax8EdmOSWS+EPgypmd3vF8krXxJt06FcjUfUJaDZ5nYqpLsl9iOEfhi6FQNXpARdN4oiK6z+TcWofUANt7ympkAg8wmvAr8gdYn9AF1HmJvt9xnTPmyBSo7a3EjLYeqn0gTAuWQ33yhPl0TPG0ge5YAvhzoA99ZzHZMCF/y+9ZQi7sKOyVqh/TNoQqvlpeIbIyF3xWqfOEy+HLrUQPsw1le2ZC7lqiWK5NWvsziIuRAIMhiJeXMRtTqN0kpX9xmxsEskylfLhz5hn5xRlQ9IbnCm9qOCeBL/SIOciZ+pvCFwKWd5x+C5/yO/n39nhKoLGWZTqTxPVThFeEupXzhJMpDpdoINcH5IuXLt9wHOGHJbFRgpgzPT2I1HVW+6LDMl4HzVZC1UhGa2eI+W/56FbQ76NA/9RsdBZ27cshKzoVePIEvzYi58OvrTKh8IfM+kt1Gmkj5csgDeisMwOnIQdVARagcroP1nzMwpbsAvqxLgvLeBlqYlYIvs8thPFcavjz4WoabvbehsXWzAL4ooecmA3CVmjH7zVA8zbkrpXzRcJHHagJfpkRB4UMTza2SUr4I4Yt6My7vzwaBL8rlCqho1wCj50xRQsbC8jyW+aLqZYRbve+J4MvRQweQsyKPwpey+CroC+GLLg9DLjP4Ipn5ontQF9l3mqCxowqDno3GAOve2Jd2CMWCe2ff/X0xtAX48mxdEaZMbYPPM2uhXC6PGkMuVZ26FnhAWZM9r8LaREK+kY+61GpoO2uBs1EVHmHuou+Q5H9agi/95OWRMI4tFBTCF8WprZH7PQdy9TyE3QuAikB97zEkCiZP2JiR1EByxgNmmcC9kAIsHCKtfMk4chHZy17/DF+61SP+/s/KF/MD1pgzaxqCOkWgXq8l27EIqBP40pe5YIxfYE5t1I0eq9ICP2lvl5XA8pgOrZV0u2CJ8PprNFctcfw2+K+MgvZBOZC5slZfQ6hIZL4458yFnm57sfKFwJen05HoeB6KJY0i27FQvyiopTAlYfsVvTAzRZzTkxq5FY2RFbi29TumKVihekWt6L7Iaw/4vBXDlxitKNQYN6HerRmGG1X+tSrKCJ4b2JiypRbcKQI1hgS+sLqV5DxYCF9svHvizqlHqNWXQ/Lv4rmZf48waH9UFPVZ0YRmGFySp/Clo2kT0gR5P2S/OxIPoDIwD7qrdbB/xPOf4MvSU6thLaF8GXHfARaWdthiESuVl/RpPoMvB9q3AF9k61buRegsyB4c8dwa7p9/gxAu+c2Khs4lAl+qoKqvIrIda2jFQ0BhAF59r8LZAZuo8qXUsgGdtzriw/oMajuW8AezHfOQgC8OaWPRbakEfFmVCN30RgpfHPO6o3JjmbgG0psDjz/ZGDM3JxdHOhEHljooTeFDK0INdic6Y8yEX8+nGXypwYs1bAGMcL75y07+P/TC/1+UL+R0SNqOCeMmCguLRDZiwkK8pDLivwNfWirsC2vPQisyYffIxl4If/8r+EJel3x/smDkf0f58ivHqH+CL5LntCVwI/w8sgBEUiRB4Et0onhBrfBviHqlJfgie37/qb9k+1247396r//dS+d/PHyRJYFCLzkiaRo+xJ5KzCR99FqCLyVRRTB2N4R6hA6c1rT8EMuraMDeYalU+UIC4kgbzVGG57AE+v8VXn6w260HDScrZN17jwYtPubuWQ07UzZRDRkYT+HLxxnlVG1BVp3pXeTgj8Q8tDdvRPxIFoBG2qbUY5APzYXCEk2cloQvg+oQfT4AKy97wFbCdqzn1YGw790f8R3jUNVGDF/qnBWxKHgVDndN/Qm+kBAz4SSaHJPCl836NFR3+L0uWJ+biVEcZXgNS4D34kS0uQC6qhrGErZjas1Yn+OJ72X1ONJ/kwC+NGDp9WXYPX0f6jl8rMhwQ1tdVcR4RUFjNxvwaa3uhYWRw0SfN8l3M5R2NNDgst6fe8EotJjK8lvlKkC+JwdrrrPBYE1FPfa130JXqGvNsYZC8Dd0PNABYye1/BA7/qQA2bMPMuWLAL7MUdHF0oGhqKzOQYDHDuqzb580Glfif0NRVw6SjrNVX7WNzdjUM4HCF1GfTRLAlz3fEWE3Et06TBJ9hm0Ru+mKQAU3XZwe9EwEX76Nb0DCIT8sO+ougi/N8nwsz10KVWUdbNZNlCpW1XtoY96KqThjzRQOkvBFts9euZfAjsAXVT6G3bKAd9ZNzFbRwbKBYQieGgODPxUpxCDwRah8IfDF5x2bEKcaJVBbCRIEHn49AJG94lDXnouIk6yYGDwmGgaPlVBlwofvW7EPNHktemUKVC80UbXSjJc90RRRKuozzkgVOB1aCRVlBXx5VYTLw9JRMKAOhgNMIZ9UCt2MPnAcPeSX97w0vQQp+LJM0xSz+/ggu+ARNrtcptDQetMYvPa9jOqJfARuExfSktrEU/hC+qxDpqaU8mWCohrchsSKjhvvlgbVg43olKyLBDOx7ViBYx0iNgfAcYeHGL7o8LDxixduPn6Ht2MuS/WZfpIpdNp2wF8zWGjpa6cS1Bny6OCTTA7bCWAIeU24Ir+udRN6H9VD9I9XWK3VFtN6b0TQiBgRfDH6pAk9ge0YgS9Bd31RkJePkzZMqZE7tBbRZwIRbxmH6mE8hArC0CPmhFD4wpcDXErEKxjJ34TOToDKGy5ebvoOzVPdYZNRiWpTLjRyFaA2Vx/OW9mqxB+5VThuuxNF3erRaU4HlPnlonV6Z8yYPAFgc+SfWpJZHJXxC5UvC9UMscg+CMVlnxDhdoiGNVtEjsCb5Guo6c9H2EFxUSa2UyyFL8JJmQi+HMzGQHUOAoYni463yX875LZWi5UvQvgypQEJ+/2x+IC7GL4o8+Fe4InGpirsMNwh1WeqwXroO34kbvVjtmOS8EW2z164VKB7mhbN5Rh42QxBOfch/HxBE6Ko8iV3ai1UK1Wg+zubyFW2bYL/C19kl9bjbMc0Bl/61iPqSgCibGNR1BlIPs6Kwt4LomB2iRUYV2a5QEkwMSY/RyxJhOpNLm7tysKoB3aQSyarq9iKuOqRreB7ki0WePcwDzfGHkHukDqY9jAEUqsw6fl4tGvHPNJlG4EvW42SIQlf3HUtMaGnGz7l3MTutbdoWPO0c7NxcmYGqufJISBVfA9INYyn8IVcZ+T7TeCL1gM5ZB7Opv7E5B4rbFErktHqBA+6iYbYb/5IDF+W1iEkIRBz0jaIbMdIodn7ow9ev3iGP4b/LtVnbXd1hCKBL44sFJqAPiF8kb03fnQvhlWKPirNuei1XwOJJR/gpmuJiT3dEDI4CnpvlPCOwhdN6D0VZr40IuRPPzx4+g6PR2XSY+Q61CImIwgJbWNR9a9iZehWNgmO7BEDzW8KKLfjI/CW2KucvBYwKQ6q2Vy8S/gO24tWUE/notqsicIDzDOBy9b5dB83j7/Hm5WXkDe5FprqmlA504h1OWuhyJEJ6hGcyKcPH+Pe2Ft4tawE38YIbcf6Y2DnBXj88TgurPxIV3x2PzQaLxZcA3+jElz9mS0dmQCetj1KCz7k+82UL3JQ+cHHjc05OD84nD6PhC10djxVvthmGCJS/pEUfFnjtgguSali+NKpCUEPfXHx1CX8vey9VJ/ZXxmCL2+zUejxje5aEr78/Dwrg12KDqptFGAeV4X9NYUIbt0Pg7osRDSxAM1VwAcPAl+kM1/CLvjixqVreLfgJT3Gh+lNcAl3xTWa+SKP6DhWTIzrEMOUL0M4CDjHsnCELXhoLPhoRHVgAbQOCOCL4N6o4WoNp9CJdFP/jedgvOcv5C9ohEqREpSec+HxZiOUFNl3SNjk5OXAb+bjwvGL+LbygxR8SbRwgJ3FZFx9uR1PFpah1XdFWO/pgw9LH0MzTheLl7Mx6KM/7+DhlAcUvhC1r3IZy3zhKnGpKsPTwAYO3VhOF2mhDrEs8+W8BnYUvxPBF8NkoP/YIYiMPyuCL+V9GhB41R970w6gJqhICr445y3BwZRzaIpjix/+jMqDyWM1CsYl740MvtSg255WKB3Mhc5GBl82WU5G57YOSDSPFcOXzTr0Hk8asW8NPeiDw9uPotSXZa9kOzdh9tyJeOBwhWa+rHFzQXUDD8kDYmixmrR1JRtAzquwRfSIRWWbOnBcatGcbAiz+0CVaRO1p7NMdsDYJXZ008jVh6F5LB+lrs3gP+JDvqQZQY+k7bAk+y4kNB16KT9wOyIfZVYMvqR3WwkTA1sceRCBvDmKdCW5SbIF8td/hfLWDlgxjwGVU+lnkOf2BaVWDWhWIPBFAZoUvtThsWcRktqPga3EuDGibww0vnHQ+iIXR9/+EMEXo3QtWHUxwu6oR2Lli0M9/DICqPWXogx82ZDjhTiPNKgKbcck4ItknxH4UmDfgI4nNVBGHufO33GnmYcD3Zfjjy9AyVgGXyo2F0PdQxcKjYLn2ULAf9NGbA7dCX4KU91lr+djVLdu+LTkFVW+zJq1CLnlDTjabQuUK5vBV5WDa570GCSuQyxyB1WjvXMDygN1oPdaUTRunH19AYx6MZAR7rgL2pcr0BiuiMrDDYAGF6HXpCG3sM+aeM1I8dtO4QtR8ZGFL6QJ72kxvwdBfYYmeLpyyJ6hg/a7SsHd1xvrp7I5yI64vWiMLkV+v1oGX2wVKXz526ESr5eXYrfNIrQ17iv6isRYx4LTLAeNPeU080UIXwbe7ogqlOBi8HeR7Vj1LC58d/ogalXKT/DF740PvOcn/4fwpRltrqmhYZECvk/8hHdy8jg3MBT7f3sMnvMb+t4a9pVA2UkMX5o9VOAWuA6x61KhdpipgYjyRbHKEHUhBeie2RmDB0xAduEjnLNmY1d+W2W4vhAD3SZeDbYZbsO7+aUYsaAV/lohR+02hfOzxS9XQNOcKTeiJ6RB414D2qdr4bVPKeo78xAqmEtIXl/C/4cvT4b2SR6d9/FU2MDyqmAeHHLCB/orDSBvyUGVvSJUD9eh081pGNu1A90uYWMaVPY2UgVo6/vqqBwO6J/n0Py61rNr4Dc8SXTIJ98qcMd+FxpNm8GNK8DnWwL4otKM6c+G4FnuHTzxrhXbjrnKwTnEA6Fz4qH4gSsFXwLveiN0ahzLfJGAL0oVHFS2bWwRvhgH9cF5m2MohTwujtqM0xlHkLc6n+bVVcRXQ08CvthfMIV95/kInpcIgyvsI+ge1EHW7Sa02lmN/o9HoneH7jiy6xhKvdm9s9feXhgg+C6Tn5+9+oB7wy7h2bpizJjWHu9nlEOlnNiOMfiyMscVimpMaZ1gmQg5Lg92h3vi48SXkNuojLV+bEGPbCuoIDZTKVBs4OLPmHz6cn85eYSNYJmGK0N8qfJFYWpr5H/PAeqbEXqbjXFJ83dIoPBFOJ8WwZfQAiwY1Abje7CxCmlnjl9G7qp3qJ6ogqeLJJQvPeoRdsMfIb+7QWuhmch2zOyAFaZOmojobrGo1xUrX8qmA4G7NyC2c9xP8IXYqNNMHgF8ebe0FB2Oa0G5igO7850Q0XAVfeXkEDFiEyLcEkTwpVVffajtYAspSJv/ZQZ0dNohqlcsNP9WoJZgS+5PxqbFmRS+BN9jz5r4iASoJrHnV9sVPTApZoRoH9vjd4EbXQmifJmjZIvSpWWia4zbEXB/JL6Pknk7Wcxj4d8TxSveoDnMAK7rFrXUZfR3MXZxqDZswCNfZjs2TkEV64fG0f+v2uBPF8J09e6Nu6ceoNYAiLok7rMI8vz9qCjqs6IJPBhc4uD31Fx0at2EGIm61f60I6gOzofOam0cGCFWvmQNq0f8aX+su+QmBV+G3B6Btha22N05GRXtG0SLGf+arwH/SCccsUr9SfkiO2YUzqfJZxnxrCvcv1zCWAUVeAyNR/jCRAF8qYa6gTL0jrPvPIEvG7K88DavGplDtlH4Qha3WG12xIcNGWhS4yH8MnvW+LnFofVBNm4ZkToGXRbaiM5zmHsahS8Emi/M74vyDT9E82lOXw5W/8bqVqWFtTjSeRuKbOvReUEHFHvnwjajM4aOFtvOyXZeknk8CvrW4sVqtmiYzDcXDmCKJFUVsfXqLzv9f9gLv4IQ5DRILsLvYmX5U6D7/5vKF9kMl191yz9lrQhtuZYumoejp85ilfNCSIKjl2/eSeWY/6eZL/8d+PKffq3+nfLl8vU/pN6zcL+y9fn/rvJFUunzn77n/+p2/xe+vH4L2Y4UXoirli7E9j0HRf5+5OS2BF9Ko4th5GYA9QhdLFrFQr9lW2FVI/YOT0Wjphi+jFFQgftg9hBb7ePP4Mvyzsj68y3qtZvhuHsNuvwr74S0sCHxMHjHobJoqxPaEGa+3EzKQ4c2jYgezrJjSNu66TjkwnKg6KSJ0+NeoneiEUweqiF3cB0izvhj7VUP2DiyXAPSel6zR78e/ZHUKZ7ajgl9Z2udFbE4aBUO2abQAQWxH/g0u4IqX34qCruVwIooX5qBofc6Y0PuZTgoKGP94Hj4OSUx+DK0GnLGKjDLEGS+qDXDNXsjm3DZb4L6Dw71znS64oy9sw6gXp6PlRluMNVWQZxfNFrtZJNo7XV9MC9ELCHcFLCFKV8OZcH+c3/ohOSj0qwJmjmKkO8tj5WCh1hNZT3SLbaixKYemrOsoBichQ7728NhongloWS/nXleiG+z0lFkVyeCL3NVdbG4fwjKq7IR6rmbwZfUMbgSk4mirvKIP8YGOfVcAl8S0YrAF0GflUzmQu+8ArUAirQdAZv2YviyI2oPmpMqwHHXxZmB0vAlNt0XK467oceatnTfzQp8OH1bDDUVfWzTTwKx/RL2WZ2HJhauWYCTHVnOxV/TK6gdAlG+yPbZq/UlsEtm8GXwzXbw+34LBC4tGRCCsOmxFL58nlwB7Sax7RiBL55v2OAqrXUCnVwT+BJy1R8xfeIpfAk9zgaLYeNiKHypNOXD+6X0JDp2TSrUzjfh5oFvGP+6N4UvlWZcaOYoQGG0KpakL4eiogK+vinClWEHUWBfB/3+JlBIKodeRh/MHvlrCelWwyR8mVghUr4s0zDFjD7eyC54gG1uVyl86bx1HF55XqLwxW+LuPi5qV0CtTohfWZxSRNlA+Rg8Dtw4XgWJimqY82gaNFXJGn9ZgF80UeC2ROR8qVwfh1CUv2xcPdG2AsyX0joscdHT9x68hbvxl6R6jP9pNbQbWeJT9OZb7YUfHGoRLurbHJK2sf1xbBK1geBL90P6yC++A1WabbFlF4bEDoylma+vF9UCsO/tMS2Y50b4X/bB4X5pICaQfeTN6wW4ScDkGQVT+FL0A4GM6Lmh0LnSis0ywNrf4hXMJLXIuYS+MLDx9RsKJ3uQeELka+TwGd1RwMs2rSQ7uNHXhVO2e1CUY96WM5uj3LffJjst8L0SRPRzG+ZvqS2TaBBukL4sljdGHP7+qGo7CNiPY5S+NIhZiReJ1xF7YBmBO4TD/ATu8RTO4RPMypoBlP2eDmYE+XLoWwMUeXAc2ii6PxtCd4B+S01UPTWwanez0XKl29T6xG72w9Oh9ejrxtTmHFVmrHy7zVobuZin+luqT5TCdJF33Ej8OeAk3RbKfgi02cvXCvQfRODLwMutUZI3kM6GHbsF4CwyTEMvkyrgWqFqhR88X7qjZyyepy32krvq3l96xCe6Y+47vEo6gLEH2HfWz+nGLS5wAbUy76tg6JErkH00iSo3uTh0e5vGHi/G+QJfBGoAmtHa2KDID/k/aM8/DH+GHKH1aG1nQHkNlVj7BMHtG8nniyITiKZgNTVYG+bHVLwxU3HEmO7u+CvnJvY53qbwpepF2bj1PQM1MwDvJPE94AtJokMvswqR7urrVDdTQ7aD+XoPXyeqh4W9Wcrx0iLW51K4YtOoj4OmD+RgC+1CIgNwPxtnhgUyDJfyKrljW+88Pr5E9wZ/adUn7XZYQHFVrr46viEbvtiVTG4anyqfJG9NwqvMwJfuu1VQ2rZJ7hod6QT/MhhMSLli6EkfLFrRMDvPnj4/D2ejb5Mj5EzpgaRhwORYhGPqonNCNzEvrexveMYfOnOh+916Xtj8LQEqnzJiv+Ojpesqe2YEL7IzTfBqtR5dB+3TnzAu9WZyJtSC001Bl9W/L3ql8qXF0+e4P7YP6XgS7BxX/Qn8OVTBi6v/szgy5HReOF4DfwNSljjywophfn5FL6Qgg9Z0W34Ug1NRPlC4EtaLk7bh0gpXyLnJVL4YpNhhCj5hyL4UruxCUvXOmJD2laR7VipVSP87/rg4ulMfF/xQarP+l22x9f3uSjyyKLv4+G/ci9IAYhM+GX77LV7OWxTtKXgS5BxXwzovADx3eIofPnoUQwjGfgSdNYbNzKv4dOi1/QYH2ZwsSZkNX633UVtx8KjWWZOUqc4Bl+GcuBzSpxXRV6LGBkPHr8R3MAfUDlgTpUvwnuj5voumO8/lu4j2PsCgy+LGqFcpAjlpzy4vdwARUU2QRc2BY48uLxmXDx1Ed9XfsKjjT9Q0I8VbOLbjYFN+wm4/nIbni2ppPDFal9vfHR6AvUYbSxaxuDL03v38WjyfWozSIoDysR2rArgKvNwJyIfnvo2GGHLrCLpZxgfB71HCjA/p4adJR9E8EU/mY++owYiJvkC7Pay4mx5vwb4XvJF+paDqAkukgJmi74vwNHNl9AkyHz5FXwhyud38wTKFwn4kmwxEdZtHZDaPp7Cl+zwYuhvEsOXoolcBO33wrFdx1Dmm0ffT5ZzI2bOmYDHY65BPlgZK13Woq6pGckDY6HzlY0bVxdLP8+ie8eh2rweqq4NqEvUo/BFuJigU6oDRs5n975Yl6PQPJqPEjce8AiQL26Gn8CPXarTBD+ERxyCvgx82W+3AkZ6Njj+OBp5cxSgUMdB69h2FCoqbm2PZbPZGPTs4bPUYo8oZsg4j6/FYfDFqh6PN/5AfPsxsGknDlqOGRCHVt84MDzfhOPviyTgiyY6WBlgf9xTdDolsB0bUw+vw37YFLgVitvqRX1GlC9uWRuR5LUFqnsZLLq6/TusM3So8oUUqIVjkGrTJhQMEMIXPpqdcnCXz8Nem+W4ky2P4jGs4lu1uRiqUvCFD+/kDdgWsRNIYZY739fzMdzWFp9CqUsAAAAgAElEQVSd38Bwuz5mzFwEskgto+c2qFQ0g68hhzXfpCEnmaMQ+GKzTA55/qrQfa0oGjfOvD4fBt2N6L6jF+6G9uVKNIYroeJIHeTUeQj8TVpFI+w7HoEvgTuhJgNfzgwIhYqKDhJuhVD4wjWQQ+5UbbTdVYam/T3hOpHBl70J+9EQU0qtcTXyFFFpqwhTqnypxutlJdhjswStDVhOCWkJXePBaQbU91TgtgR8GXDbApXNpcgM/S6yHaue0wTPLd4g42WVy020MKv9VYkWVr1eesF/UaoIvpC8NLJgR1b5UtylHnWmDL4w5ctfFL6cGhCEI1efo8mZ3fea9pdAcYk0fFnrtwYJbpugfpgBKU6iHBQqDdEQWohuF61g35/Bl4u2d+gYBe1VsPrxGqnLYothIt4vKMPYBfp4u7yRwhfhWH/RyxVQN2Vz3PjJWyh8sTikiZdepVT5EpjRcp/RPl6ZCu1TYvjCAR8Xh7NFiBGnfKC30hDy1hxU9lWA2pF6WP4+BQ5dOtLXk4nSiShfxlSh9T11VBLbsXMK+Di3HCazauAtMWZ8ml2JuwN3oskU4Mbl4/MfYvgy5ckQPM+9jed+dTSfgjRVN2BJoAci5hH4wqMZkuS5UdqlCf5/eiNiegK1HWvUYFl8RPmiVMkBcZ1oSfliFNQHF2yOoQxyODtiMy6cPIacVXngqvBRFVcFHQF8IVkh9hfM0N/KEWELkkSZL3oHtfH3bS40d1aj38MR6NmhO47tPIYyP3bv7LGnF/pPGSrqs1dvPuHusIt45lKEuTM649XUQrogrU6HR5+9K3LdwFFmz6tkqySAx0OPI33wfvwzyG9UwUof6f4X7vhHVSO2T9wExfomEXwZIMdB0DC2OGpNuC9sUw2gMKM18r/lgN/AQ/Af4nF+4NhEtCbwRTCfzpkImF0E7oYVYIF9Gzr2FLZzJ39DXgvwpbBHHUKu+SP8D3doLTKjeTykEfgyacIExPWIY5kvL5l1L4Evfjs9kGATR7PAiLrtuWsJVb6QxaSkriKEL++XlcIiQxq+ELgUPCwFMeuToXWQjx896qDRR4/ea4Rtzqfp0NVth5i+cdD6qkAXSyy8MwlbnC5T+BJwh10DSdGJUE1k8KXdml4YFybus92Je9AUXUHv24tV+iF/SZ7oGuN2AlzuiZ99m40T6XjSwr8HSpa/BT/MAGvWsLlbS42ckxqDRhF8IYsQ1w2KAZfXADefcDoWs/HrhTvHH6LWEAg/L17MGDMoDlofmJ0fqVsVTeTB4CIHv2/KhbUJF+HDGXgjLX3LEdQEF0B7tRbSR7wUK1+GNSD6pC9cf3ND5wWsBkLaoDvD0K6dHfZ0SaGZL8IayKf5avCPXIqj1pugUC9Hx6tfJzLbsZ/qVuuLYZ3MrBaHP+uK9V8uYZyCGlwHxyBqcRKFL6TupaGvCj1BVjGBL+5/e+JdQTUuD90GtRKmTLXePF8EX0IusRpIgEc8TNPZtTI8bQys53UVvf+oDZuhc6CR5lw6FQxE0foc0ZiR018BKy4ymEjgS0bX7fR5bT2vA0p98tD1mCWGjBLXj2T7LaV9PHU8kYQvZL5JmsYvVNa//AL8D3hBFr6Q3JV2bdugrbmZFHwRLsgXZrTIZoi0lBEuzC4hp5FklUjajglBh3B/5OfLV37HuDEjfsp8kXyN5NBItn/KWpE8BvkbyewW2c8t3JZs575mGbUwa+l35PWW4Ms/QaD/ytdIFr5I/iwpkCCZL8L3Qv6VVb7Int9/l9Ej3Jdk5gv53ZkLv1Exxv+1Hfuv9OK/2VYyrKclGdm/zXzRj0JFbDH0XQygGaOPla7Meke2FVQ0IG1APFO+CDJfxiupwXc0G3gsdN1I4YvuGht8uvESDVrA8iPu6NqaDUy9ekdQ+EJW5lhniOEL8YXv1KaJ+ooKW0LCIfCDvkNlmRZOOjxHz0QjtH6oTlc1p/wWhsXn18Jmrhi+DLw9FPa97KmkX0r5slQRa6JdscMinipf/gm+fHQtgdUmNnB3eGKHdX+fF8lT3eZEw0ygfJE3UYVphrTtGJEj7+qZQFeWlHdsgMutNUiduAMNHD42nPOC6b9sdEI2hEJ9GyswGnvaY2GoeOARtTEJilsb0P7aSLx+8Dc0Ar+KC/n9FLD+JitSVlfUY5tJMort6qA7uwvkA/6G1eGOmDytZdux44/z8HHKXrqqk/jfkrZAXR8rh0WipCILPi5bKXwZtWMizoSeo8qXbefYQ7eB24xI6ygKX4R9JglfEnqNQQ/LKaI+Sw7aBm5COZQ2GuBkv8eizJesCY3YfCIYjgdWo8dqsd/p6uLl0FDTp/kmUrZjG7Ww1ns59hgwRRVRAxT0qcMQXxOpSTR5TRK+jLrTERu+3hB9Pu+xYdAXwheS+ZIpyHz5lyVDyFe2giJGOxIcAl961SLhdjgCbMJR346HhIvM79RraCiDL2Z8hH+SzXyJg+r5JqzPc8HOpAw0hBejsk0TNL8rQmmcOpwPrKC2Y59e/sC5AXtQMKgORgNMIRdfCuMz/bBwjHjVj+y1RjNfplTg3QK28naVljnmD/LHl5x7SFl9icKXnvum4MG6M6iZDETtEWe+CG3HiL2exUVNlNkDhtflQfy0pytrYv2oeNHhwlcnQuVAI7puNkK00UM6uCOBq4UL6pGwMxRT09ZhoDezwajT5yEoOwDXHr7Ci+GXpG3Hks1gaGWF1+NZ5svrpaUg2RVU+TKmCu2uiG3HPrmXoFOKHmpNm9D3mD6iCl6Ksig8B4RR+PJhUSkMZOBL9NNg5Ofn4lCHdHqMvOG1SL4UTjNfqofzEJfOit3+M/ygfbll2zEfYjv2hge/T/5YvnwrbDOqRINF7SUmWL6VgefCnCqkd9qMH73q0Hl2R5R458L8aFfMmTJZtqtEP5PznjewGq+WM6uaZVqtsXhQMApp5ks6hS9dksfgSVQmagfwEXtM7CsstB0TrojLGg+0zQQt5I9UVxGFQ5L9xnmnQS6tGqp++sjo8QSDfUyg80UZ2VMbkHYkBLN3rUUfN3ZvJCuzNxZ6gMdrQprOFmnbsVB9DJ42BlfsDtNtia0GKZgR27G/x1Si/RUxMHvhWonumzSp9dzQK+bwz76Lpa1MsGRICLxGhcHgniKFL9R27AabDFa0a0LEuyDqgZ9hxqzu8vrVIflmGPVgLu4sh61n2WDaZW4ozM8Lcg1KPKGgKl5FH+AYA+WbXJo3lBC4BfzEStGKuLpxWgg6xSbKbx7m4vLwdOSOqIOZnSH4KVWY/nYCOrRnq79lG5l4JbdKopMqcq2QttGgM6b0dce7b9exfdVNCl+IFUz6uP2odZRHmED1QbYVZr6Qe2P7y61Q3QPQeiiPzINZWKxhiGVDw0WHDHaKh0YGFwabTLDH5D5GrzSjxYyy5XWISg3DlCQXDApoTbcXZlI9f/wQ14dKK1/a7+4IFW0DvJ/JbMderCoBV5D5IllgJK/95V4CyxQ9pnxJb4XEovfYYNAZU/u6w7dvGHTfKOKDcykMZJQvMQ+DcefJG9wfcoEeI2dsDVJPk8yXCAp6Y3az721g13C6yrGsJx9Rd2QyX8ZEQD2rGWEfghC2JhGq+xtF8EVhkRnWb2cT5WvH3uKF83nkTauDllorKJ9uxIaC9VBSZEUg2fb44RP8MfwaBZxkEkpalPkgDLZdSG3Hzi37QOGL/bkJuDflEvieyvAKZZP2/JxcHOqUTgs+WaOr6HYEvigX8elE+sqIaKipStiOTY2C7lU59DpjimDuXVHmS70XD2vXL8LqhBT0TjSg+xbaIp7OOIcvTu+krrPBNwbj69s85Lp+ods+9BHAl70/w5c37hWwSdFCja0i2sVXY09VvujzBVuGU/jyyaMYBhe0ofMXu0aKBjch7koQLp/7DW/mPae/ez+TC/+k9ThtnoaCVRwkJrFigjDzpXK4AsIvSauVvAdEAM08xD4Mht/sKOhclBM9z/R97OAUxArm3m6noL/rE/KWNEK1UBFKz3jwfPsPtmOHz+LL8vdU9UAKP6SldZqI7paTcPHxJjxaUE7hi92Rfnjl+BCa8XpYuZYBlQd/3Mbt8XdQY9REbawIfFEimS8EvoTnI9CkBxx6ipUvPsMioPeIgw6ZrbC58C3GObHxhnGaHOzHDEForETmS/8GRP4egh1Je1AZ8EOqz1YVL8X+JHHmC1nlbPKQZb5IPs8IfHk/rw52e9RROoQLvY3lONdQjR2dZ6CLhYPIdux7eDH0JOALUb7EHg/Evi0HUeyZQ99j9vImzHecitvDL0EhVBnrPT1Q18RDeK9w6HxmE1VZG01iO9ZgysPaY55ImpOKNvcgep512zURDvNt6d8FL0uHxpFclG5oBv8+n8KXqBe/tkPyC9oLnYRCmnVDvOBJO97XBSYGNjhwJxTfZ3Kg0MBBm3gL5Ll+hfrOjlizgI1BM/adQPbaz9Qal8AXOU0FmvlCni1PNvzAFqvJsOsohi/+xHYsiwPTizwcfVuI4evZeMPsiC4srfWxPfIRVcqTVj2uAaGnQhC9MQUKW+vww66OZjyJbMdckqEslfnCbMek4EvrJhQOakSH4+oom8gH3ykXd5q5yOi7Dn/+LY/vw86zY20rhqqbLh0fkla1WA5h23yQ6L8FzclM+ZLrKQeHbt3wdsELtN5tgvmOS2guxB6bVKiWNQNa8vDMFxdf6TXYJhwV/eWQeCIAvv3CpODL4vvOMOzG4EvAzK3QyqwAN1oZ5em1gAYPsbfEQJ9uJGgs82ULVLfX4vrWHAo4SLs2Kh4qypoIu+IL1Wma4BrKIW+6Dsy3l0LuUF9snM5yMoS2YxS+5CuiykYRpply1Nrx9dISkeWc8HjEdkyeD2jtrcStR40YEMbe8/CH1ihtKsL5oG/izBdHLkJ2ByLQKQ4qxHaMwhdlVJlxEfYpEOtnxaH1JWY7Rsao/aIMaQGfWOWQvB7SJOFLg5MicsZ9xFs5eVwdFYu9Fx6idtEzuh33QCkUFovv4SLbsZUJUD3IlC/KqQpQqDRATWC+KPPla+4DnBLajnVUhecrse0UsR0jmS8Vi/iI2O6HwM7hDL4IxvprvrpC3ZgpNYNHJ0HjbgNsTujivtsPNHZtRsy5lvuM9vGSeGgd59JxHlFkKvCbcXPiLrov30Me0CW2Y10VUNmHA/X9DbB7NBNjbCzp6xEC2zEyViPKl+rhgN45Ds3uM5tTh9Ax4sWMT76V41qvLWg0A5pjC/DxliJ6pRrQ8eGcVyPxOOsPPPJm4eukaXjIY3WEN3ymRkLxPVcKvkQ/CYLPuEjo3ZJHozoPv+3/9/DFPNIeJy0PooIvh6uTduHkkaP4e9k3uhCiLqkWrdayGgGBL8MyzWkujteMaBiw9R8wPqqPz380QmNHJYa9ckCfjr2k7p39j/TD4Kni+dSTF+9w0/4cuO4qcA1xQVK7GCjWyqFei0/dKSTvo2FtogA+D/0yBuDV6MdQ9FGDe5D0wgTh976gsgGJI0nmSxNuC5QvgzgcRI9lCwUX+XpQ+KI8xxzfv3yjtmNxj8T32fVDoih8Ec6ncycAppcYfHEa0hZT+ooBw/FjF5Hl/Bo1k1XxdMEbmO8ypArrwl51SLgdRjNfNBeaiuCLxbGumDF5Mh1b1+k00fsiacLMlxCL8H8PX5yJ8kWb1kp6ZXZBcE0mBslzED1uK4JWxaJVejMKe9ZCs68BVLezZzlpzvmO0NNqS+fPFL4YcbH6ySzEzjsNxZImxDxl10B4aBRUYhl8sfIYgMkRYvePTVFb0RBRAa3DPWCuqoDX0x+LaiC8znLweSqGmGTsXW7RAKvA3ih0eg35aGNscHMSvR/Z/5BzQmzHSN4eaZOVNOA5OpHCl6WuARS+9ArtjxuH76CWZL5cl8h86REGrY+Koj4rnsiDvgC+2LTmIX48s5wjbWdSOioCcqHnqot9g5+hb4whvaayh9cj7VIonM+sRmeJzBeHp2NgYWGHlHYxqGwndmz5a746opJXYVfbeCjUydPn15dJVXRxpOw4/9P6EnRKZnWrsa+7Yc2Hc5ikpA6v0UkQ2o6RulcrAzXoCupWja148C8MwJvcapzun0IzX8jiiJ67nPFsbTqaVHlI+IPVQNzXRsJ0H3sGTtg7GV3miuGL39pE6OxrxLysmbh1/gnyXL6JayCDFOF2lTkFlPyowd52m/CjRz26OnZEkWcOepzpilFj/mE+bRhJx4svVzPbMedWJnAawt7T/20/nwFZCEHAgqS1lTCKgvylsPifl88cjCTD2snPktZac6ZPwvNXb+HhwsbksvClpf1JHksyX4Vsu3j+LBoy31L7p2B44X5k36vs/sl+JY8veRzZbVuy4iLn7fGzV1KA57/zfZM8h+TvZe3WZPtA+F4qKip/Uib9U3/9U+bNr/r/v/N5Wvqb//HKF1kyJuwoIZ1siWSSEymkh1EGBL6UQH+dPrRjDbDchYXhyrbCykZs6h8nBV8mKqnBWwhf3Dxht0sXBu7d8OHyM9TrAKuOuMPaWBq+kCJf5yM6KJ3Mg+55Dm6m5KFLG67IN5UcNzHxEJoDv0NlhTaOj36B3gkGDL4MrUPK5TAsubAOXeeIM18G3x+G/t0G0EJspbnYd5ZkvqyJccN2izjqUU0km59mCZQvvygKk+OPedoNa7+eg/Dzuc2Ngdl5PlW+cEzU0PoYexgJM1/yKxqwo3s8hS9ksur+pxtSxm+mtmOeF7xhoqWMUK8QqG1mk2gTn4FYECS2nYrxTAZnSz063RyLF3c/QS3gKy1ean1ThIK9AtZfZ4WSmqoGbDVKQnH3OhjMsQHf9wtsjllj3OSWlS8nn+TjPYEvxHZMAF8WqhthxbAwVFTlYsO6TXQ1h8O+yTgVcAZFXcTwhRwvyDICrXI5tDBL+qxkCo8O8MmAO7HnOHTvKF65kBK8HU3xZVDxNsDx3mL48m1CA7acCMH8A2vQfTVbkU8mGm4F4swXsprH6DkbLDZs1MZan+XYrc8gAYEvhX3raJFZtij82r0EtgLbsdF3reDx5SoWaRhi+dBweI0Lh8EtBQoxdJo0oJfJgJmwuEn+H6MTRcMGC3rXIfHPMATYRKC+HVcMX4aHwuChEirN+Qj/IF1gJCHayheasCHfDbuSjqIutBgVbbnQylKA0gR1OO9j8OXz6yKc6bcbeUNqYdrfHPy4Ypies4fjaDF8k73WyOCS5CCQ1XakuehaYPYAb9DMl1XnacZEn0PTcG/VKdRMAiIl4YthBA1MJCvgLM5ropwoX27I0YntDBVtuI8U245FrEmC8v4G2G4zQaT+fRF8+bGoHvHbQzEtzQX23qwoTFYzBX8LxK2n7/Fo8FmpYpVxahsYWVrh5fjrdFsKXwy4dPD5dVwlzZ4RNhF8MWtC/2MGiMh/AWHWhteAcBi8VMCHxaUw+CRWvpR1bkLU0yAUFObjYHtmR5c3ohbJF8NBAjNrh/MQe4AN8P1m+ULnkiZ4ioBPhbS1iu+USCi94SH0SxAWOW1m8MWci1bZCtBZ2hrL0pjtWHF+NfZ1SKMrb2xmWdFQ5HbHbDFrMrPeaalFGUbSAEtiiUTaCu02WDgwAD9KPyFw7V50PKcF2y3j8DD0IoMvR8UD/JD24TRAXjgpy54AmF8CLh3Oxmh1ZfhL5PQk+GwGf1MV1AMNcdTuEYWS2p+VkT2tAWmHQzBn11r0FsAXMjn2LwqAsIAgeZ2ph+pj6PSxyLQ9RN/ve8dylFrXU/gi22cvXSvRjcAXHR5GXGkHn6zbos/nPSoM+gS+TBfYjl0X2LS0a0L4uyDklNbjqBkD9LkD6pByg8CXCBR3hhi+OIbC/CyDL7IFRv950VC9xUNAXgASA7ehObFcNCmrn6CNwBOr6d+9fZiHzOEHkDOqDm3tTMBLKses91PRrm3nX/YZuc4k4YuPkQ0m9HYByXzZtup3tLmlgQW3luCAwz7UOcojdIt4Aii8d5B7I1GYVXeXg9Yj0JweZw0TOA0VTxTIvUIjgwejzcbYZfRADF9W1CMqJRRTkt0wyJ/ZzZCV2aF/BeHl8ye4OvAa9dgWriYlmS/quoZ4Pe0u3ZaEURKYQJUvMs+zvzyKYZnEbMf6HNRE/I93EH4+YdHvw1ICX7Sg94TdG0vsmhDzIAj3n73HnUFnWZ+Nq0HKqQhEmESghuRL7RLAF0HmS1lvPqL+lMl8GRMJ1Wwewt8HIXxNIlT2N9LJpeY3JSg5t4Hb5gV030L4kj+zFloqWlA61QDfEjFIlu2454+f4frQK1LwJabdUAzs6oj7747h9NJ3dMXn8MzJuDn+PDjeqvAIZoW0woJ8pFvspwUnqnx5rgaujjyUipqphcS1UQlQURZDYl8hfDlnhuDGO2L44sOD63onrIhLFMOXrk2IfhyEcycv4NOiN5C8zobdHIYvb3NoDgZpUvBFps/erq9A12Qt1Ngool1iDfZU5iG2/TDYd5mHoE5hVKH3yaMEBhe1oPNJAF8EmS9XL17Dy9lMEUXgS2jqRhwzTcGPVQqIT2LjhzDzcKgWK6BqpALCLvwMX+T4zbT//eZEQeeCHCrbcmmh0dDPDosDBPDF/TT0d35E/tImqOQpUtsxzze/hi9nM87jL6e3eOT1gwaokrat8zTYWIxlmS8LimmmSZ/TA/F4+l3oJOhh2Ro20Xt8+y7+GPMnqk0IfGmASimzHWtS4dKCVYhZX4zstlT0NfEdFgHdRxxYX9dBSs4rjF3CxhumWzgYMGYIgqNPwXYPK86W2dcj6noodqTsRaVfodTzjGS+7E2UhS/EdkxL6t5I4YtjLex2a6B0KA/6G8pwtqEau23nwsp8uBi+RAjgyw/BdTaJi5iMQOzfcghFnizz5fvKRixcMBN/DD4PpXBVuG1wR10jD2EElH5SAV8J8CqXfp6RjLoGMz5cjnkiYXYKgy+C51n3vZMxWlAoCVlxEOqHclC2kY/me83/Fr74B++DdnyBFHw51X8DDPU60cyXnNkccJo4aB/fEd/XfobWHmuR7dixfSfo7yh8UeJDrhWBLxyUWtfhiUcRdnSZiS7txXmH/t3D0SqbA7MLPBx5+wPD3dl4o12GPiw6EfjygC4QIq1yQj3CT4Qi1isV8pvFmS9NGs3w++GPSNcUKO2uo9te3fkdVse0KQSQfJ4RNdePAY3ocEIdZZP4wJJcmvlCPt+tv/n4NuQ0/fu67SVQIvClgRULhfAlKXAreIkV9Hd5XnJw6N4Dbxyfoc1eE8yduwR55Q3YbZsK1RIeoMOBZ650tlKYeQQq+kEAX8Kh+5pkZbCxvtPjZdDvyoBuwKyt0LpUAV6cCsr31YKvwf1H+JLgswXKMvBFmB8SccUXygS+mMihYKouzLaVQPFIP7gLCtZbonahNqKY5nSQXK7qrgy+kPP2xrkUGX1d0dpAXHQLtogA+SZr7qqktmNC+DLqsQ1KmwpwJuBvEXypXcBD8M4ABC2Nh1JmA+r0pOGLx6w4mEjBFyMYvFFBzqAaCs5Ik4QvjU6K+D7+E95CjuajbD91HVULH9Pt+OllkFskto7kb1CFV7g7wlYlQDWdwRe1NCVwKgxRFZCDfte6YcjA8cjKf4Jj1lepklXe6n+x995hTW1/t+9IIPQaem92sKFYAHtv295774KKAtJ7k2JFt713RbC73fZetg07VkAR6TUJSe4758pKAfU99/k95z33OXfPv1BIVrJmVtac3893jKGL5f8o7J/IY8g6oWwqEJ0eiBA260y21l/4yQc6Zgy0COubCr0btXA7xsedJYUQtBD/Fr6ETEuCAYEv+z5DrCGBllSCiyx82b8M/FlmUG/FQ0V7dWjuqUb7O2PRqzljOxazOBUa22rpnsjqji6qujPwhaxH7EfXILyfwsb74acyXHBfD6G9FNL4ArwmtmNppnT/Oim7H+58uIS7Kytp+DoZ+ivUMC9iJQKGx4D3Qhm+1CHuQYgCvuiLqQtCt5XWVG1Pri12H0cseNXqmMwX+2hPHG2yB5Xg4OzgLTh+8BByZryn92LB6iroLmTuu+Sz0f10Q/hic8QMby4LoLuxHD2e9kP7Ru7YuXEvCv2Y707Pg17w+kOxn378/DUudjgO8TJt+IQtxmrHOKhXcyAwktB1dgP4whGj8yFPPO51D7wAXfiGqs4/PQhRxFcIsbpnEngCEa7FMbZj3lx1xA1g/PvZzBftiQ749Po9IJAg6a4CvrCZLwSQNTtohPzBgPUp4EbUN8zoogpfjhw8jY8znqJqmA4eTXgGu/8GvjQ92gp/DByEkGZREBgrbMcU8CUaut/UqLqNKF8GTbSn9QyrO6rKF5eDhnT/6HHeDSHlp9CFq47YARsQNj8RervE1CXCqKMZNNMZ9R8ZcwqmwFDfRg5fSLPEwkfjET/2KJP5IoMvMVFx0JAZL7Tw98KgMMWcrYvbhNqoEpgedIeNpjqeDL+HMnsRDD/zIHblIOC+0trbKJY6nLiGdkLelH+gFm+FZUt+7thCXh/Zb1RZCHDPn4EvwzT1sLw34yYwddEKuG3no1OcF87tuEptx1IvKvZmQe6RMHrFo/uj5vuNwMIXopZubS1BwgAGvJHxZ+pulAXlwdTXBNu9HsqVL5961mL9qQjMOj4fTScpGlD7/zMQzk6uSHGIR5kzUY0xNZB3k/UQnzoPm+wSGfjSrwI5g8sZ+PKLdT553IDnbTH/5Qn5+1s1Jg7Gpxjli4G5LoxldSuhvgRBBUF4kV+Jox0Z+ELu157bFuDO3D+ZzJfLzH7ad3E0bLYx65Yhu4ai2WiFjXPw4hQYbhNgcu44/H3yLvIWfkC5vQgGn3ngdePB96wqfCHgsNWEJihY/gUeGS3Rve+v99Mx5tE0n4iFL2zurfxk//vD/3VnQDkXhSh2/qfH/+nj/0+/3//0eP+/hy/kBNYnY/XpojLxq0/gCHypjC+G8WITGMabYs4vlC8F5Yl6nxgAACAASURBVAKs65QEgZEQd4IYYsoSdvLzZF8/tPrTBBbL2yD79EPUGgILDyxFE1lX0EqPGJhlc+U3MWX44mpLOggUN7HkpH2QhH1WwJdkM1jfUcCX6ScXocV4BXzpfqcnPFp1bABfBLM0sDDeBxudiPc2F5+6ifBjXAHazbelXV1O55Q68n2K0FhmO9bvURsszMmQvz/fsfGwyZLBF0sdWB+qD19qsbn1amo7RooEPteXYk2/tahVl8L/lD8s/ivDIHxlOHRl8MV6lTcmBitsp+L8UqC+UYDmV/rj0c130A56p4AvXdSx9DyrfBEg3SoFhW1rYEZugqs+wPVAUwwcyoTh1h/HHn7FiyHbqA3K44WM8oUNAqfwZfFaGkraf/cwHA04hu9Kyhfytwr4wiw8WPhCQhZT3AeqwJeU0I0Qry6D5kozHPG4L898+TRYgPWHwzFh53y0XcAsPIgdkm/+AmhrGdONjXKBkcCXectmYIc141n8dVg18jzK0D7IqsGcPVtWjJYpfIh0gD43mlD4wr4//wFRMJXDF32YnGHmjORFROQwi6s4oxhqO0ZszZKvyZQvTmKszpIpX7pHwOyeBsrspYj+BXxZ9SMIGxK3oTr8u3zOtIboYdq22Yzy5WkBTnbaTgPirT1sgdXFsD3phfG/yXxJ1ItDzhCF8mWxiTPGdFKFL50OjMS1WUcaKl9k8IUs8F0IfPEETK5wqDR4jLYxFveMl39MIuclQ3u3EK7plogzvaOAL5NrkbQ5AsPXLpbbjhHrl/APIbj66CXueWeozBmBL+aNGuPpoL/pc+dPrcJXi2q0SzRrUMjPWVYMlxQ+qpXgi59ZU9r1tdIzGmaP1fB6ajFMXxsqZb6IEEfgy9d87HHZxRyjVzVSs6JAihmV3cRI3CODL2NWwfiUPsQaQEC9YhUJENXIrkPEOwJfiPKlTF5g5M+xwcw0xje4IK8cuxtvwLcONXAd0RhFAblwOtgSo34DX4jyhQTpEo90MuYa2WKSV4gKfGmzeRBuBWc2UL7I4YtsU/ZlMGB3CjTIcICODgL6Kvy7E1esA2dDJXRCzHCw1X10CbSindGfRwiwbi9RviyAh8x2TKgnQdD3ICX4oijkE/jSdXhfnG3FZOjkjqlGgWs52oX9DL5UoPVafRX4Ms/IDhO9guHfJwqmN9WRN7wa2mWKzBdl5ctB+zRq6aGAL/WULxMjYH/iF6HSE2XKFwJfwjZCklRGgQIJvRUMMUbwIabz/dmdXJzruQdf+tTA3tWC+vKPevkHnBwURSPl70ehQIw1xolU9UIADBmBlq0wsN1CFfgy+cY07Oi5HTUTuYjcoBT6KVPNKcMXg3vA2d2fUX+jwCpfLDdY4U9zhfKleE4t4gh8SV4itx0jdgoRb0Lx5NEDXPCuD1+aQNfIFM9G3mLmbHYNvulXUvhS/36Ws6wILikmKHesg8cuBr6w7++XyhcWvjx4gRtdTzLHGFCFNQS+WMagarAEcTLlS7BrFAyJ8uUn8GVF/xhofWLgS/TCFGjuEKDCUQj9jxrQnO2AJWsm0Oe+cOA5nszMQv7oahjyDKBxQohVv4EvD+48wOWeF/FkdhE+9WWUL4lOPdC5xTgGvsx6Qa0bel74A3/3zQTXXxvLfwNfRDL4cvk38MX9pA3ChTcxeJwDuGIOaln4kpAstx0rchUi/n4YTh7JwpupBL4orjMCX94+z0XeYga+fF9Zge8/RHTDX3/O5PCFKF9WM/AlybknOjUfi9AmUdDPVcfb5UUwyzSC0VtmQ8wqX85lnsezcUwH+MvRYkSlLsd+2zQUzFXD6lSZ8sUuCtpF6ijvpY6oevAloHMUIJUy8GVcHIwzgXJHEQw+8mAd1hYT/RnbsQDf4zD58zXyZwqhTeGL+Lfw5fiBk8iZ+YJaTpFMCTI2NR8BV+d+KvClw0lv3Bt6A8YpZpg1j2kAenDjJi73lcGXxgJolWhR5Uuddh1uRnxDlG0ndG+t6HgN6B5FbceaXTRE6pdnGDCDWW/YbFBH535dEBp7VG47VuIlQOzFcGxO24byVd9VrOIofFl9ArVxzHd5cXwpiu5yGsAXArdfjauVK19M/UopfNneagIa23VDjEUMXXfmxfyAcZrCdqxIBl92rN+LHytl8GW2CFMmj8LlrifBi9SBr58PVb5EdogC/7UmpJrAypJ68MU1GgJbCXwOrEQihS9S+f2s/e5h6DGKAc9hs3dDb18eSlZKIb0uAafo98qX4NAdMFz9DddjvtL1LBnHPf1gZtyYwpcvY9TArVODU5wLVXQZbG2KuROYNeihnUfxecFbWjCX8gh84UHvOYcWdx4uK8SfruPQ3FHR+Ujgi94XLuwyJdj3vAA9ZcoXx0NmcG5igk3RdxS2Y4MEiDwSLocvrGKahS/RS1KhubWWmbPNP1BxSLMhfLERorCzCM5HCXwBMC2Xwhfy/q5/4CDH+wh9vGBTEdSWGCsyX6YAUZsCkRy8AZIURvmSv4KD3q3b4sWkR7DZZoUJ4wl8qcWWlmugUyQBTNWx4rMq5CTKl/LOXKw+HITATlHgP1XAlxmPZsOkGWMhEzI6HQanSyFO0kLJtipA//fKlyT/DdDaXI2LG3JRY84oXxrAF1sOvg82hvWmYmgc7AyfP5jO8/Wxm1ETXawCX6zPEeVLOZ5PL8aRTr6wNFE0MVDlC4cDgy1luHpfAM9IpnGg78NW+CHIV4EvVRPrEL4lBGEzk8A7LaAKamI7RuzxIt6GYNmYRFidYpQv+Qd+QC1RB6YvtJHnWSlXvhS51qLGSgLbv3QgmK6O3IFv5fDlz+OXUDbpHn089pQCkxlQR4bUTxsrI30RMXc1dGTKF911GuCUmKIyNB+dLrZCFy9iO/YA+5qep3PNba6L5Q9Vi+8J+rGomMhB9CYl+CIDZotzl0KLr8VcZ31SoXezFq7HTXBnUQGErlLEn/y1wixkahIMjiiUL8rwJWDfUpjMNodaG3VUtFGD5v5adLg9Fj3rwRcCyGxuM/CFn0HgSykcRtcgrJ7y5QJRvthLgfgCvLrMQ7u1ZhS+TM4egNsfLuLeikq57Zj+Ci7mRfgjkMIXMdSrOHLbMRXli54ElbvyoOZnQf+GzKkyfFGv48LinjbsojrjWNO9IFj01OCtyDh0FG+nv6XwRbS6Cto/gS/+I+Jheo6x+LU7YoHXf9dCJ70MPZ8PRDvn1ti5cQ8K/RjVYOeDXvBWgS+vcLHDCYiXaWFJ6BKsdo4Dr4YDgb6U5m6trFJ8j0baxUGqVgfPfZ543OceeP468A37ufKlsEKApB7EqlqE6zL40o2rjmgZfJm8ahlapZlBb6oT3me/awhfusXC6j5HXgPJGwLYZAE3or9hZhdn/OGhOO7hA6fwaeYzVA3XxqPxz2G31Zza2xa0q8Xq6xENlC+Nj7XEsAGDKXypJcoXme1Y2SgOoncHINwlGrpf1fDdQ4DvS77CbbIjVZdZ39aj1lZkvJpVDCeZ7Vj7c64IrTiN7mo8RPVfj/D5SdDdVUfhi2EHU2gpKV9m5k8G38hWAV8sRVjyzxTEjN6vonyJjoqFZhxzrBYBXhik1IC6Li4dtVGlMD/oDmstLTwedku+nxa34iDgjhJ8MYxDuZMALVYRe7LH4MZaYrnvf6N8sRAqwRd9LO/NOGuw8MUz0Rtnt1xBlfnv4UvhH2KYZarRbC13K8jBG3muzSm7UB6cD1MfE2z3/gl8OTYPTScrbMf6P+mPRo6tkOwQj1KnWnmTVc4konyZj812SXRu8nrX4vuQQrT1sfvJOp/ZT5PBwpfhmgZY1jsJQWPiYHQK+NyrEnom2uAfZtaMQgMxgr4F4+XXShzukEZtx8j92XvHQtycvZl+L7DwxWdxNGxZ+LJnGJqNVNwHghYlw2i7EJM/j8W1U4/wacFb+Zxp9NCAz2nGjvhHQSV2OK1DQftqtBzXFN/9vsDjpBu69/m17Vi0RTTNfHkyT7WZUf7l/u8P/1eeAVaxU1/h8r/7zbI19BbNmvzHqpf/3a/1/yvP/y98+Q9nItYsBlXxpTBazIdRoilmL/q57VhhhRBrOiaqwJehmvrwk93EWPhitcIdz7LuU/jie2QZnEyZbpoVHtEwz1bDy4klaL7PGMVDJeCf5NKu09a2EsQrdRCkJO+DOOQzdObycbD3I9phSuFL9xqknYlEffjS614fuLu1p4XYcjsl5ctsDSyJ98F6Rxl88eZCPDEfzvMbFhjf+RbDZS2fFglZ+MJ2SCwdmwDrLAm+dK+EuoUOrOrBF9IRs7FlIoUvxDsz4HYIEnrHo1ZNglVnAmGqx0NEQBh01jKLdLuwbhjn7ymfORa+uN0cgPtX3lL4UuokgtEHHnjdefA9w3QQVJbJ4It7DSxHuUK86j1cDzbDwF8oXzIefcOzwUzWw+/gy8D9w3HY7yi+u6khPUOxMA1pHA0DonyRzZkcvuz6jNS2g9C6kaJzgbUd0w4wx6F29xTwZYgA6w+pwheRtgRL834OX4R+xljgNwNbLZnOlKoRavjQLh9uQRYNCvlPlxWhVYqJCnxhu85Z+EIUJCYiffB/B188apB8VaZ8caprAF9KHaWIefET5cspEVYVEviyHdXhBfI50x6uj6mbZ6nCl+7VsPGwgzSpCA6ZXTCmt/cvr1wCX0hWDTnvZPiaNsLIjitUlC9eR0bj8rRDqBoKxG5Vsh2TFXxejZfBl84cmFwBhS/jdU2woHus/Lis7VjLTVaIMVFWvgiQtClcFb7I7NpuPn6FW54nVAqMVuvsYdm4Cf7pzyhfRLN18Mz4E9wJfBlUTpUB7Hi3rAiNUkxU4MsK8xZ04yGHL9NKYPrKQAm+CEFsx759+4o9zjLlCwtf7KJR1V2ChD3MJjdwXCD4mQao0wQC6xWrGPgiRsS7EAV8cayj2RVmC+wwbTXTkV/4tQI7XdbjW8cauI1ogh/+X+B0qCVGDflNp049+DLf2AETPFepwBf3rUNwIzADNZ2liFe2HXOKhk6BGsicNTtghC+DObA7JaVqJWXATV5b0sp1wPpK6IaY4cB/B19ki2yF8kVRFNaLMEWPEf2RJVO+lI/TwKfmn9GSwJd6c/Z0SQVa1YMvC4wdMd4zEAG9o2ByS51RvpDMl0vM5oqFL8SGZZ9dqgy+1CLtUgS1RihqzsEGme3YokkRcDjOwBe/igBw1BSh0sEEvlwRISQvBClhGyFOKpMrzITD+QjaN5c+Tg5f+lbDwdUKktQyjHkzFA62ik4t5QtOIpIg2TBBBb4EWbVBf/f5KvCFWMFs67b1N/ClFE6n9VHVhgOD+8DZXZ/l4I09HgtfrNKtsdn0VkPlixJ8qbATIfJ1KJ49eYRznc+rXGeNdjSFnpEJHg9n4EvNPANk6+RQCFBfrZSz7AdciPLFUQSPXYYUvgRbtUE/9/ly27HXM4th+tgAJg8ZFQWrfLnz4CWud5UpXwZWI+1o1K/hi4cUsVdVvxsJfNH8LKa2cyx8KXcSwuCDBrTnO2JRMpP5cvHAczwm8GVMNYzUDcHLEIDA7F+NR3cf4lKPCyrwhYUTyvClz98jcLHncXADtLA8lMlcYFVzZGNJbMeI8oXAF80fEvydloe/+iarZM0EDosB/wIXHll2CKm9LocvwkAJFvlOwxxl+NJSgPi74Th5LAtvJqvClx6XeyAn+ws+y5QvepGmuPPxDYUv9edMDl9aEdsxBr4ku/RGh2aj5fDlnd8PmJ40/i18eTFajNg0P+y1Sf05fOnLQ1QGs6ZgB4EvUkiQcDtMDl/KnEQw/MCDdWR7TPRj1AqrlmbAePNL5M8WQjuXB94/dVj53B+6v/DhzjhwEm9nvsC9Fd/pZpqMP93GoLlDLxX40vl0F9wedB0mKeaYMY9Rs/xz8zb+6nMFJCS9pJEAWqVa0KgARNp1uBXxDTF2ntSiRv4eZPCl6UUjpH15Kocvdht56NjXWxW+eNci9kIE/kzbjjKifFHKnVtYPBvbko7J4YvFJktcv/CKBr+/H1gO5zPM/YyBLwK02qZDbcdY+LKz9WS42HrL4Ut+TBGM0oxo4Y9eZzL4smvDXnyXKV9y59Zh2pRR+MsrA5qROlji50OtX8M6RsDkpRYkOhz4/1DNjyAAVGgrhc/BlUgYLYMvMmDWaf9IdBnWhB6PhS/F/lLgmgScYgli//lNUTh0BwzqwZcM7wCYGDop4ItEDc6xLshdnAPj7U0xaxwDXw7vOopP89+CFMyJ7Rj01aH/nIuiFrV4uLQQ21qORxN7hd0MsR3Ty1WDXaZYBb64HDGHQyO+KnwZIkDkoXAk+q8BZ121fM4UypdUaMjgi+NRM1zd+J6BL0r3M9KdX9hJyMAX4noylYEvJ70DcS0HeOt9gL4P0Z/F4CwyagBfUoI3QCyDL99WctHX3R1Pxz2AzXYrTBg3DcSeeVOrNdAtFINjrg6/jz+BL54crD4ULIcv7Fp/1pO5MG7MFNJCR2+C/ukSSFZro3hbJaAvQcKVn88ZsR1bHbARmpuqfgtfRPYc/BjIh9WmImgf9sKiwUzn+ca4raiKKgRRK+jlMcoXAl/e9y9H9vRiOXhjrzMKX7iAwZ/lKvCl3z+tUViTpwpfJosQvjkUYbMSwTsllMMX1nZMGb5Yn7fCPwHvYfJCE/me1Qrli2sNBFaAzV/aqK982XriKkomMvdD7t5SSCY1hC/Kyhe9DZrglpihPDgXnf9qDW/PgQx8aX4e6rVccN30sPyeInuDPC+BL1WTuNR2jlW+sHPm820ZNP6ruY5eZzL40vKkCW7NL4DITYq4jN/Bl0QYHBHLbcd0pWKcG7yVPhcLX3juPJS1UoPG/mp43Z2Ark2d6O9jfdLA21JD7yEEvlDbsRPMXs1hVK0KfHn8pRxn2qyDyEEKaZwSfNGVYOrzwbj54ZwKfDHw52JumD8CR8SAl60MX1jlSzRMrqpBoC+BW6Y27s8sh0aVGipshLB4xOz3iQpcTcQqX7xwtMluECyaNXgrMg+fwOtpryh8ESdXQXMB0wRZbVqHHqcY5YsyfLE/ZonXf9VAO70MvbMHoa1TKxXli9dhb3gOVjQzPs1+jfMeRPmiBZ/QJUhyjqNFbKGeFNrFavAvV4UvEvU6eO/1xD997kEjQJc+5mejuEqE+G6JKvCFhRPk71n4oj/dGTnP3v4avsj20/l/ANaZwI2Yb5jprQpfjh46hQ/Tn6F6hA4ejnumgC/ta7H6WkP40iyjJYb0HYzQ5jLbsceMiqI+fCn2qAOW/gB/giU+96iENVG+1DCNia9nl8DxoAHNx/U454oQZfiyYDV0d4qo7ZmRhyn9rmHH7K8kAFsBX4hS1efRFMSOPgB1JeVLbGwseNHM2r5lSBf0D1TsgVn4YnXUHVYaWnj0xy35flrchoOAW6rwhWSktFzVGXlTH4GXYA3fxYp1QP25o7ZjSvBlpJYhfHsxWcUsfOma1gNZGy7SzJcUJeVLcLsoGL5Ul9dAfvwhgWkmF5c25KG9FRD9X2CKHVtSd6M0KA9mS/nY5vlIkfnSS4B1WeGYVQ++DHw2EM72bljtEIcyJ0XdKmeyHpLWzMd660T6uS3sCVSP+AqHRVa/bGYkr4GFL+z7Y+ELcXwxNNGF0WFmnln48vpbJQ56yOBLi1p037kIV2duUoUvPjGw3cI8buiBEWgytKn8/QYvSobhdiFm5o/HXxkPGPgiWzNq9tbEkkzGRq/oeyW2O66jyudWBL4s/4KOmS3Rtfev99PRFjH4RmzHZPCFbWb86YX573/+ewb+PQP/42fgX/jyH55yonypTiiF4SJj8FebY+YChY2D8lMXVYmQ4pEAgbEQd1cxypdhmooOgklL/dB6swlsAj3w9Pgd1PCB5UeWw57PLAJY5cuLySVosYfAFzH4J5ngMndbIEbpJpaavB91IZ+gs8AYh7s/VGS+sPAlayFajFXI0no97AX35h0QYR9F5ajsArB2tgaWJvogzSEBmuVcfO6ihroJeRS+5Awqg8tpQ/lbJPClUdrPOwiWjkuEdaaYdorwLPVgdYBZQLC2YwRMbWiVSG3HiHem3/WVSO6XSuFLyLlAGOvwEBEcDp0UZpHuGN0Do5d1kh+btR1rd28Abl16B83Atyh1qYNRjjo0emrA5xTTQVBNjmORjO/tq2E1gsCXD2hxqBkGDfm57Vjm4wI8HryFZr4QixoyWO9Mkvniv3QjtWYYcngU9i89hEJXLtIzFIW0X8EXYq2zps0QtGo0UP4eWNsx3SALHGhzl9oXkaLBpz8EWH8wHBN2z0fbeUwnKjlvPl/mQVfbRKZ8UbIdW24In+A52GTM2I5VjVTDR/evcA0yVyl8kN89X1YENwJfdIHe11xo5gubtREwgNkgNIQvImo7RQZrHUTkrSlXohDUMgoConzJlClfZLZjpc5SxDyvB19mJkEzSwi/vKXYknYQ1WEFKHEWwfg9D9qj9DF1IwNfWNuxvF5VsG1HbMeK4HjaG6N7KDYL9S9hajs2vJR2SJHha9IYIzv50cyXlEVZNDy2a8ZYXJp0ANVDOYjeonhtRK5LZOPksY0yiPKFA7O/GNuxibqmmNc9Rn441nas1RZrRBvdkitfCqcJkLgxXMV2jBTAiGLk+j/ZuOOVqQpf1trBukVzPOx9gT63eK4uHht9QLsEcyqXdjmlgC/vlxfBOZnAFyE6HDCjmS8sfFnhGQ1zonwh8OWNAUxuMcWqYpmtj0rmS59qpJ5klC9VPSRI2MXM6aoJgTDOMIBIG1hVVM92bFgstVGIfBOKyTM2otXBMvli0WyxPaYlTKTPUVRQhe1Oa/G1czVaDm+CHytz4XKkNUYMUnze689ZDLUdIwG1TLf0fCMHTPBaRTNfQpbspHkBHXYOxZWVx39tOyaDL2wQJ5kz5e9Y8rys7Zh+hCX2tbgjtx37MkqAtbvDMXbbArRfzNjt1BqKEZi7AnV1Apr5omI7Fm6CPmMGIaMFk6FTPl4DH5t9RqswywZz9tSnAq3W6KOGL0b3s0zmCwtfWOVL/ohqmvnC/4v5biRFf2I7RuDLfhvGdizXqwZrLkbS7rxiAl9OMJkvC6dGwPHIz23HgifFQ+OKCKG5BL6kQ5xUqoAvo0wQtJuxKGJtx770r4FDcwvqy0+CQO1tFZsF5TmTZ76MKwXJ2iEjyLI1+rdbQDNf0hf+TTtviRXMVu8tqJ7IQeR6JeWLzLKQ5DI5Zxmgqg2g/wDUkpHNaGKPFz4jCboH62C92Qab+Dfl8KV0vgAxyeEYlrIEXsFWzHlzECLqZRiePX6Ic54XqMc2ez9z2dEUxiZmePDHDWZ+FxjiufY72pygXBQmv2OvM6J8abeTyXwJsmyD/u3mY1XHKBg/U8frWcUwJZkv92XwpbUI8bdDcfvhc9zowmS+5A2qRtqRKGo7RjNfWNsxNvOloxSxl+vZjvWPhtYXMaKzwxTwxUUIgxwN6C5yxoLEsfS55bZj46thqGYI3nEBVhb4QV1NNYyRPY+P7j3Epe4X6IaMbCjp9eDUCx1bjKGZLyfmvKKdtwOujcTZrsfACdCEXyizAZTDF10JPvauoF2GQmMONIukuJz6M/jCZL50OGuP4Mprctsx4SopFiyZjHlJqXLbsR+thEi4E4aMY5l4Ozlb5TrrerkLPr74SnMwyNCPNsPt968pfKm/BsleWg7XVANUtdaAY0IFzXxJce4Dj+ajFPBleRFMspRsx2SZL8rKlxdjxEhctxI7yVrhJ7Zj5f14iDpRD754RkMKMRJuhYFY/RmdBEqdRTB6z4NdbAeM82XyIYKXn4Rh+gvkzxVC+7MGNB7XYcWz39mOncTb6S9o1ylRmJKx2XUMWjj2opkvd6YVw/CDJjqe8sbdwUT5YopZ85gGoEc3buFS36sMfCHKF5ntmFBHhFvhBYhz6AJvNwaYkxHQIwomd9Xhek0fye9fyG3HbDfx0KGnJ8KTTlBrXDKKu9Yg7lwk/lyzHWWBqvBlfuFs7FpzgloxkWGxyRzXL7yh8EV5zkjR/9V4AVpu0UZRtzqYLmcyX3a2ngoXW0+ak6RZroavcUUwTDWCjsx27MfQOmo7qdy9nTu/DlMnjcIlrwxoROnAZzkDX0I7R8A0WwsSfQ78C+rBF7coCOwkWH4wALGjUmF3Uyq/n3U6NApdhjD5EBFz90BnTy6KA6WQXpWAS+DLo18XhYPDtsMwqYDmGpS4MMqXDE9/mBg708yXz2O54Eh5cI5yRt7iHPB3NsXMMQx8ObL7OD7Oe40fbrWQqDG2Y/rZavjRohqPfH9ge8uJaGyvsJuhypdcNdhmiLH/RQF6+jKKdudj5nBwMsbm2LsK27GhtYg6EIEE/zRw19XIrzPWwz7WNw28PxnbMedjlri84S2FL8prEAJffnQWwumILkqHApIpuTTzJcMzAHdzdZHdcRt9vGRLESSLjOVh1D/LfCkIVKPKl2fjHsB2uzXGj5tK4Ut66zTofZeAY6UOvxxV+EL3KF4crD4QjMDOUeA/UZev9ec8nw9DZwYesMoXSao2SrZUQUqUL5d/DV+SV22ExsYqXNyUS+2byLg6cCO4HDVEXwiE5jAD1DlyKXyx3PgDOkc9sXAgY337M/hCbMfIZz17WgkyvFbCxIixuyIj3DkaXDXA8L8yOK48EMIznMl86f+sDb6Vf8HJsI/UGpeM6mlihG0ktmOJ0DgjbGg7pqR8sb9kjft+OXTfQCzQ5LZjbrUQWElhc1Ebopka+NzvFc18Icqe7Sevo2g8cz/k7SuDaKJiTwc/bayI9EWkUuaL3iZNcH+Yojw4D53/bgXvToPwIf8uDrT6i+ZncFvrYfltBXwR1dUgzSANFdM5iNwQALniU7bW9/2+HDw9Zu0S3jcVujdq0eqUKW7NLYDQTYK4E7+BL9MSYXBYTBXOEp4UehIxzg5h4EvgAV/wZ1qA58FDWUs1aO6ryCt48AAAIABJREFUgfedCfBu6kh/H7OEAY3kvm99U8l2bGIJHEcJENpPEQRO4UtbAl8AScw3vLkmsx3Tk2DKs8G4mXMW9wKqFLZjgRzMCwlAwIgY2qykXs1lciFk6/CAQTEwucwFUVa3yNLGg5nlNBeGWKbK4YtnFdQlarC4owWHGG8cabwL5Jskc/BWZB3NxKsp2XQfqJZaA+5cJjOH5ER2l8EX5cwXxxOWeHmxGtoby9Hr+QC4O7dRgS/ex73Rub9iP/X85VucbXcUYj8tLA31QYJjLNQFDHzRKuUioESxXiHKF7GGCD0OdMP97rfAW6UL3+DfwJfuMvgSy9iO9VTTQER/xuJtcvAytEoxg8HsRsj55zWkIimSbissrJZ1i4HVfS61k26+1xgsfCHZWrO9G2FIe8Vxjx0+g/fTnqB6pA4ejH0G+23mNDvzm0ctkq9GIPDcAuhPUmS+tMhsiUG9ByOkRSRqjerk4e3lo7mI2uWPMJco6H1VB4UvywrBH29F7agIuJPDl1nFcDxsRGslHhfcEFJ2Cr3UNaiFXcSCZOjsFFL4YtzRDBobFbZj8syXllEwzFGn9+slD6cibsx+qP9Q2I7FJsSCF8HsD1pHdkdfv87y75T1cZtQE1UCu+PtYKauycAXZ2JRqA5xOy4Criuys+KN4lDqUos2gV74MuUheInW8F30a/hC9hsEvtxfydiOjdI2hE/PRJr5Mn1pEM0q7r2hF46uOU/hS+qFhrZjZJ3fYq8xWPhCsrU6WnIRKZt78rxb1+xBSWAuzJebYmunB/BINIfVfR18lsGXmafmodkYhfJl0OuBcLFqiUSHWJQ5KmzHcibrInndAqy1IrZjHBT2AqqG5cNxsfVP1vnFcE5WrVuN0jaCT88EufLlU+8KGJrqweggc+4FhmIEfw3Gm4JKHGwvsx1zrUWvXYtxeeYmCLTrkPw3UwPxWRoN283MPnz4kVFoNIhZU5ARsiQZBluFmJE3Fn+dfIjPC94p4EtfTSzJYOELk/lCmhlbjW6M73656JjVCl17KbLf5E8q+4Eo7Sl8mcsoX+YZ2WOi168bs+o//t9//3sG/j0D/3vPwL/w5T88v7HmsaiJK4XBYmMYJZlj9sJfwJdKIVI6JEKoZDs2XNMQy3ozHQSTlvmh9SYT2AZ74MnRO6gxBvyO+MFOJsn+HXxpZ8tBtNJNLGX1PohDP0N7vjGO9nyEtsnmjPKlRw3SThPly0K0GK+AL70f9ULbZgS+RKOCZL7Ium9qZ/GwbLUvUu3j6Sb4Uxc1SCfmwXFeQ/iSs7QYTmuMwZVwQDq4Fr47CbaDYOm4JFhn1lH4omGhB0vZTYyFLz8qhVjvxihfiprVYuV1fyT1TYZATYrQc4EwIvBlVTh00piiklNsT4zy7SifOVb50u7OANy+kgONgDcK+NJHAz4nGfjCKl8KOlTDapgrJAS+HGiKQb+wHct68g2PB27D99bVcuULCyeKyz5jxdIN1Ht26LEx2Lv4AApbcpF+QrEwDW4WBcPP6mCBWdFwMe2uIvBlbdshaOmiBF9C0yFaXQqdVRY42PauQvkigy8Td89HGxl8EeqJ4ftpPoUvCYaxKGxZI58zoZ8hFq6chS3mjPKlciSXwheifKlfrHruVwS31Yzypfd1Br6wlj8BA2NgcoWLt8PKYCJUKF+UM19Y2zFih5JymdiORaNWWfnSIxxmd/8r8PQn8CV0egI0T4uwMn85tqQeQFVYgXzOdMYYYMr6mRS+vH7yDZmddyCvdzVs2toCScVwyPLCmF6KAkT9SzhBLxY5f5TLlS9LTZtgRMflyMm9g5RFJyl86Z41HhfG70P1UCBmi2JREm0dDc1SpgOuUYYhyjpzYHyN5Id8kufhsMdjbccawJepAiSmh2P4mkXwDGSKIWwWxa0nL3Cz80mVorAVgS9Nm+Fhv4v0b0WztfHM+DNVvrwbUoZGWYoN8Xu/IjivVoUv/uZuGOyxWK58eTO9GCavFJkvxc0Z27H8vFzsa7yHHiNfBl/INV+lZDsWODEA/BOGEOoAQT9U4QsNEH0hRpQSfGELjBa+DpgSy9ghsbZjXz2r0XJoY/zwz4PL4ZYYMfh3HrVM5sszWebLQmNHjPMMxPeiVwhesoPCl457RuDy8iOo9pQiYb9igc9ujFiFWe4QwDaLCaBV7tIir41VvuhHmGNfi3ty2zEWvijbjtUaiRH4ZQXEEhENjVUu5BPlS8+RA5DpxpxPonz52JyBL/Xn7GfwZRHfCWM7ByCgTzRMbqrh68gaaJRqwuQS0yXFKl9yS2qw346xHcv1qsWai0T5Eo3iFhysP8F8bn8LXybGQeNaHUK/hCAlfBPEiSUodaqD0Qd11I01ReAOplD7/G4uzvbYg88Da+DQxBzStAqMfT0c9nbNfnqHrKmpxnqTNXg1poTmgJERbOWOfu5z8eLjJRl80QOxgtnS+c8G8CXOJIZuWuXwpS0H+g+kOLfjC9i5Zw/MKl9sNtsgXQm+lMyrRWwKsR1bDO8QJuuAZKNEvQjD08ePcN7zvMqcOe9oBGO+BR4OZTJfCHx5ofUO7ilmDb4b2etMGb6EWLVDX/c5KvDF7LEB+A9UlS+37z/FjW6n6TFyB1dhzeFoRFlFo3qQVG47FsLCl05SxP5dT/kyIBqanyWIzg5F9KJkaG4XolwGX/R9XTAvdgx9brnt2IRqGMAAmhnC38KXB7fv43Kvv/BkThFVr5DBwolb2ftxfO5Leh8ZeGsMzngeVlG+FBcVYpvdVqpW+NS7EhaPdSEyAjRk8OVS31Ro8JiuXTJWDY+F8XkOOpxxQHDVVbnyRRQkxfzFkzE3MQUeKeb0b3+0FiDhdjhOHj2FN1OeqcxZ9ytdkfM8D18W5dC/1Ys0wZ2Pb38KX14sK0eLFANUEeVLYiWFL6ku/dC+2QiENomGfq4a3vsVwzjTQJH5IoMvZ0+ew/Px/9BjvBgrQcp6f2w1S8L3uVwkpTKFiwi7KOgQ27H+6og6rloUDiDwhSNGwk0FfClzEcEwh7yWThi9iLGKCl6aAUOifCHw5YsGo3z5DXw5cfAk3s14oZL5sqXlODSz74FT99fhzrQiCl86ZHrh3h83YZRsitnzmWv6yb27uND9b9pRXdpISG3HNCsAga4It8MKkODYDZ6uzHc2GYE9osG/q4bmfxsi5aPCdsxuswY8enRGRMJxtNzGhNMWd6tF3NkIOXxRtooj8GVn6jHUxDIg3WKTBa5feM3AF6VmAgJfXo8VwG2bNs18MVleQuHLrjbT4WzTSQ5fCuKKoJdiRMOeyVDYju2hYJ+MvPl1mDxhBP7ukgn1SC0s9VtK4UtI5wiYEfhiyIH/V1X4EuQWBaGdBH6HAhEzMoXCF/Z+5n18DDr3ZwrmEXP2QGdvLopWSSG9IgG3SIK43yhf5PAl9iuFXmRkeK+iocq7rkfi8zguwFGDc5gz8n3eg7+jCWaOHUn/7ui+4/gwuz584eKHaw0e+fyQgyl2zgh80c3jwv6EFPuyv8ltxxodM4edkzE2xd5FUzbzZVgtovYT+LIG3HXV8gYQFr7E+KRCYwtjO+Z03BJXN7yD/SU9lftZuZ0QRZ1EFL6U/CGFdGoehS+ZXYJx56MGnnfaTh8v2VIM6SJjeeZL+VQgKj0Qq4M2QJrK2I4R+NLTrQ2yJz6U2459K69Feuu10CsQg2OjDr+39ZQvRJ3vCaw+2BC+zH21EAb2TKMKq3wRU/hSCameGIlXfh7ezihfmMyXixtzad4eGaztWMz5QGgMN4DImYui/kaw3FgM7SOeWDSIgS/p8VtRGVmIXK9K6OdpoMqVB8uzwIeB5cieWiKfe3bOiPKFow4YbarAlfu1ctux/k/c8a3yE06GfoTDJQa+VE0TIXwjUb7IbMfqZb4sH5sAyywJ/VuHv6xwb8V7mLzSRH4nJeWLEnwRzuDhS//XyOaQzJc/sfPkTRSOv0Yfz9tfDtEERaOP3HZsThJ09jLnxCBdE9IfpqgIyUOnC63QxXsQPubfx/7WFyhA4LTRg98tVfiSwk9F5SQOojYGguQsGX5UALOlxSugrsXcP1nlS+vTZrg55xsErmLEZ/x8zsjfh7DwZd8nmo+kLxXjjEz5EnhwKfgzzKHekYfyFlxqO9b13gR4NmbgS9yyNKhvqqGqLhsCX3oA/BNqzHpkpBAh/dLY6cLjL2U402Y9hE5SIOY7Xl1Wp7ZjBJ5Mzx6C6+/O4J7/z+GLPPOlSB3FLWTKF9neimRHuMqUL2QtVGWlgC/ks8SrU4fFXS3YR3nhaNPdIDNwYvBWnDmWhezJzyl84aYIoDaPadBUVb7EwfQc8xacMmzw4kKFDL70h7tzW+zcuA+Ffp/p772OecFzgGI/9fzFK5xtfwLi5ZrwDfVFolMs1IUcCHWkFCwEFqvClzpNEbrv6YqHvW5DPVAXS0N+DV/iZPDlhgy+9FbXQJgsX2dK8DK0TDGD4bxGePfwDaQCMZLuKGW+9IiF1V2OfD+tDF/meDfG4PaKz92RA6fwceYzVI/SwYPRMvhyQR/fOtQi+cpP4EuWGwb1GoIQonzhk0I+s5YpG81B9K4AJfgilsEXS9rAYnNLAV/ezC6G40EjapXZ/rwrQstPo4+6FgV5kQtToL1DgIL2NTBqr6p8mZY7HmZ8R7ntGNkr+j6cjpjRe1XgS1xCLNRl8KVNVA/0Wa5oQGUzX+yPt4cZTwMPh9yS76clHlz4X1WCL4ZxKGlcizYBnsid8ggaCVbwWfybzJdm0agyV2S+jNY2xpKe8arwJb03jqaeQ40FkHJeCb60j4TRC558zgqHSmB2kgsCXzyt1FQUZqzyhYUvHRLMKdD83FuAdZnhmHliPppNVGS+DHg5AG4ObRBlE4MyYjsmq1u9p/BlIdKs4sGr4VL4Uj0sHw6LrX+5zidzzSpfxurwsahHnCp84TdUvrz9XoX97VKp7VihWw3671qCv6ZvglBbLLcdW7IsGnabmHXLyGNj4DxAAeFDFifDYJsQ03LH4u+sh/g8/x3YNaPWQC0sPsqozlnbsa+dqtF6ZBN8X/Hfwxdi2UryiZ7K4AvbzCj/Uvv3h3/PwL9n4P/oGfgXvvyHp5/Al9r4Eugv4oOfZI6Zv4AvxZVCJHdIhMBYgLurmA4C5cIgC18cIjrh0YGbqDYGAo75wdqIsdpa2TEGZs+4yJ5SAtfdxigeJqYetSS4rKMtFxFKHrWpyftQR2zHFvJxsLuS7dgv4Ev/p/3QspE7IhyiUUFsx1j4MpsHv6SlSLaPk8MXyYRcOM23algUXloMx3rwZbS2EZb0TMCycathlSmiMl1NCz1YHGROukhXQm2nyLlZy8KX5rUIvBGM+N7xEHClCL+4CgZa6ogKCYdWMgNfXBJ7Y8QiD/nMscqXzg8G4eqlN9Dwf4uSRnUwfqcOjf4a8DleD750rIbtMDeIAt/D7VAzDPiF8uXUkwL8M5DYjlXh8QJV70yS+bLMZy2FLyMyx2HXvH340VING08oCtbBzaNogDw7Z3L4sucz1rUdSkNz2ZEmgy96QZbY3+aOHL58HirEugNhmLRrPlrPZxYeAn0xln9aSDNf4o1iaJckO2fCFcZYtGIG/lSGL+2+wm2VRYM5y15eBNdkRvnS5zqT+cLaPQUOjAGfwJfhpTAVGML4DNP1wSo4yM+s8oV0ZCRfjmSUL45KmS8y5UuJixSxz1QLjKEzkqB5SkgzNTYkbUN12Hf5nOmON8TkNTNU4Etu3yrYtWGULy5numJEd69fXrkEvrwbWoZXMuWLn1kLDO3gg4/5d5C0gIEvvc9PxJmRexrAlyibaGiVqNHuqkYnDFHuyYHhVSnO7PuM6fpWmNFVEQTOwpfWW20QZXizofJl7SJ4BjDwhXSMEsXI3edvcK3DsXrwxQF2zZrgXl8WvujgGf8T3BPMqH1ao0wFfPnoVwRHGXzpdNAc0V8fy+2QWNsxAl9MXxmCf1umfGkhRNwDYjuWjz3OTOZLXt9qpGVE0Wu+qqsi8yVwcgD4xwwh1AOCvv9E+fKyjto6TZu5Aa4HylHqIoJRDg9Wy50wKWocfW4WvuR7V6PVH02pL3/jI60x7L9TvnhX4tlMpmC3hO+C0Z1XUtux4MXbKHzxPDgKfy05hBpPIH4/o/ogI6xRFPTy1eUdcblDOLDNYmzH2O8g9m9Z+GIQaYG9ze/+BL4shIcPA6Zr+WKE5AYrMl+UVBT6kaboNWIgMtxkypdxPHxs/oWBL/Xm7JlvJVqm6VHlS69zjgj4dF1uhcfCl/xR1bQ4ymfhi5OIFt/zSmuw1zaVQu1c71qsuRBBlS8lzbly+LJgejicDmlCwpXCv1L1OiO2Y7zrIoR9DkFKRDrECaVyhZl4gjkCtjLNAnL4Mqgajk0Y27EJb0fBxkbRqaV8wYmEYqQZJeLV2FK8GcUoX8Jt2qNXm9l4/fky1s//i3beEiuYzR02UduxiPWK4mesaQztlCVgmmQrVVL4Apzb8Rk+/EYY1VlRdJPDlz9tkG6sUL6UzRMgOiUcf6QsQRdW+eIkRFR2GJ4/fYKznc7UU740gTHfHA+GMp2+ggWGeCZTvtQHZux1ppz5EmHbAT1bz5TDlzezSqjtGP+BrCjcWoj422G4/eglbnjLbMeGVCPtUBSirGNQPZDAF+ZzK4cvnaWIvfQz+CJTvixOgeY2AcobC2HwVgOGyxtjTtQo+hxy+DKpGoZSQ2ic+L3t2MO7D/E3sR2b8wOf+jCdl2mN+qNd0+E08+XYnGx6Hxn+aAJOuO+HWqAWloUwG8Ca2hKs528CKZh/7FUhhy+8YgmupOTLC5XsZ4SFL53OOWJVxRUFfAmWYtGSaZgVnySHL4VtBEi8FY7M41l4Pem5ypz1vNIDb7M/48tCBr6Q6+7Wpzc0+L3+nMnhC1G+EPhSno91TQfTbLWwJtFUIZCzogj8DEMYv2UKfmzmy/nMC3g67iH9v+yxYqxLD8AmfhIK56khMYXJfCFd9zo/1FExgIfIYw2VLxKOGIlK8KW0kQhG73hwSfXCiLlMcSt0WQb0N71E/gIRtIkt6uP/Dr5k4t2MbNxdWYACD0aVsKPVJDSy64IzDzfg1pRC6OVpwut4F9wZfB38VDPMnMtkvjy9dxvnu1+h955SFwG0SeZLBbH7qsOtsG9ySzZ2zlj44nrZEKs/KOCLw59a8OjZGWFxRxXwpXst4s5EYNu6nSj2/6qi5FxUMhfbko7I4YvlJgtcu/gGTY4ZImdIOVyyZLZj+mK8GSOUwxfT5SU082Vf+9mwt2ivBF+KoZ9q2ED5smvDHlqIICN/QR0mE+WLZ4Y880UkliLIKwxmT7UhMebAP+8nyhd7KVYeCkDUCBl8kc1Z96xx8OjFWBRFztkD7b25KA4CpJfFFL781nYsbAcMkr7hWmw+ShsL6XOc7hYGAz1r7LkZjY9jAKmaGhqFMpkvpjubYrpM+XJ8fwZyZr2kDTVSwmio8oXAl1o88inEXvfZcLBqz04ZKHzJ58Ixg4M9z/Ll8KVJhjXsnAyxMeq2HL5UDK9F5L4IJAauA2dN5f86fFG6nxH4UtxRBEdiOzZUCkzJo7ZjZ3tE4EYOF89kyhdsLYF4oVED+JISshHiZAbWfw/konebdng69j7stttg3Lgp+F4hwLo2a2DwVQyOPQ9+r1SvM2qN7CnF6oMhcuULu9af93YR9G0YaMHCF+laHRSnV0JiUIdEWQiy/OTJfiDwJTkgHRqbKnFx4xfUmDEZKix8ib0QCB5RvjTmorivMcw3FEH/qBfmDWSu6fTEragML0SedxX0cnmoctWA5VkpPgysQPbUYpzuFg4DPUaZSQaFLzzAeFMFLt9TwJdBzz3wtfwDToR8UMCX6SKEbwhF2GyZ7dhv4Ivz39a47fcO/FdayO9URVVLZJD9Aat8ofBlwBt55svuU3dRMIbJGtQ8WAHBOEWOJ6t8Uc58Md6sA8kPPsqCctHpUmt06czYju1udY7aLam1M8Cy6wtVTnGCQSyqJpPMNyXli2x/phzeLocvZ81wc9b/C/giU74YScTIkilfVh30hfEMC/A8NVDejAve/mr0ejAFHZwZVXPc8jSop9fQYqztTT1U9QT4x9WY9chIAYL7KpQvT3PLcar1OgidpUC0wnaM7MNmZg/H9XencHdlpVz5YhDExdwgfwSOjIF6dh2FUiQr7JfwZVYFDbSvsq6DxUMGpKjAl9guOO6yE+RTeXTIVpw9fgbPJz2h+2dusgK+KCtf/EfGwfQsMw0umbbIvlABrfVl6PdiCFo5umF3+n4ULP9Ef+99ogs691NYWL16nYOstoch8dOCL1G+OMVCTciBSFsKzUouAn/Ugy/aQvTY0xMPetwAL1AXvr+ALyXVIsR2SwRPJKJ5WGT0VddCiExlxMIX40VN8ObuS0gFEhX4srRnLKzvcOT76a9DAauTwLW4r5jn3RSD2ik+d0cPnsKHGc9QM1oXD0Y/lduOkRzK5CuRWHV2IfQmW9M1KBluZ1pjQPeB1Bavxvh/Eb70rqDgjlW+vJ1VAodDhhS+eJx3Q0j5KfTjadHPUvTCVGjuqGXgi4cZNNMVypfZ36bAyMAGwTLlS4WtECv+mYvwkTvAK1QoX+KTYqEWxuzD3WN7opdSA+qGuE2ojiqBU1YHmHA08GDwDfl+WtKRC//L9eBL01q4r/TG5ykPoJFgDZ/f2Y41i0alhUCufGHhBHkdk5f4UeVL/239cTDhVEP44hEJo2yefM5+DJXA9CQXF9Nz0cWSpwI5/0zZhbLgfJj7mWJrxwcK27HetViXGYFZx+ej6SQFfBn8Zgia27oh0jYa5Y6KutWHKbpIWbcIKZYkq4iL772AmmF5cFhs02DN+NGvGI6rGeXLwOz2mPfiKMZpm2Bhz1g5fPnYpwJGfD0YHZIpXwzECP4WjJzCKux1Z+AL+Y4duGcJzk9Nh0hbjCTZvWaxXzTsNzL7g1EZY+DUVwFfQhcnQ3+bEDO/TcKljLv4OO8t2DWj9mBtLDrsy3x/yzJf8r2q0XZEUxQs/wLP063h1eM3ThIWMfjaUaF8Wcx3xpjOis+Ayhf0v//49wz8ewb+x8/Av/DlPzzlBL4IE8uhu8AQ/NUWmLlgxk+fsbSmDknt4lVsx5QLgyx8cY72wv1911DNB4KPr4S5PiPJXtkpBmZPfw5fOtupIUxpsbhmzQEIAz9CdwkfB7o8op721rd1kdezBmmnIjEjayGaK9mODXndH83s2iLCIQoVdkq2Y3M0sHL1UiTaxUKrTA2funIhHZ8Px/kNC4wflpbAKdVY5SbG3qSXj1sNSxa+WOrD4gATBMh6TZNzk9YintqOkaDR4JshiOvFZL7E/BUEbZ4aosPDoZnIwJemaf3wxxx3+XlO9E8DZ10Nuj4diktnX4Dn/xbFjevAf6sOrYGaWHyUkW+ytmPfiCR/eCsIV+ag1ZHm6Ddo2E/n7NzzQtzrv1nFdowNylaGL2PPTsDWWXsY+HJcCb60iIbhRzUlYCYBP4OLMz+DL+HpECWWwiDMCnvdbsttxz4PE2Ld/jBM2j0frWXKFyJ7Xf5BBl+MY+k5Y4MaRSuNsTRoNtYbMoqqqlFq+OCeT+GLcuGD/O5n8GUh3xHjOgcicGAs+Fc4eDu8DCYCA/BZ+GJVh4gcprMlzjiG2kp87VSDlL8Z+CJ0EiOpvu1YYylintSzHZuVBI0sIYIKgpCetB2VYQUobiIC/w0PehONMCl1uortWG6/Kti3tYckvghNLnTHUG+F5Lr+5DG2Y2UgYd702rFwpZJ0Cl8WZlL5eb9Lk5E1dBdqhnEQ/afitUXZRkOrmOmAa5yhBF/2NgwCZ23H2u6wRYTeDfT0sYFePg9FM4WIXxemYjtWbi9E1KswPHjxGpfbH8e3dtWwfMh0V1mtdYC9azPc7XWe/rtuni6eGX5A2wRzCpEanVTAl08riuGQxKe2Y50OWiD66z8IsW6Hvm3nwN8rBqb/cEGVL68NlWzHhIi7H4aCb9+w23kHPUZ+vxqknohEhGM0arpJEC+zHQucEgD+UUMI9YGggnrwZXgseAS+vArFtFkb4bq/DCWNRTB+y4ONvwsmhDEd+aztWF7XKrQZ0gyFK76g6bG2+GOAAjbWnzNi98YoXxj4stSkMUZ08pPBl+00rLnL0VE4v+AQarykiN+npHxpHA29PGbjTCwZ84ZwYCODL8obBfK8rO2YUawVdje+jS6rrGD8VhO5Y4RYszMMY7YthMdiBr4Q+xGiGFFkvijs/Yj9Ud9RA3GsGQOzKiZq4EMTmfKl3pw9861CyzRdFfiyzLQphndchsA+MeDf5NLQdK0She0Y8f4l8OVrmQB7rVLoMXK71GLNeRa+EOULU8hfMDMCTgd+bTtG4cunEKRFboIovgTFjUXgv+VBOsUCKzcx9yvWduzzkGo4NbaCOKUME3LGwMZKsVn42XX2alwp3shsx1g4oQxfiBXMxnYbIJisjvC1isV/jFkMNKqY+1mjkwaodJcpX7Z/wVKTJhjRiQHmZITPWg3d/SLYbbPFBoMb6DPPlhYzyhYKEZ0UhqGpPvAOYkKLy1wEiH4WjhfPn+B0B1X40nhnU5iYmeHOIBl8WWSEbI23VPlSH5h98iuCw2oTlDvVocMuQyQWZMsDyld1iIbxczWQzTb/iX4D27EHj1/isicDX/L/qEbqwSjanVczUIrYLcycBbtFwfC9Ooq9JIi7qGoHsGJgNDS/SBD9LBQxi1OgQeBLEyEM3mjAyL8pZocxFkVy27Ep1TCSGEHtRA2CChVQsv58PX7wDy52PadiO7a2yUC0bTxUBb6MfDIRx1rvg9oqbSwLZjaANcIyrDfaCNIl/6lnJe0MFfG54BWLcSW5IXwJHB4L/nkOOl90QmDpZbntmCSMg/kLp2B2wmq57VhhOwESr4cj68QpvJr4TMV2rNeEG4VEAAAgAElEQVS1Hsh5kYeP897Q12EQY46b718x8KUe5Hy5rALNU/RR3VoDDjL4sqHpUGrvycKXDyuKqa2iEQtfuoqQeC4U509dwNMxMvgyTor0zf70HvpjgToSVjMgMNI+Cto/1FE5WAMRhxWfT/K7AK9oSLh19H2wtmMlTYQwfqOBJmu9MXQWY+sS6pcJ/Y3ZyFskgvZ7dWj8I/6t8uXkoUy8mZ6NewHf6T2DDDYThYEvP6D7lYcux7oymS+pZpjBwpeH93G+y18gBfMyZ6E880VIlC+hBUht3A/tmzCfJfoeZLZjrW4YIeHdUwyYxhQ6nLfpwL1bR4QmHJPbjhX1rEH8qUhsW78TxSsJfFF8NxL4sj35mNx2zHqLJa6cZTJflO9n5LP0ZpwIblu0qO2Y2fJSCl8OeMyDrXlbmpNEOq0L4lThC8nOiz8QjN3pe2khgoxvi8SYOmU0znc4Ds1oXSxZxnRfr+gcSsOTJSYc+H+pp3wh6xV7KQIOByJ8eDLsb0jl97Ne5ybAvStjcRI1by+0dn9BaRgH4ot1NPMl7je2Y2HhO6GX+FXFdozACT0dSwV84amjSZgLvix8B4t9zTFlOLMGzTiUgbfTVeGL3gsuiojyZckP7G8/D3YWbeVzFtQ2CjpfuXA6zsGe5/ly27HmWbawttdHetRthe3YyFpE7YlA4qq14KRVNbQdW7oGvM3MZ8zlhCX+XsfYjinPGfkslXSqg8MRHWo7hql5uCYW4XzPGNz8ADxuv4U+nru9FML5BgrbMZntVGpYOuqSGFhfHMJDr1bu+Gf0XTjsssWY0ZNBLIjXuqfBIE8MjhMPftmq8IUA0EpvDpL2K5Qv7BpkwYcl0LVgLJhCx6RD/1QppBt0UbShHFIDMRL//rXyJTUoHeobKlVsx+rDF1FTLsr6msB0XSGMTnTBbFnBml2/5naphP5nDVS58WB9mkMLfS+mlOBczyjoajMqPzKI7RiFL+kVuPxAILcd++NVJ+QWv8OJ0A9y27GaWWKErg1G2Jwk8LIECtsxe7IOC4Hf+ERYnGRgUbNrNrjq+xb811q065mFLwTkiSw5sL6oBdEsYjv2Wg5f9p15iPxRjN2tzsFKVI/Tk79O+OlgRaQPlDNf+Ft1ISnkozTwC7wuu8OzYz8GvrQ5B80yNah1NMCyy6rwhazHK2dwaPMFazvGrvVV4EvfVOjdqIX7RUtcnZ4LEbEdO/5r5UvotCToH66jTTZk8CVinGThy6GlMJ5uDo0umihrwgVvbxX6PZ4KdwdmbRfntwbqG6upEs/mui6q+wD8o8xerdEIVfjyPK8Cma3XQuAsBSeqAK+u8tAuzYzaD83OHo2rbzJU4UuoGuYGrETgKCX48kO9ge2YwECClpnauDejnOblVFkq2Y55V0G9jrEdc0rohqNO2yl8OTJ4Ky6cvIAn4x9S+KKRJoR0NtOgWW1Whx5ZsswXJfjS/JwjHp8phebaUvR/OQQtHdywZ/NBfFv6gT6u++nuVNnIjnfv3+OE2yFIV2pjZbgvIu2iwa0D6rQAjWoOVhUo1ivEdkykK0S/vb1xu+s1aATpwSdINfOHfd4KQR2ivBOgVifCjWgGvrBwgvzM2o6Z+DTHq9vPIRVKkHRLoXxZ2jsW1rc4FGi67uKDhS/E3nGeV1MMVIIvx46cxvupT1E7Vhf3Rz6FHWs71qkWyX9HNIAvbS60QR/vAQh2ZWzH2P203HZMtsco7iAGZ2khjMdbghTlbW8o4Mu7OSWwO2hI71mef7dBQFEGBvJ0ENg3FTEL10BjRzWFL9R2bIMCvswpmAJDfQV8Id+xAY/nI2zYNqgVC5Fwn7kGElLjwJWd+g7JfdBtvgLCpyduRmV4MZqe7QhDiQbuDbour4FIPLnw/0vVdqyoWQ06+HfFx4n3oZ1sg0Xzpyiu+3o/1bcdU84+neyzgq4JBuzsjwOxp1BjCaScU1K+dIiC0XN1+ZwVDpfA7P9h763jotr2///XwAzdXWIcRUBEsBsTj93Y3dhBd3eJHUexuzuOec7RE7ZgByKiwgBKTv7uWnv2nhlAz/097uPx+f7j+ufCkTsMe83ee+31fD9f76Ma9DrrZSNAiLfSMNucuQNlwe9h7W+JzR3+4mLH3nrXYs2xSMw6OR/O45SxY8OeDUVLFr40VsaOvZqqj/UbloC16z/3B6qGv0fjRfYNrPNL0ThVfd9qkp4F5veOQ6hPIoxPyek8m1kYwUixb8XGjr0qrsIuz3QaKfi5dQ2G7lqKs1PXQaQrQaoidmyJfxwarWEA37gzE+HYS/n+I5emQ39zLcj8Xzh6i65xS1uKYPpUC3rDdbFwL7P2LvnExI6RYsZ2Y5zxYVk+epxvi849BnxzzsjaicCXB3OZomG2mPGb/4cf//DjCPw4Av+nR+AHfPkfDzeFL0lfoL/QGBbp1pgxv2H4Ul4tQXJ70vOlFreDmJ4vPrqmWNwnkX7NwpefErrhzxwGvoQfC6DN5snw6xILq/ua3E2sdIQMpsc0cGlNAXo48NUqdbLS90IU+gZ6i82wr6eK+dK3GpknozHz+EK4qMSODX86EE6NPBj44ijmqm9qFPAlpVECtMs1KHzhTSyE43ybepvCb5aXwjHLhFZoD37QAfOeHuQalK+ckAqb42KakaprbQQrxU2MRJiQzaIvNRKkOyfS2DFS4Rd6MwzxfRJo7FjCr6HQ5muowRfX7IEYPMuDm7kk/0xorKlGn0cjcfFsLjT9nkLoJIHZMz50hupg8X6merfiSy3W26TjQ7cKNBnaBrWBL9HmUCt4DyKdQ+uP848/4/aAjfjsUY17C5j8crZXw5eKQixfkkXNlwnnJ2PTjBwUu2tg3RGV2LFWsTB+rZwz4Sgpra46vest1nqMRKtmypsn2/PFKNwOu1r/zsGXdyNEWE3gi4r5QuKQVr1SgS/EfFFUTBH4sixgNtaaMz1fqih8eY9WwfXnLHelEK5pZmrmy2LzZvDpHIDgQXEwpeZLOSxExjBlUnRQYSehDdfJ4Hq+dKlC+mWm54uoiRQpJ9V7vpQ6yRF/Tx2+RM5KheB0DUKKQrExfRu+hBZxc2Y0zQwTU6Yp4MsnHO20FQUDK9G4tSOkySVoec4Lw3p2/eaZSxp8vhz+BXkTGPgSaONOq6JUzZeBV6fh+JBtqB4JxG5UfZiIpYspspHf/IgRzRc3vg4KzOo2rYtdkA7tnFp4bmuEKIMbSvgyoxaJayMxUsV8YXtR3Ml7hsvtDtPsX3bO7Nc2hkPLlrit0vPlgckbeCZZ0tg3AoHY8W5VKRqlmqKqkRid9xLz5S5nHAR0jYPFPQ28mCmEKYkd43q+NARfqpBxlDFfqrykSNrBLPCDpwXC9KAxao2A0CJ1+EKq2TXzJIh5Eo4Zs9fBlcAXJzFMnwnQKLgFxocyFfmfi75ie7M1eO9VCY8hDHxxOdoWQwZ8e7EYZ62ALwrzhYUTn0ufI2TRFmq+9Do2Dmfm7EF1d3X4wkYKsfClcCgPdgS+7H+DiQbmWNA7njt+KQHZQHYFTOJssMPpFme+vPcRIXN7BMZt9kX7pUx1JKkkDM9nPutkA0F1zgh8GTB2EA61VMCXCVp4rej5UnfOHi2vhFuGPjVp+pxvhsA317DKsiWGd1TClw9jq6Et1K5nvpAM/Bz7NHpdfdejBqsbgi+zo9B0jxakfDkCv6ifZ2GTk8C/IVLAl40QJwo5+MKbboNV62bQv+/R7fc423sH8odVoulPdpBmlGP6m3GwtGrW4Hkml8qRapiIvPGleD6aqWSOduiE3m1m4ln+VWQvuEjNl7l5vljvsRY1UzQQuVrFfLGKg6BCg25OUfOF9Hy5A5zb+o47NuwvjpyRCv39Yjj+4oA1hkr48mWhCDEpEWrmS3lzEWIfRCDv8QOc6nBabc4IfLGwsMIfQ27Ql65daIxc7efwTK8POd/5laJRiinKm0rQSQFf2AblbM+X53NKYXavPnz5614erirgy/vhlcjcG4tYYr4MliFe0fOFhS+l3eWIv6A+Z/4D4yAokCDuYQQHX8pbimD8VAvmwS6YGcps1P56IBf/TD+OD9MqYSw1gYCYL5+/net89++7uETgy7wSkBxrMta0HIo2zYfgVt5+HJrziJov4x9Pwb5WO8EP1sVyBXxhASSJSiH3cRo7ZsoDXyjFtQbgC2u+dL3QDIHlv2LIhMbQkPDAwhdV8+VTu1qk3IjE6WNnkTvxntqcUfjyqABvfJ/T92sUa4XfXivgSx3ImbeyAi5pBmrwZb3LSGqYkqaxhu/4eOMnhMlxI5g8U5gvCvhy4eQF3B/HwJdH4+XYsCEAa0ySIVzAR0LafwNfYiDTkCH5RgRCJibA5BhQ2lIM06cCuKz3wpBpzP0qYtVxGKzLRcFiEfRfajHmy4Nv93xh4cvtgE/4qOj5stNzBprYdebMF/2P2uhxoAf9XFtkWmLGXMZ8ybt3F6e6nsPXRmKUNauFTqk2tCpIdr8Yf4R9BAve2POMgy83TJH04j4GzmDgy09b9dHWqyPCVcyXkr7VSDz5DfginI+taQdRHcc8+NtttsXVc0+o+UJ6yLVQFBOQz9ILHzFct2pDSHu+lONY7Vfs77AQdlbuHHz5nFQK/TQjznxh4UvO+l20+SwZHxaRni9jcaHzUa7nC/nvq7qFUVAos9JAwBv1ys/Q1rEQOcoQdDAI4SMU8EVxP/O+OBltujH3gdh5u6G9Mx+lETzILkr+tedLZNR26Cd9oBXZZc2Z2DF2A37XbzF47cODTFsTTiHNUbD4BWx2OWPKKKbv4IlDJ/B06mN8cq8GeICGkQAGj3gobl2NO4uLuWPDzhkxX/SKNNDsiAZ2PHrPwRe3U41g3chA3XwZU4PoHVFICc4GMon5wgAzMg+kCCZheRb4CvjidNwBl1Y/obFjqvcz8lkSdhahsaLnCwtfLvRNxM1XUg6+8LeVo3a+EWe+sD1fMsLXQZLK3C+E4Xz0dWuHuz634bjNAePGTQHpjZnhmQnjAgk0mmth5QN1yKkGX7rGwOwen1s3LspfBl0Lxhxg4QvW6aMk+wvkxlIkfQe+pAWvp30YSEU2ue+TwcKXhAtB4I8wgthFA+V9TWGxpgRmx3tgVn/GFtiY9gu+hH1EQY9KGL4ToKqVFqzPyWmkFVmTkGNDLHV2RJCeL1qA2boK/PpnNRc7NjyvC96VPlczX6rnSBCeFYbIuanQPFmDGtZ8aUQM5DD4jU+G1QkGvrjdsMflpc9h9kwHhR0bhi+iWSR27BleyuW4OGQz9p69g4LRTNGP/oEKVPoo4QvPTx+ropaowReLrYaQfDRBWfA7dL/SDl06eePdxzvY7nkGOmWa4HcxxvLLvtzfSr6g5stUpucbV3SgKLRShS+R3pnQv1mN9pdscH36O8BdiohDUWqvpfpN+IxUGO4X4+SeN5ALAAuZFEfrmC9aXtr48pMG+HsqMfDuDHg0ZuJJkwNWg5ddSQFZoxsGqOrHg+khZj3iNEpMN8zZ8biwAsfds1D7kxwa0Z+Qd5WPdlmWqDWSYl7eOFx5ekQdvkRoYl6ACnypUJgvbM+XQbEwv6pJ//+tT+jhz1lfoVkDVNlIuWcCYlEJxJqwuq2D5ol9caDZJvp29g7ZgovHL+DehH9oBKhOhgSyuUxR4rfgi+vZJrh7ugzaa8ow6MlQtHJ0w84Ne1G0goFWdeHLq5dvcbj1HsBfD36RSyl84UkAqQ4gqOEh5IPK85IjA1+8d/THLa9r0ArWx9Jv9HypqJUgukcSNEUi3Iwror+bhRPka9Z8sVzhitwbDyEX/wt8GQHYHgOuJ37Agrrw5cBpvJr+ANXj9PHPqAew32qJpheMlIWC5xZBf7ItZ760vdQWfbsO+DZ8aR4Lg0JNCDtKwFtezMAX7y9wuGHAmS8v55Sh0T4jar50ueyBIOExDNHSQ0D/DMQtzoLW1iraNN2sg5Vaz5d5H6fByNCOM19IoV7Q3YUIH7kJ/GIxEv9WwJfMeGgEM/ZFp0xv9JzbjvuMrkvaiMooIVzPd4ahVAu3B13nrovyHnz4n1ea5Ikm8ShxrUFnPy+8mvQndFPtsMj3X3q+2Ijwlx+T2MLCCfI1a76M2DMK2yMP1IcvnaJh8lDA7VsVj5TBQgFf+tpq0WPDDha+2AVaY0O728qeL97/sSGPRWLO0QVwUsSOEct/xNPhaGnfijFfmoq4c+f1VAOs27AY8eZxTOxYPwV8IeZLnTVj/qpSOCrgy5C8jpj76AAm61tiXq9YhIxLhMlJBXwxN4bRPibekYUvr4ursMMznZov5H49YtcynJ68DiK9b8CXsxPh6KWEL9FL06GztRbzi6bh/JE/FPCFWTPqjdLDwl1L6e8rL67CJscsFPasgpePM54vykf/S23h0fV78CUWJA6ehS9sMeM3L6Y//uHHEfhxBP5Pj8AP+PI/Hm7SKFqaXAFdXyNYZNpgxlxmM6vu+FojQWL7RNSaEPjC3MRYvZHe0FasgscGczileuGPrb9S+BJ1PBCmeswmgV+XOFjd16ANHFttN4VwuBRmxzVpdqaXnQDBKhUErPliuNwCu7v+zZkvhf2qkXGivvky4tnPaOHgSavgK+xFsLrLPMAQ+BKWuZLm1VPzxUsBX+bZqD1Ek599u6IMjdOZZpeDH7fHvNxD3E1aFb7o2RjBco+6+UIqYtIIfCHmi1sNQm+EIb5/Imp5MqRfYypf4mKjoBXPVHe33jgYP09x5w5xckAWeNlVGPhkNE6ffAANv+cocZbA/AkfusN1sGgvA18486VHJZoMc0eN30t4HHFD/5+HNjhnF3OL8Yf3BnzyqML9BcxGAmuGqJovky5PxYap21DSWgNrVeBLiFssTF5p4tFMIc2o5+DL7nys8xgF16b9ud+bGbkB4uRSmETZY4frb0r4MkqE1bvUzZcaUylWvWTgC7FPSlxruUodCTVf5iLbOIm+duUYDbwmPV+CrevNWe6qErimmtOIKe/rTOzYMovmGN3JD0GD42F2hYdno8pgWaMSO9aA+VLYtQoZl2IQ3CYG4sYypJxgFov+bOyYsxzxd+qbL/zTtQj7EIoN6dvxNfQDN2fGM80xIXEqA18efcbRjlvwbnAFmrRuDGliCVwu9cGQrsqeP3Unj2yUk/f9ZAJTYRlk406rolTNl6G/zcDhAVtRPYqH2A0qGr2iuplUwDkdMcbXrjwY3ZDTPj1sJBv7+zjzJccBUXqq5kstErMjMXLNInT1Z2LH2F4Ud588w6W2h1HUrho2CmBGzJdmHi74rScT0syYLwr4MrKcWh/sKPArhUOKKaocxei8RwFfHDqib5tZnPny38CX9z9XIfNIDCKbxqCmJ5CYw0CGoJmBMNtnjBpTIOx9XfgSB80nUsTkhWPmnHVw2V0OYUsxzJ4K0DjcCT6BTG49Z770roTHIAV8Od4WQ/p/B75YxdLNC3KukLHSoiVGdFqhZr70PT0BJ2fsQnV3IHGXssKf9EAxfKeEnIXDeLA7wcSOTdG3xtxe0dzxY80XswRbbG+uNF/ejxch8xd184U8zBJjhAzymfrkWc1dG41irTFo6hDsc2QaDKuaLwRYqs4ZC1+qLaToe4aJHfOzcsWwDks58+WDTxW0hfXNFwJfdirMl3deNVh9Normppe1VJovC+ZGodkuLUi15WrNUMn7Cp2cCMFvYkS8VjFfFGBaY7YtVq5msp4f/VmIs71ykD+iEk2b2VHzZdaHCTAzZjLSGxrkmKiaL7GOXeHVehqNHcv2vUgrb0kUzBq31aidqonILCV8IaaTVoUmHk0X0mNFzBf9O3Jc2PKOOzbs7ySgVn+vGI1zHJGtdx39FzhQA+HrEhGiEyMwLHMJNZjIKGtRi7j7kUr44kmsQKYylMAXGzsb3PC+Rr8XLzHBIz6BL5Y0XpEAPnawkFPVfGEblLPwhVQ6mt5twHy5/wRXuhylL1U4ogoZe75jvvSUI+FcHfgyOBaCd1LEPVCBL84iGD/RgkWYK2YEkZJz4MqhPPw99Rg+zKiEidgU/GM1CP70bfhy75+7uNjjHO7NL0F+Xwa+sGaIauzYpGdTsdtpB/jBelgeyjwAsucAefDM76UwX8w1GPiS+m3zpevlZggU/sqZL7xoTcydPxlzklPRPtWSvu7nDrVIvhaJU8fOIG/ifbXzrN+N3njxuGHzRXUjn7xOnl8FXFIMUKkSO7bRdQy9z7LXiDf+QpgQ86UOfFE1Xx5NBDauD6D30JKFfCSmMBsXpDhF7zMflcO0EbmPsWnZQc0XvhTJ15Q9X0qdxTB9IoDb5t4YOInJZ4/yPwm9NY/wfpkYus/4ENyXIOB+APT1mA20uoODL4Gf8FFhvuxqOwuNbTsq4EsxdD9rwWt/D2q+WK62xPTZDHx59ugBjnc8DQL+SUNanTJF7JihGH+EfuTmnvsbvmG+NN9mAI8eHdTNl37VSDyhhC+fPGtgpTjPiPmyPeswKiKZghW7LbaM+dIQfBknhusWbZT0lsByOWO+HOi0BLYWrTj4UpxUBr00w3rwRc18WSLFtCljcb7DEejEGWLx8kX0d6/qEU43ZWQ2Ggh4pQ5faLFIYxlCD4YgdHgqNV+ELUUwe6oFUpzh1pHZqI1ZsBs6OfkQRvEgP//v5ktUdA70EgvppiCJeyPjQr8E6GqbUfPl9Tg5ZDoCOIcw5ov93laYOJwpADp1+CTypjyitjVZJWsY8qGfq0Hhy91FxdyxYeeMmi9FGmh6WN18cT/XBJa2ulgX+wdaHmSua198ahCzPQopIdlARgXYOWN7viSszAJ/PWO+tDxljwuZT6iBoXo/I/CltIsYjgf0UDoC4E1lzJeL/VPx+8ta/NOOMV8IfKmZb/hd86UsQoA+Hu1wZ+Qtznyh8KVtJozfSaDRUgsr79aHL5U9eEjerTRfhM5imD0RYPH7ZdAxZZ5dInw2wOBUKXgbDfA5qxww+j58qWu+aMnluDyE2fDm4IubJr72MYPZ6s+wOumFaX0ZoLo5czvKgj/gnVcFjPK1UOUqgC0xX4aXU4OaHBsdLWWcFzVftAHTtermy4in3ZFf8kTNfKmZJ0VYRigi56VA80QtLeAwea2Fr6z5MjkZ1kcY+OL+mz0uLn5OTd4PHarUzRdbHuwu6EA0R4B33s/wSibHhaGbse/8Xbwbyaw7DQ5WomIsYw4xJ09988VyuxEkn4xR6v8O3a+1Q5cODHzZ1u40dIV88LuZYPnFBcrXUKydvs4GolerwhemOE7dfMmEwc1qtLtqi9+mvIWgjQSBB2LUXkv1m/CZqTDcJ+bMF0uZBEeGMuuxkP3LYTLDCtp9dFDWlAfBnkoMuTcDrRsp4EtgNnirKyh8cbhpgKq+CvNleimcRojUnqdzCytwjMCX5nLwopTmS42xFPNzGfhyK6CCNgcnwzhKE3P9FPDlkRSCKh5drwhZ+DI0FuaXNekmbuvjCvhSy6PmC+lxQQaxqAQipudLi+T+2NdkA0j9/B5V88VARuGLdA7zXPxN+HKhGe6dFkIrqwxDno2Ai4OLmvnS+1xvtO+p7B/y6vVrHG61DxpB+lgZtoSBLzI5pFo8CP4TPxbyXgW+NE6AyECEgTu88XuPq9AJNcTiYObaW3dUiaSI6J4IvlhpvqjClynhK+CeaglrPzc8una/vvnSPwF2v4HbAykaDtiQ2LGkD/Dt2hIDGzJfJhrgrxH3OfOFTWmgsWNT7WgkHBkdrrRHr079KXypNZFy9zLWfAl3ioFhAR8lnSTQIPBlvA3eDPhKrSk2uuzFXAa+qJovQ7X04d8/nYMvHztWw7yDFfhrmfUXGfXMl8YiBN9bjNCRGyD4LEaiwnxJzo4HL4CBL93WDETXmcoC1PUpm1ARUQKPX7tAu5qP24NvoKSlGOZPBZB7acL/LBOdSkaiSQKK3arQ1c8LLyf8Bf00B/gumPLN84yaL7Yi/LVKAV/0LTC/Vxz9edZ8GXlgDLaF7kOVDZChYr4Ed4qG6UMBXee7bTdD8Ug5LI7yqPnS304Hfv2Y3rRkbMncidLgAtiFWGODhwp8GVCD7KNRmH1qHlr6KJ9Hhr8YBie7VqBRlI1rYa1Ikngz1QBrCXxRFHh97s9D1fACar7UXefn+5XCMUXdfJlmYI3ZXtFK+OL9BebmpjDcy1xnWfjypqQKOzwY8+VTm2qM2b0cx6ashVhbBb4ExaFRFvMZm3hpCuy7KnstRy9Lh+6mOuaLYs2oP0YPvjuYtfeX0hpstM/A+16VGDrZFXdmv0X/y23h0eW/N1/qpgl8c7J//MOPI/DjCPyfHIEf8OV/PMwMfKmErq8hzNKtMesb5suXagmS2ieixrQWfyrgi6q+ycIXl8zeuLnhEqrMgZgTATDWVZgvXeNgdU8Dj2YI4bbNDKVjZLRSh8CXPvbqFQRZ6XsgCn0Lw2UW2N3tbxrvYXdLH+/7VSOTwJcTvnAZz1T1kVzpkU8Y+EI3Yu0A87sM8OHgi10cdMo0KHzBxEI0JvClzmbV2xWlaETMFykPA++3w4Jnh7kKAha+5PetgJ61ESz2MBUErPlCKmJSWyrMF7cahFwPQ7x3AkSQI+VaGDR5PMTERkAnntlEa7NpMLwnq8IXJnZs8NPROHn6ETRWPEWJiwTmeXzojdbFwp2MvsmaL4U9K9BssDtqAl5913y5mPsZf3hvVIMvrBlC4cuy1XDea4JJV6dhw8Rf6pkvwa1jYPqSr5yzsTKYHtTAqT1vscFzLFwa9+U+fSx8MY62w04XpflSMEqErF0RmJQzHx4LmKqJajMJ/F4sYuCLWTxKnaWwvMfMmdjfBCtD5yHLOBE8OQ+VYzXxhpgvQfXnLM9PCJcUMzX4wt6k2Z4vFL6Qni+n2Z4vDZgvXauQfikGIW1iUesoQWod80XoLEdCXfgyKwWCM7UIpfBlG76GFnFzZjrHEuPiJlP48vzhR+QPmvIAACAASURBVBzr9Avyh1SgsWtj2vPF5WJvDOmmfFioewoT84X2fFHAl1BbDwxou0ANvoy8PRv7+25C1UggTtV8aRwL3c/MRn6LQ8b42oMHo2vA2R35YJuks78vZkE6dHJq0TbHEZF61znzRThLhAQaO7YIXQMY+FLeVITYxxG49/wFLrY5iE8eElgp5sxuTWM0cXPG772UsWMPTF6jbaIVhUgkroUd7/1LYZ9M4IsInfcwsWOsccDGjr2YpTBfflP0fGmlMF8+fMCOn7bTlyocWI2Mw9H0nCcmSdJOBnIGzgyA+T6TBuFL0Mg48OvCFxcxzPIEaBrljDF+TPXup8KvyGm+BgV9K+ExwJn2fHE92haDv2O+xBLzpbsSvvhZumBYx2Vq8MX73CQcm7qjHnwhDwdG+Uq1vXAED3bHGPjCLqTZ48f2fDFNsEFOc6X5UjhOhIxtEfDZ4osOS5hrY6W1BJGvlfClxFPCXRuNYi3x8/hBONCcMV++TNLCm5b5cA+3qTdnj5ZXwS1DD9XmUvQ9y8CXAGs32iCUjR374EPMFx2YXWLOMzZ2jDQgzrFLp+ZLfs8aZJ+LotEd5U48ZCtixxbMi0KznVq0MjFQqA7MwqYkQfNGLSLfhHOxY+xDmeZcO6zIZCreHt56j3N9duDtyEo0bWJHe75MfjMOtt8wXyQSGTKMktTMF9YMUYUvvq+WINslC9VTeIharXxvsTaxtI8YhS/HjGnPF4M7cpzf8g6B1m4YrNI8NXJGCvT3S9A0xxFZBL4oYse+LBIhJlndfClzqkXcvUg8yXuAk+1Oo8hDCpt7zHlA4YutNW4MYBoM1y4i5ssLeKbVhy/v/Uphn2KqFjuW2MQL3VpN5Hq+EPhidtcIZn+xPV/ESPwjHH/fz8OVLoqeL8OrkLmX9HyJRdVgORLqmC9CLzkSztaBL4NiIShQwJcl6dDaUosyVxFMcrVgHeWGqX5MscClfY9xd+YJFM6sgHGtKQTHaxDy6duxY6z5cm9+Mci9mAzWDFGFL1NfTceOZtvBD9HD8pAG4EvvCljf04PIjAfS8+VayvfgS1MECq9w5gsiNTDPdwpmJ6WgQxoTxfOpYw1Srkbh1PGzyJtwD8WeIljcZTaU+lzrg1dP3uHNPIX5Eq+IHdtiVm8N8mRVBZxT1eHLplbj4dKktxp8MT5uBNOn6uaLas+X3AlyrNsQgGzTZJTO5yOhTuxY5QhtRO5pAL5oSpB8PRIhkxJgchQodRHDNE+ANtu94e3DVKlG+52E7tpHKFgmhv5TAYUv3zdfTuHZjIe4HfiRGkFk7Gk/D42s23LwRadEC157mJ4v5pkWmDl3Dv2557n3caz9GSV8IT1fqoBafTFuhX7k5p69NhLzxexPTbS5YYak50rzxWm7Idy7t0d44iGa705Gcf9qJB2Pxi/rtqFkVRFKPMQwv8esVWnsWMZBVEUzIN2Wwpc8tDxsoraRTyq/X46VMOZLLyksVjA9Xw51WQFrs5YcfClJLoVOmhEtziGDM1/W7cKnVYrYscUyTJ0yBhc6HoFWjAGWrlwMmRzw8wqjG5oyew0EPG8AvjSRI/xQMIKHpcLxhhxCxf1s6M0ZcG7LRBmy5oswCpCfl4JXKkPCP8o4HPb4sf/Lmi/XEgtR/hPT84W1Hzj4oieAk38z2vPFfk8rTBzBwJczR0/j8aQHdDOHmi+GAujn8VDcioEvhzuvhJW5E/crqfnySQNND6nDl9Znm8DKTlfNfPniU42Y7dFIDskGL6MCQg8xzO4JlOaLog8GefEWx+1wafVT2ntEdQ1CqrLLO0nR6KAuyoiAp4Avl7zTcPNFDe4o4ItWzhdUzTMEv4a5n32ZDtpwXbXnS2mEFnq39sS9MSrmS4UI6e2zYJIvgYaLNlb+o36e0R51PYDkXaEI7BZD78fsWn/pxxXQMmQgJgtfsEkfJRlfIDeRIelyw3NGe74ozJcLG96hxlwKHbmMmiFkJFwMBH+4McTumqjwMoFpdgksT/TA9H6M+bIlcxtKg4sU8IXp+WJ9Hng96AuFL6xBw04aMV8IfDEj8EWl58uoZz3wpjgPR8Jfo8klBtZUzRUjIjMckfNToXm8BiIzOYxe8/FVYb6smpQE66PM85Tn73Y4t/glTJ9po6hjFbWWyCCROBIbHmwvaoM1X97K5Dg7VN18MThYhYqxzOY/GTw/PayKWoroeanQ3Smm/81quzFERYYoCyxA1ytt0a3TAAa+tD9No0AFPU2x7Nx8tVMi0Tge1dM0ELU6kKvuJ7HQJJI5sFx57+PMl6s2uDk5HwJPMQL3x9Y9vbjvw2ekwHC/BKf2voWML4eNTIqDCvOFgy/9dFDmyAN/byWG35+BVg4MfEkNXgN55lcaQ+RAY8d4MDugSTf2W45QN1/yPnzF0darUdtCDo1IpflCEggW5k3Gpbz9auaLMSkwWOWPoLFxEDyQ0X4uZIOWhS8BQ2NhcVkTBN64H9fD7VlfaE+VKisJF0WsCl+aJfbFwWabwJcDu4aqxI4ZyKCfJYNoFnMvq7QSo8+JxujpPg2qPV/cLjTHnVOfobW6HEOfjYCzgwt2bNiDjyuYni+9zvZGBy/l89TLV69xxG0feIHEfF2K2CZxFL7IBDwIJBoIeadarJaAWqNaDPrPPe73ntegHWKAJd+IHSPwJbJ7IjRV4MsQLX0E9GdidaeELYd7mhVsgtzx8NLd+uaLdwLsboJ7ni4aI4fNIR6uJRdicVdX+ozHjiMHTuPl9AeomWCAv0fc58yXoi41SLusiB1ThS9X26FXR2+EukVDbMiDxX3mmHLwRWHOCjtLoLGsGCbjbfB6AGO+sPDl5dxSOFD4oolOl9ogpPQ4RmgbYGW/NMQtyoLWL1X4r+HL3SUIG7UB/E8iznxJzo4DL4DZyO+6biC6TVfCl7VJG1AVVYo2lzpDW6SFPwdd566Lst58BJxWN18IzO+ygpgvf0Ev3QEL5/8LfLGpxV9+n5l5UiloY+HLqMNj8UvQXlTbyJF+TnmdDe4SDdP7Am7OikfLYXGYhwub3uFnGz2s7JfKzdnmzJ0oCy6AbbAVNnr+qTRfBtQi+2gkZh+dj5aTmD0QqUCOkY+HMbFjjrGobCTl1oxvphlg7frFIHtzWhUaIPClevh7OC6yq7dmLPArg0OKetHwdAMbzPKKQsi4BJicBDWczMxNYLRX3Xx5U1yNHM80ar58bFONcXuW48iktRDrKOHL4uA4OGYq4MuvU2DfWR2+aG+twYIP03Hh2O94Pfc5t2Y0GGeABduY+D7hp0psbbIaBb0rMXSCC+7OzYf35bZo8134EosPnavwYA5TNMwmLXzzYvrjH34cgR9H4P/0CPyAL//j4SYXeF5aFQTzDGCZZYvpc5hK4rqjUiRBfFt182WyvgXmKSoIWPjimt0bN9ZfQpUpkHg6CHpazAPnqm5xsL6rAl8UG/lEk/e218UqlZvY6tV7URv4BkYrLbGv05/wyLBier70r0bm8WjMOrUQzj7Km8CIFwPQwq4t3YittQVV+cmonauFUGK+KJqQ5yvgi+M8GzwbXU4rGdmRv7IcjmnM96z5wm58rpyQApvjEhp1om9pDAvFTYzt+VItkiKpZQJ9uCYPCuHXwxDXPwG1PLnSfEmIhFYM82DVdvtw9PVx5X53UkAmNLKrMfT5aJw68QjylU9R7CKGRZ4AemP1sDCH2UBizZfCXgr44vcKHkdaof/PDceOXckrxo3+6ubLYrOf4NPFH8LyfPgtX0tjx6bcnI6147dS82XdYeXCNNg9BqYv+Jz5UvpfwBeTGHvscFaaL+9Hi5G5MxyTdvrCY54yDmnV04XQ0zVj4IuLDJZ3mc8JMV+CIufTSn36N4/j441HAVyD6m8K5/mVwCVFYb5ca4EVry5iuYUTRnVaiaDBcTC7osGYL2ITmJ5kDneFvQRRz+v0fOlWhfSLMQj2IJWkUqQeV8SO9YmC5S0tCF3lSPi7vvlC4EtQQQA2Z+3G15APKHaVwCKXD/MFVhgbNUndfBlWAUcXR8iThHC73BsDu3wbvlDzZXQ5noxnYsdCbDzwc7sFeFlwC+mLmZ4vo/+Zi71eG1A9mofY9cr3RuwvvU/MQ5jTIWN8ofBFjrM59RuBx/hmQGd7DdrvboJwrascfCmdK0Z8ZrgafCEVsHEPI/HwxSucc9+vBl8c1jXBT+5uuNb9FH2/0oUGeGD4Gp6Jlng6uoxuWrHjvV8Z7FNMqPnSabcF4oruI7pRZ/R2nwH/bnGwvKuBl7OEMMlTxo6VtBLR6qmPH4uwo6mi54sqfPGSI2k7s2AOmhsAs10mqDYHwt/VMV9GxUPjqYT2Ipk1bx2cd5Zzm1U/xbpi1AqmIp81X971q4AngS9+BWh1vB0G9feud11k/wO5jpIHTtZ8WWXpguEEvpQ8QeiS7dSOGPjrFByasA013Xhq5kuYSwyM3vK5irgPo3iwPcLAl5kGtpjhxXweyWDNF/MUO2xr8jvX8+XDBDHSt4Zj3C++aL+IOc8qbMUIexYAvqY2PZ9K2kpgfoe5NpL4o2EzRmKX/Ub6/dfJArxp8Q6tI+pfGx+vqEKrdD0Q86X36cYIzr+JACs3DOmwGIHecTC/qQEGvmjD7BKzUGfhy6evIuRYM9Vh+V61yD4bSZuCljnzkH2E2Whf4BuJZtu1IdGVI6hE/TwLnZII/k0RIl+HIzNmA8QJpSh2FsPiiQACXwcsS2Ueuljz5e2YSjRtZANZxlfM/DAR5sZKTV518mRyKdL0k5E3sYw+0JAR79gdPVpPQe6by1i36DKtvF34dimynDIgms5HRIZy8zPWNpZmxBP4QnoaVXoC+nfluLCpAEHWrTGovbJ6kjVfWuxpijTBFc58qVgiRlRiOIZnLEb3EGZTpdSlFvH/EPjyECfbncKnNjJqjJLRYocz7Oytca0vY76IlpjgscJ8+RbkLP9Jgg5bDZH6OQ9JTbzQtQ58UTVfij1ESPo9An/dz8NVBXwpHFWNjF3RtOdLzVA54jYoer4omqsKe8mQcEbdVvEn5st7KeLuRSB2cQbIA1qZay1McrVhH+uOiSsG0/fPmS9zqmBcY0zNl5CP3+v58g8u9rygZr6w8OX3x3twZF4ejR2b/HIqdv20Q63nC/l95BwgG0bviPlyXx8iM0BQKqObH9cHrweP1uYyg+350vUyA1+GjWUqFon5MmvuBMxLy0CHFMZ8+di5Bqm/KuFLSVsxzO8wG/nEfHn9rBAvZz2l35sm2eD6s1za86XuGuSJXyWcU/Rp7FiTlApsKS/E5tbj4eyohC9v/YUwUoUvXmIknw3H+ZPn8WDcHfo7cicBG9YHYLVREkp8+UhUwBfOfBmphcjddXq+dI+BVFOKlGuRCJ2cAOMjgLCVCGaPtdBu18/oM4rp0xETcAo62Q9RsFIMvTw+tO5L4X//e7FjJ/FsxiNqS39sy1gJu9vOg6NtW5z6Kxu3pguhXaaFXju749aQm7BcY4XpM2fRn3vxNBdHPY+jvLGImpfUfCHwRY+BLxtcR6NVU+U1ObB3LMxva6L1DWMkv3zI9XxxyjGEW5e2iEw5yvV8KR5QjaSjSvgibCOBmWLDipovq4+gIoLZrGm01R6Xzz6mvUdUzzNSQfp6rATOW7Qh7C2FBTVfvuJwlxWwIvBFcY0QppRDO1Uf+h+Za2/xcAmS9oYhRwW+fFomx9RJo3Gug3rPlxW9wmD7px5kjpoIeKKs/iWvw/SokyHyUAgCCXy5roQvw/+YBac2DByM9d0N7e35KI3jQXZGwsCXv78NX6JicqCXoG6+XOyXAh1tI+TciMbbCTxIDQRw9m+GgkUv0WifC8YPY6IEz544g0fj7+OTRzWI+qJhzIdeLhM7ds+3BEe7+sHCtDl3nhHzRZfAlwPArscfuNixNueawMxKGxsSbivNl4k1iNkSpYQvijkjvSdCi0K4PhjkxZ1P2uN8FmO+PBtTpuwbQz5LnaVw2K+LslGAfFIBbsgk+HVAJn57UYm/2jLAQmfHV1TM0W/AfFkHSQoTO/YlShs93dxxb/RfaLzdHj4+U1FaJUFK+wyYvpFAs5U2VvxVB740iUVVTyBpRyiCusfA7A4fJa5imOcKsOzzKgj0mesGB1+2GKI4vQwg8OXSt+FLevB6CEjs2IYC2ldFVyajZggZCRcCwR9hDJGHJqp6mcAkswTWZ7wwtRdjvmzNzoEwoJAzX6rdBLA5yaOmed7kUlz5eTVdQ7CDmC/QAczWVODK3zVcz5eRT3vgdXEujke84Xq+1PhKEJYaxsGXWnM57RXGmi9+U5NhdYipyO50yw4nfF/A5KU27S2hBl9sebC9oA3xHC28836KN3I5zg7ZjAPn/8HbkUzPF9MjNSgdxRS4kcHz18eqSPXYMZscY1R/MER5YAFnvrwt+hvbO52lVqBWb1MsPa2ELxJpLTIM01E5l4fITBX44iSBcb4mAoUq8GVAJvRvVKPzn/a4Ovo1BJ4SBO77tvkSMSsVBnuV5ouNXEp7otBz+8BymEy3gra3DsoaAfy9VRj1YCac7RhDNi1kLWQZX2iRlsN1A1R782C6X4OuR1xGSBHozQABMp4WVeCwWxZETnLwIj4iT9HzhSQQ+D6aiEtPDuB2YCVnvpjEaGDOygAE+SjgS6UCvrQWI+F2OAKHxcL8EmO+uB83wO3ZZdBg4Yuq+SLm054vxHzZ02QDyCdop4r5Qow1wwygdjbz7FdlLUGfk43Rw20qAkcnwPws8/49LrfAn8c/Ufgy7BnZsG6FHRv34uNyJnas98XeaK9SzPb61WscIvAlWBerQpchyjEWPDkg4wN8OQ+hb9TNl1pjAl8G4PfuV6ETZojFQQ2bL9ViKcK7EfNFhJuxTOwYa4aQr1nzxS7MHffP34NcIkXKTeU5u2xAAuxvgHue5uBLSiEWd1GHL8cOncXzqfcgmmyI28PuKc2XrjVIvxSFoHO+MJxqT6Nv6blzox16tvOmcFBqwIPZfeaYfvHhIWZ7IMKdY2CYz5gv/OXFMB5vg1cDv6DRNSV8eTW3DPas+XLFA4HFxzBS2wgr+qUoY8c6VsGCmi/Kni+zPkyCmbEjByaJpRp6dzlCR64BX8V8Sd2QALnicui1ZRg6TmzFfUbXpWxEZYQQ7a90Bb+Wj1s/K+EL+grgd1LZO4uYL5/aVKHbsp54NelvGKTbY8H8f+n5omK+TDe0xqye0SDn9owVoXRNMPLoKGwLPIBqOyD9tLLnS3DXaJjeE3BzVjxaBovDGnSdP9hWH8v6Mr1pyWDNF/swW6x3/4ODL+8G1mD14SjMOjUfzj4K+KItx+hHw9DC3o2aWZWNZbBQrBnfTNPH2vVLQKKstb5q4rM3UDO8EI0W2tUrjGsIvswyssP0HhFK82XAV1iYm8BgD3OdJWtgktiRL6zG9jbEfNHAR88aTNq7AgcmroZYR4bUS0z6x+KwODimMZ+xydenwbY985xCRsyKdOhsqMXsosm4fPxPvJ73jFszGk4wwPytDHxhzRdSzDhsvAvuzMmH96/t0Kbzt5+nac+XLpV4MJuBLystnTGiI5MA82P8OAI/jsD/+yPwA778j3NANg0102qgOU/vu/CFLDxiPBNozxfSPJWMKfpWmNuLWVxOWrESHhss0HpdP1zNPo8qcx6STwdBR8BcuFd1j4P1HQ1lhNUYKW0QSODLz/Z69AbPjtVZe1Ab9LYefCn0rkHGsSjMPumLluOYDUYyRr8YiGZ2HvXMFxa+kExNXaEm8ntpQD6BMV/qbgq/W1GGRnVix2YY2mJmz0hwsWN9v0Lf2gQWipsYa77UiGVIdIqn8OWTew0irtWHL/GJkRBEMw8wHXeNgteoltz7Tw7MBG91NUa9GIMjJx4CK56i2FUMi1wB9Mfrw/cXpvmquEqMTItUvO9dgeaD3FFN4MvhVug/sGH4cu1pCa71XY9PnlW0STEZS81/wpjO/ij98g6rlq2h8GXaHzORPXYzhCR2TBW+tImF6XOV2LExMpgd0qCbwptbjYNzkz7c35AVtRGiJCHM4h2wvcVNLnasYIwIWTsiMHHnAnjOYzLYiV7u/2wxdLVNaFO50pYyNfMlOHKBEr74aOKN53sKX56OLeMexMnrPPETwpk1XxTwhb1Js+bLi1HlMBcZwfQUU8H41V6M6OfMgphEnvFrNfChezXSL0R/G760kiPhrwZix87WIKQgmC66ykM+4HMrMSwfC2C+0BpjIyaqw5fhFWji4ghpohDuV/pgQKfvx46Rz+fT8cymcJitJ7zbzser97eQtvA4mlwwwrj787Gz27r68KVpDPQ+8ulDmNNBhflyHRS+1FV3OfiypwnCBUr4UjZXgrjMMLXYsbLmIhoj9OjFS5x1P6AGX0jPF6e2rXGliwK++OrjgSETO1Z3zgr9ymBH4YsInXZbUvgS59gNPVtPhX+3WArhXs8SwqgB+PLpcxFyGjPw5f2gKmQeikFUU9LzRaaEL/MCYLbTBNUWQHh+Q/CFNIKPwOy569ByVzm38dEiqRVGLGbOo+KiCmxrlo133hXw7M/AF7fj7TDw3+BLzwpaIUWGv1UrDO2wBJ+ETxG6+BcaCTX02jTs89laH764xsDojRK+FI3iwUYBX+YYO2Bqd+XDQGpANuTZFbBMs8dWx984+FI4UYSMLREYt9UX7Rd/A77UMV+GzxyNnXYbmPNCBb48GVcG5/1KYJa7vAquCvOl9xkGvgTbtMHAdr4cfCnyqYGWUKsefCENiLez8KVXLbLPRCKsFYkdA7KPMH/X/IVR+GmbFsT6cgR/bgC+/CZG5KswZEVvhChRiGJnCSye8KG9qBGWJE+mr8HBF58qNLW3pvCFfSjkLlIqXyjhSymtZqfXgyY90b3VJOS9uYy1CviyuGA5Mn5KQ+00Tbr5wg7SA0W7jNnsqAtfWFjK/mzEzBQY7JOg+Z6mSCfwRWG+VCyTICo+DCMyFqObAr4IXWqQ8E8Unj55iBNtT+GjhxTWrPmywxn2Dja42ucqfWnV2LG659kH/1LYJpuivJkYHX4xovAlpWlfdHb14cwXUuloohI7xsKXvx/k4UpnxnwpHFWFjF2K2LEhcsRvrANf+siQcKoOfBkUC/57KeLvRyBuaQa0Nivhi0OiByYsGUhf+9eDufhn2nF8mFsJ4yoT8In58t/AF99i5PdmHv43uoyGazNvqJovHHwJ0cWKEMYaJYPAFxLJke9F4IvCfCmV4hppLj6YgZDsCB4VD9NzPHT9tSkCS5TwRTOGj5lzJ2BuSho6pDKb2xx8OXEWeePvocRTBHOF+UJ6vrx+UYhXMxn4YpJojRvP8yh8qX8/qw9ftrpNhFNjL67ny7uAMhgcM6hvvqjAl8eT5di4LpDCF+FCPhLqxI5VjdZGxM465kv3GMj4MiRfjeDMFwK9zR9rocO+weg1jDF14wJOQYvAl1Vi6OX+N7FjCvgS/JH26CBjb3tfOFi3wem/1+CPacXQ/qKNXjn14cvb509xoM0RGjlGosdIzxdBNVBrIMbt4E/Y2MoHrk2U9m1gn1iY32oAvuwwhlvntohMVjFffq5G0pFvmy85q4/gqwK+OGy1w+UzubSIQHXOiPnyaqwELlvZ2DGm58uxbv4wN/mJgy9lKeUQ/At8+bycwJcxONv+MLRj9bFkBbPmY+GLvLEm/PMagC/NZIg+FAr/ISnUfClxFcE8Vwuj/56LZq6M5RPnuxta2/NRlqAJ6SnRv8OX6O3QS/xAoSQxXskgZoi2wEAJX4wEcPZrioKFr+B4oBXGDWHunWz83UfPKvBkPPCMSeyYEr4c6xoIc9Om3HnGwBcemh7gYVfuB1oAQkbbi81gYqmF9XG3VOBLNWK2RHOxY0J3Ccwe8GnvidCi0PrwhcSOXTZUW+sT8+VrZynsD+iilIiukxn4cnXgGtx8/gV/ejJRXTo7v6Jitgp8mc5D9LpApIevhTT1C/2ZL9Ha6OnijntjlfCljPbGzITpazH47jpYfkt9wyiqSYwCvoQpzRcFfFGLsFLEjuEXQ5SklkFmLEXy5YabtzPmyzporaukFdlkU11fLsU5xUZ+4sUgaA43grgtH1U9jWGcWQKbs70wxYtpUr5tzU4U+xdQKG30lun5YnuKR4sSSHFCXTBN4ItcDzBfrQ5fRj3zwqvPj3E8/DU97mTULJQgLIXAlxRoHq8FB18U5ov/1GRY1oEvxi8Z86XJReY1SD8CmbUGbC4q4cs7uQynhmxRgy/mR0Uo+Q9Y5gbb82NBKnRzGPPFbocJhS+lAcrYsfwP/+CXLqeh/0kArb6mWHqyAfgyj4fIjECVni8SGL3TVCsWifz/C18U6wLyPEXfm0yK/Zz5sgwmM6yh/bMuyuzlFL6MfTgbLWyt6c+mha6FLP0LBWSNruujur8GTA8w6xHXkRK1XhTPPlbgkFsWap3k0AivA19yp+BS7l51+BKriTkrGPOF/1AGgQK+lLiJkfinCnwxkcH9mD5uzSqDpphHTWs2uowUImmJ+EzPl6R+2Nt0I3R5QM5gpflC4ItRBlCjgC/EfOl7qgmFLwFjEmBxhplJz6vN8eexzxBkqsCXTXvxcRlz3Ppc7oN2XZTPU69fv8KhVvvBC9bDqtClCvgih4zPoykUYa/Ue76QNI+hOT/jZtcr34UvtRIZQrsmqMGX4dqGXOEoa740ivDAnTP/QC6VqcOXnxNgf71h+LKka2t4e87lProcfJligNtDVWLHulUj/WI0gmjsmC20KhnIwsEXtxhIDADzBwrzhYUvnPkiheayz9+BL4bUfOmqgC+jdYwpYIhdlAntX6pRRGPHLCH4HnxpWovQOysY+PJJ2fMlfWMCpIrLYe9tw9F+nLIAlYUvna53g0Y1H38MuMYVoPIGCLDqqCp8iadpHt2XeuHlpL9hmGmP+XO/D18qbGvx9yqmmGKG2gGMvQAAIABJREFUoQ1m9oyCVCbG9GVB1IYdfWIMtvrtQ7WtHOlnVMyXbjEwvassQGV7vpzf/A5DbQ2xtA8Tj04GB1/CbbC+9S10TLaCzV96KBhYi6zDkZhzah6cFLFjEh05xjxk4AuBg1Uq5svb6fpYs24JWLuewpdhhWi0yK7emvG9fxnsk9XNl7kmjTClW2gd+GIKgz1MLzAWvrwvrcGWNqnQK9ak8GXqvlXYOz6TgS+Ke83isFg4pjGfsam/zYC1J2PTkhGzPA06G0WY83EKLp34C6/nPOHgi9FkI8zbtJD+XLmwGpscMlHQrxJDfRTmy5X2aNNJGVvPvajiC/K3f+hciQdzmOdptpix7s/9+P7HEfhxBP7fHIEf8OV/PO4EvgjSasD7N/gikiK2bQJqzGrxZwADX6YZWGG2lzp88dw8AJczzqDSHFh9XlnFurJnHGz+1qAXU1JpUDZWBpODGrRSa5C9egVBdtZe1AS9gYm/Jfa0V5ovDcEX0idg8pPB9GE+8qcY1NgoY8cagi+aEwthP9cGdTcYC1aWwyHNmFZ/zV/Xi/Z8YSsIVk1IgbXCfDGwMoG5Ar6w5gtZlCW0UMCXNjWIuBqGWEXsGNvzJT4lAoIIpiqry/4x6D60BTdzycGZ4GVWY9zrsTh07BGky/PwubUElg/5MJiojwVbmAdxSbUEGeYpeN/vK1oMcEeV32t4HnNDP++Ge77ceFaCKyx8mcfAl2XmThjdeSWFLytXZMNljymm/zkL2aM2oqQNH2sPKjesg9rEwuy5Jq0+IAsUds7Iw8KW1uPR0rE39zesjtmI2gQhzBMaYVvzG+gaYQOLXB28HytGZk44Ju/0RRuF+UIqnPyfKOFLmbMcFgrzRTvUBEuCVeDLOD7eer6HS6A1nvqUoeUB5abwkwAhnJPM8GmwDD7RLan5wvWiUJgvL8aUw6LWmOq3ZDRovvSoRvr5aIS0iUFtk/rmS0lrORJvq28KR85NgebpWoQUBGFL1g6UBxehuJUEFo/5sFhmgzHBE9TgS/7Ir2jakvR8EcLjWl/079Dxm2cuNV/GlNHPKBnhdu3Q33MuhS+pi46j6XkjTM5biF86ZNeDL5HNYqBfxETFkax0EjtmeEOOs9vyscLCCSM7KSueWfjScW9ThPKvcOZL2Twx4jLC1eBLaYtaxJNeFK9f41SrffjsKeVsJWK+tPB04+CLbKE+7hP4QsyX8WVouU85Zx/9y2CdbIK300oxZHYTCl/YXhQsfHk1Wwjj3Prmy+fPH7G98S/0mBQOrkLGwRiQjYDqnsR8YTbyAxf4wzzHFFVWQMSbOvBlTBw0nkgR+ygcs+etQ8ud5ShpJYb5YwGcU90x1JepyBd+rMTWpquR/3MF2vZl4Evrkx3wc99+35wzsliksWMK+MKaIQS+hCz5hUavDf9tBvaM2ozanhpIyFE+AJIYLuPXygV+0WgebA4z5kvdPj1pgWsgW/0VVhmNsMXhBgdfiiaJkLaZwJeFaL+YsQIr7MUIfxoETQ0BY76owBfjWCuMmDUKObYsfNHCW6d8uIXb0D4oBMqyI3dlNVzTdPFs7FdMXeVC4QsLGFjzpWh8NbSK65svavCldy2yT0fSDYwvTjysVpgv8xZHovlWbYgN5Aj+pH6ehU9LAu+mCFEvVeCLwjDTXdYEi+In0LeZ+2chTvfKwdvxFWhqa/uv8EUOGVL1ktTMF9YMUYUvS4tWIK1xKkQz+YhIU5ovLNBXhS969+S4uLEAYbbt4N1W+SDNmi9Oe5shlf8rZ75ULpMgsi58catBwp9ReP7sEY55nMQnDxmN6ySDmC8OjWxwpTcDXyRLTfBI8AweqVb1zrMi/zLYJJvg1ewy/DzZlsKXtGZ90dHl3+HLPw+f4NdOip4vCvhC/t7awTwu4pBUWBq/5EPYV4aEk3Xgy9BY8N9JEX8vAvHLMiDYVIPS1rUwfagNx7R2GLeAqXjjzJf5FTCuMP0v4MtdXOx5jlbQ5/dmMsfZDXgWvpg/1sX03GnUfBGE6WFZkHrsGNmYpObLXcZ84ZdJcT2JxI4xm67sCB4dD9OzPHS90hSBxSrwJV6AmbPGY25qutJ86VqD1EtROH3yHHLH3YWq+dL/Rm+8el6Ilwr4YpZki6svHtM1UN1r43P/KrRI1sPHpSZoPfgTNV+2uU9B80bdudixgsBSGBw1hAkbO9aA+fJ4ihwb1zLwpXQhH/EsfHGMgV4xH9VjdRCeo74pHNgzBjJNGZKvRNA+S8ZH5BC6iWD2SAtdDg9D94FMlWp80GkIsh6gIEAMvYd8CB5IEHDv2z1fThw+jadTHlBYQjbkydjfcSHsLN0pfPl9OgNfem9n4ItVtjWmzZpJfy7/1XPsdztEAQDZNNct0wGfmC8UvnwEC6bYOQvsGwvzP+rDF+edJnDt5InIlMNK82VgFZIOx2DbhhwUryhESRsxzO8rY8dU4Uujbfa4fJoxX1TnjGxivB0rRcstWngRJYKT51cGvigAA2u+lKeWg5+iTwuANMQ8znzZuXE3ipbn07dfvFKOqRN9cKbdQWjHGWDJcqZqdFnfMNj/oQfZT5oIeFgHvlBTV47Yw6FYNSSZmi/s/YwUZzi2YLLgE3z3gL/9LcoSNSA9Kf5X+BITmwOd+EIKJcubMj1fiBki4Osq4YupAM4rGPjS5JAbxg5i1qAXz1zCvTF/MZaTnAdNQwE1Xz67M30HT/QIhamRsnCKwBedYg002wfsyvuAPksY+NLhcnMYmvPV4cvkasRsikZqeDbkqRVgbSXWfEn0z4LmGuYz5nLGEefSHzdovlR2lsF2vw6km0T4Yv6JwhcCX8l6+ZYHcx3Q212BLzP1OPOlYgYPUWsDkRGhNF8qYrTRw8UDd8fcRuPtjeDjMxnl1RIkdsiE2Ssx+J66WP6bEv6S1yVmchUxdXPCENQtBmZ3+ShuLYbFQ4Fa/5DIcRuhf1IIje1G+JxcCpmJDMnfMV/SQtZDa20FrciuMZXAQC6jZggZHHzpoIma7iYwzCiBw5W+mNCJWYNuW7sLxX7vKNA2fqOFGjcBrIn5MrIceRMbiB37KRbQk8M8qxJX/q5G10hmQ2708954+ekhjke8Vpovi8UISwpH1IJUaByrUcIXRc8X/+nJsDzAVGR3/asxjizIg+kLpucLC19I/yCptSbMftOEPMsA741zUSCT4eTQLTh44Q7ejGDibi1OiFA8TAlfWPMlxjcNOtsZiOiwxxRV7wwgDHiHHtfaoXMHb1D40u0MXTdreZth6bF57CWFVsenWKRCNIOPiPQAWt1vmK+JsqZSGBZqqPUoi/Bmer50+bMRrox+Ca22EgTs/e/NFwe5lDakJyPi4BIYTLOF6XBdfLCQQ3NvFcbnzUYzSwa+pIevgzS1HM9HlFN7ocabBxNivswUwnW4lIvCIj/74lMl9rtlQtRSDo1QJXwh8c+Lc6fjwuPd6vAlXhNzlvkjaFwc+PeV8EWoMF+CRsTC7IImakxlCHsfQo8JJDIaO6YOXwTQf6OB+TeWY8m95TDgAb/UgS8mWRqomskUxqmZL2MTYH6amYZ215xw69gnCDLKMPz5cDjZu2KHCnzpe6Uv2io+y+TnC9/nY3eL3dAM1cOKYAa+EA2PwhcNHsJfqJsv1WY1GLFtMK53vQzdMCMsCmI2jRsafh3j1ODLCB1DrOzLRE9NDV+B1qmWcIz1xJ0Tf0MqkSFV1XwZmAD7a8DD2UK03mKGj2MA60PA1dRCLOvihv6eys8dB1+mGuL2kHtw2GpJn/uKutUg7WIUhS+G0+w486Xbrfbo6t4fIa2jIaPmizp8YaONhV2kECwvgaGPFV4N+oJGV5Xmy5u5ZbDdZwRSADT7l550D2SMrgkFDHGLs6C1tQpFnaph0d7yu+ZLWbNaRNz1R/DwTDXzJX1zPKRLmbnut2skPEc5c4d4fcpGVEQI0e33HpB91aDwhd0D4Q3UwqrDyudWYr6Q+0vPJV54MfEvGGU5YN6c78SOucSgwkYJX2YZ2mJ6z0gGvqwIgvsmc4w97YPNK/ag2k6O9NMq8KV7DEzv8PFwlpAWzJSMkcH8kAYIfBlhZ4xFvZmEDjK2Zu+EMKAADhF2WOf2Oy3Osb2tB9Z8UYUvYj0ZfB6OQHPbVvTzWe0o42zp/On6yKbwJY723yHwpXbEBzj42tZbMxb6l8Mu2Rhv+36F7+redM7mmzTCJBX4QuLlLM3N/hW+TD/gh90+BL5IOfiyKCIOjVOY54/pt2fBsjVTcERG7Kp0aK+rpfDl11N/4eWsJyhpLYL5Qy2YTDfGnHW+9Oe+CGuw0SGDFjMOH+tKzZcBVzvAveN3nqdtFbFjCvOFLWb85on54x9+HIEfR+D/9Aj8gC//4+Em8IWfVgONeXqwyrLFtG/EjlHzxSMBtQS+KMyX6QbWmOXFNINmzZd22wbhQvJJCl+yLyjhy6qecbD+W4O7ibERVgS+DHEwwBKVCoLsrD2oCXoLE38r7Gl/m4sdKxxQgwzauMwXLX2YBziJtgxTngxh4EuzGNTYqsIXbYRmrqBaJ8msJeaL5oQPsJ9XfyP//apy2Kca08qClVE/Y+7jfWArCFZNSYX1YTHe9P8KY0sTmNYxX8j7iGway5gv34AvCakR4Icz8KX7ER90+fknbuaSQzLBy6jGhLc+OHD0EaTLcvGptRhWDwUwnGKI+RsZDVoVvjgNaINKv1fwPOaOft7MpnHdcfO5EL/2Wcf0fFGYL2wslyp8mfnPHGQNX48Sd02sPaTc/AzyiKFNJR/PFKLVL2Zg54xsCm9tPQFOjr24X7k6egNqE0thntQI25qpwBcfETK3R6jFjlVaixHwZEmD5ot2iAmWhKjDl3yP93AOsq4HzJ76CdEyxQxFMyWYsMgVy19e4OKQgobGweyyBp6PLqPw5XvmS2HPKmScIz1fYiBqIkPKcabC0L9PNCxvCVDiLkfirTrwZX4KNE7VIKwgBJsyc/AluIhbLFqtsMWowPHq8GX0VzRtwcCXttf6o2+H9t88c8lGuar5EmnfAX09ZqvBl+kvFmOTRxZqRvMQoxI7RmCEfhFjKxFQ9bU7YHgTFL7UrR5h4Uun/c0QovErB1/K50sQm65uvpQ61SKe9KJ48xonXffhswfp08NUxDisawyX9m1wseMJ+r1soQHuG76CZ2IDm8IB5bBJMsazVcUYPbw54orucXFI/j1iYfmPJt7MFsLw3+DLkCpk/KeZKTnnq0mMBwtffP1hvt0UVdZAxOs68GVsPHhPxIh7GIE589fBaUc5it3EsHgkgEtGGwyZN4i+fy52bGAl/j/23jI8qnPt3z5n4k48Ibh7ILhToEhxl+IOwS1ICBB33IJDcWlxpzgUdygOgbgnxDPz7rXWaIC993M8x/v8v/T+lJZkJllrll3ndf6uem2rivDF/XhDOrT97+GLOnpKF770+WsMO7qvJ6+ljKAd2nOjACOEKA5hn9XaYoeu+eJpV46BTbV/h9p8cV5Wmo268GVIPhFR+vAls1QBi19+H74IsWO9x/Rmm4sKvgw15lOVT9Rc9C18eTEzh+qRZjyblMKYEe7M/3hVAxjmdfLH/ooBcQNyME7+Fr4kZRWw1Ul6OP3YNo/Vx9XwBVaqzJfxU5ZSabMx+dZKFsb9GL6s9IsiLyiZxJqFOD4zxHxWWTz9Bouv/eJODMdbb+fjoK+Ud5FixwQdXrfQp3vAaeDLr6liAUNYYeV/okmNgXrmixAFE14q9Ifw5fmIVCocsRZjx9TwZbFbI9rXlaKThKU2X6rsq0C4/KLGfMmeUcjiAH3zJblWLsG3l/Lq7yccqXechLpFOGnMl+qUKu2sA19seWr4N3UjnL45N8Z7peMcYsPrBYl07ViWsITnLKvYgQbV+jC/qZ/4cP5ufCo2962wv6OKQ1LFjj18+jfnGh0Wf/fYvjlE7vBFgC+5XfjWfGmvIOioPnzx6u6PwScJvgRMX4axAF/q5GH72IQKyxvSZ5x0HKnNl7hJX7HO+G/MFzV80Zov6lguDXx5Yc6Ip6rYMW8zZi7QN18E+PK5dRZOqpkvhukKrgZ94YpqOLV6n83vHYjdaRnNL5XHK1ELXwwDjRk5eoCe+RLXPIeIc76cPH6GZ/3v65kvP19ty7s3Mbwd+VJ8abvQklx69URsZigOX17NzqZKuDmmq+ywrhLPpowvbHMfScVSTVBHEwrwxeJ3q++YL2d5POCe+B7PhyrZumGBCFzTPQ3xL2a+5Awww2erflF4Xms/FHJ9+JJcuwD7J0a0ONKLpj9LhZKgBScwXC7Al0LMnxj8D+CL1nw50HgaLg41tPAly4Sftqjgy2pnho+S4MvnT+/YU21fMfiiJM+qQIwxU4Mp9T77IXzZVYIaDYvBl1+yCTmohS/q+SHCa01OmcCOtYfJ8JaajMpuL8XZo08l80WnmUCEL32LqLrZmLioTEq65IvwRQ0YhDlJpmkGqOGLOnZMPfNFH77A0MF9OVX/IKb+lkyZqYYv3rjdtEBZ2UCMd9NdwrwU8X7lj8VM7hhC2asKkmrl4/DUmMHPJuJWXgLoGvgSKqfoyH+GL75+2zAL0jdf1NFT6tixQntjqk8vJ8KXCgdr0UcFXy6eucC9XrdV8EU18+W5XANfjrdego2lFJ0krB/Dl8pY2Rvow5ehOfht8CV80SqUEbrwRTJfdOFLrVNlORH+9BvzRYiwy1bBF5NjOcQXpHClKF+Er1dfp3DLXTLgLH/7Stpos29ix3RnvmT5m9KiqmC+3Kbs9tL07zeEjNxCghotx+5NAUYNzJh+Rf84E2fUtZYRss1bA18SaxfgWAy+LB2wAXMBvuywITE45T/Cl0jvdRitFuCLZL5YK4o4obIoQs7NQy7MfGlsSG4zGxG+lL7UjoGNJPiyY8Mu4md8UsEXI3JqGuNyXCZG3LwelMqlYmB68Q/gS983bXkT/1gfvkwtYFHwd+CLynzxGh6KwwEd+DLhBSXeGRPXIEfffHExoMRfBpQ7aMbNtL+JUSj4o9smDl98wNuup8W/w+lIIQk9pGuZsGRzzZm9ZBq+OuZL6T12ZEVbkDo3mlaXG9K4YXsRvmxucQLLWCNMOtkz9bC2cUIo0IY6hJE3Qs6SSCl2zPKzAen/iie2jJWzMF577VPDl2a3S3NRgC/1CvH6N7FjPqPCsNpbKDbZCKuMsohdxeCLY18zom0k+DL45VjKOUjFz2WL11EYJkWmCgX03A4GlNgnE+8ha/YoEoekq5cIX2qq4MsiHfhiX8TU5yM48/Q3ffgSZMDYad+BL7UKCBLMl57+2AvwpUQRi2K8xWYaFAox0UANX6JbZWGSZ4RJnAz/F4sZcGwMVnIZm7ps5NyxczwccFc01myXa+GL8FzY/lgFWtQawjwd+NLwSjVuHI7DaHkavd71pJJLdT340v5SO+qpPsvC3xwT+4ldFXXgS1l/lDIlSrkMA0MZPq/0zZdsx1x6b+7C5WYXMPexwXOeVDT+3hLgi0FRPtd9pdix3qbWzGgnpXaozZfywQ24fegvFEX68GXGL8GUvKTUNDMm9AUnFXyZ0awO7etKs86EpYEvw634q4sWvqhTGoqbLy3+qk/T2h1E+CLEjtmr4Et6fxn+2+ahhi/JTQsxmZGCpQBfumRQ+k8tfHk/Po2Se6z40vwrUyM6iDWQAeZ2ImAImLYc4405xDXJwaG+PnxR32erG3IE+LL00XzmdYvQM1+WbwyiQNUL02FPH9x7aGd/rY/YQOaiFFrebEVRhpwbHS9paiCyLsbMPlAMvtT/SqspbST4srw048dJBvz3lnDvpAtfxli7Mbyljx58GXBmEBum7vwWvrT0xfaeEDuWSq0ttiT3UWJ/SCbOduxdsgST2gRq3lIDX5a4srbmTbE5x/W2BZ9/yWPFQX3zpcBCwYDHvajoWgNhDlhOKQX2D6Tmj+gRlqxcO0VjziZ2hPzusbh5un5znx/rlY5riI0Iyed4dxb32STbcgxqNh/vwcHY/KEUZ/t8D77EpOWysY5kvsTVz2XM/jns6LtMz3yZvCSAsqESfBl5dwwONaSoXWEFzInE4F+fiQnRI7hw7C/ejfkb9T2j7SgbxqyWjiO1+SI0M/boXUOc+dLxzwbU+Xfmi6s/MU2+iqBSWOpmxh/u5H/+4Z8t8M8W+D/dAv/Al//l5g5wDsAoPA/ZeDOcVroyfMz3Z74I0Vq+9QIl+KIyX3TnEajhS9PfenE84CBfHWSsOqO9yZnVOgCXO3Kejkml1iZbUvsrRE1aeFjo4abfQbBqxS5y53/CZq4jOxveoX6ko/gAGtMpl2WH9WPHCswUDH/eDTfnOpL5UhLs76mGt08wYUHkTJaW9heHin36SY7hoFhKjnP+prs7ZnYGLsutxG6vWb4dGPd0v6aDQA++ONliu0vSNwVtWohJKVQo8a8YoAdfis98CYzwwWiRmfhzrf7oT+MOOvDFewXKFV8Z/mEQuw8/omjaC+LrFOD82AibkdaMWyN14mRn5bPGKYLPHTKp2qEuX2e/xeNIHdr9/H34cv1NChfarCPe4yuPVebLbMca9Gg0jYysGKZPXU71vbaMejCOFV3XkVxXzpoDOvDFwx+7lwY8G5NCzU12mn32PfiyfMl6CkJTcQgqxZZK12i+2AX756bE9s8nUoAvOyZQd4KUdyrMopj/fAamJlYEOgQgmC+O96VCvumiEnjOm0iYTSDyQhlf+xvwuV4MVQX4Uqwj/5VXClVCJPgyeEotpr85zULXunTymIgavrzpk459rjW2J6SOm++ZLzGtclh22pcF7n4U6MKXdktxvGlMsruS4Jvfhy8+nxcRtXwb6Qtiia9TiPNjQ5zmlKT3nAEq+BLP74228LFvJhUqSfCl/pWfadvgx/AlxDpQLAj/rTJf/Eo3pU2dEXyIuUWo51HKn7FixLspbHBfTm5vud7MlyWV/LCIkYBZ5QM2ZLWQYXkVTm/9xDyXOnSpr+3qUncENtpXHm/5n/w0zQ2rGCPSJhQQEOlDz1WTae4ldaKmVMsj6P4S3sZ/5nD5nSR6FGn2Wal15ahWrzbnm0h6UdEkc55Yf6RusKN4UyjYVeqVMD8DpyBrEb707VkZ/9gHhFVoR5Pq/ZnbMgDHe3I+jP1XZ9bzEthflz4TQgd20O3FJMbFsa2CauZL1xyW7fcVoWduSwXBO6RuJa9Jc3HYZsvXfzVjLnn3PfhSSMATH8ZOXEuV7emartPaqz3oNKqj+BqJcVlsq7CKT12y8GhdnaS50bgfb0SHttqIm+KnXeE8Gt0yi2cq88XbtR4dPSaQmPqahVM2U/mwDX3vjmbHL1EiLArWgS9Cdn+Jt9ruqvhe4HhMKQ5inWJfgf5NtMZFmNcqWJWFGr60WOCK3WsT4jTwZSINpkjxfkK3uN9LCSSK5kv9Qs250TrAiV4jerPdTQtfoit/ooaPyzf77MWsHKpHmPF8UhJjRtZn3ofLLCnViHbuo5nXKQD7K3LiBuZinGyM3TnpRj2tQgEBT31Iyspns2s48iKZBr4IsWPpVbXwZdzUJVTeZEKejRLvWP3jbNEIwXzJw/eNDysDosgLSNZagV7lmbh4oPh+T29/4VSbHXwcnEV5ZzcUy9IZHTMUuxLa2WC6+6yoSEmkVbD4t6pjxyIqtqdRtX78/elPVk06J858mZE8h7CSIZrOV/VrqIH+ixGplFfDl0dK0eRUH6/q71XDl6r7KhAmv0j7iaVEAyF7RhGLA7zpvmwqLRdKBcmkOjmE3PLVmi8eRTipzo3VdlbHpZQzl1TmS8E0YebLKwm+DEqj2h4dw2xeGs7BJXi9MJFuHcsRGv+MlVV+oV7lHnrwpcR9a+zuqAaB1ysg+LoPDx6/5HwTyXyJ7ZNN5E4hdsyfHAG+RBWLHftZQdCRYuZLdz8MoxUEPhDMl+UYReWQ6p6H7SMTKq9pTM+RUlzl+X1PeTDyGLGemdik22F4NJeFcT+e+fL43iPOtDzJg4lJRLeVYse21BlC5dItufViHwfGPsX+pTmjngxnZ8XtGHqbMaMYfBG6fb+0/IqTEDtmL8cwrZArwT+OHWt+pQJe8RfpOqiseD0yDhLgyyBGh4bRSBU7Ftcih4izWviSVL8Ah3vSg/TP137i/etY3qjhS0hJLr2W4EvxffZ6dg6Vw81wWF8Cw4rJRKVF85vHWMq6NtDAly/z0zA/rBM71jqf0FOLNXFPwns+HwpRQkSSTRCZk4zxD5UiO9QzX3IGmOKztZj50lo18+WiduZLkns+Do+MaX/mV+q1lM4pwQtOYCDAl3mFWDw2wPA/mS/7T/D3iMfcWhBPgip27FDTWTjZVeHkvTVcH56EUbYx7Te35GaXqzivdmHYqJHSsfDlI1sr70Yo5mSVLsAk3QSjLBm51vncnp/AznojKVdSOzttflt/bO7JqfenHcFvHvHLCOl3rrnHjhoN3VkUrI0dS+yaTeh+P7at30bizFiS6xVoih8CfNm+5hCZi6SYkjJbS3H+xFPRfNG9ngkRdh/6SPAleWM6js6FInw52WYpVhYu4pwk01Q5mREZyEMtME2VYZAvJ6VnEUG7vdmx7jfiZ0VLf+tMGDGkH8c9DmDib8lUFXyZ1mEhpa5ZoqhqiNcD7dBh4WcW1POloJySsN8XM7lTMGWvKEmqU4DDYyOGvZqMcykptilo0h4Mt30gNUyO4o//DF/8/LZjGhTD5ZAY0itIxoA6lm/ndX/eD1BS6GhM9ckV+DzlDZUO16ZXp67i9106/yd3ut8ivn4OsiKQ2Rhh8QwEe0FoADrTLgBzUwf1qVGELybJMirtlbPzaYxm5kuTS9WwsJWx1v+mJnYsfVg2/uv9NOaL2uT8nvlS81R5TkY8/sZ8EeBLTmMFLvtNMTmeQ3y+AF8KxL9PaFa6qYIvVruzSR1lhmGu6r5xlIylq4XYMck4EFZIkejwAAAgAElEQVROgBnNqtXmQZ/blN9Zhr59fiU9p4CgJiuwf12AUWNzpv+pNe+EnxEbxITr/7ZFzGvhJ85gS3QvwPGRvvmydOAGzI+mIN9pQ2LQfwFfVDNfzmyIJs+uiBKKItEMEZYAX+htTVEjI/Ib22CxPJky59oyoLkU1fRb1B5ip3/gY9tMSrw3Ec0XhzPwtms67wamcqEYmF4szHwRoo2WZ/LnnVyaLXURB8YPft2J13EPOLzordZ8UcOXSeHIj+SQZ4vezBc1fFHKoeXt8hwc/wyb98bi50fXfFE4S/Cl+h8mXEh6Q5yikMPdNnP44kPedpWGgzgfUxDfTTu3SwNfJoRjtkOKHSuz157MT+YSfLnSkMYN2vM54QEbmx/D8osRpl0cmHJAWwQXfibQPoB8IXZUgC91/LAQ4EvpIqwSDFioc7+ypOMKzK99pfntclzs/Qpjj6J/a774jAzDal8hx/Z+QGkA5ZRF4kwUYfnsm4rVSFec+5vz0VKBwb5shr6cQGl7KUpwxdJ15IcI8CWd0pcsyO1oQIm9MrG5sVZ3ffjyVgVf8qoJ5ksCzy8b0mC5I9kOhcx6OZaTj7dzyytLO/MlRM7YKV4sGBCIweMi8ZwrNC9qYsd6+WN/Rge+COaLQkGOQ6EYsyQsEb7kq+DL88UMPD4GK5mMjQJ8OX6Oh/0l+OKwwpDMkUrxZwT48vOxCjQX4EvfIOxVsWONr9XkxsEvyFem0etVbyqXrMrOqL3ETX8v/lz7qx2pV99Dc06Jj//MjvI7MVhkzsx/ma9LyvqDXHgPGTITGYtf6sOXr0659NnYlcvNz2O6yJopPzBfhOf8+U0CMSjM57qfBF/6mJZgejspemqI9wzcI52oFNqImwdvSrFjV3VmvnQJxu1PpSb9I6GfEqcDMv6MjGFWkzq004Evhw+c4O3wxxQI8OWXh7htcRKf+2JVKQ0LTnliMdwV4yzp3q3V3YY0rtFe/HwWWmkbUDMGyPHb6qW5f0hpUoSpVxLmvZx52zWDMgJ8+SodMx8npOMiwJdmWUyL+Jmxz/Yx0Mwez7aBevDFsYETBqsl81hY4xOGY21ZUjPzRT0fdHaXQAm+3JGeQZZvCaJANU6n4/4+1OmqA18io8j0TqbtnTbkpMq42eFPTQ1E3t2EWXu1MamC+RLX8CttJrfh9aA7WK8szfgxP4YvPtX9yXTN5e4s6Xo+vkQphjSXkhKGTp0t3osNOj+EdZO2keNWzHxp5YvtXSOejkmh1iY7kvopcDgg58zmaPq62jJBNfNYeK3NK3aSMv8zpReXZI1gvoQ5ifPaorvksfLAEsYdmUDlQVINJN9SwaBHfangWlWEL9llFJp7xuhRlqxcPQU/V39M0w1I7Cgjv0cMbpNcv6mBxHll4BJiLcGXRR3FutVku/IMaDpPC186ZeJop40dE+5bvGO8EeDLptrh4rEtwJdxB+awrY8AXwTzRZozOnmpP2VDpM/YqPvjsK8mnX+EFTg3AllULlNiRnP2j1u8HfMC9T2j3bgSjF4+Ufy+1MRsNpVdwafOKvgy9hOdLzeiVsMfP0/7uwao4IuU2KKu62je/J8v/tkC/2yB/6db4B/48r/c/ELR0DS8AMV4E5xXlWTY6OHffUUhWmupeyB59lr4MsamJMNbSBfWX2fOpO56R5rs7s5J/9/Jsi8GX9oE4nJbprmIaeHLZ3q72TDxJ20HweoVu8kRzJd5Tuz2uIX7Mmc9+DL2+CSqqMwXQd8c9kwyXxZX9CNPB77kjTfBe9lMfMv4Y5ZkQPRPBiJ8cR33bbEqdnYmzssted07nVlLJPNF3UEwe2gEzofyRfOlhLMdJX6TbuTV8EX4Wm2+CNmZfpd8WNo+kHyUqGPHgpb5YLhQgi9tTw6ifhtpgK+wQr2Xo1yZzZjoX9l54CEFU58T716A8yMjbEZbM26VVDBXmy/RnTKp3t6drNnv8PijNu06SA++xdfNt6mca72WBI+vPNLAF2kQuGi+TF8lwpcxT8YT2XkNKXUNWLNfW/ycV98P+xeGGviS1l9Bif3SzBd10Uv9nit815MfnIpTWFk2lbushS8D8oncKpgvE6mrmvmSWbKA+c8k8yXQMYC0qvrwZcr8iQTbBEo5wgMM+FIvhirznL8tVnmlUDnEjvhRCgZOriaaL+o4JA186ZuOvWC+/JvYsZjW2Sw75YfQSZpXVkG4xnxZiuMtY5LqKgm5oV8UXjohDNmJXHyiFxG1Yhvp82M1+8x1Xil6zOyngi8J/N5oMx/7Z1K+fFkUISk0utaB1h71f3jkhlgFig9VWvjSjDZ1hqvMFwm+jI+ezqoakVLs2FqdoZ+V/bD4og9fLK4pObMl+ptB4H6TIjHdlkeTg5VYoDyvgS8ZE4vwi/DWix1Lrp5H8L0lvEv4zKFy38KXGvXrcFZlvhRNsuCpzXvcg5zEWKfqu7VF4YQFGTgFWvP3nCT6dpfMF3Uckhq+fByXguUzm2/hS3w828qrYse657Bsr69UzGgJwdulm2mvyXNx2GLL13/NBVzyRh++zO8vmS+BjxczbtI6Km9LI6lOPg6PjXFf14AOw6UM2uT4LLaUX8XHrpl4tKpG8twv1D3RiJ9/+vfw5bMw82WE1Knj7epBR4/x0syXqVtF+DLo8Xg2/bzmG/NlYR0/SrzRGmYJvWQ4HFOI8GW6QyX6NNYW3dTmi+uKMmwoeQU1fIkfkk+4aL5oZ74IcxKWPFugjR0rBl/6jOrNVlXsWNZQY6KrRFN9kfM3++zl7FyqhZvy3DOZ0cPriubL0lKNaes+ivmdArAT4Ytgvphid04qVqnhS8rXAja6hInw5UO7PNYck8yXzCqwQmW+jJ2+hCpRJuSVUOIdU2y20shQuJbL0tc+rAzcSJ5/Egl1CnF6bIjNgoqM8+4vvt/zOzGcaL2dD0OyqODgimJ5JmNih2Bro4240T3gFIoiIixDeT44lTeqmS+RFX6mYfW+eubLrHQvQpyDyR8hZ3GkduaLEBUgdIy9HJFKORG+yDB7rOD8us/4l25K6zraJoalo8Iw31tI9YMVCVFe0MKXmUUs9vemR+QUWnhLgyyT3HMIuenLm9fP+d39CAkeCpzuSw/HVXZUx62sM3+2Vs18mW7Lc4O/cY8QjrNikFN1nAnwpWsHyXxZWaUL9Sp318CXDxPSsLpvif1tqVlBmFUSfH0xDx+/5JwKvsT0y2HZ9n9jvnRUEvS7/j7z6uGPPLqIoPuLCZyxDKMNuaTWzcX2oSlV1zWh+3AprlJtvsRPycIq9X8SO6Y1X7bU/pXKZVqJM18OjnuG3WszRj2UYscMF5kzQyd2LMQmEKFQG9MiC8dHFuTbyzBIL+RGUMw33d3q2LEWV8szN+5PLXwJNGX46H6MDYvQwJfYVjlEnvbl9MmzPOl7j+T6Bdir4EuH6+149/oLb0ZI5ot9qBt/CvBlo903+0wNXxw3lEBWLlE0X3Z5jKOMa309+GJx2FIndkyCL6ePnuXJQMl8eTEctqybj3AdyZz4LXzJHWTKos368MWrjS8KAyVhFxbjPSwEm4MKhBlADg+N6XhhKHWaShAzZMFJ5MsfEb2gEMuHhhg+Lvj3sWMHTvD3cH34crjZLBxtq6jMl2QM84xpH9WCW12u4bzGiWEjJWssJT6azeV/I61iPlml8jFJM8EoW0aedT5/zRPgyxjKlWyoOaxF+PJATt3ztoS8fawDX+ypWr+O3syXxO7ZhO71Y1vUdhKnx3wDX3asOUzGIrX5Upqzx5+IEED3eiYUMT72UVBlsxHJmzJwdCqQ4MtPfliZO2ngS9ayTGTB5hr4ktyziODd3uxct4u4WVLsWPJsGDa4Lyc8DmLqZ8mUWZL5MrWjN6WvWqCsbsjce8Xgi4cfBWUVEnzpHELZywpNIX/0+6nYOVuIrxHsuRuDrR9JizSk6FDef44d89uKaVCc3swXNXxRmy8FzsbUmFSOz1PeUeX3WvToKMWOXb14hVtdrxNXP1s850vwRSba10ID0Jm2QZib2Wn2mQhfUmRU3KWa+TJdavZocqUa5tbomS/pw7PxX+dHxOJVKMKyNDGaeTYKvGMXEuK1AvkqKXasztnyHAv9Dnwpl09OI334cqMwjz+7buTG21Su15aaEWz25JA8ygTDHOncm6WGL4vWUBQhzXzJCTKjWeU6YuxYhR2l6dN3CFl5hfg2WY7j3wUYNzVn2gV9+LK4gh95rWQEC+ZLSz/s7hmSWLcAx4fF4UsU5keTke+yITEgBYWtgtBz2kKuZgMKGf75hUSq4IvafLFVFnFUVcgPPTcPpQBfmhqR38gai8gUyl9oS1/VnIxdm/YSM/U9n9plYfNOih1zOA1vu6fzYUAK51TxZer3FGe+WIHDskwuquBLkZGSwS878XfcPX3zZUYBiwJ88PWMQPaHAF+U+vBlZAgO+xQo5Epa36nIgfFPsXlvIppTmpkv7jkonQ2xuS2nxu8CfHlNglLBwa6b+P3Ph7zpIsEXtxPwRacPTR075qsDX8rudyDzgxkpc4XYsUY0adiOT7H32dT6OFafjTDt5siUfWM0m1cwX0KcQikcbohPhJdox1t+lpNeSoFlkhzvL9pCvjDzxexGNi1uSfDFxEPB3D1SMsT3lhq+HN33AeRQXlnEDrX5sn8qliNccR5kwUfzIuT7vjLq5URc7aTip9oCFuwkoYCugS9jUqjTXamZQyJ87/ukbPZUX0ZeDSUGCxJ4poIvAiyZ8XI8Jx9t0TdfQuWMnezF/IE6sWNJ34EvqtgxwbZAqSDXvkgLX1pnYZJrhEm8DP/nkvliK5OxvutGzp84x4N+d8mzEeCLMZkjJPPpq0sh7Y+Wl8wXHfjS5EYtru2PxmBlOn1f9xYL1juj9hCnmvnS4WoH3Otrn6fiE7+wo+wODH3MmDFvuhj1J3y+ZEoZMjMZi58Xgy8uufTZ0I3Lzc/9j82Xfma2TG0bLP7+avhSOaIxN/fdEM0XPfjSNRi3i0pN7FhCP3A6AJciY5jRxJ32dbWfuyMHT/Fq2EMKR1pxq/ND3DbrwxfRfNGBL63vNqBRjZ9Z6K4yXx5I93TpA+T468KXpkWYzU3GrJcTb7qliw1G38CX5llMDZfMl1/NHZjwUwAB01ZgvDGb2KbZONZ3wnC11PwirOLmS2qlPPwfLcKrWygG8fla+LI1kAJP6fngl9/7U7OjtgF1XeQGsrxT6HCvNVkpcm78/KfmeVre04RZu/XhS0zjLNp5tuXVwNvYrirDmNG//vg4Kw5fbEozpIW33syXXy8NY/X4LeQK8OW4TuxYa19s72jhS3I/JfYHZJzeEs1AV3vGqmL3hTffvOI3UuZHU8q3JGura+HL5655rNi/hHF/TKDyYBV8sS5i0APhs1xDiqIsrQtfLFi5eipqc1YwXwq7x+Hq6fKdJqsMnIMF+JLGHG+pbjXVriL9ms7VwJd3nTNwtrXHYrdUt1LDl7j0PKJqh4m1sdgGuXgemsumngJ8KdTCF78AygZJ18DRj8ZjV1l77Q70ikAelcfE6JFcPHaLN6Nfau4Z7SfaMSpCitFLT84mqvQKPnbJomcPyXzpdLkRtf8TfGmaJcJkYS10cadT/R8baT/c+f/8wz9b4J8t8P/LFvgHvvwvN6sAXyyWFVEwxgjX1W4MGfXjwWULa/mTY5/HnbnSQ6k6lku88Zg1G/d19rQ+3J/D3nuk2DHdmS9tA3G5JePpuFRqRdmS3k+JzQGZmJ3Z382BcW20N6lrVu0l2+s9dgud2Vb3LxpEOlLypgWxnXOJPLSUsccnUqW/1NUozF0Z8bQbJZ3qSPDFTYn9XanrVA1f1IWy6HZyjAbG4DJW6O7WLwrHCeZLuLUYKzFrsWS+TLGrQP+mXuiaL7Yu9ljtzROzu/8jfJEpibwkXcg3rV9G6sxc8esO54fi3kzbkR3usxJl+FfGxQ9j+9475AnmS91CnB8aYju+BGOWSR0EhbmFLLML4/MvGdRo70HGzDc0PF6XNm2lAcbF11/v0zjTao1kvoyTOgjmOdeiS4MpkvkyfYVYGB/3YhIR7VeSUs+A1TrwZX4Df+yeG/B8XAo1ouxIHaDAdp8EX7bWGUKl0i01b6me+eIcWY6NpS9pZr7EDiwgcosPv+6cQN3x0o2HEIe04IlkvgQ4+pMumC8qW0kwX0T4UiJA7BLNHmjA57oSfCm+z157pVI5xJa4kUUMnlpTNF+WuDUQO4jmdw/E7rwM0XzJs8H6rEJ8ve+aL21yWHbSlwX1/Cgoo40dmzFsESUPmpPsoST4mn6B0dczHI7l4PNpEVErt5M+L0Zzs1hyYWm6T+urFzv2cVAmlcuVIz8omaY3O9PCve4Pj1wxdqxfmjjjRljBZVuK3WCS+SLNfPGMn0Vk5TDy+8jxXaOFDIurCA+Hhjwbm0rlvdZ8bSHH/IZC1KR9Snro5Qr7ey7DZGsuTQ5VZIHigth1KnT/ZUxS4Be+UB++1Mgj+O4SPiR+5kBZAb4U4nhfusEXzJc6jT046SFFFSmnWPLI8h11vwNfkhZk4hBoxSsBvvSQzJfllTpRv2ov5rTyx+muAZ/GpWAhxI5dU5kvNfMJurOYlORENpeWOgNje+QQ+a8HW6EQkNtKKXaSCitohjeGGyzIKgVLXxUzX/oHwr+KIsIg8PGT1lJpWzpJ7gU4PDKiXlQj2g+R4Epywle2lFvJp+6ZNGxdk/hZn6h/tgltW2hnHBXfeUI+rwBfng2XbhbVn0PBfFkwZZM482Xoy0msb72SvNYygrZpO/wXuvtT4rXWMEvsI8f+aBHHd39klkNVejbWPnioZ764rSnLOqfLmpkvCcMKCFvvw4AtE2kwWTo3CoOqhQdfYQmfqaT6hTiojjPBfBk2eQSrbULFf/86zIRPlT9J8OXXVKrv0tpKf8/Jo2qYiQhfxozwEM2XgNLNaFVnuA58ycU4yRi789KNenrFAvyf+CDAl82Oqtix9nmsPirBl6yqMpYfkrbB7NmBOK+VkWunZNHnYrFjo0Phai6+r3xYFbiRXP8kjWFm61OJMfP6ia+hiR0b9pUKjiUpikhnYtJILM21AyKL7zNhmwh/qzp2TP05FMyX1Z7nKXPBUszhD7IPoHCUEYvCtLE/QreaeaIBf49MpewfUuyY2RMl59d+Jrhca5rXlOLQhLV0TDjmuwuo/XsVAgrPama+5MxW4OO7kO7Lp4r7UVhJ9XIIue7L69dP+cP9GPH1i3C+Jx0HAnwpW7EU55qfE/+7aKYtT+WvcA8XDDP961niggwcA631zJd11XtRq0Knb+CL7QPVLApV7Njj56840+CQ+B5CnFzEVgm+5HWVEbBeKlzM+8Uf+0sGpHRWEHSoWOxYTxV8uacDX+rlYfvAhBqbWtBlsHTdUM98iZuehU2yLfKjuXjH/hvz5f4TzrQ4zgPPJHFui7B21BtB+ZJNRfPl4NinlHhrxpiHI9lZfhvGiy2Y5iXNSxNWsG2geM2OaZGNoxA75iDBl6uB3zFfVDNfWt2ozOwv5+jeT2qWMAs1Y9iI/owJC9fMfIlrk0PESV9OnTrD0z73SWqQj8NdafaAYL58eh/P30Ofi//tGObGBSF2TIAvxY6zt3PyqBhmgvNGe2TlEkTzZV9DT/HeZlENP6w/GBKjMl+s3svF61miynw5e+Isj/qp4MsIGVvWzhOP+YxpxvgFSZEds1v44HzfjPwh5iyM0i8Ke/2kgi/nhZkvQdgcRvMg3eXKcGo0kOBgqPdJZJGP+OxdhMUDAwyfFOJ1fy4W5iaa7az7xcnDp3g25CG3FsaTUDdH/KcjLeZjZ1NOZb4kYlhgTOfNbbja4TIu61wZOlwCl+mJsUSV3UZaJcF8KcQk1RjjrzJybPJF+3pvg0m4/StuVr2E2DEBvnictyPk7SM6D5fOg3UOOFG1Xk0WhR4U892FldQjm5A9fmzfuJ2EaTEUjx3buf530hfEi99b/reynD7y6Bv4Is4P6qug8kYjUrdkYu8gxY6dbReMmamteMwIc16+LsuCYFNM0uRijFVyj0KC9yzit6hdxE6X4EvqXBkjhvTnSJ19mAda4zldariZ0XEJJa+aoKxtyNy/isGX+ir4cljHfFFdz8Z9no6NndTsE+K5B/nWD6QtN6TooAq+3Pl+IV/4/sCAHRgFfOFyWIx4DRGWnvkyEApcjKg1qQKfPN9Q7Yg73X6WIjuv/nmFW12uizM7DAvlyKwMMH8uJ6FetngPqn4d9T4T4UuqjMq7Ddjx/Itm5kvLG7UxtijUM18yRmXjt9qP8MWrUIZlkeJRiN19Q7GIK5w3QuetRLbyq/jSdc9V4o/QB2IBX5ifJ1hL4meqbD55TcFprzGmx3OIy0/hdmGeCBiEZqVrKvhSYm8uSSONRdtNuNdXw5fli9dTEJYqvlZ+qAVNq9TmXs9bVNpVjl69BpEjzMZstowSzwswaWnB1DPa84/wM8IzSn4bGUGbvbXmS90C7J4bMi9Ne+1bOigK8yPJGOy1JcEvSYIvZ38MX5Z7b8BgdYb4PCUU1xyURfyuKuSHnZ8H3W0obGVEYUNrTCOSqXytIz09JFtgz5b9fJ78lo/tM7F5Z0J+LSPsBfOlWzqf+6Vwqps0O0a9xNgxAb5EZnFRNfOlyFjBsFfdeBl7h0M+bzXgJG92Ad6+Piz1VM18UcGXjDIF+L30Yf7oMOz2SEkCLe9VkODLB2Pi6+nEjrnngLMR1n/JqPm7KeeTX5OsGk7/x+XHvO4sDQcpfVJG9C9KhN9FODd+b+ZLpUMupH4wJnnWJ9pcbUTD+u1EO3l10z1YfjISi9KTd2kjQ8XjwTGAwhGG+IRJ8MXii5xMNwXmqXIWfdKHLxZXc8TZNRd7v8akfiFzd//3M18qKYvYqjZf9k/FaoQrrkMt+WBahHzPV0a/noSzjXRftso/itzAZDFWufRFK3I7ykXzRZipWrebglntIzT760NyNrtV8EU+P4EXVwypv8xRjAmb+8qTYw826pkvDpGGjJwwh/mDAjB8oMAwWyY2mqhnvszr7Y/9aQNy7Irw+ewtRl0JMa65dkXa2DEBvgixYwJ8eSaZL3YyA9Z22aAHX5xXmpA2XNr/euaLTuxY6/v1uPTbB2SRqQz4OIAyjhU4cfgE96c+wDTFgE43O1Nb53nqa04Ca+03Y7zUimlzJkvwxUApzqCSWchY8kR/5kumaw4DN/bgYuOzWCwtwaQ50vP291bx2LEBZnZMbivN/RjqM5M64Y5UW9WMq79dlcyXKzrmS7dg3C4oeTIuldpRtiT2BceD8OfyGGY1riua5Or1x6EzvB56n8LR1tzq8AC3LdLMl9jWuUSeWopgvljqzHxp/6QJ9Sr+9A18yRgox2+Ll+b+IblZEeZzVPCle7poqBllS/fs0RMycNpjIcaOTQuXzJehFs5ibSZg2kqMN34V4YtzA2fkq35svqjng87pFog8roAQlfmyfd8aEkZK4Lrb8UFUa6ttQI1asYn0+Yl0e9yetEQlV9tdIK5eIS4PDJH3NWXWDm2zSJBtoDiM/WfP9rzsfwu7NeUYPVKa/fi95VPDj0zXPO7OlMwXdVOtuM+mzxbvCYZeG8Gq0ZvILaUk4pgOfGnjh+1tQ03dShe+/FrSiVGtJENEWFtW7SLZ6xNl/NxYXe26ZubLl655LBfgy4nxVFbdRwqRpUMe9KO8S1XEKEo3JQ73pbrV59GWrFg1RbTNTVMNSOoko7B7LC6Tvq1bJczPxCnISrz/9/LpxJgne5lhX5neTWbjPSgYmyNKisMX4b0XxXqTkJnPupqh4rEd2zCXqYe9WN8jgiIThdiEI6yloSswXyI1NIx9NpESqihT4b+D5y9DuT6bKV9Gc+7ITQm+1MvH4YExDpPtGRkqxTdmpOaywW2Z2MzYp1cd7o5+T5drzajh0fqH+0yYl6cbO1a8dvHDH/znH/7ZAv9sgf+TLfAPfPlfbmZhULRFRBGFY41xXV2SIaO+b74Ib7Oglj+5OvBFPdhL+Dd17NhPfwzg0ILdZDnAqtPaQsrMtgG43pJrLmJpA5RiRu3ZTdEMcHNgjGp2jPBaa1bsJnv+R2wXOLO93l/ijaLbje/DlzyrIkY96S7Bl0p+5AkzX1QFxvzxJixcNlPUOoVC2ae2cowHxeIy9tsCY9zcTJwiVebLUgm+qDsI5gyLwOlgPh86ZGDr7PDv4YtHLn5/SuZLAUoiLksX8kfn33O2+17x685/DqNWY6nDT1jhi1dSuDyLCZ+HsvPAfXInP9fceNhNtGV0xATx+zTmS5cMarWrR/rMtzQ86k6b9tKDb/F150MaJ1uuJsFDevAV1nyXOvxS31OCL9OWU32PLeP/nkR4u5Wi+aILX+Y19Mf+mRa+6Jov29yHUrFUC81bqs0Xl4hyRJXRwpe4gflEbNGPHRPhy9MZmBpL8CWjGjioCoxq+BJUIgBDDXyJpco8p2+KVa/np1A5yI740UUMnFKTGa9Ps9itodhBpDZf3vZLxz7HBuszSukh2q2Qpa9VhXq7QDFWIqZNNstOSuZLvtBJqjJfZp2ciOPg0qTWgpBi8GWpZxiyY7kifNm0agepXl80+8zNpwzdJvfRN18GZ1CpbAUKgpJodqMTzevW++GRK8aOCeaLGr6oirkfY28T4vk75U9bMzN1LsFlgsntK8Nvjfah3aeqH1bRgq2USuV9QuwYWFxXipq0etuo31htvjQ9VIn5ivMa+JLpWYRvmDc9V0+m+Vzpc5pUM5eQO0v5mPSZ/WW+NV/cm3pwoq4Kvnha8tj6nWi+PB+SSo3ftIX85AUZ2IvmSyL9elQR4Ys6DkkDX8YnY/HUBtvbUlE4RZU1nZwYz5aykvmihS9+5LREHGArrLPhJ3jk85is0rD07x/Dlwmea6m4NV3TdeqxpQntBkpwRWO+9MykUUsVfDndmLatpLik7z86jzkAACAASURBVC3hPCrBF6kwo47l0oUvw19NYm3LlWLna9B27blxQV0/bIXZSmNTqbnRlsTeYHdcyYldH5njWJ3ujbS58WrzpdSasqwV4MtCV2xfmZAwLJ+w9YL5oo0dSyufR8Az6eHge7FjwzxHsLqEBF+yhhkTXVkyX4rvs1ez86gSbsKLyYL5IsGXwLLNaVlrGPM6+2N/2YD4QbkYJZl8Y76kZhcQJZgvhTI+tM9nzdHF38CX+zuuc2HCFXLtlSyKLhY7NjoE2dU8Cb4ERZHrl0y8eyHOjwyxW1qZ0XP6ir+/xnwZlklFBzeKIjOYkDASK8sfwBclhFkE8fzXVN6oZr6oP4di7JjnOXFegAhf7ALJH2XA4nBt/JvwwCTMcPh7RCpljlqRXVemgS+h5X+iaQ0pDk1YavOl1uFKBBad18CX3NkKFgnwRSd2TIhmCrvuy5s3z/i9zlESdGLHqu6sTpkKWvhSOL0Ezw1fiw/8L4akUv07x5lu7Nj66r2pWaEj85v5YffQkA8T07C6Z4kavgjRS0Ls2MNnLznXUBU71j+HyG3fmi/37l3jYsur34cvvfyQf1IQJMKX5RhtyCGlfh5290yova0Vnfo3F7eLZubL9Eysk20xOJInzm740Xry4Amnmx/nwaQkon+S4Is6ekodO2b7zoyx90exo8JWjH0smDZPW/wU9mOBZRGxLbJxEOCLvQx5RiHXvgNf5vcJxO6UjJbXKzEn5jxdBpcVTUzzMDOGDu+vFzsW2zqHyFO+nDl1hsd97uuZLyJ8+RDP30Mk+OIUUZrzLx9J8KXYPns7O5eK4aY4RdmJ8GVj+mf2N5qCq2MtHfiSLsaOWb+Ti+dGNXw5d+IcD/vdFd/j5QjYvFYyX7ImmuAXKsEX9fk8f4gZC6OKzXxp60eRvIiw80vwHhaMzUElSR75ONw3ptv1kVSrJx1H4QtPoVz2kOhFBVjdN8JAiB178GP4cvzQSV4MfcTNBfEkqmLHjrZaiK1VGU7dW8O14YkYFpnQaX0rrnW+gus6V4ao4EtGShwbSm1FKOZ8dSvENM0Yw68yclXwRb1t1J+XeW39sHloIMGXN4/orIodq7PfiaoeNfVjx3p8JXSPP9uitpE4/dvYsZ3rfid9oQq+7CzH6aMPRfiie24UBpt/7q2k0mYjUjan4+AoxY6d/TkUM2MbDXzJFuGLGcZpMgm+qMyX3zb8RuwMKXYsba6cYYP7cLTuAcwCrZg8XcpnWdljOXnnclDWMWTuLX34Mr+BL4VllYQdWoxn52DKXVaSUC8fpwfGTIybiaW1BMSCPfdgsPUDqcsNURzIRZamEJsZfrQC/bdjFBjDpdAYMsp/D74oKShpTM1x5Yme8pYaR93poroHvX75Ojc6XyGuYTZyAb5YG2Dx7N/DF2G7VNllwPZnn2k3TWpKanWzNkbm+vAlfdRX/Ff7E7FkFYpQwXyRouK+C1/OVuKPsAeUuWTJmx7pWvhSPo+8hkqc9ptq4MudgjzOdtvIX+9SuVJLMl9s9+aRONJIB77IWbrai+U+6ygIl5piCkLMaVypNvf7/EXFneXo3UcqAIY0D0X+oAjT1pZMOSUZTOolPqMIsWNbFjGvpa9oyCV4FGAvwJcU7bXPd2AUZkcF+GJDgp8QO1ZE6Lnv7zPBfFnmvR7D1ZmciYomz7YIR1Usl/C+Yee9UPS2QdHCmKL61phEJFPlcnt6NJSssf3bDvJx0mvJ7H+jhS9vuqcT2y+FE8Xgi9DworABx4gsLtzNofkSFwqNFYx43YPnMX/xu07smBq+rJkVTMregm9ix+aPCsVub5FYHG9zpzL7xz3G+qOxCGo15osAbZ0Msb4tp+ZhU84lvyJVqWBv100cufSQV79I5osaviiMpHt9DXyZEIHpDulzXPmgCykCfJktwJcmNKwv3fP5VwvC5BOY93HCc6c+fAlw8qdomBE+4RJ8MY+RkVlSiXm6HJ8PuvBlBSZ/ZdH6RgUu9Hr138OX/R+ERCwqKRVsVVlGi/dPw3KEC67DLPlgVIhsXzYT30/BzsJa/H1XB0aR458sNpeVumhJbicZJfbIVfBFyaz2UsOLsD6l5LCzaiR5NZUYCPDlsiH1hdgxp0LmvpzMsYdRevDFLtyA0ZPmSvDloQKjrzKxO14TO9bHH/tT+vAFmUKcNaSJHVPDF2Hmi8p8cZQbsFoHvghFYBcVfBH2mRCD9vORb2e+tLnjwcXd75CtSGPg+/6UcZSMiZm9/HE98y18ycyIY73LVk3zhZBKoTRQIiuSwb8235JH2nsM3zJBZJbKYcD67vzZ5Bzmi23w9Po3M18aq2a+LJVixwaa2eGphi+LZlAnwomaa1pweftlFAp9+DKtezClzit5PD6VOhtsSewvw3G/8rvw5ejhU/w95CGFo6241eEhblsdxec+9b1GcfOl45Mm1PkefBkgw2/rPB34Uoj5nBTJfOmhgi+q2LFPE9JxFme+ZDE1or1YAxlu6SzWZgKnr8AoKpu4pjkIsWOy9RniMSYsTexYHT9s3hiing86p2sgBvGFBKtA/4t7sRxvuU38mZ6nBlO5tdSMKawNKzaSMT+JHk/akZyg5Fq7i5rnaYP+pszcpoUvQuyYEI3WYZIEX+zXlGXUSG2zk+ZFVV8IM18yS+ZxTwVf1LFcwj8PmTYb9432DLs+kpWjNpJTSkmkLnz5yQ/bvwT4kkKtKDtS+iux2y8TZ6iOcCvJsBbSc6ewNq/cScq8z5T2c2ONAF9UM19iuuWxbN8Sxh+ZQCVV7JgwL2novb6Uc60mwZdSSk3s2OdR5qxYPU0HvkBR9zicBfhSrGEncUEWjoGWInyZ691RBGYz7KvQu8ksvAeHYPOHQgNfzA7ki/tMbb4kquCLaL40zGX67/NY1y2CQtMiDXyJvvaJvR12Sfv55SSsy9ho/t7gBZEo1+cw9ctYzh29yeuRzzX3jI7T7BkRJMEXtfnyoXsGfbq7c2+MAF+aUsNDOzO4+D4TItdim37VmC/qZsbi3/fPf/+zBf7ZAv9vtsA/8OV/ud2Fjm3rSCV5YwxwXVOKISOH/vAVF9T2J9dOa77odhD8Ons2ddfa8/PJQeybvZOvjnJWntKZ+dIuEJebMp6NS6NmVAnS+ispsV8mFoWHlHJmREvtg8Xa1Xv5Ovc9dotc2Fbnlga+xPySw7KDvow7PonKqtgx4cFr1CMVfKnsR64rONyVOvLzJ5qwMGKm2PlinmDA53ZyGoy3Iq5/Os+HplJjp7YoHD8nC+cwSz3zRd1BMGdoOE6HCkTjp2pcaSz25WKQ933zRdA3Ay744CvEjsmURKjMlyd/fuB0lz3i76VbzBD++9jdlWIm//FWPuw8eI8cz2fEeRTgct8Iu8m2jA5VwReV+fKpWzq129UnffobGh2vS+sfmC/3PqZzosVqPfPF27UuHT0m6pkvk95NJaRVpGS+7NOJHWvkj/1TA16MS6F6lB1qYCaYL8Xhy0r/9eQFpuK6vDwb3P7UmC/xgwsI36RvvghxSAsfzpRmvjgJsWMKrfniY8uUeRMIsg0QCxXZgw0xb6SA6Ypvi1VeqVQMsSV+VBGDpkjmi2+pxvwkxCH1CBDnT9zzj6HCrZIa80UAP0IhV1hCR7sQKxHbNofI475i/ni+jvky+9REHAT4UhtCrugXhfffCmFV8juxk1MNX2IbFOJ615AyvuX5ZUJPPfPl05BMKpUtT35AEq3udqVxjdo/PM6EQvnLAWlix6awwiq0pUn1AXyKv0vwhENiB5RQFBaO3eLmi081P6w+GfJ8XCqV9kjmi9kNhQg51dtG/cb+k5dhsiWXZn9UZl7BOX6a4SZGL2RNVrI0dIGe+ZJUO5eQv5byJSWW3aW2kdigCMe7Ukd+qfVl8WjWiKN1Doj/LZgviZYpOAUZ83xYKjV2aI+zlAVZ2AVa6pkvq6t2w71SV4358mJNDE57nClxRy4eZ8m18gm+rW++xPXMIWK3r2S7CbFjKvPl3PJTPFzwkKyysPSFPnxZe2kB5zPjxazwCZPXUnFLOokeBTjeN6Lhjua06dtK/P3V5suH3hk0aVmLuBmfaHi2KW1a/Phmsbj5ot7WuvBl7IdpLG8cIXa+Bm7VgS/1/MQB2s/HpFBDyBXuY0CJ4wWc/O0TXs616NpAW8AJn78a5YpMyqyvwGr7i7TwdsXubxMSRxQQulbffBHiegKe6Mx8aVCIvercaB3oxIjJI1lpLeVVZw03xqx6DgbzDHg2LJWaOvvs9ex8Kocb65kvartDDV9SIpLglN035ktaTiEb7aWBpB865LPmj8ViNrRovhyUtsGjPX9xdvRFch2VLPqof5wJMwZ2pH4UO5NXBUaR659MfL1CnB8Y4hRQjeEzeomvoTZfPozMpKJdqf/afBGuA0KRSVjqz+GrT5dYOfms2BWoNl8KRhvhE6pjvpT3xzRFzptf0ygtwhc5Zs8UnF/9mciKHWhYrY/m+FabL3WOVMU//wztJ5XCPNGQvLlKvJcs0DNfEuvnEHrVl/cfXnGwxiES6hfhpALT1XfVpEzFUpxpckZ8bcVMW9LlMdiGm32zz5K9M7H3t9IzX6Jq9ad62XYa8+Vt1GdKbHKhxCMD8TgTutZCri/myYvXnK5/UHwPYZZPxJal+JXyJ7ebjIB10jX9wcMbnG92mZQuCoIO6JsvQWdn8Cg/UyyOqWPH1PCl7s42/NynqfgaavMlfnYm1vF2yI7mih15P1rPHj/jZJOjeubLrgZjKePcQGO+WH80Y/wdFXxZYsW0uaqQcdX5Xsjajmueg8NDM9F8kWcWcs3/W/Nlft9A7E7KaHWrMrOjteaLRbgFQ4b1Y0xYmMZ8UV8/zp29wMOet4uZL+35/CmWF4OfiX+Wy7IyPHj6AtfNFt/cg7ybk0eFMBNcNtlB2UTRfDnQZDou9tUR5iSZJsjIWJOIYZADxc2XC6fPc7/3HfE9Xo6SsXm1ZL5kTTNmqcp86b12Mk1nu5E/3IKF6/Q78r1PTyG1KI81XaJYNDwE6wMKEhvm43jHmF63x1CpljRoNcLnNIrwB0QvKcTyrhA79t+ZLze948W5H8I60XqxmBF/5v46rgyLx1BpQucNrUXzxXW9K0OGSeZLVloS60pu1IMvQiEwp0Q+t+cmcLDpTJztqmo+LoL5Yv1IRv2z9gS/e8QvwyTzpd5hVyrVqaZnviT2yiZ0lx87Nu0kfupnkj0KxfkbwhJmvuyK+oPUeVKBrca+2pzd9xelDpvrXc+EYuPnvkoqbTQkbUsmdirz5XyHCEyMLEX4ojBSYL4qi+wpVlrzpVchwbsWsStqFzEq8yVjgQHDB/fl91qC+WKD53SpALii13Lyz+SgrGfI3Ov68MXzxDjsDIzx67Qaz19CKHdJQXyDfJzvGovnLfUKnbwH2ZYPpK82onBvLrJ0BUF//dh8CQrcgaH/982X36778W4Q5LsZU2tcBaI931D7RD06/dRJfLvb129y+edLInwxKJSDGr7UzxYHTRc3XxZ4+GGaJqPyb/rmS9vbdZGb5LPG/4Zm5kvG2Gz8VvixzHcNhcEZOrFjKvNlwSpkyyUo2/ZmC3YtPIfTdVPx/C6AM2Gll88nvzE46pgv9wvyRLvj9vs0LtdcR2rFPKqslRHb0xCZQiaeGzXmy5J1FIRK92VF4VY0qlRTNF8q7y5Pz54ScA9pGYr8XhGm7SyZckwfvvQ4NoafzO2Y3i6Uea38xOuxAF+E2Yrzk3Q68gdtxOxIEoYHbYlfkoSyhIKQ/4H54qIo4oBq5osAX+hegsL2RijrWmMUnkz1Gx3pWlcyXw7sOMSHCa+08KW2ZL4Ixdn4vskcU9kY6s+TYL4obJQ4hX/VmC+FJgJ86cmLL7f0zJf8uYUsXLKIzV4hxP5WQK7GfCnE7+UiFowN08zQ/PVDF5b3OYzFJwN9+OKeg8zZCCsd8yVdNZz+2JUnvOx0nAT3HBoFWfHhl0Kt+eJlzuzF0/CfFIHJNgm+VDviRtJbA5JmfuKna01o4KGCLzWDMHkPFv2dmbRtlObYEb5oeWK8JuVBhC9xAnwBswwZi9/qwJcOKzC5+5U21ypwvs/fmNYvZM5vPzZflowJF6OAhOcp8XdTKtiogi9LD0zDfLgLbiOteGdYiGxvFpM/TMPGTJrjtDZ4E199E3nTJ41SF63I62iAzV7EJru6XfkGvvxWLZK8WiD3iuf5VUMxTSLbuRCvv6dz9P5aPfjiuMKQEWNV5ssjBYZZkvkiDNMO/suH+X0DsDsp1zdf5Crz5S/VzJfvmC9OMgNW6sCX6NZZuI+2JWVYAUUmSoR5bB2OSDNf5vcPwu64tBvaPW7I+e2vkUWkMfDDQEo7lRf//6zeAbicltP5Thdq1ayj2Wc5ual0uDBPM+NSKG4rjEBWKMQgwpIHOvClbDAZpb/y64Y+nG946j+bL02EWaR53FDBl8Hm9prI9GE+M6gd7kTtqNb8ufkiRYoiwi9r6xrTu4fgdl6haUBN6i/DYb+Si8u/MLexh/jcql5Hfz/D37/ep2isNTfb65gvbXKIPOnLwtOTsRjmilGWZK10etaE2uV/YmFdX4os5Ng/kJ7N1OaLd01fbN4bkdyskJ8jynK/6Rde90in3AUrzWtET8zAabe++TLC0oXRrZdq4MurCSlUMiqLckO6aJcJSwNf3P2weW1IStVcgh4sRTBfDOK0M19ePUrgSNPN4s/0OT+ECs20kcCXn2zH+9MNdjcYz5f3hVxte4HY+oW43jPEcKAZM7Zom0UE80UARJ09O/C8z00c1pZj5Ij/3nzRnaOpNl9G3hnDsiHrySmtIPKodp8taOuL7S0jnk5IpdZ6W9Tmy6ltnxjlVlIzO0b4m9TmS7mgUqysdE1rvnTPY/leffNF+KwPu9efcs7fmi9fRlmyfPUUTfNGYmeoPcSUuF9zv7lnTJr/FYcgCz3zZbZjVXo0mqmBL3fnJ1D9o5smdkxoGln0ZRFJWQWsqREiHtsxjXKZ/ft8VnULE+FL+HmpaS/m5hd2tdshfj3xzRQsS1pqPqOHb4WzLPk1p9v6ce7oDV6PfEFS/Xwc7hnjNMOR4QFSjJ7afHnfK4N+3dy5O+o9XW82p7q79Lz9vSWYL1+afeXpKClJYmmpRrTVMcN++IP//MM/W+CfLfB/sgX+gS//y80sdGxbRSjJH2v4b+GLQgnetQPIdcjlzhwpdszTrhwDm0oPeWrz5efTv7Jv5g6yHJWsOqXtCpjVPhCXGzKejU+l5gZb0gcosdknZWcOL+Wq10GwduUevs77gP0iF7bqwJfYX3KJPLiU8ccnUUkFX4QOgtEPtfBFNF9UBca8CcZ4R85iSTl/LBIMEGLHRvh14UKzY98UqxLnZmEfaYGQoTtnSSexg2CmQ1V6NZ6piR27EhhD3RflJPiSLyffSsHCeOnmWz3zRYAv/ud98O2gmvmihi+XPnL6l93i93a/OZKq7tqO7BN3VxEc/1QsSuw8cJdsz2eoC/n2U+0ZFSx1EGRn5bPGKYJP3dOp3cZDNF8aHHPnp3bfN1/ufUzjeIvVJAgPvmMl80U9CFzXfJn0fiohLSNJrWfAKh344tXIHwcBvoxPofoGffiijntRf/xW+q4nLzgVl+XlifoOfBm8cwL1VLFjInx5NFMyX5z9yaiq1AAzs8V2TPYaT5BdAIa5UuxYzU41eT/i8Tf77O38FCoG2ZEwuogBKvPFv0wzWtcezvzuAWIh+PbqT1Q5XQYrVeyYHnxRmy9tc1h2XBU7Jpgvf0g3X2rzJcUdQi//O/iynVSvGM0+K+tfns7j1PAlnt8bbeHj0AwquZWnIDiZFre60LSO9mGh+CEsmi+908XoMWGpB9J/jL1LiOchsQNKKK4IkYG5feX46cSO+VT3w+qjUMhPpZJovsgwv6ng7MZo1NtG/X7+npGYbM3TwBd17FjWZAVLQxfqmS+JdXIJvbWUmNRYdrkJ8KUQR9VxJsKXpg046i5FFSmnWGDiaEu+z+dv4EuadxYl/C3FmS/9VLFja6v1oHbFXzTw5clv0ZRcV5ISd6QBxWr4khQfz1bVzJfYXjlE7vJlSUV/clooNebLuWUnebjwEZnllPg+199nuvBl0uR1lN+SRkL9ApzuGdF0d0ta9JRMrsS4LLZVWMWHPhk0alaThFnRNDzTjDYt/40mLZovXzWxY+qh67rwZdynaSxrGPFN7Nh8Dz/sXgrATIr3S+r9/7H3luFRnA3Y9rkbJUISkhBIiODuBJdSikOLFZfi7pIECcSI4hKcFodCS5EAQeq4u2sSEiLEdeV7ZmZns0uAPt/3HMf7fj96/0qbZTc7szM7c5/3eV0K7GPUxOx8rTfV5H0W5bMW7ZosKkR7st6p2HxJGVFEeLQ//bdOxHuqNOkoZC8vvS1dRAsxfun1NPpzo12oCyMmf8cquzAxC1uAL3VaVuTl+Efie6j9Q3G279O5RVSJNOP+lBTGjGgsmi+y3eHbJQTHP5Rkfp+IareL3nwxjB3bXF5nvhjCl2rFsWO3913i1Khz5JXVGK0kFf7uHX8FsTP9tQhf1oZuJi8ohcRGKspdN8UlrCbDp/US39/dy/Gc+GIHL0dmUsmhAprlmUxKHY11qbIfHl7SZ1QLUdah3BuaxrNvpCiEddW/oV6VbojwZXIsFf6wwTdjvmi+qEaZsMjQfKkkwBcFzwZn4H6ktGi+WN7TcHZtHCuqdqZJtT76110yOhLrvSrq/lKVkMLTxebLXC2LAozhS1KTXKL+COLVyyccqHXQCHJW31UTr8runGoRKz63eqY9pW3NyQl898njzNB82Vx7ADW8vhTNF4fbprzY/wK7SHfsb0oRVoLpEP7XYm7de0Sst2SxyfBFjB3rriBko/R9d+XaX/wmmC89NIQeMIYv4adncrMgi70CfJm9ArPofNK8CyhzxYLGBzrwZY+m4nOc2X+XGyOPIsAX20QHTI4WfDZ27N7Ne8S0NIYvws26u0sjEb78OPYupd+UYsLFkeyoXDJ2bKlTCEXWGpJa5eF4sxRFjgoU2SquBMZz5oPV3XLniwxfZPNFgC+i+RIeLt5cC0OGL2diT3Oj11VSmhThpIs+7Xy+I69eJPBwiARfXJZ5Evc4GbONuSX22fM5BVSKsqDsZgcUnsmi+SKX0wuxY+YZkL81SdBXsX0hnRuTvygiIsaf2OOnuSWbL6Ng8xo/Iu2WkjPJnMCwOeJr91k7hRbzBPhixYJo49ixRSenkKYuNIIvKd6FOF0x59sb4/CqLsV1LV94EvVyCb7YXjFFebsI3xs+n4wdO3boBA+GGceOyYX0J69H8+fwJEwUFnRZ24a/u/5pZL7kZKWz3iWatGr55JVXY5FhLk4E5gkLgOYm81PLOTg7VNUfZ75fBlP6tgRfDM2XhofKUaV+TRaGHxRXuQrjXZ8cIncFs3PrThKnloQvuzb+TLqfZL40OtSUX/dew+6g2mifCRMoCb2h8lZT3m/LwNFJMl9kwCAcM4Wl1TiuziZzrB3mGUrRtE3VwZedG3eRqDNfsuabMHRAP36pv59SIaWZMlOKHVvVdyWFJ/KgsRlz/5T2ozwM4cuUbuF4fgq+TN6LYrsAX0xR7S2Q4MvlT8OXsNCdmATF8VtkAplehZhrtfrSdRG+DIRCT3Nqj6xE3NSn1D5aj24dpLKNyxcu8XuHc7xtliuayzJ8SWqcy52PwBdhwYt5poJqO43Nlw5XGqK0KGJt8F9UP6ADJ2NzCF4VzPKA9ajDM4pjx3QFwhHzV6FYKUWk9Lrdj60zDmD3t9BdkmkEXwTzxflHc6yP5pNQmMaNonxiem7hyov3nKsbLULCeuHmxH+jRKFGiqsdJZkvK/yjUenMF/UyG5pUrMWNPpepvLMiffrq4EvbSJRXVZTqaMOUX4zhS+9jY2hX6gP40qQIh4cmzH9nAF8GbqbUkRRMDtnzzj/1H2PHViyIxnRdtj52rJxWzY/62DGd+dLeAm19G8yi0qj1Zxe6N5bs64O7DvFi3GPJ7H9iSYEuduxJr3RS+6ZxWAdx5M+dCF/stZSNzCk2Xyw1jHzSh3tx5/nJMHZsXhELl/izxSeMxF0qMVrU7pkpmZ4qgh4sYv6YCBz2qNGYavHJnI9f6yAs4+FdvWLzJalhLkpnc2wvK/TmS7ZWy84emzny200edTvB6y+yaTvP/qPwJWhCFJY7pL6DGoddSX6iJHVu3Efhi83AckzcNtLoOBPgy1i7CuI9qmDHW71Vkl1ei8V/ON+Sp8UT+Us6r8L8Wjbt/6jMmd46+PKZ2LElo6Ow3msAX9CIhfTCWPzjdGwE+DLGlucUwf4cpr6chl0pyXyJDt9KdsA7BLPf7YwNBV2U2O1ViN2ejbsrmPmVtOBFGHrzpS6Y+CTpzZccFxW+D2dw7PoGzvtliuXgwnBcYcKo8fOYP3gpJjdUmOYojWPH+gXjGGNgvtQLQqNUiSvqy1+WeqaEWFDLPHPM3mlF+1rofClvYsrKbhs4fTyWm99eE+Nem/VxkuCLuYY8R/VHzZcvbzblzI7HsPI9g18MxN25kvgaevPlUlfq1i2OcZbhi5zyINybq800oomHg4KAa8adLxkeuQyO7sO5Zif/C/NlKUp1MXyRO1GEv2fYwlnUW+5M/S3tOLv5I/ClVzhusRruTHhPXWEiv78CRwG+rI5nnvcH8OXQSR4Nu4FmrB3nv7pebL60z2P5cQm+WA0vj3m2Eq0Sut6R4UsQKhtw0i0k0MOXOkFi11JqKzWLY/zEuOEnvdPxjLXFPEcCNXETs3DeY01cq2xm6GLHRpd2FRfGBk9bicWWPO76JVErpwraDR+BLzrzJbVGPmHXJfhiGDv25E4Sh5tJyQX9zg2nYvPi9I8/bv/Agjfn2es9gbgXRfzZ/qz+ftpsqBUzDGJSRfOlTRZdxnfkfv+LOK33ZOR3/2C+2f2MBAAAIABJREFUuBVwbaYUOza9TBX6tZAWMsjmy8irY1kxJJp8dy3LjhR/N/p1CKLMBVP9vJXefPnhNWPc3BncsvgeUzZfPELdWFvFwHz5uoAVAnw5Mp6qA6WotTxHFcOv9MOrXE2EHjAh7ky+ZkwYbcOKNVMJdA+mVKoJKV1hkO9XnG53puQiq/k5OC61Fo2YeQukeau5ZWvxtfd0Fg4Jx+5nDX+HxdPgjheWPxaI32XF8KWQ9bUiRKstoVkB8w77sqp7JGpLDZFnpDmQ+Itx7Plyp/jzpOdTsS5XDF9+vrSc5SmPJPhy7AJPRtxHvmYsN7cswwIkg/B9ci5bPFfxsncWfbvXE82XHn+3pGbDT99PC+ZLggF8+XDhqP7k9u8P/26Bf7fA/5Ut8C98+R83uwBf7FYoyR+twHV9BYZ89xnzpY4xfJniUJEBLaUS4qGzZlN/gxNdzgxhz7Qd5JSF1TEGsWMdl1L+bwX3JqRTe4O9EXwZ5e7KkFbFj9XDF//y7KrzN/VWukixYz3yWX5AgC8TqaLrfBG+SEbd+Bq3svVZXFUXOyabLxMsWLB8lqh1ChExgvkyQgdfPlyRnzIvhzLLrUT4Mi+wq5idKUf+yObLH6FvaXjfE6sDBTrzRYNfoi9KhYkBfCkg+MwiAjuFUohG3/ly789XxHSW4Eufq2OoXEtaSSqMo1dWE/HuHkfaLGTPT7fInXSHt94qyl8xxXmWE98FjxUfl5tTyDrnZbzqlUH9do1In/mMpkcb0q6DtOrww3HjdQZHWq0xgi+LyjekU6MJpGfFMWvGajF2bMqbGYS2iCKtkQlr9xmYL82CcbxjwoOJ76kZ7UDGQMTVVcJKrR0NR1LRtbn+JWX44ra6EtHlz+nNl+QhhURsXmzU+SLkiC+8IXS+lP5H+JIzUEmdLnVE+PLhPns+P41KSwX4omHA5BrMfBZLiEcr2tYdru98ubzuNVVPelA69j/KfYFC7JvRmy8yfOmQx4qjJTtfRPNlkDtpDSDiN+OJ/P3nw1j7XjBfNrFl7Q+8n5dAgrcK1yumeIVWpsvor0Xz5dm9d/zkvZVXwzOo7FoJVVgqba50pXntT3e+CPBF+Bw+/lZakS8X0r9IuETklMPiBbNP9nwRvhR8qyRwbfEqV0GxLv3KlAfj0qksmC9tlJS6oCJ2UxxLPVrTpm7x8S3DlzZHajC34KQ+dkyGL73XTqblPCkGRFhZGHkhkKT3Sexw20ZKE5UemLlHV6RBiwYcbSBFFWmmWGNZVoIvH07ky/BF6Hzp+3UVQhJvsr5GL+pW7sq8tsGiTXNvd5yY/f+h+fIuMZEfKm0XX+Ntn3yW7wooCV9Wx3DT9xaZFbUE3TPeZ9GC+ZL9jkM9tjB5ajReW9N516SIslfNaHWgHS17tBSfOzkpm+8rruFFv0yaNqtF8tw4msS2oP1nzRdj+CKXrie/f8z8qVvFzpeJb2cR1SCCgnYQqjN1hNeb3yhYnHx5MP49NTc6GMEXGZbKB5oMX9w3VmJdmXP62LHUkSrC1i0yih1Lq1rA0lv+KFB+FL4MHt+f9Y6rJfgy3Jy6rSryQoAv372n9vfFttLTeUVUiRDgSyqjhzfA79WfRFbsQPNa/fWxY9k/JFK4uyz2v0oZ+TJ8EWPHXCLF8uUXnQpZ/zHzZf9FYkf+Sp6LBv8XxhP5QsHzrgwBvmxhbdgm8gJT9SviykfWYujkb8RNc+9KAjHtfuDl6Ewqlq6AdkUm45NHUtr647FjH4Mv8ufwodj5chq3v2zwey/Bl6LRJmLmuzwE40roc3gxKAO3I7bkNVBgcV/N2TXxrKzahcbVJCNHGDJ8aXC0BoH5J/XwpXAeLFjiR68VU2m1QOrUSPLOJer3j8OXGrtq4VHZldgWZ8THGsKXD4+zjIU52AVbi+ZLj06eRL67z5Y6A6nu2V6EL/a3TXi9/yW2kR7Y35IMM9l8uXX3IbFNpWM5cVAey7bqOl8M4MvlK3/ye7u/SOupIXT/h/BlFjcKMkXzJXT2CkwF+NK0gDKXLWh2qDNtu0orrs8euMf1747wbm4W1m8l+PI580UfO2bQ+bKnyQTcXRpy8f4+fhx3D9t4S8afH8muyj9gttiKGT7FkEHI7i+0VpPUMh/HW5YUlVGgyFFxNTCBMx+USs/vF4pDDLS7WIXZbwxix5ZZMWRoP8YJnS86+JLwVR4rjgRy5vRpbnxTEr68fBHPoyFS7JjLMnfiHqeK8OXDffZyThFeUWa4bC6D1iOJLZnx/NxyLk4OVcTYEGGSumBLEpr5ZSn9QrKVZPhy6uhpbg+QYscejVaweY0vEbZLyZn8EfjynRUL1peEL+/Vhaztvgn/ERHY/qgmuWkhzpfNGXB7Ah5VpPPBCv9TqKKu8zpQhe1FU0zuqvD9TOfL0YMneDj8JhcWJpJcX+q8kwvpY66u5e/vUlCaWNBldWvOd/3LyHwpKMpmtd0a0qoXSPAl3RyzHMgtU8iVOe843NIHRwdpIk4Ygvlie1tBk1NOhD+9qY8da/izK5XqVMc/wgC+9M0hcmcwu7bu5u3U16QK0U+6zPUp6ZPYuf4gGfOlRUYNDjXh9703RPhiuM8E+PK2j4JKW0x4vzUTR+ciEb781nUtJkozqSfJXo3zqlzSx9pgIcCXPGUxfNmwk8RZceJrZM5XMuTbvhxt+COWwbZMnaWLHft2FQXHc6GpGXN/+wC+xIzHSWlOQJc16OGLdyEuV4zNl8ip+2DrCzLWm6HanQ8ZGsI+B19CdmASEq+HL5Zajb50XYDhLwXzpaI5tUdUJG7qM+oeq0+XL6UFQFcvXePX9rEkNMvBtNBEih27rySpcQ73RqXw+wfHmQhfshRU/UEpdr7IsWOC+aIwL2D90gvF8GVcDsErg1kZuJ6isI/AF79VKFZJ8OWbW/3YNvMAducVYneJkfnSFJwOmOnhyy1VPsd6bOHqi/ecrSfAl3wahJvx5mtlsfkyWknAGh+W+69HHSVdl2mW2dLIqyY3+16m0k5P+vaVJgDDvojA5LKaUp1tmPKzMXzpdXQMX3xgviR5F+HwyIQFiR8xX35yIGlRCpoyGiJOfbrzZcWC9Ziuy9HDF1ddJ4rw90Sd8UHdxw51BwuoK8GX2uc7001nvvy0+zDPxj7gZecsHXwxocxJeNo7k7S+qfruGPk4E+GLgxaXiBzOyLFjlhpGPenDnTfn+XlxcedLoU8hCxYvLglfdJ0vC8ZGYL9bih3zyZLgi0W8FmGxjxw7JsAXE2cLbC5D7Z9KcSb1EdlajVhOf+z3WzzoGsPr9ll84ePI8y6FokUhnBsVPtbMWTyNwAlRlNLBl+pH3Eh+pCDtQ/hSNxSLZ2AzpBwTNxfDF6HLpO3xiYwp7caINv4ifCmVpCDbBSxzFSx5bGC+dFmN+bUsvvyjCqd7P5TMl92fMV9GRWG9rxi+1NZqxEJ6YcixYxXG2/JMXYTiQA7TXk7D1lIHXyK2kr3kHU+/zaDCGRsKu5hQei/cmpBKk+5K0aySR9z7fH6ovoyCumDq8477v5mIsWM55YrwezSLX66u56Jflh6+OKwyYcxYGb6oxahHw86XD82XhfWCUJuoKbBTGcEXi3wzzJPQwxc3U1OWdzWAL30yaNnbheRh+SXMF1+DzpeOt7w5+cNjFCvTGfJiABXk2LE+wZQ/aULXK12pY3A/lZuXRudzfviUrUMP76nivbnQY6EUYLAjBFwxNF9CyfDMZdi6vpxudgKrJfZMnveZzpdmxvBF7kQRtvUwXexYg++/4Ez0WTRaNZG/GZgvvcNxO2UAXwYocNwvwRefpk34op5kfArjyE8neTT0Bprxdlz48jquutixhPZ5rDgeKHa+WI9wFeGLcOz0uN2c2hW/FD+fhvAla5CSwK0+YtSvDF+WxMxnjV24GG3tGWujhy/xE7Nw3GMldr7MXN5JnAORe31Dpq/EfHMe9/2SqCHAl42Z4jEmjLFJw7C3rYDwORBix1JrFBB2fUkJ+PLsfjI/NZE6O/v/OQLPxtI1rzB+u/0Di96cZ3ej8bx9reaP9mf099PmI6yZbmDqiuZLm2w6j+vAw/6XcYr2ZOSI/x6+zHCsSt/mc8T9M3yGj7ggY/TN8SwbsK6k+dIhCIcLptyfkE6tDfb62LGYHa+Z4ObJgBbS/Jcwtq7eRZrvG7zCKrC68p94R5YVj4eEb/JZsTeA8UfGU0WGL046+OJSkyWVdLFjugU7MnwJcA/CKtVUhC+D/ToR2zb2I0kSOZQR4Mvg9/j4S/NWcq+vHDt2PjyB+rc9sDxYJO4zGb6kZReyVgdf4pvlM//IfJZ3jTCCL2+vJLCr3Q/i+5v8ajpWzhKgFcahi8tYmfpYvJ47e/wiT0bc018zlvdxYehiyeRKT8ljs8dKhCSJPl3rcn3sK7r91YrajT5tvpSAL+7NaV/PGIrr/5B/f/h3C/y7Bf6Pb4F/4cv/uMkFvc9huQm5o/kv4UueuOpQGFPLVKZ/CymKRTZfevw+nB2TtpHtrGCNIXzptJTyfyn0X2IZA7XY7ZOyM8e6ezCoZfEE8vo1e8nxeYnTkvLsrFUMXxJ7FLDswBIj+CLcAI+58Q2uzvXwrxZEYbli80WOHRO+3KwTTYn7SsnIwB6cbnmkxMRH2rwc7HXwxSewG6Pv7NWvINDDl7AEGt73wmr/p+FLgnc+IacF8yWUItQs0118PTj/hmNf7RK31YBb4/CoKq3AFIYMX462XcTun2+QO+Gu/sKj7JyyjAiUVhDo4UufDOq3+Wf4cutNJodbrhZvfO+MlfRNf9fGdGw4ToIvM1dTc48DUxNmsrRpFO8bKVljAF98WgTjdMuERxPfU/0D+CJn7cvvQQ9f1lQmutxZPXx5N6SIyM3GsWPplQpZdE2GLyFkVtcUmy/+ZZjiO56ljiGY5SnJGWRC3S61eT7idol99mJ+GhUF+DJGw4BJEnwJ9WpL69pD9PDlyvpXVDnh+Xn4ops8m98wiCKD2LG5JybiKMCXRhBxriR8WZf2nD96bGLLuh28nxuv32eVIqvQaURPI/jy8rsMqpST4Eu7q11pWuu/hy8rKneiSY2+6OHLmdL4ZAqxY8EU9hPgS/HfJsTTlH5hysOx6VTcb0tuaxNKXVQTu/FNiSJwPXw5WoO5+cXwJXealsVhQuyYAXxpkEfk+UDepSfxg6sxfPHYUJEGLRtxpJ5kvmimWmEpmi/x3P0ujTrfF1sUGYtysAuy1sWOCZ0v19lQqy+1K3bSw5f7e1/jss6tBHxJfpfE917SyqnEPnks21XSfDmz5iQ3fG6QWUlL0N3PwJdp6/HakkGSbrKq3c8daNpZWpGfkpTNdgG+9M+kqbcEX5qeakW7Np/RpMsFI8QoCIBQGDLoEuHLtK1UO2TPtJQ5hNYO18GX4htAvybBlLlvwoMJ76kprIjrq6B0jJoTO16z2K0JXzWQ4KswZPjisakSax0M4UsRYev8jeFLtXyW3lwswReHpaTXVevNF/tQF4ZMGMBaAb5opNgxEb6Me1Rinz3zUVE53FSCLyMa4vfyDz0QlGPHcnYmUbDTuQR8Sc8tYqMMXzoXsf5nfzF2LKeaghWHpG1w++AVTg0/Q255jVGMh/A7Ab7sTn8jZvKvDd9EXkCqfkWc+8p6DBwnrbjWw5exmVS0keDLhJTR2Fp93nwROhyEeBVhyIX0AnxZM+U0Ff62wS91vnguUo82ZVGEAXypEoRlqpJXgzJF+CKYLzJ8WV2tOw2rfq3fZzJ8aXi8BgG5BvDFBxYsNoYvic1yWfZrEK9fP2V/jR9JbqzGWRc7JsKXKq7ENpfgi2qWPXaC+RLwrgQwk4+zpwuT6dHRS4T7W+sOoZpHWwm+3DUhbt8rrCPcS8CXm3cfcbqpZL4kDc4nakuANJH8MfPlGw2he0vCl5sFmaL5Ejp7FabRuaQ1y6fMJUtaHe1Gyw5SSbrc+ZLkm4VN3H8PX65PSSaunVSsvc97krjwQg9f3pZi4t8j2VHp+5LwpazOfGmRRxkD+HItMEE/uSzvND18uVSF2a+L4YvNchsGDeljDF865rLilyDOnTnHta8vfWC+dOLVqzgeDpLhiwdxj1Mk+PIB5JThS/ktjqjdE0X4crilL44OFUX4YpYFqs3vUH0EvsQei+VW/2vin/9YB1+EzpfcyeYE6MyXvmsm09ynAkWjrJm/1jh2TDBfZPiy6LtwSh/Q6G+khzycjKuHNOm3cvEpiiKv8yZYjc15k/9P8OVE+xBsrJwQ4cvIFBRmFnRdIcEX1w3lGaKLHRNeT4hOE2JM8strMMswwzxbQY5jAVdnJ/NL6wWUsZMsP2GI8OWOgiYnjeFL48OueNU2hi9J/XKI2hHM7m27SJjypgR82RV9SG++NDjkze97r4vwxfD7TFipndgbKsrwpayKw/mZRuZLgYMKl1V5pI0pCV92Re/i7Wyp8yV7gQmDv+0jdr4YwZf+qyg4lgvNzZh77jPwpXsYnr9qESbyXa6YGcWORU3dh3brCzI3mFO0M++/hy9R8WR6FlFKoxHPv8IQ4MuLwVBUyZzawyT4Uv9EAzq16yr+/ubV65xue4qE5rmYFShR2JlidU8hXoM+GJXCrx+BL2ZZCqp9AF86Xm+CRpljDF8m5BC8PJgVQetRhX7efPnmdj+2zzxA6fPwrIex+VLUTJj0NBXhy9vCNG4V5XO05xauvkznbN31JDfIo1F4KV711H4EvkSj1pkvrLClgUdJ+BL+ZQTKi2qsutky+WBx7KGwfQT40t66DNO/jMC3XRCOV0zFfWb/1ISF8cXn0aBBm7H8JQXzXxx5O//dfw1fTm55TaGdhgpatXj+FcayMz6ohM6XThYoattiEplKvQtd6FxfMl9+3vcLT0fd50XnTMo8KUVhHRMcTiLa15l90jj4sdgxB3CJyNbDl6JSGsY86cft138Zw5f5hSxYuJhtvuEk7CwqNl9k+DIuAvtdxuaLRQIk1zU2Xz6EL7laDd8bwJdXX2bRwceJp50LPgtfah2rQNIDSpov9UKxeAq2w12ZsKG491SGL4bmi2WSglwXsPjP5POSB8X7LKDLakxuZPLVb9U43fvBP8OXD8yXumhZ332TuE+W/Dgd6xHl8Jhox+OifJQHcpn1eialzCWzZOOy7WQuSuR5/0xcT1tT0FWJ3R4FNyek4l0CvuTxg9D5Uk+L6bxkI/iy4PFcfr6yxgi+lFltwugx85g/RDBf1PrYsbS6RWJcoe+3wTgeNyHXUc3iNwvFSXe1iUrsXjIyX/LNMNPBl4HHxlDBxIyortF68+Vx33Ra9y7Pu6F5JWPHvg2lzHHpvN75bjNObHsIAnx5PoAKZeXOlxDKn1LS9VpX6tQsvp+S4YuvS126N5kimgUac1AWKtCWVRB40QByeoaSXjGX4ev6cdo75h/hy7xmS1FoCji/RIqklDtRhJ+H+s+kflRZGu/swKm1sai1aqIM4UufcNxOarg7IZ06G+xJHajEcZ9GXLDj19RbTGyQRzF8Kc2FL2/o4cvbL/NZfizAGL6Yaul5uzm1vL5kfsNANNYKfYRmMXwJxO65GamtVCyJWSDCF2GBn9epYvMlfmI2jntKifBl1vLO4hyI3Ourhy8LkqiZVRnNxqzPwJePmy8vH6XwY0Ppe2Tw+VG4NXDRv18ZvgiLaRJfq/mt3Wn9/bTFSFumrTOIjxXgyxfZdBndgQf9L+Mc7cV3Iz4dOyZ2vhiYLzOdqtGn2WwJvsz0of4mR8bcGU/Ut+sk8+WXYsg9v2MQDn+b8mBiOjWj7Xk/UOgDAwG+THKryLe6+S/hjcjwpWKYB6sq/66HL297FbB8zxIj+CL0LX13qR+eAnwR0hvchDkQM3F7vB1tzfI10wj0CBatlJRuMNhXgi8fLth5vyAHhxAJvvj6S/NWsvGlhy8R8dS/5VkSvuQUsbZmuPga8c0LWHRkPpFdwo3gS+K1t+zU9fRMjZ+JpYOlfp/J8OXEFyGcO3GeR8OL4YvrgvIMWSDBxIzUPDa5rxQXM/btLMGX7n+3olbDf4AvrXK4O1Kat5IXM+pf/N8f/t0C/26B/6tb4F/48j9ufgG+lFluQs5ocIt2Z/CIoZ98Rr+6wRQ4CrFjEnyRO1HEL9PZs2kY7cQ3f49k+9jNOvOlOHZsVudQyv8J9yemUyvanoxBWlGTPvn9G8Z7eNK/efHE1oY1e8nyeYlzgCtba53Xd74k9sxn2f4AJhybSGWd+SKU9I273ofyTrURysYLyoHTFePOF+Hiy+YD+PLhpHCabw72UZL54hvUk1G3d+lXEMwbHoXzwSJ+j0ig8d2KWO7PE/tIPho75l1AyOlFBHRaShEaPXx5fCmeX9pL2ZlD7k/C1au4uOz4tXWEJd4WY8f2/HSNrAl3iW+mwu2SKS6+ZRnuL8EXla7z5VXfDBq2aUzajKc0j2lEmy86f3Sf3Y3P4qfmq0lsnK2HL3J2phg7NmOlCF+mJ80muHFESfjSMhinmyY8mvSe6usF80UCZoL5UgK+BG2kIDQNj/VVWOt8hpZLyuF0z5KUYSrCNy7CMHYsvXIB/tfniLnoAkDIEmLHdPvMarEDk30mIETEmOUKnS8m1OtSh6fDb5WYFH65IA2vEMl8GTilltj5Ivej+H4TguNpJVejX1E5xlOMHRP22UfNl69yWXEkCAm+aInUXXzNjZmIo9D50vg/Od5nPx07tm3tLlLnvdHvs6rLq9FhaHcRvjy/l8Ih7828HJlBtXKVKAxNpePNXjSoVvOTx1mYnRQ7Jne+rKrWlUZVe0mdLxMP4f6fjGe/9PkSfPnWhMA1BuZLnUBKPzfj0dh0vAT40soEy0sqTm+M08eXyS8cPHkFFtvzaRtTizk5MbSf6YptnDk507UsCZ1vFDuW1DCPqL8DScl4x/byW41ix9w3eNGsXVMO1jwgPrV2mjWWzvYULIoXL57qbC+GL1n+udgGWvFkbgr9e9cgIP4qchzSvHbBOF8x4cHe15Rd54bdFV1Bsa7zJTUllW0e0s1pYt98lu0MkDpfWisI0xXYn4uO5drsa2RWgaDbJTtffs16J2ahT5kejefmdJKaFuJy2Zwvj3aicYfG4nOnvstmm9caXgzMpJm3FDvW8lwbWjWXYsk+NoTOlzftsvTwRe5EEWPHpm0R4cvsDB8Cqy2lsL2CpduKbwD9vIMpc8+ERxPeU32DA2l9FdieUHPih9csqdCUDgZZtzJ8qbi1EqtKn6P1gnKUeWzJ+9Eqlq5ZZBQ7Juv/wt8rdCgJsWPycWYX5sK4aaMIt1mKUqMg5zspdkyEL6PSqLOteJ899ymiUrhx7Jj8mZThS+6uRPJ3lMXuNymmRTZfsvJVrC8bIRYXv+hcyPqfF7OgbhC5BvDl7k9XODH0DLluWhY/Kdn5svv9S04K5osOviR4q3G9YoLX2gZ8O0qa9Lt/5S3H233Py/GZVLaugGpFBlNSx2Fl6fTJfSZM7BrCF7kTRYgdWzUlFrcL1sxPXqCDL2YsMuh8EUC/cNPyaqBkvuQ2VGB+Xy2uYpQhjvzCAaMjsdqrovGJWizOjtF3vqh9lfj6+xh1viQ2z2HZuWBev3rK/po/8q6JmrK6biWh86ViNXdivE9Kx9lsB2xszET48uFxlu2fh01gKZ4uTOHrzpXE7xc5KlKAL3b3TEjY8wqryArY3VKK50bZfLn78CknGkn9TUmD84jaEihGIBR2VxC8QfrcXr9+nrOtfyetl4bQPf8MX1Kb5+N40ZJ2J3rQtJ3Ud3XuxwdcG3GY5PmZWL92RHksn0UJn+t8eUBM88MYwpcDzaaJ3/1C7NjBcXexTrRk6l9j2V5xKxaBNkybU7zyXDAFi6zUJLfIx0GGL7kqrgWUhC9y50u7q1WZ/eI03Yd4YlKooPTK0gwZ2pdRYcWxYwmdcllxOIizZ89xveclUryLcLoi3Uh3utCJN6/ieTBQ1/my0ou4h+8w3ZBbYp+9mqPCM8oU1y1OaDyTxM4XuR9lYW3BEADN5ncU+pUVO1+EfSabL6ePn+amLnbs8Rglm1f7IBiU+ZPMWayHL1No7uOGaowNfquNV+QLnS8Z6kLWdN+IHr40L8T5ojnfPZ2Ksy7re+WSWIoirvEmRIYvRfhe+3Ts2ImfT3F3yHUMO1/kQnqx82VEEgpzC7otb8vfXf/AbZMbg4cO1x+zInypUUB+OXUJ+CLHl8kP9usQjM1dBc1OlSXkyTW6jZAKfb2PeOBVq7JR7FhS/2yivg9h97bdJEx5TWpjFY7XDDpfthzm/Txpgq3x4Wac23VVgi8G32cCfEnqrcBri5L0rZmU0ZkvhrFj+WVUlF+ZT+oY6xLmy65Ne3g745X4GjkLTRk+sB+H6uzDeqk9k2ZIq6/XDFxD/pFsFK3MmXN6ttG5TIgdcza1YEnnNUztHo7HrxqSmhXhculD+HIA7dZnZGw0R7UjD0Xm5ztfIsJ2ogiM4zcdfLHRaMROFGEIsWPPBkFRFXPqDKvIm8nPaHiyAV+1lc7Dt27cJLbVCRJa5GCWbwJ2JljfU5LYJIenI1NKQE7BfBFspurfm/KDYL5Mk6Joet5uRj45xrFjE3MIXhbMyuD1FC3NIK2hijI3TPUFwhEL16BYLnW+9L8/iA1TdmN7EZ53L4Yv6ZUKUHkrcTxgiu2xQuILUrmnyhPtDsEUj629jncN82gSZsXLnhrQIB5nOaOULFnrw8rF0RRFSnGwJqvtaehRi6u9zlNldyV69x4g/v/wDpEoL6iw6Vmaiful+Dh59D46hnay+aKHL4XYPzNlYVxJ+GJxxJEEv3+GL6sWbUC5JgsZvnjoOlGE15XNF21XS0xr2qKNSKHRle500PVkHDlwlEff3eVFlyzxWsIQvuT0TmP/x2LHHKFsWLY+dqzISsP4Z4O59fKccefLgkIWLFjMVr8wEb4UOGAUO7ZwfCR2O1XvqPNPAAAgAElEQVSozbRixKdfmyDME7Sk1DE0X/J05ouWOj9bcTrlEflaLdt6bCLmz9vc63ycl19l0XGeC0865SL0zwj7TOFrzRz/aQRPXIbFD1LnS90YT5IeKng36yVfnW9NwwZtxP8f1CAUy8dgN9KNceuKzz/C74TYsfH2FcR+B8EssEyGXGclZoVCtG3x95UIX25m0vG36sR+c59S3mrm/GeB0KfGh50v9dCKsY/CCDg4Havh5fCcas+T/Hy0+3NYmFj8WptWbCdjQSLPBmTgFmtDQTcldrsV3JqYSpNuxuZLQnoB26tFUVBfi9mcFO7+oaDJirJkly8i4Jk/hy5F8rdPceyY0zoTRo6cx/yhSzG5Xgxf9J0v/UMoc0xJnpMa/9cLWVA/ELWpmkLbYvgimEil8iwwS5JixwYdG4O7iTkRXddz7sRprvW9yqN+6bTp5ca7oTniPst3VNPpsK7zxQC+dH/QmuNb76JZ/p7v4objYi/Z+LN6S/Cl562vqVG1tn4zfxg7Jtz/SzaUEm05BYHnjeHL+8o5fLemP7Hex7ENdGDCHKlj9WNjbrMQlJpCPXyRO1GExw7zn0m9qLI039+JY8tjUKMh6lcD86VvOG4nNNydmE6daAG+KHDcp+Xs2njmN/Gmbb1i+HL0p1M8HHod7UQ7LnxxnfI68+VthzyWHzWOHVOba+lzuyXVPL5gQUOh86UYvuhjx+oGYvfMjNTWapYcl8yXR33TqXiyGL4kTMqizG7JfJHhi9zru3TGSsw25fFgYSI1sqqi3pAhHmPC0He+yOZLzQLCri3Bp+dSFAadL2+evWdf3Q3ivxl1fRyONYoXoMqxY/uaTCLhdZEIX+Q5EMsxtkxd/SF8yaLb2M7c63eBcpsrM2xI/0/us0W1gslyzdfHjsmdKMI/GDpjjghfxt2fSESfNRS4a4kyhC+dgnH4S0j/kOBL+gAF9vu1YiT0VLfK9GlevCBi+9qdpMyLo2KkJ6u8ftd3vrztXcDy3cbwRYj8G3W5Px7O1cV72LwKWpx114wJY6xZsXoaAR5BWKWYktIdBs/rSGy70yXmQNIX5GIfYmUEX+S0BDl27HxkPPVvemJxsFDcZ7L5kpGnYlX1MD18WXJ8IeGdwlCZq4k8K31uk64nsqO1lDYxLXEWFqUt9Nv58KXlLEt5ROxXoZw+dp5Hw+6QrLtmrLDIlUF+0uc5MzWPjQJ86Z9Bv04NxNixnhfbUqNeq0/us2DXEOJbZuvhS5hnG7EL6t/x7xb4dwv8/2ML/Atf/sf9IMAXx5VmZI/U4BrtzpDPwJf5dYPJdyoQIx+EMdOxGn2aSzeEMnzpc3kUW0ZuIrcsrDpuAF+6hFL+D3gwMYOa0XZ6+CIUl01yr6TP4BSeSw9fgtzYVe1P6qySYseSeuYTJcCX4xOp/K204jHXWcXYq31wdZbhizCRL018yOaL8OVm89aUuI5KRgX0ILblkRITH2m+udhHleJx3wx8AroarSCQ4ctfEQk0vFsRiwP5YnZ3QWm1/oJY7nxJaFpASKwQO7YUlUJL1K/SKoqnV9/yc9vvxZ+HP5mMi5u0klQYcueLMJmw+6erZI2/Q3xzFW4XTSm3wIVhCyR9UzZfXn6bTqNWAnx5RrOYRrT9BHy5l5DFoWarxRtfIW9bGHJ2piF8mZk6l8D6YaQ3UrLa0HzRwZfHk95TTYAvOmAmwJddjcbiWb6J/j2s1sEX9/VVWed8Wg9fUocVEbbR3wi+CF0Ui68ZwhdhUljaZ6UWOzDFAL7kDDalvghfbpbYZzJ8SR6rof/kWsx8IsCXDjSv2R/fr0NwPKPk6sZXVD7mie1prbjPstxVBD6SPpeyXZPQMY8VvwSyoFEwhR5qfefLvBOTcBjkxvsmCiLOfAa+rNtB6tx44pqrqHDRlGqra/DlwK7G5svoDKq6VKRoadr/a/iypnoPGlTpidz5UuE3W+anfQK+1A2i9DNTHo3NwGu/DbmtlVheUnN6Q8kuCtl8aXeiFrOzi+FL3gwF/kt9jeFL4zyi/gwkNfsd28puJdlbhbMOmAnmS9N2TThYU5qw1U63xtLJgYJFcSUm8nP8c7EOtOLxf1bg9f+mOoEJ19lad5B44yDDl0f7X+O02g27a7qM/LqFhF1ajBF86ZfPsh0SfClsoyD0e+nG9NeNp7k68yqZVSHo1qfhy9Tp0XgI8EU3WdXxRGcatJPikPTmy+AMmjUW4EvcfwdfvsgSCxGFEV7xC1rWGoQhfJmb48eSSsEl4IuvdxCO90w/Cl+CKjTni/rFurUevmyryirb05+HLzXzCbsWIP49EnxR648zAb6MmTqKyNJCjIIMX7zE7PcS8MVXRaUwUx6I5ksjsfNldbVuNKz6jT52LG9PInnfl8Xud6mgOL1KISG3F5OZpyLaRYIvz7sUEf2Tvwhf8qrD8oPScfjgl+scG3SK3ApaFj82Ps6Elda7019zqsdm1oVvIjcglYSmalwvm1B5Q0P6DJciF/XwZUImlawqoP4v4cu9YWliJ4AwNtUeSE2v9mLniwBfXC9Zi51eHzNf/KsJecwK3gzIovwRGwm+PFBzblU8G2r1o3bFjvpzo2y+NDlVG//M43r4opqvxG+hMXx52yKX5WeDePP6KfsE88WgW0mEL9UrENPklPjcmtkO2Mrw5QNglu2fi02gFYL58nWnimKnmAzMBfhS+r6SxD1vsIqoQOnbuuOsURFhf/lz7+FTYmT4MjSfqE0BInwRzRcdfLlx4zxnWv1OWh8NobtKdr7cKshij2C+zFmF6fpcUoWor/OWfHn6axq3kiZKZPMlZWEmVgJ8OfIP8OXWfWJa/ML1/3QPxbWTJlnlQnoZvlglWzL1t9F8X2k75gE2TJ9bDBkEWK2y0pLcPK8YvuSpuLEkQfx8GQ4ZvrS/UYOZT0/q4Yv9KjsGDu5j1PkS3zmXlT8Hce7cWa71uKzPvRaer9P5jsS9ecv9AXfFpy+30pP4R8mYROeWOM5ezVXhGSnBF7VHotj5crzdEkrblEeAL8IkNRuTKfBzxvalifh9lty+kIjji4mNieVWP8l8eTJWwaZVvhJ8mWzB4lDpGq3v2sk0n1cB1Vgb/FYZwxfBfEnXFLGm20YWjYyg9H4171oUUPaCBWNeT8fBSYqbWL3kFAUR13kdqsL2bxNM7qg+C19ifjrFvaHG8OX0V1FYWtgidr4I8KWUBd0ipc4X101uDPkAvqTWzKfARYN5hpm4CjvHqYBrs5I59WUIVqWK4apgvtjcU9DshBNLn97Qw5emxzzxrFHJGL4MyCFqezC7t+8mYfIH8CV9Ens2/USaDr40OdyMs7uuYHdQY7TPhNz2pD5KvDYrydiWgcNHOl+Ex7itLCBltBXmmUpxQUlqHzVhuxaye+MeEmZK8CXP34zB3/bm57oHsA61Y9L0SdL2HryagsM5KNqaM+fk5+BLGB6C+dK8SMz7900vPo8um3oAjQBfNungi9D5cunTnS/F8CUBoZ/PRqvhhO740MOX6hbUGeTFmynPaBLbkPatpfPwvdt3iWl+tCR88c7h+XcpJY4zCb4oqPmDKdvvxenhS7ebzSlSZhvDl0k5BEcFsyp4PYUCfGmkosx/3qvQ+yhA28iFq2C5FDvW795ANk3bI8GXbsbwRd3UhDIHTLE5msfbgjTuFeXxU8+teviS1Fgob7fiRQ8NaBXicZY9RkHAal+WL45GrYMvZmvsqe8uwZeqeyrRq5cEXyI6RqL4W4VNr9JM3PMBfDkmxI45Mv3LcL358s67iNIvlSx6VTy5HjR4M5aHU7A4KsCXJDHm63OxYysXbcBEhC9vKLRT46lRs0sHTZadmYeqjz3a7paYVrdBG5FKo6vd6VBL6h08cvAYj4bf4XnXTBwfGZgv/7kXyuuVxt6PwhctLuG5nLmSS6sl5RDgy4RnQ7jx8qxR50vhokIW+H0GvkwIx26HxgC+BGP+VkNK7Y/Alysa6vxkTWzKQ4q0sEWELze51/kELztm0XGuDr5YStf6Sl9rZgvwZcIyLHZI8KX+yYq8vafh3exXfHm+FY0bSKuvgxqGYvkI7MZUYNxq4+htQ/gimAWWyQrynJSYqbUE3jGGL8rbmXQ6V51Tve5RqomGuf8AX6z2FnL0gHQOaKBAPP8KY8nBGVgPd8FrhgOPsvPggDF82bJyB+/nx/N8QCausQbmy6QUmnYzFT9f8nibkc+2qssoaADmc95x53elBF9ciwh46s/BC5FGnS9O60wZOXLuJ+GLb/9gHI+Z/Hfw5R2E3F0swhcvE3NCu67nbMxprve7KnZatu3tTtLgLFSWWgRQ3fFwJVrXGYpf/zDKHNOKfSY977Xh2JY7aFa+57vXQ3BxkKD67D4hlDuppOftr6lRpSR8WVC+AV0aTRTNApWlBpM8JVpXBYF/GcKXMNKqZDN6bX9ONj6OdaADk/4Bvii0BVxYLPWBjbIpx8h20jX20EUzqb+sLC0PduZIZAwa1EQawJeZ/SJwjVFzb1IGtdfbkTZQQZl9Ws6sjWNBk6ZG8EU2X7ST7LnY7irltpcVuz4/Cl8stPS5ZQhf0EdoZg5SELTVlwX1ArF/KsGXgJj5rC4dLi7u8zpRDF/eTsrGYXcpElrnMHOZZL5MKVNRjNbSmy/+idTMqIZ6Y4Z4jAlDhi8L6gdh/8SU1FoFhF3VwZekIsIu6/pDXqSzp3a0+G++uzEe5+rFC7xk+LLfe7IIX35tG6ufA7Ecb8vUFcbwJe7LLHqM7sTdfhcpt7ESw4ZJ596PDRG+uOVzbYa0aHiOcy2+aSrFrsrwZcLjyYR9vYp8Dw3LdJ2vwu/9OgdR5k9THk7KoMZ6O94P1OKwT0HMrtdMd6tKr2az9C+5be1OUkX44sEqrz/08CWpdwFRH8KXckWMujgAj7ISfMmvIMyBmIvPlTjGmmUCfPEMxirZRIQvQ3w7c6rNqRJzIJkL8ygdXIr7g9/jpzNfFrk2plPDcfrOlwtR8dS74YnFoSJxn+U7qFkUv5CMvCJWVZfMl7iW+QQdXUSoAF8s1PrOl3e3kvihhZQ2MSNlDmZW0jyNMOTOl1MdQjhz/G8eDbuvv2Z0D3Bj4FwJYuvNl4EZ9OvYgGuj/zv4Etcym3s680VezPjJnfzvL/7dAv9ugf+jW+Bf+PI/bm5hQsJlrQXpw1W4b/Rg4LAhn3xGAb7kOeVzdY78JVadb5pKXz5D5symwXonBt4Yx/oh68ktB6uOlYQv8peYPnbs+9dM9awqFtvLY+O6vWTOfYlLcAV2VvuD2itdsH9qTtb4HJb5hRubLy4qxl0pNl8KXYpjx4omWDB/+Szxy02AL/EdFXwXIMSOHS0x8ZHum4d9WCkeDkzHN6CHaL4sLN+Azo0mMm/EMpx/LOSvyHga3qmEhc58MYIvumgzobhsaewiAjoupUihYZnu4uvFjSQOtpK+xAwnM4T/ls2XE+0D2HPwKhkT7hDXQkWFC6a4+rsyxFdaQSCbLy8HZNCkVWNSpj2lZaw3rVp/9dF99jAxm/1NV0qxY2N0+qaukD4rJ5HpM5ZTc7eDGFEhWEPpjUxYvbf4pt2nVQhON5Q8mZRB1fV2pA/UYq8zX3Y3GYuHSzF8WRO8ifylqVTcVJ1VDqdoucQFi0xTTCarWDwtkCG7JtBgnHTRLBToLrky96Pmix6+OIdglqMkb6gpdTvVlsyXDyyKVwvS8AwpQ7LQ+aIzX+Sya79vQihzWsmNza/xOuJRDF8MO18cQ8QM9oROeaw4HMj8RrrYMd3Fl48OvqR5K4g4/Wn4sn39TlLmxBHfXI3bRRNqrq1Fu/6dRfjy4mEqBxtt4tXYDKo5V6JgaSpd7/SmTuUanzzOhNW+wudQ0PKFsbZ6T+pX6SGaL6GTDuH+uy3zUyT4UtTfhIDVBuaLDr48HpuB534bclorKaWDL7KtIL9wyJQVmG/Lp31sPWZmHKH9DFexkNp5mjmzRi2g17optJorrURN8s4j6vdA0nNS2ey8yajzxWNDJVp28GZf1f3iYxUzbDF3tPsEfMnDOrCUCF8G9Kopmi/b6w2linsbPXx5euANDqtcsbtqbL68f5/GFjfp5jSpfwFR3y+R4EtbBaHbpZvgP7ac5dK0y2RU1xJ8w3ifrf9tPr9mvxOLaKdNj8Z9czqJzYood8mMLrHdqdtamoxIfZfDNq/VvBiaSfPGdUia+ZrWv7elhfdnVuqU18WO6eCLDAFTM17gM2UD1Q/Zi8eZEIFY2F7J0q3FN4C+TYNxvGvCkwnpVN1gz/t+SqxPFIlW4FLPVrSpU7wSM8pvLdpVWVTdUZNlpU6I8MWkSIHlJC0LJwfQf/tEvCdLYDq1dj5hVz4OX+zDXBg7bZQY6yOMvFEW1GouwJeS5stLXxVeYULsWApjRjQW4Yv8mfTtFozjbybk7XtH3janEvAlu0BFtINU/vq8axHRh6TYsVwD+PIo5hZH+sWQ46FhyUPjifydfwcjmy/rIjaTuySF+KYq3C6bUnVzE3oNkSDHw2tvOdrme15NyqRSKXfUyzKY8n48pSyKb/A+POCE935v+HuxE0AYMgQU4MvqybGUv2rDgrfzCRVix8aZszBUKukUhnC+LJWiJG5ANi5HrMltCBYPNCJ8kU0u+bEBYyKx2qOixbn6+KX+IsKXPCcV7rOsmDzEh56rptHWr7z48Letcll+Ooi4hBfsrbKPlCZqnHTmS43dtala04OjjU5ITz3XAWsrnfnyAXzJ9c/DSjBfFgnwpbJovsjnbL9WEnx5t/sNFhFuxeZLo0LC/1rMgyfPOVZfOpaThxUQsXGJZL70UBAcLe2fW7cuENviN97307B0R0nz5XZBJrtF+LIS0/V5pLbKx/FvSzr93pf63tXE5/j10AOuDjtMqn8WVq8cURzJE28KPzUe3H3EsaY/cX1aCnFtJPgiF9JfevgjB8bexjqlFNP/HMM2j61YBtkwdbYBfCkfLE4SpjYtwP62BaoyCrR5Km4tiRfNKsMhw5cOt2oy/fEJug/xECcVvBe60e2LbxgZEU7TCCnSLq5rDqsOBfPbr+e40t3YfOl8sRPxbxK4+60EX1xXV+L1/UTJfPlgn72Zp8Y9wgS3bU6o3SXzRQYMQpykaS4oN6SS5+dYAr6cOXGGG32viK/xdLySjSt8xGM7b5YF/sHStVXfdVNoPtcN7YTSzFtuPCn8UfOlZSHO580ZHzeT0mWkuIm1AafJC7/Km3ANNn8oUN5T4Xf10+bLyV9OcWfQdS74J4lRQsKQzRDBfPl9RBJKawt6RrXnj06/4r61AgMHFU9+Cu9BgC+FZbWYZZqK/QMifJmZjGzQyPvN9ysJvjQ/UZaQp9fpNtxDhAADwutTztWdhZEHqb9RWm2bNDiHqC3B7Pl+N/GTjDtfpr6fwp6th0id81Z8bJMjzTm74/JH4UtKHxPcNyvI2J6Bg6NK7HzRmy/uweQ5FuGxooik0aVKmC97t+wjbtoL8TUKAiwY8m0fDtbai224PROmSubL2qFryPspG+UX5syOKQlfyppasrjzaqb2CMfjnIbEFkU4/ccG8UszgC/T96PZ/JzMrZYUbc+RYsc+A1+iwnejDXjNr8sTyHIvxE6rFjtRhCHAl+cDoaiWBbUHCubLU5qdaUTblpJ9ff/OPY43O0J8yxws8kyhtBIrAfR65/BqRLJYbG84hGsu8xwFtX4wY9u9N3SY6ib2d0zf0JXsgnTWhPxFjf324j/JnJZLUFgQq0KiKQxJLwFfovzXoI2SzgsDHg5m/aRd2F7S8qJblr7zRTBf1E1Ncdxngs3xfOIL0nhUlCfasHfisjhZbS1vm+XSPNSGZ91VevNFhi8rl0RTFCFdl1msL0O9CjW48vV5qu6tRK9vdOZL50iUf6oo3c+e8TuM+yME86W9tSPTDOBLUtMiSr9S4v/CAL7oYscsjjmT4PsWTRktESc/3fmyevEGFKuyOLntjWggVNRo2KGzlZaf9UXd0w5NH0vMqtugDk3B+3oPvqghGYgxP8Vwb+gtXnbJxOFxKYrqmuBwArFzsOib92KxveFYXCUYtaMW1/A8Yq/m0Mq/HE+/ziBs8yRuPD/NocVP8YqVFpcVLSlk/ryPwBevIoLu++M/KRLb71VozLT4COZL6yDMk7Sk1DKAL41yMXW2xPqyhroifHmECi2bum8i9sI9bnU4wstOmXSd58qDr7LFiXxhklFvvkxahsX3EnxpfKYycXfVJM14ScdLrWlQV2e+NAnD8r6WMhPcGb3ceIV1CfiSoiTXEcy1CgJvGcaOrUJ5J4vOZyX4YumtZu7OT3e+BIxZhtWeQjFJQBhCCNzq7tL1bcCh6VgNK0fF2WV4nJmH+kC2UR/a1pU7SJsfz4sBGZQX4Es3E9F8uTkphWbdTMXPlzySMgvZUiWSQuEaZXYyt/5Q0mS5sxhh9H10pM58ydBHhrlsMmP40Dl6+CLA0VLJJujNlwEhlDmqJNdJzWKd+aIyU1Nk8xHz5Z2WkLuS+VLJ1JKQLms5d+oM13pf4eGAdNp/7cHbIZklzZf+oZQ5Jr2Dfk/bc2jDDbRR6Yx4O4yydpL5IsOXXvd7UdWrOElANl/k+3fBfFGVEj4TSrQVFAT+bmy+pFXLYdy6wRxv8Au2QQ5MmP1P5osQOybBlzGlKzCijTTPMdx/JnWjyvLFkR4cDPkFtUJN1Lli82XmtxG4Hldzf1IGtT6AL/5NWxit7D9+OJb7g6+hmGrPpdbXcPreWTSx347LYN2SSBacnILViHKYZ5mgKqWh3822VHVvw/xGutgxncUpx44VwxcVATELRPgiwK+KMYbwJYcyuy2Ja53NrGVdRPgyrUxlMVpr6cxVYlTqw8WJVH8vwJf0kuZL/SDsnpiK4DT8SgDzvpbMl3AdfEmKy2JHtbXithp3fxJ2BukfhvDl7esizgnwpYUKtwumWE8qzaSo4usVofPlzVdZfD2qE3f6XsRtSxUGD/7W6Bxl+B9CZGumWz7XZ6SI/9vHpQ49mkjXhUNnzhGvCSY9n0ZIt+UUemqJ+rn4PLugSzD2f5jweFIG1QT4MkCLw34Fx3e9YpZ7TbHYXh4/rN/NuzmvqbzCixUVfqNJlDN2L83JmZhD5Lxwxh8fT5VvvcSHC+Bz7MWBVHCqVhK+jLVm2appBHgFYfVOZ774dCG27cmSSRKL8rENsuTBkPf4LpJix5a4NaFDg7EsHBqO3U8aLiyPp/51L8wF80WELyoWxS9CuDdbVjVM7HOKa1lAWMwiAr5aitpco4cvKfeS2e4tfWcL96+Gw9B8OXPsbx4Ou0uy7prRM8id/rOl82jm+zw2uq3kxaBMvu1Yn6ujXtDrajuq1pI6Vj82glyDSWhZHDsWUbE9LWoN/OTj//3Fv1vg3y3wf3YL/Atf/sftLZgv5VZb8n5EERU2eTJo6KeLy0T44pwv5m0Lw3AFgWy+DLo9nnWD1qEqpyHyaPGFx6xuoZT/DR5OyaTG2tJkDobSe6TszJke1fm66Qz9O9mwdi9Z815SNsSNXVX/FOGLeZYSs4A08eJNiB2rNMBdLIoWSgPHX+4rxY7V0MWOXZbiI4omWjJ/2UwWVwnCJkEwXxSMCuxJbIsj3BmdRt2tBl0UfgXYRpqL5otfYA9G3t6FvIJANl/+jpLgi/mBPHHS/qPmS/MClp6S4Iuh+fLiVhIHdSsIxsbNwL5MKf37jbm2jtDE2wjwZe/PV0kfe4e4lioqnDfFbYkrg+dJ8CVPyOh0juLFwHSatGxM6rRntDjZhNZti1dZG34cHgnwxXsVid7Z4vsVRoh7S3GFTXZuItOmLRdjx+Zk+7K4RjAFzbSE7yy+8PBpHYLTdSWPp6RTba096YO0lD4Ix/a8Yk+T8bi7SKaAMGT4UmlzDVbanxTNF6Fs1su3UCx/HLJzAg3G6+BL9QKWXNaZL+V1sWO6fSbDl5CywZhnm5CrM1+eDL8pAqS6W4r32esFaXiElCFlrJb+k2qKsWMyYCiGL6/wOuKJ7RmNuM8+ar7o4IuwCrPQU6M3XwT4Yi+YL82URJwyvvA4cDGcNanPxYkWGb7EtVRT4bwJtTbUoW2fjsbmy/h0qjlWpnBpKt3u9qV2JWkC8mNDiB0TwMuTvsZdFHLsmNvftixI0pkv/U0INIAvC+sHYvfEjCdjM/A4YENuKyWWl9Wcjo7TT5jLrxk8ZTkW2wr4IrYuszKOirFjQrxYq6nWDG+9iG/WTqb1POlG5613Lst/DyKvII21DhtJaarCSbfPPDZWpmV7b/ZV2yc99QwbLJzsKFgYz+0xqdTbUqyX5y7OwyrAGL780GAEldxaMveLYJyvmvBs3xscVrtid00hFRTrzJe01FS2ukuxDEn984n6vqT58vuWs1wW4EsNLcHXPwNfZkTjvildnKwqd8GMnr99TY2m0uo52Xx5PiyD5g0k86X1b+1o0fTTF4ti7JiB+bKs8lc0rfEtaRkv8ZkSTZXDdmKhrGDIFX6pMIYvzYJxvGPC00npVFkvwBcF1idVnNxesqdHNl+q7ahBVKmTInzJci+ixiwtU9qH0n/bRLynSPAluU4eEZel2AsBIKTX1ej3mQxfhNXxgpWSO9KCui0ricW7t8emUW9z8XH2yk+DZ6jSyHyRo7V8u4Xg+JuS/H1J5G5zpvTvUkyLbL4Yxo4961bEhoOS+ZJfA5b9KN20PjpxiyN9Y8jx1BhlqAu/E+DLnrRXYuzN+sgt5CxO1kPOWtub0X3Al+Jz6M2XyRlUsnBHtTKDaSkTKWUpFYV/bEjwJY1nPSXzZVu9oeINrGy+lLtuzaI4yXzRjDVnYZgBfKkpxI8oiR+QJcEXofPloYZzK+PZVm8wVd3b6V9yyZhIrPeoaH6uPvN18EWAB19Oshe7znqunErb+VL56NvWOSyPDSb+7Uv2VN5LclMVzrrjrNae2lSs4cFxHft33JoAACAASURBVHzRzpHMF6F498PjLG9xAaUCLHi66B1fd6oiwhe5nN63VRB2D5Sk7IrDPMKN0nd0x5nOfHnw+BnHGkgRgkIZbsTGT5svH4MvEadncUsHX8LmrsJkXS6prfNx/MuSbue/pXaDKuJzy+ZL8uIMrP8f9s46LKqt7f/fmaEbaaTDxMZCxDrHwm7FOHYhKCqiCEiXoISdx2P3sTuO3d1iUNIdw+TvWWvPngD1ed/3ua7n94/rL71mmNhr9sza63N/vvdnM3BP/hy+vH7+Fqe7HMPjBYXI9mJ6vhz1WAIzY1fcl8EX7VIt+F1izBetCD0sUIodIxd0ZKOipLMAhs80IDLhQlorxPPQXHmsEjtppOeL0VkpfnvaQgZf7PHapwSTZzZFlyaDMTU+Hp0SZfBlYDVSDkfh2vUreDDgHoo6CWF6n6kQJPAlNzsPL0Y9p/+3THFAztsCar7Un7OspVLYJnJgvd0MEts8Cl8u9Imjn2ECX3i1UqhtLEZNkCn0vzLN21nz5eKZC3gqM18yZvOwcU0gNV/qfDURGsNs2o9Kn4/OgTaQztVHYJJqLwpivpSLhXTzL3RaPPT3S1DQTQDzWxqYn78YOvpMVaYcviSIofcPF9yXP4cvrPlyOyQPRa359DGU4QuJHYO+BgbF9cbN/ldhs7Uxxk9QjR0jG7FCFr6w5suiQlzqm0QLONhB4ctrDrqcUcSOPVhcgMBJXjAl9lDCYRoxQkbehCokbY3G/l37kDXnC4rdhTCRZa4T+LJn62GULGVix9z/7ozLfzHmi/KcEYBaNFwGX2Tmyzl+uTxaiwBLch/7NULkTdNi1rDVSubL5n3IXchsvNaFq2PCqJE40nI/9GKNMNdfBl8mp6P2cCW4fTSw+OTP4Esc7K5IkechhMlTNVqcwY5kv4MQb81A+XZNiLbXABUSxN39sfmSGL8bCM/C1aQcVNoJYSQR054oZLDmi8hNEy1HMeZL58sd4NW1L7397Zu3ONnhGI2u0axRg9SQC93XHOR1rEH2lEKcrAc5CXxRrwFa7tTA9pdZ1Hy5GfENyePGoJJfirSoG2h2kPkOL19Qjaj4KKTGbEBdVBmK24tobwPWfFkdkgZpkix27O04bJi/B/r3gc8DKtH0IANwypwFkHTkwfggD/onGfjyXlSLg4O24nl2Bc62SEeeew26RRviwyBmw56cZ1XTOQhPC8LasPUQJjLrMu0NJnCzaooHw26jyV5nDB3GRN/E908E9x8RDMYaYfYOVfgy4uR09NQ1ZeBLz0iY3FdDQScR9LI4CMtQwJeoCVugfqoQ2sfNGfhiIkXC2R/DF3ns2LZMCAwkcJSKaUN6MtZcDoJguAGkw7Sh6aJL+w5OyRkFc2NXevu5v8/hxfgn+DygAsbvtCEi8OUch8YSiYeVyB+H/TxR+GIKWMfV4ML9amq+kN+9/eOX49GnczgSlgGHC/r07oIwAYKXhWFbcBxydwlRZ6QaOxYyLx4GOyUg0UnE1lrePQrq+RIUt6iVA5x8Al9MtaH7QCyHLxJIsdF7M87ffonnv53E536VGBjYGG/6VNDveDJncvNFKXbM/aIrMl8IaexYn9vd0J41X9xjofUaMJ5rixlJDeHLXGN7TPBYgeD2kdAsAmoacaDOASKfqJoveF2OgRda4NywF9DuJMGSXT+OHSPwRXu/ACcPMN8B7uBgjTcTy8TGjjkHmuBNaQ0kh6pUIjl3pO1G0bIsfBlXAYsLOhAOUIfBHimezC9C1wHqWNA7Tn7+51fUYYsrA1+0Aorw7DoTO3Z611dcG7WxAXwx38zDlImBCJ4cA84jMdSrOLQCn4UvQeOiYHKCpwpfNEQQ6klhdY8xJDN7VUG7VgPqSuaLi5oWIvun4/LZC3g88hGFL32G/csEHV9O54zfSIy+x2SxYzL4QprJj3zbC8c3PYF4TRmm50yGqQFzTbJkRDQsznEx5NVQNHVsIX+/tYJy9L0YKC+eJAVaQm0ptQ4ldhxEXlM1X4qbVmFO+gScovClEeYsni1/rPr/oLFjUgFuhzG/DbMMbTDJk1nHsj1fep0ZgkPhxyDhiJH4HfjyyrcMLdONUDKeg0b7pLi0Phuh7qrwhY0dg68R7nd/BLMdZjB+p4mKhG80GpTAF+0pltCs5NGCkjFPvGgB24oOEZDocOQRmvKeL2wkWHcRwk8z8IUcf+fTBlCvYuLD8uZXw2i3FjVfApL7Y9rzvfJo+eiFKdDYXIM3YXloXtYEos1l9Bwjo775UtSyDvEPGpovBbmV+NOFgS8z386DkZ0iev3my91Y/vUGiPmSlyPB5W5nkeMhQuPbatD1NcS8BMYEJYPAl+y+FRj8R7//IXyJQoVNLR77M/AlyLI1vDswMIc1X+Z98UNM/2TU1YcvA6JgdJ2H977laJJuiLLxHBjtk+L0nkws+Zf1yEIc8lhs7JhzsgPW2F6j5gtJAdAJK0N4v1TMPjELLuMc6fNWNRZixu2xsDVrilCXSNTZSOVrxrzvwBefoP443/1cgz2QqhA+9CK1VMwXNlo+ZGI8DI5KcG9NDtwe2kPzqIDOGWu+kGuz5CYMfMnyqKO/L+G9Y1TMl8JXhdgpgy+LK5aBq8bMORl/30/G6sJ3dI16+ewtvPF5IV8zOsbaY5Q/s5fImi+ffMowunc7ar4Me9ATri271j+95P+nsWPdqmjMGhlsnPwP/+DXDb+OwK8j8F89Ar/gy394uCOtomCdqouSKXzYbrHHOJ+fwZdo1JrWKpkvzTFUBk18lgSg7XozTHk3H2tGpkBkJUHi30rwxTsWVleBd74VaJpugHIfKa3UIfAlwKE5BrsrGsBuXncA5Us/wSrOBn86/YOWKRY0skEzvIQu3uadngtHWewYya2dfXc4rM1aUfgisAJM7rHwRRMrkgIQ5hoJvRw15PTjYHrkUJzrdLzBj1jFijoYxGiqmC9sBcGyP5JgelCA28m5aPPcAZoH+Ax8MRTTymjS0JrECenm8fCtKx/Jl8MR1CsSIqXM1+w3xdjXgdk4rl9BcOpBGuILXuJUj1U4fOIJSmY8Q5anGLY3ebCJssH4AKYSlDVfPvuUoVNXdxT6fkS38x3h0f375suHgmrs7bgW+e2r5OYL2wi8rDIHAQEpCvOFHLvOQNyfClsp0CsaZg+5+LigHC5pTFSc3lHQqg92I4/9+KXHbEZtVDFctrdEsv5peITL4MsyIRb2icfEPXPQZiYDX0gla/hdmflC4EsTpZ4vq4wxP3AOoi2iaFUPMV9I7Nj7iU8bbApnrSyBbVQjFM+UYtTcpliUcQEprgPQvskwLB8WjUYXuHi27Qvsjjso4Mv3zJf+tVhzlDFfRHYSJCibLxNsUNqFg/izqvDlwJ04bCj5hGvem7Fz4x4UBmQiq5sYtrd4aLWtDboN7k3hy5d3xTjUbjO+zi1Hk0ZOqIsuxtAPo9CkMXPh+70RbxiDd6PL8WE4U2G5vtkwtHIegC+5DxC/4Cga39bHym8rQMApNV9SFK9tZdtIGL5Xw8eZ5bA9qIdqAl8eiOkCf13TIWjtwjQoJyN6wVpobKtF78ttsLDkb/Ra1Bj57WrQ3U+X5luPWOeLrjLzhW0ELocvHUXy/iH2Wwh8ccc+F6ZaHov0oG1qhNrg7AZzVhdRB81QTXwILMLIIU0Q9e0xdraZCmebLgjsGQ2z+1x8PpgFAwJf2J4vbOxYSRG22zBVmAXj6pC4fRXCXKMg7K7ooXLjzyu4O/ceyltKEfVAFb5suLYCV2Tmi/+iDbDZVEY3qyxvq2PoreFo0o6xkVjz5dOUcnRt24qaL17Xe6Jzx58vFmnPl4lM7Fiy0+/o2HwUiko/Yrn/FjifMKSbC+R7QtiHg+gtigvAZV2jYPqMwJdyuKw3RPloLrTPCWkVa/1FJ2u+NN3THIkaZ+G50opWJ7cIAOb1jMG4P+eiw1wZfGnFR8I9mflC4IuboueLcbwVpswdi7UGa+nrrZmmCbeuTvg08w2ezS6WV4iT2zJXSGEXw6HwZdqUdlj+5R/5Z3K5dzQaXeWCfywfNRvMYXBDSr8bWfhSKxQj3TCBPkfmoDqkHVwFEk/Ab6IEX849x4kRp1HtKMGqV6oWxZ83IrCvPJOaCSx8ye4qhs0dHlrv6Yp+w3vSx377OA8nPXfgq18FHHk2kKypwLziWdDVVoC/+ucahS9/lCLDm9lM297KB652Xnj39SpS/S7C8okuQjKDaf8pyUx1rIwNlD8EqabTJvBlTBUsTuqiti0H6m/FuLomR/447J3DZ6yGzl4hul9rh6WFx6j5QuDL7/MbYUzXZRiWsgDdljPwJderGmvORSE79xM9n5QhZ/O9LeHawg4n2jLmizTQGPraGqgKz//OeSaEZqg6MkIK4f2bAxIKXmGf+zzYWLSh1cX6b7ko3ZUNXqI1DEnsGIGc8tixDzjT/jB9jqI/BIhfH4ZwuygIvbmI2sCcU0+e3sUlj6soHStBzA7VOUu4tBhP+eWy2DGZ+eJVB5N/NDHk3jg0bcVcgMrNl4hK6GaYQHqyBqHZit+f+vP15uVbnOp0TMV8Od4tECZGzrj7+iAOzXkBnTIt+F+ZiR1226AdpQ/fAAVkiGzMwJfSTgIYPNOA0JQLEPgSkoOz9Svyx8TA+BQHvR6T35Xz8J5oT6sLJ053RSfXwZixOkFhvgyuRsqBKFz/5yru97+r0vOl/71+yM7+hpcjGfhineqArLeF4K2vxvNZxWgtgwHktuxAKWwSOLDZYQGBdTa2VuTgwm/x0NY0wko3Br5obihBVZCJEnwRIuF0KJTNlwI/IDFuOWO+LNJAaLQMvqzzReeljcHxNcCSBFXzJeS8DL4M3ITQ6QnQ3ydGgacA5jc1VNYrGyIvoSr2ATKTxNC/JosdexgIXR1FFrjyvLHmC6kULmrJmC/XBqSDx1XH2UfrcXNqAaSGGhgc2ws3+16D7dbGGPfv4It5HR75F+Jq/1So8RTPS+CL7hsOOp80QeynZ9R8If0JA8d7wsSgMUJWH0KbjTLzZVIVVm+Kxr5de5E95yuK3UUwecisGxeUEfPlMIoXMxtsnU51xeU/H0D/kEjlPCNgpXiUOmw2SlGxswJGJiKcqy3FRdmmN4EvNeZCOCVJkTtNAxoVHNXYsS17kOufSZ9DEKmJCSMZ80Uv3ghzZeZL2h9p4B+sArevJhYfV9jh5G98T88CMV9CifkyOA52l6XI6yZEo+c8GpfIjrWLDkG46SMq/9SCYEs1UClB3J0fw5ekhN2QrMqSmy/GUjFOyN7TXzcj8ckHELbWRMsRDsienwGPq+7o1pkpAPrw7gOOtzuMHM9qaFapAcY86Lzi4FunauROLpQ/DvvayGa2Gh9osVUdO95kU/PlZmQekseORUVNEdbF3ULT/TLzZWENImMiG8IXWYzK6tBUSFczUHbMW6bni9494HN/pdixf0XeSjuqw3gfV2a+FOOjiI/9g7biVW4VzrikUVuqe7QR3g6qA0fKwJfqGVysSlXt+aKzsRFaWjfBgyF3VWPHBiaCc00EwwlGmLW1nvlyagZ66RD4EkevEYyecFHcVgzdXA5WvVd890X5bIHa6QLoHrNEzrLcfwtf0sI2ASkVcvPFRSrBDpmxknJ5GQSDjSAZqwVNZz0IY4rwR85ImBkzBUAXTl3EszEP8YXAF2K+uPFgdA54P6YcGFwqfxx2zsiai8CXxrE1OC8zX0ivs31jg/Ao4xyOhn+ijbzJEEUIsXxJKLaviEfOLoGi54uDCJGvQxA6Px76OyS0J0dQ6Qos94qEWr4EJS3q5I9B4Iu6mTZ0qPmiQ2PHyCDN6S/df40nPf+mkWlDltrhZe+yhvBFyXzpeNkVX57V0fX6b3c90a41Y75EdI6F9gvAxM8O0+JU0x+o+WJoi4meK0EKtDRKgNpGXKjzpIh8qARfBqSCwBfviy1xdiiBL2Is+fPH8CViZhK09yjMl45cDpIHyODLkYXQmWQBl+UmeFNSDfH+aizPXir/vtu5fjcKl2TRanLL86rwxWOgBi3EYUdRlQCbnBJR5w5oLVSYL2d3fcWVURtx8E4C7q6olIMTi63qmDxhiQK+VHOgU8BDcRsh/d4IGh8Fk795qDETI+wr6fkSCZGmiFrzLHz52rsSOnxNqOcxsWPjTs1AE3UtRPRLx7ULl/Fg2H3ap+L3IU7IHldKzZdaMzH6HXNBt5YTsFzFfOmNo5ufQJJQihl5E2FsYEvf2uKR0bA8y8XwT8PgYqlkvtSVoe+lZVhh2QYDOsyjZoFQV0rBt8SBg8jLquZLUfMqzF83BSdaHYF+VCPMCfgJfOkSDRo7FsqYL7MNbDBRZr5MWhWA1glm+P3CcOwLPQQJV2EQkPsuGpsA65NivPEtR3OykT+BA6O9MvjSsRt93+w4c/wiXk14CK5/I9zu9gDmO8xg8lYLlYnfkDJwo4r5ItSTYNQDTzSx74EVHSIh0VWkf1SM5yJy2zLal8fogzqKvUQIPyUzX8aVwemUAr7k+1bDcI823fRenDSQpn8EmDalqSRy8yU8H81KnCHaXCGHLzPzJ8NIvzFWsuZLqzrE31tFzRcuiR27x+wDlRbVYKtdCv333IwF0LNSFE7882IXgjNvYX/HecjPluCy5zlkdxPB5pYadP2NMC9W8T1K4Etm/woM+6M/ng+/A9sdLhg39ufmS6UNs2YgI8iiFbzdfSGFBJMCAumaYEHOQkT0WU2LL1cfU+xbrRgYBeNrPHzwLYdruiFKJwDGe5kC1CDbVhgggzjkcdlz0jXFCSlWl9E2yZz2v9QPLUVYvzTMOz0LjqOZtW+FrQCzbxHzpSndn6ptLIWZrGCnYKYuElP8sMoxErr5aigaBExY1g8Xup9vsM6vCRVAJ0KDrk2Xh3pTYMZGVYdMiofBEQnup+TA7YEDNI7UqcAXcm2W4BxL4Utu9zqsOb8KQV6RKuZLyftibGv7/X2ro/eSsKboPc71jsGVM7ep+cKuGZ0SHDDSdzzzXmXmCylmHN2jDR7N+IKhD3uiSYsfX0+TtTop4CB2HhmrHfugc4sf9/WRnzi//vHrCPw6Av+VI/ALvvyHh5nAF5s0XRRN5sN+qwPGTGC+ML836psvgeYtMbgjA018Fi9G2w2mmPpxPpKHpkBorQpfFnvHwpLCl0o0TddXmC+7M7HE3k1eiUAea3P6fpQHfoZVvA3+dLyOlimWDHyJKEFkPwa+OIxhzJdKayHm3GHgS0izCAgsOfLqbuFcBr6EukZAP0cdOX25mBY5BOc7H2/wI0bgi26iBm10HhTBxI6xFQTLpiTB9JAAt5Jz0PaZrOdLffjiGAXdfB7yPGqRdCkCQb2iIFLSjnPeFWFvO2bjmDTe5qorKghY+HK6ZziOnHyComlP5fDFLtYWY/2ZSixxnRjJxgn47FOKTp3dUeiXgW4XOsHDs8935+tTYQ12uSejgMSOycyXWAcveLb0AYEvixaloNl+IyyrWoGQpgS+SBG/S3FRHuglMxEWlMOZwJcJgN4RKYUv+zrOgY05EeWZkRa1CfyYErhsb45k/bPoGm5BzRenIBHNH5741xy0kZkvxS34CL8jgy/WMvgiq+7WkcGXKIsoWtVT48NDm/6t8GHS0wabVVkhpbCNNFaBL6lNvNHOdYgcvrzY/hW2x+yhJzNfKmyFiHzHvEd5z5f+fKw5Gs7AF3spEmTasdx88eAg4YzqRj6BLxuLP+HqoM3YsXE3igKy5HPWemcbeAxk4MunN0U40mELvswrQxMjJwhiSjDk1Qg0dWz6w/MszjgG70eU0c8iGRtbjERLx75y+GJ9Vw8hOcGIsoqGcCwP4WuD5I9F4Iv+Zx4+/1EBGxa+PBTj0rrsBo3AWfOlz5W28C8+LocvXn568Om2EsPT58ODNV+6VCP5ShSI0p/eaCOKO4pgIuv5Yr/ZCd16d8ReFr4s1IW2mTEDX+ptMNaFC6AZpqECX/5qNwMO1h0pfDF5zEHmvmzok9gx1nxpLUDc3TAUFRVihx1TzVkwjo/E7eEgVZhCTyBG1vPl5q4ruDPnHsrcpIi+3xC+kNgxUuW6KGAjrDeW0s0qy1vqGH5vBFxaMXNSVliDLfYp+DS1DF3c3Kj54nWjBzp3+LkmTfpQsPBljXNfuDcbSeFLEIEvJw2xvJTAl0jGfNmquGiXw5f5ZXBZZ4TyURxoXxDh3LYssAYNO8Gs+dJsTwskaJxh4IuNAC0DgLm9YjBux1x0kMWOFbSuReJdhflS7iaRzxkLX5JM1tDYspppGnDr6vxd+JIVDNhGA28WFGPaZAa+bGo+Ei2c+oKNHRMcykPVFgsY/AOqtpe5CBH9PBRkgZ9qEk/tmrwhtUjaH4GVrZmeL6z58vb8M5wcfgZVThKEv2wIX/aXZdLN8Y1J21AZUgDWMGuzvxv6DmEy2988+oZT3Xci078c9lxbiFPLsaBgDnS0fx479nJyCT7JzJedbabA2caDwpe0BRdh/lwXoV8Y80U6Wx3BMUrwpWUktAo4yBtTA7MT2qhpy4X6exGuJeeCfRx2ztjYse432mFp3jH8Nt+GRjv87tsIY7osw9C1vvBcwcT75fSowtqz0cjJ+4K9TvsawBeX5rY42e4c89BLjaGnI4MvDc4zITTD1Kn5Mug3RwpfDnTypb+TFL6846JsVw64CVZy+FLUQYD4G2F4/fYjTst6vhT9UYf49asQIYMvkSx8eXIHl7pdQ+k4CWK2N4Qvz/jlNHYsPjAF3PQaFMvgy4gnk+DclKlcvXL4DR5NPo6SiEpof2gEnK79KXx5//o9/nY/gsd+hcjuzmyyHvcIgomxI4Uvh2e/gFalNvwvTMdOh+3QjNCDn7L5YsPAl7KOQug/12Bix/gy86VetM6K0TEwPAf89qg5Fn44h4E+dngzsQyTpjdBJ9dBmJGYoDBfZPDl1o1ruN3vjor5QuALiR17MeoFfb1WKfYUvqgR80VpzkjsTs4iDmwToAJfLv6WCC1NAwpfuHwpdNaXoXK5MfS+sOYLA1+UzZfaABFCo0JADEqhryZCWPgiM184CwywJL4hfKkQi+jGTtj0ROjtE6HASwDzf1Thy8boK6iMvofMJAn0r3L+rfly7sQFvBj3CLdD81DUStV8IfDlxtQCwEgTQ6J74Ea/69+NHSPQRmQGqJHYsSoOqsz5tIr1+sD14HJ48t8+Al903gJdTpgj9tMTBr4sLsCySV5opGeNkIRDCvNlUiWSNsVg/1/7kDW7nvlS5os92w6jhIUvJ0ns2EMGvijNGek3WDZcHdabpajcWQFDExEu1pbKI+zIOUPgi0uSFNlTNaBeCWhU85R6vuxB7iIGvogitTB+xDAcarkf+rFGmMOaL1PTUXugEmr9NbHo6Hfgi7o2QvumwG9wPGwvS/DNU4hGL3hY+U1xTiYvPAjx5gxU/KkFIYUvYsTdUWww1V+IJCXugSSMxI7lUKvSRCLGcRmcJPDl8wRA2FYTLYY5INs3A92uusNDBl8+f/yEw60PMPClWh1SIw50X3GQ27kaBZOKaGN75UHNFwJftjGxY7/52cjMlwmoqClAesxNhfmysBpRMQrzRd7z5Xvw5c04bPDdC72HUnzppzBfSp3rgI7qMDrIhcEpPrL5xfgk4lNQ/Dq3CiebpeJbpxr0iG6EN961DeDLmrD1EMnMF51Npmhu6YxHQ+/Bda8zhrHmi3ciuFdFMJ5ojBmbVSOMhp+agd46JlhAzBcCX57yUNxaDN1/cb5Vsl6E5PhE+2wD92we9I9YIXtZzr+FL6mhG8FJJbFjmRDoS+AqlWC7EnypHWEIzkgdaDlpoy6uBFOzFPDl4ulLeDr6Ab4MrIDRW22IW6lR+PJ2dCl4Q8qw7XuxY+ZS2MTU4uyDKniGWeFySjb2j1uBRxlncXTVJ7n5IooUYvniUOwIZuBLrRFglKGGcgchol6HYtX8eOjukECkIcHysmC6+adeIEFJM77CfOlQC3VTLejcZ82Xt+CBQw2AS/de4UmvE7Svz7AV9njuWSqHL7wVeghYuQCRc1dD608h/dh1udYUGY9qUbg4E7/f9UJbWdPniC6x0H4OmPrbY2qsagEigS9zjOzg0y2YxjoR+MI34kJNHYh6oApfpG/LMei8G84OeQatzhIs/Ql8CZ+VDK29fJw6wPR86cThImkg0xNj1WF/6E62hMsKE7wpqob4YDWWZyngy66N+5Af8AVfxlfC4rw2BAPUYUjMF98ieAxQhS/F1UJscIqHoAOnHnz5jCujNjPwZXmFPHbMfJsapoxfiuApMeA8VDJfWgupMfc9+CLUEkGkUw++1GjRCLmoVwx8aaaug1X9UnH1wmU8lMGXfkOdkTm2hM5ZbSMR+h13VYEvYnUpxr/ri0PrH0K8tgSzc8hGv6r5Mvz9cLjYKGKca2XwJdiyDfoT+EKuEXQkDHxx4iDyolJUnH0silpWwTd1Ck60/h/Al67R4EgU8GWOoR18PJnHmxQagNarzdD38nDsCz4MEUeE1ZdXyb/uFo1NhPVJEd4sqEDzNAO5RUH6cYZ1UIUvp46dxxufx+AtbITbHg+o+dLorSaqE/OwVgZfWPNFoCfBaBl8We4eASkxX2SFBJUTeIjYGojgthEwek/gixjhp5ieL2/Hl8H5pAK+FPjWwHC3FoUvAckMfFlq1pymkrDw5U3ENzQvdv0ufGF7vhTKir4Ch0SDky9CvAy+lBfXYLMtA1/mffaDroWu/Niw8OVAp/kozJHggsdZ5HiK0fgmD/qLGmFOtAKIxRrHInNAOYZOYswX2+0uGDfux/CF9MurbFyHxzL4wkI5Cl8WLkWbzaZYkLsIEb0TIXCQYPVRJfjiHQXjqzx8WFABV6U5I1GBbGN79k3sXLcbhUuz4JLiiFQCX5ItaNSdflgZLZCYd2IWHGXmS4WdALNvKuALv7HCfCmYIQeV+AAAIABJREFUrYvENX70WlE3rx58qbfOrw0VQitSDW/Gl2FFGANf2HSTkEkJMDgixv2UbLg9cJTDF3KekSKnWoEYCS4MfMnrXouk8xEI6h4JiZYECReZY1DyvgTb2m4irc8Q+K+epcqDhS/ne8fi2vnbeDXhhXzN6JLkiOFzmZiw8pJabLZZi4zJ5RjjxcCXYfd7wtXtx/AlwiYauR6VeDVFtZix/lrl1/9/HYFfR+D/zxH4BV/+w+NO4IvdOj0UTKyF43ZHjBr341zFFa1lsWMBTAXBMnM3DOrIZGey5svMr/5I8E6CsL75MjgOVpel+LCgEq5p+ij3AQz3MBZFkEMb2hiPHVvWH0DZkk9onGCPHQ5X0DLVEhrlPGiHlyC8P6kgUJgvlTZCzLmlgC9CC458g5GFLxPW+qFZkhlK3NXl5kv9TeGqYAH0ojWo+bI8nIkdYysIlk1NgukBAe6lZKHVE2do/MR8yetWi6SLBL6omi95H0vwV2smz7e++XL6YTri8l9AGb5kdhfD7gYP9gn2GOOruBgg1axfJpehSyd35Pl+hOfFTuja7fvw5XMRA1/yOlTTfHky4h16wKPlBApfiPlC4hhI1jKxhoSdOYj9U3ExwTZAz/Arh3MqMV8A3aMS2mxuv/s8NLZoI58z1nxp9pcbErROyc0X5yARVeCVzZciNz4ibjHwhXz+qptI5XPGwpehyX7oEmkB4Rh1tOnfGu99njSoyM8JLUXjCBa+NKMVyqzdwZovL3d+ReMjSrFjdkJEvGXgC4liIlWN3wbwkXyEgS9CEjsmq3wJIrFjxHzx4CD+dEPzpQF86S6G7Q0e2v3VAZ37eVH48vVdMQ6224wvvmVobuiM2uhijPg4Gs7WTPTO9wZpjv5hZIXcfNnUcgxaOPSRwxerB3oIzSTwJQqi8WpYlawEX9pFQu8LD18nV6LxQV3GfHkkpk0dN7UcjRYOCkuKNV9+u9oBfkVH0DPAGoVt+fDy16cRC8PX+8JjCbMp/M2jBsmXIhXwRalS2GGLM/oM6oIZ65LRNcpCZr4Q+JLVYM6EkUKoh6hT+DJqiCsivz3BnvazYGfVAYE9o9DoKQd5e3KglWINg8eySmEZfClWMl8KfeqQsIU1X4CY7czn9vaeq7g18y7KW0kRde8n8GXxRlhvIPBFBMtbahjzZAzsmzrTx6go4WOTzRp8nl6OLm6M+dLrVk+4t/tZpU40srwq8UZmvqx17Y8OTYbLzRfHM4Y0CuZ75kugRxTMnvLw0bccLumGqBjNheYFIc5vzcIa1/5wbzJc/jFhzRe3g26I4ZyC50omdswtgIM5PaNVzJeCtrVIvM3AF2JvVLSQyC/KjOMsMWXeOIxeG0Qz22tmaMGtsyMDX+YUyyvEyd+WhkpgHMHFG78iTJ/E9HxhP5Os+SI4no/q9ebQr2++CMRIN2LMl7yhfCTtC6eVknVNgNWy2LEPl1/i+OCTqHKWIPzFT+DL6m2oDFXAlw5HvNB7ANOHR26+BJTBUWpHzZf5xbP/LXxRNl9YA4s1X8xe6mBVxkp67DBbAyuiFbFjIS2joF3IQd6oapie0qHmixqBL0m52NVuGhytO8vnjDVfetxyx+Lcw/jNl8CXavSbZ4JRXZdieMoCeMjMl5ye1Vh7Jgq5+V+wx3EfijuL5CYnMV/cPV2wYP0WdIozB2eZMXS1vg9fSMWxmsx8GfSbA+ILXuFQZ39YmrZAEIEvHzio3JkLfAe+vH3/ESfbHqKvv3iqAHHrGPNFPIiHiPXM96DcfPGRIEbJ4iK3JV5cjKd1DHxJWJYCTloNinvyYXJNC2NeTIG9M2P5sOZLSUwFdN6Z/lvz5eO7DzjW7jDN7s7uxsQL/e0ZjEaGdnLzRataC4vOzcQO+23QjjaA7yIFZCAmAtnkqXAXQu+ZOjVfpHwBXobk4kz9TWGZ+dL7aTMKX4j5QsDqlOlN4e7ijZmrE9BR1vMla2g1UvdF4dY/V3G7nvky4F4/CNVKkLjjLNqlm8I6zQFZbxjzRfk8IznbFYs5MI7lwHYnMV9ysKU8G1f6rYW6mjYDXwRS6K4rQ/ky45+aL/wlEoREBFPzpW6RJlZGM5v2o9f5otPSxuD6G2JxrCLGg9xGzJf/CXzZHHcN5RF3kLVWCv3LHHBeCrH8wY97vlw4eRHPxj6kGfmM+SLFDW+mkpI1X2CqicERPXCj73XY77DFmLGK2B/yHsh6QWRK4AuPgS8WfGo/sfFl7IlG4cs7Drr8bYbYz08wcBJjviz36QkjPQusXH0IbVnzZUoVVm+IxoHd+5A5i8AXVfPlxoO/sWfPc7TcaYxOp7rg8p8MfFG2Agl8qR2tDpP1UlTuqoCRkRgX+aXy5vTknKmxEKDJag6ypqpDo4pDI16KR4gRt3sl9m7ZgxyZ+SKO1saEEcNwoHm9ni8z0lG7txJq3ppYdOjH8GXBkDjYXZIit7sAjV7yVHonrV10GMJNH1C5RweCDZX/1nxZk7QHopBMXF2bi8rGAphKxXJowpovovaaaDGEMV+8/umMzu5M/GPm1y/0PRCzT6tKAzDiUvMlt0sViiYW4Ui984yaL3Uy8+W1zHyJysPacRNQVpWP9LhbtECI/i4H1CAy6sfmy4Fz6bi4J4v2Vxv7djyNHdN5KMXXvko9X1wIfNGA0T4ODM4w8OWziI/dg7bizbcqnHJOo+CoV1QjvBrYEL6sDdsAYSJjJBtsM0dTMydqvqjEjg1JBPeSCMZTjDFjgyp8IbFjvXRN5fDF8BkPpa3F0M4Hwt8ozJdon63gnsuHwSErZAflQGwqRcKZH8eOpYVtBlLKaZ84ga4YTSHBVm+m2Is1X6QTtaFjr0PXoFNzRsPUWBb/eP4KHg2/hy/elTB+qwWRG4+C53djy6ExqBSb68MXYr5YADZRNTinZL4cGL8SDz6cUjFfxNECBC0K+6H5sv5wNF7uqYLtNT0sLw1mzJdCAl8U5guJgdMw0Yb2AzFaH9HFxeJ3IMg1deAmXHv4Bg+8jlN7dcQSBzzrpQxfdBGw0g9RSuZL15vN8elBNV3T/X7fC23dmPVDhEcstJ8C5osdMSVS9Rq4++lZmGNkr4AvpQS+8MDTlCL6ruJ6KWJAGsTvSzH4bCucHfr835svs5Oh/VedvOdLFy4PiQPW09cTLjNfmqwyw6tvlQx8yVTAl92b9uPbos/InFAJs3PaitixBUXo1k8T83vHyNcfJQS+OCagriOg5V+IZze4cE8yw4W/vuLiSMZ8ubOiAtb3mM1wix1qmDx2KVYS+PJADLUaVfOF9HjL3wM0eqeNsC+M+SLQFkKsrYgdI+aLbq0W1PJJz5cw2vOluYYuBcVXL17Gw6H36e/pwKEu+DK6mMIREjtW33whRtSE1/1xePN9iONLMTN/khy+sObLyIwRcLJSFLM1gC+kL6SeFBpVXEhcOYg8p2q+FLpVwS/tDxx3OwyDKBPMDpglP3b1/7HUIxocsQK+zDOyx/huzHXGpLBFaJ1oDu+bo7Fr6X7a8yXxklL6x4QkWB0X4I1fBZqnkvQPDgVmBL6scveERwtF4StrvqgFNMKtLgx8IeZLTeI3JMvNFysaZUkSOMbc7c6YL+6y2DEZfGHNl+lpfrBON4HQiYfwkwx8IeaRywlDeexYoW8N9Pcw8GVJ0kC6B7LUvAXtaxK7JBVq66vxNjKPwhfB5nJqcZJR33wpbM1Hwt1wLCM9X5TMl6qKOmywTKZ/Q0wTLWNF9PqNF39hReZNKMOX7O5i2NzgwTDQBLNWKeYk1oSBLyMm9cfT4Xdgv6MJxowd+cM5I2t1Gjvmx8SOBVu2Rf8Oc1XMl4WFSxDWPQ5CRwkSjyjBl0HRML7CRcaCCjgT+CKzlQh8CWvsjt/azpQ/L2u+NE13xhrzi2ibZEHNF8OwcoT0TVExX8rtBZhz4/vwpXCWLhLW+mHsGj+4rTZDVXc1TAjsjwue5xoUM9auEkJ7lTpeTyrFipWDKTCLte8OT7eJYM2Xh+lZaHHXqQF8qRNJEOcUQ+HLN69aJJ+LYMwXLQkSLzDHoCyjFFtaMTZe/X2rY/eSkFz0HgS+XD9/Gy8pfKmD+T+acE1xxrCZjKnCmi8ZU8sw1rMdHpLYsYe94Nqiyw/njKzViYHKmi9sMeMP/+DXDb+OwK8j8F89Ar/gy394uMnmt/16A+T7VMNxhyNGjf0ZfIlGrVktHsrgy3KLVhjozsR6sPBl7rdFiPk9kTFfZPFN5PbFQ+JgeUmK935VaJKqRy0Kw72g2ZkrHNqhbzvFj+vW9QdQSuBLoh122F9l4EslF7qrGH1zPjFfZLFjZONxzk0GvkxO8YOZRAsVj7locsRQ3vNl2MkZaLPIDuWtNDAzehjOuB9r8CNWs1IInSh1Cl9WRAzGH8/+klcQBE1dDZMDQjxIyUTLJy5QP8inC4/vxY7lefKRdKFh7Fjh1zLsbM5UNf0IvpzpFYmjpx6h4I+n+NpDDPvrPDgkOWD0XMWijGxGfJ5Shi4d3ZHv+xHdL3VGFw/mwrf+yCypxfYOSchvr4AviY690KXFODl8cT1MKvKDmci2LkDcTsUFIOnBYX6fh0/+FXBKMVCBLySb1dqcaVBOxo/gi8tyMVXgffbOQdsZTOwYabwbeTOQwpdRSQtgL9FBzX0unE4bQGdVI8wPnA1ywTNgij1EIzXQbkBrvJ3wuMGmcE5IKRoT82WWFKPmMPCF7UXBwpdXu77A+pAD9C5L6JyRDPP68CV3YC3WHI6gyjY1X44yF7nLz82DwfjGKPtX0/r4k9+DLxm4OmiL3HzJ9JLAjjSz3NcR7n08VWPH/MrQ1MAZ/KhijPw8Bk4WzEb/9waFL6PK8WEYY75saTUOzex6yeGL5SNdetHDwBd1rEpeJn8YsplBzJevk6tgfVCH9nzRfCTC5fQcbHUbh6b2veT3ZeHL79c7YEEBA18K2teil58hxnVdjuEbfeERIKvI96zG2gtRIHnKE9aGwlGsBeFtNdhd1gOJHfttUBcMvxqDQRPswQnQh7apIWpWZDeYM1GkGGohPBX4wsYhkc9bo2cclOzJBm9tY+g/kVUKy+BLSUkxttkwG3eq8EURO3Zn33XcnH4bZW2kiL7TEL5cqyzAgcFbEbB4A6w2lNFKYaub6hj/YgJsnJnPZ0UpH5sar8GnGWXo2pLAlyz0utUL7u1+vFiMtIlCVvcqOXxJdfVGuyZD5PDF4ZwBgguCvw9fukXB7AlPvsAn8EXjghAXtmYhrekgtHUZLJ+zpOXpkKRUwu2QG2KggC+tA9Qwq2cExv45F+6y2DES17H6JtPwdWiSP5zFmuDfVYPjOX0Yx1tiytxx6H1+IYaMdkDtTE24dXFGxvTXtGlr2/Wm8ucUhIugEaaGN37FmD6pPYUv7GeJhS/C4/moXP+d2DEl+PJtaC2S90Uw8KUpsPog813z8eorHPM+gSpXMcKfqTZcJ7Fj+8uz6IbmhuRtqFpZII/363yyJ7z6MEBMDl+WyOBLUgV8S+fSyKYfDfJdSjKFP3kzPV9YaMLCF9PXOgj/wMAX6WwNBCvBl5WtIqFdwEHByBqYsPDlgwjXVufKYSL7vOEzV0NnjxA977gjIFsGX7pXYcA8M4zoskQldiyndzXWnopCRVUupqyPh6NIG6KbPLo51XyvG9w9neFzJR39/7Bl4AsxX8LyG5xnwkgx1EN4yAgtwqA+9hS+HOkaAPNGTWXwhYuqnbmQJljC4AWXfjey5svbDx9xsg0DX0qmCxCbxsAX0RAeItOZ78Gnz+7iYterKJsoRvRm1Tkj8OVZXTnd0JTDl158mFzVgs/76bC2YXqlsPClLK4cWm/MID1Vg9CsH8eOsZFGyvDlpFcI3YxhY8e0arWw6KwsdixGH74LFbFj9D1oi1HpLoLeUxl8EQjwakUuTv8gdqw+fJk6owXaO/fH9OQEdI5j3kfWsCqk7o3Gu0/3EHR4L+xrtcC5rgHruzoY+KA/OLolWHzhGHovbAzrdAdkvWbgy9M5xXIYQDaZhEul0Iriwm6XFeossyh8YSO6CHzhCCUwWFeB0kAj6GUyc1bYizFfLp+7jMcj7tPXUxcowcpVwYgziobYVxvBUTL4smE+Oi22AW+REQKiVeOQCHypFItoVW3YjATo7RWjoKcA5tdUzZctcddQRuBLqhR6F8GYLz+BLxdPXcbTMfdxe1UebcTLlUpwXbaZK48dM9fEkFUMfLHbYYux9eALWS+ITTgq8OWZXyGN/FQeQb9HQfsd0PW4uQp8WTGxFwx1zbEy+RDarpf1fJlaiaR1Mbjx8CiSr1yHY6UOeJfVYf5UG6Tny+OPJ5F4+j48Vlmg8+muuPjnfRgcFKucZwS+iMaqwyBdiqpdFTA0EuMKv0TenJ583qqtBGiewMXXqWpQqwE0KxTmy74t+5Dtz/R7kMRqYfyw4TL40ghzFjCVvumz0lG7uxJqQzSwaL9qzxcSO2ahrk03dvyGxMH2khTfvIQwes1FaKbinEwJOAzBxg+o2KcD4bpKSKskiL/949ix+vDFXCqWQxM5fOmohRbe9hS+9LjZBZ3aM+uKrMyv2N9sLwNfqjUAQxl86VqFEp8iHPoOfOEJgZab1bGDhS/ReUgdPwklFblIS7iF5ntl8GVJDSIjInH88mb8+fgVHIt1oXlBA9oFagjNXglikO8+9hkd1pox8MV3D3SJ+fK7KnzhdNSA4T4ODM/UIYtfhK8iPu1rQnoknnBKo6+9d6Q5Xg1kAC85z+SxY6s2QJjAwBfD7eZwNXPCw8F30WSfM4YOZTabEoauBueiECYzTDAtVXUjl8CX3rpm8O0dh2XEfHnORWkrCbSKgIiXSrFjE7eBez4PhoeskEXMFwJfTv8YvqSGbQZHCb40l0rk0EQOXybrQMdOm8YDK8OXqxeu4eGwO/jqzZgvyvBFa1ApNn4HvogspbCNrFWBL4fGr8K9D8dxJDwDjucN6LEQxwoQ5B+GA6cScfR9JkwzdWF8UetfuIOLqFehIL/vV/ZVotk+Izl84RVKUPoD+NLmqC4uFL2DBumPMnCjHL58HFyOUYud8LQns5FP5ow1X5Thi8fNFsh4VIV8/0z0vd8DbdwYmzmiWyy0nwDmgY6Ysuo78MXQnhoOxHxRLwPqDHng/auPSPTtevDlQymGnG6FM8OeQbuzBEt2/iR2bHYStP9SxI55cHmIrwdfmkaa4WV2Q/iyZ8tB5PpnNIAvZIO5e39NGkHLjtIaEdYR84XEjvkpwZfdX3BxxCYGvqysgPUdGXzZxcPkUYFYvTcUbwrLofZOE1bn9FFnIUXsnVCsuRyIN9u5aHxLj4EvbSMg0BZBrPVz+OKmoYtgJfjyanIpvAc3wZfRhRQY1hlLGsAXEkc28e1AHNp4TwZfmIgrMpaMjILFWR5+DF+YTXbSU4P0oyF7COKmHESdqQdfWlfBL0UGX2JMMXuhYkNd5QeGXLt7xAASPu6GMLFj840cMa4bU/zGxo4NuTsOOxbtYcyXSwrzJcAnCVbHBHjnV4mmqfqo8OHQPj0EvoS7d1dpKC6HL4sb4VZnmfnyThP8hHxqR5GeL1pTLaFVzgPfUIyx97zQxM4Lc9L9oQd1lD3goekhI1T6cBGxZRn+ODUDViE2kFqqKeCLTylc/lbAlyLfWujt0aTwZWmyN90DCbJwg7f7Ajl8eRfzDc0KmqBuSxm1OMloAF/a8JFwJxyBQ6PBzRPJY8dqqgRYZ55E/8Y/LwAaBorIUAV88UVBrhgXu55FdncRbG6owTDIBLNCVeHLF+8yjJo4AE+H3YH9n64YM3pU/amS/z/ELQoVjRXwJcSqHfq2n6MCXxaVLEWoR2wD+BI8OBpGl7nI8K+Ec4o+ynw4MNojpcB0lU0n9GkzXf48LHxpts4ZyWYK+GIcVk4/98qxY+WOAsy9PgGNTV0xaa0fTKQaqHmoBtdjhiicrYeENQvgfXIGOvnZo7azGsbL4Ev9wjh+mAha4WoUvixf4Y3pL/eCTTdh4cuzdZlwveMM9aN19HuRNV+U4Utej1oknY1AUI9IiDUV8KX8Szk2t1gvj4VUPsgsfCHRuFfP3mTMlx4CmF/XQJN0FwydxthI8tix6eUY060tHk77n8GXHI8qvJ7MmC9sMeMPJ/nXDb+OwK8j8F89Ar/gy394uAl8cVhvhDyfSjjtcMLIsWN/+IgrWqvCF1brJX/AwpeFRUuwZMcyaGoBCdOZKgcyAobGweqiFB8WVsF1rZ584UGyM0McSAXBDPl9t288gOKAT7BNdsD2xlfQIs2CLpz0wstp5YwyfCEVBPP+GUHhC6muceRp4oZERDcUhXO1sCJpEVj4UtFGAzMiGfii/CNGvuDb9NcE/w8tfBhRIYcvbAVB0NQkmBwQ4GFaJlo8coX6wdofw5fufCSdbwhfijLLsaMZU9X0U/hy8hEKpj5FZg8J7K5z4ZzihBEzFXNCNgw/TS1FV/eOyJ//EZ6XuqCrh2JDXXnyskprsa29KnxhszOp+bI4BS5HSUV+MKal+MHJRBcrJyqyggN7RcPsHhefF1bAca0MvhyX0D49BzstgJWZm/zp0mO3oDayCM3/ao14rRNy86XJCgm9EPA5MAdtpzKb2yQOKeoGA1/6npwJdzUNPCwEfp9jowpfptpDNFwBX5Q3q57OK4ZlOyEsZ1rKYscY+MLGIS0fHo1G57l489cXWB78Pnwhm6pkMfLNm4/kQ+FY4U56vnwHvnTnIv7Ej+HLrk17aCXd155i2F/jodPBTmjfs5sKfPmyqBTNdF0ofBnzeRzsLZjs1++N+vBlm9sEWtVEe774HYXFY12s+rQS45MWwNPBAvNHKi4Ag90joZfBRfbkalge1EGtJxcaDxn4wva0YJ8z2m8NNLby0e9mB8z/poAvffyMaS8KFfjSvRprzzPwhTSz7M5Vw8sPPHQPsmoAX7hL9KFlYoSa5VkqG4wPAgvQ1c4IIl8mdow1X0i1k7VZa2q+GD/joHRvDrhrrP9v8OXgddz84zbK2pIL4x/Dl8WLN8CSwBcvEaz+UcPEN5NgZc/EGcjhy6wydG3OwJc+t3qjfTuFzVB/3urDl7Qmg9DWdTATO7ZwC43QIFEwU9b4oZWVEZaMU1yUB3pGw+wxF58WVMApzQDlYzjQPC+i8GVd06Fo7TJQ/nRy+HKwFWI4J+XmS9vFapjRIwJj/5oL99lMz5f8DrVYfYN5HhKdQebsSQ4Hvf0aN4AvfAJfujrj4zQCX4rlm5TkYr5jKwOIZ2qowJdtrXzoxR4LX0THC1Cx3qxBzxe+UII0w3j6GvKG8ZG0V2a+KMGXT/+8wZH+x1HVRILwp98xX2TwZWPydlSuzEeWlxi2//DQ7XQfePTqRB+bhS+ZgWVwkthDtLocC0rn08imH4368GV3h5mwt3SX93wxfaOD8PcrMTrRD32bNsbMIQrIycAXLgpG1cDkpDZq2jHmy/XVuTS3urG5wgqMmLUa2ruF6HOvI/wzDzHmS/cqDJxvQfO0lXu+ZP9WhZQT0RS+eF8Pp3P2+pUatZNY+DLhShoG/GEHzvJG0NPSQGVYnsp5dm9FAbqYNoI0QE0FvhzzWEqrnYn5opvBAX9HHsTxFg3gy7sPH3FCBl+KZwgQl/pj+FI6SYyYTT+DL6ngpFWjuHcdTK5oYkamP4xNmaa8cviSUAGtV6aQktgxpU3j+vP2PfhC+qQZ6lnJ4YtmnRZWXpsLn7RwTOzQFCP7KAyPcPsoiLTEqOoohu4TNcZ8EQjwOjhXvmHOPueKMbEwuChF33st4P/hrNx8mTbTDe2c+mL62gR0jmHgS+bwKqTticbXbw8x8fEWdOFwkXlbG+7JZj+HLzLISSLH7oTko6PIHBoRXNj/aQW+FQNfWLtjZasIcIRSGKVXoPh78OX8JTwe/oC+HkGQFMGhK0DiK8XztRrClwAjBET9GL6wPV/ye9fB4oqmynpla9w1lBL4ki6F3vn/PXxRk0ppVCcZNHZsWgFgoYnpW/pjyYGd8O/lgZ4dFesd0v+suBkfEhMueBVc8Ko5qLLk4+X8Alyptykc1DcK2m8Bj7/NEUNix2Tmy8pJfaCvY6oCX/KnVWF1ejQefzgO//dn0Y3Lw7fTunDb3kgJvtyDxypLdD7bDRd33FWBL6Rp7YOlBWibaw39dCmqd1XAwEiMq7Ul8ub0LHxxS1LHp8mcn8IXTpw2xgxlzRcFfFk3ex1q/qqA2lBNLNrX0HxpAF96CWH4kkt7MbAjdfFR1G14h8rDuhCsrQCqJIj7X8AXS4kYh5Rix0jPF1EnTQwMaoGEyxeRMG4k7ZVFv+Nzc/CXyy5k9aiCdiUDX7RfA7ldqlHpU4R99eFLhyhqdLXarIntrzOZni/ReUgbNwXFldlIS7xJ+xLS3+XAakSuisKlp1sRnvMAnlweincbwOa6XgP44pMxEWmzd0HnkRRff2PgC8nZf7KgCG2fNobhXqkcvmSJ+Ng5aCve51fhb8c0ZHlV4fcoC7zoXwkpR0o3GVn4khqxEXVxzIaQ8Q4LuBDzZdAdVfgyfDU454UwnW2CqWt+DF+IHU/AN+nFplUCRDxXMl8mbgUu5sFovzWygv738KUFpNgkg5MEvvBHGII3UR/NRuph6+On2DbDj/bKIuP6pX9wf8gtfPWuhNFbLYjdeDAg5sv4cugOKse6gYyxzw7S84XAF7tIPs4+rKK/TaTny2GfcNx9dwyHIzPgdJb53ZXEC7BsQRgO30nE1uJ3cAAHahvNYPRZSwFfDlSi2R4l+FIkQWlTxnwh/SHfzihG84vW0L4vBgtfNDlMf5Rrj97gQffjyBhcgVFLnPGkR+FP4YvXbTe8f1CJPP+vqvDFKxbaDwHL5U6YFKJ6DUzNFzl8iYR6hRR1BlzwdIDom8qxY2kQfSrB8FNtcHrI0/81fPHk8RDbX2a+HF0InYkWaBbhCapNAAAgAElEQVRlgVKXchzJ+IKj/qtprywy9m8/hCzfj8j0qYTZWW2IvNWh/5eUVvd79dOkEbTsKK8VIc0xHgJiviwowrMbHGq+XNr9Bee/A18sd6lh0qil2HB1Be5VF6IaUtjHWkNdoqYCX6xv62LV55AG8CWvYw21WlofNIfaN4X50kpDHyv6rpGbLwS+DBncDBmj8yl8IeZL/6OqsWMEvkx+NwgHNtz5P8MX8nmt05dAs5wLcXMOok6pwpf8tpVYnDIDR1ocgGGcGWb5KfYi6q9BqPlCer6sZOCLr7ETxnow60IWvox4NB5bb6xDpVSA9NlMzBYZAROTYHVUgHf+lWiaooAvFzZnIbJDD3RprvjcnTlxAa/GPYLGUhPcdL8P051maPROE3WJ+Vg9QAZfpltCq5QHvrEIY+/0oOvx2admoRFPDTclYgycaIfaUWr14AsPcWdDqBVL+oSw8OXdyDLYeovBXWKEHI9qOXxZbtkaAzvMV8CX2G9oltcUgm1lcmOGhS/BbSNh9F6Npick3A7HsmEx4HxT9Hwhx4A8LxnENFHXZT7LZCjDl6I8Kc53Po2snmLYXuPBKNgUM4MVQIyYL18Gl2H0hAF4MuwOHP9sglGjf2K+1IMvodYd8Hu7WRS+TAwIpAUwZE/GN30R9HV4iJ22Wv66VgyNgvFFHj77V8KxHnyJtO2Knq3/kN/3z/V7UbDkK5pvcEGyyQW0kZkvjcIq6edeGb6UOdVh0Y2JdD0++tQM2PPU8ZAPePvYoXCOPhKSfSl86ehnB35ndTl8Ud4DIWkmHfvqonacpgp8YdNNQqYkwOCQGM82fIXrLReoHePT3zIWvpAXTtYo1HzpWYvkMw3hS0VmBTY1WweRlhTLS1Svp5Xhy7Vzt/Fy/DMU9BLA/KoGmq5vgiF/MHMiN19mlGGsRzsKX0Y87gPnZsy12/cGMV+U4QtbzPjDP/h1w68j8OsI/FePwC/48h8e7ijrKNinGyNvYgUctjth9LifwJc2Uagx4+PRIiZ2bKVVe/Rrz1To+SxZTKul/YuXIuiaL7TAQ8yAdfJXFzAsDlYXpMhYWA3ntbpy+EIqCCJsOqNXm2ny+8rNl9X22Gl7FU03mEO7hAf9CEbfnH96DuzG2YEr5qDcQYD510dSEEDgi5OaFm7WiTBovD0EczURnBRA4UvrRXaobK2BmVHDcNr9mMpmFWme17ezLspG6OL98DIERwyhVR9xDj1o/uyyqathekCIR+mZaP7QBeqH+DQ/llSckMbnHHCxiu35wmZn9oqEmCNB4hVG3yzKKseOpush1pDSxtvK48zDdMTmv8DZntE4fvYRvk1+jMxeYthd5cE1zQXDpjMVBPwaEdJME5ExrQTd2nVE3oIMeF7sjK7dvm++ZJfysbX9auST2LGpTOwY2wi8vOobFi5aA5fjhgguDKaVMa20jLD4N8XCI7B3NMzucvF1USXs1zCLRZ2jYgpfDnTyg7VZS/nbSIveDH50MVrsbo04zRPoEm0BgZ4YzZZL6YXAhH2z0W66A71/QZtaRP8TBA11HQpfOqpr4kGeBL/Ps4VOmDHmL5vDmC9/2EM4XB3tB7ZhzJe5xWizgalcvZqcCzczKcwmNUbJDClGzmPgy+aWY9DcoQ+U4YvVIQfoEvOlWtV8kfd8GVSLNQdl5guBL7KeL8vPzofhhMYo9eIg/u+G8GVTcQbdANq1eQ/yF2bK56zL8c5o6+FB4UvG60Icdd+Kr4tK0UTHGXXRJRj1cTQc/03s2PuR5fg4XLUR+Ne8h4jzPQKLp7pY9XElBp+cgZGGNvjDS1FdFdwxAnoZasiZXA2LA9qo9eRB45EQl9NyGvSiiPZdA43tfPS90R6+eUfhFWhFc/n7LDSmvSiGbZiPbosZIJFTD7548dTx/C0HXiusYbvJCX2HdMXwKzEY5EPMF9LzpREDX5QsCtJAfrDAAsI5GngfWIjRQ5rQ2DE2DimwVxSMnnNQsTsHWGMNgyccOmfFbOxYcRG22zJRGoU+AiRsCUOoaySEnhzE7mAugu8c/Ac3/7iFsnZSRN9qCF+uVxXQ5rpLlmyExfpS5PYUwvqaOmZkTIWxlSV9jJKCamxzSMWn2aXo0qQ1ChZn4bfbvdGu7U/gS+NoZPWopBc0ZLDxd8VlGVjmtxn2lwwQkhuM8SdnwFPPDPOVGqIGdo+G2SMuPvlXwilFn/Z80bwkwoUtWQ369KwOSoc0tRKtD7VCFE7SzcEqKyHayeDLmF1z0HEOAzlJXEfSP4z5wsKXx9lAH38bGMdZYMq88dR8Id+V/CmaaNXVBRkzVOEL+dwMNDJF3SRNvPEtxvQpjPnC9jUJ8o6GyVUuxMcLUb7eVA5fSl0FiHkWBgJf1prG0b4yecP5SNoTjuDWkRA0AxJl5kvGjdc42u9vVDaTIOJxQ/hyoDyTxkKx8CWzhxh213nofuF3dPF0p+/v1cNvOOO1EwS+OIjsIEoth3+h70/hS4JuLNXaWfNlT/vZsLNqj/dfryPF7zxM3usg4s1K9Ds1E1OMHTFBFi9Bno+8B2K+FI/kw/ikFo0d430U4XpibgMwzZovve+5Y2HmYfT2b0yVem9fCwwj8CV1AboFMVFcWb9VIVUJvpDz7NVLHt3gara3JTp6umDC5TQMmGpHzRc9HXVUhhWonGckFnJQiTUkfmr4GFKIwbLYMbY/CoUvnzgQbM+DkMCXl1x6nhW5CxD/TxiUY8dUzBdvLuQ9X57exiWP6yibJEH0JtU5W31pMZ7xK/DXoC2ID0oFN7UaxX3qYHJZE3O+LYK+Ial8Jj1fXuPR5L9RllgOjecmwBk+wn5ivrx/+wF/tz9MG6eSaCAyiC2qr2OOe68P4uCcF9AUaiHk2nzacFe5OITcN9whilb1VbkLoUNix0y4kAgEeBuci5P1NoWXk54vBL7cb0nhy4ApdtSKnT6rJdo69cO0NfHoEmvBzNmIKqTujkZm/kP4PCTwhYfMW5pwX/P/2DvrsKi2t/3fE3QJSLdgF2J3t2J3HwMsjsegEWkESRW7u/WIHXhsxTx2ICUpnTMMM/M7a+3ZE6jn+/1d73W97z+ufw4CZ2az1+y91n4+z33fpiCZLzy9UoXyRcl2jL03kgITmbNhr+2gHsSB7T4LCCl8yZZbdBHYx6mXwHBjFYq99KFDlC/VXHwbIEJU8lpcv3QdzyfI4IunFH7rfGnmi3i5BvxCGcUEazvGW90IK4O/hy9V4nraTS5Xvgysg9FdPu1IZ8fO8FsoDX2A7M2A7mWA+0YEn8c/tx278ucN/D31Me6ty0dxawHUpBI5NLn8NAm3SeaLpQaWHRiFKY83fResSgBScXMBpEYMfCG2Y5XmArxbVohrDeELUb58BHqcNUVo5jOqwny8uhBr5wyBrpYR/GOPyxV9eb9VInZTuAp8yU3WRut9Rvi9eDmjfEl+RJtIulzogev7HjHwZVER9YivNiMNDV/RL8Ue+klAFcl8MRLjdm2JPB+FFDaqLOvQLkYdabMAtWoObSIqmShGxH5/HN5+CDkrmMwXRGpjsutoHG91DLoRhlj8O2NXtdl9M2r2V0BtgiZWHPhDPg/kC6J8MVfThv+QePw+JhLW16TIJfDlHZc2Z7AjceVJCLd+QtUxbQg3EdsxMSLv/zzzhVW+3IzLQZW1CBZSMc1JI+Pg3VCkzZBC3F0Tk8LaYMn7sypNHQX5+djfZA++9qmGZqWa3HaMFFKqpxdRK0LlQdTGvDpQ+LLzfSYGL7XG3ZA8bJo5D0Xl2UiMuotWhxn4Uu5ZhdB1YUrwhY/iQ3qwSSEZeIzy5cCZdHSKN8HUj9ORtPggtJ5LkDWwisKXkmYCCnb6nXWA7hEJDJPrqPIlp15I81E+5lfjdPME5PaoxtAQc7wcVqGALws5WJfgjXgl5YvxPnM4NLLHkzFE+eKEMWOYffr68RvAvSyCibsR5saqhndPIJkvOsz67z0gBHqvOChvLYVGGRDyQgFfwmfsguRGHoyOWCPbKxtik/+kfNkGTkIFLu3JAgngbgMptsjgS+JNb9SM1wdvlg66LjKkwdZne3rK4cu9lLu4P/IOMkdVotE7TdS348HgIvB+ShkMXCuovZfyIEoCsQUofLnwohK9fZnMl9MzQ/Dgw2lV+BIpgpfHWpx6FI0d3z7AgcMFb0tjNPqihdC3AT9WvhRLUNpUSHNj8rrW4PXKfLjsc4DOQwnandamyhctDpcWoW89eYPUPn/is2s5pvk0R2r3fBr8Tu6NPF/Gdkw586XPg3b48LCMNksNedQX7dsyypegPhHQfgKY+TbBbH/VZ+A+yYvgbmhP13+fjsFQLweEejxw9aQIv90AvqSXYPx5ZyRT+CL+j8oXjSNCJB9hMl9IowX7zBx86ndozTJHy3Az1PeoQMy3d3IVJPndY3tOImvpJ2TPqELjS5py+ELWxn5DtODeP0w+ZWU1Imx2iIKgC6C1vAjP7kvRNcoMN/an47Is8+V+QAWs/oEpZJgf4GPWBAV8qYEUthEW4EvUEClTvrzdzYH1PT258kWoIwJpIrB4rIP0YRU0Y7RHvJUKfHHW0IfX4Fh55gvJ23Md3RpfJuXROSNF4e/gi6YEcz644sjmO6iPLYN77jzabEEGUb6YXOVi4qdJcDRvKv97Wdsxtj5B4ItAXwLNMi7ErTkI/VM186WgQwVWxi7AmTbHof8flS9hgEQoV754GDliUncmC3BW4Aq0izbDxH9y7Q5kROFbvZDmErFj1ewYmJ+sw4cVVWhOGlBnAvoHgavbv8rgiyJQ/MK5K3g77RnUVhvhXudUGB9oDOO3WqiLzke0HL6YQbOUT6HVlPuM8oWBL2q4K6mnzQe14/gI3iVTvvhbQWqhhshL/hSCEEDmdFYf6lU8PFnxDR36AXW/GSH3n3v1mthRtAbib+GMoS6LEbYyHupba/ExPA/NC5pBuPNflC8y+OI9Jhwg8OUxs9aI6sSIl1kQE6UJX5MvPzd3Xx+ET+YduncuypfgMoEv/cWwSeHBcK0pFngrFCYk8yVjTBkmTRuG5+MewmFfU0z8F+ULUQ1XWgvwbDljOxZo1QWDnJnXm/nHarTfZozVVd74/bI7GvHUEDx0k/y4/MaGo9FVDjJWVME+XldF+RJu1xO928yW/+6+zYdQuCYLLZKcENf4KtommtE133hdFXwGx2HxBTc0mcTUQMochViWMgMWjZtiMoEvXDWkCqS0yafITQfr4zxk8MUOgq58zPAajss9L6nUQO4F52NUZwMUj9ak92off0b5Eu0wEN1aTUbA7CjonxTj7y0ZcLrXFGpnhPS+WGssxtpsf4jEUoQ7hKnClz4hkGhIEXWNUVlWZJdjW/Mk1GtL4fOPbbbyOPs4DjHf3oPkEqZcuYPXU/9G4cA6mN5QR8sdzTFqxnjmby2pxQ6S+bKwDJO7OtPMl3HPBsLp3+CLbShyuiuUL2wzo8oB/PrHrzPw6wz8n52BX/Dlf3jqifKlyRYj5E4vR5O9Tpgw+efBZT7tmcwXFr6ss+qEgTLPy+lrVqHD5sa0g+CPi+7Q5vIRNkyxiK0cFwmLK1KkRZWhoEaAtgVm0NvCofLNUNse6Nt2jvwv2bPtBIr++AybeHvstbwBxx2m0CnkwyCIkW8S+GI/iSkwkg6C5X9NgblxSzl8uS0WyZQvGvCNWYlxLHxpr46FIeOR3OmUyiJG4MuwbvooHqdBszYCgsdi9vO9iG4ygHajsLZjzzZnYmIrRySlp2PYbzYUvgTkMZtvkuWgk68UXEbgC1eC6Bsy78z8auxokvjDDoIrz7YgNO8Frg6KwMk/U5E/5xmyBkhge5OLpklOGDtXMSdU+bKgFL1cuiB3ySf0S+mBzl37/vBTkFsmxHbnaBR0UsCXhGbD4dJ0LKpq8rH8j1g4njOAf74f5iUvQBtNA6waxMiCyfAcGAaTB1xkbitETp4EbT6bQ+u0BJf2ZeF4Vw9YNFbAl02R21EbXIy2x9ojjHsOnaNNIFEHWvhKaRbF9KNu6PAbs/Eo6FCDDfeYojApbHbk/Uj54kYLjOKJGnAe0hrvp79Q6cgn8KWtuRSNp1uhZBEwaWlL2sG6u91MNLXpLYcvHw5loLOhCc69L0f/lZYqtmNy5ctoAWKPyZQvNgr4QqTdutMsUNaPi/VnVOHL8Yfrsa0oDTdGbceBnYeR75Epn7Oeyb3QtktnVdux1aVorskoX2blzIS5oc1Pr9wI43B8Gl8mtx3b32EeHCy7IbvgGcKXnqBB4KQj3zV5AcYb2GBub0Uhxa9zCHS/cJEb/w1Z3yRo/dACas9EuJmQg4MuC2FnwRSryWCVL8Pud8KSnJP0Ibq4lQCDPWRZFNuWoMcfzHHm9K1G/KVQCISVGHx9Nfrx1PDyI1eufBnq2hOuN0JowYu7Rh/ahgao8s3G86VF9L5ABvEjH1dvidoFPHzyLsJk1xYIynmC0z1Ww8SwKTyJDccrLqoO5EKXp4bUF6C2Lyx8KS0twU4r5mGmaFYd1m8LBO3C7M1F2G5mY/jkzAOkzLiF0o5ShN9R3Swm3fLFnapC2n27xnMrTDeVIrd/PSxT+HDLWgT9xgzYkytfFpehe/N2FKwNSx2Ktq1dfjpnVPnSt4r6KJOxtdVEtHYYjJLyDHh6bIHtTT264Z2RvAA9tE1VPLnX9AmF6RMeMnYw11nb15ZQvyYC6Yjb1moiWjkMlr8vq3xxPtsewaJzFHIS+5uOq9TxW591mHrAHR3dZPClcw1i/lKFL6zyxSjKAvOXzaVQhqgEBYsY2zGifCGhrSSfggwCX1yNzVA9nY/3HkVYMLszPNNTcNBlPuwsusB7VCiMb/IgOfcNWjw1XH9dSz8Tpc1ECH+xFkTaTvylycgfL0DMwSD4y2zHWPiS+fAjjg84hcqWYgQ/VVVRHLgXiqMlmbgweocCvvQTw/YWDwNujUDHLozChFW+ZPuUwqHeAfXRZfAoX07VdT8bDZUvrJXi5+w7iFt2CcaftRH8xh/DkhdgrrEjteJjB+ny0yzgoCKqiF5nDn+Zgv9ZjL+icnGq+yqYGjWT/26IWww0D9Rh8NMuWP7lOPqutkRB5xqMXmZBw0xHbfJAX0+moJA9pBKJZ8PlyhcCX16/4aFXAFG+tEan3k0x/UYiVb7wfY2gramOirX5KnNGCvljyqwhWsbFl7XfMGqwIyLz/8aFvoHQ17VklC/pHNTtygePw8HrR3xqocXajn3+ko4zbY7S4yldJEJ4/Fom82U0H8GbGYuNV38/xuVuN1A2V4ywJNU5iyHwpbYC+0fvQJR3IjgEvgwWwviaBpQfulnlS3lsOTT+JrZj/658Sf+cjpPtjuLpim/I6cnAl6sDI6GlaYjH70/g2KK/oSHRwNobv9N7VMNAVNIgIdYUo8arFMXlEpifNoFYJMIH31z82RC+TA6nypfhqe2w/EMyhi60AQHibm7t0b7JIMyJi6TXHp2ziVVI3K8MX7jIeqBFu4uJ7RhfrwwrLp+itmO2Wx2R/ioPvM018nsjC19GvLUDP5ADu/2WqLPIwrYyVeULxFI03liNL4JyFN/Qox2bLHy5eTUFT8c+pMdT7w34rPWhyhd4aME7iCnaT05ahs6rraDhZQSPQNWicMDlZaiSsPAlGrqH61E4qA6G9/lUGcuOPdG3URR4D9lbONC9KAH3bT18Hv0cvty8mIKnEx/Kbcc0pRI5NLnybCv+mpcPWGlg+X5XTH6UiBjHQejSQrHfISpQkv8gmleJ+nopDHYYU/jycWmBPNiePTaifNH8BPQ+Y4Z1OU/ofe2xZyHWzRkBPW1DeG84Il+LChZUYkOiAr704vKRe0Fbrnx5nnYBUckPKNzueaUXLu1+CP1j9fKmnWozEVWTDrjtAN2NUgpIDAzFuFNbIrfoovDFqg7OG9RxsTQDGmeNqYVW8fh6RB4MwNGdR5DtwdiO8TfoUtuxA04HYBBtjEVLGcXElqVbULWnDBqTteCxd4XKrWzphUWwUNOC/5AE/D42EtZXpcgZIEKj91zanMGOTatOo3bLB1Sd0oEw7j8rXxITjkLok46b8TmoshLBWiqWK1YO3w/Hp2liSHppYVJIGyx+dwZ728+Co3Uv+nZFRcXYY7sdX/tUQeBaCWN1DaiH6VOgIZhaTO8JyoModbkiwHm7JrampWPIAhsKSLbOXIiC8nQkRt1By4My5YtPNUICQnHz5S4Efn1Mi9XfDunC5pYeVb5cfLoZ+0+lUdux2RmzEb9gHwNfiO3Y0UYoaS7A3dB89D/XBHoHJTC8KESGoBgF9QLsGLUDnwurccY+Edn9qjAsxBKJec/RZJcJtdCqlsGXxJBtEEYwjUxmh6zhQPKmRt1Hm5MtMXzEWPr96EkxwIU6mC03wez1ql30k84vQD8dZv0ntmP6bzmoaAmqpgh9pgRfZu6C5GYejA9ZIdP7KyQEviT/3HZs07rtkMaX49LeLFrIbgcpNsvhixdqJhiAP0cP3RcYwjvzDs718oGRAbMfv3frAe6PuIVM10qUda9AG+NGkC7XooHchv8AGWJFqDzonstSCpsgAc6/rUC/1ZZU+XJmVgQevD+B4yGf0OQio3yRbhDBcwkDX3YWfoQdlwM+gS8y5QtZ368fKWdsx4r9qO0Nr1iMsqZ1VPmS27Ua71cWwPmAA7Tuy5Qv395Dl8unFl23n73Do15n8WlMOWb4toR/1n102mBC80tY+BK2NBbqe4T0eAY9ccGb+6XI80jH8Cf90UaWOxDULwLajwGrdU0x3VPVwojskZYa2dP1n6jj+RVAnQ4H3EZShKco5ixo+EaIMkow4U8CX55Du6sEq/7FdixkSRw09wrkmS99eeoIHbaRHmfw6RXQmmmGNtGWEHUpQ3ThW5WMq+P7TiNz8Qd8nVWFjBZV6GdqjPqFanRtpPClnwK+VArrkWC3HnVdAc2l3/D0CdAt1AwpBzNwcfw2Ojd3/Mrl8MXykDpmjFuFrbf88KiqACSpyzrCEnwJn8KX+BueeLubC2Xli1BXBLGalJ73L8MraMZo9wQrqBHlyysm88VF0wBrBsXg5tXreDo2lVq+zndvA7/s+7S5hORhyeHLlAgYnQfNaJv3cTyObb6NusgSLCmeDx0tRnG6ZkIYTC9xMSl9MuyVbJzZZxQ2k4PCFwMxVYmI23IRelbxXBBsF4H8jpXwjFuIEy2PwjDSBAv+TfnSMwwciUL5srJxc6peJoNVvkz/MB8734ai6Dv4Egvzk0J8DCpHkbQWHarMoLWBgys7shHesb/Kunc5+SpeTX4KdU8j3O2UCsMjjWHyUhP10YX0c0+eTTUWmEGrhI9a43pMv98PTja94X5hEYy4atT9Y8RsW9SOZ5Qv5PnenNqOKZQvRHnU9Iw+1Ct5tKbj0g8QzDeiRW/PGAa+rLV0weAObnLly8f1uZjYszVC857T9ZWMxUXzoKttDlb5UthBgOh7QfAeGw5pngjrHymeT1nlS0P3j3tvDtOmrhPdVuBbrkgGX+phk8KH8Toz/OapaM6lypdxpZg6bSSejL4Pp0MtMG6cIhdT5WZF8uzahKLcppbukclQVqzMWLlarnzxuOCGRjx1BMuuQfK7fuPC0egKB5kxJciprEObXDPob2fqVmxzLvt++7ccRMGqbLTc1hTrja7RRlHNMh5MAqvgNZgoX9zgIDtnBC6vvj2X3oOJ8sWBp47HBL7MsEWxuy4iY5djVPICdFpuC0E3Ncz0Ho5L3S+p1EAIfHHtYojiYYzyxc9/NM3piWs6FJ2ajcfaudHQO16PV1szMaqpA3akZWHIIusfKl/yB9QiJplRvkg0JIiSZb5U5VZhi9NGiPSk8C1QfZ7+MzWB3peuDdqAlKt38XrKC7pnNL2ujtY7W2LEdGY9ZJUvn91KMa17R6TO/YJJL4fCvunPn6fJ3ilXCb6wdvIN5/bXv3+dgV9n4P/mDPyCL//D807gi9NWE3ydVgLHvY4YP1nRfdHwpRvCF5UOgtWr0D6JgS8rL7lDi9MQvqyHxRUJvmwqw2uzMgy4YwfdRGYRY+292Pfbs+04iv5Ig11iE+wyvw7tN9q0q6ZrGx6Vby674A47Fr441mHZTZny5fwCNFHTBAtf6pdqwidaZju20hbEdmxRyFgkdzyjsoiRMNiRXfXxbbwGPo2rgH/QGMx5sQ8bHAeha4tJcvjyfEsmxjVrgq2ZGT+HL/0EiLkYBO+BRPkiRfR15oFJUCLARus4iHSk8P32E+VL/zD8efkZcmY+RdYAMWxv8tBsezOMmamQ1JLNS9qiEvTp0BU5iz+h363u6Nyl3w8/Bfkk4M45GoUk80WmfEloOhwuzcaCKl9WxcHxvAH8c3+ifBkUBpP7XOQcLsBTtVraMah1Vkwf8MgmiQAvdmyO3I6a4GK0O94BoZwzMHumTeXQrm0MaRbF9GNu6DBPBl9cahCe4kOVLwS+dOJrILVQ+mPbsQnqcBnWDu+mPVMp5BP40t7in9DHaZYoWSTFBFnmC2utxSpfPp74gk66Zjj37v8fvvheWgq96ZYoH8BF5KkG8OVBFLYVf1aBL5kDxLC7yUOfy73RyqUThS+ZH4pxvMN2ZK0pRTMNBr7MzJ4BC2PGGupHg8CXjxPLaDcfGfuc56GJVTewyheTNzq0I58oXyYa2mBOLyX40pVYCnFRuC8XT1GP3vvsoPasnsIXtrOffU8Wvox42BXu2ceo53OFbR0WtrOnWRTjti9DjxWMv3J2/yokXgiDoK4Sg6+tBlW+fOSij7cF7Hc6YuBIReYLd40udIwMUenzPXyZWG+FqgVcCl8mjmpKlS+sHRKBfQZ/S1FzIB86pBPohVQFvihnvhTNrsP6rYFY2ywE4l4EvjAFwifn7iFl2m2UdiJdiarX2dZbviDKFwJfPL22wmRjKXIHimB5Qw2Lc9yhaygr8pQIsM06DmlLS2SlCFUAACAASURBVNHDqR21HRv2ZAjatur40zkLsQqlRRsWvrD2d1T58vt22N7Sx9rMHytf1vQNg2kqF9kncvAcIvQ70QRq1+twbdtX7Gw7Fc1tFbaCsb6bIY6vQMc/XRAoPA3zVG3UmNZjUtvGFMJNOeCOTjL4QgoXcSmh9JhJAYEUGJ/ncqi1y3eZL4s00LabEz7/9oZas3TYqIAvY0xMUTVVjcKX32Z1pA9JBzosgL1lZxX4oslVw403DHwpayZCWAP4UjhRiOj966hNhagZB1Ey5QsLXypaixGSqlrI3383BMdKCXzZiW1xu1HhVyCHnEPujkZ7F8b6kIUvX31LYV9nT23H/iv48lsJLRaQcazLMmpfySpfjNK1EfI3o3yZa9QE03oo7gH+ziHQKOCgZnceXtYL0W6nA3hpItxenyf/PLMflhC3DdA8IMKwF92x5NMRWN3TQXmTOixu35SGmbpuWobenrLrbGgVEs8Q27E8jPxrHb3OWPjS+nhbuHRrAtZ2jOtrBF0NNVQEFqjMGclRG19uC+ESII3Al4H2NPPlfJ+11C+dwBftDEC86xs4AF4/4qnCl89pONPuOD38UjcRwuPWMqqRkQr48vLlI1ztfhNl8yQI2/wj5Us5DpDMFzl8EcD4mqaKhRULXyriyqD+whSSCzUIzPp55svnD2k40+G4KnwZtJ7m+siVL9BEwDVW+cJ4vrODNEiINcSojy1Edr0Q1hvsUF8vwkef7+GL7+Rw6N0Ahj1oA49PF2Dzly7NLFnbqQfa2Q/EvHgFfMmaXIWNexXwpTuXh8z7mnL4QjNfrp2hiifrJAdkvS4EN6laDsxY+DL6gwM4/lLYHbCCwCwTe8qyaKYYGUT5IpWKYZJQiy/CMhRfZ+FLHaKSA3FDyXZM7MeBt583hS+kiOoTzMCXSUnL0IXAFx8jeASowpe1V5aBKF9ImG/gwijoHhKjYHAdDB/waVYVO/ZuuI1va+8hexugmyz9j/Dl2oUbeDHpMUihgFgIaUkkuCorwFPlC7Eds9HAsj2M8iWmyUB0aanYg0YYh6GkmRAI+IY6SKHrZ4VKCwE+LymgajjlQW3HPgE9TpshOPcJtXrM61qNxG5joa1pCN/4o3KonL+oEjHx4Xj+6Rw8Pl6ktmO5F3XQdtf3tmM9L/fCJWI79gP4MuiOI7QTxajdXwHdRmLcF5TgpOy4yDVTaSWES7QWzhd/gdY5Fr6IEXnQXwW+qMXoYrLrGBxqegj6UUZwW8bMT9LyJFTvKofmNC0s36UKX5ZfcIO5miZtSJLDl4EiGHzg0uYMdmxafQa1Se9Rc0oXtXHlQI0EkXd/nvmyMeEoBErwxUYqxuEGyhdpPy1MWNuaKl/2tJsFJxsGvpSWlGCn9TbarFGzrBBWfE1I3U1ojoBoajG191IeBL5w6oH2WzSwOT8d1nd0qCrwYL8lKChLR+KGu2h1QLYu+1YhxD8MN17uwrqvj+l6VqQEX5QzX2amz0Tiwv3QeiFB1qAqFfgy8LwjdPaLYXxZiPSaIhSIhdg+cgfSi2pw0jYBJCx8VLAN4nKfwXFXYwa+LOJiXbwXlG3HzA9bwVbfDo9H3UerE80xciTT6Rs1OQac5DpYrGiMmeGq+RHKyhevgSFUdVjRUgJ+NRCWqgpf6m/lwuSA9X8HX0K2QxqjgC/OgLzrnipfJuhD7Tc9dJ5rwChfenjB2LAJPd5Hdx/j9pAbyHKtRN6MQvTRMUb1BH28n14G41GV1N5LeVD4YgXYBglwIrcEps+0kNujBldGRePe2+M4oQxfYurguThQDl/suRzwtjVGo7QGtmMy+OLTNwTcEgnKnBjbMbKH+bAyH+0POELrfj2cT+vhStE76HF4iByehLvP3+NBzzP4NK4cs3xawTfznhy+8H118Ie/B8KWxEB9bx39E0a+7ohnN4qR93sGhqX2R9vWTI5fUP8IaD8CrIKaYvoaVfhClC+LjRzo+k/gC69CCpEuFxwjKSKuK+YsePgm1GUVY+I5F5wf/RTa3aVYtTtI5dwp/yN0SSw09grl8KU/X9F1H3z6d2jNNEebWAsIXcqo8uWvEUngcpicjVMHz+HLorf4OrsKz0YXYaaaBSrGatC1sf8Qbbj1Y/Z9ZFQJ6xFP4Ms/mZ6aS4pwO0cEww8aKO1VTgE2yXy5v7aC7kvIsDrKx3TXNdia4oeH1YWgypdImfLlPpP58nYPB1b39LAuncl8+Sl8yZci7G8GvnSSOSv8deMWHo9+QAHNIvf2FAY2hC/E9tMwGdRCbv6H8TiSdAuiiDK4fZsHfR1GoU7gi/ENYMr7yXBQUr4IhBUYfH0N2GwP8owgMJBCq4QDiTMfIUrPcgS+5HWugHeMO463PIxG6xtj4fJ/yXzpKVO+yGzHVjZuhnFdGWXprHV/oF2UKWZ/WoBtr0NQJBaqqMZWz42F2XEhPkaU471TKYa9tIV6KJfaC4e5qMKXK8lX8ffkp9DyMcFfHR6i7qMOuPUcNG9bRz/3/peXQV0GX0jz1fQ7fan1I4EvhlyZ8mW2LQTj+QhSznyx4CPyIqN8UYYvJMe3cz8uqn8zoPdfr1hXWgNhG2wjVyWCt6UaH6PyMKF7S4Tlv5DDl0WFc6kaSQ5fOgoQfYeBL8gXIfLhf4YvrPKFuCCUFEhwofN5ZA0Uw/YGDyYh5pi7ap7888zAlzJMmTICT8fcR9NDLTF2HFPo/9Ege6cKa4ESfOmBfu2YZl8V+HLRDYZcdQQpw5fx4Wh0mYOv24rxzKgS/W/aQ28L6DUb5dBfJafnwJbDyF+ViVY7miHW4AoavdKmzbY92/LhOShGxXaspLkQq1NmUfUho3xRx+M6CW1eZOGL3Hasmxpm+4zAhW4XVWogZE81tqsRvg1VV7EdY8PpWfjyZnsGhjaxx+4vX38KX/IG1iL2/PfwpbqgGkkOiagzkMAvT3Wfr6J8uXqPwpeCIXUwu6qOdvvbYOhEJqtUDl8Wl2JqZxdqOzbp5RDYN/358zSFLyTzZRbTzPgLvvz04/3rB7/OwP/JGfgFX/6Hpz3EKgRNk0yRPa0ETgeaYtyEnweX+TawHVO2C3Nb5QmnLYZy5YsOl49QJeXLqglRML8kRubmcrw0LcXAO3bQkcGXhh0Ee7afQNGKz7Df2AS7zK6hWrbhHKGmDZ8G8IV0EHjc/LHypZ4UHtavoMqXtqtsUdWOwJfxON/xlMoiRuDL6G6NUDBOjcIXVvnCdhB4/7YBxkdFeLE1E+ObO2Jz5hfaeaysfAl0DIFuHh/5/WoRQ7wzB4ZAAimibjAPucIyARIt46j3rH+B6iKmrHw5e+Epvs58gsxBYthd56HFzhYYPV3R1UHhi3sJ+jp3w1f3jxh4pw9cOvb84aegsLIOm9tHqcCXTc1Ho73TKNQKS/DHsihYXdJDwFdW+dLAdmxwOEzucZB/ogCPUYt+5+yhdVZCrQ1OdVsFU2NFdzcLX5xPuiBYelp+PHN0zWgWxYxjbnCWwZf8jjWIucN05JOucheeBp4UAYPdlDNfFMqXDkPa4d30pyrd3QS+OFsChlMJfFEoX1iVCAtfPh9Ph4uuKc5+KqPFr0rbegS/Zx6Ywk3CqAw3f4wAMUd+rnwpH8hF5ElV+EK6xbZ++0i7eFnlCztnfa72QSvnjgx8+ViM487bkelVgpaazVATVIQ5ebNhasAUW380GsKXQ50WwtasEwqLPyJ40V4YvtNCyNuAHypffLsymS8l+/PwSCpC7332UHsuol2sDXN6WPgy8nE3uGUyne5k/GHcDOO7rcLYHUvQ83dG+ZI9oAqJyWEqypcXMvjisNMJQ1x7YvT1YLp55K3Rg5ZRI1QR+KJUyCfKlylSW5TPk6ooX/7s4wdDPVuqtDJ4LUXtvgJoc3nfKV9IR9tGQ0ZNVzynDpFbWPjCkytfniU/wo3JN1HaRYrwWw3hix9uVxXQQpKX91Y0TixFzkARrG6oYWnBEmjrGdDXZpUvactK0NPJBfkrMjD8yTC0adXhp3PWUPmyo/UUtLAfQIvoXosTYH5XF4HpP1G+yOBL7olcPEEdA19uiHBta7ZcycW+Mat86XTeGWsFZ+XHs9DAGrN7BWDawcVwWcSAvdxuNYi7qVC+KMOXf1W+NIAv480sUD6Zq6J8OdLZHdamHeTwRXruGzR5arj6tpaqOFj4Qo6D5DZwRRwUTBJiwz4CX0JQ3wxYL4MvX5+m40jvo6hsK0HwI9V748F7IThamkkzObbF70aFL4EvDJge/tAVbdox6rv3z/NxvucefPUvg73QHsLEUvxR6PGflS9K8IUFyjkFL7F+wXHoZ2ki9GUAvUf9ZtyU5iCxw69DCLQKOBDuzsczEYEv9uDK4Av7eWZ/l1W+DH/RHYs/HZG/hqdZa4zu5IFRm5ej7xrGdixreCU2nmqgfHnLo9k+bY63RccezTD1ehxdf3i+xtDRVGOUL0pzRuDLpAp71CyWqChfrgwIg7ZWY3j3DoZ2BgfSnd8ghRSvU/k0v4RVvqRlZOB0K+Y4y9xECJPBF8lIPoJkypc3r1Nxsct1lM2XIGyj6pz9UPkyVAjjK6r5IbfPfMSjGadQlVAO/nMTSJL/Hb5kpGXgRNsjKvDl+pAYOsfvMlKwa1YK1HjqCLzCKF8CLDtiSAdF5gJZo8XqEnDiviFdJJDDlzSfXJxpaIc0ORy6N6UY8ZBRvrCDPHC3cxiA2XHhtHuYztmUSmzcE06VidOfbAOFLw80aRFQrny5eopmLRHlS8arfHA3V8vnjIUvYz46QuonpvClzjwT+0qz5CoRkvlC5sosoQafa8tQdEuXqjhY5cut6ylIdWWULxJ/Drx8GfjC/V0bnuuYov2UpGXotNoKWn7GWOanmkWhrHxZtygaOgfr6YN0o4c8+OcrCvn7NtxB4dq7yNrOgd55Al9E/658uZSCpxMeyuGLrkSCSzL4kvr+FM5MfgU4aGD5Lkb5Eus4BJ1bKJpNyFpIFAv8gCJUS8TQ87dGhaUAGe4F8mwVdm6o8uUz0OeMBVVGsGN766nQ0dKDd+wROVTOd6tETFw4Xnw+T+eX3BtzLmpT+EKg7fPPF7D+/H1G+XK1Fy7vegi9H8CXwXedoJVQT+GLvqEYD2pKcEyWj0Lhi7UQnaK1cb44Ta58KRkvRsRBfxzbfQxZy77Qw9SM18fE0a446HhQRfmydcVWVG4vhfYsHSzd5qGy/jDwRQt+Q+KxYmwkrIjyZZAIeh85CJHtccj/wMKX6lO6EPwX8GVTwlHUKsEXO4kYB2V/E8lbuTcmDxighQkBjPJln/McNLFi7JvYUOWv/aohWFIISzUFfBFPLcVuWd6P/D5K4ItYig5btRBf9Fn+95F7cUFpGuKjbyvgi381QnwbKF8OM7ZjDZUvszJnI2HBXmi+kCCb2I4pKV8GJjtBZ189Gl8SIq22GMViIbXoIvDlmFMccnrXYFQQgS9P4LDXhKo4fqR8sTpqCxtda6p8aXuqFYYNH0OPP2pqLDh/CmG5yhQzQhR2OeRnKsqXgSHQe8tBZXOAXytF2CNFIT9i1i6IKHyxRaZX1n9UvmwO2QFJTJlc+UJ2Kokyy6PTD2PwcbgQGgsN0GW2wXfKl8f3U/HXoOvIcq1C/owC9Gbhy4wymI6oQvSILSqfOwpfrAHbQAEOVjMW1GSQfKqUl7txPPQTmlyQZa3F1WGNWyBOP9xAbceo8kUJvpD1/dqRClXlS6kYZY4K5cvnVflos7+JivKFdKgTZwUWvnwcX4a53m3p30aUTwQk8Hz1sNJ/GcKWxUB9NwNfXN93w9PrhchZ9gUjnwxCq1ad6feDBkZC+4EUtuEtMGWFahc9aVxZbtSErv8UvlRJIdLmgmMMRFxT3BuDR2yCMLsYk878t/AlDhpKypeBfHWsG8ooX7ZfXIvyiVpol2gFYfvS75Qvpw+dQ9rCt8iZVY2nrt8U8OWPb+g/WBW+1NSJEWsbibrugObib7gkIloWQFcqwaVROxjlS0A5rO4y8MX6mDqmjW6gfFGCL0T58obAlwd6WJfGwBeBnggSvqrypUeCzHZMpnzpommIPwZF4/bNW3g06gG1JnNz70CbeYi9o0Y5D0NPO1Grb98pETA8TxRGYiz6OAVHNt+AMLxURfniOSEMhjeBae+nwd6MAYlkNFS+UPjSSAqtYg4kLnyEnFA8ywU7RCK3Uxn8YpfgaPNDaLTeBAuX/0vmSwP4stqkFcZ0+Z2+79LANbCPNsKirysQn+r1nfJl9bw4mB0T4FNEOd5R+GIP9VDgyq5sRHQYqLLuscoXTV8T3HZ+iHxZDYS1pvO/vBzqC82gVcxDtakIs+4OoOrDhsoXwQQ1BG33VChfLPmIvCCDL3NK0PS0AVW+EPjStR8PlRS+KJQvQdZdMKD9fESsSQB/cw0+RRP40uqHyhfSkGTwkY9CGXzxIcqX/xK+sMqXk91X4lteHS51Tkb2IDFsrvNgEm6BuSsU2SoEvqRPKMW0KYzypfmR1nAd46pyj1L+R0P4otzsu2zlStjsagyvcl8Q5YuR0jVIXsN/fAQMLgO520rwxKgC/VPsoZfEwBe2OZd9L1b5QuBLvMFlCDhc5p6joUsVX8rKF7KnWXNrHlW+TDm/AHZ8dTwSMvClZLEuImJUlS+zfEbg4g/gy4TuJsgdwaWWuKzyZWPzUXB2Gi1XvrzdkYnhTRywPSMTQ+fbqCpf7EKh/Y2HvAG1iP2B8qXmWw022yVAaCiBf47qPp9VvpA9eMrl23g15SUKh9TB9Ko62h9sgyHjGfhSXVmHJLMYfF5aimmdZcqXv4fA3unn8CWY2I71rKLWePR+2GYyWtoN/Okc//rBrzPw6wz8756BX/BF6XwLhELEJzGdZSuWLICmhgb9+tK1FOw7dIJ+7dy+tcrPCHxptsUcWVOL4LTPCeMm/dx2zNdZlvmygtlwK9uFRXrHgZNUC68KX2o7RjrXWQk1+V05fNlUhpdmZRj4lx10NnFw/mgGopoy9l7s2LP1OIpWpsF2owP2mF2Xw5dR6jrUM5YoX6yn29IcgdJmQnjcYOALsfRpoaaLa8JajJ5qj/olmvDZ8AdjO7bSFpVE+RI6DuddTqsU8u//U7wa09MIuWP5KBslxuKIIZj9fA/inYahY/Nx8Jm3AUbHRHi5JQPjWjjJ4YuQZr4wm+9ApxDo5vIVwWUDQiGBGFGyzJeaMgE2E/hiIKHB28pDDl8GRuLcpVRkz3iKrMFi2F7jodW+Vhg5iXmoE5DgRONofHYvRv/23ZG9+CP63+6FTp16//CqK6oSYmO7aBSSzJe5jFVCUosxaOvIBHj7LYiA+lUxArP8ZbZjDeDLkDCY3OWi4PA3PFKrRt+z9tA6J8blPdnfWetsCt+O2tBidDjlgiDJ9/Bl5jE3tGfhi1IWBSls9lPXx418AYa420Ar0BDLaOaLG4bNs4F4ggZchrZn4ItSgfEWUb6YA4bTLVGyEJi0jLEdY+2QWPjy5Wg6nPVNceZTKc26qLAVIeQ9A8TCTMKgrgJfglFvA3nmC+ku0pluAQpflDbs5P9Vhi8Hdx1G3vJMZA4Ww+4aD/1TBqB56/YUvqS/L8JJlx3I9C5BC7VmqA0pwtyc2TAx/Dl8IVk0HyeUIW0M05HPFrrJ117jQqD2mYPQV4zt2MRGdrTozg7fbiHQ/cxF2f58PJDWoc9ee/BfMPCFbGzNjJrLf5fNfBn5qCvcso7Jv7+qcXMmi2LbEvSU2Y5lDajCRiX4MkpdG3fe1aOvtyXstjti2NhecvjCXa0H3caGqPDOogGgLokK27EpEluU/yYFN0AD7YfrUdux5D5rYaBnBc/+YTB4J4Vgbz60uHw8fiFFz3XmKGpXh/UPA1FZWYatZkwhgIUvgTTzhYvwPcw19fTCI9ycdBMlXSWISFG9zoiNwp2qAuo77+29FcYEvgyqh9V1vkpHfum3Guy0S0Da8hL0dGTgy4gnw9D6P8EXonyZxmwWd7Wdhma2jCLNd1Y41O5LEJTGwJeeuqZY0k8RiLq6XxjMHnORdzIfqVIB+h1vAn5KHa5v+apS2CKvxWa+dDzvjEAl+LKokQ1m9fRXsR3L6V6N+BsK5QuB17ey6jDIwxqGUeZYsGwevc5GTreDaJ6m3HZMec6Itc4EE0uUTeGg9ndg8CwHajvGWnQR27FGd7jgnyqBOpeHq29r0NfTEmVOIoT9vZb6Csc0jgBPyEHBRCE27F9HbcdEzTlYf5y5d7LwpaKtGCGPVJUvyvBlR8JelPnkyTviXJ+PQ/PmLehrvHuaj+Tee5DtXwL7WgcIN5bCp0x1/hveJNfrhePN7BKkj6ikP1K2C/MaFQJ+LgdhzxjbsYbwxdclBFr5HIh2F+CpSIB2OxzATa/D7cg8ub0X+37BCzZA67AII152h/tHBXzxNm+HkR2XYuSm5ejnKYMvIyqx8WQ4tYUcnhIIMmcPX4nRK8ACrY+2RadezTDlehxGENsxP2NoE+XL2nyV6+zCwUxMrHBA7RIJNCN10aQnl9qOEVtLLQ0jePcOgTaxmd9RBAkk+DuVh+7hZj+0HStzq0dYXABoWP1IHkKSmMIFaztWPl+C0B/BF0E59hPli08iOAnVKB4mhPFlVfjCKl8qE8vBf2oC6cUaBGb+XPmS8SUDJ9qowhc2kJ7eG3sGg6vBQ+AlDwpfWNsRdh4CnUIhVheDG1uEL6JaWG2wg1gsQppXLs7Iisvy++jkCOjelHwHX4gVaVv7/pgdGy63HWsIX4aqaeLvO1x0jiGZL0OgblAhtx2z2dIEma8LKHxhrzPSHXnxQCZc3zcBAiSw328FoUUm9pdkyVUiBL5IOBJYJgjxsaZEAV/6ixB1YS1uXUtB6hgZfPHjwsvPCxGNwsDz0IanTPkyefNSdF5j/V/Dl8KhddB/xENAruKaPLjhAfLW3kLWDkDvT/zX8OVuUB5KWgmhL5FQC0F2+LULhtRRDct3/Bi+EGtQssdTX1tCbdF0fa1QYVWLbPdCebYK+1reg0OhmfY9fCHqQS0NPXjFHIbLJhP663luFYiNi5DDl+FqWnj3Jx9t9hlhRYkHhS+R5+/T9afXlT64vPs+dI/V46VbMfWIrzZnctSG3G0KzQQRnK85440gBY9qS+QWXeSaqbQVokuULs4Vf4L6WSOaX1IyQYyIA/44uvsYsln4EmeAiaNH4aDTIehHGsPNQ2Y7tmILqraXQWu2NpZtZYp87CDwhdiO+ZLMl3ERsL4C5AwWQe8zByFvFNfR5tVnULXtHWqP6UGQUA5plQTr7/1c+dIQvjhIJCp2YeTvkg7SxEQ/Br6wDS/kuGprRNjUeAO+9q2GYCkDX+Bmiq+9K4EpJdTeS3n4dQwBR/I9fCH34rySj4iPuo1WrO2YfxVCfMPktmNkztIPaMAm5XvbsVnps5CwaB8DX/pXoflxYjsmxN3QPAw47wjtQ/WY9WUCkp5uQom4Dkkjt8ngSzyy+1RhbJAdYnJS4bDPhIKE6gUcrEv0RkLwFtRFltE/wfqoLay0rfHI9T5aHWuBkaOZon30tFjgnBCWq00wI/h727H+esz6Txq0dN9xUNlMCp5QivAHijmJmLkLdXdyYbbPBpls5su/2Y4FbYM0rkIOXzpyOHK7MKGoCrEmCdBwb4SuM7+HL6kPnuDWwGvIdq1CnhJ8ISpei1E11OZIedDMFxvOfwVfJHFCeLmtk8OXNjw11GxtBEOZ8oWs71cPl6PFMUNqb0hsb7hlYpQ5COFwVR+53aqRtjIfrWXwxSv9D6y8uhJGPHWEEPjy7B0e9DpL98tzvdvTQr5LQmNY39UF10cHqwI8VODLyJdd8exWAVW+jEgdiNatmdDnoEGR0L5PFB7NMcWDUTCxQxm++HQOBq8KEGtyAVMg4ooqfBF8LcKU053w5+gn/1H5ErI4FmqHBbhwmMl8GczXxNqhTEB7dvorHG2djPYbbSBoV/w9fDl8jubz5c6qxhPXb5jONUfVBE3amDBgiC51G2BHtVCMOLsICLtzoKUEX9h7MXmWuR1QRs8ZGZZH1TDDdbXcdowHLgwizaAmVkfkgwDGdmwPFxb3dRD0JYA20wj06yDlARaPtBW2Y4lWUMuRIux1IM067KpthBUDo/DX9RQ8dn2IV/OL4b64I7zSb1H4ol7BxbBTTRn4Mi0ChudAc0PdP83AoYQrqN1QguUFi2gDCRmeExn4MvXdNDj8AL6wqo21zUIhMJRAq4gDcWc+Qo8qwRf7SOR2KYdPjBuONz+CRpEmWPgfbMcgFeKhXwFzDKatMbozA8U3rt8CQRDJpVmJ2EdrUFwvlANQ8nMWvnyOKMdbp1IMfW4HjXAOLu/MxvpOg9GpmQL6XfrzKl5PfQpN38a47fxIDl+IEppARwa+mEKrmE/zx2bd6S+HL6Y8DdwXCTBgnj0E43gI3uEthy8SSx7WXwhglC9zS9H0pAHUq7j0c9NtIB/l8/RR1UUMrx0zMe5+FEKsu6Ff+3kIX5UAtS0EvuRiQnfGdmz0FHuaibW04DfGdqxDCBp9UIIvY2TwRcl2bL1eBDEjhFelamMcC1/Ifb+ksB7nXc4ha3A9bK/xYRZlhdnLFNkqEUbh+DKpFDMmuyJ19F00P9wKrmOZGsmPRkP4otzsuzsgEgWbxDTX7ofwZUI4DC5xkL+9FI8Ny9Hvhh30tzKOLWxzLvue+5IOoHD1V7Ta2Qzx+gr4MlZDl9q5E/hiP8UeHAmoCtjzJgNfptK6lRZSakQ0M7XEXQcRsR6M7ZiHzHbMawQudb+oUgMhypdJ3U2QPZKL0vH1WBjUn9qOsQ22bObLux2ZGNbEAdvSMzFsgSp8YbOK8wYKEHs+iLEdU5cg6hqjVqopqsFm2wQIjSXwz/45fLl19Q7+nvQCBUOFMLuigQ7H2mPQaKbOVFEmwDZLxkliaqeOSJ33BZNfDYedI9Fn/niQPQa1faJiPAAAIABJREFUHZMpX9hmxp/+D79+8OsM/DoD/6tn4Bd8kZ1uFry8ePlGBbC8fPUG+w6fxFrvP9DIQB879zHFnwVzptH/Eruc1tstkTapAE0PNMPYCYquw4Yz6dNBlvnyuwy+2HRH33ZMR0KkTxykW2voIkZsx7Q5DZQvk6JgfkGMr0kVeGZSoqJ8aejzvWf7cRStSEOTJCfsaHxFDl9Ga+hS+abHRTdYzrCjBT3SQfD7tSkwb9wK05MXYFgjOxwvy0TfyY5gbcfGkTD5lbaobqeOBTLbMeVCPlG+jO/ZGNljOChzlcAteDDmvtwD1qLLd8EGGB4W4dX2DIx2dERSbjoNs1NRvjQNgW4OH/kDBIhJDoLP9jWokdYjwS2Onh9RVR3iTWMgMJJQpYnyuPQ0CeH5L3F5QDiSrzxF1vSnyBoqhu0VHlodaI2RExRdHWTT9HlZMQa06YYs90/o/1cvdOr8Y/hSUi1CQtv1NPOFBEuTkdRiLNo6DqdfByyMBO+6COvSAzCXnCMtQ6waGC0/NM9h4TC5zUHRyW+4L61G//MO0DhTDxKczuZ0sL/MKl86numEwPqT8teYp2dBsyhmHHeD81zGdiyvSzXWX/eDGl+LFjbdTVph86c0KonVWWeEJZ5uIFL/Yb/ZoX6iOjoObUfDB5WLwgS+OFtx0GiKBcrcgfHuLbDi02Uc7LgQduad4DMhHEaXOEg/kYH2uiY487mM2i1V2IkQ8k4GX0xDadggq3xZtvkPGGrzETKPOQcUvkyzQPlgLiKPf287tr34E66P2oGDu44gb3kGModIYHeVi0G3B8GpRVtV5YtvCVrym6EmuAgLC2ZT+5+fDdLt+2FSGdJGM7ZjRzotgbUZk21B4As/HQh7EcDYjjWyxZzeiod23x4MfKnYV4BUsQBd9zuA97IO5Hyd6r4SpsrwxSMO6jsFGP2kOxamK4rCa0xa0iyKsTuXoqeHNX3frMFV2HguDORBftDVVSCAZmdqOi20E+XLwFHd4HonlErReZ560CHwxfN7+DKdY4eSORLwAjXRZrAOQvKeyu2QiPJF760U4r0FUOfw8fhvCbUjKHauowHBxE5go+Fmejwl80SI2LwW8+I90MrMAGumMQqP55cf4fr4myjpIUHE9YbwxRe3qwqp8kUOXwbXw+qaKnyRZ778UYLuts40nHXk0yFo1fJfOnVsSOZLJfVJJ2NXm+loZsdkMfnODAf/sRjBHwPoQ2hvAl/6K8GXAeEwe8hBwckCPJLWUuULhS9JX+Uwkf2ssLZjXS91hF/VKflHyL2RDWb09MeUQ+7otJDJfCG5GPHXFPBltUlzJL1Ow6Bl1iDKlzmLp6H/ZQ86Z0J3TbTuQjJf3uDZiiK4xMtsxzblYLK5NYonSiFcycWAaTbwyvhLbtFF4cs9LtROFIPP4ePahxqaacJmvpDjILkNfCEXhZOFiN67Dos3roC5gQYCZzNZMF9ffMGRHsdQ4SxGyP3vbcfI/ZwoX7bH70Y5Ub4MksD2OhcTXk1CE0cn+hqs8iUnsBR2NUT5UoaVhSuoteHPBs18UVK+nO6xCiaGjJrPyzUEvDwgPDWA2o7NM2qCqUq2Y8QuRzOPA8nuQjyuq0W7HfbgZohwOyIPyX3XyUNhyWuxtmPjP/amPtrs8DFvhxEdl8I1aRl6r2buB5kjK7DpRAQqq/Mx4lYgSGfl7ntf0MuPUb64dHfENHnmizG0NPioDCxQmTOifJlS5YgqNxG01+vBrpsU6wtf46rMosu7Twi0MgHejiLUS6V49YyLbiFmKOpch/V/BSItPR2nWzNKuIolYoRs8MfMOA90tW6M5ZOYe82bt6m42Ok6KhaJERLfMPNlNV4Kyih8ifbbCMRVoXiEEMYXGyhfzn7Eo+mnUL25HJzUxkBy7b/ajmWkp+NE66O0S5NYY5CRMiwRfB7TZOLdKxjQ5CLwwjIMue4FNnCXPd+kA1aiJoFabDE+y+BLvbiOgS8/Ur7ckmL4vbbw+HhBPmckzLSVXR/MS4yk54zO2fRKbNqpUL6QEN4Tl/Np7tmoJ8MB7WKsvH6GKl8ofHlVQG3HSDhyxwQTak1B4Mu4T00h9hXB4ZA1ak0ycKgsU55r4tc+BFKIYRVXhw+CYny7rUuh9rcBjO1Yyo2beDL6EXOcgTys8fLE+OjfMba1PWaPYGzHWOWL9trGWOqtaq1CbMeqxWLE/NPlzipfCofVQf8xDwFfFfN7OPYRcvxvImsXB3pnpeC8FcH3XzJfbl25hdRxD3A3JB8lLQQwkIrptcwOP6Loaa6GZVsY27HYJoPRuaVCfR1uSmzHBNDwL0W1pB46/lYot6xFrlsBTo/epXJpU+XLF6DXSQsE5SiULzvbTKXqKJ/Eo/JGgLwllYjdoFC+kPXs1KFctNtpTJUvzz4lK2W+9MblvQ+gd0Qp88W8Hjc2fsXwB82gFluHDjdc8KrmBlJrS+QWXUT5Um4nRPdIPZwu+gjNZCOq4iiZJEHEPj8c3XME2UuZzBfteH3MmjEBczZHYH7X9hjVl/G437pqKyq3lEL7Ny0s3fS97ZiFmja14l0xLhJWV6T4OkQEvTTSnKGAL0meZ1C96T2qT+tBEF8GVP277djmxKOo8U6nOR5VFiI0gRj7RirmLMg+BBiqhfGejO3Y3vZz4GjNKF/IIPfVr/2rUbukEFZqWpC6NUZO7ypwp5RimyyHRD7/RPkiAZyTNJBQnCZ/DbJXySn+gISYu2i9X2Y7FliFEK8wqq5Y+/URyHqWvKmAyXzJ8seFJ5uw/+wXdIo1wZysOYj7bQ80X8ngi5LyZdCFptDeK8KcrxOwMTURZfUiatGVVVKLw45xFL6MD3JA1NfHsD9gDKfzBnLbsYSQLaiLYNZ4uxN2cG7RFF6nDsJ3xFB0bsMUm6JmxIBzpg42PmaYGqDIKiA/m5i8AAN0mPWfwBed9xxUNZOCWydFhBIQi5i1G8K7X2G+2w6Z3lkQmwFRf/4YTAvq6sEqXy7uz6I5GZ05HGohSEadqAaxpvHQWGKAjlP1ZLZj3jA2dKA/f5H6Atf6XkL22CrkTStAH53GqJqkh3fTy2A1shoRw1ThC1W+2AB2a4U4UF0on7Nbwzfhr1cHcDzsExyTGeULZ2MdVs+XKV+KPmCSviWexohg+JmxHSO2ojeOVlBlEoEvxHaMUyamtpzUdqxbDTJW5qEFgS8PxPD+sgorr66gHeokGPvhq4+40/UU3S/P9+pAG0PIfdH6ji54fjpY6eeBUI8YaOxklC9j3vVAYWEJYlJuIXHOXNiYMWrmoCGR0L4rhV10c0xeqgpf+iYvxGLZ+i+HL1pcwByIuKgKX2pzv2Hqyc4Uvuh0l2Llv9iOhSyJhaaS7dhQmt8UT4/na/orHGmdDOct1qhuWUxtx26P3AIOmG76c8eT8XHuK+TNrUHqyELMUrNE+Vh1PFn1DYMG6WBhX2Y/TEZtnRgxRPnSE9ByL8LFuhr6ffZefOJBFO6uK6fnjAzrE+qYNnIVtt3yx8OqfLTUNEBBkDbUxGqIvM9kvigrX0gjikCvDlJug8yXjTL4QpQv5xegu05jeAyIBGs79veiYix164I1X26ge7A5NAh8OdkAvuiJ4f5+Ou48u4m9z1/h4OIA6Oowe9M1k8JgmAJMfz0Z9j+0HeuIIS6LqDVxraEU2sUciLvwEXpYVfmS060Mazcsw+GmB2C03hTzl6uq1eQnkrxnA+WLl0lrjOqiCl9WVKxAxA2v72zH1syPh+mRWnyJqsBrhxK58oU8T0d1GEwbPdnB2o5pB5jir7YPkCdTvvTlkaZWAl+WQX2RGbSK+PQePTOlH7UdW3xhEZqTDLzaYrSZ60Btx4K3k8yXhTAPsITUUk2ufCENmc1OKZQvPQaooWyeLio7i+FN4Us0QmwYi66I1QngJ9Xgc2wuxnVu9WPbMZcQNHrPR2FnAaL/CkL4Xn98qa7AzqWJ8r+LrA31GlL4lKrCl7tvDsEn4zZOdluBkkIJkjv+icyhYthd4cF8gzVmLZklfw2qfJlSiukTRiJ19H20ONoSo13/e9sxZfiyJ2A98rfUw6fIj9aVjP7ZS64bqjhe/0kRMLgAFO4oxcNG5RiQYg9dmfKFzc9lD4y1HWu9pwVidS5CKFO+jNXUp3WVJRcWwWESc88taiWA5/XZ1HaMKF+G6VvjaGUOBk1ugpLFOoiIkcGX5bYQ9lDDTC9G+aJcAyF7qqndzZE5UorSiWLMD+iL+a8OYXNzV7RzGomAedHUKvX9rkwMsrPDzqxsapdf27gea2X2vix8yR8kQMyfQfDcthr1HDFiFzF1K2G5AIkWcRCYiRGQrrrPP/s4nt6XiPLl9tU7eDHpBQqH18H0kjo6nnTGgBFMnamGOLCYxSDNowRTOnTEk3npmPRqCOwd/8V2zF4GX2TKlx1tp6KFkv228jX56+tfZ+DXGfjfPwO/4IvsnBOoYmXJeKG+fP1Wrm5hvz98MJMb0BDGEOVLy61WSJ9SgKb7m2LsxJ/bjvkQ5YtpLZ79zgSXhdv2Qu+2zKJIlC/S7bXwKfGl8EWHw6edSexYxcKXzRV4ZlqCgbftoLORgz+PZyC+KaMwYceebcdQ9McXNElyxI7GV+XwZYyGLlYPigHp+LOc8U/gcB0XxS0EWHG1AXwpyUTfqY6oW6IOvw2rwMAXG1S318BCYjvmckplESPKl4m9TZDpykHZaDHcQodQ+JLYbCQ6NHWFz28bYHSUgS+uTo7Y9PULRs62g6CRWN4VSjrwKXzpL0DMhSAEXl6OSolI/gAkqhYh3mQDao0lWNugg4CFL1cGRCD52hNkTn0q33i0O9IWQ8eMYhZCQT0SjaIpfOnfuiuyF39Gv796ofNP4UsdEtpGoaBTFd7M+d47039BJPg3RVj3hYEv7TSNsHJQlHwevIaGo/EdDoqPFuMerxL9zjlA8896XN6VjTM9PNHY0FH+u5sitqE2pAQdz3ZEoEhRFJ6vb0mzKFTgS9carL/mqwJfNn38jKFuNirwZSiBLxPU0Hl4e7yZ+kxerCJvmhKXAxdzLgymWaDUDZiwmIEvhzu50wcqn/HhMLrMQeaJDLTTMcXptBIMXN5A+WIaRrt+8scKEHM4iG6+TPiaCBjCdJ8RKxZtonwZwkWkUrcU+RnxSd5R/InawhzafRS5y9Llczb0/lA4OLVSVb74F6M5pxkEIcWYnzcHRgZMp/uPBlG+fJpQjs9jGPhyrMtSWJq0o197jQsFP0OKsOc/hy86nzmo3l+ER/U16LLPAfy/Gfhytqcn3eyxg7Udc33WEwvSDsm/v8a0Fc2iGLNzCXp5MLZjmYMrselcuAp82fUoHX2I8mWHIwaP7o6xN8PktmM6Jgx8YQuM5DWI7dg02KN0rhjctRpoO0SXwpcL/YKoj7PngFDovQcke79BncPFo5cy+NK+DpEPiPKlFFvNmIJCyVwRIpLWMgH2OiZY2p90VBH48hDXx6egtIcU4de/z3xh4YuP71YYxZciZ0g9rK7+WPnyZUUxutt2QMFKAl+GoVXLn9uOBTeAL2z2EDkmonyh8OUDA1/66JlisbLyZUA4TB9zUHS8EA+kNYzy5RYDXw53coONmSKYcIPPJkgTKtH1Uif4VSkg52JDO0zv4asCX772rELCNSZ4lXRvkmLVlldp9DowijLHnMXTKXwhype6eZpo243Al7e0C45Yd5BxfdNXTDW3RdFECQQruBg4g4EvxJuZAG8FfCmBGpePK++r0G+1FUqb1iH8ZSDqJVJEG4fL4EsdovcGwj15IZpo6sFzUCx9j9yXGTjU/QgqOogRcu97+HLi/7H31mFVbY/a9k23hQlSit3bVuyubXd3d4GBSAsoKtjd3d3d3a20SHcv1nvGnKwFy9jnd97r+s73x7vHX+4FezLXGHOOusfzPAnBnBLwZdVWEp1+ENIuF+tL2vR/PwBra3kxo1K+hLvEYZ1kS9aaRGZHz5T6mD8VSfkyPJ5veZkvBd8Px27uaEcq1fBlVLHy9G8ih81LbVpPVr6wJYb7WanUELZj37K55fWdc608MDWWNwhEcR3rh9GebP5+04wxb/Phy8Iyten410S6rZlM87ky5AzumkzgQU8N+LLl9heaLRLKl+rUbWqvhi86C80xUSlfCgAzAV/6JZcndUI2Rt6m2DZGgi+X2vpiaFBIUr4YhirR2xhHjlLBiyc6NHYvqHz5wrHqcuZL0kQFbssXIbIKOheyYHRz+UTtq1ePON/wMonjFLj/Br68zEyQNmzV8KVLJkUv6kv2DqqiUr6krk1A+34JlOcyWBKs2f4F2+7blyAO19jH45lRUsaAKGLDT0dbT/q3Y1NXMNFmySkZvqg831XXkPKh9BQYrkjgY3Yqlr42ZCsz+TY34peN/AX9PTG5pqTzT/BFZJJUtm7OiFXeUp1JbTYoicDNXoT+eMagx+uZXsyeA+ciaOBXki6PO6FlHMvMS0cl5aXIfAl9E4WWUL7ktZnYLBWbpj0/VkSxMAu7nWVJLx3EvoRgda7Joppu5GorsPLP4n16HFE3jPkroARRrbPwPb1EQ/miXKzNPKf5tDo9jqklKtErz5O+/5rJ1JtbFuMlxZk8/x/gy3gfTHYpiOqchelDHUkZqyp7V9wnfNE1QrdpYXpUida7bBbcn4+JsQzAfi5Xzl3jaQHbsSK5Cg27MEn5UlmPKWtk+KLyK1ddx6OkrHwxWBQnwRfjhZYklU3nx7goDv2kVhLKF4NvSpodttCAL1tqDEZf1winVfukOhMlYlIS/n75yhcBX47ujqCaUL7ETpPgy7LT9yTli8h8Ob/9PsZHs3g9Ml5D+dLhTgUMVmZT53IdXqVf5Ul6HLvVmS9uJNpk0dSnEEeiP2Bwspik4ojtrcB71yL2bt1H+JQ8+LKqCEMH9aTL9SW4lm1Eq1qyx/262etIWZeA8WgjJgf8A3zp5Y3leaU0npl8U+LxIv9Axto5x0jc/JbMfYVl+JL638CXVftIcwriyqowUi1ysFfmsq2AYkWcSqWjgC9Vf4Ev2VkKVhbxIbxVKmkF4EtYsxT0+8ez9if4sqCum7SdXHuNJnwROXChMW9ZtfwW1XYWk/si5xTcHDXhy6nAH1gL5UuoDF92Hf0qjV3Dgoaxcux2DF4qJBWOUL6ItcIdt0janq6A4Z4shn3rw9rHq0lUZEvZDMGx6ewT8KWlgC/l8Q29h82u4jJ8GauFyypHVruvl+yPRLE9ZEvDvyoy+OlGjUNNPkOWo3U0C6sFJRmwSHMjV8CXNqby+D+/rYAvkFZBC63sXLwK5PB4D91Kxp0wymyzJWheMIqSSnxO/V6tJOBLoOsmlCsSOLsjmBxjJQ20tCWQKkqOIhNfcz8MphSmXv9CMnxxWIB5YfmQxosnL7jY7Cxh3VOJGBQpw5c+hXg3OA7rLhka9tHi9wV8ybZWYrs4SwO+CDhw7cV2DfjC6kzmjhHKl+Vsjn5Hn8KWPPXLpshXI9xfL5bgy+X9SVQuAF9IUkjQUqV8CZ75nUoi86UAfCmuayhtkt57/p7bTY5J8GWsUz3mfLnMXwHFKXvTFB0nE2Ytnob7FD8MtmZL37Xb68ak5yRJOV6qtYL4fGkHb4xvKbHxq0S/Sb/Cl0l54/+C+m5opylRGGhDGfA6owlf0iKjGXSwISe6PcSkCcza4vLbflF86DppBfpC+bJHVr4IJZdQsYkSHvSavVVPUXu9FamVY6RNzoIqz5MHz/BhxEsihqfxuGsUg3XKkNzLgEezomjfzkyyelaVjOxc/Kw8yWqqjdGEaDV8UfXFAr7ccknEKg++WBzUY3DXORrwJWqpMbq/wBdTXL4sZkEdVzIKZ4GWlobypcnqsuhE5OKZB18cTOV5+vVLV3nU/QEvxsYyfWJjZn25KB1kMEjQoVOe8sVpoBfFTkCmmYKJH4fy/NslXMIfca6lhxq+COVLkRsw8GU/7MpUyP++eZkvzhZ1aVdnHIsruZFeTIlJtDa5jXRw262pfAlrksDiZVPYX2kXRX1KMmbKP8AXh7zMlzzli2PJGnSpP0X62wHe68lwjWdKzHR8bzkSq8hiVR4AFT+fO9qfkvsy+OKdxJvycbR/bo2hhzbnt4bgW7cDf1XIBwjnT13iVf/HGC8uwY0a99XwpaWuHm4dfoIvFtkMvdZayt36Bb701MV1kwq+WKIsYDsmDh5VPFhEWgOLOZVDGwPiJPiSo4YvHtZNaV5jGF6zV6G7ToYvvRpUx/37U7oOlPuPCREj5cyXPPjyo34GfjeWStlAr9Pj2VJg7PAq4ono8MU+UcGigi9HGs0kLkbBqTon1QdQy/hbM2T8YPWvexXz4uuAOAb17MLj7veotK8qf3f/B+VLTXcSy6bzfLK8b1Uwq2XbYh++r89iQfQiaf1vLmxr86z/xO8u7utFIQFfNiZwv2gCra/aYrIBTh0IUitMVDemhi9bK7HC9JwavvQyLMzMNj4SfLEZYIu2Qovo6unMvzBCyt0SypeOha04EBNO68F2xE00xmv5dA3ly1ABXxqf1VhPC/gyqEkZvnZSkNAnl9HOMnxRHbB1Hu6D2SEF77d+o521HRtDQug0ypp08xycQ2WQ/zN8WXh+CllKBb6d5LEjIyGDAIt/hi9X2vtz4+INGb50zqLkWX3qH61Ly47tpWuolC+fp8fSv1ZdnowKot+rjtiU//N6WlK+iMyXPPhS8DDjHzvUf3/wbw38WwP/azXwL3z5r5MqBdUswmJMBV9EKwgbslrVq6KCL8EhYaxau5npk8ZgY10WAV+qbizL176R/2P44mXbHIdq8qDo7biS3C2pLIheyOyzE6XMhoLwZU5/H0qdUhCxLpnHxWPz4cuhIFQelaqnZvuGg0TP/EK5deXZZJ4PX3oYmDG7rZ8mfKmawYzzMnwRG7EdithwKD6Y5v1/A19qGzDWtTen/jr8C3zp17w03/7OlWzHVPBFdYJABV/ebAqia/nyBIZ/pcvQ38MXVXCZBF+U2eqwypyMHPyL+ZJWMpclQZon8kXwrEfkCwR8OXvpCd8GPCa4kwKbczrUPlSbdl3kEwQF4Uvr6g0JmfD5H23HEtKy8a8ulC/58EUVBC6uJ+CL9o1sXD8tlk7G1DAsqgFf5nXyosQNSDgYx02tJAm+GJzMkTxqjzs4Yl5Y3vgURQVf6p2oj3OWbHEniiqLoiB8EVYCPhdl5UunU2OZUKoKAr60H/cn+FKHNwMea5zuFvClroUOhfqXJmG8Fr0mVpLgy/76k7AsWUuCL0UvQOjBYGqYlOTI1zjpxH9B2zH3Uu4YJOsQ2TOT5XtcpMlXSd3802cq+JLUQRuvfb8qX1TwZe+2A4RP/kpwp1xszmnT6VEnbGwqa8CXkEUxVNKqRLpbLGMiR1C0UJk/dpKS7VifBL78LduOFcxqcezpjnaIEs8ncuZL78Kayhenpm4I+JKxI5Z7OakyfHmVxfXlERoLbnFdFXzp8bwZoz7lbwqrsig04EuHZAKPyWoN1Ub+pgffaDH/V/iiPc+EQsXNSRDwpcBGvoAvQ7TtiBmWg/YSA2q0k+GLarNagi8flLA1Fl1tLe6/UODgXIbY38GXPOXLz/Dl+cUHXOpxlTgHJV4Xf4Uvt1KiJNuxhQs2UmRlLOEdcrC88AfbsVlxNClbW4IvXZ91pkolWX30u/IzfCl4GnjhUC+0n+RIOT1CnSeULwXhy+w2Ar5A/MEY7uSmyvDlRhaX14Sxv94kLPNUT+LvqjJfGl9sgFOivEEuyqSitlIgbEHlS2izFFZfyIcvQtG05vWnPOWLJnzJHmlAjcbl+TTyHU9mRlPXPx++DCptQ1QfBZkzdWg9qKwEX1QqKqeuHhS6CwYHE9DV1uHC+1RaCuVLHnxR5CrxUcGX/ln4blPBl0KSilGU769D2N1gD0l/KXC7/Wf4sjlgO/HzvxPSIRfrC9oM+jIYyzJyvo0avrjGYZ0gw5c5MbPVqojftdkv8KVJ/mng+QK+RCvxui9nvowsZq8JX+oL5QvobY3jdmaKBF+0grK57fldrTBR/U0VfOnxvjmjXu1U38qiMrXp8BN8Cfo7mTX7823HBAjdfOtP8KUYJob6JC2O1HjPBHwZmFqBpHGZGC8rhE2jXAm+XO2wUupzhfLFMEyJwfp4spQ5PH+qTRO30vmZLxrKlxzc/BbL8MXMgtF5mzpq+DJegbv/r8oXFXzxWxiI0j+Z2K6ZFL6sr7HoVsGXtPUJaN39v4MvBU8DS/ClkDYux4XtWH7grqrCnSsJ+JKL6YoE3malqOFL0LzvHPlZ+SLgy3UlnW9rKl+EMqOStYMmfBmcROCmfPgyo7g9B85EUP8P8CXkbTTagSnqNlPBl96fKpK9IAu73WVJLxnEgTzFl7h/AV8UOgps/LN5lxZL1E1j/lpdEL7IG1pSyVO+/Am+mLgUZ9K8/0D50iULk8fakjJWVfb53yds4TXCdmhjcjj3P4Yvt12/E1clk2JKBSd+Vr5U12Pq6m70exjwK3wp5YHI9SsIXxKt0okZG6XOVlHdm1C+6AcpaX5QE74IEC6eew34MjkRf19vXnw+zZQPpyQwfXh3BNW3/wa+iMyXrfcxOpYlWbUUtB3rdLcSev6Z1L1alxepl3mWHicpvkQRCpFE20wcvItyOOYd+qeKUm1XMTV82bd9H2GTZPhiGlCEwQPy4ItVI1rVzIMvc9eRsiYBk7HGTFr1q+2Yhb4xTu38mdnLGwsVfAlGOpyhKhJ82fqWrD1FSF8Z/z+GLxWUuWz9Cb5odzGix+xf4YtCoWSFmTdhrVNJn5ivfAlrnoJRvwR1CLzq3gR80dKCOoGa8EWA8JDoN5rwxSUFt3keXH+xjcVh9xHj2cnA7/8AX3Zg8EqB+NsF4Uub0+Ux2pPDsK+9JNuxFEUO/p3XExqXwe5yywltlUpfF3uWhd7FZneoS4LQAAAgAElEQVRx7E/+Hr6UP1qOerXsf4Uvw1agdTgTG+fS9HPMD4oW31lkvrTOO3whwZcPkGavBbm5eN/IhysCvqTfC8Niix1B84L+x/ClobY2fnkbaIrcbHyK+WAwvSj1+5ixIOS2xlzw9fM3nGtykrAeqUQMzIcvb4fEYdclQ1KYFCwSfLFRYrtIE74IOHBVZL4UUL4QmMncUfnwpW/hsjxenkXRL3+CL+6QlC1BSxV8CZsZif1uOfPF6dscZl6YTkk9I5zbr+L+iw/canyU9/3imeDYUNrIrxNQHKs/wJce75uRkhEnwZeCivKlnbwxvqHEbmVV+ozT3MhteWYcE4uWk8Z/AV+00pXk6mtBWS28Tv4EX35EM/hgQ453/Z/Dl85577Ko64jgd+ypcpy/NluTYh+N30/w5fSRc7wb+pzIEWk87FIAvsyOon1bTfiSmZOLr5UXWQ5aGI3Lhy9FlQpOdt3Mz/DF8ogegzrNYeN1Z+6lRFDVoDCRbsbo5fysfCkAX4rIcKug7ViTgLLohOfDF5XiWw1fxsUwY5IDMz+dl/LTDOLz4cuCwV4UPQaZhRRM+jCMZ98uyvClwMEWAV8K34TBL/tjW1pWQIsiFPJi/NeAL+ZKTKK0yW2qg9uOn+CLQwLOXlPY938BX5xK1aJzvUnS3w1ctoH0pXHMTJqF59V5ku2YBnwZu5KSe9L55pPMK7tYNXw5tzWE5XU7UqdC/nOnhi/OJbhRPR++tNLVk95HDeWLZTZDr8rwRVhbVTQswqP0WKqNtCOjx38OX5q3MSJ6lBEp9XJx3DRYUr6o9njUypeVEfSq99/AlwYZ+F2X4cubjHg2d8m3mhSWYUptWBDzB9uxRjOJj1Fyss5xQjopsD6ng2WADYNGD1K3rwRfBsYzuGdnHv19j6oHq9Kl638OX4R6uVHVftL1tjv7EL4xk4WRi5l+dgLFdPQ04Ut/bwqdUhK7OZE7heMl+GK8QcnpA8G/hMCr4Ev17ZVZbpyvfOltWFiy29OALzXSmX/+9/AlfqIJnirlS57t2ND5XTjb+IzGHoiAL0OaWPKlcw7xvQV8aS7BF9Uejwq+fNgWTFsrGzaGhtBppCZ8WVLODdNIXSLbZ7D8+FJk+JKLb57VZFZyFqtKLSfdQoHzZ815/omHK6V+SYIvl27xvM9TorpkUfKMPg1P1aN5m3ZSHavgy6cZsQyoKcOX/q86Yv0/gC8FDzNqDEb//se/NfBvDfz/UgP/z8MXAVvCIyLVNmK/gy+d2rakVg05mPhn+CI2UmcoG/O133fK76hI5384QbC0oTdpJTJ4mmc75mXTgnoV5UHs4rM1rI1+xfH261l4eQrG2rosbC2f4hFl0bCVlDqZTeT6FB6ax9D6hjWmgdqSd+ZK+25Us+uo/t29W48QO+srtuvKs7XYJVK0Zal1d/1CTGnhxbxLk7EYItuOxVTLYPKpvpQsVplRFyfQvpA1RxNDaNa/PNmTDJnlOZWBFyZQY7ZQvugzyqUnZ+sfkwaxOqvM0VJqIZQv/ZqV5luPXBK6KBjj2pbRr3YQUKknla3bsnSCP8X25/B6SxBdbe1Z8/0LXYbI8GVukHwa2qual6x8aZOBx5HFeF+dSZIiB892coCiIkvB2pIrSC2di+P7/OBm8bOrLzbhFfWcMy29OX/5EcEDnxDaWYHVWR1qHqpFi3byCQLVNT5Pj6F1lcaS7VjL682oUbvRb1++5EwFAbXlzBe17VilPlTIk2/uuevGlZRwtrZfz8SLEyT4Mqm5rCAQxbmHDyWua5F4KI4b5MGXUzlc2BzKoYZzKVJIthETZZPfFjLc46hzvD5Ls/Phy5hCZenf0InRJyZSe7gcihjeJBXvs/KJsJ4XJjK2RGXWfv5Ch3FWGC8pxuiZo2l3aTIdR1pLtmO129fk46Cnkt2MsJQQRcCXhhbaGAvbsXFadB9fkdlfL7Cn7lTpWVg60JsiF7SJOBhCZaPiHAuKp91kGb4sfClP/PysvGX40isTj62LmHtpEiV1DZnbSj6R73F1hqR8SeqozZLtczXq+OSTFZLy5VT7dRzafYjIKUFq+NLxcResrSpgYKBHyMdYTjTYSqhzLJWUFUlzi2XU9xGYGMnf43dlRZllGvBlX/0ZFC8in+wKuOlIcGYyfu3W0P/CBHoXsaZfw/yJrGsrb0y+QNb2GO7mpFJP2I69zObG8giONnXGzFg+rS19/1mrMdiaSefHDkz4tlv9+dziVWlfZzL9d0zDYXqe8qVjMn77XclWpNL56jxmFa/ClodfJPhitcGO1l2b0PeGp6R80ZprhpmwHZsfotFm57aHMFTbnphhWZLypXp7E+kElXju9fXMcO7kjdkH0NoSjbaWNvdfK6QT/7E1s3C5uZCsrBQ2lJRP5MSPysF5hROjL0yQlC+jHWSbhTfXn3K1xxXimuWy5JTme7b1zhLupPxgS4f1uC3dQhH/OAm+lLmqw/ToeervnxiXzs5ygXyZE0sjizpEC+XL086UL1ddCr3+XfEp701oy2Qp+FCULTWGY11a9hPfdseFh6k/WNd+ndRHORiXYpTDUvVlFnb2keBL4oEYbgn4cqAcOjczubImnN1/TaKUudx3ixLovA7l6hQaXmjAwqQC8KWILT3rz2X4ocnUGyu/l8I+xeek/HfE+zS7eBXWvZHhi8h8GTJuqPS5UL7kjDakSv1yfB39TrKuqLc8H74MsSgvvSOZM7RpOcgKp2ChfJHf/6W9lmF2Hwz3J6Cjpc2FT6m0miUrX5wfyZDZv/QydDO0iRqQidv6Rcy4NAk7PVOmt5RVdjEfI9gn4Es9BQsv56tLxM8OPvDkcGIIB9uvZ9f6XSQ4Rqrhy9DwERQxke/z47MfXGi1kwj3WKzi7Mhcm8DMSM32/7ndVhX34fWwOII6qTJfFlDIVLb/Wnl9LtE56Xi0DZT6qOHFytOj/hz1JVwdvCT4or8lnttZSVTfaId2SDa3PL5zqZ1sjacqyyb7SxkDf79twZg3O9SfO5WuQ+saY+i9eaYErEQJ6p7E8h1upKRF0fPOUmaXqMLW21+l96DyvmrUaVyBYddX00lkviwqhpGenmQ7VrBv1IAv3mZYN1biI5Qveffl0sYTgwgwWhdPZm4Oz59r08RVhi9LrywkNCyM49VlG8KkyQoWejgy9MIEOphZMqSJvKn7/t0zLjW+TOIEBYu8NdtM9FFvMxJY1349q13WorUylbhumZhd0WNWRH6b3DnxkafDT5C+MR5ulyT3fDqOHzUhd8F6DA8J42jNfRq2YwXrWsw7SugaM6npYrpcd5Rsx1pUzz/F6lnDG4VeDmYrEnmdlUJZXxuyyCR0znd2dZAVdariOtQH4xu5dLpRkxmf823H/OzaY2/ZhDFrvSVgJUrw0CT8AtwIj3rOiBebmFbMnoPnI2jgW5IOD9qjbZLAnCt5ypd1doS8+YF2YJq6zVTwpe/nymQ6ZWC7y1KCL0cSQjiQd19u9TxR6CqwXZ7L27Qoom6bSJZlUa2zcTu6gLs3b/Lkbxm+aLnoMmXGTOndnmlekc5/yZv2wzdNl5Qvpq4lGTltuMb3FWNdWm6O9Lx7T10hK1+6ZmHyRAfHd/nteyTgERGLr1PoeBrBW4wl+DL/7jz09XU1rqelpYVSqeTO5Vs87XMfFXwpkZvD3g4b1L878eJEGpiUokuVAQx+EoCo31r2+RspftbeMnxZEEdargKTRRYkWmUQOy6Kbe0128ylq7cMXw5YsDSigO1YjaHo6uizKEDYjuVlvkxJwtPdjTffzkrtK8azo3vCJPgy6cdkXn45g+/ZB5LypckFBy5sF/Alm9cjYqm9vrg686XTvUrorciUlC8v067wKiNeeu5FWVbRm0S7TJp6FeFIzDv0Thel+s5iUubLki2OHNt9iLA85YtZYFH69u5Oj9suLLVsTJOqQ6RrbFu0mZTAeEwmGDPKe7JGHYv5Shk9E2a19MVxgC+W55GUL8ahSpzv5c8Jtiw4SeL2d1Q+bcjDJekoU3NZelVz86vghbesO0Ka01eurA4ntUw2lZS5BLbPD10fcGECg4tXwt68GtM+ndAY68TwGFDUl/DWaaRPiJQyaZhQgrAWKZj0S2RZW82NfNfGXmhpK6m92ojVcZ/Vt3G4kSNhMa9Y7X9LqjOpL3JJZuEMV26/2SG1r2izM2u+Y3XNlPlfnLj0Yh17jn2TlC+Dg0YQMHYr+q8VCNVN5YNF1cqXdmcqYLA7iyFferH+SaBktyfm6d8TM9lfYSWhrVPotbgiy8PuYr3XHPsThUkdo42j32w2+Gwiy1Me48sfK0/t6nYMf75ZvVYQnweMDYBDGdi4lOHvGXI7qsrQixNoZVKKUU2XsqSzFyYfIa28lpSD4HIhv+9bOWoHaQ/DaHnQhkvjQ8ktpWTp4d+3WU6Ogg3e28j1i5cUdKI/aaSljVtbee0hiugLnC3qoa9jwKLQOxxpnD/WfXj9gYsOJwnrmUrEgEiaGZmT2q8wAr7Yd85kfmvZgkZVvKp5k22rxGZBJrvTZAtqUURfLNrmkPcnSS0klTWZTB28iFOPV7I99gO9C1nyZIUMXxY9dZLG98sHkql8oAizwufj0t4LknOkebqdZDuWSvjMSMrvKYfRHQXzvjgx+9IkSufN0x+/+ci9pid4NyCecXMaMPfbJWqvKY71dZH5Ysrk+RPxm7MSg80yHPj7XQuSM6KZ+fksu+pMoHTxGtLny3osx/h6Lrarq9JtWBeN7yvqbnIRO2n8X+rgKcEXpZ4Oyv869+FyML9v9Om+ntSYaAbsbcjpvwV8UTJp3Z8zzPxmBKCzN42ze0Kkv9dFz4QZeXOihKRg+j7wYUW5joQnB0vKl4Jj3aWTl3k/7BmRI9N42DmKIdplSOptwMM5UbRvbcbQJpoqKT+bZWQ6gNHYGM5ly6rR4koF+9qvR6xl7ixNlNRColge1adX6+l589ZIDfjicn0B62468Xa7Nhb3THF654RbQy/SigpbNyUW90342jmJ1yPjaBJghW64gsVPFsrz3rzn/s6NmzwVypfxsUwf15RZX89L+WmG8Tq0O1CeBpUHsHSEL8WOg8hVHfd2OC+DLkrv/KnmHhgaFJHu03nQMgrfVtL/WX/KmucfBMzKTpbGf/G8N6s2Es+aXqQJ5UuUNgoHXRZtzJ/H+VT0I7RZPAvcJnG46l4K+5Rk2DjNsbHgw+Dcehm5ygweLJDt9pxK1aZ1Tfkgw523u3EJvye1k8/V2cQqMlhWYC7oPDmQEnvSCfJJ4aVdDO2f2WDoqcW5bSH41OpI9XL5z92Vc5d5O/AZRs4luFX9PhF5tmNtdPRxbO2P+9UZ6I0vhXG0Lsllsxl0sSW2Fk2YdWkyFQwK8Tg9nmqj7EjvocPCNXOk9X3pxWXJtdRh6VEnAor48mpMHBUPFJbWwEL5IuBLzChjkuspmLN+MH0f+OJt04K6FfuxYkEgemvT+boynO51a+AR+ZQug20ky8jRISMwNS6JayMvir7X5UeDDNwvLmbtTSfeZSQQUGDs8C/jQ66uktmhmnPzxx8PSuuK/Q1mEh+dw7l6pwjtpMDqnA4Wgdb0HpKfCexf2pfPg+MY8nc3Hne/Q5X91WjbUbZ8/F1xq+dFUtmMfOWLbVvqVJCdVs49W82W6Lccbr9e2lcSypeC/Z37UF8Kn4LYLUncKRRHqys2mGyC0/uDNfp8ca39mw8QPSeE6jsqs8LoLBl5tmO9DYowobmH1DY2A23QztEiqmY6s08Pp0ghG4ZfFHPrshyOi6DVYDsSJpqw2GsSfS5OkDJfMhvr0X9uRy41Oa8xzxfwZbCAL12ySeilZMRCB8a93ce6Kv2wL9sC93ErKHxQwaft32htWY6N4cHSukEoX0Q/KopXZS8Jvnxvn4HnwcW4XpkuWRG7tpWt14Rjy3rLlaSVzWH+a825+fnngep+6drFS7zu95zorlmUOK1P/VP1adRMzjxNS8pki/VqPs+KpV/VujwdE0SvFx2xtJH73t8VMXcKb5LCu8GyynRzjaHYlJb3uQx/mmv+8SL//uDfGvi3Bv4/q4H/5+GLUL1cvnbrlwquXasaE0YPZf2WXf+ofBHwZa5eU+4s+EIz11q0bPHnQczDwU+2HZuWZztWtgV17GWJ9pXXG1kf9YpDrQNYcmMGRlo6ODaXTzaL4jImgFIncojckMzDYrG0vmmLaQBycFm5bhLkUJVDu44TM+sbNuvLsa3oZTV86aFvxvgm7jhdn47FEGvJyia6RjqTjvameJFKjLs6hfaFrTmWGIJDfznzZarLRIZenUKN2dak1dZnyMKuXGp8SuOksMh86dekNN96KUjomsvIxS0Z93Y3ARV6YG/ZCs9pgRTdl83bbd/oVNaegIQvUk5CRtEcZn6UN+V96vhiFqaL8M5cus8J35tzSFHmsLRFPoBaV8KfFMtc5j6frdFe199sYVn0S0409eDS1aeEDHlCSBcF1md0qHG4Fg4tWqt/X1zj86wYOv/VhLueL+m3sR2VKtX77QuWlpXLmnoriKyXwtth8iC2tmIf7CzkjJhDj5dxKSmUja0DmXptCtUNikj1qyqufVfI8OVwHDeUSbQ8aYf+yRwubg5lX91ZFDGTZceibA/YQbprHHVO1GNpVr4d0hgzC3rXnc/489OoPVSeIAs7JI/j8qKk79WpjClehfXfPtN+jBXGS80ZPmkYna5Pl/xJc/saUrNNdT4OfqYJX1ZG0NhGC8OeIvNFi26j7ZkbdInddaZiXtgej2HLKXZOm/BDwVQ0NOd4eALtJpSVMl/mP5Y32leWXy75DIsgcJd1jjhen0YpXUNmOsibwt43Z2My2JKkTlos3Cj75qvKmeer2Br/mSOtAji2/xiRIvOlswKbszp0ftyVMhbl0NfTIexzPKcabyd0aQy1zKrwcXMosy6MxcQw35bo58ZbbbOcjyLzpausfNlTZwbF8lRGG+4u4ltWEt4tVzP46hR6FbaS6ldVPDr6SsqXrG0xkvKl/k47tF9lc8MvgiONlmBsKG9kiOI/fx2GWzPo/LQJE77sVX8+p3g12lQfx+D9s3CYmgdfOifjvUNe0Im2mVmsEluffqPFXAus1tvRslMD+j5cJr0X2iLzxbwwyfPDfoEvw3XtiRqShe4SAyq3McLzx3NONvNET8cE17/9MP2oRGez6F+0ePAul2YLZOXLosvzJfCzufRG6R4SxuTg5DWX8Ven0Ni4OCMayTDvw+0XXO15ldgWuSw6rPme7Xjgyt3UKDa0DsTLcztF/OMJ66yg9FVtpobOUn//5IRMdldYy7d5sTSvWI9nK94xcm9PbKyqochV/Nxc0n+vqOInw5f+8sbM5qrDsSwp24XteeguwZdVrQKkPqqpSUmGN8xfHDt396fMXYg7HM1tZSotD9mhcyMLEXa/u/YUzPPAm7jWemEvEpBCowsNWZB0QH0vEwvb8nedmYw+NZ16o/LgS8sUPA/J75mqzTZ8+ELbSbLtWP+RA6XPBUjOGWlI5bp2fBv7XgO+CAA0pEx5vvfKIGOmFi36WbEw7Cb768+hsIkV7gOWY3ZfieFeGb5c/JpOqxki8yWLBXfk5zLAejm66dpED8rCedV85lyfhq2uCVMcZNAb/y2S/Q32kSjsDs5qQs4jT5ZxNDGUPa0D2bdpLwkLfhDcMReb89oMDx2ufp4/vYzicps9fPeMpTzl+HboOy4XNRWGPzec6EtfjY7jW0f5PTvUwBFTY1mRFnjbiRhFBi4t/KU+amjRclL9qopnGz8MI5Tob4rjdnayBF+0QrOlQOdzLWXbQlVZMTMQo93ZdHntwPh3+ZDTqWRtmlcdSb9dc2k1S4Yv33om4bNxCanpUfR54MEc82psuf9Zeg+q7K1GjQblGHF3DZ2HWaO3yBx9XR1SXaJ+gS+D0iuROCZdynwp2yAXv5g36vty7+SLQYQSozXxZChzePFSmyYupaXMl8Vn5xMWEc6pWjLYS56iYN6SOYy8OoUOphYMaCBvAH76/JLLja+QOCkHx6Wabbbu7kLeZiYS0CqQNe4b0F6VRuzfmZhd02X61/yNj3tnvvB8xEnSNsWj96Ek0XcTcDvxZ9ux7xHfOV5rv/R8ik05UQrWtcv1mZjrGjK+4UK631nIglK1aVYl/+T5snq+5OopMPVN5G1WMpbLbckig9A5kWxrpbkp7DlmhbQZ1/5KdWZ/O6duS1/bdtiVbsSELX40cZFBdtDwJJb5LSEy9hUjX21mWlF7Dl2MoL5PSTrc7wBGMcy/cVLOfFlfnqBXkeisSVW/Z2r48rUqmfPTsNkp4Ms3jieGsqu1fF/eTXzJ1suhnK+C12nRRN81kdRp0W2ycN4/n0f37vI4D75oL9Vn/KTJ0rs9vWgFOtaSbVHG7pjNX3PKYuZeUsPGQ/xs2c05pCsV0vPuN3M1Jrtl+GL8TJu5z/Pb98SGZ0Qsuk6h06mEnTAiKSgdl51O6OnqaDzz2to65OYquHv9Hi/63pfeCxF4XipXwfa87yT+hxnXplLPuCQdK/Vj6PO1+Ni0pYZdN/W1Vtr7yfDFSQVfLEmwTidxbBTrf2oz956+6IeAw57SuEU+Vl9jY9Uh6GjpsGTjEXWW1ffpSbguWsLb4PNS+4rx7NiBCGpuNGdM5DhefzvH8kuPpMyxRucduLT9HkYnsnk9PJ7a680ln32RidLlQRV0/NKpfbE2L9Ov8CYzkdWt5E1vv+q+JJbLxMG9qAxfzhWV4E5cHwUL183h1IFjavhSeF0xunftQp/7briUaUjDSvJJ313uO0hZFYfpZGOGuozXqGMxXymja8x0B28WD1uJxTkl4e1yMIpQsvB6/mGCHUvOkbjzLRWPG/BoSyrZaTm4bv5z37hzyzFSHYO4EhAuQabKylz8876TuAExnx5YrCLlilVl5tdTiPq1KllffW+iXw1vk0r6+B9Y6hqRO7EEYa1SMO2TgHsLzb7Rq4Uv6ECtFQbSvFpVDtafT2jMS9YE3pHqTJREtyQcJyzh3vvduEY+ktrs7HrZdmzWuznSGmTvqSDpgM6g4OEEjN6GwVsF4c1TpUyRuMqZPFoaTvMLlTHamsWArz3Z8CyADGWu9Nz/SM7iUJVAgtsk02dBBfzC72G1z5wKx+XMlzke09niv52sPNuxiscrULViWUa92cZq++5UKCvP09dOWYvWgUxs3crQacIAjTYbeW0KLY3l8d+tuy/GnyC9HCh1lCw+kd9mARP2kP4wnBb7ynLGKwgdc22WLNeE3KoLC2vPrb47UAj4siuEHMNcmmhps7hFPjQRfcGiUnXR1zXAOfwuon7NTOQx58vHz1xseoqwXqlE9I/EwagYaf0LS2HHFTpmMatZvhWx+H2x1smxBRsnTfgi+uK773dxxO+LBKxE0VqXyYQ+jpx/EcC22I/0MrPg6SqR+WKE4/25iPH9yqEUCb5M+zYb9y5+kJxNknUWdhcKSdle32dEYrdXhi+z3s1l/rVpWOgZMd1hGc8/fOGew0kpn2bsjHrMC75M7bXFsb5mipaTMRNmjWflgjUYbJIzX7q9bU5iWhRzvp1ne82xlCpWXX5X+6/E5KoSu8AqdOyffxBQ/EzU3eTC5ehaZzoerX3RSs9FqauN0laLRbvyx7PlfTaTGhdFvx31OTrnLiVq6DB20Z/HMzH/1tuTzpndsu1YVz0TJjeV1eXJqRH0e7QMP7uORCQFsSL2vcZYd/3CNd4NeU7k6DQedoxiiE4ZknoZ8HBeFB1amKnHadUz4m/vR3ZzLQxGRXM+J136WIDwna3XINYyd9yTsLqRl/lyXI9uTaew64E7D9N+UPW/1t3fPUzQz9Zj0aV5bLy7iHc7dCT4MvflXLwcfEkrlgm5YPGgAHwJFMoXBQvuOUrz3uYmpRjScDEPb9/mSc9HPJ8Uw7RRDlJbNPQshWGcDu332/OXfW88x/nLypciCsa+HMaL4AtSn36s8VI1fHEdsRyz20r6Puj9E3xJkcZ/8bw3rTIMn798SS2hxPSHNrnNdZm/Ot++cUX1lYQ0j2eR60TW9d5GtWm29Oot5+H+rrh2XE5ubiYPFvyQfqyaw4l/P/i4D5eI+1I7rbg1jzhFFu4t89f/rrM2UGJXGsG+qbywjabDcxsMPLQ4tyMEr2rtqWYjO1yIcv3SNd4Neo7xkhLcrKYJX+Y088Xr5hz0J5XC+Ieu9K4MONNC2pyed30a9vqFeJqZQFUBX7rrMH/lDGl9X3qxJUpLXRYdmIvoo1+OiZXeO30BX2ZF06KVEVFjDEmpp2BGwAAGPvHHy6oltcv3ZLXzevTWpfMlIJy/a1aTDouKdYM4ADssdKi0nvVs5ivDl0YZuJxyQqxV32cmaowdq+1WkKujZMZnzbXZ089HpHXFnjrTSIhRcKHRGfUeSJk1tvTol29Lv9ran69D4xjZ629OzrpMG+/6NGmcv3/0c7uJuVOigC+T5H2rZTZtqGkn5+hefLmWrbFv2d8qUNpXEvBF1K+qLBuzkkInlMRsTeSuWTytrtlgtlZL2rcKqNALe0s511OUwzuOSPCl2o5K+EvwRZ4T9TEozOjGrlLbqDJfomqnM/3oYGkPZczVKbQzs+Rw8nda97cjYZIxTkvHM+DaFOpOtyarkR59Z7TjSotLv8CXIY3L8rlblgRfhs5vwsQPB1hXsR+2Fk1ZNnk1hQ4q+LwziBalbdkUGSKtG0Tmi+hHRfGt6Yvpd10iO2SwdLcTnjdnS/DFuYV8AFWRmcPGsgGk2uQw57HmPP/Sq3XqfunGlSu8HfCSqG5ZlDylT/3T9anX0EG6RnpqDtttA/g8J5YBdetz3u0t4/Z3p1SZqr99x8SHftX9iGiUwrs827GCcwxTE8M//n///uDfGvi3Bv53auD/efjyczUXVL4YGhhIlmQiC+ZPmS8CvviWa83cr1d/kVH+fBps0yIAACAASURBVG2nv9xJK5EPX/zs2tAwT7559nEgAd+fc67bZtl2TEdH8iZVlbmDl1PyWBbRm9K4VySKtndsMV4pw5cNVftQ1U6WKIqyc/Mhfkz7TIUtFdlgeo4UbXkQU8k3hTy09FAraUNPPkEwQLIdG3JqDO2L2nAkIRiHfuXJmWqI07KZUuZL9dlWEnwZ79qHE3UOa1jr3HWJZEiLsnzolkVi11zGubaTMl82VutHFds2LBjjR9G92bzfHkQn6/JSMKgMXxQsDpcn18JPXsCX7+0yWHFCznxJyc1R+y5LA52xF8lWIvtBc0J+/sk6KcBOePKfu/KYz30e8G1CNq/ahLOzzgjsLBqr60Zc4/OcGKaOaMfEd8fY89d4rMvkZ0IUbDMRtOhV1YsfdfPhS0HvzB23XLmYGCLZMAnbsZpGRSVvUlWZ382L4lcg9WgiVxTxtDplh96pbC5uDONk84UUNZMtf0RZ57OJFJcYGp9viFNygU3hvCyKQUfGUUcFX5ql4HdmkWw7dnosk0rXYNWn93QYbYWpe3EmzhpL89Pj6DDamtx+htTrUIvX/R5rbApfWxmBg60Oej1KkTRRmx7jK0q2Y6rQbKfenhQ7p8X3w8FUNi7B4ZA4NXxxeydvfLuX8cAgUZuovln47lgi2Y6V1s33XRYhxEaDypDSRRePnZondYRUf1PMJy5228S+HQcIm/iVL/MzeVPvO4cbO2KsX0ayHQv+GMvB2hsJdYuhT/takt/22VZumBmX/GMP6Vncg4/9EvnSRc58KZhFIcIuv4oNns4bJNuxvkVsGOqQf7pugQjT/qSFYnsst7NSaLCrHNqvsiT4cr61JyZG5uq/6zl9JXqb0un1pgUj3uafyF9Quiad6k6mx7aJNJ0st/G3LsmsPZRvOyasyTY8+CTBl/LbKtKqUwP+vuUuvRc6jmYUKl6U+Dm/Kl/GGFYhfEAq+kuNqNLGWLIdU9khzWvrjsknJQab4lFqKbn7VkFzp3zbMWEnEFBUVhWosiaE7ZhDARuv17eecq7DBeJaKfE686vt2J2UaHZ13YTz4g2YLY8jdFkqz8pFa/hpJ8Wns8FyJV+dYhnb34Hpn86pbbb+1GhLrd0JKwBfdtcdi01pGYpuuenMveTvkvxe2I41Ny3JhAKZL7Pbe1H6NiQeieFGbgqtDpdDW8CXgLBfspVWLFyDwj+JFteaMDsmH5iJkO++jecxYP8E6o6SoWhoqxRWn5Ftx9qcHsfM0jUIeP1egi8lllswZNwAOfNFwJdRRlRvYCfZjj2aGy2FhYsi4Mtom4oEdU0le7YOLQfItmMnmy2iaCErnLp5YPYAjPclSmqlc59TaD3DUoIvns+XSNfwMveQ+uqYwdks2+QsZb6UNyjE3HYynI/+HMH2mjtIapSD21XNk6K7brshMl+EPcaWwO3EzfvO10UZvK4VycW2XhgZyBtz759FcqrpNr4vi6WTQ0VcI55o5IH8rt1EXyoWoEEdZOXL6RYukne1KH6XZ/MjO03yPpZsx8zt6d+4QOZLY3cJYJhsSeR6RgI1NttBcBa33SO50Xkt2nkLL3Ettwl+GO7Mpu/nVgx9tk19Ky6W9WhTeyzdNkyh+UxZcfO1VyLrdntL8KXj1cU4lq7J+tsfpPegxuGa1GlYjgHXVkuLKP0lxTDUlW3HHs2JkmyupO+xN5gRWdWJGZGMmW8RyjbIkWzHVJ7xji3c0P+upNDaJFIVmTx7pS1tMgv4suzGEkJCgzlQSX62UqcpcfFeINmOdS1UlpHNZcj59u0TztS7SPJUBa7LfrIduzKX1+kJUk6E38IAlP4ppK2N5ZZ5Ipe75VtQ3Dz+kQeDjpC1PQF7q6Lsiv2sEcb+c5uFBoeyv8puNXzRQcn1AhkS885PpLiuMdOaLcmzHZMDd1VlcTU3cnUUFF2RwouMBCz9bMjSyiJ09ncO/Ww7NtALoxsKut2oxdSPp9XXWFWhE/aWjRi+xjsfvoxMZM0ab8KinjHw0XpEfsieC6E08C5J96ddURhGMfPKMdpMtcR2kz3fXkaiFZDC4znR1PMrIZ1UFyfWBwbVIHVuMvZ7rUkp/pVj8UHqLJqFtdxQ6OdQwQ9epv4g8q6xtMkc3TYbn5PO3Lp+g/ud70r3qeumz8zZs6XMl+klq9CjgQwNB6yfQt1ZlhT1Ls2YaZp2SGK+kqbMkZ53lwm+mOzMIWV3FO/0kzlYoG4OBTwiaP5lip3LIFuZzd2UKNa1XvPHzJdrF2/wuMddbntEElcxg9K5Co2slrFnxtLQtDRdqvb/re2Ym6UHCeUzMRTKF0UORostSbROI2VstEYIvPh+wnZML0RJy/1lJIsaVdlReyQ6OmLTba86yypiRhL+nl68/HyWyR9OIMazg7tDJPgyN82Je2/3s+zsPem9aH6tGWc33sPweNYv8OXvR9XBJ4WGNxvwJPECbzPi2ZRns+Ji5ybde2uvEuz/8Qq980WpvrUY8X1z8dyxkIM79xM84Zt0m+YbStCnV1cp88XdqjEtao6QPt+weCNJy2MpPMOUcZ5TNV4JMV+x1DNhfrsVzOrtTZlzSqIORZNKKmu75KuLNjieIGbba6qfMuVNQpCk6BM2W38qG9YcIGnuVzV8qYqSDQXes16nRjO4RFUqllDZjo2kfNl89bXoV8PappIxTrYdy51UgtAWyRTpk6QxHxZ/X2RnoaOk7ipjVsZ+Ut+SGF+CfzzH3/+mGr4keabgNsOD6y+3szj0HvNLVefYmjBsrpjhHCJnvuw8/lV6LyZGj8Vj0Eb03+YQ3kyGL7FVMniyNIJmAr5syWJURD9WPvAnU6nAp+M6IhMz2WbrR0jbFAYvqYZ70HWs9xWnwrHCpE3QYcmKeQR4rifDXT7IVO1cZapXtJZsx9ZX7U01O1mh7jd2Jco96dgvs6DnVM1T9H1Pj6GtaSnGt/Rgfjs3jD+Dcn00OcpcjWwVn+HbSXoYTIdDdhwPuUdhXX3JZut3RWS+rPXchMInQQ1fHHR08Oq4Vv3rzc6Mw8WygaR8EbZjJxwWUqywPLf78vErR2sfUMOXFqYlSO5jypth8VTtlKPOIVFdzLmiOzl2SuwWZLMzRd6EVvXF115sY7/3BzV80dmUyazBLhx7sILNUe/oV8SKhysyJPji/iov8+VAkrQJvCBqIY6t3FEmZ5NslQ9ffsyMxHZPeQzv5LAwyJHp5yZjpW8qPfeP337iWr3D0gnpafObMfXDaWqtM8fmqhk6C02ZtXAqHtOXo58HX/p+bkt8ynfJdqxgluLSv70xvqyk8qaadBusqXwR/ehEc3v6NZ6HU0M3yMgl0TOS8oamUpC2qrh2DiQlPophe5qw/O0R6hqbM6W19x/fM4+pK9HencrZ3bLyRWWrLf4dnxQqzadXV+hCSMLXX2zHLp+5yrO+D/gxOp0HHX8wTN+ChO76Enzp3KowI1toZs24lXEnu6UWRqNi1JkvAr4c7bZFth1zTVTDF6uT+gxoO5tNNxZzNzmS6oaFCXczQl9kvtx2RqxB3uzQkuDL0k+LWVjH7bfwpekaK7TDFHi+XCJlHbYtLGfG3b56nXtd7/Fscgzzx7eSbB8bepXEMFaXzkcq0qTqQBYM8aLoUaQ19oxP43j48aTUpwtrbmMjec43r58HZndyGf58CNYl8pUvKtuxJZYNaFt7NIsru5FaXEmUYwhtC5VlRN4cRlzD1c6bkFbx+AfOpvO1xWqbrT812rxmHrLyxUlWvjhb/EW7OjIUv/Vql/RuCStUt4szicvJZGWBftZx4mrMd6QSsiKF51YxdHxpg76bljT2r6zdhVr2crarKJfOXOF534cUci/F1Qp3icjbA2mnZyj1A8ISW3eiDF+ERd/IS+0oX7YJk8+Mo6JRUR6nxVJ5tC1Z3fVYulGV+WKB0koP75OLpL2Il2PjqLy/sAxfZkfTtq0J4SMMSK2vYP4G2XZM2KzWr9IH73mr0AlM41tgBN1ry7ZjnfMOwI6PHilldoq+vOhbGb74XZVtx96lx7OxgGWlRylPcvWULA7ThP933+yV1hVi/Z4Qo+R4raMEDc7hZY+wX7JVPM29+DI8liVzBzH46Qb1Ps2f2mxhbTeSLPPhi3/5DtSrLB8aPvloFZt+vJIyJcW+koAvzh1k1YfUvoO9MTumJHFHMjeMY2l9zRbTtfK+1ZYaA6loLas7RNm9cR/fZwRRe18NfHROqJUv/Y2KSv3A5LPjse0jH4z7UScdp9MjMS9qx8DTY+hUxIb98SG06l+OxMkmuPtOkzJfJPjSWA9hO3am4RmNeb5QvoxqZsPbTukk9VIycrFsO6ay6HIe6YvZgRy+7g6mRWkbNnwPofNQGb44h8jrrCXl3WT40jGD5Udl2zExFi3Lsx0TvyOelRS7HJa+0VybibrzjXrLtY6ruXbpBs97PSF6Whr3mkWxp95YrEvJ69+05CzWlFrO53kxTBjcgmkfz3C40QxKmVf5U5NJWTQRTZIlqC7KzjqjsLNo+Mff//cH/9bAvzXwv1sD/8KXn+r7Z/jy4tUbduw9jLPjTIoULqSRDyP+VwFflpdvy+wvl/8j+JJaIp1necoX1cAsriNyS1Z9f8a5rpsk+GKio6PhFTx3sB8lj2UTtSmV+0WiaXvLBsNAJO/MTdX6U9k2X92xc8shfkz9Fb70MSzC9DbLpEGy1FAr9AR8qZXOnNMDpY78Z/iSPcWABT6zJPhSY5Y1aXX0GefWmxO1D0snCOr6F5dtx5ZEMqylDW+7pZPUJZdxbjJ82Vx9AJVsWhWAL9/oZG1PwI+vUticsB1bHJEHXyq5YRaa753pcmEayYrsX+BLkk0Obu80B7GC8OX8pUd86veQoPFZvGwbwc46I7GzkBe2WZkKVhX14dOcGKblwZeCoZE/v3oiaNGriieRBeBLQe9MsbF5ISFYCogV8KWWUVHJm1RV8uFLAlcUCbQ8aYv+6RwJvpxqvogiZrIqQpQ1XhslS60mFxrhmLRf/bkqi2LQkbHUGSrbjgkP7uVnnKU8BhV8WfnxHR3HWGPiWoxJc8bT4vRY2o22QdFHnwad/uJ1v0caEw8Jvljpote7JIkTtOg5Qc58Od5kvhRi59THk8KXIWZfKBWNinMoJJb2E6wk5YsavpR2xyBJhx99M/DbsfQX+CI2pAwHlSa5mw6eOzRPHYoFy+bYT1zouom92/YTPvkbX+Zl8KZ+JEcaO2KUB1+CPsRwqM4mQt2j6dOutgRfCoZG/q679CzhwYfeCXztJp/IP14gi2LVlfl8yUz4I3xxauGGsYAvW2O5k5NCfRV88Y1QB26r/qbnNH/0NmfQ+21Lhr/Zrr4VVRZF960TcZiSB1+6JrH2oKxUEH2G2Kxaf/8TLedZUG6zPW26NebvK250G2SLznxTCpUsRvzsEI02Eye8xuhXIXxgKrouRlRrK8MXMXkTz8K8Nu6YfFZiuDmeXJTcfZND8wUWxNTKYtm9JaSmJbK2uLyhoIIvQ06PoWlB+HL7OefanyO2dS7epzUn+OuvL0ANXxZtwGxFHKHeKTwrH6MBXxJj09lotZKvC2IY26/ZfwxfhPLlQ57ypSAU3XpzCfeSI6RNOQFfWuRtvqgqXMCXEg+VpOyL40ZuMq0OlUf7Zoa0+XXCwYlihfPt/ZYvWkPuiiRa3mjMrCjZGkoUkTPRu+FcBuwbT93R8u8Ht04m8LQMzFTwZfWr95L9nrlvGYZNGCjDl8E2ZI8ypGbD8nwc+VZawDfwkTfyBXwZY12Jb91SyJqlQ6uBMnw51dyZImaWiGB604dgujcZbS2t38IXkWEk+uqYQVks27xECgUtb2DGnLzMl5iv39lWfTuJjXNwv/IrfDmcECzlRGxZvZ04x+98W5jBq9qRXGzjjZFhUek+3z39zmmH7UR6x9Kx2X8GX7wLe/J2mFC+yPClIBRdfnkOkRJ8WSvBl1HmFaXNF1VxauwuKV9MtyRwPSOR6pvsUIZmSYHOBYNxxe+7jvfDcE82/T+1YcjTLepruJRtQJtao+m2fjLNZ5WVPv/aO4l1u7w04MuGWx8k5UuNgzX4q7E9/a+upPNwG/QXF8PIwIDERd81gJmAL6OyahA1IgkTn0JYN8zF98dLbuQtgkXmi36kksJrk0hRZPL0pRYOS8oQXS8Ln5tLCAoN4lAl+dlKmZbLUu+FiKDoLgXgy5vXjznb4BJJUxW4/Qa+CK/vrV0247sgAFamkBYYy+2SiVwqsBC/fvQ9j4YcI2tbAvbW/z18CQsJY1/lXVKo8PfGsnVKwbp2PDcJc10jpjaX4YvK811V4Yvy4Iv5imSeZyRi4WdDtlYWYbO/awAG8fsLBnhhdPNX+LK6YhfKWzRgeKAXTZbKtmNBefAl/McLBjxeK+WH7DobQkOfUnR73AVMY5lx8QhthPJlQ3lCXv+Q4IsKcubDl5qkzk3Cfq8NKcW/cDI+WA0qBHzJNsimiq82z1Mj8+FLm2wpiPvG1es87HpPuh9ddwNmzppFq9NjmV6yqhq+DFw7WVK+FF1WmjFT/wG+jPfFZJeAL9G810vSyFY5tPohQY5XMD+fSVZu1n8PXy7c4HHPu9xy/058pUzKKBUadT1OwBezMnSu0i8PvuRvjIjvIsEX+0wMJeVLDsaLLIm3TiNjbLT0fBUsjh3y4Ms+Tfiyq84YtLS1mLd6L/VWylA5YmYi/h7eGvDlwK4QaaPfMXEB99/ux/v0Pcl2rNmVZpzdchfDE9m8GRon2Y6plC/dHlZDyzeVhjca8CTpAu8y4tn4E3xp612KvZEv0D1XhBrbzIntnYP3rsUc2L6fkEl58GVjcfr26i5tAGrAl0UbSVoRS+GZpozz+DN8mdnbm1JXcondE0MaKawpAEs2zD9B9I5X1Dxlxuv4IGJy0lnxT/Al8ABJ875yeXUYaWVyEGab6wpcT/QFg0pUoUJxGb4IuFXOMh++LDP1JKKNaKM8+DKhBCGtkjDvm6L2klf3ow3cJNuxuis14YsYX4Iin2rCF48U3GZqwpfjgWFYX5XhizgAtuPYF+r5l2Rk2EiWj9qCnlC+NMm3HXvmGkHT85Uw2JnF6JD+rHrgT7bIW+m0lsikDLbbrCCoXRJDl9TE7dtVrPcXp8LRwqSN1WbJqvkEeKwnw0OGL9XPVqJaJVtpA7AgfPEd4w97M7D3taDn5N/AF7PSjG/hjmM7NwyF09r6aBTKXI2MzGXDtpP8OJiOB8tzLOQORXT1WfxP8MV9Ewq/BM7sDEZhpKSZti6enfLtL8V8eolVY/S09aQNYtXhCWnM+fyNIzX3E947lfB+kQj4ktTHlLdD46jeJRfHdpq2Y86V3cix1cLOKUsNX3SVuVzruomf4Yv2xkxmD3HhuIAv0W/pW9iaB8vTKSbgy2tnxBrk4v5ECb4sjF4kw5eULJLL5ki2Y+GNU4md+QOrPeUwuJPDojz4Ym1gJmXGPX73iWt1D/N2cDwz5jeXNvLz4YsJsxZOw22aH4abs8nVVjLgc3vikiOkDcCC8MWluzcml5RU2lyTvwf9Cl8mmdtLh1ucGrhCppIkz+/SAZJZbfPXS66d15Cc8IMRu5vi9/Yw9UyKSwHzfyruU1aguydDrXzpYVhIDXMSksPpdtMVMd6ExAv48pZbBd7By2eu8azvfbXyZbi+BfF58KVLmyKMaCYffBElVwkeFu5ktdDCeHQ+fCmlVHA4L/PlpluiZNUmitUZPQa0mvMrfBGZL3ecWXV1Hq+35cGXz4tZ8JcraeZZaCmQbMe+dE7izcg4BHzRCVXg8UqGL+0Ly4c3bl67xoMu93k2KQaniW2Y9P4EDb3z4Mvhn+BLMQUzP0zg4eeTLAl7oAlf+npgdk/JsKeDsCkpry1FUcEXF8v6tKk9RoIvaSWU/JgfQrsiVgx3yK+bpXbeBLeKY1XgHKnv9bZtQdNq+fkiP7edDF8yeeAkQ8clFvVpW2eM9G9VaLyYk7henE58TqYG5FbBl9DlqTyzjqbjCxv03bU4uyOYVXX+pqZ9vuvIxbNXeNHnV/jSQU/OJBXw5f+wd9ZxUWz//3/RrZSohAio2N2NigEqtlevLRiYWKCodINdKHb3vaJeAxOwu7HohiV32d7f55zZWXYBr35/n8f3+5fnL4VldubMzJkz7+d5vV4aCxvCgMCXpkLMvlEHfJljB8FYTQTGemPOFXdYbLACrLQQHi+HL/OK4XjSmLEdW1EIZ2dDZM3SBrerBN57Gfiy2WEourYcj/BVW6Gxi4fv27MwplN7Br5Mb0IttBbmzmHgS5cgmHzURH4vAaJv+VNI96EGfAluFAKJtgx+GaoLdlj4crH3ahQXinGp40UFfNnp6KbSN2FmYfj6P4Av6zsEo8yah1eexfQ8kQU0nVuMof++/HQbYvPeIH6UHL4QZaDSOLtxWiSMLkhQdqgC9wwY+KK3T4YrJ9JxsP00NLNhXERIU8CX420QqRWvgC9/6JvScYDAF5upttAQqiGvMw/r4ucw8CXeHSNMbHG6KAMDp9qjzFMfwdHLMOqyOzor4MtIXOlxWRW+BOdhbj97vBteSeHLHDl8YfNGN8yOQr3TYqQeS0P/Rk2xJzedZhXzzMTwy2TeszY6BMEoVxO5I6qw6XwgzRISKcEXqViKmHoRqLQXIeCdqpWhCny5cRevxr9QwJcTXefDpiGzKLiiTIA9jTfhq3cRFkz9H8CXXtW2Y8qLGWvek7///7sHfvfA/30P/IYvNfq8JnwhvyY/O3ycyeEgdmTLPd1BVDGkkULqlmbDsfzrtV+CL9R2bAkj39zaYgQ6N2ceYgmv9mFL1mO6cnX11YXQU9dE4PBqz+HV02NgcV6IwjgeHtYvgHOiHXR2Sql35oH209Bc+SF28AJyF6WgxYHm2Gd4DWVqGtCVSbHYohXcuq/A0ivz0WhmE2jx1EHkm2uuTEcDk+YUvgw3tcUFThp6/uEA6SI9+ER6gazUa7vSFrzOWlgQPBEX25+lKz26bKqGL7OcbPF2FA8VLsDCkCF0hfKhDtPhYN0Xvu7RMD4hwucjaRhh3QJbCj5j1B9NVeDLBscg1MtkvDM3/RWAgOtLUSkRIcql2is70iAMFU0lCHqvOvG4/mIPgnNfImFoDK4nPEHK+MdIWyjEm0E5ONppNprWhC9rCuE12xXz3p3B6W6LYGnRvs47jwQthrQMRT6xHZvOvDAqb+/kgzD8U/wdR0btqxu+jA6D2S0Z+BcqcFPMYWzHrohxIzYTVwb4oZ4hY1tA2q6IOHADCtE/oS9WlTDWOoYyKdbY9IJThzn48/w8he1Y5oBKbPuHWZHvGu+BBY3bgYUvhoFmWLhqHr0uh82xgWyiLrq7dMSbCU9VCowEvgyw0YL6+AYoX6CG8Z5t6Kq3y/03or6RFdaND0W920Dx8Sw01zfHmcwiDJtfA740DoZOmQYKJwoRSZQvV+ajsZY+1g5lXjbJOdSe0hCVozUQckgVvlx4FI19hSn4hyhfDp1Glud3fF/Lx7vOebjQxxe6mhZU+cLCl6zQIkxy7gKftHsqReO6TlxN+KLc19tv++BLVQm2ucbCLd4dk83sMbV3tcJj7cAg6H9Wg5QEgYsr0O2IPdTeC3A/MrdWUZhVvkxIGYwZb5iisKlUgvXNR6Bby/FwO+CJvosZwJY6qhy7TlfDF7LqdPfjzxi42hJ2cQ4YOrovRiYEUPii6VMPRg2MGfiipKIg8GWeTltk/lEOLX99tBuqD//sZ4r9IvBF/5sUBnFlIEHtSZ9EGOBTDV/4wkpsN2bGFAV8iXdHP1LMGMjY5aU8eodLg+LBGSxFWLwqfIm9ux7JlXk0ENlvQywMYzjIjuTiuZ2q8kUBX9YXYcEkZmXehd6r6Bjzo0aUL8rwRfm+PJQYgOSyLOwbuY+OUcr7S7a3YngYGjySgneyBHfl8EUtkU9tbWreZ5vX74R4UzkGJ/fHshwmvL2+TII1Tfqhf/uZmHRqPrrJbcfShlRg5yUGvjiTQmyj9tj27hOcPRn4MmfRLHqfEfgicddD+x7N8GnmOzxdU0Atk0gj8GW+XRt8dSml8GXwn7ZUJXl9UAj09cwZ+PIUqH+iEiTn4fK3ClpkLm0hRIhc+UKUXGSsLv5TiPB9flhwZR71pV45JJp+R3F6Pg60OoDy3mIEJajCl2PJQTjLScffo+Kwf/tBcLzzkL5BgNftSbZKNHS1jeg2WPiSH1WMEX0cVa6rH50zAl9IFharfFGGOeTFMU9YSYtyI+I94NHAEeN6VluMrO0thy9xZbhDlC//Al+CF2yC1nE+JqcMUihfzP5jX+ffyg0dm43CiNjFGMQqXyaUYfeRauXL+sadsOP+ewohCXzp0scRkxJiKHzR2WgKXW0GvigDMwa+dEDBrFIKX5r2AsLy3lQrX/oHQatACrOdXJRR+CJD343V8CUrJxMnmzFjOG+ZDH5h60BWbLvWt1EUdT58eIkrXa+hcpkEAWE1lC8Jq/COX8YoX9bvhGxTOfi7i3HfrG74Ij5SCgdrUxwv/ELP849aTmY2jjsewdOVBcjtyaNzAmWYQ1btmWjqYskAfwy5sRJ+Vt0wpCNTGCFtfVsmtL7hJh5eVHHQmChf1AXIW5GHkzWUL75/hEEnSYJx97tShSlpRLUR2WUuLEwc8Of2EFqYJ42FLzkFbzD56U4V+DL6xUio6Rdj6Y1z9L6w29cc39/kUvjCnjMWvkzP7IiyFaVodqIptR27xPmOU/L9ovBFV4S2MVp4Xp6N3Id66BZjgUI5fEm+fx8PhifT/dEJ0cVSLy8FJB/VdSn9+dRdi9FplRXMoxtjtiejrGAbedZVScX0emeVL7wTBfikWaHSN+e2PcG3dQlo+I8IAomIjqf/pny5d/M+nrglK+CLNckZUOprMhZ0NWyEkW2nYOKjLSpzSrJvQdbBKHEQQk8ZvthWQTS3kI6nyo3Cl0wZy+rlxwAAIABJREFUBp20wsYsJv/GRibBlv8UTQXiSqzeeqxa+bKiDJuDw/Hu+zV6fsnz7NSxdLQ9aAqvoqV4+fUKwuMf0HM88M5AxO9LhM7fQjqPUoYvbk/bQRZZgV6JPfCs9BpSSNaRvEhKlC8lzfkYFmaJk7mvgGv10f6AGTgTxAg7sgFnj55G2vzvdD8t4iwwYewoqnZTLgDu84tDaVQhTFYbwT2AsY9jG5mvWGsbYI1c+WJxW4rS48XgohLbXaqVL3u9/0b+0bfoeKke3nFSUfBT5csZlK/+RpWX3EZitIdMBeZMuuyOPy1aw8G8Ne27Y53nwrYxk29GWkS9UOQ6VYE/Lx/W/ykWiucz8KXhRC7ClIAA+ey67kHUcqvnVkNEF6bQv7eTShHrHInPWcmI2XyXAivSKsIqELgsFPffHIZv5gOsbdQe57enw/Z2PQpfyDz6wPkUCl/m5XogfGYsND+KqXUVm/nymsCX6y2hdVgA98yp2PIwmrglIWT4DhRUCHCgSQxSh5Zjll9HBH6/BevTpmhx3hi8eerw2+KN7WF7wA9i5tIdb7RDmxZN6D2/t+0ktLIdTH8ePX8LZEer0HKLNUbNm65yzhjlCzNfIcoXvW8yqO0uoquNg4ZXOwVEzjiMshepcDndAn+lJ1Lly/p/gy8hcZBEleDK0XRIdGUYqKGlsj3ynA9u0hua6lp0Dqo8r0j9no5zbU8gawIXOQS+GMjhy4wSdHCVYbV8kQR7IBtbEuULYO8jxGG58oUFdOTcHAv/SK3aSFPfJ8DKP/3x95NN2FfwAX+Y2OJBdBVMv+hS+EKe79dPltHz40uULwODIOOJUWHFZL4Q+MLxyoP1iWbQSRLBL2MDlpAV5NpGdP7w6uN33OxyGh+mlWCF90BayG8fa4amCUbQ9DWAl+9ShC6PgdZeIbU7mv5tJArLM+ic7mzP5WgkX33tPyYcBjdkaH24E1wnqtqOkb7zMmtOn/9E+SITSFEZkotmuvVUFqsR+FJeno85R/sh6v0ZdDNsAE8lhbPKhUCU94s3M5kvRxnlC+vsQP7NKl93OI6iypfI/Pcq8/c71+7h2bgHKJjLw6PhBWDhy+M1+Rg9xAwzlNTwJKUwmChfnNShN6sQV+WZLyygI+8ydwJLFPCl6T/amDhgJeLubURyRS7a6RojK1iX2o4R+EKVL4fU0PiRIQK/MPCFayaAukRNBb703mkDTTl8YRdGkv1KvHMPj1wf4MXiQmxYOALzP5xD9wgL6BVpYuT5lujZarJC+VJlKsbqr4vxKOUiHdPJO7KOFgOJvCeGwOCRFHNfzYKVWfVCQIGokj7/A6170HdPqnyxkKFwTQaGmdhiWp/qOSaFL4M52L59FR17iQsI+f4fNQJfJDI+nsiVL4HW5P2WeZY++niazo0JfAm+sQzFNeDL2kXbYXqwUqF8GfGmKbSCQJUv2zu7oa199XWXcP0OXo59hPohjXCneTKy5ErqhXInCQpfPC1gkKeFUnshPG4Mo3UConxpqWeKp7witCDKlzFaFL6QxZUNN1pS27GI+A1UzUAyd1qeqIYvI4bVR+pMdVR1lsFn/wy4JYVhu+NIOkcNX70dGjsrkbYrC+M6dqTz6xEzm1CQsDjfHQZ6FljbNRCmH7SQ35uP6IQAep184pdijxI0DLaUw5c01Tkj23dksVlhAR+XOlxE2jQJ3rhl1qpLEfjyeXYRQtbMpGNvTQVKzXNH5k7lNny8WsjUrcg9xaqM/nm+E3tyXtJ5J3meWmjpqoyzftMjYXhegtIjFbivV4zBd+ygGyfFlePpKgtjyXaP7zuDnGXf0PlUO4SrM8oXPakUixu1xehuy+i5sf7TFppCdeR15cE3fi5dWEeUL64mtjhVlIEBU+xRvlgfQZHL6Pt9x+VNIOytjRk+o3C52yWV92misp/XvxleDy9H+RgpPPydMOv1UcXzeMPsSNQ7LUH6iTQMaOiAnbnfqcsBz1xMx1HS/JoFwTBHE/kufESfC6BQj8AXMg8kTSaVIdowHBXNRQh8rQpf4p9tU4xLt68nUCvBouU8POhTgJPdFsDaohPz3JbDl29ri7Bwyq+9TxPlS3bvCnySK1/+rc71w5v19y9+98DvHvhf64Hf8OW/7FoysdzcfDi8vvwCfOkaDKp8Wcw8xNgHM/n3s88Xcf5bAn25WvXPQhiqa8J/WDV88Z65GeZn+Sg+wEWy0X9WWSTbQW+LjMo3D3ecCXur3oojOXH4ArIXpqD10dbYpX0Z5erqcJBJcUj+sq0MX/I787Dm0nRYmLaghc1hpk0pfOlNMl/ktmMEvrRZ1QT8TjqYHzyBwpf0FRzYbmLky8R2bLaTPd6OrKTKl4XBzrRIxqpOfD2iYXxchC/H0uFi1QIxRSnUXil9SAV2yIubZDWYUUa1fNP/+hJwJWIV+EImPGXNJAh+ozrxIOAqIPsZnVjevP0UH8c+QvoiEV4PJIHbHrBtXJ3pQrbxZW0hlk9jJq0/eyhtbB7MwBe5d6YyfLn1ej+e5L+jsGH2ZXd00DNVVb6MCYP5DaDqQjluSjgYFG8PjctC3IzNqlUU3h11AJV++Rhwpy9WFjGFu65qaoqVP8QequMkB/rzDKcKbL/CFIUJfPG07IhNX97TjBej4AZYsMKdFo6GzyG2YzroPoKBL2mritE0mnkRJ/BloJ0W1NwaoMJTHeMWtKbw5coAf9QzbIy1E0JQ77YaSuXw5VRWEYZ52ODL+ArsPcp8N3khofDlDyEiDzDwpZFWte0YOYc6UxuBO0YTwftVbcfOP46i8OXayDicPnIGGQu+Ic1XgDcdc1XgC2s7lh1RiIlOneGTnqhil1TX7RtqEYKUCaX47sooX64ODICRAVPou/RkCzK4+VjsFFY3fHEKhv5nMPBFVIFuR+2g9l6I+xG14UuY11ZoxvIwOdUZfz5jClkjlI5/zCFP9PFkXmq+jy7H7lPV8IXYIe168gkDV1rC/mBzOLv2huu9AHpfaPnWh5FpfXBWZiB1FQd20cx99s+hDCw0aIe0iWXQDtBHW2dV+OI9JBh636Qw2ldGfWcTU8QYsKYx0tzLsXNbGMhL1bb6zJhS4SlDYPQ6es/3NWqIBQMZmJfy9D0uDbgEjrMMYX/XtB3zxYOKAgobAzbGQj+ag+xoHp7bFtRtO7axCPMnDKTX1V99fWAmz92p65wFNgmm13XKJEYmfabHUjQ2b0P/TYpC7zhfsHJIDMh90F9efGG34zUiDBYUvnBwV0JsxxxA4cvWbPzjFABDfebck7Zl4y6Iossw9NEALM5krOKUV7lOPjMfXWcxypc05wrs/Lsavqy07IxN795R+z1iOzZr4UwGvkyzhcxDH6262OPL7PdIXc2BXRRzzgh8WeDQFl+Gl0C0ShODpjShL5is5RexHdN/JkP94xXQgAbi08oxeLEVvk8tx+445nph4UvJdDFCYzfI4QspnjC2Y9x8LnbZbUN5XzGCbtSGL+dL0nFRyXYs3V+A121ycXNINHR1GPjC2o4VbCrG8J6/CF9MQqm1StpQ5j5ThjmkIFHIL6VFMgJf3C1aUGUR29b2DYJuNmC4rxR3+GXUdkyaJcQz/1zcGsnkErEteNEm6BwUqNxnblT5w8CnEXsXU6s20r5NKsOeQ9XwxbdxR+xM+oj+PoztWOeezTH5zma66lA3wBw66poo25CH1NXFsItixkYCXzzEnZA7g4P6MSaw7i7B5txXClBBbMc0C6Qw38FFhViIZx9k6OvbCBmeZdgeHY6cvCwctz9Kt1XlBWwMWYuJ8e5wNa6GL58+vUJ8539QuUKCgGDV5xl56X5dVULhS4zfTkijysGPLUaSSRlVCrKNtR2THC9Bs0YNcKQ4hdrL/ajl5+XiiP0hvFhViKwe3FrwhRSL6ukYYHQnTzgnrEKAdXcM6jBXsbn17YJoaL1FFBcvq0phGWMLgQYfeV51wJcpYdBJlmDc3Wr4MtOwIdwHBKKSl4fpO8PQ208OX9xLsXNbBFjly2qL1jjyTxpdzev2chTNfFl68xy1HbPf3xzfXjHwhR0bWfgyI6szSr1ICK4duGbfEV/8HSflMMq3YyBEemK0i9bGi7IsZD3Ro+q0fN8yRPuG40HSfSQPZeCLXrgeFi9dTu9tsi/kxZ+0P/csRscVVmiw2Qqz5s9Q6WbyrKuSSqjdRIBnNPQPiSA8U4h3KFeBJRd3PsPX1Tdh/o8AApkIjyoLsHPQjh/ajt2/mYjHbklIDM2l2S1NZBJqc8q2zQmr0dKkKTo1HVQnfCFQm+Sm6PmUUOWL3npLlNpWQTK3GLE17jNqO5Ytw6AT1fCFPf7M/BdYtf0YtaQiLXdVGTYFVsMX8jw7eTwVHfaYYWnZEga+XHlAbccG33fC33vuQzteiNwplbDdW1+hfBnzvD2k4eXok9QLT0qu4jO/TGH5FWAXDE6LKgwPtcTJnFeQJRij/T5T8DfzsGF+EM4dO4PUeUzOidUhS7iNGsHAF9t+6NOWCWqPC9qPkrACmK01wpwNqvBliRy+UNuxCWFocFuG8uPFqJRWYruS7dg+n3jkHnuFTn/Vx1vOdxSK+f9qO7Y/9jw4Xp/p2M+1EKGjGlRgTuD1ZRhs1Q319c0Z61slixGyz9R2zJlLlS/WWvqQeJojY1A5LMfzVKy1yGdJMVtNQ4bumw3pvJq0MNt+6Nt2Gl5/vYyYrffQbj/zLKqIrEDg4lDce3sY6zMeUEvGCzsz0CTBkBaTrr/YjQMXv6BrTAMsLpmPwMm7ofVRgtKeQticNaC2Y2/9c9A7oRW09wkwN3cKNj+MhgxqCB6+HUWVIuyziUTa8ArM2tARwd9uofE5UzieNYbeUTUsHu+DHaGxqArm0P3pdrs9mttZU7WbCnzx3ArZIR5ab7eB61zmPLLtj8vucJI//32GBkHnuwzqO4soAApQsruJmnUIJS/T4Hq8GS5mJsNY49/hy56w/RBFcHDleAYk2tJa8IW4Ecxo4YpKfimdgyrDl6ysbJxscQTZk7jIHp+HgQYWKJ9oQC32OrvIFM9p9hhIMVtsDzh4ixTwZXersbR4TM7N8bBq+KJ5UACvydXKFwa+8GD6VZ/ajhH4cuN0ORxP14dv/noKX6RVIggaAdY39Sg4K/HKh+Upe+gkiuGXvgHkurfXqQevIVF48/k7rnc8TTMtV3s703ciYh1o+UAfzY6bYPLQRQj12gStWAEzBqa5KuCL8hwtYEIE9K9K0f5kFwxzY+zj2EbGUVZZvLZHIGQioDIop074UlaRh7lH+iPq/WmaZbVoEDP/qquFLN0C9aPVtmMT9IyxbFAE/WiVsAzeN9dgeceZeJ/7rBZ8YcfVAo8qPBqajxlajVE6RgePfQrgNtgM0/uoPpOp7dggdejNrIYv7LsjeZe5G1hKc3JIa3ZdB2P7rVDAF+KIkBGsw8AXJdsxCl8+M/BF9J/V9KRfGj7Rw3eXcrybzUHv3TbQyGBsx8i8d7hJU7pfSffu4eGIBzQ7dv384VhA4EskA19czzqiV+s/quGLuRhrvizHw09nKXxRnvN5TwqF/mMJ3F/8AnxpKEPRqkw4m9qq9A2xHUt15mDntjUYdssXkXZO9Pt/1Nb0D4FUWm07FmTTGwPbM+q2D6k3EfvxPLa67EHQ9eXgSFTH2bVLd8A0rgKZm7l4aV2IEW9soUVsx45lYHtHVfjC2nWaRDTGLbskCl/MpRJclM8H1l9bAk0KXzRR4iCAx/Xh1CGDFPgd5bZjjnPtIByriYA9cvjiZwlYayL8bwa+pM0rgeXJegrbMddhJvg2E6jqIoXPvpkUvrCgIsJ7O9S3VyJtdxbGdZDDl1lNUNiOj+ArSyh8UdiO9eEj+iYDXz5Wlao8p4mSlWRSBXxTnecrw5eSQiEutD+PjBlSvBqVUQu+ENuxr+7FCFoxnY69vwJfymyq8Hoho3xhxyry78efzuJy2j0Kqsn7fwNNPWwYVp3T4z8zCgZnxSg7Vol7OkUYctcOOgS+HEuvVZs5dfAsMhd9RZez7REm+4vCF0eZDHHyeQqFL9NsaVZxXjcefC9VwxcXk6Y4zUnHgMn2qFxsgIDIpdRWvNPyJhAR+OI9CvHdLuHzylK0iDGmx0Fsx+YNbIHXw0pROQ6Yu3EAhS/s83jjnCgYnRIj7WwqBpk3x5air/T9nCj9d11gxqWNzYNglF0NX8h1RVSYyoskqF2+owiBL1Xhy5XnOxEuX9R1N+EWno5+guIVVUjulY9TXT1h1bAD/Q7WduybbyEWTh5Ewff5Xitpze5Hzd8+GDlE+TKVWejwszrXDzf0+xe/e+B3D/yv9MBv+PJfdiuZWG5r4YKln69iT6txaGM/7IdbXFsDviivIFD+I6J8MdCoCV82wfysAJzDVUjSz1eBL8pAgGznxJGLyF7wSQW+NJNJcFD+0k6Kmc+HFUNoKEFObx6Ct89RgS8XOanoNbkZJEt04RPBKF8ofOmijQWBk3Ch/RlUrRFCL1Kb7jaBL3MHNcOrkeWodJFhQTCjfGFX9LHw5euJNIxo7KiALyl/lCLuADNZ3tAyEPUytJA3go+Y8wGoC75E1A8Fp70IEYnVsmfyt8rw5dad53g/5gHSF4vwekA2lOWb5LMrp/mhdEAxVg5x+2X4UtCFS+0ySKv5osyet7lXPNBOV9V2zGdsGMyuA/yL5bghlsOXq0Lc3P1j+OJ0bwC8CpiicDc1NYW9xZmHEUgfLEWFlRCZTlwc3MvI9WvCF8MQcyz08mCUL+42kE3QRY8RHfF6wlPwfITQD2fO2e0t2RhirwPpaHNUeqpjrBy+XBsUxKzCIfDlDlB2LBvN9M1xKruIbu/dvFIc3sKcs7rgSy3ly9SG4I3TRNC+2vAlruAzVb6w8CV9vQCvO+Tir75+0NYwpcqX0uIq+C0LgcaIcozv0J2BL0p2SXXdbDXhC3tMNT9L7PQmmtZQvgwOgl4KINtf8v8FX1yUlD/RJ/0gm6tLPYWzhlXg0BamWEzOjTJ8aX7IEYNceirgi/Z6Yxia1KPwpWKNCEaRWvTviPJliWEnfB1fDO1AA7QdoqeqfHEOht53KerHVkAkkyjgy/fVHOwOiFKBL5WeMgTUAV++vvyAi33+pqHGYUdUX0D33PXFg8p8qnwJ9I+FXiQHOZt4eGajCl/Ivq6YthH8wSWY128ohS817b9qnouApsHU156FL8qrKpU/O51m1FQrdcjvWPjCP1mK25JyCl+QVEUB4/XBIdDXNVdsYqvfbgijSjH82UB4pjJWcf01tOjKXdIO3AhF8Rg1VNiIaHDw4V2MJzlRvijDF/NNlpi9oG74UuEjglE4c84SdmVhcbMO+DS0GOLVWnD6w4bCFxZUrB0dDP3ngPHRSqhDHfHp5Ri8yAopi4sRF8lcLwrly0wxwnez8KVa+VJVVIUdTbaA4yJC2DnVCT4pzpznpNOXzgO7DqN4VQ4yAgR41TpXZRVkUW4l/FeHwnAkD84t2/ya8qUGfFFeVal8zuqEL/2CoZMlhXFcJW5VcdBWDl9e+OeoqDHoOFMHfBmjY6goagXvXw+dJQYosxMix6UCB6KiFStfiQXgDjl8aU8yX5Tgi15AA2ira1D4UuEthFEEMzYS+LJA2hVZ0woV8GVLziuaT0UahS9FEjTYXoVykUABX9J8i7HTNxo5+Vk4bsfAF8EqNawP9PkxfFkpQUDQz+GLYC8HyfVL6XjJtm8fihAVFo3mM8VoatQQhwv/Hb4U5ObhsMNBvFxViMweXBjIJBR+19XIGFULvpDcFHUJGkbz8IJX8j+GL7MMG2HugAA6DvltCYOZnyEFCiVjK7DbPwas8sWnYVscvPqdgS+vRgG6dcMXro8YBuGaEOlL6dg4K6cLOMuK4XjaAZVmX3G1+DuOKcEXoZ4YHaK18LwsWwFfCjdxELkgCg+TEpE0NIl2hV6EARYvWVpL+cLCl0ZbbTDdQ7UorAJfFkZD/7AIwrNF+CArU4Elbx9lY8vebeg3Wx98iRCPK/Ox418yX5LvJOGBa6ICvjSVSWnmVs1WUPwZ4x/F1FK+EKhdWgO+lNhVAXOKVayw6HU9NBiauTIMPlYNX4g9JlH+lFfmICB0BxptMaJFeMFUHjavjFIoX1j40vaACXxKfekqZha+DEl0wl+7GfhSNRWoH6uBSksRhePjXnSCOKwEfZN74THnKr4JyhSgwt8hiObcuIZY43j2CwV8kR6pgPeEUJw/cRbf3YnvFGB1xBJurnXAl5D9KAkpgEWEMWYuWajSbaQIbcMqXwh8uSNFxdESVMoqqDKWbbf/eoQjNy5g/BxrqnwhmS//Zjt2YM85FK/4ooAvZP2q8vbY7ZJiIyl215xThhuHMMqXuarwxWo8T0WNQbZDMzQ0ZeixqRq+sPApr/gjwjYeg/VBQxS15kNvkRD+s8NUlS8/gS+aKWJIumvC5Kw6Pe/vA7LRI6E1dPYK4JE/DTHJEVCDGlXpF3NF2GsdSYtTc/26IPDLDQV8MbkmhXt/X+yM2AteAFPE63m7E+ztGteGL4u2QnaQhw7H7TB0rGohtxZ8SZVBfQezmM1PCb6cjvsblz4kwnNuZ1zMSPxl+HLzWDqqdGQYrKmtsviNPWcPPpyEd+pdFfiSk5mD446HGfgyIQ8D9eXwZXYJug5Xo5BDuVH44qAGhzXVyhf23TE99xk2rfgLjf/RQ0kzISzXAcvGBdRQvvBo5kvIW7ny5Uw5zZ6ohi9iSBtqoWGCBrJ7c1G2PB+NT9pDJ6kavjjo1qcLxd5++Y5rHU7j/awSeHsPo24ABHA2emyAzpdN4NqFwJcYaMUK6SH8mT4ahWWptZQvARMjoXtDjJ4Xe2HAICeV41VVvgRCKpahKjAHzfSMsVQOS8gf7I06jNslr7HRY8QvKV9Cl26B2nEuVT6QNknPBEvqyIi58mw7wvOrM9vIZxNvP8CjkfeQP4+Hx84FmKljiZLR2v8OX4aoQ296bfjyMf0W9i24B/OnOtTCqtfO+hjT438GX9RM1SEWSWH+VIsuGns3i4EvmhkShMjhi6v8XSU58T4eDEvGi+VF2DhvJOa9P0Xz6vQLquGL74xwGJ+T0XwK729eePDhTJ3wRe+JGAtfzkZDk39RvrRmlC9FKzMxzNQWfyqBKb9F4XjlkINTi/wxNGHtz5Uv/eXKFx8m8yWkSR/0b6e6kIH8vC744rt0J4zjypG9lYvnltXwhQDTHR1U4cu9hEQ8GZ0E04jGSJDDFzajh2yf5F7dHZsJNTGo+8eq3aMpfCGqsOa6xnjJK4aDR1OIx+jAf/dqRvlSA76ULeBD77iWAr6MGm6CLzNU4QsLKlj4krE3G2PadmCUL7ObILN/JaKPeqnCl758RN+oG74E2oSAby5G6EvVGogyfCktEeF863PImCXFK9eMWnUp7zlByO6Sj4gJHr8GXzoFocyqbviifKN7XVkAU01dVfgyOxoGp0UoP8bFXZ1CCl+04yQUmNWszdQFX1rKpAqF7rUXu/FyMAd8U2KFyUXUrkU0N5dYUY9Qhi9LDREQvkQFvsz0GY1LXf9G8SoZzKLV6G6THL2FA1rixVAOKscDczcw8IVVnWycEw2jUyJknE3DQPNmCvhCclQOxDE1EBa+5I0UIOaMPwh8kcqkKpaVBL6UdBci9K7qOasLvnBWVSGpR34tWELepyudOFg0YPgvOUnUhC/KoLzm3PH3/3/3wO8e+L/vgd/w5b/sczKxJBCF0Og9rSegjVLwfc1N+3Qh3ql8vJTbjtX04mQ/T+CLvoaWykquNbM2ocEZATgHeEgyKsDgJFvo7gaVb9Z8eTtx6CKyPT+h5dGW2K19BRXqGlCGL+R7qDXTREYdcL7nSliYtQApbDob2+KvkjT0mOIAqace1sptxwh8EXTWxoLgSTjf7gx43gLoRelATQok++fBY3ALvHQtkcMXRvnC7pevRxSMj4vx7XgahlsqwZdJpYg7JH+IscoXOXzxk9t4RCoFl4UZhyJ3fCW27VddDXXzZSwCc17Q1ff/3LiLd2MeIn2xEK8H5NR6wBNrlRyxAKvaTKIrhn62IoAqXzpX0pVhpNWcMLDnjMCX9nqmipVX5Oc+Y8NhkiCF4GyFQvmiflWIhN1ZKmoM8tldkfvB9S/AoHv9sbyAsUPqrqauyLwpLcnGPqsjeLa8EDl9uAqlgUu8OxY17oBNXz5g+NwmMAgyg+dKxnZs+FwbSCfqoIdrJ7we9xT8dULohirBFzsdSN0IfNHA2AWtaJGcLVb7TAhFvbsyVBzNgYO+GU5mF9JMmXcepTi8lTlnZDWYbg3lS034ojW1IarGaSBon6rt2LmHUdhfxMKX08hY8B11wRfyPcRaxUhNA25N+mDtL8CXkAYh+Cy/tsnf1yzAs+esTvgyKBh6n2Wq8OWDEPfDaytfQpZtgfa+Kkz+Noz6lpOmDF8eJd9HonMyzUQStubhirxwqoAvjz9h4CpLOBxojiEje2PUrUCahaRNlC9mxihekQ7lQj55yVxm0AVfxhdCO1AfbYfUsB0jypc0KUxiKyGQinE/RUQzZb6uKkJsYMwP4YuyjdeXl+/xV59LqFjPR+C6AJUhbM8dXzzgMvAlyD8WupEcZMdw8damoJZagYxhlTIJ5juO+iXlS4Ct3HZMrnxhx6SaY2hd8GWFSzgaPJJAcLIEt8QVGHjWHmoP+LizOQc3nCOhp81YeJC2ZcNuiGJKMfzpAHimMZBTGb6kpX7C2TYXQewn8rtVKe6zIfEEvnTE5ncf4LzQGuYxjTF7IWM75vJnE6p8adPNAZ9nvUf5OiHqye8zBr50xKehRRCv0oLTFAa+sKBi7egQ6L+QweQol+5LfGo5hiy2RoonB3HRTNGGhS+cGWKE7akNX3hFPOxsshW5SwTYFKEaFEvhi1z5cnDnERStzkZGAB+vWtfOVpkV7wFrTW04NWZv11hQAAAgAElEQVRW5tXMXql5LsKMQ+i4yNqO/ejzddmO+fQjyhcZjPdV4haPgzb77SDLFuK1X3YtIBC0IAZapwT4M2U4pj5j7jNl+HLzn6t4Nf41LVBrOnBpCC6PX0RXYhLly46kD9R+jypfesiVLzOaQNfPHLramij1zUPlWhEMwxhgRtSknoLuyJpWgHrRJrDpIcG23JeK/fKWw5eG26tQJhLg6Qcp+vk2Ruq6IuxaH4PcvCwckytfhKvU4RvojQnx7hhtYquwM2GVL9xVEvgHqsIXomZ4yy/DgZF7Eb1xO2TRlRDt4yCxnip8Ifs6Kt4dA/WMYWvQEEeLUv7Vdiw/JxdHmh3Ci5UFyOrJg6FUqgJzlM8vua7ZTB325+vl8IUoX178JxjdKsYWfA0BCpbn4UQNiEMyX3QeiDHuThdqZUPabKPGmCMP6z0YewRFXtm4SQK/GwjpCzYLX0jB/zCFLw3h9mIkoF+MJTfOYshSa5qP9e1NHtS2VYK7TgyDUCX4kt0FnOXFaHHKHlzzb/iH8x1HWduxjkEQ6ovQKVoXT0szquFLTDEiF0arKF/0I/WxaPGy2rZjuxeh00pr1AVfyHyF/x9lCVG+BC6Igt4RMcRnC/FOVq4CX0g/kL6dW88SfLEQj7j/rnxJSkjEw9FJSAzJRUkLAbWUIsrDmo2FL8pqavIZMq6W2Quh581kvhDlC4EvGnM42KEEGMhnvYnyJVeGIcdtaCA7aSx8If/eFLgDkvAKumq1h546Pda3367S80vhy7FUajvmU7qOwpewy8k0C2nIfSf8tScRWpcF4E+RoX6spgK+jH/eCaLwEvRL7oVHnKv4zi9TgApincFpWQXXEBscy3kG2U1jdNhnBsnhcvhMDFNRvtgcscIo1+G1bceC41AaWgjrS2aYMmSeSreRQpuNFmM7tnJiGMzuSFF5pITajpHV12zjlKXRVcwECr7hfEeRmF8r+F55w/v3nANnxRck7MgCr6EYndXUVLbHfpYUbUmxu6Y6m4yreU5VqHIvgLWmHqQLzelCANsJVbWAALUd05Kh+yZDbJIrX5SVPwGLo6B1Skjh5EhtfXg7b1aBL+d2psP2lhFVRJDi1sELX6i6ybPQHcF/7oVGihhSJfjy0T8bXW+2orZjC7KmU/iioaZG96uEJ8IeOXxx39gFAQS+nDeF4xljmFyTwL3/ehX40juxE2xtGmLK0z0quZXRi7dAcoSH/k9ao1dLxpaZbZPj3THYyBLzBgZSWKidKoVGHfDlW1YSLaQRC7oL6Ykw+Ynt2J7QOIgiS3DjaBr4usAQTR0VmMN+PwtflNXUBbmFOOwQp4AvrO0YKaB3d9HE8sHMfJltdcIXpXfHtVNCoPVUgjtbszHdoCE9VmI7Fkdtx5oiOYYL0y96CJbDF5L50uKMMdbnr4e3UxBkVWLILLRgIYcvlcsL0PCkHVW+kKBoct03I/mfgyLw9vNXXOt4lhb7164ZAY/3p9FunykaPzFA53gWvkRDK1ZEsyZmfnVDQWld8CUCsqcCzHzgDDvLXirHWwu+SICqgOxa8OXpp/NY8e0GVUFFvv0PUPiJ7RhVvhzjKmzHJuubUkV7zVYXfEm68wAPXe8h34OHx0OV4Us+xgw2U7HWItujypea8KX7Ulg2YNTZ3iOCoFYoRnJAHlaaO9YNX4TVtmPvDqvB6qEhAojtWJcgqJmpQSyUwvyJKnxhlS+kwDzazAF/9FqLpDt38dD1IZ4vK4T//JH0nBH4olegQZUvvVtPge/0cBifl4HXgAFud14fqNN2TO+ZFMvfzFLJH2Vtx4Kse2Jgh9nY0CoIlY0IfMnAiBqL1fbd24AjlQX0HYvMt35qO0aULzI+hVyksSq9mueMqANLJKqZLyx8ydpSiRdWRYrMF/I82tFxjIrt2N2b9/DU7QFMIxshoSljO2Yhk+C80jzFzz4I2X0rac7kkU6z6HXL3hsveRw0c7eFaIxWtfJlI1G+aCH8EpP5UrZQAL1jBL6o0xy9MS4NkDJdAl5nKXziZmBMUrgCfISv3gaNnVwQ+OLWtiMCsp9i+OwmNL+1JnzJ68tHjBy+1LQdI0rWop5V2H6GcSpgmzJ8KS8W42zbs0ifJcFr18xadamIm154yq/Alh6L6Nhb07a+5rnw7RiEcusqvJIrX35U5/K6ugBmmjoqtmP+s6JhcKYavgwmypf9EnrPKqs7yHee3H8aWUu+o+u59giX/gWemjqU4Qu9XkxDqAsJeedgc3MV8KU4HQP+sAd3iQH8I5bSuXFnryYQ9dLCjHWjEd/lEjjeUphGqNNDTArOxSKntng2tBAVYwB3Pwa+sDUhNvMl83Qa+ps3w/aCb/T9/OOUEhzYzyx+VShfRgoQfcaf2o4R1wll5UukUSgyp3Cxfa/qOVMel27fvIHnbs/BWcVDUo8CnOm+BI0btFWcijX/eKJUKsYix9G/Dl96V9J9Je1HixlrDZa/f/C7B373wP9JD/yGL/9lN5OJ5a6WbvQFNLb1BLT+F/hClC888+rMF2X5pvJurP5nIQzUteCvtJLLe/ZmmJ/mg3OwCkmG+RiS2BTae6SY+XlUrcwSFr60PtYKO7Uvo0JNA80hUQlYDWkQjM8Ty+TwxQsWZi0pfBlq0pTCl+5/2EPiqYt1kStAitRtV9qAT+BLEKN84fuIoBOppYAvC4a0xDPXYlQMl2F+sDNmvjoINjSbhS+pJ9MwpFELbC76jFGTmyJlQgn2H2IeYgrli4sAMef84X99KbhSsUrAaJhpKHLHcbEtTvUhduPFHgTlvsStoZuRcPcx3rs9QvpSIV73y1HxziTfQwLRciUCrGg9EQs+nFcJjazrUtjQIhiFnauVLzUnDOzfzL0shy9KL1prx0fA+KYEwrMVVPnidMkOmv+IsPrLIujpMFYQbNsTuR8V/gVwutcfXnL40kNdHdEjmMybouIsHLQ5qoAvbMg6Vb40bo/NX95j2FxbGASawXPVPJCA0KHutpBO1EUP1w54Pe4ZBL5i6IRo0u0R5ctQez2IR5uicqE63OY70mD064PCoK9nirUTQ2F4T4qqI3mw0zPFiZxCCnfeepTiCAtfLIOhW6qBwilCRO73w9Kr82Gppa8IGA28vhSaBL5M0ERQrKry5ezDSByg8KXadixjgwCv2ufiUr9AaKrXp8oX0kjAuKGaJkbb9KJhp+w+/ujWJfDly4RSfBvJ2CHVLMCzf0eu6wkmdvizT3W2yVoCMFJkUIsrxX1RObUdwwchQt+qFrXJNkKXb4XWXh6mpA7HlGdMscZVywA+QzfRfz9Mvock5wdy+MLFFfkqbDJmkKLw9kcfKHyxI/DFtSfcbgfTyZ2Wbz0Ym5mgcEW6osBItkfgy3Kjrvg8toDajrUeoofw7GcK8LGGeKCnyWCyhwuhTIx7nwUYuMoKX1cXITZAFb5wF8ngH7UO0y7LM1QGMJkvX15+wF99/kaFLx+BvjXgy911eMgtwGHXOAT774VOZDGyN3Px3iq/llph9VVP8GRiuDcfiaVfruCvPmtgZszY5tXVSJEwa2AFPsnhy8Xea2BuUvvz0y97oJ9hI8wbGKTYjJdrBBo8EkN4vBS3JOVy+CJA4GdVFQj5A9Z2bPhTJ3imHaTbGKChpbBzSU39hHMEvngXoKgrF3flfstE+bLKsjNi3r6TwxdLTJ/3B5yuLaXwReqhh3Y9miNlxjtwfcUwkN9nBL54teiKt0PyIF6phYFTrLEm9Q5uD9sCLU09EOWL3ksZzA5XAWoy/J1eTjNlPi0qxv4oufKlQQi0uOrgzBQjbPcGej80U8p8qSgowZ6me+qELySQ90IpYzumUL4E8vGqVW34QqwTrTR1MaBhewTmPP8pfAk3CcXH6Rx8H1ZB+/HH8MUdcxu0wISeaxTnbG1/ufKlBnyJeKp6zZE/CF64CRonqzAtxQVT5ffZGB3Gs57e31ev4PWEN3XClw2WXbAt8S0DX862Q+eezTD5zla4zGgCHX8z6GlpUfjCFvLJ9gh8WSzuiYwpeRS+WHcXY0fea/wjVxxQ+FIsQePtApSKqvD4g4RmyrDwJTs3CyccGOULf6UaNgT5gIRsj6rfBDP7Mdfkx0+vcbnzVXBXi+EfoGohsfnWGryrKsF+Yju2cQek0RUQxXGQZFSCqzUyXYiv9UA9E1gZNMCx4s8/sR3LxxH7A3i5sgCZPXmoJ5UqgLDyPSkU8TD4hhf8rLpjSMdq2zHi/S3REKNRVBXNfLGMaQqRuggxt2qfM98pYdB+IMHYW52xKIWBL3MMG2P2AGYcPRR7BIVy+NK0gRB7leALKeQfvPKFwpdRL0dS27FlN85R+GIX1wzf5fCFt04MfSX4Mje3BwqX5sPxlD3KTb/gZlkaHatI8+0UBIGBCF2j9PCkNB0ZT/TQI8ICRZuKELEgBsmJd/FgGAMc9CMNsGjxUjhd9oBXQ8ZvnLSpLHzZboPpNeyQ/K4tAV/G2I75L4yCwWExJOeL8F5SXkupQsZ/j/rWqBLzqe3Yjn+zHUtIxuPR9/HwP4WCQkeBin2s8jkrKP6E8Y82q4Thkt8TRSFRvhisYWzHdNdbQWArRszF2ueMZL5o5EjhfLyJAr6QLJeRXZmg+k0B2yGJqFSBL2zmC3meHTv6rRq+fDiFsCsPKHxxujcQl2OToHlFAMEUoN4eJeXL844Qh5eib1JPPC75B+mCcoWll799EIpb8uEW2hSHsx5DllAfHfaaQ3qkHN4TwnDm6Cmkz0+l+0bgi6vLcBr6rFzQiwvdj5LgAlj9bYqpzvOVu4zOV2y0DLHaOQarJoXD5K4Y3MOlqJJWYrNrNXwprcjEqPvBFDC94XxFkehn8OUsOCu+4t72TJQ1kqjYxyrvwIe0BMx/fxZHO7mjqWU3xa/CTEKQN5BRvtho60G8wBxcJwmi9teeg1Dli5YM3WIM6LyaNOXjD1wcBU05fBmlY4A1QzYh8d0RrEtPpnOQMztSFfDl6rMdOPzXdwpfPPLnImL6Pmh8FkParVr5kuKfjc4JraB1SIB5GdOw5VEkNNU0aMgyhytCrE0kUl0qMG9jD/ilXEGjC2ZwPFMfJlcl8BiwATvCYlEVxKjIe93rjCbWDejCldg2k9C6KZP5ErVkC6SHeej70BF92oxXOWcEvgypZwmPAYHwHhYE7TQpNLcVQU1NXSXo+Xv2A8x8dRgRdgNxPu0+LQquG1pth6O8Ub5QDNZ2LOFYKng6ahhawz6H/Xzy+xM08yW+/0YYGzFWl2zGXdYkLnLkypeyiQbgzpQhZJMqWCef39AqGGIHGZqtEeFQBRM8vqf1eLSxY+y61k4JhdZTMYUvMwwb0mOl8CX/A/4wtUNyTKUCvpDn+83TZXAkmS/5vnXCF65XPhqcsofuPTl8uTKfWistHhSOt5+/4VrHM3g7uxgbfNww580xalPX+JEBusSbwKXLIgR7xUAnVgixthSzv45FbslXLP18BWd7LEMj89Z0n/0nhwOPhZieNAQO1tUW2OR3gy57YJG5I8aTzJeeQZBKZOAH5FCFAdkHthHrbWLfvbfNH4h6fxzdDCyw8F8yX4jyBce5uHM4jVoUTdU3w0Kn2jZlJBQ8Kv8t7ikpBh/ee4KkEbdQMK8KL4bkYaquDTijNSHboIk1a6vtUdl9C7IMgWiwOvSnF+KKiFkoo7yaXBm+eJm3wLgeK7H/nh/NfOmgb4z0IB1oy+HL1ttr8PYQyXeR245R+KIOsVCiAl/67G4C9QwxtR0jBWY302aY3NsHSXfv4aHLAzxfXoighWPpOSNWgfoFWhh5Rm47NiMMJucAnoUY676uQuL7k/CjtmNR0NWpR/ef2I7pPRNj6ctZMK3fRHEe+IJyOCesRqB1Tzh1mI31RPlC4MuKTAw3boo/+1a/LxGr0pMVefjbKRQj7voiys4JPX9iO0YzX+TwJaLpAPRuM1XlHif/CbrBwJdNI6rH4fXLd6L+XqJ84eG5ZQHYzJdhL7qifUtnlW3cuXkfz9ySYRppiYSmiXXCF6KszOrDwBc2ZJ2oIYki63VVMexJ5osbk/ky54o7LDZYQWajiQi57Vi5pxC6RzUV8GWcqwU+TheD14nYjk3DmORIxLYaj9b2QxG2eis0d/KQuS8bo1p3QGDOM7o4MrMvF1FHvGCkb4G13QJh+l4L+X0FiL7hz2S+VJVgj9J1S96TinrUAV8+nMLq1Dv4q7c3ykolON/mHNJni/HaJUvF0pF0UsTNFXgmKMembovofHp/26loYTug1jlgf0DmTuVW1Zkv5P5s1VRV3UY+u+Iqo3xZrzTOBsyJhv4pESqOVeIOsR27YwftAxLM+ToBDU0dVb7z5P6zyFryFZ3Pt0OE+G9UqaujlUxK54ZsU4Yvf/VdB7P6tvTecDGxxeniDPRXhi+X3dFZbjs2nWS+dL2EEm8ZTCLkypfgXCwZ1A6PnfNROUYNczb0w5y3x3G6+2JYNmgHVvmSfS4dfUzssb3wG80q/jSlBPtrwJe8UXzEnA6g9SVJDfhCsjGz/+Bheyzzjs02Mi5FFLzHPZdduJdwF8/cnqBkdRUSu+erjC30XiXwRSLGQrKY8fNlXOi9Eg1M/sV2zCEYOT0rQFQ6pP3MpuyHJ//3L373wO8e+F/pgd/w5b/sVvIiTSAK8W7+NfjCx4slhfRbf7SCgKwaN9TQUll55T1nC8xPVaHkcBUS9Rn4ohMrw4zPborVN+yhnDx8AVkLU9D2ZBvc176OTxIBTKBOV9KyLcQiBJ/luRjswDwj3oN6ul7ipKHrVHtG+cLajq2WK1+CGOWLYJ0Y2uGaCvji6dwGT1wKUTmi2naMpffrPaJR/7gIaadSMbRRSxoMOnKyLf1+BXxpFYR66ZrIc+Ej5hxjO8Z6qLP7HGoWiryxteELaztGin/Xbt7FW7eHyFgqwqt+2bWULeThmCcWYkWbidTy4WdyTAJfijpz8U5uO1ZzRQK7b+6X56G9vomKjH7t+HAY35RCdJaL6+IiCl80romwJmUx9HRNVK68PdEHUbExD87Jg3Ag5wDSpRK00NBSZN6UlGYjzvIInXBnKylfWNuxmC/vMGJOExgGmmPhKrnt2FwbyCbpoqdLB7wa9wzC9WJoB1fDl2EO+hCNMlFRvrAr8tdNDIX+fSn4h/PRVM8EJ3MLaYaMCnyxCoZuiQaKpooQEbeRer5aaRuAeKiTRlYvaU61AH+SJgJ317Yd21+QQouJZ46eQ/r8L8jYKMCrdrmIHxAMDRgp4IvnlfkwUNPAmCa9f8l2jFzbX8eX4qscvij7HCt3+th4d0wyc8CU3msVP17nHAKdFCnU9pUiUQ5f1D6KqPS/ZmPhy8zM8Qh+FIMUmRSDdIwUx//0URLuDkqkyjBxay4uy1ddsfBl2+P3cFppBYeDBL6oKl/qm5ug0CsNPF8x9OWFfAJfVtTrhk9j8qEdaIi2Q3QRkflEYYdE4Ituugzme7jgS0S490VE4c631UXYUxO+/Mf+3j9yba0A++/vUnC++4W6lS93fWmxkGRHhQTug3Z4EbI38/DeKu+H8MVDrnz5qe2YbTCyB1bgoxy+/OjzZIzqV68RPAZUw5flruGweCyB8Fg1fMFDPoJSap8zFr6MeumMXV/3IVUmQQdNPepZT1paWgrOtr5A4Ut+V54CKDDwpQui373B0AU2tZUv8/TRtnszCl+q1kugF6xBt0fgy6qW3fFqUA6FL05TGeULCyoofHklg/mRKsikwN8ZpXD2tEHKoiLERTGZLkSlSOBLySwJQnetl2e+VNuOCcoE2NZ4E/KW8hETrlpUPZ4cjPOcVKoGObjrMIpW5SArWIAXjrWVXAS+WGvqYmAjxhbhZ8oXAl8+Tefg20/hiwc8GjjSwF22rR0QDO0sKUz3cXGLV4zWcXZAtgjhT2sXGCl8OV0F92+TEPQgGh+kUrjoGWOF3M7l1o1reDHmJe6H5kDLgUePtUrAoTYYGy07Y1viO/T3sUT7c+3QqWcLTLq9Ca4zbKEXaAYdDQa+VK0XQ08+NhL4skTSG+l/5CiUL7tzXyJefv8S+KJRIoH1NiE4Qi4ef5Sh/9rGSPUtwi7fGOTmZ+OYHaNeFK3WwLqANdR2bLQp49lO2qeUt4jvdBm8NRL4+de2HXtXVUq9rmM27oQ0uhzi/RwkG5UoxhC2Hwl8cdI3hY1hAxwp+DXly6uVBcjoyYOxTKI4pppjGxmj2MBd9nfkJVyiJkbjaD6e84qp7ZhYXYzoH8GXh2JMS3LC1tdH8RKgao9Z/Zh78vC+IyhYlo2bu7Jga66qfCFF7gNXv6BnWEOMfjkSanrFWHrzLAYvsYb9AXnmy7ZK8HzE0FeyHWPhS8vT9qgw+4abnFSam0MaWb0pMBKie6QhHpakIvOZLoU7hZuKEbkgGg+TE5HkzNiOGUYbYqHnEoU9JLHeIY2FL1a7bDF1lmrBiMxX+FIJDVpl4YuUwBdxeS2lCunbecY24BJw9xP4knT7AR6OvIeHwTkodBSimUyqOCblc1bA+YzxD2NUcgTJ74l6hGS+6K+uznwRNJUg5sIP4EueFJPOd8ahlMt4BhkFDuzxbw7cCXF4OS4fT0cvXXV6rMrw5eixr2h3wKyW8mVwohMu7U6ExhUBRFPUYLRHvVr58rIjRKGl6JfcB484l5EpqFCoSih8ac2HW7AdjmQ+hvR2fXSINVPAl3MnziDVncl8aXq8CVyGO9dSvuwP3w9OYAFsL5th0qAaypcr82Erz45aNSkMJnfJfKeU2o5tVlK+lFVkY+T9QBpQ/7r4K4olfMWimFqTAgAHY8+hyOsLkrZngtNIoqJgVv48q3ypqaYmi4zyBvLAn1MNX3iDpIiMq/08o/BFWwbX3fY4nn4f76BG1R595AXNgKVR0DoppHlxI+VzMxLq7pv5AMSS8bQSfKGZL6zypWg+gqfuhsYXMWRdtWB8Vo3ajn0JyEbnm62hcYgPz+xZiEoKha66BnyHbkUpT4Td1pF0QdfCjb2wMeUyLC6YouVpY5hfk2FOP1/siNiLKrntWL8HXWDTuCG1volr9wccmzAFvehlWyE5yMXAp63Rw1FV+UJsx4YYWdLsKAa+yCh8Ieqb9UO3KrqXhS8kg+J8+j2Yavw7fIkN2w9hBAe3j6WiUkcNw7V06THVbA8/nKKLJ5Sz5Eo5VdhnvQU5k7nIIpkv+hYg8IU3W4rgaFWwTrZH4UtzGfr7meJC3it8grpKgZQoX7SfSegCKTYni8CX/UT5YmqPxJgKmH2uzny5TuGLMdbnMcoXqUAMmGvDIkGd2vPwvQpgetIOuver4UsrAzMaZv/hayqutD+FN3OK4efthtl1wJfQFTHQ2iOEREeGOd8mIJfzuVbugP+UCOCRELOSnWlwuXIj490Kc0eM7bGCwheJRAq+fw4c9cxUMl2ep1zE8q8MfIl8d+KnyhcWvtw7nEZXyf9pYK7ILlT+fmV7H/bnjxKfInFYAvLn8/B4SAFmaluixE0b8NPCau/qeQr7eQpfhqih1QI1+lz5oqamsprc2yUIKBDjQUAeVjVwhFt3xnbsQUUe2uuZID1ECzoCbYQnb6RFdaJ8sXxsiMAUufKlgTrE/Gr48nlmMbrF2kI9nYEvJPNlXANHmpvHwpdnKwoRumAcXa3fZVMDGORXwxfWdoxkTvmnbaxT+eIzKQQ6LyRY+cod9QwtFV3GKl+Cm/TGgHYzGfjSWIbi5ZlwNXfA5F7VLgbkGE+V5yJ+aMSv2Y4NCIFEKsATHwY6/gjWENuxUolARWG4wWs36sWWIntrJZ5bFsHljR00g2RwedUdbVow4JZtd2/ex1O3ZJjHWCHL/gXeCCvpr84qLV4hYenZBL5MIsqX2Yzt2JX5aK5HbMc4cPCwhcithvLFRgvhfzPKl4rFQugcroYvE1wb4f10Iao6yajyhagl2XEtfM02aOzgIjMuC2PadIZf1hMMm2uDrL5cxMhtxxTwpR8f0dcZ27Fayhe7YBR1+4nypUSCs63PIGOOFK9GZKioCkkfsPBlS7cldOw92H4amtn0q+tRRn9WE74oj9XKf1SX8kUBXwgk1S6k8EXroATuXybWyixh4UuXC+1xXXYFKWIhGqqpq2TehJqF4OOfjPLlcv+NqG9kRe+NESa2OMPJRL/JduAtNYBfOJP50pHAlz5amOnthviuf6NsLVBfLo4jypelgzvg0ZBccMeoYa5c+cK6LpDMF8PTIuSezUBfMwdsKfiK0ZOb0hyVA3HyRcMtglAvSxP5owSIPs3YjskgU9hYk/4hNqI5k6uwrQZ8UR6X7ty8xcCXNTwkdiuopVRh4YtnS0b58rP3aWI7lturAh/k8OVHixl/eNJ//+J3D/zugf/VHvgNX/7L7iUTSwJdSCFfOTSyrs36dA1GVQM+Xixm4MuPPk9WjRtqaKrAl7Vzt8D0ZBVKD/NxXz+PUb7slWL2l3FoZNZK5etY+NLmVBu4jB6NsBte+CbkKoLLyId/BF+GmjZBF+veuNTuMWSeevAJl2e+rG4CYRdtzA9k4YsI2uHVypclQ9viwYh8cEcAfnuW4HNGIlraDoSOliE2eESj3nERMs6kYYiFIwNfptji87ja8CXfRYBoqnypLmawB0eKkHluvFrKF2X4cj3hHt6MfoCC5VqYNqclHG0GKEKlyXbIwzFPLPhl+LKxRTAKulTi/bR/l2/WCV8mhqP+DSkkZ7i4xsKX6yJ4pyxX2SeyXyx8GfHYBW3bdaArHaQyIMplFz380rJc7Gt8qBZ8GXnZHQsbd4Kkoj5SXDJhGGSOhStV4Usv1454OfYphBvE0A6Sw5et2RjhYADBSGNwPTWwKnAGvuU8Q4dmI+n3EfhikCgF/1Ae7PTNcSw3n3rU1g1fhIiI86sFX8gEWmNqAwgmayJglyp8IYHc+wtT6MrrM8fOIX3eF5QH6WOCmwNa2g6HUCBWgdZRYDsAACAASURBVC9G6hoYbcPAlx/BFPY6qQlfflREJllGE82aqcKXoSHQ/SQFlOALPgoR+qZu5YvmPi6WlS6l1znxBW6lY0RtTEj7N/hCrEG+vq1EwdwSNDvUAoNdemHk7QC6sobYjtVvYIrC5akqhXwCX1YZ98aH0VnQCTTE9PluyC78oJDbE/iikyFFwz188MQC3P0mhNMKqzrhC28x4CeHL/3lNh5kn1Pfp+Bctx/DF5JRQLKjQgP3QSu8CJqxFnDuY6Ui+SfbIdcvVyqBu+PIX8t8ocqXcnyaVEb77lJ/X+rnW7MR+NK/XmNafGHb8lERsHgoVsAXp7MOkD2qQtCnuuDLboiiSzHx/QQ0tWsO4lNMxloSGElaWtpnnG19vk744m3dHdx8TXwem6cCX1yn2VLliwK+bJRAL7Aavqxu3QMvB2ZDvEoTi9ZMQ2rec8V95kPgy2sZGhDlC4CLGaUU7tQJX2aLEbqTsR1roVNfAR+EFUJsbRhTJ3w58SAU54q/USBxaPcRFK7MhiDSGKOG2yj2ge3H2cR2TEvnl+ELWaH9eUYJvg79ifLlsgc8zGvAF6cQaGdKYLaXiwQ5fJHlCBHx5AfKl9NVWMthVlxOi3f/f+y9Z1hT2QK2/SSEpiAdVBB7wd77KHYBu2MvYwGxV1Q6CKFjw96w9z7WsaGiItaxV4oiLfSannxnrZ2EhARnznuu972+H+75MxeGzc7eyS7rXvfzoGstS5pZT5afwZfYpoPx96MclC4uR4cz7dGxZ3MVfKkVYg0DPSZ2TBAohZHimBH4skLaDymTv8N8gyXGTxmG7MIvqkhR0vnCLpLCcbMY+eJyJH+UUbijNF9yeJk43EgBX9bowTeYgS+jLRuq4kxU8MVbiqDAn8EXxnzpeLk+6jeqq9Uppw5fjvA+qQpldd1/5Obm4lDjeLz04iGjRyUsZdIaY8p0wRffzqGQsSSoHyPAMyV80ZMg9pZu80X/sQTBaczgI4mem2LhqIpdO7jnCHjLMnTCFzKZ5fLJV9ALlWHU325gGRVqwJfUV9nAZgJfpKgVqafqfHHP6QXekmy0OtUE3Xt3REl5Nlo4OtO/T+CLoI4IPaJNkFyYjvTnhhTu6IIvdTbUgef8RTXCF4ddDTFlRs3wZd3CWNQ6IMagl21Q29hUNaisPCb/J/DlMTcLvJYitIAM+9y0Y8fyir5g3KNYbfjShIvixkLUXl0EoVwKA796EDWSIrZG+CJH2CvmmJHtJMCBzH4ny8/gy7Gu87En6iqM4wGfap0vBL5c3JkIzlUBxJP0YLqThbL6Yjqz//e/O0EUVoR+SX3gUNcMImmlKraIwJf81nyMC2uKAxlJkN4xQ8ed1pAfKsGa3yOhDl+annDEsCE64Et0PAqDc9HoihUmDNCEL2SySENFdxSFL/el6H/3N9Q31UcT+6rZ+9XhS6FEoJoUo+t7dmD3WeQt/6yCLz1ZbJ2v/5CeQPsaqsMXMsCUS8yX2erwRYrovbrNF7mhHJH3A0E6XiY83qRReh2yNAacavBFab6QAZyoZYdQK4GNoG/+IPBl37nP6LbBFovy5yN06nawv4qBzgYwP8OiICwlOBMdbyngy49ZKCr7ATabgwZ2nVHKl2CbfRQ1jhcH9oX/x4uwPW+JVicIfJFhzm/+GvBlQHIP1LO10uodiF2xGdJ9FRjw1AndW47V2MXq8MV7WCj0v8nhnuAKFhtwtOuqem1a1mPMfLmf7ot/BV8i4yGKLEDCkTSUGbI04mPVN0AXfCkrEWJnvQ3InFSBTDX4IpgNhMRWWQLK9TDwBYj40x+fvifA/c0JChyUs8l9SexYDfBlb681iHE/DoOvrKrOFzX44j0wFDKBBHLrqtgx0Yo8WJxoDIP7YhpBRSLZahma01ibDylpuNzuBN7MLcA6n/GY+fIAtdfqP6oyX5TwhRR9kwkQWQWftOHL1CggqWb4oozi8u4ZQmeGzz87SLUNyv2ihC9kcDfy9TH0MLHVCVOUryexv6TzJXF/OsrZbFVEW/Xv5NXn2xChKLZW/tuzpBdIGPQXeJ58PB6c++/gyxAWQg76QvkZUI/y0QVfiPmSVJaNkO6LsXniBdovEvlAG774dA0By5oNqYCJHUsZUYKUmQXovKsh0/nyKggf0+/AyqwBbCya48G9e0hyeUSjrqIWTqTHrMtGG9TOUYcvETA/A1TYMddgZeyY+rMQhS8vpVj18l/Al/pyzI//DRYm9hqD5gS+nCzLxp9DGPiyvulgdG81Qddpkf5sTf8wyGRCJCvgS2zjQejReqLW67k3lqFYKtKA3AGrdqDOjmJkxVXiWT2eCr64veqJ1s01TYx7NxPxZPQD2Gywx6z5M7Htji/uVvJwWj12rKkidkwNvpBrAjFfhjdzwckeDyAZbYB1O9eodb7UAF9W8TDBtR7ezhRS+BJ9KhCvvl5Giwa9acpF1No4sLdUIHPfD4xqzcCXoR4NKBzVgi/9hIi9zpgvnwTFGt1sZFC9oOvP4UtZsRSnnE4hcy4bs5e1UW2DcidHK8yXjQr4cqDDDDR16FvjMaPwxUGAv+cz3Vrx7aeieQNtU0YnfHFfj1rHRCg/Vok7+jwGvhyQwuPLRPpZVl9O7DuNjCVf0e1CRzgPdQH5DPwQ87FTkT5AXvsz+NLUsgcedHmuBV8kBL54j8afXS6i1Beoo5DjSOfL8oEd8GhINsrHAIFxC/H5x0PVcxGFL6ck4J3+jt4WTbGx4AtGTagBvowSIvaEbvhCnpOyJ/4DfLl1C89GPYXUTw8uk1prPZt5K2LHFihix/4JvgQ1DUVurwq8U8SO/dPrazz4v/7h1x74tQf+r+yBX/Dlf9yt5AGV3DiTh6h/A19o54sCvuxpMwmtGg3U2oLV1xbClM1BoFrsmI/HJlge5aPkEB/3jHMx5GEj6O+U6dQ3Txy+gAzPD2h3sjWGjxyNyJsr8FVUjr1qD+1cOy6+jNeOHSOdLzP7BiDKNBzyRQx8obFjXg0Y+BI6CWfbnoTYTwZOBFtlviwZ1h6PXLJRMZyFyHjNBw4lfMk4nY4B1i2wIf8zA1/Gl2DffiYPmcyuMUvnIFeRnUlix/iKDHXVzbZdGHgjK7FZK3ZsN0Kzn4NEcd25+xivRj5CiZcRuCErtPYtgS+5EgGWt1HGjjGKaU0LA18q8G46E5VwptdKLV2W/Nz9igc6GFtiiVqBpM/EKJjdkEJ2shLXJHkYeKkJWNeF8Pmykg7Wqy87YveiPDAPI5+6oFWbjiCfAbLEKDpvSkqzsbtuFXypih1zx4K67dGsjisudTqN2lxrLFzpQWPHhrg3hHySEXq7dsaLscmQBMrACWHyTknZLYEvgpFm4C/gICi2KhKI/LvPxDDUTpRDciAXjsaWOJzDg+ssR7yZV4xDmxSdLwrzpWC6GJG7A2mMhwMpsB3MwAeijutNsYVwCgfrtmrClzOPmdixqyOI+XIK3zxTII+ywJol8yEUSzTgyyISO8bmYIQDEzt2Y3AUjA3NazxmXLswpBDzxY2JHasJvtDOF4smmNrHV7Uu32FhMPwog97uEtwXlaDrkSbARxHCX+kwX1Zsgt6eSqwoWg4D/VqYc9kDrYzqYM1gxlh4kvwA9wYw5ovYiYkdk8rEcL62mM5OFaTb4cWEJ2i6vxkGuvbCqIRQBr4EmMHMkjFfhAFyGIYymjSBL2ut+uCNWwaMQk2wZBUTB6Nc1pAM9O9S1NsuRKVUiDspQgxcaY+va/KxK3g9JETjr7MeLDkLgmUsBER409ix/qZMjAdZ0j9+wunO51AWIECIj+ag6i6F+UJmk0eE7gEnIh92h5th5njthy0CXyrlUsxp5sbEjvX2hpVF4xqPGYnHyexfZb4oZzVV/wUSjdjflMAXNfNlFANfpIdLcUNajAFnmkKepBu+bA7aAVFMMSZ9ngBHh2ZYfnU+TAl8GcbAl4yMTzjR8hx9OCzoXIkEhS045LI7Vtfvinqs3rje5wqs1tfHTEXsGIEv8nkMfPk44y1EQTIYrGO+Z8R88WnTB0/7f4PUSx/eIZqzKgl8MXotQ939Qsggx/kMBXxZXIC90UysFonRM6hgo3iuFGFb/GnsWHNDYn4w8IFfWo6tdbcgZ5kA6yM0j9mRB1ycK1KYLzsOIn9VFozj6mKx+2ytYzGHwhcj/GbXjsYiJKo99Og6cP8NfHG3boXxPVepVuM9kHxWZbDZXYmblflos7cxZNliRCVrDzCGLlwPvVMC+OYz1xUy062rsSVWKODLrZvX8HL039R8MWjGp7ne5ZX5cEnww8amw5D9xgAf/3iDDmc6oGOPJpiYsIkxX0KtYahngGLfLIgCpTBQgy8r4YyvE9IpfPGYrxlX5O0cCnaxFA03SZAvKkPSJxn6r62PVL987PBbj9y8bBxqeIBuq8RbDz6Ba2js2CjFtZX8/NPHV/iz81XwfSUI9NecHU0eut/9p1NljxuJHdsCWWw5+iW0R48eblqHgZzD+htbon4taxzL/4wL1WLJ1H8hLzcfBxrvgdJ8sZJJdb5eLOFj4F/Lsc6hBwZ2mKNahV8XLqQsMeyjhXhamU9jxyQcMWJv6oAvUyNA4UuqEr64Y7J5Veza4b2HkLOUMV8aWTOxY5m8V5j8dDvi203D3TOpKPbPpvBFblSA5TfPUPOFnCtT/s6h8EXgI4NRBFsFXzx5fZG96AecTjfHCLffNfaVb6cQCOqI0Se6Dh4VpCL9hSF6htshf2MBojxjkZz0APcHJdLfMd9oCg/PxTR2bJVdO4zotpT53O1YjI6r7NFgd0NMnl4dviyFUC5BxPDtUMKXad/cUN+mvdYxI/eMnuYOqBALqPmy5SexYw/vJuGR610kh2Uit4VYKwNduXJe4SeMT9qAuBZu6NR8lOpvkofw0sZi1PYqpCaxoX99CBtLsP5sDeYLT4awl4FQRs+ttW2LEd2Y68zG0K2QRJRR86WnkbLz5RoWfrwAEgGyj/snpHtK4ZW/Es8/X0Tk1ST0CawLar7sTITeVSGkk/RQeycofEnalIERrzpDFFaM/o/7oHv7fhr7isTC5LXhY0Joc8RnPIQkwQyddlhDfrgUa8ZH4Nyx00hx/0p/p/nJRhg0aBCNHVM3P/bGxKMoKBeNLltiwkDt2LGGBkx8odekCJjfl2Lmm3lwtLbV2I7S8iy43VsH37rt8XfhVxRIfm6+HNx7Fryln/FgawYK7aToxdaDenehcuXv02/D890pHO08D471uqj+JplklNtPE77wB8kQtUeH+dKTC7mhDJH3ApGT/x4TkjdDPconZFksOMeE1HxRxo7df3MIft8f0vuioDkxYN8WUvhCYscOXEih8GVhwTxwp+4E+6sErE6GMDsjp/AlLSgT7W8z8GV+xh+q6C2y8eVCCbbUi0LKyFIsCfgNfh8vwPYCgS8WsL4qwZx+ARqdL4Of9ISVlRmNHdvTbjJaKc2XlXGQ7i3H4GdO6NJCG74MqVMfc/uFgMAXToYM3Pfa+0UJX0gHxem0u7DiGMF36EZdlzGQ2LHdkfEQqsEX9fhY9V969O4Y1qbfwxXndahTuy79p4pyEbbbrkfmlApkjq0yXwRzgZBobfji7xQKaUsWIi74Q/kZUI9d850WBv0njPmijB07n7we8bwPuDRyL3zHRoD1VUzhC4kdu3GqBC1Pm8M/2x/kuioVigGrKvgiWZGHOicbwfAe0/+hvnxITcPltifw2r0AXJ+JmP5iH9rst4R9Ui10+dOSgteIVRvA2SGE2FgGz5TJ+J73jsaOne3JxFWTZd2MKMgfiDAjcQiaOmiaL4Muz8MiYr72WAXvXgx8iXmsfcxefLmAZZ+vUVsg6s1RdK9N4It2jJhy+8OXbwKOVCDxQDrKWWyVJVT9IF9+ugXrc9+o7uXIv7988gq3nK+Ct6ASLwbkYlotRxSM0ANnnSFWrF6p9Tmh5sswNkL2+0D5GTjTcznsFBMf1eGLMnYs/n4QHpZm0fhQH2cu5BIZhS/K2LF6ySYI/RQAny4hYNvqQcIn8IWjgi9ddjeE3jcGvqgvD+/fw6Phj/DEi4fYBVPoMeuyyQa1szkYcaoVerWeDL8/ImF+Wo6KumIEpwbizqt4GjtGornJswpZvCeGw+BvCVY8mw2LOg1Uf0LV+dKgN5zbM+ZLpYMMG25oH7P4+8E4XpqJ8wMiFLFjg9BTB0xRrnxNfy5kchGS1zLmy4YmQ9DNSfNaTX7OvbEcRRJN8yXQaydMtxche0sFntbNU8GX0W/7oEUTzWvHvVuJeDLqAWw22mOW50xsS/DB3Yo8TfiiZr4c6DCbfm7JM2wzI5JgEUl7fiQK84XGjgXaAw04iLwQQM2X8iViGBzQY2LHVvEw2c0er2bwVfBF/ZhFr40Di8CX+B8Y0aoz1mUy8IX0t0YfZGLHSH+XxVsOcvsLEXuNgS+fBcXYrnYfHtSMi8LOumLHTmF12m16HS4vFuGU0xnwPNiI2az53E22KebWKjzjlyC2OxM7Ru63mjtq7j/1bffrzEWpPV8FX2oyZVZemw9rPXKerYp3DJm3AcZHhKg4zsdtTi6G3GsMTrwUnilTYWWm+Tx4PP4UfixOQY+LndBvyHD6GfghqtCIXSP9l8Q8IebLxb5+NC6Pdr6YN8SIzj7Yax0D/tLaCIxcipGX3dFpuSMkfQ0wy3sULna+iHJ/Nky4Mvr2CHxZObgzEgdnoHIMC+G7qo1bEfhyWoz8kxnoYdkYmwtStOBLYMtQmGZwkDtaiNjjBL4shpw8sykm85G/E2EVhuwJfMTtrB47tgVRvLf0Onz75i28GP0U7EBDrPLWPv/4KOCLZwsmduyfYryrw5eaJjPqvCD++uGvPfBrD/xf3wO/4Mv/uIvJgzS5WaSzl9pOhFNDTf1VffU+3UjnixAvFvNgI5Ngc/fFaGDXSWsLyMBlLbam+eLrGUdLmcuOCpFgkI1xuQ3x5lEJIqPnaumbp49eRLrHe7Q/3Q7D3EZQ8yVVVE5LbZULty4XX34vQapLqSoPkswqJ+bL9D7MzYV0mRG8I6qZLyR2rO0pSPxl4HCZAcaHITlYNqQDHrhkodKVhYi91S5inrGoc1gMkp1J4AsxX9ymOeLLuFLsi2cG8kmpH4kdq4Iv2uYLt24Y8gh82aPZ+XL77z2qmJw7dx/guWsi9PwNsdJX+yKmhC8r2kykttI/FZEFtFTEjk0vRH2ZFLucgzTKCZX7k5gvHWoR+FKVYew7OQp1rksgO8mn8GVUmiPefizGwa1Mkbb6smv9fpQG5GD0yxFo0bIdNQfIQjLkyVLB52G71T4Q1TyrV4UKKCjNl5YWLjjf9iRMudaYv7LKfMEUI/QYxsSOacCXTZlwa24KvlsdVC7iIChGM+fYZ0IYaj2SQbY/H46GFjiUl0t7EtThS4gDF8aFeiiYKUHkzgBqvlD4ojA/yMwVAl9E0/QRFKcJd9TNl7NHzyLV4zPqbrfCjFnzdMIXAiNH/hfmS+qEEnx2LUFDmRRHahiQJObLROtmtMRSufgOD4PBRyk4u0pxT1yCfu8dkZpdgv0bmYFw9SViRRw4uyqwupL5fWK+tDaqg9UK+PLy+WPc+i2BRhEQ+KIeO0ZmZPIzbPF8bDKaH2yBwW594JIQRG/uDAPNYGZlCd6yNAgDZTBUADMCX3xtfsPfLt9gxDXBkpU64EuGFPbbhSiTCJCQJsLA5fZIWVuAnUHM9pPvNVmEK/TgH7aGWgTOdZgYD7JkpKTgRLtTKA8QYF01+LLzrh+U5ktk2B7oheWjy6VWGDhIc4CErIfCF5kUcxXmS00wRbk/STxOdv9yvJ9QBAeZFPsGR6KWsbXWPtdpvoyOhs0jEWRHSLdSMUZ9aYLXafk4vFn7e7Y5eCdE0UWYljoF9es2ouaLqZ4+QhSxYxk/UnCixSlaCJrbRTN2jJgvdVm9cK3XJdVDHTn/u053BMuzFlp3bYpPM99pwRffDv3wpE8qpF4G8A6pAhDkzXmP1oQv5zKLMcyjAT4tKcDeKEXni20Y9MvZKHGXgRvnR82XVkbmKvNDIpBgo2UMeMsFiAnXHFRVN18O7joC3ooMNDtgj7ETZ2rtW2K+NCTwpW77fxU7RuJxPs8opOZLE7kMB9WuL+orJ9GIHrZOtIRWuVD4kiGF7W4BblTkodMrB3wvLsd+Rc+N+u+HLdoA1km+Cr5UN1/u3rmJpyOeITEyG4aNK2m0hDJ2bHMLF2S/NcD7aa/Q8RyBL4z54jrDEbVDraDPZmLHxMFy6AczkJOYL16sgfj8eyosNljCXQd8YZVI0GSTDLnCUjz+IkP/1fWR7l+Abb6xKKzIxz4b5lor99XHGn8vLfPl8+e3uNjxEjXbAn21zZd3/CJ6vd4QvA3S6FIMTOyMLl2GaR0zEp3YXxE79k/mS35+AfY77sYrrzx861FRYxcF+SM6zZduoZDKJXBQwBfbJFuUscTYxdX+nvlPjYReshjrUqrMl6mWDVWxa0f2HUH2kgzc3KGIHXPbg+z8d5iYHAcyEzPhbAqKfLIw5tVIyA3zseTWaQxe7IDmB1vi8/NMsOLKIfCVwyicpYIvCwuc8WN+OpzOtsAIF82uCApfzEToG2mBR0VfkfrSEL24dsjfVIioeTF4mpyEuwPu0v1rvtkcHh4LtMyP6TsWo8MqezTe1xS/T9GcrUtMXZFMhnCXbQhZHAvjeDFmZIzRspKV+5bAl3KxAM/Kedj8M/hyLwmPXO7iaXg2spsL4aJvrLO7Qmm+bG05UmPWJIlWKWkkQm0vxnwR3jQDx0qOjX6aJeD0XDScC3auDOEvmV4i8hkgwMFFYb7Ehe+AkFtMvx992HoasWPk/L6bew7SXaXwLvbDk4+nEXblAfoG1MXQR4Nwbts96F0TUPhisoNFY8eSNmZgxNuuEIYWYmDyb+jSTnP2LRlAyG/Lx0RuS+z7lgjJPTN02mYNHC3F6rEROH/iLL7OYXpOWp1tioHOzjR2jFxbyQAkWeI37EeBfw6aXrXGOGcPje+PhvlC4EuiFF5py7SsZCV8ITFdL/I/45/Ml0N7zyJ36Wc82paBfFtpjV0USutBy3yxDUNufz4EfzDmy48LRrBpoY/Q5ZqDN+TNkBgnuZEckXerzBf10uvQ5bFgHxXg+oEMVezYw7dHqEFMBn2C3WPBusVHUHoANV/iz3+h/RGLC+cjZMp2Osiv18UIdU7Jkd9agO/BmWh3pw3Y8ZVYnDUXJrUYAEGWSpEUm+tF4uuoUiz37w+fD+dg86clWh+xgPUNGWb39cP2mD2oCGJmUA//+zdYmplqmS/rV2+BbFs5hrxui47NRmocsymX3TFILXZM/4cM3Hc/hy9n0u/CSs8IPj+DL9HxEIYX4O7JVJSy2Vhs2VgjXkm5EUrr4frAUNQ2roJ05L5KCV8GmNjixREJWvQwxRoPXbFjoZC0BCIuBKjMF/UoHx8KXyRI2JSlAgp/Pt2MfTlvqKnoOzYcrK8SCl/I9f3aiUK0OG2OgGxF7JhIogFfpCvyYHaqCfTvirTgy6f0dPzZ+jheeRYgwnsqpj7bhTYHLGD/yARd/mQ6XyJWbwRnm4CeZ+enTENG3lut0ud1M6MgTxRi1sOhWrFjJLJ1kQ1z/ffpFQoZpIhK0p5koYQv+9pNQcTro/9ovkSs2Az54XI83J9Oj5n6uUr9Q6PLfHn17C1u9LuEvIV8JA3IpTGQ93aXoaebHdwn6oIvXEiGc7Au3ltlvqj3KKwdEQpWroROtFLGju2/F4yHZVk0ccLbmQso4EvcnbV4fRBM54sCvrBs9SDlM7FjKW4lSCXmyx4SOybVmviV9CARD4Y+wJM1PMR6TsP0F3vQOc4aJlkGGHGS6XzxnxUJs1NylNcj1+Cq2LHq5ovBKym8nus2X8Ia9EY/Al/ahELUQIro69rHjLzHY2WZ/9p8Wds/DBK5EE/W5lLzNqrdNLTS0R+iy3wJXrMLtbcWIntbBZ7a5mFicUO8ulECn7CRWuZG4p0HeDwiEXabG2Cmx3RqviRW8nBCzXwJbB5C4cenCcU43Gk2/dwqzZelA6MQWp8L6RgDBG9XM19I7NgFJnasfKkY+gfYMCzVw1MvHqa6NcCLGRUQdJIh+qTmOSnKOw7suApkHfyBkS0Y82WIpwN9ll9/aCU9l/h0D4HlW/1q8KUE2/9znlYugS1CUdSJjy0nNaEkud6uSrlFo7jKS8Q41uI4BItZCIiuiohTroOYLy+EpVj/L80XYjyX2wvwcn4+7GRSxPVYqtUzTNZNzBcbCrmr4Evo/A0wOiRExUkBbrNzMD67EV4/KUJszEJYmjXSOLefPHAW3xd+Rs/LXfDbwKHUfMkU8zXMHwpfphchfUhV7Bh5HnC1agKXjmsofBEsN0VA+GIaO0bhy28GmLF6FI0dq/BnoTaX4BGAxI55De2K+4MY+BK2q2oSJvn3wLkxMD0uQf7ZDPSwaFJlvkwvQvxuRexYy1DUyeCAN1aImKOM+cKCXJWkQNZDtjmHwJcdmtdv9fPSvYQ7eOKWDM66WlixmukYVF+I+VIik2D+vzRfgptxkdOznJov9nIp9g0K17heaf2BXz/4tQd+7YH/p3vgF3z5H3c3eUCNbz+dlt7VZLIo/wQDX5jYsUm1LLF4gCJ8sto26DJffOfHweJQBcoOC5FglE0LW/eU/MC53l5a+ubJw+fx3fMj2p9pi2GuI2nGZ4qoDLvVzZe6XHweX0zLMZXrmEnylJXmS51wyBcYw1vR+dJ6tSPE3QwwP2QSzrQ5CUmgHHpclsp8WeHSGfeHZ6ByOAsR+7Thi8lREXJOfUd/65ZYn/eRllR/GVeC+HjmIqY0X3gjhYg5GYx1is4XkiuuXMhMlHw3/s/Nl3vJeDXiIVj+BvDy1RzoJOsJIJ0vUiGWt2bMF/XSSF0fBXX4ssiykcZAvfrrdZkvflOiYXpdLqBhhQAAIABJREFUAvkJPq5KeKpjpsvE2BmzD2VBPIz82xWtWnTAmusLwJaz6AAHWSoq87Hdeg+ereAhq3fVoDCBL/Pt2qOF+Qhc7HCSDiguXDUPzlfmYbC7I+QTDdHHtQsd5Jeuk0MviBlgJObLiKZ1UDHKFPwFegiKqWa+EPiSJAf25cPB2ByHeAx8ee1ZhMMbmWOmhC+FMySI2BWAZVfn084XpflBZq6wp9pANJWD4Dht82V/3mdqg5w6chrf5n1Fve1WmK4Dviy+4gkTth7cFOaLemmkrmPGtQ1D6oRifHEtRZB9VwzuqDnoovwdMmt8oqVm54uPaxgM30uhv6sU98UlGGtig8vlPK2uBbIO8vDH3leBlYUraHk6MV/aGJmpisCfP3uEO/3u0QcyaesK2q8gk0vR/+pCOjuX/90OL8crzZfeGJUQojBfTGFhbY3cZWkQBQMGimceAl/8rAfgpWsKjEJMscTrP8UtasvaoVxwMiVosE2McokAt1OFFL5omC9mG+h3VricDf/wtSAF9v1N66pMkm9fPuNUh7Mo9xdgna+2+ZJckYt4t72I5O6GXngBOl9uiUEDx2kdBnKzSODL7OaM+aKcpVTT6ZaYL1kEvkwsUj286nqtTvNlDIEvYsiI+SIpprPKdxX/0Gk8bQreAXF0MaZ+mQh7+6b0gcFMzwDBCsswKysFR5sR+JKL3C581TqGXvKAl30X1GX1xl/UfKmHPzynUYuJxo55GqFdt+bUfJGEyMEJZL5nxHwJ6NAfSX1SdJsvo8Ng+FYK+30SSCHB2R/FGDavAT4tzsfeaMagIjF6BhS+SMGN88dCYr4YmavMDyG/EnFWm8FbJkCMDvPlfHE6tUEO7DiIvFVZaLK/HsZPmqW1e+de9kADjhH62LUDN/OpRkGtrmNB4MuXGYX4MrQMynxwXa9zuewBLfNlMGNp2e0U4kYFj/aW3OMX4rzaw7HqvL9wA9hnKuHHYyAFsbW6GVth2SBmADnh9g08G/kc9yOyYdikEmdG7kUFvwDD7/gy5stbI3yc+YoxX3o2xcSEjXCb0RC1QknsGGO+SNYBHMXzMhlcXqM3CB/HpcB8gxU85mvGFa11DgGrVIpmG+Xg/aec9uEXKZwpfMnHNt/14BVk42ADxnyR+nDgHbCa6XyxaIgZfZnBuI+f/salTtfAD5Ag0EfbfHnPL6I2yPpAJnZsQGJHdO3iorV7Gfhihfq1rHC84LPO/af8pXxeHvY32ovXXnlI71GB7a1Go11TV6111mS++HbjQgoxHKPEeFKZh4b6hsiSCDWMWuXK/KZGgPNEgnVfFfDlsgemmjuq3v+RA0eRvfA7bm7PQCMbCXa77UZW3mtMerIN+9vPwN2zX1Hkm41Rr1wBg0IsvX2GwpcmB5oj7WU25NR8AYwioIIvCwr6I3P+NzidboERbtrwhW8hQv8ISyQWfEHa3wboxa2Lgk0FiJwXiydJD3Fv0H26+Ur4QoqiV9q1V5kf03csQodVDmgU3wQTJk/S2G/E1BX+xyyJcNmGdQujYXxIipnpo1WF1OovJveM880boFzMx9MKHjYP2IratQx1nhof3XuMhy4JeBaehazmIpzouhD2dh20Xluj+dKci5JGQpisKoKAwBeZDLUV4KT6Sih8yZMh/HkglJ8B37od4NKFmQiyOWw7RGEluHzsG3obshGh1vlCzZewi5DtKceqvBV4/vkSIq8+pObL4EcDcXH7fbCvCSCboI/aO+XUfHm6MQMub7tAGFoE58e/oVt7TfhCzBdeu0pM4Tph77f7EN9l4IvSfDl7/CxS5zLwpeWZxhjYfzCdfa1ufuzbEI9C/1w0uWKJ8QNqNl9WT45AnUQJVqcS+MIUUiuX0vJsuN0Lph0pLwoIfBGqjGRdB+3gvnPgLfmEpK0ZyPuP+fLXoDDUMtKeSFCT+ULM3TxivvzBg6OBMd6IKtDZyEx1X6X+N8lgNoUvCYHILfiA3x9vQkzjqtnn3OWxYB0T4Pr+DIxUTIxJfHOYGsRK84V1R4Dg9ABce74d+89/YWLHCjwROnUHWKlisDsawew0Y75kBGfC6XZrcPYLsODHbJiZ1FNtDoEvmwh8GV2Clf4D4fP+DKz+tIDTMQvYXJFiTv8AbI/ejYrgAvo7w1/2hbm5CZ19vbftZLRsqOh8Wb0Zkt0VGPK0Nbq00O58GWJaH3NJ58vwUHB+yBD2Vhu+pGc9xoyX+xHTZBBOpyXARt8I3kNqNl92RcdDFF6AxCOpqDBg4bZaP6b6/tZlvoiEUmy2iEbm1EpkjskGgS/ny3mYVM3QVa4noHUoxK2AyHMB+JB+G/PendJ4/77Tw8F5IkbCxir4cuHJRsTz3uHPEXvhMzacGkkEvhCz9a9TxSr4Qs0XsRiwqDJfsDIftU82gsFdJnZMffmUnoY/W5+g8CXSZxqmPN2JNgctYU9ixy4y8CXcawP0twvpedYzZToyeK/p7OuzvVbCVlGaHfxHNHBfiJkPhqCJfc3mC4UvLCmiHmkP5L/8chFLP18FgS+Rb46gh0ldePbXBo7K7SedizhSjqQDaTAifR467h3Ia3WZL29fvMe1vheRt7ASz51zMduiAb1nVHbTVP9ek4F4sYseQvb5qMGXqve/ZkQIWLlSPArOwWobJ4zqvhz77wfjQWkmNV+ILQuJnDFfbq/Fm0MANV8+MuYLq64epBVV5kv6zHx02NMInDSpVt/kw/v38Wj4QySvycWmhX/QY9YpzhqmWfoYcVJhvsyKhLkGfNmPwB+PcWfYJvqsQhbvSWHQfy3BqidzYW7qoHrLqs6XBr3Qv/0s+LcJgdBRiphr2rYkgS/EfDk3kDFf1jcZhO5O2jFiypWT2DGpAr4M5xjDZ8hGsNnMvbL6ost8CVq7CyZbCpGzrRJPbKuepw91mqWKqlSu497t+3gy8iHsNttjpsdMbE/wxf0KTfgS1CIUmb3LNeALeYZtamROzRcusZ1GcbBu51r6bGcbVB9w1EfkeQa+VCwXQ39flfkyfWRDPJteBmFHOaJOMRMYlEvk2jjobalA9sEfcGveCcGZTxn40rsCMQdWUvNFBV+chYi9GkwNqU98TfOFmBbFHQWIO6k5AfXxe8Z8Ic9ZZcViGjvGXwwERldNLFRuS+wtLzwXFCO6G2O+HOjwB5o6VMVsVj8W6vBlem0beBKQqGPRZb5w52+E4SEBKk8KcIudoxoD0WVinDhwGhkLv6Lbpc5wHjQMYQr4om7+ECv0/dQifBtarfPFvBHcOq/FHpsYCJeaICBiKUZeckfnlY4Q99XHrLWjqfnCD2LDeF2V+bJmaA/cHZiGitFA+O5q41ZzY1D7rBjFx3+gm0UTbCr4QruKP00urup8qQZfyPgSQTtcNfOFPL/xxvGx+Sfmy93bt/B05FNw1hljxerlWnvX59oiFMvEUJkv/5AkQQypXAV8WW7djHZF/Vp+7YFfe+D/P3vgF3z5H48FeZAmGiYpKvxv4MvUWlZYMEC3Ur3m2kKYsPUROKyq8NFvfhzMCXw5KkCCQQ4tr91XmgVdRVpnjl5Emsd7dDjTDkNdRyDqJtP5QgY4lAu3Hhdfx5Ygxa1UA74MtWBy6SPNwgECXxSdLwS+SLrpw5PCl1OQkXsLrhxsGQsP1mXDy6Ur7g77jsrhQMQ+zZm8AZ4xMDkmRu5JAl+cEJv3ns48/jJGDb60CYFZmj54o4SIOUHgy1JaYEsGM5RLqD0X+S4kdkxzv2mYL/fu47nLQ+gFGmGlt3bsGLk45kpFWEbhy39nviy1bIoJvTQhhXLbdJkvflOjYXJdDJzk46ooT3XMdMGXXbHxKA3MxZjXI9G8WVuQzwBpjSADHGSpFORjm6Vu+EI6X1pZuOJc2xMw4VpjgdJ8cW9AY8d6uXTCy7FPIA+VgxWggC9xmYh0Ho7rHV9DuFAfgdHVzJeJ4TB+JAU7Ph/1jYj5kkMHLF/PK8LhTQr40oAL4wI9FP0hQfgO3eYLe6otpNMNELBJc/3EfInP/0ihxpljZ5Dm/gX1d1pj2kwPLfNFCV9GNOgNn2+JuDV0vVZsm/rXOIzEjv3OwJd1Dt0xsMNcnd9yYr5Msm6uMcPR1zUMBh9k4OwsQSKBL7VtcaU8l8Y9VF8IfGHFV8C7hJkxM+fyPLQxIjEmzKD5ixdJuN33LoUvktaa5ktUY2cIv9fDs3FJaHqgOYa49YXb7SAKX4j5Ym5lgdxl6ZCEABzFffzVw98RYDMQz4d/hRHXFEtWasIXEjumnyVFw61SlEoqcStdgEFL7ZGyJh87g5ltijaJoPBFtFIPftw1YGBGlfmSmZaGY21O6DZfEvyQXMGjhc/R4XvB4uah+9U26O9cFXOj3EdK+DJHYb5c6uev0xhTvp4xX8rwfkIxVtu2xqhu2rN/yGt1mS/LCHxJEkF+iMCXkp/CF6X5MvPbVNjZNKSxY+Z6+ggetoVuSlZ2Ko42PYln3rnIUoMvwy57YDU1X3rjWq8/Yb2xPmZ7/kFnh9PYMU9jtO3GxI5JQuXgKL5nZGZ/cMeBeNjrcw3mSxgM30lhv1cC8t/ZrCIMd3fUCV/KPGQI2exHY8daqpkvMokM6+tEIW+5ANE6zJdzBakUSBzcdRi8FT/Q7JA9xv6ubb4o4ct/Y74o4QvpMOrTdrrO75nrJXd42LamhbvKxWdwGPS/S2G7i4+b5XkUviTyCykkqr5wiflymg8/XlXnS7faVlimiHi8m3ADT9004QtfUISht71BzZc3hng//W90ONsenXq2wIQ76+m5jJwrOcR88c2GLFQOtuKYEfjiYzAE70Z/gcVGS7h7ag7aUvhSJkXzDUCOsASPvkrh7FUFX/KLcrDffj/zNvwMsNpvFSZcdsdYyyaY2ps5V3z+8gYXO1yGwF+MAF/NB3UaO6YyX7ZCGl2GIY+6omPHIVr7hsAX59pWsDcmsWMfabdPTUt1+LLTaZxWh4zyd8nnOrRBLzi3r4J0JBZDooQvFXloyDGi/WnqRq3y9wl80XsqRsgX5r2Rz8A0y0aY1oe5N9ANX95h0pM4HOz4BxLOfEEhMV9ej4TcoMp8If1YX/7OhHxbOSRrWDAIA8S1ZTRWaXHRAHyfl4bWp1vArTp86RwKvrkQzpGWuJ//BamvDNA7tC4KNhci0kPTfLHcYom5cz21zJcZOxah/SoHNDnYFOMnaA4wBf21FCLF/QoxXwwPiDD72++wtWqhdTjIvl1g0RClwgoKX+J+Yr4o4cvT8CxkNxfhVI+lqGfdRmudNZkvZKYsMV9MVhbR+ykRZDBhcTTuq1TnbDX4Qn5GtpMAh2GdF9CXxEVshzCUgS+9DNl0Ysi7tJv0Poqc33dzL0K2uxTeRb5I/ngaEZcfUPgy9NEQXNh+F6zrfMgncFBrB1BuL8bTDd/h8q4bBCGFGPSkPzq31RwAIuZLXns+poa2xu70uxDfN0PnrQS+lGDN+EicP3kGX2d/odvW7kIL9OvXH8Nu+0Hd/IjffBAFPlloes0a4/rrMl+Y2LE1UyJgmihFwA/Ne1eybg34kv8ZRVKhzhgx5X48vO8scpZ8VsGXG0OiYWxgpnXMSI+Dx7uTON5tPhxsqwx4cv/C68cHfxYPjvrGeKeAL0qjVn1FxHyR1ZIj6k4geAWfMf7xepCeqx6K3oXQlbFgH2bMFyV8efD2CL2PovBlbgxYtxn4cp2YL4rOF5X5QuALiR07BWq+ZAVnwSmhNVj7KrE020NjNi1fLMXGugx8WeU/CN7vTsPqsgWcjlqg7nUp/ugbgB3Re1EezHRejnzTHyamxnTwmExga64ofY71joNkRzmGP2/3c/PFhQtOhvSn8IXsi1Opd2DN+XfmS+KRNAj05bgxUrtXiWyzLvNFTKCTOYEvFcgck6OAL3kK+FLVTac8burwRfkZUO9R8J0RDk4yA19mmtjCo38oLj7ZjPhchfkyThE79lqH+TIoFFKxBGxzA9jcYiOzTwVYK/JRi8CXe2JqOKkvn9PTcbH1cRopFOU9nR6L1oct4PDARAVfIr02Qm+7gJ5nF6fNRlrOCy3zJXh2FHBPiFkPtM2XwZc8sMTOiZbQe/cOgYwlQ/TDn8MXYr70NLGrcaCXvAd1+FL7P/abutWg/h51mS/vX33ElV7nVeaLcsKOspum+pdVHb48/nASq1PvaEx8JOYLciUUvijNFxLJ9bAsk3Z0+QzgQiaWIYrGjq3Fm4NV8MW3ayhgx4a0QmG+jCiF/Vw+KrZbg52ubb48TLyPR8Me0l7CzfNnUXOs0xZrmGbqY+QpJ/R0mgQ/BXwhkDvkayDuvj6AgIwkjQlJ3pPCwXkjxponHqhjUl/1lpXwRWW+tA2FsAGBL7rNFwJfLgyJoOfeDU2HolsrzYkP6vtyrXMYJDLGfHHh1IL3kA01wJdlKJGINLqy1nnvRq24ApX5ohwDOdRpNhrX1wR+9+88RPKI+7Db4oCZc2dg+11fJJbzcFzdfGkRguxeFfg4UdN8aWpsTu8tyTGnsWM71lZ1vmjAFwk48SxqvpAIuBkjG+HZ9FIIOjCdL+pL1JrNYG+tRPahHxjZvAsCfyRj8AIHZPeswIZDXhTOq+DLACFirzCxY18ExdimNm4T0CoUxR0E2FINvpDrrVfKLXodriiV4ljz4xAtZcEvUtt8UcKXmO6L6PddF7xS33Z1+PKHiZ1G36b661ZenU/jHf3UzBfugo0wPEjgCx+32LmqMRBdz4NK86XX1a7o6zyEmi9ZYoGG+RNmy8WHKcUUvijXoTRfXDuuxm7bWIiWmsA/fIkKvkj66mOG9yhc6vQnhOvYMAxi4EtieDa8h/bCnYEp4I8m5osmfAmcGwvjs0KUHs9CN4vG1HwhcfkfJxVj/x6F+dIqFHW+c5A3VoToo0F0ci9ZlB2i5P9JykzuGD627NQEZurnpft37yDZNRn6IbWw3Ev72VcJX/6t+aIOX2o6p2ndkPz6wa898GsP/D/bA7/gy/+4q8kDKhks+OPvgzR+rKUit1jXar27h4JvRWLH8mosByS/RyJ7TNgGCBhWpW/6LdwC8wPlKDsmRIJ+tuoipqtISwlfOl/ogEFDXan5kiYq1yguIxZJythipLhpmi//BF8WhE7BqdYngHUsyNbJKHyRhsmx0GMWNrWKB39YDfDluBj5JzLwm00rxPB+Al9GCxFznIEvZCYpifFQLsS0yB9eibifwJe79x7iqct9cIKMsGKtbvjCk4iwvN0kzHt7Cmd7rtI5QKJ6UCKxY10q8HZaIVZYNce4npqdDcrXeVz2QPtaVhqxY/7TolH72r+DL7vX70dJQA7GvhmJZk3b0s+AHliq909idLZa7MLL5Txk9KkyX0iuKYEvTtZuOON0XAu+YLIR+rh1wbNRjwFy7VfcX5jHG2HSiMnYUW8/hAt0wxejx1Lo7y1AfWMLHMjLpoPMbzyLcWgjM+M8RAlfZkkRvt1fK3aMzFxhEfgy0wABG/4ZvtjvssHUGe5a8GXJFU/ageTm2Afe6ff+FXxJ/b0Yn11LtQYQ1b+XBL5Mtm6Bib2qrBxfNwJfpNDfUYpEcTHGmNjhWlmuzmLqiJVxYMWXw7uYGVAlAM7JqI7KfPn7ZTJu9rmDx8E5EFaDLyQaRZBhh2djH4MMKA4Z0Qeutxj4YkTgi7UlcpamQcZlg+3P3Cw63bSGo2k7/NUzAcZcUyzWBV+yJWi8VYYScQVupAsweKmDBnyJMgmn31nxKj34hq7RghlZ37/haKtjP4kdY+BLTPgegJuPHtfboF8/3fCFL5dhTosR9EH9Sv8gjQe86udHAl+ySOfLhGKNkufqryN2Xj81WET+fdnYGNgmCSE7yMSO/cx82Ry8C6LoQvzxfRpsrR1p7Jg5xwBBCvMlh5eOw42O49naXGR1rTJfhpPOF4ceqMvuhas9q8WOzWBix9oQ+DL9LWThbLB9mWNW77gJnLsPwfGm5yFfbYg16zQjLbyJ+fJeigZ7JRDLJDiTXYzh7iR2LB97oxhgRvq5DMv0UDZPjpBNvlh4xRMtjMxUsWNkqlVM7QjkLecjOlxzsIfEkpwvSKVRXId2HUHuigw0P+KIMeOmaV2i3In5om+Mvnbt/lXsGCm//Dq9GF+GloLAxN6tp+i8muqKHfMZGgbONwnq7qgyXx5WFtLtrL6Q2DH5mUr45yrMl0vu6FHbWnWuTbx7C49dnyIpPAt6TflM7JgafMl9Z4y3U19owZfaXEXsmG8OEM4GFMes2+N64JQ2QtLQJFhutMVcT014S+ALyqVw2shGFr8ID1IkGLDKHmn+edjuuwFFxXnYW595H6wAQ3j5rKwRvvCDxAhcqw1fPvCLsWvEbmwM3gZJdCmGJnVDhw6DtfYNOYc517aGfW1rHOX9HL4UFBQivsEuvPbiIb1HpUbJc/UVk/ua6jaTT49QyOQSNIgS4YkCvpCJDOqTOpTr8Z8WCb0nYqz7wgz2kc/ANKvGKvh0dP8xZC36hnvbv8PeWkrfqzJ2jAym3Dn9SSd8IRGNX19mQ7KjFHIvNjhhcjooOPxRG6Q+lVCI3/pMc7i5aubI+3UORYWlEAMjbJCY9xFfXxugd0hdFG4uQIRHLJ49SUKCMxM7ZrXNEnNm1wxfmh1ujrHjNddPYsfEcjnN+qbw5ZAIc75N0LKSyfqV8KVMVIln5bnY9C/gy/OwLGS2ENV4v1IjfGmpgC8rFLFjMhnq6OlrZJIrj5n38DCw8qWIeFYVO+ZfrxOGdZ5PXxIXuR3CEE348j7tJo1vJXEnu8LOQ0Zix4p8mdixy4noG1gPwx4PxbmtCWD9xQdrggGMt8to7NjEGz2QcPo7+OvyMeTZAHRsrTmARuFLh0pMC22H3WkJECWaovMWG+BICVaPi8SFU+fxZdZHum3t/2yFfr/1p6XP6vBl/9aDyF+ThWbXrDH2H+CLyQMJAjO0Y6LKK3NoJCjZFy/yP6FYKlTFweo64R3Zdx7ZSz7i8bbv4NnKauycU8aOVbeZSLwur18lhDPzaOwYgS9dqVHLXA/UFxo7VkuOSAJfCj9jfNJ6jQFQ7spYsKrBl4fvjtH7KAJf1rnHQn6LT+ELiR3bd/4zum6wwZKCBQiZuh1IE0OvgxGNMCp0EmLW+f44G/cSrL18LfgiEMuwoW4EndS1OmAY1r45DkslfLkmwx99/bEzdi/KAhn4Mvb9QBgbG9HBY/UegQ2+WyDaVlYjfBlq6oDZ/YPh7cKFXqa2GUDWrTRfSAH4aQJf9I2w9ifmy56Y/RCE5ePB0RSIOCxcqwG+KAfe1WPHpFI5NphGInNaBTJHV8GXKXXsMaef9oA1hS9OQOTZqtgx9fdP4ctjEjuWqTt2bHw4WF8kCFOHL2fMEZBFOl9CIZFKoGdmAOtbbPB6CbHg0FDs87vPmC/V4MvX799wvtUxvFyQj/U+c2jsI4Ev9g9qo+tFpvNFCV9EJjIsTZuL1Oxn2vBlThRwVzd8IbFji23V4AtbiugH2hbF318vYcmny/SzEPbq0D/DlxWM+fJ0fxpqy1FjvLAu+PLx3Rdc6nYGeYsqkeTMozB8R9G3Gq1rOhDvqod1e32g/AyoP3uvHRkKZEtoxLASvhxIXIcHJZlM7NiAUMjFcgpflLFj9Z7URuiHQFD4Uo8NaRkDX7JdBVi+bSS2e14HO00bvjxKvI+HBL5452LLQg96zDpttYZJpj5GnWTgizJ2rMxBhJDPQbj35iD8vz/SOBf5TAoD+60Ya5Pn6YQvygk1/m1DIXKUIvqq9meZvMcTJRk4PySannv/DXwh5guxdkbqm8BrcOy/hi8hvntgvCkf2dsr8NQmT2VRKCPD1M+LiXcf4bHrPdTf5ohps6cx8KWMh+Nq95fEIiHRTB/U4AuZjEXMFxIfTiZ7SkapwZfg+pA34CDqPBPLXrlSCr29oPClzEuMZatmYFP3I9R8iT5ZDb4oYsd4R37AtSkDX4YscEBWz0psPLwaxoaWIPdXlm84yBkoxPrLNcCX1qEoaadtvihjx8hzVlmJiIEvy9nwC9fufFmv6HxZ32MpJj3dBl3wSn1f+nUJRRmJHfPMp+NOs37TNg3J672uLYClnqFG7Bh30SYY7ueDf0qAm6wq80XX8+DpA2eRTmLHrnbFbwr4ki3ma8AnYpF8nlyE1GFlqmdKdfiyyzYGkqWm8AtfwsSOrXCE9DcDTF87Gpc6XYA4lAP9AAnz9qLZ8Jw1E3HN94E/iq0jdiwWxueFKD+WjS7mBL4wXcUfJhfhwG4mapfAMApfxosQfTiIxo6RhauIsSb/T8ba8kaTzpea4cuDu/eQ5PoIhtzaWLqS6RhUX3yvLUIJMV9ajsGiTxfp/ZaZqb2u2w/6s6DmoeD1rMTbyYXwsmmN0d11T2ascQW//uHXHvi1B/6v7oFf8OV/3L3kQZpc/Ini/k/wxad7KCoV8GWWSV3M7a99A0o2Rxd88V+0BWb7y1FxXIjbnGyaUbu7OAO64Mu5438iZe47dL3YAQOG1AxfUseSUvKa4QtroTHWKjpflObLAu5knHI6CYSyIAti4IvlemvMXeBBY6gEw1kIr9b5EugZg1onxSg8/gN9rVtS+OLyhyO+jlIzX9qGIr91JerNraADoTrhiyMXwmEshO3RnKGgbr4kPniIx0PvwyDEGMu8tPXNwOtLwJMKsaytAr70WqXVmaP+kVCPHVPeVOv6yBD40rGWDRYNrLJyAqbHwPiaCHrHBbgs5v3UfNmzYT+K/XMw4cM4NGrYkn4GOCy2apBECV/+Xs7DdzX4Qm4w5tfrhLa2I3Gy5VHNzhf3BlCHL+xwFmS+TN5p2zNOcHEdgyjT8JrhS7IUBnsKUc/YHPvzszFiWnX4EopU11J0maRHb1bVM9TJ3wi/sRyYagPZLAP4x9YMX5TxIY577TBp6pz/Gb6QmSZpv5fgs0spwhv2wW9ttWf5k+3TBV98RjCD4Ybo5ZNMAAAgAElEQVQ7y3BPVEThy/WyXJ3F1JGr4gACX4qq4EtrIzOsHMzcmL3+Oxl/9b6DJ0HZ4Lep1Op8Efyoi2djktDsQEsMGdG7Cr4EmcHCyhLZS9OAMD3AT0rXN/r1MMiEHFzqdgXGXDMsXsnEwSiXNUNDwcmRoukWOYrF5bjxXUCjelLW5mNnEDNwQ+DLyyX5GDPKhkboVTdJCnO+Y1+To6gdZo6FK5gZz8qFdL48Kc9D/IjdWB+xG7LQAvS52QG9+2hHF5GCQIFMhlkt/z18UZov6rOtq3/XdMKXcTGweSQEDpXhLzEDX/YXZeiMDokL2QVhZCE8smbA3NyBgS/6hggayliGhfnfsc/xKF6uzUWGDvhSX78PLne7CLuN9pjpOZMOpBKLj8CXtl2b4cOMt2BFciD3Zm7wu1/rhC6du2CH3V6d8MVndBj0P0jhuEcCiVyK0zmFGD7HUQu+fJxcjH5ja2Gec4g2fFF0+Ui9jOEdonnO04Avuw8jd/kPOB1vhBGjtUGJxyUPOBj8d/AlZXoxPg8tpfEuPWuImyAD7/MUM1+Vx9NnGANf6u0U4q8yJnbsIb9QZ3RI2GIFfMmpAb7cu4PHLsl4HJ4NdlNF54safMn7UAuvJz9Hx3Md0bFHM5X5YhpmDQ6LgyICXyLYgA8DzP74MR5pHwpwf8jdGuGLvFKCthv08aOyAImpEgxcaY/0gDxs89mA4pIC7Km3m+aAT3Z1wLieNZsvFtE2cF/srvExJzMelfBlU8h2iCNLMOJZTzi1ZmJ51BdyDhtQ2wb1a1vhWN4nneaQ8vWFhYXY57ALb7xykdaDD/XZ1tXXqxO+9CSdL2I0jJDgWSUPDhwj5ElFGpM6lOsh8IX9TEwz7clCPgPTrZpgSm8mBuPYwWPIXEDgyzfYW8u04Mvdc1+Qv+YHxr8ZCYl+lfnS4lBLfHmRBfGOErBWc6DHlVH44pvnh7PHziLV/TPanW2F4S6aPVQUvlgJMSjCFvd5H/D1jQF6r6uLos0FCPeIxctnybjV7w4ehGZj+eCOGNBhjpb5oTRfWh1riZFjNKMWq8MXg8MiuKdPgrVFU61jRvbtQotGKBVV/CN8SUpMxoNhd/AiIgs/mol0ms7kDyjhyw6nsWjbZLjqbwa2VMSOqcEXMz19jVgM5YspfCmQIOIpM7hCtjOgfhcM7cTE7m2J3A5BSAluHU1DJyMONV/U4cvu8POQ7CqBT6Gi80UBX4YnD8W5LQnAX3ywJxjCaLsU5fWZSLptUXtQuS4fw54PQHsnbfjC61SJmSEdsDv1FvgP6qBLnA1wtASrx0bi0ukL+PjHB9yK+4EYZzc0b9BTG75sO4j81VlwfT4YbZy6aRwLcr/SyLAOvV6vmRoBCl++/+/w5diB88hc+BFPtn1Hzv8BfKHxuv0EEMzgoaFBLbwRlaOrkblqUof6m6AxTsR8uf0z+CLE9QPfVeZLdfgCtc4Xbfgigl4HYwV8ESHieRDCvTaCtbcSy3I8teLUCJAnccJr/YZjzdtjsLhiQTtf7K9LqVG/M3YfygJ5IBGqh37zABt62vDFbytEW0uxJMddK6eedL4o4ctal1BwsmRaheRk/3zLfkKLyMlg8KnUW7DWN8ZaRRdh9S+kQCSBEr48OpoCsT50xsyS31MOvN8YHEEHTOmimPyQOb0cmaNyVebLNDMHnQOVpEND4sRC5Bl/VecL6blq6sDE7vnNCIeeDvgSn/OG3of6/gN8kUolYJvpw/qWHvJ6ihB9J4gOxuvrgC+pP77jbIujeLkwHxt83DHh8SZqKjncr4IvEWs2ArsrcfXodxDo9DXzCYUv6s+e69xjIL8tgPen5TAyMNXYxRrwpU8IZAS+JP7v8IV0LsqPlOFpfBpMwcKhGoCZLvjy9WMqznc+iYLFlXjYvwq+1GRd04F4Al/21ARfQoBsac3wZSAXchFjvuiCL/J6LMjKSOyYPvJcJIg+GwDvMdyfwpfHvrnYvnABfk/agI7brGH6owq+BMyJgl6CCIlbmPvgmuCL3lspuO80QYHSfFHCF7+2IRA1kiLmsvYx+6/hywAupFIRktfmYrS+KT336o4d0zZfQv32wmhjHng7K/HYiqcaAzna1QOOdl01PnNKY9RhZ0NMmTmVwpeH5TwcVTdfdMAX8jzQxLgKvshGGyBI2flSDb7wV0nB3sPAF7ZPLawKWIaAlqE/hS95RzPg0qQrY74sckB2d034Um4lgOGSQsS67NBtvpD+nTZA1CnN65Q6fKkoF+NIk2MQr2DDN0wXfPHCC0ExYroz8EUXvFLfmRS+1Gc6X8i40wyFvVz9PErgS/VurfBFm6G/vxL80wLchDp8CUYdtchKsq7Th88j3fMj+tzoit59GfMlRyzAVrXOm5rgi5sVEx9Onm+ly0zhG6YbvkjD9KHnJ6abbrWlHubMnQWSAiMYzQZ3p2bnS5B7LAzPC8E/mo0uFk2wPp90FTfEx4ma8CW3cwUazuLDb+hmnZ0vBNwKR+uBu0MzAk79vPTw/j08Gv4IxhEmWLxMs8uVXhOuL0axVIQFTuOw4MP5/wq+rLVrixFdtdepdWP66we/9sCvPfD/bA/8gi//464mD6ikMJMUFZKs2haOzjWu0ac76XwR4sUiZiC+phkEpO/DlJgvigFBskL/xVthFl+GyuNC3OJUdb7o0jfPHruIVPf36PxnOwwaTGLHVuKbqBzq2ZnkgpA2toRGMyk7X/644o7BZkwufYR5GFjza6lix9qscYS0mwE8Qwl8OQE2Vw+SQAmFLxax1nBf+BP4Mn89ap0UovjYD/RWhy+jSxC/T9H5ooAv9d0rETh0M+18IYO36rFj6xqFQjbUAOt2a95Q3Hy5ByFZz3DPdTsePEhC8rBEcEKMsUIHfCHxIDyJAEucfofnh7M423MFbK1a1XjMAlpxUdC5Em+mFfw0DsnjCoEv1lik1uMTODMWRleF0DsmxGVx7k87X3avj0dJQC4mfByLRo6taOeLPvSq4IugCFusduD1snx861OhmsFEzBdPuw5oYzsKZ5yOqcwX0vkyyMMRmGSI39y64umox9CLZEPqzQwwtjnthKHDXbDeYj2EnvoIjKkWOzYpDIbJUhjvKYadkRmO52di8LTGeDO/CIc2KGPHGPjSdZIeFg+MpJ0vDQxqw0sxQzP8xgpgqjXksw3gV239Zx/H4kD+R9qDcvbYGaS6f0GDvXaYXAN8IbN1XRx60riM20M3wkC/Vo3HjMCX9PGl+ORaQrtV+rSZqvO1NHbMqjkm9a5Ss31HhkH/vRTGO8txV1iIMSa2+Kucp7NLIWLlZuBAOdbkr4EeWx8ktqmtsYWqi+PNq6e43usWngZng9+6kr5XspBzBsmlF2XWx9MxTOzYQJdeqs4Xw6A6sLS2QvaSNI1B4bFvh0PMl+Nyt79gFGqKJauqdb4M44KdI0HLrSwUCEur4It3PnYGrodUJkasWQxeLs7HmJE2mNzbh3a+OJvWoxnqZMnOSseRZsdhGVkXc5fO1thvuyh84dEMayV86X2zHfr0GaG1f4kmTWJuZrZwxdLPV3CpX4BGrnT1XyDmS45zOd79XoTA+p0xpJNm1JPy9QS+kJg05faSny8bHwubRwJ6LP6SFNHv2aHi77ilowBeGTs2J3M6rCwa0M4XS46h6lzLy/+Og45H8cI7Fz/UYseI+bKyfnc4GPTBle5/wmZDfcyYN5V2vhD4Ak9jtOvanMIXdiQHMgV86XG9M9q264h99vGQeRlibUg182UMF/ofpWi0S0bNl1O5hXCZ44iPS/KxT2G+kBgaMtvKeZwx7eYhnS8taTQC8z2kx7VODDhe5lgVrAnkjj4Mw4XCNMZ8UcCXlscbYtRo7e8EgS9kpnUv27YIz3yGhBpy75XHgpovM4rwZUgZNjYfhq4ttLt/yGtdL7vD3cYJ43pUdXD5DA+DXroE9juE9PvlXMsSj/iFOKUrdmzxBuBsJfyzqzpfetW2UZ1rE+/fwePhyUiOyAKrCWO+VPILMeyODzY1Hw7ee2K+vETHs+3RoUczTLy7kVp8JuHW4ICJHdOL5ECqOGazMn/H1w+5eDA4ERYbreHuqRlXtJbMYq0Uo/0GfXyvKEBimgQDVxD4ko9tPutRVJKHvfX2MvDFzYG+b9L5MsayMab1YSYOfPr8Gn92vAK7DY6YOV/TQiKZ8O8FRdjlRsyXrZBEl8HlSXe0bTtI63s2/rI7hS92RhY4UfD5p/ClqKgIe+134t1qHlK6V9Jie+WAn/qKJVIhBlxfipAGPTGgfdU5wLcXFxK5CI0jJEiuyIOjviHyJCKNQlTlegh8YT0TIfQTM7BDen9mWDTG1D7MA+7/x95bxkXVxd3fawhJkVZEEVFQsUAFOxG728tGEbsFBKQbERUF7O7ubhRF5bIbEVC6YWCa5977zAwzzOBV9//+PC/cL2FO7hP77O9vrXXk4BH8dEtH4rYMNDQVUvVMdv5bTEqOpR7k9898RaHnT4x9NQLCegXSzJeW+22Q+jIb/PgysNYQ+CKsgS9HT+Lb3K+wPWWD4cNqZb50CgTbmIdBYWa4l/sWX97WQ0//GtuxF8+e4E7fu2L4Yo/+HeeAZL6sadQRw7owz9mZ8YvRfnUTtDpqg1Gj5ddPxis8GeVLvUM8uH6fDCN95fCF5MeVEvhS/mvlS9KDp0gccgcpoVn4Yc2DMq90sm/5xZ8x7nE0trYahY4th0u707dNMEotuKhP4ItICE61iNosytpiSH7sOZTAFyHCkmsyX9ab2WOQWPkSGxEPTkAJ7hz5BjsNdWqJ+v7bDTqOIl7zu8MvUPiyNn8Nnn86j7AriVT5MuiJE85uuw/WDQ5Y4zWgJQNfYiO2gxNQpFz50jIIuXaVmB1kj4TUm+A8qo/Omwl8KcPasWFS5QsDX4bByqwrzR2Iat4f3Wyn0MPaG7cfBWuyMOHdRDRv3lLu/iHjlWb1CHyJpPBF55EAPmme9F0u2yTKF/JeelHwEcWCXytfDu89g6zFn/BsWwayfwFfJHkfR7osQNOGNbZjZGye37sK3Bn5sBDDF0dNQ7qftRuBL0IdESJv+UkzX2JaDEIXsfVP8OpoRvmytwa+JL47jHXfH9AxpL9rFFg3OVQRQTNfzn1BlxhTLMl3Q9C0BOA7D6odJMoXCXzZSJUvS3+6QVenJsuGL6xGlGkovowvxTqfYVjz+hAMrjDwxeyKEDOJ7diGnajwLaDwZX9PV7BUWDR3YHf7abCx6EMPL3p9LPhbyqV2rrLHPPXiPAxq0ARz+viDwBfVbCFCXypW5KdnP6dB5OS9dCz1JkzVteA+cKPC+SN/IPBlR9QecEMKkXT4GwTq1TRbRVmT2I5d7Rcid+ykEj5rBhs/RuZggI4pzrDzMF2/KWb1UqwSJ/BFaMtC2EkfaeYLyblq2ZSBL14zQ6D2RIi7MTXKl/PJm7A3960YvoSB9YVPlS8k8+XayRK0IsqXnz7wdAqGQMiHqh6jfMnvzkPkbT9qQ1XvrmLmiwS+EDeGzZ4LqHKKwpeHOnA4Z4ihnRdDFr5c6R+E1J9PaebL2R5rYWzA3FMBrpGovsWFf5oivCTwZbGpLcY4roQngS+qIkQ+UOwzifKFvJdCXu5H9/pmcBWPS5X1BbH9FR0ux4vdadBjqWCfkvEeWe7y862IznmFOzL/T/2chjN2x5C/pBIv+uTCxcACCSWZcG/YFiO7KFaeB5mHgD9cBYE7ajJfzvXwgJGBFd01j1Fi5YtM5sv+xAA8LP1BM9FIFo8EvtDMl4Ni27EP67HOIRAwU4WIKF+eqiN/GB+Rp3zhOTYYKt8UlS9JiQ+ROCgRSV65SFi0iPYZycLSlYEvPi4RULvLQ2IsMw6++4rJfLk7ZAvUVJl8MaJ8UX0nQvBb+T7j8SvhdGMlQi16oXf7GfBpFwhucyGiLirClwOJQThanIGTTmEYetcbss8eZX3m0T8YAhEPye65GFuvPlY4KYcvxDWBTDZHDY2XribYZzc0NuYhN56Np8b5UvhC5l+aNuwkt7nEe4+RRJQv8U0xbdZ0mvnyiC0PX9a3CkRuNzZVvhzqNBfNzBzp94CVZgMsHRBBi0lFo+rBP86dyXzxF2e+nGEyXzirRWDtrGbgi6c2Vvsuh2/rIMZ2rA7lS/6xHxjWrAvW/3gCp8XmyO5aiZj9YtuxroGoMOJK4QvJfPlSVYKtMrZj3u2DUN1GFaEn5EFB8ocTWP3tNv3OYpfxccT6GHgrWfAOUbQdi77FwJcIh6WY+jwO+zrOQYsm8oUPsifTq3MQKsy5+NMtnyrEJNa5tft39ZWFVGFIcnwkLXTpFqjvZoNzkoMbMvDlav8A6Go3klvFiX2nkL7oC3pc74KevZ1p5kuugIMtw7bXXAMNg5E6uQRfZZQv5Bt2iL4lpvXypsWkwqW68AplMl/sVzelypeZ7mNxwf4sRKHqUPFi4ItxrBnmzJ1NlSncUSoI3i5/Tn1dN0CTwJdD2ehkYIWNBZ9oVvHnSaXYu6PGdozAF8vZXHgNimFsx1hA0OCt0n1mriMN+MfJz7Fceb4V4Tmv8WDEDjy8dw9PhiX9Er6UifiYZzMKSz5d+MsMVT/rYOR1q8DbKcXwatSBPsd/t99n4PcZ+P/PGfgNX/5jX5CJVOLZTLwz/w58qTLm4sXiPFqdTSrBlDUy8a6nogEfGe/M9cu3QW9nGaqO83BTJUs6ka9Mfnj26EV8nfsWDpft0K//UOXwxTwY38eUUmsmSW7M7Evz4KRfA19UFmnDI3QlVQgw8EUdC4L/wPHWR6Eaqga+D5/CF+MYU8xxm4uApkHgDlZRUL74LYiG5gkOyg5noYdJK2zJeYN+Ls2QOrJMCl9IdU1B20o0ncuhx00mM0g4rKztmH/zIMBZA/475HNXZOHL48dPkOT8AOrBWlixSlH5QipUcwXcfwBfglDYqYrCF89GHTC8jpeYUvgyawM0L3OhfpSHC7yaqg9lmS87Nu5FqU8OpnwZh6bmrSh8qQdVaYUqsdGJNU7Am2X5+C4LXy7Og1ujjuhoNhbHbA5CN8QIC1fOhxS+TNFE72GdKXxRj1QD352pyG932haDBg/DBv0o8BaoY33tzBcCX5JF0KHwRR9HCjLh9Ect+GIRjG/DSuEwWY1OhJLJDIt6utIKTQl8wdx68IqQH3jIwZdjp/DN5Qua7W2ESZPnKChfSIVq/X8KXyaU4tPQX1fkK4Uvo0Oh/k4A7Xg27nILfw1fVm9G9b4KeOTXwJf2WgZSO6g3r5/jWrebeO6fjco2ldLcGAl84WebI3nUY9gcsEHfwd2k8EXTXx8GRgYUvshO5I99OxRCLgsXOl+BVlB9LFEGX3L5aLNVDfmcUtzLrESfxU2RKoYvomohovQiKHwZO8qUZt2QgWt/vcZw6cN8WBXmZWKP5SEYhpth7jL5UHYCX0hGAfmYjInYBUFAPnrd7YjuXZUpXxaDWy3EDGsJfPGF/i9k0gS+5ParwNsJxfBv4ginOnJ6CHzpR+08aj4El0/YAOPHHKjuY+Mqv4g+Gw+WZOCmko/xLQHbwY0ogmvOTOjrmdOPLeJTLHnWlhT/wE7zg3jpmYsMJfDFQqM3Ljqcg0lMY8xwrYEvrAVaaNe5FT7MeA3VKDUI1zL3WbdrndHRzg7bG+2uE76ofRTCakc1eCI+zuUUwMnFEh+XFWB3OKNWksCX/uO0KXSi8EXTQBo4T+GLfhTqrdbHSr+64cvBnYeQszwTtsctMXykEuXLJVdYqGujG4Uvybhbx2SG9MPKKATfZhTjk3M5ttgMg731aKXvMwJfXE3aYKwMfCETveoEvsTxcK0il8KXpMoiHFdmO7ZkI0RnKqmtCmnTL82DLHxJTLyLpEFP8Cz0J6pbcBjbMW4JBt3yYODLB228nZoC+zN26OBoJYUv9cOMoVZdD8VeWVCLVINA/Gwk8OXbpwI8GHAPhpuMMXe+PHwhFiKiKj7sNmoivSIfSWk89F7ZBN99C7DNMxpsdiHiTBjly9ThTehxU/hi0Jx+IJL2+fNrnLe7DLPNzTDdVR6EycGXwG0QhJdhZEoPtG7dV+H8TiCZL7oMfDle+Bmn6pg0JAuyy3mIaxiN92vz8NWxss6KRwl8CWraA/06zJJu06tHMPgiHlqECfGETfIoNFAg4MkVdUh+7DMtDKwUPrVVIY3Al5mGNcqXYwePItPtOx4R+GIith2ThS/nvqLQ/SdVvvDV8qXwxfqgDb6mZIOfUArVNfXAChKApyuEd54PTovfI+1Pt8KQofIg0KtTICpMuBga2hh3ct/h21tVdPNvjKItRQibFyVVvjwMzsaqgZ3pcRP4stbMXho4L4EvtidaY/gIeWUNGa8Q2zEStBq0dAPUCXz5NkU6OSfbceT5L4UvxHas/1boaDMTYrVbcuIz3B90Cy/DspDRkofLfRUrRskyEviyrdUodJCBL+ttGfjSYAWT+ULhi5q63OSAZJtE+YJiIcKfysKXzhjUSax8EcOXe4dT0UFTgxbGyMKXveEXwFMCX4Y9dcbJrXeBG1VQm6AFjW0ClJszeUDbonai0q8Ag54PQEfbrnKH70fgSyc2XAI7I/7rdfAe68FuUw18OX/yDD7P+oTbsQS+jEDzRg5i+FITOL83YT8KVmVh0odJaNZMHoSR8QpRvqx0ioTntDBoPuLDN80bKiyStlfTytg5GH7PDwREpRR++kv4cnTfWfxY9BEvtmXip6mwTtsxCXw52mURmjTsKN0gmawp7MUBZ3qeFL501TKUFnXI7tu67sEQ6goReVM5fAldE43qAxzc2PMdIzT0sNY5GrLwJcB1A3CzSgG+UNuxqXGoTudBrb0EvvAR9sIXYWtjgJ2VWJrlBl3tGvhC9osA+c8TSuDtMwprXu6H4VUDtCbKl6ti5Uv0LpSvz8flA+k41HshqiGi8GVP+2mwFsOXjb6x4G3+G/BlWBBUsoUI+1NxIj8j9zmmPf/78GVX1F5UhRTg2eFv4KtV46yS9xA5Pil86R8id+yROmHIJsqXkbnoL4EvDSwwq7e8qoCsgypf2rIQfqIGvsiGXnvPCoVqkqBu+DIhDPjCR+irOuCLiA/V+vLwhUzGq9/mwS9d/psz/WcGTlgfRsqSAsSuW4SxjyNhe8QA5g9q4EuERwyqd1Th8qF0XO0fgq8/kyh8OdfTXQqXA9wiUX3jb8IXNREi7yv22auvl6ii5u/CF6I8Fx4sw8vd36GnwqLZKsoagS8bc17LKaG/f8vAyXaHUbisCs97ZmOOYTMKX+qqEifwRTBSFQEJntJr4JxM6LXH6CAgS5L5wtj8yMKXdQS+8EUIf+gLpfClsSpEpYzt2N+GLz452Ll4BcYkhsM+3hi6GTK2Y3MJfOHi0RYyDt4lhS/3hm6VwmUKX94LEfxG/hpVgC/tg8BtLkDUBUX4sv9hII6VEPgS/jfhizjzxT0HE+rpY6lThFLlCwNf+IgSZ57SZ4v/HqhH5iJveyWeGNYoX2rDa/LbR/cf4/HQ+2iy3QJTZ0yj8OUxOw+HZMZHxDIqr2sF3v9b+LJWBNZ2Br6ortPBqvXLqA0VryMQcVz+Pov03ALWFja1Xh9q6Ujzd5yWmDPKFwl86UbgCweaS0rocRP48rWqFLEyyg/vjoGobqX2S/hSVSHEoRZHIFijgnWBSpQvt9cipapYCl/2282Blfkv4EuXILAbc5Hilo8lhs3lMlJl7zcCX0zUNeEpA1/Clm+B2k42eKe4uFZdUzQsa9soWcepg6eR5vYZvW52RfeeA5TCl5BGwfg66dfwRbRMF+tCauCLqHc9zBDDF4SrA55i+LK1Mea4zKLZPhS+1Fa+uG6AxjkuuIdyYa9via15H+A0yxKfJ8jAlzZByLVnw2oOlx43gS8sFhAoC18sglE9QhN+cfKW9crgi06ELhYtVVSp+FxbQm3HJPDlQm8fGOg1Vfq8I38k8CW/WwXeTCmWUy/XucDvf/w+A7/PwP/pGfgNX/7j6SYf0scdFlP55q9sPMhmPLsGocqYh5RFjMy5rgoCYjlVX7WeHHzxXR6H+jtLUXWCh5usLGnVh7KP8bNHL+Dr3HdwvGyPvv2HUPiSwWdjm0wFAZFRfx9dhs/DS+Xgy0B9S0zv5YNwg1CwFmrJwReBozoWBf2BY7Xgi0lMQ8x2c6HwhTdYFSG7ask3F0RD4yQH7MPZ6GZsg605b9DHxRKpxHZsF1NBIIEvzeZyqGeobCWppItIle9Y8f7JdpsEvjwYHo/Hj57gsfN9qIdqY8UKRZ9LBfjSfRVMDVvVeRWsbxOMQns23kwrgreZHYaIw2drLzD/kis66tRSvswWw5cjDHyRWMUpgy/bo/eibH0OZqZOQEMzawpfNKAqrVCt4pVii+E2vFtWgLRa8GWBmR3szMbiiPUBBfjCmqKJXmL4Ui9KHby1zMCj/WlbOP8VfHkmRP0dpTDR1Mexwgz0n2qFNwtLcCBanPkihi9dp6hjYb9QBfgSdnMlrvAqscSguZy6hGyfwpf8jxRInD52Gt9cPsNyf2NMnDhLKXwhypchYuXLncGboK6mVWefEc/07xNKKHz5lQcxuZ4mGbWUG0x6jQ6D2js+6iewcZtTiLG6DXGjIldpRXkE+fjbXw7PfE86YUOULx20DaSKhHdvX+CK4w288M8GuxZ8IZkv3CwzPCPwZb8N+g7phpH3AjFqsiU0/YnyxRhZS75BNVwdQvFgcczbYajmAec7XVFqO+YxOBisfD7axaoht6oU93+w0XuRBb565mO770ZQ+NIgAn8uLsD4UY0wsbs7hS8D9MxpJSlpkokm2ephyYmWhS+bNuwE37cAve/boZvDUIW+IMqXfwRfrIKR05dRvgQ16YZ+HeVVN5INEHVe3/q14MvEDTB+xIHaPjauiOHLoeIMpaG5Etux+Xmz0UDXjMIXYzUNKhknrZ7e6EoAACAASURBVKTkJ3Y2PoBXnrlIrwVfVpsT5UtvXKLwxRwzXKdKlS9EJdiusw2FL2pR9SBYy6Pr63a9Czp27MjAF3cNePgrKl/UPgvRIr4a3Go+zucWYMAcefhClFwk5NFpvC7tp9rwhfRr3yuL4Nu4M5zFFkGS80WVL8Vp1M7r4I5DyFmRCduTlhg+/H8BvhgT+FKCTwPLsLXVSHRsqaiAIvsx/OI8zDOVhy/rhoZANV2AJgS+lJMJK0M8qSySC0SVHAOxHROdZWP9T+aDlsCXHjqmWNSfsXh8/OgeHjkngYSSV0syX8TwZbP1UOR91MabKS9+CV/UI9XBd2eejXN+TkLqpzwKX4w2GcNFCXwRcvjoFK2F7xV5eJLGRa+VTZHmm484z42orCrGNqMECl/+GNEMYxxXUPgy1tBKqvwoKP6KsY+jsMV6OOxt5DOTyOTMh6oiJIzYiRgxfBn1qhdaWfdWuM/+EXyp4CHONBrv3fPw1aESyuw6yAbqgi/regZBIOKjRSgDX5qpaaJAxJMbV0h20HtaGFRqwZdZhlZUbUfa8UPHkDE/DY/jMmAqyXyRwpc5eHj+M/LX/sS418R2rAa+2BxqhS8vsugkv/pqDSCIrwS+tMGQoWPkzhWFL6ZcDA9tgls5b/D9rRoc/c1k4EsybvW5DQJf1jh3QZ/2Myl8cTezx5DODND849I8ZLJUEdd6DNq3kH/mycKXwGUEvnAxP/UPGBk0V+gzMmYkkxglvArGduwX8OVp4jM8kIEvyiYtyAYk11Nt+EImesub8qG3oojCFy5EMFCphwAZT3LJDlL4UiJA+BM/8AVVGHB9hdwzZVtUAir9ivHgSCraacjDFzIZsDv8PIViUuXL1UT0Wm+GYckDcTL2HnCTA7VxWtCI4yvAl6EpTmjX2lHuXBH4ktOZDdcgR2z7fAW8x/Vht8lUajt24eRZfJr1kcKX6AGj0cy0E4UvG5o7oavtJLou2Ypg/fpN5NYvC188podB6zEfft98wIKK3O9qw5cSAZdartXVjh04h8wFH/A8LgNZJnVnvnzMuAvXN8dQG74ENQlBfu9KcKcxype3vAp00zaUjitkt7uuRxBEutWIuOEro3wZjC6tGfgYujYa1fs5uLUnHcM06v8lfNlz/gvNfFlWuIiBLxlcqLWT2I7VwBeqfMlyg46WkdxpIPDl08QS+PqMxqo/98HomgFakQwRMXzZvnEXynwY+HKk7yIIRUIKX2SVH9dexCMsOwX3lcB/onwZTOy8+vjDc1gQWDlChKX8Cr4MwbHUGzBV14a7kswcsvNE+bJ7wz5UBucj+WgqqlWAU3XAlyfvj2Ft2l0KIWTBE7G7yZleiZ8jcih8OVuRj+kGFlTtU7utbxsEfjsg/Ph6qfLl78CXfXlvqQLb66/gSzWBL+owvqmKvO48RN32A1VC3OHRbB/Zlv4zEyesDyFlGbHMXIbRiWEUvjR+qAPHs4zyJcJ9E6p3VlL4cn1AGD7/eMTAFxnlBxlnnClOUzpOZpQvbel7kChfhOoiRN2rG76QDNXgP/eiR/1GVOlbVwtbvRmigxV4uScN+iwWdtYBX8gkZ3Qt+PLjexaO2u5HwbIqvOiZDRej5jTzpa4CO6XwpZcXjBo0o7tXF3xJLP1B94soX1ALvjRK1kHwe19G+WKuClGJEviSJkLoS3k4kvToIRKdE/F4fQ52L1pJ+8w+3gQ6mWoYfYzJfFnvEg7VezwkbcnEdRnlC3GHkMDl2DseeFNZhB217jMJfAlr1hu92k2HT/sgcKwE2HD+v8MXz/4hVD37dG02JmoYYsmAMKXwhVhWF1PlS81zNsx/L9Qic5C/oxJJBjXwpXZmFukPCXyx2GGBydMZ+JLEzsdBmWNd3yYQeY7svw1fTIjypZkaIk4zmS8c92qwEkRi+KKNVcR2rE0Q+B2Ye1u2SeBL4YlMDLEQw5elxHaMjZh9YuVLtyBUGFVBe0kJzRQj8CWVUyqn/Jh32RWdtE2kY1/JNmrec77gsEU4aHUI/DWq8AqUL1Qlv4/+F/ClgmS+zC/AMsMW9LtRWVMGX8JXbIHqDja4Z3i4LqyZt7ruFKJgWXnq4BmkuX1C79td0a07A1/yBFxsHpYg3Rz5Fvo2qQRfailfhopV1UT5Uhu+VPfWwPS1Y3Ch01moRGhA5MGl6zPd2hizpPBFFcEJ8rZgRPmicZ4LwcFcdNS3RFzeB/SfZUnfb/u2izNfxPClpQuPKisJfFEBS258NfrSPPxh2FJhDoQ8lyJyXtH3XOKDe0gakgTdKD0sXKyoUqHwRcjHvFaM8uWv4IuvTRAKulXizeQi+Jt3gZOdfAFZnQ/V3//4fQZ+n4H/kzPwG778x9NM4Qvxzkzegj0dpsO6qeIEiWQTFL4Y8ajt2K8qCAh8IZPNkglBsrzfyjjobifwhY+brJ/SUOkr/QJQX0devnnm2AWkurxD1yud0KffYApfMnkVcvLVwCZBSCfwpZbyRQJfwgzEtmOSzBcPC4gc1LFQDF/UwzTA9eZQ5YtRjClc3OYisI5MFt+FG6B5kpFvOhrbIC7nDXrNa4bUEWVS+EIGePm2bFjO41LZ6r+FL0lJSXjk9AAaITpYtlJRPk7WS5QvS8S2Y2d6rIaJgU2dV4EsfJH1P6+9AIEvdjrygyK/OdGod7kKmocFOMfL/mUQuAS+TEsdj8ZmNgx8YalKK1Q5vHJsNorFu6V1wJfGY3Gk5QHoBhth4apaypcRXfBsRBI0NqiDu6YGvgwaMgKR+hEQuNWDT6R8VYbX5FCovxCgQUI5jDX1cKIoHX2ntJCDLwEWQUgbVobuU+rBrV+IAnwJv7kSlwl8UVItIwtfzpw4jdTZn2F5wAwTJ8xWgC9kkkRPRQ2DxfBFVjqvrOMIfEmfUIKPQ8uwqeUQdG4lX6UsWUYZfPEeGwa1t3zoxVfgVlUxxtQ3xc2KXKUV5aTyTnSgHJ55MvBFy1CqSHj3LgVXHK7jT/8clLdhyylfCHwRZJvjychEtNxng/5D5eGLsYkJfixOhVpkPQjcmYn8cW+HQcgHzttfgXZwAyyunfkyJAgq+QJ0iNVAdmURHvxko9fCGvhCqkwj9cJpleOkUY0xvtuafwxfnrPz6Mfkpqhd4Pvlo+/DTnDsPFihG0hAIAdCzGjJKF8u9fWnsKOu5i8DX0Ka9kAfmYp72WUIfOlHAndlgmxXTt4Aw8Qq6i18WQxfDpdk0I/O2m1zQAK4kUVwy50jhS8maprSkMji0izsMtuP1555yOrEllZLDr04D6uaOMJCsy8udD6jRPmijQ4ONng37TXUo+uBv5rps+7XuqC9vR12kMwXdw2414YvY0Og+pkP6wQWOEIeLuYVoN9sJfBlSgmcJ9SnNiYEvrTWMsSyAeF0G38XvhzYdQi5yzLR9pQVhg2brHBuyDOMTPZ1NWmHsJ/JcjYdyvot1DgEadNL8NG5DLWzJmR/T+CLa0My+bJS+mev4aFQSeOjaRwf1ypyqPLlCbtILhBV8uOQpTEQnq2A748a+NJT15QCX9Ik8OVFWBaEBL6MqFG+MPBFC2+mEOVLR3RwbCGnfFFnaaDI8yc0NmiAu4b5KHPJnoLUj9m43/8+DDebYK6rfCaLx4BAiDgCdInWxrfyXDxN56Ln8hr4Ul5ZjATjBCT/j73XjBGWGOWw/F/Dl02B28APL8OoV33RyrqHQjcQqNNPxxSmWvo4UfCZqn7qauxa8IUodpuY1tgdSZaTwJfgpt3Rt0ON+m1dL8YypEWIEE/ZubBQ00KhkCs3rpCsgyhf8JIv9ZMnypfZhi2kH6DHDx9Hhus3JMWlw0Sc+ZJT8B4Tn26mNhgPz39B/tofGPt6BIQk8+XOKTgvbgKbg0zmC29HKdRXaQJBPCl8kbxH2p9WAl86B6K8IRcjQ5rhZvZLpL9Xg4OvGYpiixA2NwopL5JxuzcDX9wHOdJJp9rwZdqlechgqSq91sm4QlBdTYslCHxRO8zFgm8zYNjAQqE7+l9yhZuhFUr5bLyoyENM/9g6lS9PHybjweDbeBWWhfSWPMhlTcisWQJfaoMhEpZc1pSHBsuJ8kUELoQ0FNd/8BaF/SJAVFQiQESSLHzpAmd75sN924YEVPoW4+HhNLTVJLZj2/D++y24vTtJJwOI7Rg/oUQBvgxNHojTW+9DdLMS6mO1a8GXHaj0K8TQFwPRrlYmi691EHI7szE/oCu2frkMXpIe7GJqMl/OnzqHzzM/UPiy0WksLEzs/jF8aa6hR5WqntPDoPmYD/9vikqF8so8DLu7HuvNOiOl8ANKhVyEDakbvhzffxYZCz8iJS4D+UYC3Koji0ICX445LIK5qYzypalY+TKtJvOlm5aRdFwh23EUvuhVI+JaDXwhar/ONsyYJ8x9I4T7K3FndzqGipUvcpkv86NQfZND7aKI7ZgifOFBrV0t5Yt7DFg7q7AsawG0tcS5J0z0CcKMQ/BpUgn8fcZhxYvdMLpugFYHZOHLbpT55FH4crTvEgpz/y188RgeBJUcEc2hqd3Sc55j+oud1AbpWNotNFTTpuBJWZOFL8+OpAJqUGp/SZaVwJdrA0LlwBOZ9KPwZTixHWuIMxV5mGFgQS2cazcKX9oD4cdk4UuN9Y/37FCoPpZXvlx4thl7c99Q+OI9MQzVn2WUL6dK0OokYzvmMZAAcgHUiPLlpspfwpeM7Awcb3EYL5bnI95rBUY9CIHtMQM0vl8DX8I8YsASK19uDozCx4z7/x6+9AqCUF2AqLtKMl++XKTrJSAq5OVe9NQzw9w+jB2usiaBL693p8FARUVp9hhZjkxybsx5JWdD+zMjB0da70XR8io861EDX9Y16oBhStwNKHwZrYqAuBrlC7FalDzfPcYEgfVTiEf+2dKAa6IKSSzLpOPldU4hqOYJpcqX1werYZas+2v4Mo7Yjv0CvvjmYPdCMXxJMIZOhnoNfJlLMl+4eLo5A1dH1ihf/g188W4fCF4LEaLOKQIzqnwpzcTJARLbsRrwq6zPKHwR8fDUPRtTNI2wsH9onfClRMRF5JAa27HwwH1QDc9G/o4qJBnkSr+nSfFrY9MOcpt79CAJj4fcQ9Ndlpjyx1QxfMnDQVnlS5sg5Duy8W5SMQ51ckUzsy5YdWUBmktsx5oGQzhSHQFxHtR2rDZ84bmzUJ0gEMMXXaxav5SBLx2Ze1u2RazbApXNbBSdzMTgpgx8GbCsCXIcFOGL7tIS+n759/BFiINWhyF0V4Onv7zjBNmnjbfckcIpQrjYduyAvQuaN5ZXncruuxdVvnCQ4laAlUbWGNdNfq5A8lsCX4i9o2y2VtjKWKhtr4DgLA9XBFnSPlM2jjl18CzS3D6i151u6N6tP4Uv+QIuNsnCFzMxfBlULlUBz7g0D0MNmMKmCL1QiJbKKl8sQJQvMz3G4bzdaahFakLgzqG7bLrVHLNcZoIUInNH1gFfLnIg3J+PDvrNsD3vA3rPscTn8TXwxcc2CHl2bFjP4dP3y7+FL48e3sPjwXXDF7JeAl/miuHLX9l4y8KXgCaOGFCHk0SdD9ff//h9Bn6fgf+nZ+A3fPmPp/efwBdiEVBlxMWLhXlYbtgSE7orvhjJ7iiDL/5r4qETVwLeWQGuCX5IX2LKKiHPn7iMz7Nf06rr3r2dEXlrFTK5bDn5alCTYApfSC6GxHZsziVXajtGlC8EvlDbsZCVIJPUbdY2RXX3elgY8AeOtjqCehEa4IkrCEw2NcTs+S4gk/H8IaoI3iGvfPFftAH1TnFRdSAbXY1bISHnFbq6WiKNwJedYuVL+0AU2FbCah6PvrxlK0klXTSBKF+IdYvYN1/y91svdyPgZzK1d3ia/AQP+t2FVoQuliiRbwZeX4ZcIReLW4+nXuV/CV9sg1HUqRKvpxbCz9wBA+3kJ+Ik+6AMvgTM2wi1i5Wof4SPk5ycX8KXnTH7UeKdBZefxKqkOb0GNFRUpPJVAl9i9bfi7ap8fOtek/kyimS+NLJDF4vxOGC5D3rhxnBb5or+l+ZjgJsFiPKlz3AHPB3xGFoxGqhayUwwtj/dDoOGDEOkYQSEbhrwDq/JYyD/95oaCrXnfBgmsGGoUR+nStLRe1ILvFlUigMbmElfksGTNqwcPSZpYH6/IAa+aNTHaiemKkQCX5YatsCkWtUyBL7sL/hIvbXPnTyNL7M+w+pwE4wfO0MBvqy4sgC6KkT50pVmvvwlfDELRsbEMnwYXIrYViNg13Kk0rucXNeTjWzk9s17XBhU3vFgFFeJ65VFFL7cqshVGgQesWYLhAfKsS5vHa2WJcqXjtpG0knxDx/+xKXO1/AyIAdlrZXAlxxzPBmRCFLN3W9Qd4y4749REy2hFagPIyND/Fj8TW4if/yH4QBfBac7XIR2aAMsXiFvMeUxJBgo4MNuiyaFLw+zK9DDzQKp3gVI8I6mFh8btCPwYkU+Jo02p1kURPnipGdOK0lJk0w0RTWvsW6RnDyifJHAl9iNu8HxycOAx13Q2c5Z4fySgEBSaT3deiiFL5f7BUCvFiSWXcivRTDyiO3YuOJf5vQogy+rpm6A/sMqaO2rxAUuYzt2tDidfnTWbrFB28EJK4Jb/hy6P+Rjy1hNi/r10uNn5yDBZC/eeObhpxL4YqndD+fsT6PhZnNMnzeNKk6GzbSA6iJt2NoxyhfNTZrgrGAG+AS+2Dt0QpzRDlS7a8LdvwZAkP97EvjyhY9WCaqoEnBxqSAffWZa4tOKQuwK3UDXQQIhP04tgfNYPWpjUhu+kH7tc3khfBvXTJRKjptUpJ4vTqOTSYd2H0L20kx0ONcSgwdNVDg35BlGAp4dTdoh/OczOZsOZTdQqGkIvk8vwQenMmy3nQDb5orXAVlOKXwZGQaVbzw0ixPgSnk2hS/JlUVygaiSbYYui4GAwJdM5oOWXLM9dU2wQAxfnj69jwf9HyMlIhuC5pX0XuVwy+B8ay0IfMn/rI3Xk17A/qwdOjq2wIT7GzHij2ZoEGUCFb46tR3T2qiJqlVMnxH4kvYlB3f73INJbEPMnusid/ge/QMh5PPhuEEX38pykZzJRfelTZDmn484941027EG25DsnodZw5tjhMMyCl/GiUNBycoKS1Ix5lEkttgMh721vPJlyx1PqnyJH74DW0LiwQ0pwfgv/ZVaQ0wkmS+6pjDR0MeJws9Kn1OyO08qNj945uNLZzYtGmls0laha+uEL32CwRfy0JLAlwoGvhSLeHKVmZKV+UwPB/7kSeELsZ6bJaMyPHXsBNJcUpEcnwlDIwG2j9gBCXwhNhgPL35F3qpMjH8/EgJWIZbePYGBi5rA5nArfHmeBd7OUmis0YLInwu+rgheed7S90jH87YY5CxvgefVhYEvo0MscSP7T6R/UEMXHzMUby1EqMsGvHr5HDd63ERiSA7cB3WlOWEMfOmEIZ0X0sOSwJcE2/Fo23yQ3HmThS9By6OheoSDhakzlVpDkPW6GbZACb8CKeW52DigbtuxZ09e4N6AG3gdkYXvVjzcHLgBmhrygdZkR+qEL+2DUGbBQ4OlNfDFWFUDvkrgC7ECrC4VIOKxn1T95GfuiIF2c+mxxkVvB3t9ER4dT0UbNbHyRQa+7Im4AB6BL3lr8OLTeYRef4Re3o0w/LkzTm6+C9HtKmiM14V6LBcV5gIEfFmP+I07UOFTiBEvndHGRj402c86CNld2FgY2B1bPl2CILk+OmwwgcqxcqweFYrL5y7g/R/vcHvbT8T0H4umJh0pfIm2coJjG0b58uzDKaz6dhMX+yjaXpLxigS+rJsRDvUkHgK/KsKXCnYBXS9RFr4o+Gv4cuLgeaS7vcfLhEwUGPKVFgGQfasTvjQLQWHPSnD+yKfP4ze8CvTQNqI5BLXbuh7BEDYQIfKqL/IKP2L8kxj6zOtkwyi/wjw2QrS3Evf2pGOQMvjitgHVN6oofLlG4MuFr3CIMsGS4oUI/IMoX3hQb6cFveMiFLXlI+yZL8KpDVUlVuQshpaGvtwuESD/aUoJArzGY8WLXTC8aYA2uwzR+KYQ03r6YPum3SjzysOVgxk41m8ZeAIOhS+yyo/rKdsRSjIclRRPEPXZYHGWCoEvrFwhwp8rUb5kv8C0lB2IaTEYx9Ju/iV82RtzABUBuUg5kUop0tG/UL7Uhi/kuZo9m40fw2rgyyxDS4VvFXKySKGZoB0L4Ud9pNeArPWPj0sYVBL5crZjsvDFa1IYQODLS1+Q9/vV08WwOdGAFicQ+CKEAKq69WB8QwX5PfiIvOWL9a6RULvJpfZysi2nOBsHzffh+ap87PBYjREPAmF7nIEvXc8aU6V/xLpNECWwceVQBm4NisaH73fF8MVTquw7nBiCsyVpSouUnC/NwxLTdhhNlC+9AiHUECHqtjLly2Va1f134UvE2lgIDpTi7e7vMGSpYJtMNobsMSqDL8UFldhlsRnFq6qQ3LUGvtTlbkBzG8aow3+rhxTAyVafE/iCLCEe+ymHL54DgwGeCOEPfEHe768PVaPRUx36fqTKlyYqEJWImMyXEQJEnliPdeODwUolmUbycDE56RHuOz3AY/8c7Fm4mgIz++0Evqhh9NG26NZmEnznR0LlJgfJsRm4ImM7RtwhJMq+rWQ/qgqxo5ZiSKp8seyDXm2ngcAXrrUQG84oz3w5VpKOEwMktmO/hi8eTiH03ZK8NgfTtEwwv1/w34YvkSEHwAr5icI9HDyqX/M9rWwck5T4FImD7sByjyUmTpmK+HteSKrIwwFZ+GIrhi8T64Yv1aPrwW+rO/22MybKF0s1RJxilC98T0AYL4RmqSpUvXSxymcp1tuKbceOyt9nG7y3ojqmHEWnf2BIE0f4ZDzGgOUMfNm0zx1aGoYg+V0VhhzUX1JC7daVwRdib26vRPkiec+RIjchV4jdTQ9CtE4NHusV55hibrtT27EwhyU08+Wg/TxYNnZQNsSnf6PwpQkXKa75WGPSCqMd5dX7kgWVwZfItdvA2lYGnCfuHzLwxTkSWvUayG3z1KFzSJv/AX3u90BXh74g6qd8AQcxMvCF5LOkTy7FJ+cyOfgyzLAFpvZYR/uleo0u3AOXgsyN2K2yQHVfkvkyHuc6noJ6tBb4q6vodhtuNcdMl5k024dYCgbGyytf/OdvgOpFDlj789Fevxl25H5ATxdiO1aCffHMHAdRFhP40mqOgNqtE0iiylKRK24Zc3EephrLO2yQZUmxQ0TOS9wbvgNPHj/Aw4GPoL9ZH66uzHhTtvlcW4pyER8uNiPpM1LZeEb2976tglHYjY3Xk4oQbNEDfdvX2AfX2dG///H7DPw+A/9nZ+A3fPmPp5qBL0swOXmrXGikstXKwpeVRjYY101+wluyjDL4Erh6O7Tii8A/K8BVGfhyfUAItLXkfZcvnrqMjzNfo8dtB/TsPpDClx88ttwkCVGpZI4sw8e64ItRCFhuOvAMXUHhi1mCKYza6WL+8unYMnI3rJbpo2wBM1klhS+WQeAPUg5f1E9zwDuQBwcja2wn8GW+Jb4NrwVf2lWixVxGvvlv4Uvy8ye43+cutKJ0sWSxondmbfgiGxqprM+IZ7oEvgQ26Yr+HeUn4iTLKIMvgfNjoHKBDf0jAhyv+rXyZdemfSj2yoZL9h9Uyk6uAU2WqlS+yuGWI9ZgK96vLMDXHhVSH3EJfHGwnIj9FnvQIMIE85fOo/DFLtoUjQcZoM8AR5xZfEuuz9qfaYvBQ0YgwiC8TviimsKnEMJQQxdnitPRc3Jt+BJMlS89J2vSYMza8IUori7x2EqlynLw5dRZfJn5ES2PNsXY0dOVwpf6/0T5IgNf4lqPRvsWipkkpN+UwpfxYVB5y4NxfCWusRn4crsiV2klpOTjzzuXyaIgA3Q7bUPpJMnHjy9xsdNVvArIQakS+CLMNUfScHn40sOvEawXmsFY3wRJYa/RxE0fnOXMfTbh40hU81g43eFC3fClkIdOW7TxkwSBZ5ejh1uz/1X4Qiq1iU3BtpjdqPTOg1OSIzp1VAwC/zfwJb9fBd6MKwZRBXUXBybXvieVwZc106Kh96ASuvsqcZYjhi8lGbiqZPJma/AOVIUWYkHBXNTXNqXwxURdSxoSScKV44334p1nHjJl4cslV6xs7AArnf44a38KjTabY5oYvnQNbYimEwzRtm1r3PRKguUSA1QsYgb4PW44wL5zJ2wz2g6WpxbW+MrnUFH4kspH63g1VPI5uFKYj14zlMOXQeMaUBsTAl/aaBlIr7O/C18O7z2MrMUZsLtgA+eB8oHhZF/JM8yynjYc/hF8KcUHp1LsbDsZrS0HKH2bKocvoWCl8dB8mwiXy7MofHlWWSTnyS1ZWeiyTRCcK4dvRg186aVrStV2pD1PTsTdfg/xMiIbPCXwpfhbfaSMS4b9OXt0dLCiweTkPmu/whIskTpeb/mCZm4GYC9n+mxu9lR8/5pHlRB1wReBgI/ukXr4Wp6NZz+q0G2JBdL9C7DVPboWfLHCCIel/x6+hMaDG1yCCV8HKK1OJFCHwhfNvw9fPnoW4HPnCpzqvgoNlVhu1glf+gaDL/ib8GVGOPCSJ/WTJ/BltgzoPnXsJNJcvuJZfAYMjJjMl9zCD5jwZBNk4cuE96PBZ+VjUeJxdI4xgVNYJ3x+8wNpZ3NgPtIQQn8OePWFIM/g86fP4vOMj6gLvpQ14mBMsBVuZKcg46MaOnvXwJe3b1Jwtet1PAzNhqdzN/RQAl+I3V06SxXb24yHrZUS+IJqqlQNWsHAl0Wps1Db6opcX/8Evjx/8gJ3B9zAm4hspFlx68wPqRO+dCDKFy4aLC2RKl+M1TThK7ZZlL1hCXxBmRDhj3yl8MXf3AFO4oITCShJOv4VrdQ0xcqX23B7d4IqX/ZGXgA3vga+BD54iHa7DDH3+Bic2n8LOcklMOtoDLVYDsqb8BH42RfxMbtQ4Z2PoggoNAAAIABJREFUka+c0dpaCXxxrMCigF7Y/PFCDXw5Xo7VIwl8uYj3f7yl8GWT03g0MWr/j+GLlaYetfNaN5PAFy4CvyiqKGrgSxe8KHiPUgGPHntd7dTh80hzfY9XCZkoNOQrfQ+RZeuCLwGWjPKFO6VG+dJT2xhLxEpH2e2u6xkMgZ4QUVf9pPBF1sqQqBZEe9m4vzsdzppM5svjd0fg8f0eHg7fgcBF0RBdrZTCl4S7n2BzUh+BD1YjaM1mlORUwUivAeofFaHIlo+w574IX7cJ1QnsOuELKRQI8pqM5c8TYHjTEG12GSjAl8uHM3Ciz3JwBVX/Hr6MCAIrT4jw5L+GL43UtbHmF7ZjEvjy54lUqFQDh/4hfAnXD0XetEr8GCoDXwyYEOjajajRhB1UEHbEW3oNyFaf+8wNh8pDnhx8ufhsC/bkvmaUL5PEyhcxfDl7uwAWd3Wx8W4Q1s7yB4fFg06JDowofOEh8pYffF0joHqTpwBfckuycaDxPjxfnY+dHmsx/L4/bE8YoPG9GvgS6bUZwvgKCl9uD4rB+++3/xt80RQh6tbfgC/1zWjGXV2NGX+X4d3uNBixVOWKC2WXUQZfyoo52G4eg+JVHCR3zZLajvmY2WGwEmtpUh0vHKcO/9ga+CJbfe45Jphmvjz6BXyp5okQIYYvT67xYfpeG5suBWHleF9oNVKD8D0ofCkYIUDEifXwnBAMla91w5dHgTnY6yaGLzvEypcjtgx8cY0E6w4Hzzdl4LKM8uVfwZeOgeC2FGLDaeXw5XhxOo6LM19kVXfK+s2TwhcektdkY5p2Q7j2C/zb8CUq9AAQ/BNFe6qQWL9G+XKi6zKYGcsXkTx9nIwHA2/D6kBzjJ8whcIXYpW6f3hNQRYBJQWObLyVhS9XF8BKQ58+awMsgoFRNfCl3j5j6JtpISzWFx6OfjCeoQVuqAAaBL5462KV91L4tA0EvwMLEXXAl5IzPzHI3IGBLyvNkdO5EtG711ALQwJfyo2q0GBJGUKGbP3X8IXFYmG7yV5Ue6nD3UdRpcLAlyKEiZUvfwlfHILANmfgy1pTW6rkVtaUwZco923A1jKoXuDhLLcGvtx03gDNevJFJKcPncO3+R/Q72EPOHRm4EuBgIONssqXxsFIn1SGj86lUvhCckCHysAX0VpdeAQw8MVyW0MYddLBzHkTkTDxEJqvMET5/Eq6+43izDFjthi+jFJDYJyn3GFR+HK5Cip7C9FO3wK78t6ju0tzfB1fij3xTNHw/xZ8efo4EQ8GPqwTvhCoUyYS/EP4UonXkwohsQ+s80H6+x+/z8DvM/B/fgZ+w5f/eMpllS97O0xHy1/YjsnCl7UmbTDKUTEQnuyOpzjzxXvQJuneBblvh+bWGvhCqrt3lv6AMu/MS6ev4MOMV+h11xHduzoh4uZK/OBVyg1OVzmtR3HPSnztWoFzvTxh1KA5SHWVlVErtLMagjCjEKgs0IVHyHIQX/lcFVVM0zbGNMelGHbPD6uNW+FLf0ZFYbK5EWa7zgH5aOQ7qyB4p7zyJWBxNFTPVEGwLxedjayxI/s1HBcw8GXvDrHypWMQCmzZaDmXj7UDoxFwfRkE1SJp5gnZDtmPcUZWClk5d17tht8PRvnyPOUZ7va6BZ3oBli0UF4ZQNYReH05cgVVWNJuMua/PSE99rouAyIrLe5URZUvv6ogmH95Pux0jLFIXI1N1hc0fxNYFytgeESAo5UMfNlbnKm0onzXpv20Ats1dzr06zel14CGihoCxBWqRPni23sDcsaVIK0dRzoJc+JJBOzNe8BIpzV2N9kF/QhTuC6dC3JdkkYUVg6W/TE9ZScWqbfGjzHMRD6BL0OGjKLZPqIFGvAKU6J8SRHAKJ4Ng3q6OFucjh4EviwuwYEopgKT9DeBL70ma2Je30AQhUqzevWxciBTFUKuu0u8SqVS5TNE+ZL/EedH7sL50+fwecYHtDrRDKNG/FEnfBnStAc8v9+vcwJK0odEKSBRviS0GYe2Voq2WJLraYpxKzkFmvcEBr6YxFXiKrsIo3VNcY+di2NKgqwj18aCd7AUPjli+HLZFXZapEKVUQZ9TX2NnZNP4+ecQpRacKS2YwcSgzDAZgQyP3KQOOQebA61xoDB3el9RRrxaDXWNaPho9NLWqPMtQa+QKCGU+3OQjfMAAuXL5C7bN2HBgFFfHTZpINMdj4e57DRbX6N8oX8mFQGkSrHP0Y1o6GgRLLt1KApZvdmts2uysOQO+uxocVAdG0tr45IuOuNF5WM7Vjcpj1ge+Vi0LPu6Ni2n8LtQwaLVdVCzLAeTo+jrqwCyYJE+SKBL9EtBsKx1rYlv5t9yRX9iOe7eH/J392nb4TuAzb091XgZFUJvc+OFpGPTkXbsa3BO1EVWoBFhXOho2VKM19M1bSwTkb5Etw3HlnTSvDdpuY+O5YUhq7N+gGVDXGqw3GYbW6K6a7TpffZGhNbtGnUEXPfHMU8YRvkTamBL50cHbBVPw4qXjpY7SNvheg5llhLCNAmjoEvV4ty0XO6FT6uLMTuEHnly7AJhvTZt/DyfNhqEcjHXGekkfvdv4kjnGrJy488DsX5wm80yP7o/qP4sfA7Ol9ujQH9Fa343C7Ph4W6Nro1bI+wjCd12uVItkmVLzNK8GFA2S/zzkZcmgdX0/b0epM0kq3ESuVK4UtfLUO8qCqSs4WQbmf5JvDPlUvDgsk121O3IRaI4curV49xZO51ZLoVgG/Glao/9j0MwOA2E/DxRS6ej30K+/Od0LELgS/MeSUfJepqGliTegvTctugfEkNfElPzcetXrdgurURZrnI5w95DAiCQMBDjyg9fC7NwvOfHHRbbIHvAfnYtnYjuPwKbGkQi2SPPMwdaUOrh4lCZYKM8qOwNI0G5SrLytlyh2S+FDPKFzF8mZzmDIuG8pPT5BgkyhdTDQOcLPhE+/lXjdz/EvgiUbwq+z25nmp/tHn2C4ZAwEXLIBGT+aKuhRIhT86TW7Iuqnx5JQNfLs6Di8yz9tKlU3jo/wbfV+bCQF9ELWMqqwpw4vk2jLFzwYWjD5C7IgMTP4wDXyUPLq8P0VUn2E5AZvFXhGS/xNh3bSD0r5LCl0tnL+DDtHewu9AezgPl84eI8qWsMQdjg1rgetYLZH5SRSevxijaWoQwlyi8ffsnrjpeo/DFa3AvOoE18KIrPJoQNRnzLiWKq+8sFexoNwltmskDZ9nxSvCKjWAdrcSyb/MULGHJesh655u0RDGnHH+y8xD9C9sxCXx5G5mNb83rhi+S66m2/Z9Px2CUWXDRYDGjfCFWkKaqWlg/uGZsKekzCl/KBQhPZN4F5BqQLTjZt2cHPsT9xFf/n7BRZZQvBcWpuPT2EKZ0XYW4oEPgxhVhXaE3nn48Se8r0k52W4G7n84hrvg7hj1oLQdftsfsRpl3Hsa+HY6WVvLWMcQ6I9uxAkv8e2PTx/MQPtNF+yhTqCiBL7EDJ8PcpA0G3/aWy3l79vE0VqXegDJ73mWX3WClqY8VThHwmhkOtSc8CoRqt0pOAV0veb4m575FuZBHK5PraqcPn8c31/d4nZCJEkMeLioZO5BlP2fco++L2pXbAc2DUdizCpyp+WimzmS+9NQxwZL+YQqbpPBFX4ioywS+fMb4J9Fyat+NkRuRdbEE79yz4aTVAGsGbkBm7p+4++USBflBizZCeJ0N/9T1uJ6SgODsP+k2yOTY9sRg3KoshP1ZG9Q/KpQqXyST8StzlylMoIWahODDHyUI8ZqMpckJML5tAOt9+mhyWYTpPddj1+Y9KF6XCwJfTvVbAx6fTfMyD9jPRvPG3Zlt/7kdgVkpSsd5RH02WL8Z3XePX8CXH3l/YuqzBGy2GYqjX66jYT0deuzKGrEd27PpANj+uSDwRa2ahQN1WMVJrusbTuHQ0jSQro6Mo/OnVyJjcA6cdBriLDsPc4ysMKW7fDU1WYDAF0FHFsIP+0ivAYntEfm/n2cwyl5x8XxJHmbpNqRj6y+Z9/HqRzIdq8oqX8j7nWSVaFeLqMLK7/oyZPAr0XBX81rwJRIqt7gUssm2vNJs7Dfbh+dr8rHLw52OQdueMoDZHVn4sgXC+HIKX8g31pvUK1j08Twu9vGh3yqkHX0chtOFqUqzcgZddMVSs/YY2WUZVb4ItITYcFNxIl+y3oP2cxCQshu96jfG3L6Kv5PsP4Ev/EOl+LDzO0xZaogZXpMNIXuM11LiEZ2VgpsyxThlxVXYbr4JxaurkOxYo3zxMbPH4E7y42qyLqp8GacG/y2eePLhONZ+uyOd/CX/91gUgMo8Hl7OKZDajr3+egWZJakY3mUp1jkHQ8Rl4MvmOx44VVWCJtVCmnG3+PJ8WGnoIS9ErxZ8CYHKV4GC8uXpk0Q8GPAQiUE52DtPbDu20xg66eoYfYTJfCHKF9ZtDlI2ZdDvjnuv91GrK9m80dg7nnhTVYQdShRD5Nkf0bwfethOhXfHIPBaChF1WhGYHXoUhGPF6TgxMJw+I7fYDIO9tbzqVLYvCHzhV/OQvDoHs3XMMKePn1L4EnJjBX3OymZrRUccgiggE0V7q5Com0sV7mQOhLxfGhm1kbuunyU9xz2nm2h5qCXGjpuIuHteeFqRj/0y18CK4T4ob8PB5/7lUtsx8uzR1zKGQ+vxDHwhypdYd8y97IrPUMHIejpwd95I340kwzV9Aih8UfepjxVeS/4WfHFu3IX2RX8xfNm0l8l88ewRSJUv+kvKETwkll4nqVUl2DJ8u/TYXC+5wl7XRG6egfzz+eczWPnlOv3OIi3OaDfgo4G1XooqlU0EvlQWI7zrUvrsPdLFDU0bdqrzfeblSGzHGPhSVyYSWXjtlYUwVteEhzPjIkDaBo94VMeWQP0iD6c5MvBFiYL3zOFzSHX9gP6PeqKLfR+Qa4DAF1nly8r+Pijux0Zql0pc7usHPd3GOJ+8GS2NW9Pv/IgGoVBdqYc1/ksw+uI8FKmo0mfoODsXmo1E5t0+9WPG+Y3izTFj1l/BFw5U9xagrb4F9uS+h+M8S3wZX4Z9cfLwpc0cIZ33IN+9aiwV+Mkoi8deIsoXa0zq5iF3jq+nxCM4+yW9J5OTEnHf6SGMthnCZQ4z3pRtZL3lIgG1HSPPXmXjGdnfU+VLdzZeTyz6pZNEnZ3++x+/z8DvM/D/9Az8hi//8fQ6XZqPg+QllrwVe9pPg7VFnzrX6NktCBxjHrUdc2/Ylg5GlTUy8a6nWk+aQ0B+I4EvwnMiXOZnYIF+UySUZKL2RwD57dfMRMx5fVC6P0T58pNXKTdJMuTSPBDDgJ8sVaUAggRnqrhpwzOUsR3LY6liug4DX4be9aMDzI9ObKgIWTDe1Ahz5s+BP1G+OKsipBZ8IbZjamc5EO3LR2ejltiZ/QqdF1ri25Ay7N0lhi8dGPhiM4+RbxKFCr8WfCFVvmOI7VitarLbL3fB/+cz+hJ78ewJ7vS9C+0N9bF40RKF0xtIfET5HCxsw9iOnevpDiP9FnX2mazyJbxZb/RsN13pb+cTObCOiTSHgPwo0I1RvpgeFeIgO4v22b7/UZDIfgRIViYJzJP4CBPli7aKKvwGx9KfkAm9gTdWw7xaSPtMdhBN/p+fn4N9zfZCL8wYbssZ2zEBiwVi+dXNagCmPd+JhWpt8HMsM/DocKYdBg8ZSeGLMtuxdVNCoPpSgEbxHDSop4MLRd/RZaoV3i0gtmMMfCH9nTakDH3/0IZLnwAKXyzq6WHVQKZPyXV3kcvGCiNrmi8i24jy5UDBR5wfsQvnT53B55mfYH28KcaMVFS+kAny+qpqGGTejdqO3Ru6Faoq6nX2WXDjEGROKMX7waXY0XYK2lj2V/pbYmNHbMdkAwR9JoYDb7hoGFeFK5WFGEPgS0Wu0iBwYtMRkvNK2hdE+dJJxxiLxZMkuUWfMCFpI+0zUmtDLNZk2+P7iXg09CFa7rfBgKE9qO0YacTexLR+YwotZhTbolRcqUMseFhCVZxqfw46ofpYtEJenuwxNBjVRTw4bqqPTHYeHueUwXG+Jb565WO7z0a67vAGoXi5uABTx1hQGwgykT1QbONB/i+p8pUNLZbsM7Ede8HOozYF2zbuQqVPPgY964aObRXPLwkI5FQLMa0lYzt2tV8IdHXkFXqy58KvRRDy+7LxZnwxYqyHoIvYs752x82+NA/99JjAXUlznxkN3XuVMNxfieOVjPLlREk6LimZ9Hr45iC8MhKl+0OULw3VtaU+xRL4RD6M86tZCgDi6+cvOGt3CqYx5pgxn7EdI221SWu0NetCJ4ldhW2QK4YvPW84wt6hM7YaxAMeWljrp6h8Idknbbepgc3n4VpRNrpPt5KzHSNS+0+TizF0giF99hHlC4EvspXQ5GNQ1iJIcm6ILcmFojQ6KX94zyFkLcmE3aXWcB6gBL5Q2zEdOJi0ReTPZKXPKdn+CDEJQcaMUrx3KgUJybUyV8wkIb8n8GWeaTsauCtp68aEQSWVixbbgIulP9BPxxAvKovkbCEkvz2fvAmb8t7hrvjDmUyC99ZtRK0OScvIfU6fb+Q+E0HRr//mldt4OSEZdufsYOfQgipfSAu16AUNdU2sJvAl2xbly5iKuJnpk/EjswB3et2G8ZZGmDNPEb4Q+63ekQb4XJaJ5z84cCTwxS8f2zw2gsOvQCyBL+4EvljTwHYCScYbtpAGzhcWf8OYxxGItRkBO2t5W0QShEvgS9zwHdgcsg28kDJM+uKMZubK4YuTrimMNPRxquDzL+ELp0qAWKMofPLIw6culTjfax0MG1gqPBuFIj76XV2CEIueNHhe2mf9g8Hjc2ETXI0n1HZME2UivtzHseS3ex/441rpD+n+EOWLi7ENJnRjwlpffb1En29m1UJqGUPgi2zbn3CI2o5NeDsafNV8zH17hP6bwIWfJWn0o3Xs2zYQBlSBpyuCd543JBkgdmfbwXmw/DldR2zHGnMwIcgaV7OeIfOTGuy9apQvr1+l4Hr36zTzxXtILxrYTsZ27o07Y3Anefiyve0k2FrWhi9LIUQ1tQkNWrEBKsc4WJo6T6nVIlmvm1FLFPPK8LIiDxt+BV+SXuCu0w28i8hG6i+ULxIbu9qZL2TirJzYji0uBrdaRJ/JDdU05fIEJec9+tYapHLL6HUnUT8FNumG/h2Z6//eq71Y/+MJ7bOWqhoKACLaJw7c+GK4i23H1qTdpsudcFyKe18uUvgy/H4bqG6tQnkTAQI/r4ckgH3Uq8FoZS0/AURsx7K6VmB5YH9sfH8GgmRttN/QEKxjZVgzKgyXzlzAh+nvcGvrD2wdOBlmxrYYetcbG62c4dBmAt3284+nsTL1htLMMaLUtdJoQLNU1s0Mg9pTHoI+KVG+VBbQ9ZLn6/P8tygT/Bq+nDl0Aanz3+FNfCZKDXm0wERZ+5R+F/PeHsNxx8VobFIDnvybB6OoVxW4k/NhWU8Hr3nl6K1jqhCyTNZJFKbV1dW0LyS2Y7LPlLNPN2JH3gewWNUYoEngi3zuScACse3YN8Z2jIxnSCPZHjseheA2uxDtz1ijAbEds+Uh7Lkfwj0Z27GV2UuhqaEnd2gUvkwtRpjPNCxN3gbDm/qw3m+IppdF1HZsR8xulHrn4fLBdJx2WosqbgW1vpG1HbuRkoCQrBdKbccIfBnUwILabxL4gnwhIp4qU76kYFrKdmrBdiT1OszUdeh3hbJG4UvMfrAD8vDq2Deoq1Rjbx3A7Mn7E1ibdpsGz8vm3RCb5vxpVfgxJAcDdBviTHkeXAh86aEIXxZcckUrLQOsdIqUKl8OdXZFs0bM8337PR/crcih4/zZuo0UAIT35DDgEx8hYuVLQkkGtEQi3PgfYOR/fSky+FyY7rKA0Q1VGduxCKje4inAl+y8nzhkeQDJa/Kwf503Bt/xhu1JAzS+K2s7thmi7RXUKo6Mvd9+u0Gtb87JBM4feRSKs0XflGaOEfiypFE7WjHv2TsIAk0CXxT77PXXy1j86QJVPgb/uRu99BrT74q6Wjix/T1Uho+70mGqooboYTX5ILLLEHufjdl/ysOXEg62N46Rwpe5Rlb0+eTbuJMUtsuug7y/R4ivO0nuj2yOYfiNVXjJK6N9pkwd4OkcjGoxfCG2YyeriqXwZQmBwGL4YvRUTUb5ohy+PHmUiIfOD/EkIAu7F7hj5INg2O8ygU6aqtR2bP28SKje4SBlSwb97vj/2DvrwKiOtu1fGyUQT4iH4B7caZHgBYpDsQIlCVZcEixIEtyDu7Y4FAjeQgstXpzgGuLuuvv1nrOzObs7G+jzfO/3fn8wfyZnz56dmXPOzP277+u69GAHgj5c19o3rrs0HQ+yErFJ593LZccWlW3J5DdnUuVLJSWWHdYfsz1Xg3Eg5R32q2XH5JKHonFjlS9Kgi/RGGbphiEG4MuC8xOZtxYZz2veT4v2Qjmf4EsOrlrGaGIgR5pMhpODtm+rrgQjVb7czIjHDhl86X9KkhCPVBhjXwM/veQWgi+qrmaYu06SHXuuMMK3ZpasepDW26PsvPC6l5LBF5MZpTBx1jgJvngrsFjH82XJjDVQhWUg41AU2rk1xMwPf6H1JHfE1tOufMlwyIHd2FS2jlj9awBe56ZqxW1EChvy9xzJO+fmFGCn5x6oZppi2kz9yhcGX7KTsEBd+bKvnj/KuNY3eJ/NaBiMLPdc3PGLhyFZPvrwlDOS5wspl/C2NGAdlOtTUfKXAhzM/qgZM934BR3PK0G5BCNVviQW5Grd15S44qhQsftMBCBof2s0nmTHxrHKl2R6hlo5o2ddXybPN7l0Dbxolckuz2WdBwYPG4z5niHI72KMYB3ZsSC/pTA5kwPzHUmoZuOFHbGP0MCvLF52S8WOTVx2bD5i62Sixg8q5h03+9yPMIFCE7eh72HwRUfenP5O79vF0fdwqctmXP/zCq60uwq7MDv4DteHv3TejMICDFXLjn1KxjuoSjASm2Szypel5duwZKIv7UsPfOmB/3964At8+S/Hot0pP+xuMgF9b6zBztqDUcHjK4NnlFe+GDL2ow+L4Eto4GaYrUmE8rgSp/Lfa/xDROWbryKvYuj9PZrrIfmn6PwsLeOyTif9YAsVIo2MhUEYgi8moywxLUQyC46hypdSjhikhi8BzjXxuHW6FnyRKl+MEbJFe8Mxb/RyGB3PhmJnPOo6VMbWqLuoO9oLbzqmY4fa82VG7flIrJalgS+iyhdaAPdUl5fKO/nS/e0IirzBFpZ3/77FMpatVtpi5Ah97czgcxMQV5CN0TX7ssoXQwEofn4qK02pm4P7/RM0mUCiAR5xyp9lpPBsbDomZOQqqE5kwOPnAmzPiGaLtR1Jb4RBTZ6heapFEGys3NkcsDAy0WRQcPjioSxkY6a7eMlMT8F65w16lS8THCuiUdk2GHB7E0abVkdkdynAyOHLQnuSl7NA4ELtDBnyfDG6nw/XtbmwNi+Jk8lvUX9AeTz2S8Hu5RJcofF+3TEVrQdaskqEieEj4VVCMrClduDaIqxNesOqpLo31j7/8RsrsCvuCY513YqTR3/B00FPUO1oBXTp2Fev8oXgC8HI9h5NPq/yRQZfttcagEqeLYX3JM3r/qWrahkIzuq3CIoHuXBZl4tTmfHoZuWEKxmxQi8KninKx8KX5kBJR4zxkYzAeSYqjVmmQh++XL96HVfaX0IVqnzp2JRBTWryypfvU2ogxU9aLPZ51g1U+XKoxhFYLbTDSEHliyo5H01XWeN9ZhyuxaSyxeKrGXHYOEvKRiJ5jHujEzC4ZzmWkff9ST+0s/fC4OZS9U52bhLaX5wOUfXJxsszcTcjnkkEbVy9HenTY/HNvRaoUbm5Xv+SRm0ueb5U/oYFWQ0ZRfMPEnxJaJWFBz2TivXpGXbKFy1llTrseTlkOSwuZ8FhpwRfqPLlYPI7PdhFx/75aC8C313RXA/NLZIk4SaRHL6UURUiDgq9e/Xdmzc4WGM/XFZ7YrCs8oU23NVd6mHYg70YqfRGVL909tO+utAUdRvUZ5KBRoGlMDlIv/JF8bYA3uvMkJ6XhYvJsWg0kOBLArYukAJlwW4heNY3GV37lUa/poEYHT4C1Uvaa2VC02ZQZKxIGaknkl4xePjTzn34OPo9Gp6tiVYt9H2QqPKlrGkpNHauiYUfrn8avjiF4p3a82VvveHwcm0kvM8IvoxwqaWVbDCzx0KoXuWiUhhwIi0SLUva4152MnYKpOJO3l6DJbGPNc88mrNfW7vAr6UEXz7E/s2ebwTMCijTXidwduncZdzucQ0NT9ZDjXpFlS8E06nyheDL4NiaSP0xg51v2Id+iIpMxrmm5+Gy1g2Df9DWSw70mY88ZR5aLrHH09RI3P2Yhfr0Ppsbh/XTVjJQvtp2DW5NjYd/t6osmEPvrj6y7Lek1LcsE09U+UIZqRJ82YSw0A3ICU3BgDffwN25yJSbd/R3BCMtneFUwg4HE54KK/T4scp8JZbbLMaLwHhE1M/UZA6KBo3mk26yQWBrqfKlUrAEX7xMSzATUHlmIj/Xjt/n4lx6pOZ6Op/0w/DSVTTPWg5fCJjZCuDL3s0/I3rCW1b5UmAUx+4rauQt9CH5FcvQ7/moGgpk8IVXvtQ74Y02gsqXVI8c9A2ugtORN/DhuTHqTndDytpEhP6wDE8e3Ud4o9MMvsz+piXLfKW1XYAHeZ5IhvOUVf5bQS62en+HKmW0gTOtVwj8UaVqyITlwIFsTHozkmW06jY678jSlZGQnYr7mXFY+hmVL0+WROFluTyDVZ98Pul6L82sG4x0j1xYj0lFPiUBKAvhakoeV/qVLxJ8SWfzjhrNAXm1L8+epjErL4AvK4M2IHtdEmYkzsTNp4fYfUVNXvnS5fdqMJLBl82rtyN1eix6POqCiuW9tbqKKl+immRg4lwfLHtyGKrblqixhCpf0jC560JjSANPAAAgAElEQVScPnEKj797yODLxo6D4OJQhb27VlXsiPpVJLh859kxTHh5Fmdaz4NlSRet89N6pZyFDcb5SJUvRjdzEfJUH75k5ySj/a+BrAroZtxDpBXmM1kYQ+3oTyfwyvcxHm38gHS7XBztuk14KK980ZXNmVs+BMlU+SKDLy1LOWNka0lmUd4IvlCj64lLeo5e15ZDLrVK6ywyCjZRqNCqhA0m68CXkFErUECVL691Kl/aLsPmP0NwKSsR3ocrwepgEXxhlS8bMzApdjzMTS21rofgy5OByVgy43uMubEGDr/ZoeIOO3iEF0qVL2t2IDkwhsGXo20DmUQjZV9TtUNZtybsXBfvbcG8j7eFc33QSV90sC/L1isMviQUYvF1/aDwx9j7+O72eraW2Pf8NFzMPgVfdiJzXjweHngFUyMFtun4YPAfyee1rvcS7ZcS+mfjQ8cYtLF0xvGMWPwgyHam84wM90dVVnG1RFP5Is8+J/hyOT2GrfN55Yu8k2eo4Qt5vvDKl1KqQpztspUpBnzIz4GjGr4kNM3H4l/J82UxTESyY4lR2O25CzenxmH3jNns/qlx2Bauv1miyTFHJsFFgePCjekMvtBa99HrsxgVcQx8r0LXRuuMo0mvhJ5jlOg31rUuOtcfI8EXqnw5rz9m/LxUBTT/7034ytIdw1rqH8f7gleeP9/yDi4mplgiC9TL+4syzJfpVL5kpudhvfNypE7JwY1GURhmX45VENHau436eS8/B72/v7WT5h2vfJFXc1OV/72cdDZmn4YvAaxCW175UtHcBrGh1pDDl+l9QqF4Iah8uXYFf7S5iuvBUdjuH8h8eupuc0Sp1+T5QrJjUuWL0cUc3F/znknV/f5wF5O6ku8b1/02Aw+yEth6XrfRs5/L/zL4UkWJZQf1x4Lm3/6k1zjQdil7RhbnsUnfIcGXXNyYEgs/K08M+mqmQdmxNJ3Kl5VL96Fgznuk7MjFH5bSfprG7GizKShtV0nrJ/BnIb8eqny5JYAvClo/GoIvXiFAV0l2jPZ2zxQKrcqX0f/Mh1e9CqXKl5lWmDCTKl+CUeANLNKBL0tnrIFybQbSD0ajvVsDBl9aTXZHXN0sjecLVb5k2ufCYWwa5nYIA1VAv8lO1aroMlT5wt9zNCcL8wqxyXUnjILMMTlQXPlylzxfGn1+5UuWWx7u+MUZhJPU+VT5QhLOVBnE27LADShcnwybE4XYl1nkVSyCL/x9yEEYwZekwlws61QEVWntVBoqNmaid/pC21CYTLDC1LnjtCpf+tQbwe4Tirs9/jqNXZ7beg8MHErwJRiFXUwxb4O27NicEcthdCYLFtuSUcXGA3tin6COf1m86JaKXRvV8KVmMGJrZ6DmcGC8z2Jx5ctJXwxyqoJejbX9d+Txg1vXruFym8twWu+IIUOl9aa8UeVLBlW+VO3Onr2fUpIIqhqCxMaS58vKSh3QoHJPvXN++cOXHvjSA/97PfAFvvyXfU9ZPbuafi58CUaOQx5uj4qDofJmtkARVL6EztgKs1XxUP2iwsm8d5oMAjJA1N0AvYm6hu/v7tRkIxN8icnL0nqJE3xxgArvDMAXv+EBaNTSDX7fi+ELlZ8+Ub/EXNa4Y7Dv95hbLhiF7UwQvFkbvswfsxyK46SdmYBRjScgJukFDre4jjed0rVlx6plopqfkm1K/lP4wo1zrVbbYaSffgZByPnxiKPKl8+EL6QLS7Jj9/snCqWY+PQRwZfQMauhOpYOjwOF2JYWxRaLu5Nes02SbuPwhZfS0hwoaWSKoA6r2aEcvngpC9mY6S5eyBPmR/8QdOpVHb2+HaKRQ5LDlx/NauB9NymQX+uYNzp06IKF9gugGFkCgQu0F2nT+4fC+EE+3NbloVetIfiYGIFfa0fg4ehk7F4mwRUa77ed0uEzwIrJQOjCFzqGNl4jS1cvHr4cO4GnAx+j5rGK6NShjxC+2Bibop1H08+CLxSs/tg7HY87pBQLRMXwZTHwIAeuavjS3coZV9JjhBrgIvhSz7JIeo5vACiQT6F43cqXiIi7WL5oP773/xr16jYQwpehKd5I8pMC+X2edodCZYKD1Q7DZpE9/MdplyeT7JgqJR/NVtky4HbnyU0865yAVzPjsXGmuvLFNhR3f0zEkB4V8E39Mf8KvlBQ4O+MOLZZ2xS2A2kBMej6sAWqVtCHL7RYzFMpMaDS58GXuVT50joTD3okY12VbqhVUezTI4IvM4etgNlvmXDckY392YkMvhxKeifMOP7z8U9sDnEYRPDF1bSkZsPA4UtZVSFiBPAlLj4SM6aEoceAeujcoZ/mPpPDl1Eqb3zsq4YvF5uibn0Jviiml8SU2dp6ySQ7pnhXAO+1ZmhVqRvexT/E1QZv8GxiAraGyuBLvxR82680K10n+FLDwkED+WhufA58+Xn3T4gc+Q6NztdEy6/04cvIU/6s8uXz4UsIPgxOx2OflGKlC0TwZUbPhcCrXFReq8AvKR/QsqQD7mcnaWUm8mckwZdVMY80co0EX1pYuzI5FmocvtB9lieAL/fvX0PYiuMYNakjypTx0MiOyeHLoLhaSBsjbcpI+vHD23icbXwOLmvdMfiHouoP+n8AwRdVHlotLo16Xi1w7e+beNcrCW/mxWP9VOk+I3kvkh0b2a06C+b8W/jyNDuJGQiHLdiInJBkDHzbGW5O2rJM9D0EX1pbujDPl0MJT4UVevJ3DV3Xi+nxiKiXWewGTghffEKQT5UvMvhCG0L55ph/F8GX8+mRmush+OLrVA091BCewxcC0zZG+pUvZ88fxeF9N7BkzSgkpX0Qwpdej6sjf25WkezY8ROIGPAY9U/Wgk+bzlqvWDI1TvPIQb95VeDpWAWnT19D1rgcpKxLROiwZYh48gCnGoQz2bE5nVqz4D1t9ANJyk8djOMVVtu8+6NyGW2pRVqvqP5x6qagSejkFVD9nIXJb0YzI13dRucd5VgF8Tkpn4Qvd278jd9an8OzpdF4Vtaw7JhB+FIvRIIvo1MYfMlm8KWkRmZRfm0i+BLq2QwtaknwkQfwPFWFKCuAL3t+3oJLv77E9q2LDcOXP6rBKIwqXyTPly1h25ESEIuej7ugQjkBfGmagUlz28LE2BSH9v4FsxAFjA+lY1LnBTh7MhwP+z1gni8bOwyCs0Pl/xi+zBy6EIobeQiJ+BR8eQQKChYHX47vP4UXPzzEk00fkGGXJwxIU38ahC8VQ5DcLAe5/UjarxQe5KajlZULRrQK0ZtL9J5VUaKPDL7Ipec4fDGDCi0s9OFL2IYVuP8oBlvXLdGSHaN9xaYrwbicmYAaRyvDmlW+SJ4vS2auRuH6DExP1vczoWrIiMHJWDJ9GFIyorAv7DqsthsVyY5x+LL3HX5pNxuZ2Yl68OXXe1swtxj40tHei4GcgK5q+HJNPygcFfeAnZfg9t7n4Z+ELztW7ULG3Dg8Ovga5gqFUIqJOt8gfHEMRdKAHLxrH62BL36l9QNudA4RfPm54Uh4ONVl40vrLFpz0jpfBF9CFofgY2waNqxYIoQvkfnZcNjqpa58kTxf5oxYCsX5HL3Kl8T0WGx33s7eVbsDgvAi8hr2LriFkr8p0PRoaQm+zAyTZMf2vNOCL3yvQtdMsqwkO6ab+MD3ABr40mI+CkoqseysYfhCwdf5tzajuZVbsfBlaUAYcnen4vmWt3A3NsPCfwFfcguUWGO9GCnTcnCzQRR+sJcqX+a4N0RbtceV/Gb7NHyZhAe5aXhvqPIlaDayCvKxZsEiFlSXwxeqfKlYwgbRIZaS7FjnAiw+NBuBfUJg9ELf8+X69au44nMFN0KjcHhiGKsi3TP1NkzfqtCNeb70w9wRS6G6mI2Hq94x+PufwJel5X3YuWbUmY+8yv+X4EvbEBQU5uPGlBiMsPbCgObTPxu+rF7+M/Jmv0XarjxcLintpwm+iORT45NfsHUeT24xBF+MVWD3majyZeSoAFSqZYfJowI18KWbuRWTL6T10Rj7snjZU4IvZrNsMH7GaMyqOR8FNY2waL+UzMbb0plhUK5NR8aBKExpPh3v4+7jYJfbiK2ThdU7p7F1ApcdKz02gyVdCuGLWmFDLm9O38HhC3kAkwckyY4Zzy2BSdMm6r0zVv0agPvZiQhtNI49I/c3GC1M7OEfJNkxVvniG2/w/qBjRfBlxcxNKFyZBNuzhdid/kGTNPy58CW5IBdLZRVttHZyVklxKxF88fshAE3blMEPA8cI4QtV7jz8KoX9NNcNnhg0ZBDI/7iwiwnm6Xi+zBkpwZeS21IwrP5oxKe9xeEm1/CyRyp2refwZT7iamfBeziYDDS9j00Vxpq4DX1Pz5PDMdCpavHw5cY1XG59GU6bSmPIYKkiS96Czo5FujL/s+HL7KrBSGmSg3t9Epj0Zr1K3fXO+eUPX3rgSw/87/XAF/jyX/Y9BZd3NJ6AvjfDtErnRaclQzWSHbs9svgMgulnSXbMXGMCTedaMGsbTFfEQXEC+CX3rWbhIXqJvYr8C0Pv79JcD8k/EXyRG5d1OuUHR6jw1oDsWKd/ql1GOtdk0kQi2TF5BoHrWncM+idARcF4ZQdTzN+onUEw/8flwC/ZMN2eqPlN87yC8bZDEXyhBR5VvlTzleALyY4VQMnKb3mjBXB3W33Zsd/ub8fcD9fxR5fNePr0DnYMOoFqU10xtJ8IvkiVLyOr98GIx4dwvFkgHOzKGZwFs7yDkVonG/e+Syw2g4CyxuuVKq0xgWZjNnY1Co+mw+uAimnT0mJxT+IbnBHoSd+KOIxJry+AmziS7JilsSlmy4xxacFHQWEaM334koZ2F6cyKZ2vvQdryY41Ld+WZYaPK1ELb7tKAcbaR2uhfcfOzNsH/haYrlP5QvDF6GE+yqzNZ78pLTMG69234bF/GvYsUcuOlQvGm05p8OlvxWQgSHasrHlR5Qt9D8HJkU5V0bOxtqfMkevLsTchgmVlXbx4ChcCb6Ht8ppo11Ifvkw6MxLWRmZo69EY09/+AblppGjggt1D8bFPGh63S8HuusNQTp1RqXsswZfvSlfVkkQLGrAEyvtZDDqdSo9DN2sXXE2PxR5BRv7ZOxuwIPoum3fUqDS9gWWR9ByHLzRmqQL4Eh3/iD03KFji6VRbS3bM2coDY579gqGptZDkK41Z3+c9oCpQ4FD1o7BeYo8RP2rDl4BOwShMy0ezFTasv+89+hMXGv2hDV/sFuDumAR83708Ojf4UZIdU8sp0HdkqCVWhLJjv8/C3fRYbOyyBXt378TDNW8w4pdOKO8uZazKG5VJ56oKMaDCN8yc9azPApSycDB4n82pFIKEVpl40D2J9Qf5TonaMOb54snmG2+zhq+E6W8ZKL0jGz9nJsLfxgNHkt/huEDu5eqjvUy6jl8PyY6RJAlJCVDj+v7lVIWIEsiO0X3Q+fIcJm1Tv2oPoezYaNRGZB8aceDri01Rp349hNmtg/GMkpg0Swe+9AoB3ubDe7UZkxSLT36One5H8GxSAraGqOGLewieEnzp46iufPFHjZIOGnk79j2GZMeuhuJUyhsWBP/l2H78FRqB7hsbomkDbU8MOseoU/5M5qZe6epYGnmTyZgU10KdQhA5JA2PWqUWu4HrSp4vzt5aRp0zey2C6mUOqq4zxvHkt2hZ0pHBl+2C+4y8yFbHPtbAF5Ida2XtiuEtOHy5y0yb6T4jF7KDOnD7ffQdDPx7M5PhtLVyEcqODYmvheTRRfDl47t4nG5E8EW/8iWgTTDykItWCx3Z+/Gva+fxZ5s7Gs8Xku1YbbMaNwPj4N+1GtrV9df3fEl+g+5/LRLKjq2lypecZKz7ZhM2b9yEV9ujMO5UT7g76Ve+9DvpCx9rFziYW+NIwvPPgi8vpyfgSb0MoV8cjbdSVcjmta7ny/S2ocjLy0Hl+bzyxQIZynwhfNn5x1ycSyuCLyQ75lu6muY9wPX9KZnAUgBf7j4/gXEvwpksaGJqpI7s2FtW+dL7iTfy5qTL4MtJRAx4hHona6GNAL6keuag/7xq7P24/6c9+OAbiZQNiQgdsgxPHt9FeEPJ8yWoYys0qNqTyY4FuDVA+3r+7DZ4E3UD39/djq01v0MVL+3KF1qvUOXL3A5rsGzhcnw8n4yQ0xOFzzwKIIxwrISknHTcy4wttvLl/q17ON/yDJ4ui8L7MjkGq9G4jN3G6r1Qo1x7zW07s75U+WIzKoXBcPLhcjctpan0k9/fy3+dite5aWzecdmxEM+maFlrKDuMB/BozMqY6MuOcflXkia6/fQYuOzYocbjcfnFL1iX9Bad/6gK47AcDXzZHLYdqQGx6BXRBeW9BPDlqwxMCmqH6mXbYvXSMOTNyYDRwTRM7rIQZ8PD8bDPA1xcH4kN7QbDya4ikwdbWaE9GlTtxa65ONkxWq9UKGGDsT6LMTdgIZIeZ2DNKf3qkqzsJHT4bTpIgo0qX8iLgGCHoXbiQDieDXuAiM3vkWmTb1AK8Pm739m8Jlk219I1Naejd2FK82zk9iHPFwm+tLZy1cgsyr+X5D2pMfiS+BS9rq+EXHrul5srsDE2AuZQ4Svm+aItO0byr7sSnrLEEJHs2O9Ziaih6/lC8GVjBibHTISZaUmtbiAfsCeDk7E0cCj7TSHTlsBkSwHcTxZi8Feyypd973GszQxkZicx2TEuNUMnO//3ZiyIvo3LAi+KQSQ7xj1fRs1FVnIewvZLlcbyFhl7n513TeXO+OnlGbiYWWJyGylgpttIdmznmt1ID4rFk4OvUEJhxPy2RO3Gk4NsXpMsm1xyjaBT8oAcvG8XzWTHjmXEwc+xkkZmUX4u8myramGL8T5FsmM/NRgJT2cJvmz5fTZ+T4tmAUaR7NiW34PwV3o0S1QgWVG57BhB4I8FOXDYUgb2MtmxOSOXQHFO3/MlIS0aO1x24kZgHPYGzGO/aYZvCMx/VaHhITt80+BHsEonkh3bTfBlM+6/DGeyYye+ngU76yLPl6MEXwRrrg6n/DDW2RtdGo7DpIFBrPJlzVb9++zhqzMY/fQ4yAA8+O/N+NraXUteVnc8lgWuRc6uFLza8hZuJiUMAlGa1yui7uqtZygRITUgB9frRcHPsQKr0hdVD9P39iXZMfW847JjcildSnB8lJvG9maiypeFFyYiIT+HSSjpyo6NPT0C5c2sERNqxeBLYpcCLDo4G9P7hkJBni9/awPh69eu4kqbK7i5IAqHJkiy1AG95sPodSG67auGJtW/A403LuRo4IskO0aeL0Xz2pDsWH5BNnzOTdBUvkzsHgRjLxWWrZYqjeWN5t+B5Df4uc1idPxtBrvf6lb6Vnjv0B8D24YgX5mP25Oi4G9dHv2/ChTCF+qvtMJcLOxYJDu2ZuUB5M58jbQ9ubhcoqjyRaReEZf0DL2urdBcD8mO3c6IxzbZ+nLAKV/m7/TGyEgIX2ht1dWuLAZ9NUsjO9bN3JI9Q2m9Pda+PJ73zGfwxTzIGuMCx4DiBQU1gUU/a3srLZm5Bsr1GcjaH6WJaZBEGQXuV2ydAsuS5PkSjAz7bDiNy0RQ+9VMduxtbqpWZbFI3pz6lb/naE5SC24ZBk9/W/zorw9f6Lz3spMQ0uhHfHdrPeTPHtHATW8cjGyqfPGN0/KA0z12KsmOmZTU7KXo/ytnbULBiiQ4nCvEjrQPxcatuAwn3f9l3RqCKl+SC3OxVKfyxUUdtxLJjtHaaoJLbba3lcuO9arrx+T55PDFfaMXBnw/APPKBEP5rRnmrdX2ZJk7cjkU57JguSVVI1kZ7B6C1yQ7xuGLt1T5UvsHBZOBpn0vgy+yuI1h2bENWBL9N37rsgV3713Hft8zqDvDE9/11Icvcwi+qPIxtFJXJs34KRlvBl+aZeNer8RPVqMZvFm//ONLD3zpgf+xHvgCX/7Lrv3mpC+2kezY58CXZlT5ko/bI2OF5sj8UkTwZdGsbVCsioXJL0Y4nvPmX8KXyYjJz8SKTkWGhARfnP7Rt3+tMBJKbwnhi2VpDGz4I8vQn+VaB0uePUDH4WXgvMYN3/sOkeBLexPM36QrO7YMOJWNEtuSNZt+IXypmoXqfiqmwU3BjEKVCvM6SotLagRfetiVx4DmM7RGTQ5feEA7yI2McvXLN0Op8qUgFyOq9/4s+DK7RjBS6+bgbv+EYs0ERfBl4djVKDiWjrIHgM0p0sJjT9IbnBEEGHXhC1W+WBqbYZZMHoQWfBVUSrxSGH02fBnHPF8k+EILjzU3HzOt2dpHvdG+YxeQXILCEHx5lA+vsEK26U/PisNaty144peGPUs5fAnBm46paDvQmm2sKZhRroQ121TyRvBllFNV9CgGvjx5e5GNBdcLzs0vQF5uAawsS7DTTD49CtbGJmjj0eTz4ItbCKJ6p+FRh1TholoznwzAl8L7WfBYm4eTGRy+xAiNwM/9vYlpk8vhS0MmPaeWHVPLgNCYJatUepUYhuFLAzhbuTP4QmO2+ewzNA1xRr8X3VGYr8Dh6sdgvcgeI3QqXwK+keDLVyvs0L3RRDx4dBXnGl3By1nx2DRDysinsmzyfBnasxI61R/N4Es79aaS/s/hy/LybdBIRyd2kwy+8AoSvlDWfYwGEXxRKtG/YqfPgy8V1fClR5LQ0JqfXwRfgnxXwOjXTDhvz8ZPWRJ8OZryjoE93Xb18T42hzTw5cxIuJmSGa82fKEx+0ja9zr3qmH4Ug01XOszzxeqalx75QlaTHfF1782RZ169bDGYR2Mp5XE5CAd+NIzFKr3eai92pw91xKSXmKHxyHtyhf3EDzrk4xu/ZyZPxF5vojgy1z3hmijk7W5TwZf/n5+HONfnMGmar1QvXxRgJb3EcGXcualUNfxc+FLKD4OTsVDn1ToSufI+10IX3ovhOplLqqtM8GxpDcMvjzITtLaHPNznLy1BqtjH+KixvPFF62YGa82fCnPPC1UesFOQ/CF4IKZWnaMxmzLqadovMgZflGD8eFDLM42Pg+XdW4YPExbdmxam/nIU+ShzUIndG04Dn9dv4A/fW7jzbw4rJ+6EhS8WGG7Ercnx2NEj5poW2e4VPki031OVMOXtVW+Re2K2lUacvhy8d42zPt4Ewca/Qi30trBaeofqnzxsXSFfQmrT8IXZYESy60X42VgPJ7Uz2Sm2iXMrPTukU/BlyrzFbieEYMypiWQqczX2hzzk+nCl84nfTHcSR++lFMqUcpIoRfsNARfCC5EJr9m8IWejXv2vkS1fXaYFTsL4b+cxJP+j1D3hDfa6siOUeVLSplsDJxfE1/VGIiD+/fi3Q8fkLI+AaFDl+Ppk/s42UCSHZvbxQf1Kndn8CXQndYR2vBlW80BqOylLWUphy+Hry/B6sRXON92MSzMyVlPu7WjalDHqkjMSf0kfLl36z4utDyN50uj8cErS1g1S2c3BF9m1A9BJlW+jErWwBcPMg2W6bLzq1txcRpe5aVqwRe57w+HLzRmnqbmesHOz4Evk0tXw8kN0XD/s5S68mUbUgLi0DuiM8p5aVd2kW75x2YZmDKnPaqVbYM1y8KQGySDLyfC8fC7B0x2bFPHoXC0LaeGLx0YPKPGg1IijXQ5fKGA9sH0KFwQvDOyc1PQ/mIA5ns2wc3YT8OXX/afxPMfHuHZ5g/Iss3DTwb8Q4qDL8nNspHXNx5lTS1xPzcNPtZu8FM/7+SziTJtqQWzyhcp4KgHX+IiUILgSwlbPd+TT8GXK5mJ6GzjgZurcmHzwQILbwVhySyp8mVK3CSYmlhoTe7Q0iF4/H0yVs7whbNDNQRPWwLTLQXwOKlkQcxta3YgiWTH9r7D8Xaz2XqDIMnuuj+gnFtjdq7PhS8UoH2Ymy7s349x91lgkfxv9r0k2bFPwJfVu5E+JxZPD76GhcIIa2Um1/IfWBx8ocqXD+2o8sUFRzNi4e9YRc/rkM4lhy884Phzg9HwUMtKEnz5Iz0G7/8BvkMEvici+FJSpcS5LluYYkB0QQ4qlbBBZKg5TI1MWeVL0IjFMDqv7/mSkhqFLa67cCMwFvumhzAVBYIvZheVaHzEka0RKXBMlS9nd79lPjwcvvBEMfpNxcmOyeELBWhzlEqECfpXIztW3w/zb2/6JHxZPC0M+btT8WbbO7gZm7N7QNRE8IVLcKZOy8X1+h818IWkBVvX/kHvNNrwRfL9OdM6lAXNqRF8ichNZ3szkZ+rEL4oC/Fz163g8CUuPwuqWY5QVTDF4oOzJPhClS93ixKN6LtuXLuKP3Tgy7TeEnzpvrcGmlTvizkjFgMXc/F49XscVnu+zHl/TbNXofMQfHmYmcCSqeRNF75QUpm7qblWIiQ/ntaXB1Pe4KfPhC+UwJGvzMPtydEYYV0B/ZpP+2z4ErbyAHIIvuzOw2WLosoXEXyhJCby9uP+VxsJvmTGY6tMTpDgixkUbMxEpvOfgi+0t94e/wI+35WH2SxrjJ/B4YsCi37WrnzhUo05P8VoYhocvqzcNpUlaQQ2D0aGXTZcxmWxfT9Bkne5qVpJs58LXzpdnolJjpX19t00bgT/7mUnILjh2M+CL1T5QvDltl8c5JWwujeJCL6smrUZOWsT4B6u1MRAqFpJWPmiTkbg/lfk+yPBlyIAR3DFHWBjJqp8EcIXS2f0qifBl9lu9bH08T209/eE2wZPDBwyCBSLUnY21at8oeoxnM+B1dY0DbgP9gjBq66p2LlBXfniHYy42pmoPVzBkuEIvpgpjLWSZgm+DNDxlqW+o+RNDl8+xEoJZMGezdBKXWks79+558YhvTAfQyp3+Xz40iQb9/okFpvMKHxgfvnjlx740gP/4z3wBb78l11MkipbPrfy5cxoxBcWMO3QYI8maKU2MtW9BIIvNsbmCGwn+TSwxV3QDhgti4HtWSV2p7//1/AlNi9Ly7iMoJGzQoGXhuAL6ZI71WCZvWRMHqswxiAZfKGX2KLnd7lBuP0AACAASURBVNFpWBlNdvDc8gRf9Ctf5o2R4IvFthRMUwc551HVRPt07NwkBepHTwpAbOlctGpszjIRRfCFFsDdDcCXeR+usY0BD2iLzKfpewi+xBfkwp/DF5lppGgq+If7Q6kCGzORPj//DIMvlk4Y0bJIGmLR+DDkHUlB+QPAphSp8mVf4huECzLKeZDgZIsg2Ko9X6yMTbWMcQm+VFQp2Zh9uvLFDwUKI8jhCwUYV996hNYT3VHneG20a/8Nq3xRjCyJwFDtDBlW+fI4H+XCCuHbMpgZsYd5bJLgi7ryxW/0NMRWzkG/hs4Y2HymEL7QxmuUU3UGA+RNXvnC4cuaSp1Rt/K3erJjBF9IdsxHXfkiWrjJz00VLZbquS2Xc9AdX6nypRp6NSmqygkauAQEXzzX5uNEeiyrfPkrIwa7OusH8gm+LIi6rTGGpU1KI5oD6uwjXvpOY5YkgC8xCU/Q58Zqtjgq41yHVVRQI3DI4QuN2abzT9F0vjO+e9GTyY79XPkgbBY7wH+sFBTkbdo3wVCm5+Pr5fbsvn0ScQ3h9S/j1ax4bFTDl+HDpyGmYTbGNqyOjvVH6cEXkgGhDDZD8IUMoikrlMMXuVGs/Fp04YuuQa3uWAw95QcjKPBCoRB6KvDjRfBlnv9KqC6kw2VHLvZlJjD4ciz5rVBrn8MXfj1UVeVuaqkJSnHPm0oqFT5ApQdfCEJ+c2k2q3xpUK0nWoRLvlIUVOTwhUxb11x5jBaBrmjxWzPUqV8fa2zCYDy9FCbN1vF86RXC4Eud1Rbo32w6yDh7u9tBrcoX3xHTEFszB0MblmHBHIIvNUs6ahkwfx3uj7nuJJGknTXF4AtlJnbdCg18qdGHZZLrNjl8WfbxJgvmFNcIqjjDiD0bRaan/LN0nL9zLQYqeJvZZyGUL3JQY50JjiZJlS+PcpKwRaC1L4Ivra3dNWa8kXF30f/WRvZszBLCF8l8mSpf7Kzc0OMvaeMkhy80ZpvCI9B4gTNGxA1B5Pt4hDc4baDyZT5yjfLQdoEzujQci+s3L+JKq1uayhcKXoz0m4uoppmY2rgefGr/oA9fUt+h+9UFMARfSHZsbefN4PBFNzue9yPBlzZWbrAzt8SR+OdsnItr9A6pBhUioDDoH6KBL2VbMFDB2/T2C5CXm40q84rgS5YqH0s66hsd77o6D2eTP2iuh+CLJDsmPWt5oI0gp4VCAF9enMC45+rKl7SPGP5wH/ucHL7Qs3H3Ty9QfY8dZsbOwumTJ/C4H8mO1YFPm05a3cDgi1c2Bs/zRrMaA3D4wE94M+wdUjYkIHTIcrz98AQhs3bhfZsMLG7agWXv6sKXt1G3MPjuVmzzHojKZVponZ/WKyQ7NqdDGDh80c2O5x+Q4Es1JDLZsVgsKcbzJTH1DbpfXYQqKhWiVEqcNjC+HL7ogtUZDUKQ4ZED65GS5wtVvniaSqbBuo3gy+vcFDbveOULr6SlY/94sItp1dOYuZvowxdKgpkTeYOZcpMMyuTXv7Kv4JUvWxLfYKxTdZzcGA33qxJ82bZ2B5KmxaBPRFeU9Sqq/qDPza4yH1FfZWJaUEdWabR2xVpkz0qH8aE0TOq8ENdvnsfWdb/iTed07Ph6OOxtvATw5SgmvjoHQ/ClYglblrFKAe1DadHCaj9d+JJRmGcw0EvX/fLDFSaTR2OWC5WwapaO4/CF+sfFsbpmOOZUVle+9C6CL21t3DSVfvJxE8EXeeXoiZursCHuMUpBhaZC+LIcuxIi1JUvGxAac4+dnubu5j9DcTUrEd9Ye+DG6lzYvlfDF3Xly9S4KTAxNteaRlQB8nhoElZN94eTfRWEBi6F0aY8eJ5UMfhy7NRehB96iGd9U9iYpGXE6sGXC3c3IzTKcOVLB1svluxDAe1HuelCPz4OX+j5uvfFKbiaWmFS26KkIPlFU+XL7aeHMP3DZTZmJRUKrPm38MVJkh2LbBMNHysJvowgP0GdpCP6Xnp/Vylhx5LMOHzZ33C0prJx6+9B+D09GpH/BIYHW7vqmc5v/X02/kyPkSpfroZiY+p7yOFLTEEOk7GKXGAOU4UZllwMYpUQosoXSibZVHoHbsyIw8+BCxhMm+kfCtPzhRr4snX3Wvz1xwe86Z7MzKFF8GX/XwtxxIDniwRfarF3JQVoc1VKrPlG8pWSN/5OIAPweXc2ooWtB4Z8pS8DyD9DXi4h0ffYmHmYmjPJR1Ej+LIy+q7eeoYqX9ICc3G93kf4OkiVL8GeTdFKXeknPxcF4rvYSfPu+hMJvsiruZeo4QvtzUTwZdGFiYhXV76E/RaAg+T5IoAvytmOQHkTLKbKl35qzxedypcb16/iD58ruL0wCgfGS795Wp/5MH5JlS8SfFm2dhEePk1EVsdkJgVHlS+68GX9pRl4kBlvEL4sLdeaVdHQvsbDpIRWIiTvG134wmGHcCDIc/L8JETkpeOdQoHRNhXRu9lUw/ClIA8LO63TnGp92CFkBryE6mAWTiriNDGQky1mwdZKqsDiTQRf7mTGa60vB57yhTmM2J5DBF9obdXFVqp88Q33wzMYQV75QpLeW+Ofw6dveZgF2WB84GjM9J6PQpId04UvBDA3piP3p1hWHUuNJMoocL9y6zQGX8YHTkeURQ7qNlUxTzYRfKE4Q51SjhilTvDjv1dT+UK+YCqA4Mvk0lX19t10vC58kYNf0biRnFiyspCt83V9AOXH073tbFpSq7py1ZytyFkdy2QneQzk38CXFGWO1vqSkjndFWAxEDF88cUElzqs8qXbKV8kKah6sAi+zHFvgEWP76KDnyc8Nnqh//cDMN8rBMquppirU/kyb+QyqM5nw2ZLOiaqfWzne4bgTdeiypeREwIQ65qD9o1LsTERwReSHevvWIUlzskbwZel0XdZRT+HL/JKY/mxevBFBn5FY/bDKX8YQYpbbazeGzXKtTN0S375+5ce+NID/ws98AW+/Jed3vWkL3a1mIW5VxcisNE4uJWuYfCMVM2QWJiPpwojLPBqjq9ramvJ8w/OODMGVsZmWrrcq0J2IH9BDNwuFGKjuorC0EvsbdR1DL67Q2NiSQtDktqSa7OTBjvBF1p4iDJH6P8jXb2ZSTIFqWOMjDGoVGkMajwOHX+bDXqJLXx+Fx2HeoLLjk1sPxt2jS0QFKxdmbJmwzLceRQL7x4qppdKjUDNW4IvG6UNERnJUb/0UxtJyzXUeb/QYqibfQUWpJQ3uZ5tTGIE+lxfZbA8lkpZaRE8oZ4vlv+9BQt9glHKgmqAxI28XJRQsWsrTg6JjmPwRabLvXjiWuQeTkH5/SrNwuOnpNc4JciE1DWGpblCc2CmTuVLZSjxHPrwhXvC8MURBdmoyT1faMxW3HyA1hPcUP9EHfi07YQpX81GmR4OGDd5glYHzFsyF89jMuDTrRSGt5zHjNhXuW1AxPA07FbDF1pUxBuZgIwHaUzkBrb8ZCTLN1pHcoj+R1rku+MeswD5s/eX4PtwvwZu6Va+TDkzivVFr4qdsDnimMGNMf9Omq/WRgrWTweKuScpG32gjh/NnMFLUXA3k8GXk+lx+NbKmWV57xCMma4xLJkyNpTNAQ5faHMYr1LqVb7EJj1D72srmIm0l0ttdl9RI+mD0pauGP30F3afrTv3CM3muTD4Ym1tiQWtN8N7ghcGDdLO0AuYOwvv87IxqGdZdG4wFhHPb+FUnYt4PTsBG6ZLwTY+L+i8ZCRN/hnt7cswDXVq3Fx4RYX2zHRa3kiL/F6mBF+uPdmPaW8uGSxZn3tuLHKVhfD1HoDV9/dgSdtlKGGun2XPz09eLsbqQP72WoNQyfNr4Q1Jx/mojU/5ASGjVyH/XBo8tudjd0Yc0xX+JemdUALjryc/I+DNZZxvtwQWZjYgzxcPyopVP5c4fKExeyeAL1nZCejw20zw/uH9Kfd8Id3wVVfvo+U0N7S61By16tVDUPOlKDukNEaNkTKVeQtaMBcvU9LRvYcT+jYNAHk3bHP9Gc8mJ2BrsDRmBPhTFcaY7FiFeSeR50vNUg6Q6z7TdYiyNikj9VTSKxaguvfyJMY+O2UQbo1msmOWaFeuJfa/PIfFBjTU+bXTdblCwZ6Nx78KhIONWL6Ryv9HqA13+Wdn9VuEwufZqLnWFEeS3qBVKUc8zBbDl/A767Aq+p4GhNGcJfjCzXi5uTKNWQaUeqbz/P87aw+GnZUHM7qntqhsS5gZm2PSq/PMaHfDqSdovMCJwZe4uGRs6XsQDWdUQe+eA7TGbNKs6fholIth3SuhY71RuH3nEi59fR1vg+OxbrJUYcbnBTcsp2fNdzIPgNT0j8wAVPROISPciOxEln196f52BEXewOGmk+BsX0Xvnuivhi+V7SrgSszfWrBedAPRdVVXqfBEYRi+8Oun/mleo+i3T2+vlh2by2XHSiBHWYhFgnmy88o8XEj9oAmM0lzxc/JGt0ZS5RcPtFVUFcJcoe/5wj1haG1iyPOFnmE79j5Tw5eZuHzpLM5MvYZvw5qjeVPtyq4xUwIQY5eLqT2boUm1vjh65ABeDX6tkR3jz2q6Nm5YTlmU0z2bwKf2cHbN3POF5lEFj6+0upfWK9RIq/3o9WVYmfgCIj8+Oob7oJkam+J5ygf4NwtGqZLaQWx+cu7lUhVKxChVOGkAvvDjNtfsi2pebTTXNqMRVb5kw8o/DQWqQmQpC+FlTs87ffiy6tdpeJmTqsn6Z74/sjnA4QtBTjcBfLl8fwdmR15nUI972NGF0Ny9/OwYtia+wjgXbxzbGAmPK1aY/2w2k3+7u+IlplwYpGeaPGLsNMR65WJZv96o6Pk11q1aj6wZqTA5koaJnRZqIAd9B+nW29t6Ms8Xucb53y+OY/zzM0J/I1qvVChphx9bLwQFvA+nRwkri8hPr93FKSzrNzozGpn5OfihhWEjcA5fqqqUzINqlwGIzY871GQCXByqFb0TqoQgrXkOcnpJni+P8tLhY+XO1mG6TQ5f+Bym9UR1dbCFwZfYx7BSqNC4hL7nC63DdsQ9YWsT7mFH30Fzd/OVEPyZlYCONp64sSpHA1/CVq3Fu0NxWPanVHkob75+AYipm4VdAyex98HCGcuBDTnwCldgQLMZGrNy+sy5NqFISYtivgNyz4XiPF/o2d/B3gsDm8/CwvMT8SQvQwi3ohMeo++NNez5evXdFThZ2KFnkymiRyIIvtx5dgiB7y+DxszSyFhL6kf+Ie75ontvh7iEIqW/BF/Ig+tYRgxLOurWSN/wmt7fJDs2zmexxvdHvk6luXg5LYp5zg2Uvef4ddD//0yPYmtSer+TV0kpVSGbu/QciiP4Ym6D9wvNYWZkhsUXghAyZzES/8rAygva0lHkcTd+5HJEtsjE2eFS5cisEQtgcr4ATY9Ini+n76zDwpgH7H90b/Nntzz4efDaYhxKfCH0fCF/0bFudZjHIMkpk++UCG49eXMBI54cZmvKAw/3wdu+IjrU05eO5v3A4QslE3iYWGj5LMjHjOb1yqjbevc2wZf0wFxcq/cRfg4VEZb0Gvx9rTtRaO9JElQ07/gcON9mESxK2LFDaY/9PDeDBTuF8OX8JCQUSnvwsN8CcTA7GeRRR+uysaRoUMIG8flZKJjlAFQwweIDszFzwnxkvsvHqmPaY/b02R0sW3AQSW3ScPR7KfEhoO98KF4Voue+mmhUtY/GC8hdVcjWQyLPF/JBeUCVLwKJPXr2Ly3fhr0raV9jCG7R/DuY+Ao/t1+JaRenYLzg3SjvS7pnn+el46XCGBPtq6J74wli+HJ+IpN3XCCDLzs2HUHCxOcwO5SFwyiCL6daBMHGiuohihpPWuDrq42XZ+JORhy2yJ7FBF8s1HsOEXyhtVXXf6TF6LlFfUBj21397qT+mehQGdvin6JVv/KwmGOLHwNGYcK3s1GqohlCV2jLjm3dQwDzPbx657A1AjUCNfG1srB6WwCbR7TPvaFU4hu1JxvzfMnRlh0TecvSufh7jrwsqdF7UCR/R/+j+Xc3KwlLmgdg/l9LENRsGhztKgifjfRHgi8pqgI8hREWl2uFZtX7C4+l41zMSmqtLdbM24rMVbHs+U/xKu7TI0qg5O9DPhYUqyF/Nfn6kuBLGYWCjYUIvtD/J6ifNd1O+iJJ7ZvVp94Itt6e69EICx/fQQdfT3hu9sJ3gwZgYtvZKP21JWbM0ZYdW71+Gf5+Eou6PYwwoY2k9jG/TDBefZuGXWulBC7aj9JcHljKESNbhTLPF3MjY8ySyY4Z8nyh+MHiyJtsX8M9ygzBLXquk+fLmNrfY+XdnVhioGqdDwwlKZr8UxlPe7MtNfqhalkfg+P75R9feuBLD/y/74Ev8OW/7HN6wNPG5XMaQRWCLxT40A1syD9Px5HnS2B7KZBDjW9m+cuLAt606Ba9xETwJT4/W8u4jOCKm0J6OP9n8KUhQl/eQaNFTmgQUAl9+gxixmJdbDz1Nqa0MKeF7Xj7iujddCr7PWSw/badPnz5Tm0kbQi+9HCoyHwP5E0EXwxlMHH4srJzkQRbcWNHix1qNGbyTa3uZ8hEs24pbfhy4e4mzI/6W7PgoLH7OfG1MIAigi/WxmYsA4Y3WvDR5pDGTHfcPwe+UIBx8f17qBvmqAlQ0TmnlK6it0mkBdqJrERMcavHNmAUlF/lvh4v/JKxfZEE0Dh8Ie1bChwbgi9jXGoxiCdvIvjCg1668IUWdXQ/zO5Q1BfFjRkFOm3VQWFDQUv6vAi+8M3s95ZOOJ4Wo4YvsUIj8M+FLxQ4i1Pqy45xTxgRfHGycseoiGMsKLzy6kPU2GmHgF+HwdjIlC0iReXfwecm4FpeBoIqtmebphev7uC493khfKHzkpG0PJhBffIp+HI/Mx7rO2/SwBdDZo0EX/KUSq3NU3FjRotYE4WCLfB31x2Kcm5NhYfTotKHMhCbF5X1kyfI0rgnoDHTwJfkd8JAAIdGF9QwSA++5CSj/a+BLED9WgBfOJwpDr4QPFt66y5qbXTAoB0d4O3djAXjySeLAhDyRgHPM9nJmE7l5rWHISX9A7Y47xXCF36f/rfwRWQYTtfE4cs02XunuDEjqOIKI/ZsPNFiJuysyggPF8EXCs5vS5OkIw4nvmLw5XFWMjap/ZPkJxLBFx9bDwz9WsqK5XCFgjBpqv8Qvng0wupL91Ftrx1mXh6BnLwM9Lq2HMsrtGXBDHmj9/PDwlwEVezEAOXd+1dwselVIXzh9+m/hS9PsxOZNAuHL0eaToaTfWW9/iXpDB8rN/gKJIlEg0HzsCZUeFRM5Qt9TjfwTn8jQ/Zz2anobeWqlh0zZ9KC8uxU/p0i+OIvg/A8gEfJBKZQ6AWAPge+0DNsffhjlD1vheW/B2sCmSJ4S+/nWHoeeQ9EtbKtcfz4QbwY8Aqp65MQMnQp5PCFB2wMwZdddYagvHszre4VwRdDFZocvhBIzc7Nh7JQ+Un4UgMqxCiVQh8ruhCD8OXMGLwrzEU5EwsZfLHSk5+ic9Cz6FVOqkYSyBB8IcjpbGKmJzsmX4fJ4QvNXYIvWxJfMvjy0+F3cHlQEitPB2veI0ebTdGDLxTwJB+dVZRA4VQLG8M2ID0gRQhfDjQcAzsbDxZ0WlP5G9St1I2Nz6fgS0ULe4zxWcDgy5G0aKEfH19bFSe5Ip8MryKvYuj9PewdkgeVcO1Ax/Ngk+4aheYq3RP5UDHZsYd5aWhr5SE0HxfBFzmAo3fjhphHsFWo0OA/gC9/ZSagg60nLh3IgF10Caw6EqwJxovmN90zTlBhY+sQWJVywaJZy6FaJ4YvFChMTo381/Clo0M5FhClQG5EbgZ2CyrJ5fDFkH8cHzM5fKExszI2FvpY0fF8XuvCF6qMqGJqgecF2TL4UgSb5fNDBF/ksp0cvsQqFBhgVZRkwM/xKfhClf1U+fJwrwK2CnMs3z4fe/8Mxv7kd3qJXwRfKOmHJDs5JJw1KhQmZwv14EsJlZIFCg3BlyMJL4T+RrrwhSpfVn2jv/+KePcr/B8d/KQBOO8HDgtpzMqYldRKVJP3tyH4QnO1s4UdwrOTNfDF0D1Oz6Jv1YF4Dl/ksp0EX17kpbP1qwi+kCxZvDoBUgRfyplbI7EgG0lbrWDnXgILVs/B6t8CcCcrEbt1Er/4eqeBQqGBhNP6zoeRAL54qAqZD9x/Al/42ofAg6dpCQ00kPftgWuLsD/hJY59ZgyE+uFpLsEXI0yyr45ujcd9Nnx5+vY3+D0+wALdVOHOYyHhLefA2tJN633M34dy+PJ3Zjw2y0DToJO+KGlkxKqA/xP4QslQW+IiUHOeGyr6u8LPfySogr+OhR3zrZU3DjD9bDzw/VcSmJlZax7ivbP14Etn01Is9kPw5W2OtuzYJ+FLm0WAQsXeg6J5SN9L8+9+VhK2CtbaojUj7b/TlIVsnb+sQls01lkP889MOzMazqYWWvDlesQBTH39m1YMxFDScBF8kfyvRPCF1k6e6n2iCL7Q/8e51mX7LBF8ob1ZyLPbaLjECc1mVUe37v2YN0wfnYQ++k0Hry9GWOJrTdIb/Y0kyl531YcvlJhMibeG4Msg8jvUgf9C+KKT8MT7ltaXGYX5WjE80Vjxv9E9a6yOW22vNQCVPLVlcov77Jf/femBLz3wP98DX+DLf9nH3U/6GtwQ6556+pkxSFHms8DH0vI+aFKtn/Db6ThbE3MtU9Tbz49h4ouzrMqAoEtx8OX1x+sYcm+HxsRyycXJLKtGblxGmaju6sCZGL6QVExNPdmxQY2kyhd6ic2JvMmun7+QSduyq0wOhv84Kkk/kPRKy4OBpDfyoNBINvmf8kOEwggDSjmw8k25jAc/D21wujvoV75cur8D8yKvMYNOLuVE+tytaw3T61/SEU0gTX7B4l80GLTYMVKAjdlW7+9QpYy20S7/zMhTfqhn6aJlisqD8/Ix+znpFZN40G262uRU+WJjYo7pMum54rKWyeS5zfmJ4DIhrU/JZcfaMT1RyvqYqx4z/kJuSQZ1pfU9Wch34G5WosaDgUtvOKsKmYYwtV7/VLXEKYzxo1059GsWyGTHypegjL5Fmp9HkgNjnGtqmW3TP4/eWI69cU9Y5cuTt79ixOODWFflW9Sq2FlPdowygmyMzbR0VIu7bSnQafdPFRUtqo8Vk9VDx/WXmUDTOfdfW8iMgTXwxdoZN9JjhUbgpE2+MOo2k2KgRqXpjS1dNdrsPPuKNocxgsoXbpArkh1zsXZnlS/yMaP7FFT6fjVUqA07//x4li3G73NuOlsNSmxWyznReCsVRkzajDyRyPOlg7q0nn4DNxcmWa2G1XprdTN5vtzPiMN6WeWLoZJ1KpOmyhdRYFY0dgRfzNTPo731/ODl2kA4xD+E+6KVjZdmA0MHnby9BktiH2vgC8mOnUgRw5e/Hv+EgLe/awxzSXbMw9RaI0mSnZeK9hemsQD1S5W+7Bj3xBHJjtV0rc/kZkhSkjLAqVFGr4t9dXZvBjp7s3J4eSOpnxe5KRrPi6TU92x8PVWFGi17TeWLWkaAZEu8daQHWvwDieeyLH3taqif/lyAU8mv2bm4j4bIMJyuaUy4P8qaW2GqICteNBhU9elhZMSejeEt58La0lU4ZnTcCBeSHSkCsLuvBmNLaiR7jx1OeoUWFg6IyE7Sk8CgE566FYbVsfc1fgw0Z9vaemokSXjWGN1nqYLKF34fiGTHzE0sWOWLfMzIyDM7J4WZVy8r1waNq/fV+l30fjYxUiC4g5Qp/CryOobe34E6tLHtXGRWTv/jnhn0rOnnWFljwMzHmT/z5F9AWuxPs5LYubiPxpGmk5iMj27rf9IXhiSJRINB75BaUOFBMfBFBSWT09NNEFl5cSrO5qSgt5ULgy+eJhYG7/FdV+bjfOp7TeULyY7x9QRd1+PX5zAy4igITJtAX3aMS9scbz4NiTqyYx9T3iI46o7Ws5ECwU/fX4Lfw/0QebKQz0LlErYa+Yg7z49hwouzaGtixqTCEpJfauTouGcGyY5N92jMPHuocdmxnbWHoIKHNnyhZy9UKgR1WAPy0ViV+AK/dVil54lB56F3Ipck+lz4Qs+jOJUSRwz4h3APoU06koIzz/6ItwU5RfBFRZUv1kLzcYIvr3NTmSQQlx2Tz4Grj/Zi+rsrbMycjPVlxyRT5+t6smOHm0zA5ee/YHviK4x2qoFl8RHg6wj+PD7abDJK22nDRbnPAvUbvW+Do++gj4UdW2M8f/+HRo7uQKMxsC7lxmTHuHccfYaP8+nWwbAqqV3hTOC9ooUd02rf9kcQDhN8EVSp5OSmod3FqZp7ubi1h/Q8kOALjVmBSqWVbS3/LL9+6h/yR+GN5irdEwRfypmVwr2cdHSw8RCaj5O8J7X5HYo8X+RzgMGX2EewVanQwELf84XWYTvj9WXHeOXL9awEtLf1xNbUKPB1BD2PF8c9YuNMySDy1pbWk2pzdfo7BWdJzmmEjSeT7+GSTfQ/kv6kqjbyfJHLl164uwULPt7SrKvk5x98yg8kO0bnIimnJ7npesFpOj4q/iH63Vyr5X9jaNzk8IXGzNrIxGDV582Ig0xOTxe+UHC+imlJPM3LYjKQRzKiMcqpBro30q4op2ug93c1Czsmr8xlx+Syktt+n4PL6VGIVQHf2bjpyY5t+z0IV9OjxbJj58czY/dy5jY4lpuK5kbGLHN8z9VgHEjRhy9cRlV+n5M/xr7MRMxwqc08X07fXouFsQ/B4Qt/Np9qORc26nf+gb8W4UjSSxwUPJ8oIDpWLQU09cxoFKiUwsqiJ6/PY0TEkU8agPNx5PCFxqysWSkEyPZK8rEmeZ9V0Xf0Kl8k+GKP8OwkDXwhKdKvag7SmypS5Us5Jq/M57Dc02vZxSl4kZPGAtSioPeSi5MQm5fNpL/1ZMfCR4DgS8I/e7grygJ0N5fgOMlO3cnWhy/voyUZVfl9TvvaM7THL9eG62WsaAAAIABJREFUyY7t+zMUG1Pea6TN6NlM0ty0R+aNTOip8oUq2eWNP/v5uWhfU8a0pJaJOD+eVb7o7O2Lez4uvkCVLxl4rVJgvGMNfNtIDF/o3k4r0K584QoJHL7wfbXIeJ3ke7v/uUSzp6Q5fTczAZtkv5WeJaUUCjxm8EUK+Msbra0622nLjvGxoXXU1NLVsDHuEdLJ48O1PtrX88fQU76oY2GvB1/Cb6/F0tgHWv3P5dy5fB2vfOlqLnmy0fi/z03TkounOEMdma8ov97bTyV5TTqXSqVi78FpTjW0pH75sbS3v5edqOV/U9yYTT09GhmqArbOX1mpIxpU7iE8nO5tF1OqfJGSM6ldjziIqa9//ay41Yv3f+CHh/uwr94IlHGtB5rT6cpcLOxY5PlCzxIv9T7xrEC1hNZW41xq68mO9VZXvsjX+asqdkT9Kj1A+5PetmUw5GttbyV6pu1OfIlwGVhsrZbzIqkwarQffQFjfG/pzPb9JDtWQmGsVYFOcZL+srV/0fNrE5ZG3WZelnyPslBH6pcfS/EwqnyRx/CKG7Ph4X7Mz4jGTJQsVNxnv/zvSw986YH/+R74Al/+yz4m4CAydhadljJmU5QFeEhZpIKMWv4ZEXzhGXxj7Muy4PC/hy/ZWsZlFNDzVEiBM0PwZYSLNwua80XC4FJOGNh4LIMv8pcYhy9UCdHVxhPDdCQZRPCFykNzFdCDL4NKOTLPDHkwg/eLQfjyYAfmv7/GNmuxiRHofX2VQeMy0ommDKQVnT6v8oWyEMmLgsasODkkMXzZinkfb0E+ZgcSXwlhnQi+EICT+/7Qgo8sl+ladLMOOXzhmwcOX8Y7VEDjchJ8kY8Zhy+twv0xoXQ1PW1YXfjCAxAi+DLWvgL6Np3GJJzKl7Bhm0reaDH0o7O33iKQNv374iNYMCni7a/wf3xQs1HWq3xh8MWcmRB+TqOgjb3CiC2qRXObn0MEX3iV1hBLZxxLi8a31s64lRErXKiK4EsTSxfmkUONwxcasyhlod64c/hCPgaeTrU0ni/kV+RsJcmOyceMfotCYYxvr4RApA2rC1+47rkIvnBz9u8Jvqg3lXTN/xa+yLXK5WMzj8mO/ZvKFz+UUEiLRdFGiJ9bBF/Cb4dhUewj0JjtIqNbGw+cSn4nzMIUwRdPM2tNUJbDFxqzF+pMT/nv4vBlZYX2qF+1h8bzZYra84XgC2VPkjcCNYIvrg414HNuAqY7e+MbAXx5mZvCgBa15LQPbHxF8IW+g7x8xpweAe+SDhgp030uDr6EJ79mQfC7ah8NUXCavvtHkh0rYa2RhvzUvUYZYx4KY/Y8Em2E+OdF8GXPnyHMgJOejYcSJfjyLCdZ0w/y7xbCF5uizRKHLxSESRZUvvCNzY5ag2Fr6VLk+VK2BcyNSzD4Ih8zBl9yU5l5tcj7iN7PpkYKjQEtT3YQwRf+PKZnUj/HqhoD5k/Bl2fZSSwIzn00RMFp6iOqfKFg3/B/UflSRwHcU+m/Q3ifG4IvFJw/m52EXurKF4Iv+SqlXgUEnUcEX/h6gv7P4QtVdCgAvQCQBr40C0BieqQmyE6eJpGpEnyRPxvpfcgDmSJPFgpoVylhqwmKcP8jEXyh53GNcu1BgWSCL9xH6ZPwhfy62q8G+ZmtSnyOSx3X6Hli0G+nAMKI0pL/zefCF3oexasKhdV87F2T/Abd/1qkFZCjv1Mm5pv8HJQ1VVe+qApZYJZrmMvvMxF8WVy2JfPIocbhC42Zo7EZQnQMrjl8+f2b9czonnu+cPiyM+EVRrnUZFWKfB3BKxGPNZsKR7uKWo8cume6qv096B/kBTI/SgxfKHhN8Jf8yrh3HH3m38CXI2lROC0IHvPKF7n/TXHPxtcf/8KQe7vYWq1QpRJW89HnDcEXqowgyRCqmuHwpaMgOETnEMOXvqheVpKeI/iyMeYh7BRAPYHnC63DdsVH4JcuW5kBMPd84fDlZlYi2tp4YmvaRw18oUDiotiHoHE2UlB+bVGT4Ivk70Ht4LUlCEt6JYQv5CtDa6Tvbq0H+XyUca3PPlM8fPFFR/V6hbLon+SlCf34uPcjB6nFjReDL08PI/DDJTZmNkYmBpNGDMEXCtRWMbNARF62Br6Iko7oOkTwRe77I8GXj0hQAX1tPPT2UwRf/syIwvbOWzWeLxrZsfPjkVSQi7Lm1jiaUwRf9l4NwYGUtzipM785fJHf55suz8TezAQ9+GKhVDJPpAcvw5nps9xHqTj40umkL8a61mFrn2lnR6FAqRImv3Hvx095UPCxPH93M3sP0JiVM7c0mDRiCL7Q3uSbkvY4lVUEXwwpUojgi9zTi+DL69x0thYKcK6JLg2k+c+bCL7wNR7JjpUn+FKQjT8K8zXwhbw57mQn6M1vEXyhfe3pPH34wqXNLj/YhXnv/9QCmp+CLzzxxE8NX2bLpJT476K9/cHEl0J/RdE9R/fsS6p8gQITS9NzYoyw8kUEX158+B0/PPiJyZ/vzYzXxEBEa08RfLmXoe1vQ/DFSmHExswQfOliLwE37vmiBV+cqmNTzEOkGRXBF6rMr1PSDuN9tCtf6Jm5LOaBVv9zOXdd+PKtmeTJRuP/Lif1s+ALf88R0CbvOXoPBjjV0Ep44uNByT33shKE/oqiMaOKlgxlIesneVWp7rEi+MKrxD4nbiWEL4Xavj+0dipfzJ6D7unxLrXZs4Z7vgyzckGvuv4axQi+N+PwhfYxvW21E/rot1HiwN7El1rPTIqrUDxIF74MtXJmnmz0Pi6hMNFSLDEEX87/vRFLo+6wakK+Vzf0/JH29gRfikBUce80qnwxU0hxqz11h6GsW5PiDv/yvy898KUH/h/3wBf48l92OL1AD31myS3Bl1RlPss6LS6DgI6jqoeAdkWyY1yvn7/EfrQvxzLKRKX/76JvY9DfWzQ6ylQSnViQo5XNRfClnJExC8KIAtT0f8pWNuT5Qtq4s95LAUYOkgi+fGtbRiMHw7uWAtr7E55rLdDoJZqpMNZcP1WYUNYQL98kCSXlP24rXB+VzkUL4J4OlZjElbzJS6q5lJOhDCaSKmDw5TMrXwi+UBbifQooCeRG+HXQcQ1Y4L1IB/u3+9tYdRDJcpHsGgEz0scVlWhz2TG+kKTKFzs2B1ZqfirBl+ICZ3KZEO45MNGhEhqW88GA25uYnjEfsx21BjEddZbB41RdrzJFtzSZByBclIWa+c4Xj/QdVFJLsmPlLWwxVlb5wrLedPwe6AeR7Ni+uCfsXDyjiRvD6cuOURWQqZaOanG3LUEVRzVYFOkB88/ScYN0dLl5qfFQ0u1O/4iuli64nRErzF7V1SanBU8Tq6I5wEvfKdM8Uqnv+SLXaNf1fOGyY7rwxcTYDJ1/nyc0PqR7Jl2ZhyXqBRqX3qCKAC7nxOcFl+Uj+NJRLadA/cLhw8pKHdCgck+tbibPlweZcVjXebNGu10ulyE/mMqk8wwEZkVjR5sWDl8MmYvT5+i4NnZFHjX0N17S/4OlK7ZnRDPPl/Dkd0xuQbfxMnieuUrAkDLBuUwA1/en++ypUpLZkDcuy8YX7rw/KduxmnNdVvkiD+RzOQM6bpZrHSbhJ28U8Hyek8qk3KilZUSj8+9zNXrg9DcyrE9RGCPQuSbz8qEKFe9SpZnGMG90fporJF0mb5SZGJ74Cnu7bgWXchJ5VtBnCL6Uo6xLgRm3aMxo00IAn95nJCFjYW4vvC3puJFqKQB+wL4/Q5h3Gb3PjiS8wtelHPA0myCUvhEvje+a6LuazFWSymtnXyQ9x+FL7X9+Q4Ja41x+Ifz/xXm+0PuCsvqpkZxBdm46ev61TOPtIz8fvZ9NFEaY31Eyu+VeIDRnwtRGwnxecI1senf1dayqkR74lOfLs+xEpovPZccMQWTSLTfkByEaDLouyu98olTiokCuRz6flpRrjabVv9OchmRQzmYmoZe1K66nxzApknyVCiHqfpB/H8G1c0lv2byjRuuJUSwjUQpKcX1/ejYSftEddy5to+v5QpJK7xNfICT6rtb7jNZBz99fxvCHP0M0v+n9XFUGX/h6qq2JOVtj8Gc1XRuXbaLM6BmeTdFaXU3Gx1m0maVnLzWSxqR32/KEZ8K1GR1DMjyjnCnrd8Jnwxfqp0QBWOR9zq9ftzqX4MtbCsaamDNQRp4vlCChK4tC52HwJSdV48cg6f4XVWj/+WgvAt9dYRUd9sb6smPcE0bX84XLju1IfInRLt6sStFFDZL481g0v+U+C3R9fD3VR+2XwStM6H9HmkyGVanSTDIyrEoX1KnYlXXN3Re/YNzz0zjnE4qSFo5atwStV+SyY8fTo4R+fPQhtrby+hrNBVnxuvcZvy4aM5JN080s58dzmRVdSUF6vtPzhd6f5MH1IDcNHQWyKHSeOefGQfGPwzKZjfP1hHwOUFXoxuiHcABQ24I8X4qykunzv9xcge2xhj1fbmUmsmctgXK+juDvW0OyYxMp0K6W1zxyYylWJbzESFtPLb8M+m56Bycmv2ayY3LZHz7OovPTs7+TQ3nmMShJGKUJ/fi49+PGaj1Ro3wH0aNQ8zc5fKF3iK2xqR5Y5Adz2THda6PncGXTkojIz2KyY8fTY/GjWx101pEZpfMQXJMqX6h6S3pm0fx1cpAqv3b8PheX0j4i8R9vrN4Czxf6/x/pH1nlC5fJtVQqmWQerbtSCvLgVcIaR3JS8bWRCZN+/emvBdif9Fqv6p7Ljsmf9bTOo+A2X69wbxX+HfzZLA9607r5aMILPb81/ryb4C7JF5PnC1WDUQWIbot4ewn+j/eDJARJZvBTjVe+0H1WwdwGk9pKPgy6jY5b9fGOnqQgPYc7lbLHSYIvjhWZxJCh4Cf5f3yr9hsV+f4svziZwRdaCwkrX2S+q7qyY+MIvqg9X7ThSwBTH9D1m+SyY3IvBzKyD8/P1OzF+bwoqyrEni5bIX828/7ZcGkGHmTpV77w5x2X1iU/Vi+zksL9F+3tDyS+MFiRqTsWDL6o5dmml66Hjg38DcqOZSjztRI7+POSJ1nxBFTRs10kO3YvM/7/sPfecVEd3/v4Q++gdBB7byj23nuPJZrEaCzYu7EbSyyx12jUmBgTNbFrBBso1th7BURFEER678svZ3ZnuXv33t0F832/fq/Xh/knkTs7d+7MnblnznPO82jQm9JeYm9szM72UrRjtKZ76tB8oXne+eEx02PkNM6Uwe9j7cT0nIRFas+k4IJoIxO17Uz0XjcLFGpdGaIdo8wXoVYv2TH1RbY/3YcH5xIVXoEij30HpWiOqS5pCj7MiJXNyBTPGa3ZNEUee7e3Ve8L7yo9JNcZ1XMVZb7cDTmG6aHn1D4Q7r+S2tv5d5NTWRPtWLoiT+MdoDVbWTVnUqAbXed7Dacdo3Nh/wa+WuAL14ajeoMcy6t1T/nD0Z62PzZUQ1aAsqGNBXTUdB4lCr0Rdh6Mbp/sLStjTfCF/CRfuBTa/rx9KdoxOUYcsi/TFDl6dTh52+SLsDACmzOhnpq+PbXkeskIlIzA/2YESsCXTxxncuAelqGCEDdNEbOUvkmAh64IAiX4Yq7heOfOAqEjX07zhYMvnL6HwJeEvCwN4TJy6FUwMsFDOoC1mgdHhwoa3RWCLwNPjUaMsQkDRoY2VdKOCR2MHHyher1KlTUIfKGP5Ncq7ma68Rj/MYwmiuiefNsuw/fnlMK8i7puVveLDOB+Epovlx7/hu8ibjBnx8f4EAy4uV72oEzgS1xelqTxL/UqCMGXfQ1GobxHE8k3huo1ZKmnheKI3HHG54wMj4Nx0uCLmJtcFnwB2JxJGS/y4EtHlvkinDOexUO/kTos/Bg0Dw8y4vCLiq6KG+TfeTZEFx+lDg5/L0h4sH+zmYx2rLKlJvjCIlEEh3E+eMdV4MuR3rvVB1CuqSMGXyjyxt6keOCLFC8s74MU+HLkxlpsTniFUfaeOJIcoQRf0mMko4TE4Aul+ja39VADcPwAQBHx7xT5WtpQ3FlCoFMF93psXVEhqjFXW2XmixAwo3XKwRcpcHH5+alIyc/VAl+EPL1iIXACX7qrDpV076ycVHQO+FYSHJYCX8RiwXxsiwO+WKmi0OQAHWpbCnw5c28bVn54DOJTJiorBr4khONPCVBcL/iien5yUL+QyHzh4AsHz4XgSw03H4x8vA9CR74m+OKjJSArBl9S0z+gx6XF+N6rqdrpS5kjScYmmOvuzZw5DHyxdsG49iLwpWxztPP+RmN/kgJf5EDkSYz+QloPQmrTo35VMFEC+FxDR6qeFPhCziDifqa98VBcKANfQjITGbAnLnRw3Rz9EOdUQBijyitdeFjiUc4EfnzMz9fKeBKCL6XsyqDfNSUtIjlazE0sWOYLOVbJsUyFDnUZWckMfJEKkiAqJ3KOLlUJp3KnvNDpy98L7tSirM0hrrXwWVOlAHNKWhQDUTknufCZae8NyUhgTnD+bZMDX4i3vIODl04BcGHb1K8GRkZ4kZ/PopjlCtUTi6uSM+BMRgL6q2jHyrHMF2nwhWjlzieGy4Ivz94EYNzzIyBnZz4KtBzUT8JOs/2Pnjs+JYKtKyoEjEQkhLGIZ+H3jL6HoRFXWT0p8EWc+cKBSB7xyrMU6R7cqdXplC8WlCsEXwrtKm07QGiv0Ldtgx7wZRyjdJ1qMPhC73aCQinQLFUSU9+hz5UVWuKqi85Oxpu8TFT6V8Q3W5GnAl8oA0jTOURtGgq+kLOzVFHAl2YzERRyDL/HhWGcR9HAF66zQP3jTnnudNEAX5rPhJ21Enz5sXpv1KvSiw0Tt5tJ3N3aUhN8IXuFaMcmtf+Bab6cTImS1OOjdqQ0kOTWDu8XzVlBAfCjBKBMv1WDLwLHO/198umxMCHasQIFypnb4FF2KnoI9jvhfQl8oUJ7EbcnhJpeBL78FP0YLkZG8GaaL4aBL7SeyEl8JyMOnUqVZ99Vyngice6z93/CiuiHkjYoAZZC8OXYzXXYGB+qrnvr5WF8GxbI+kz34Hvzn43HwctVSftz4dEvjB5Xysalvb+Hyl4hCqOX2WmSmjpq8KXWQNSu2Fl2n6MLYvCFgEUOrIt/KAe+0D5c1cIGL7PT0d7OE8dTo2XBF/p+17BylAVffr1C4EskkgB8Zq+9t9P1qyky4Mv5qUjKy0Y5czscy05BK1UWD31vD8a/1rJBM7Li0PXCAg2QddelRTifGgWyzdn3UDXftgUKRsvH92Yx+HI0Vl7zZWqZBujWYDzoXJOHAklNHa7pUVTwhdYZgS9SgDL1nzJkNkbe0QZfWOaLE/wy4jFKBb7ICYoLwRf+DgvfTwJf3mansbOZHPgSk8tpx+biUGaiOruZwBdGOybKfKH1R5ovv4kCgPiaEYIvtBbe5KSrwQUOvlRUKJgmkhT4siNoAR5lxEqCw7TfCcEXonVbIME8QA7qQ7Gh6ndF50IDQP0My0lnZ/0Fro3QpeFo6cyX8zNYINkKQXYl31fJ0b0nNVqd+SK1t2uBLxLPSntJKZUPRAp8oaziXirwhc52ITBWZyXR+FAw1E8fHinBF68m6FhvFDuf1Ld2xFQR+CK1Z5JN2NbOFRNUGeyF4IuKdu7iHERmpWjofDDwRWT705hLgS8LPOqzNScuZF8+So8zGHyh8zcFbRBIJWWv8vaVmi+atGOcLl/oA/k5/o06c0TYNzH4suL8NGRIgC9VjI3ZOpMDX/hew8EXel8G+CjBF+HZTAi+DHaqxHTEhIXe7QOxoRqMFWQTjnGpgs+bKQOAOfhCAM+ItkrwxdLYVGOtkJ/kSwnwhTSB17y/ywL8omKfYfDtLVhbqSPTaxUXsi8JjOSBlfrWGb2v1kbG7Gwmp8uqr42S6yUjUDIC/+9GoAR8+cSxpei8vwwEX8hpQ3y3q/WkDlI90riYLch84QYvidaTc1hX5gt3BnHEWwp8IYdYZSNT3EWBJPhC1311ZL4IP2LcSCOEv3dp7fRNKQOtu58vhjkqI9ioUOYL0Wr4ejZA94YTIYwk5VNEBvBnBma+yEUwkfEXm5clK6gpfh3I2CHRUxLA01WkMl94Rg6fMzJA5KKEuPHEI8gJgCPaMeE7QAZfIxixOSsK+EK0Y0PubtcwPISZL1KHBTLM76V/1DDQ6P6LyzRCp/q+bCgIvDAuACZXbMd4kimStLK10pnBC2W+TPXwYXMqLCzzJfY5Ay559B+POBaDLxRRQ+thvoG0Y7QmKfqQBPB0FSnwhTsLyIFPAqUEvtxP+yhJHRL4UEkrx+eCok1a2BNH9xJ2W34AIGfn2/w8WfCFQCe5zBd6j+e+vczaI1FzEyNTZeaLhDAfRQol5xdGx3AHBF+f1AbNYXlFPmbX7M8imLTAl+xUdA78FjyzQzh+muCLkstXGLEprEvGIkXuSkXFS80JGbF1LUvJRi/y30iBLzwyk+ZsZ5ISfDmTGC7pqBSDL8SzXNbCXn1Y4pkvtM6eFuQXK/OFHO6z3wSxLnPnrjLzRRt8oWwCIeiQlvEB3YM0wRfai23+pSSbWrkLM8zlMl8IqGtbd7jG8NIh/HRCGIt+5A7n331GoKJEGvpkv7GoYGk4+EKHm4GOFfB1y4U61xnVG+upFMHkhTsHaG88GBfMwJfQzCS12LewQQLXNgszX/xGo4sQfIl7hs9vbUFDIyN8UORpfY95BpiuzBdyusx5c4ndVgi+SK0DOmCZGBmxaHMqETH3WWah0OlL801Rp/NqD0Yt2n/9RmOISy2QyDoVXeDL9kvz8TJdmfnCvyGn2ixEKbuyWuNMTr+O9tJi3FKTQv2Si4gU1hdnPdA1OrSfSYvDZ4LMF6JVknJUUuZLQEK4WgybgjkmCLKfeOYL7Y0E4BQl8+V94mssfX9X43tGezB3Zv/u8w0qejbXeHxaM9WsiA5ECTo8fnUaE4NPqg+mfK+uUqDA940nMP53ciQvKNtCnU0mtquENyB7xciogEUH68t86XFqNMapKF0NpR3TpRFI/eCZVOLMlyXnJuN1biYqm1kjUwW+VFFljojfj00X5uB1VpJG5osQuL/+7AD7FlEwAQVDCB1j1Ja+zJc/4kNZBtyqD4/hUZDP9CF0Zb4InV/UPg9mEYMvpEGzrs0SmJtZy4IvUpl5U0+PQzVLR0zssBJE9fR3ynutbzQfo6KAL2+ibmLYgz06NQKpXe5sOtbiW7iUrqqeDnLGEvhCTmovcxuW+cIjsMVzRvNLRZj5IgZfKPPF1QioIwG+EC3ZLx+esOfmmQTUHgdfyPnbsbQy84WDL/x7K5f5MtNT6WincuzmemyMD1HbSDxrgAA8Atq5I1noICpK5ktITqpGgBAfHx6ExQN6pPZC/jch+HKk+Qy4SWhr8bpy4AtF0Vc1t8HL3DQGvhxNicYUz/padi+1Q3tRLStn9t7xPUv4DvDMl2QUoJ/E3q4r84X2oaT8bJS1sNPKfJECX3iwjXB/ISDyXEqUOsOdvxccyOGZL8KMA12ZL7TfTS3TiAWeEPhC34y1EpkvPANeV/CNcB65pqZYf0c811RvQ8QtnBYF49A3qZuNC/zT4jDCRZn5IrfPSmW+aIIv3yI8OxUPdIAvH/My2blTLvMlLjcTl/Nz8JkFaRCuZfXus8wXzSAJbs8I93rKKHmTk6YFvnDxdknw5dICpvkilW0sBl8qmdtiXpdCFgY+xjTvh2NDDWb/IF/Ea1U/E5LTUcrOWhJ8oedJy8/BMgH4wvdVHmTFM1/Od1wFK8vSGtMulfkiflZas44mJrhXUCBJO0a2VQ+VU57OdsFGRhrgC9lR26MfMPCFNHA7qMCXBtZOGuwP1DFaQ2ui7muADmQTtrNxUwdREfgSrMjFN6oMaQp2iZACX3RlvnRah4ICZeaL1HmD+kL25aO0OFk6TPH6ofM3fY8og05Xkcp84X6NyU6V2PoiH8jP8a+0zlXULqfr5OArBcpmKHI13gEK2q2umrOiZL4MaDiGnZuFZzN94MvhG2twIC5Eg6mEbELKkuPgC70XiVBgjKdyfytK5gsFb66JvM2CyvialpMjoMDKtPxcjQBqXXNB2Wo1LO0x00D9Tp0TW3KxZARKRuA/H4ES8OUTh5S4fqUirKWaJVAlv0ChdwOVAl+4wTvNuQpL4zcEfOHRHGTwJOZla/AYk0OvirEp7hQUD3wROoWF4EsfCWccZROQg01Iz9bzlC+GqugDaKwIfKltTUKqSudIUcAXcir+HuLPslk47ZhcBBMZdWTkShn/UnNGoEpFc1sNCji5emLaMW7wCsGXw3HShqqh4EsTI2PcLlAUC3wRzhmPDiYjW4qjeMelBbiXph98+UxAWSWk8eBjRODLdM+GWnRLxB9/4f1tRvnCwRceyfVfgC8d7Uj4vjALSWrOpMAXHrUsBF8epH/USFfnbZGTYOW7m2r6HjLEWtp5sggYKvwA0MjICK8lwJe4xDB89s8a6AJfhE5holAzMTFhznkp8IWMVTp4c3CXOyDE4IvQKC8K+ELaKqHJkSxqmjtRxJQpfGxo/WYX5BcJfKlnVVo2epG3KwW+cO5vojYhKiuau7MJhVH3wrnnzj5+cCbwpZyFvXrf4fR6jYkvVyEBvuQko0vAbDU4Jcx8qeXegAktU/QSAVNUuFOJ6gmzxnif6IAVkpmkjo7mNCDCzBfaq/mBjH5HzhtvG1cNcJHalwJfKIr4dsxTdnDmDmc5DmACXypbEQWbNH2HeA3JpetL1RODL1xbib5nf31Ugi+vMgsdv8I2yNm36f19deSqmCqPH1xonRH4IqabMwR8IafLrNcX2W3pUJedk4G+136QBCHF4Evkxwf44s4OLfCFH8ipzaKAL+QQDU+NZgd4Dr7I0SeSg6CTRLapnFkjR38nri8FvhBdxen0WA3whUjDOAglbGPf9WU4n/BOFnx5EX4BY54eYsEE2Sge+CL8nmmCL9rgImUTVLUspV7n3J7i65Pv1cLsJTpCSU4QAAAgAElEQVRoLyzfSg1o6gJf6HmNYMSolfSBL2T7UAYIUboaDr5IR0TyMZcDX5aen8oijQl8yVLkMxqPqirKI/Gc015EtGObVJSs9A4InQEcfCHAzNbYVAt8ufr0d8wPv85sE+6kpntw2rF98aEYqwJfyqjoAfl3hAILStuV0+iSkPaFLvAsMO504c4avp/xrESpzBcp8IWcm+VsPVgGEjm0T6RE6gRfxDR8cmuMOwmFIIhUXTnwhTJySAeJnNRlVOBLL0F2qrAtAl/ovSM7ime+CLUJ6Zu9Pfox3I2BWhbamS9C8IV/R6l9Dr6Q87dDEcAXynSe4amkmKIiXgv8veAZyVLgCwfZpMAdsnGauNVhUeZky4dmp2G3SvxYOC78HMADeuTmiv4uBF/k7Bn+e1nwxW80qprZIjgnDe3sleALp78R31sf+PLb1aW4mBSJVBSgTzHAl5T8bJRRgS9tVCApBTtI6U3yYBNDwBc+H3zvFK4pOuMdiQ+WDEQkxof+FTugcY0BDHwhKj6pCO7igi9S74lwzAl82RhxG/6iTE9if+hm7Qq/9Fg1+CIEm4VtEBDcV8W6wPesooAvawNnIiY3wyDwZYCKFlIOfOFBVULwRQhqMLvzxg84FFeoxVJU8IUA4Am1B6NGhQ4gzZdKZjrAFzrTGhiASv0kkIioGPWBL6RxIQzeeht1E18/2MMoDMnO5+ALUW1ZmttpLDP+PedU1nSefZIeq5FZTXakk7Ep7hYUSGYH6ANfKLPkx6h7BoEvwiwH3lEC9Nrauqnpgwm8oKCGBSptHSnwhTJ460mAL6SHs/XxARY4wamj/0vwhTK9xcEW4n1NCnzhmadTHCtjS0KYTvCFfzeF4AvZK8J3gIDcGiZKv5Uk+EKaY6rvT79/tabijU1AWSkcfBGezbit9xnRjklkvhBl5v6PLzXo8qXAlwa2zursJTobWBubaQCVTFtWQDnMx42o5g+9DmDndX5GEZ7VheNbPPBF+3uv6ztYcq1kBEpG4H83Av/nwZes7Gxs2r4bDx89U4/6vJkTUa9ubfW/zwQEYe/+w+zf9evVxrQJo2FpYcH+TUbZAQMND8pmUKBAL/hC9UqbWjLRNV64QK0QfNkV/1oyfZMLw+5r6Ivy7o2wNmAmox37QRC5QA69aiZmuKVQsIh68cGXKGXGUOZL4yng2h7DbN3wVZMp6HpxAaMkmcOiu42woVJnNK45EANJIFUghMz7ThEEB+NDcEQwTj0pFZOEM1stYNVIsL62NaXiK8EXEhgjYTOhyDqjHXOsgsEt5squkI8JwUwoWSggKaxMwocfc5URSIYUMnaIime2nggCqtfIzp2JrvHCBWqFc3Yk/pWkocoF8860XwFba2fMOzsBTqZW+FZwX3KGNDMyZryw4gNHXn422p+dgh8qtEGr2l+hw79Ru7lGxpjmVBVNK3VkzkGhI5+DLyQgN8OtLptnYdl5eSHupcZglyrqire/0IMO1mNZVTIq+gnE2kk/g2g8JmplvlA20wTZ4eZCybtqf46aFTpCGnyxwHyJyCupRolLt4sd0X/pAV+Ii9W1Jvo3naluhjjQ18UGM8P+QEIYett64GF6jKQQOAnDrnp/R70GSZSxlV0ZfKPKfOFUMDRnrxS5OC7aJ+ISXzHxbxKRLuteHz2CVLRjZRrDzd4L418c15gzcsAWkAYIpU+r5ln4/CRSSSBrIfjyEgNubtQQDW/vNwZzPHzQraHSOaINvqSgc+AskKB8oxoDZOfs5vNDmPXmAo42nwFXiUjRZecp8yUfy7r+aMgyw0g/X3gbAL6M9B+N9g7l8XUr5VhR4RGQ/DA2xsEL55Pe4Q9RxCDVvfn8L8x6E4QLXTaySOmZp8czkXm+73DwhebsUX6eFjVTZnYSugTOUY8PB19IN6m2R0MGvtABnlOrkHPXzbkGW5vCtcP7vlUFvmxVUdOkpceh+6UFWOrVFB1UWhO0F3/jUijWPvH0WHjbuGBs28LMrnb+Y7CY9Cm8NTVfhIPPRcz31h+BSmW0BRgZ/YWlPaYbCL7QN2SQQBBbbqIZ7Ri9340mqatwbaVC8MUZYVlJ2CyhxXX67o/Y8uFhoeYLox1TCqFS4QeXpsbGeJ+fqwW+RMU+weDbP+K3esNRytYN/a4rxVDJeW9hZsk4qYVzRjQWGZlJbG1urNwVjWpoah8tPjsZxv9SCi1WZ748YLSOW6r1hE/VPkzpoY3/eCwp01gt1k570hCXwr0mKTUSva8sgz5BaC5i/nfrhShtr535QqKxHe0L9xxdi433awFRHOrYj6kNBr5UbI9mAs0X4oj3T/+IfnaeKs0XpQ3Ex0F4b6IdC0gKZxlXVFjmi+Ad4OALgZxZEpkvT8LOYMLLEzjRYi4SUiMw8sl+1s7O2oPwPjEM30fdZ/PHswKVmi9XMOrJfjbPlb1aaAzFlNNjUcWSgjuUlHO8/f0NxqKcRwO1YL1QrJ3EwxeUa6FeU+Ef7mLovZ/B7Sq5sSYR842MdkybQo9+04P09FyJdky/5kt84hv0+2cVuPix3D3jk8PR79pK/Fx3CGqUa6+uRiB4WG46ox1jmS8F+SwDSPiN5pU3X5iDN9lK8CVfkYt2ZyZpfDs4+EJzZmNsqhGRSm1cefI7Fry7jis9f8LdF8cw43UAa/pos+m4FHIS++NCMdrdG2s+PoOnQkkPyL8jJ1rNh5NDeY3HI/ClR6lCG5GvhdPtl8HO2hVhkf/gm0d78bvPSFT0bIr0zHgmNPxj9T6oV6Una+tByN+YEuoPblfJjd+vVxbj7+T3GhQjvC63feRsSnGbvF+76wxB9fKFcyGuxwWGj7WYCZfSSr0PKmRHMfDlX5o9TzNrPMpOQa/SlfBlS01aFKq7RKX5QmswNjEE/f9Zj1/qfoVq5dqwtjj44mkMpnk0U7S3n7i9Cb/FPGXPfe7+TiyPvs9+R9/HXdeWMerZNvZlsTvlPeoykHQXztzbjpUfiHZM+/0m8GUay3RW2nu0FrbGvkSQ6lvMBeu5WDsXGhaKrF94uBvLI2+pfyM3Z2sCZyI0O0WSEvZjvNL2IduqVqUuck2wvxP4cvfFEcyLDJK1Z3gDd14cYe91ULctMDVR7n9UvvHzRRVzawTnpKONnQeOpkZjmkcDyX12kv8Y1LR2YmswJPwyRj09gOMtZsG5dBXWFgdf0qBAH4eyanuS3+u3K0twJeU9fu31Mw5cX4mfksJhq8jHmd67GV0zOa3LWNhqZL7sv7YChxPfaL3fWdlKe29txY5oVktJd/PL5UU4Q7Rjqr2bBOtXRz9Qi4U/fuWPicF/a6ypQzfW4Fh8iF4WCAa+GBVgTTft89fLd0HwffIXDjaZBE+XujrnjC7y9/Vi100wM7WSrU/1NkfdwWmR/U12SVdrV/ZNG+lcnTFKyEWeU5BlH6fKjKnh1vND+PbNBY13YEPgLLzLScXDAgVmutbROk+tC5yJDyrw5ceLc3EwM1Gt60cZeIx27F+9oMv5uehv6YDpHdeA6hH4SfMsLB/inmPQrc0aez21H5adqqYQI7DtSEKYWovl0uO9WPbuuoa/YOelBXiUHit5thHeb4y/Lyqb20kGINK8H44PMRx8YfRsqeye+sAXceYLp/0cX7o8o6zl+iFSlLf8u8lpsuhZCXz5UbBn0dnHzdiMnaeFtIf82YcSJbPq+0MA1EsR7RiBG1uj7qo0X5S2Hp1jKPNlkkD3lNojcfU1UfcQKJhLeqeIdmwcpx0jnVcBw8OWi3MRkZ2iIbI+QQW+jBXoPYpffH5GkTpvUN2fWOZLLHZInI+kFtHss+NhDhNZHSz+G6rnbmqHGZ2U9jUVnm0v9IH8Gh+mphAW3o9/N/9qPAFlXOvhhwBV5ovgDEngS20T5ZxJaf0Qo8oU1fdHDb4Q7VgDZeaLFPhC9QYJfFG8T/Ruk9/qqGDf6HLKF6OcK2Nwc6UPis78DW1cMF41h4vOKcGXuQKtXvKfke0/oFmhn0E8zvyMwn1p4usrziv39VV6WHP47+h9lfre691USyqUjEDJCPxPRuD/PPiSlJyCIyf8MXRIfwaoPHryDD/u2ouFs6agfDkv9u+9B45g0dzpKOVgj917/1RuusO/YP+lD/Q+A8EXymhRFBRogCCGzjKn6SB9DUrj15W+yZ0E+xuMQTmPhgx8SczL0kgbpajl6qbmuKHIlwRfGO2Ymzz4QpFSs8MuoMDISO2IlKMdO3JzDf6K0wRfyBnzheBgTeBLHYHR8qngi9hxxMeZwJdYynwxEHwhY6eShZ0GCGLonHFnhXDOjsZJ8yJz8OVsh5WwsXJi4IuzqSZ/KjnEWhib4B9Fvhb4wp0lusAXoeHBdR8IpCHwpZcIfNl16TvcTf+AXSrNF97+dx4+6NJgHBsCBr4I5lAOfJE7hPJx5OALd1ZIgS9EwTZPYNDomgPi0u1i74lRbQuBMEPn7OTtzVgX+5xllu2Lf8XAl0cZH7FNJaQtbCfw4S9YFXlTbVCLwZek1Aj0vrKczVlIfo4W+BKfFMYcwbrAF+GcEfgCI2P0urxEMvOFIkFpnXMDjQOR6yt1RBMVjyyBbXNZirQSQCsu+MIPoEKngXBsigq+jGLgiyOmSmgR6Js7Tv/GswEJfCHH7+8S+zJ39vED+4wz41DJopTGYYnWWUtjE9zPy9UCX7izgoNTUuDLxqpdmUOfCoEv7i61mCNTuHb4M9EBOyQrEVtU71daRhy6B2mCL7QXD3cuNN4JfKln7Yox7QrBxaKAL3/4jEYFz8Zaw1pU8KUvicgLQBB98yS8zrWVaG/8M/YFWts4401WEjZKgC/k7NsSRZkvSkc+vbNdBfsOjwRtbmyCiPwc7cyX2Kf4/PZWneCLcM4IfMnMSmZrc1PVbmhY7TONRxM6POlCZMwjfHF3uxb4IgTQPhV8OdVmEUivRlwIfOlUygvDWy02aPiVmS+FALpBP1JVouhR/7QY9LXzxK3UaHiZWcLIyBiLVJGawrYIfAkUrEH63k/0KAThubgygZzpBQpZ2jFDwBezAgUu9voZ3Jn9W70RqOylCS7KgS9qzRcVyMEBNHoWOfCF21VyY0cO582xL3FZxrlB4Ms4t7ro01i/5gsHVeQO5frmjw7tr3IIfLFlFB4EvlS3csSE9iu1fkrOHr4GOeAg/Hb88/xPRs1Hc2ZpbKIFvlx98gfmv7umDb40n4FLwSfwZ3woRrl5Y7UAfOHfkZOtFsDRQTPzRej8os6SA/G7iH8gBl/4fvYp4MueK0vwd0qk1jea7ltc8EUIguibJ+F1CgigQmcFD3NrPMxOYWLfQ1QUvcK6S1WZL4tY5osSfPm17leoysGXe9uwPeohvIyNUI1ox0Tgy8nbm7BHAnyh7+POq98zbYDWpcoxzRcOvpwl8CX6Ia5IZJwoaWYL1/nxW+uxRQC+cPCCz+Gngi+vslPUNqpwXNTgS+1BqFWhk87hZ5kvwUcx991FDRCkKHNGGbmF4IsnjqRGYbpnY7WdJWyLwJda1s5sDXLw5UTL2XAqVZlVY3tn4jtkogA9Hby0wJe915biclKkLPiSrsiFp4UtjmQmg2e+EEhzOPG11vvNg02E4AsBkadT3ovAl/tqMOxTwRd6RiknIgdfDjWZDA+XOnqHnxzaywgUEgFhen+oqkBO1y52rvBPjcUI52oMfCE7oFE1zWALqk6O8r5OyjUoBb5sDJyF8JxUPFbkY7pEMNv6wG8RnZvOgv7kwJf43AxcEoAv24Lm4X56HH4RfUdi4l9g4M1NEIK71H5YdooaSCHw5WhCmHoOPxV8qWJhLxmAWFTwhXwRNE4EgugCX6TmkNO7ctBFF/sH/27uqDUAtSt2AYEvT9PjNGhth/v5wt3EjJ2npcAXsq26larAAkTV4AtROXVcy4JTFnk2wJb3d5BEmi+qQBs6xzSwcdYKbjh/fxfWRt3RoNuiwN02toXgC4EXpYwt1UGGnwq+fOfREF0aKPVZhaWo4AtltJgbGxscSCe8F6fLF/pA9sS90tJfot9w8OVgk4nwdPFm4EumIhffC8AXyhquY6qcMynwhWyryarvjxT4QpklpPFIRZ35QkFkEsEN7N2OC9FgbKHggpFOmuBLI5aJpLSnPhV8kQt6JDuONF9+6LbdoO1tjJ8valqVZiBuSSkZgZIR+P/fCPyfB1/EU0JgzPerNmL4lwNZ9guBLWU83dG9szKCTQzGEG8oCdoZUgh8oaIvfVOqLR4pyj9iFKHzKiFUSySMfsuNFCHtGGlBCO9L4EsNU3P2EZMS86XrYzzqoWejyczJ/sHIBMNsXfFlk8lMGFzoFOaixFSvr4QwKOlo/Bn3UiM6hqK5v1RFElGfid6LgS+qrAmisDCCMdMS4YWMlX7OVdV8m1LjxKkX5NLHKe05Li/LYOEyymipwkSoC7OQDJlrqsPBlxnO1ZkA7/YafREa+4KJ04sLT8/l/LWUqu9sZqUhkMqdwtclwBdqT8hLzp3C052qookq80UY3c158eU0AEh0Uwm+FEY3coOzs4/ScU8gx2fOlTGkuVK3h2grHG2cNQ4vxNE63asxuvhoG4F8DChleuTjA+B0GWLwhaLlHEwsJDmHpeaC+tW1CCLUwjaIhmPtx+cgjto/4kKxtHovfEyNlhQuFNOOkchda3svfNNa6Qjl4EsrYxO8lAJfkt8w8W+ixijnWpetKypEOeVi58kyX4TrzL/tYubsJEF2KVo90jOizBd+sOVrQUw7JtTtIbCpinMN1K7Uld2bH8alhMaF48RFR0+0mgsnh4pa00Bp0tmKfC0HndzaobGrZ+WopgUydI1RPS7Qy3mFaZ29jg9ldDLiIhZLJcCwskp0Wfj8xG9+Nz9Hi5uYc6Tz8ZGiHRM68nkKPdVbUqYROqr0kni/hOLq9DdOnbOsbHO08/6GVaO9eIRroV4IiXe62nmgQdV+6sej9oW/kRo/fhCSEhel+lNVmS9FoR0bItjDizJnlNJP9JkcfJn1L2CVnJkAvrcI25KiHesuoOHh4AsBZuES4Au/TnuevY07W3NUaA2ZGZuzwxjN5/TQs+zvDHzJTmX1hDRUvE9Cqh/6G6fOEWu+COeDvoFES0c0HlRS0z+wdaxLwJTqcdqx0+2Wws7GXWuISTS2cyltnTW5uRDrdhVlzkjzyS/1A/raK8GXr8u1gpGxEVrXGabVDKMdSywEQAl8mazixabK3J5pZmSCtII8LdHfZ28CMO75EWabJKZGsowyKrRXRia8YpkvPJPTQqFg1I+cxkmKVo+ARSHdFm+fO134Xr2tel+mhUVl//XlaFWpC8p7NGH/5naVlKNGOAA8e1KODofGYry70rbSRzvG+6VvP5abRxKtJfClsrk10vPz0M6tLpxs3dBIBCjS76Vox4TfDg6+EMhpYWSstbfzTF8x7RjpWQS9PIY/KfPFox5WxTyF178gENED8v2Yvm32tp4aj0HOrx4CXUBOncMFlt9E3cCwB79BuJ9R1kD32kPUuh088lZKlFl4MxIx90uO0KAYEV6XouGTG3PeL55dXJQ1RnWJCpMK0Y55mFmjmr0XqrrWlRSOX3pOmbEspB0T3pcyX7ZFP0J5Y2OQA3Vmp3Ua3Tl1dwt+/fCYOeWJGofWFRVOO/Y4Mx5tS5VjWmp1UMDWKdcAkXq/yd6bVoZoZpUBOjyYhdfltF18PmgfPHp/JwY0GKve33TRjgk7T7b8q5w0DRuVX+e2j1CUXG4eCHy5H3IMc8IvSJ6FDJm/kX5j2BoLyUlHKzt32JpZo2n5tqhURjMDj9oiCkTKfCGh7dCIqxj5eJ/GfekdvpAcgZwCoLsEpSRdv5wcybRAuHaarULBHJqU+UIgq7u5MvOlnYkZW6dU73B8IQ2V+N0WnpdoLZxJiVSf1+i9WPX+njprIiYhGGee/aW2c6ktCqY4Gh+sFfggHrt5ZygjykgyAJHTDx9uNg3uTjX1Djt/X/XRjsk19BllyNvwzJeaSMlNQ9caAySBHyHtmNiGpPY5+PJMkY9p7t5sbxeWdYHfIiYnndFdc80X0l7c13s36NtUydIBHHzhtGNkG1Lm2S+qADjeHqcTFtIaEvhCQCStTyoHb6yCkGWBskauvT7LaDF5oe/5w/SPWt9e8XiNoTOwua2G/iivQ/N+OC6YZTEaUmjNRuSmY2uPncUAX5QZxly8nXRnXyWGabyHvA/8u6mmHQtagGeZcey+vFAQTxkTc1yTBV9Go4fKziQNjZf/Cpj3Y76AdeysTeeozRG3kGRsws5s7euNBJ1jfKydNXRP6X6k77Eq8rbGeYJozVoR7Vj7FaxLJFhfWnDOJXq7lKxkdKo/Wt1n8kfUF1EOi8edn1GkzhtUl/RcH2bESlJpS80hnb/NjUwktf30zTmnKOQ+EDobhcYFq7V+hb9X0441mQJPl9ogismsgnws7bpFXY0yX7xNzUE+ECnaMbo+pUxDdl6n9R1nZIIRdh4YqMp8EYIv3F6nekNUlILC/tC7fSg+mGnT8ULft1HO1TCw+Sz2J3ovGjIATTmHRI1qZmKOlrW/VP+G/GJfutTCZyq9R6kx49n7XIdGXIfsONJ8EbLX6Bp76ldtA5gk9M1fyfWSESgZgf83I1ACvojGNfxdJDZv342pE0bDzc2FUZLVq1NLDb4Ir1NmzDd+o/GbgZkvC1Xgy3KBiJyh0/ry7UX4PjuImc7VsT4uGGKRTmE776Lv4av7u8ApNaTuQVEBtUwtcFWRJ5n5QlHNo3VkvtBH7NtXZ6EwMi7MfCHwpVQFDG2lKcB89OZ6/BX3Qgt8+YL0QlRUCmRUEPgiRYfB+0/RR/2cq6hTPqWei0f/ydF0UORNbH6GZNq7VHuU+VJZImLQkHm78fwvJrzN50zXIeF+yAlMDT2Dcx1+gLWVo2TzZPBRJNuV/FytzBdFQT7anp4gSTvWjASf725nUV08Ip+DLx39xmAGOywUUgLRzXdf/g530mKwU2XMc8oaYfQ+RXN/JsNFzh+AIiFneDZSZ8tIPRiP/uORomLwhbKASplY6tXd4W2TvkI3AkFU9F+GzBWv43d3K1bHPAWlSf/2MRindBwqiB5jVeQtSfFAao/z8NOcPc/L0s58SXyNfv+s1pn5Ipwzf9KSMTJCz0uLmXBgcwElEN2PaDgS8zLV0TGc1kwYNU2ZL/M8G0tGRFEbhZkd2nRLwnHk9CEnWsyBU+lKWkNMkTo5CgWWdlOKkusrlDVU30o7XV/f7+g6d9bQnG2PDZWkYuTtSEUtiu9B66ytiRnu5GVrpccLM18a1viM0UtREdKOkcN+crAf+ztFcbo512Rrc5FnQ3QWgZAU3RiSmaim28rITEDXi/PwvVcztK+npBBjmi8CyiqpMSE6ucXlWqKd93DZIeMRq3KR+wS+kBNgqoHRUvQNGVxM8IULMdPeuD/2uU7aCoq03hz9AGdkMgnIGTTwxga0NjbFm7xsLQ02TtOhi3ZMOGcEgGdkJrK1KaSh4gP7PTk8jYzUGR9RsY8x+PY2bK3WC/Wr9mbV6B36vmwzWRq4pNT3jD5QH/jCo/05TY94csmB0FGC6lPuJVAC6NrvoSHr7OfL3+FUajQDX26mRkvS/fB2/qDo7eRw7O0p7ZTh9gwB08mKfK3Ml2dvzmPc86OStGNRSW+w9P1dRi065+1lmBcUsDX/KuIaRjz+Q01DJXwm0tGoYlmY4cbbV2e+qGi7hJRV4jHhGcVCiiSpcVNG+weraXrEdQh8GefmzbJN9YEvCcnv0PfaCkn6O0PmjBwYoTnpLCqfaCt0Hd6JAvFNVjI2SGSf0b24PUNzRhzwQjFkus7BFy3aMcp8CTmBg3GhGOFWD6s/FoIv/Dtyqs13KGXnpfFIBCxy5xdd4LRmZ9qtgK2NszpSVlcm0oPQvzElxB88o1huzIjK6VRKpAbFCK/Ls37lsqnFbYZF3sQ3j/ZI0t8ZMmezTpODmiwuwM3cWiflrXgvErd/+t42bIt6iAomxqhE4Iso84WCTX798ITRURG91IoPD1kTPPPlaUY8WjqUxa7kSHgbgWUAU71VHx7gkgTtGNG+UOYLpzUlWrMtH5+xzDQqPPNFFw3cxUe/YnnEDfVv5MaMbHmK9peiz+HnAE5lq2vclZkvxzD33QW23ziV1g4m0TdvpPdXydyarbWWdu46KW8n+49FLRsnNVWNuG2e+ZJrVICuEnbs3qvf43JyhGTmC9EMcvDlSFYSs2PovCkHvuTmZaLDuWka9IK0FvyTI9UR30TbRZRJtMfKFaKWJtoxsd6auD7Z8iiQAV9UFGxHmk2DmwHgC2UTLIu+xzLtKFCvqKX/qVHoYusO//QYjHKtjX5Npss2wcAXHZTXmy7MxtvsFDzPz8dkd20aZ12ZL/RtqmDhgPi8dFzKy8VAKwdM7bAGZBs+zIjT+s7yjPZf6nyJauXbsj6vvzALYVnJ6syXv1SZL7q0WIha+jHpoEhk9QsHYqz/GFSVYX8gVovDsSEGgy9Ej/YuJ41lehc18+V9zCN2juUaqvwMKzVp/Lupi3aQqALLmFqw8zTXfhO2Rd+fbqoMazqfBBPtmCDzZYlXE2x6d0MFvijtdarXwNpFK7OUKKrXRt7WyKSnzM7Wtm7gFGKU+eJoYqlBWSV+NkY7ZuuqQTksrsPPKIs8G6Gzj6/W8BhKN8d/SOCLpbEplghAEEPXGqfL5z4QKYp73hb/buqiHSTbqZ6pJZszqYAKorOf5KnMvNTMfBmLnpeXgMCNqSFn2C2F4MtgicxS2tOOxGm+290pEM65Gj5vPpu1QRlRjWgOBRTQ4rFhmi96zm/Rqux8qUx7am/l+ekgGr6VAukAXXNAVIG1LYvHJGHo3JbUKxmBkhEo/giUgC+CseP6Lxxs4f/u3qmdWgNGDL6M9BuN7Z0N0w9ZdnE6+WywsP3GIs9YWOQVjHt5CNMdq2FjQgj+ajwNTg5KjkaUTWgAACAASURBVGBxiYy5jxFPfsWeuqPg5eYjWWfI+fGoTR8xRS6ONJsDB1tNPvnBAeMxwrkOuvlMxNfnx+GDsSmGWrtikM9E9L2+GGsrdsKc1+cZ+LK2QmfUr9IXXweMR2/7cvi8qTITgpdT9zexCII/BONE7Q9yqIiBTZQfsemBE1Hb0gmjW8lTRY0MGI9epSqjf+NvZccvLjEUX9zbjNXlOqCBRPr45stzEJ+fie87FEZT6JqM6QETUdXCARPaaNN06JvEeyFEZRCknrOATvL6F49f+2Hm67P4u/VyWFmUkmy6c+AktDU2xWVFHsRtEfjS9cJULPNqiWY1vkCPgAlM82Vy6cpoXK4Thj3aiXUVu+DbN8qU2911hqG8exP0DJiIqS510KW+0onMyx83vsed9Bhs6bRN/Te6/3w3H7SvO4r9bfj58ehbuhL6N1ZGgUiVfgHjMdW9kfo3UnXCIq9i3MuD2FXrS1T0bIHc/Hzk5ylgaWHGqi+9OBX2JhaY3tawFNpvAsajq11ZfNFMmyNd35ydf7QDa2OfYkrpqvg9/iUOd5Ff21ee7sHa6Nv4W2b9p6S9x8CbP7A5e5afjQOieiQKOeTOOmyt2g9ert747Lry3V/o3hCudmUwJfRvrK3YBbNUc3ak+QIYGxmh/z/LsbJsGzSqruTo5mXL5TlIzM/C4g6b2Z94+7QWfFRroWfABMz2aIi2dZRzKC6U+dL78ly2putV6Ss7XPdV7/bBprO19KLoR+svzUQuCjC33QZ1G9R30qyRKpMCxqOelTN8W+nW6ZH67bVnf2Bp1E02ZzsSQuDfRT41+17IEcwND8KZDhs0ONuF7XYOmKgGX06K5p8ONr2vzMMa2vOq9kGXAGWE4wznGqjp1hC+z/ZjY5UemP7qNPv7vgYT4OJYA10Dp2CBuw/a1S2MYqPru69+h9DsRKxW7Q28/cUeTdCqjhJIGXx+HIY51UDPhtNk56P7+fFYWKYFWtb+WrbOszdnMO2VH36r74syLvW16s0JmIiKFg4YZ+BeN+TcOAwuXRmfNZFf/3Kd8b+/GZviQzDNqRoD5v/oskO23xce7cSPMQ9xXGYtxiYG48u7W9DG2AxheVn4ratmWx8TXuCrez9iV+2hLPNlyG1l9Pdyr9ZM82XWmwCNOTvVZgUyshIx+PY6rK/UDd6VlYAKL6uDlJmLc9orsyFj4p9h6P3t2FC5B+pWUmpN0Du0xLOZ7Hykpkezdbylal/UrCCvSXD92R9YEnUTJ1suhbW1s9YYjTk/Du1pr2uu1L/RV6hfC9wboJ1qD9dXX3j99+tL4Z8WjV52Hrid9gFbdeyNh27+gIsp4dghM6+h74IwIfgIKMMsWZGHDZ0LvzN0z5fhAZhMDvsms5CUFomxz5V0r9uq90dU8lus+HAfK8q2xoKIq7AoUMCvy094E/UPxjzbj1/qDkc5d2W2Ci9zAyehskUp+LZW6iSFvLuAicHHsLf+GHi61ENS6jsMurkam6r0Qu2K3SWHJTLmLkY83oPf64+Fh4u37ND539uEbfHBOC0zPgPPj4OvS1109ZmI3Lx8FCgKYG5uqtGeEe2VBQXqfq2r1AX1Ksvvx3Kd2XRpFkJz0lDJzIbRVizuqPw2SJVdVxcwzZcfZOyUuyGHMC/8MpszE/pOidq69eIAFkZex/nOW/Eg5ATLJKByoNFUXH/1N44mvMJQN2+si30Gr4I87OmyE8xGCr+Io83nw95Wk1aP3u2upSphgMpG5O3ztfA26hZ8n/2OPd6jZe3cJ6/9MSPsNE60XgYbS+mgFtbHG8tYtP8fXQsjo/kYEfjS7cI0/FCuHRpVH6R3yfB+/Vx7GCp4NtVbX1xhUeAUBrwUoAAuplaY1k7e7ll9cQYDgvleJG4r4NFP2PHhMSoaG6OChR0mtVFm/fFy5sFW7P34DH913YELj3Zh1cdH7NLp9uvw280VeJ6ZgGZ2XtidqtR82dB5O6u39uNDnO2s/Z3tf34cJro1QMd6ykxnan9r7HP1Wnjw6gRmvwnQOR/Xnu7FyqibsuuH933zpdl4m5uGjRL9YOeAu5uwvfpAVBVoIElNRl5ePh6+OoF5ERdxuNkclLLTpL8zZAInB4xHRTNbvMpNRTMbdwxrsUT2Z7MCJ6KmpRNGypx1/rq5EheS3yHfCOhkVwZfNi/Ut6NG/7yxAldTI7G9y084cms1dqa8Y5ovx7vuwJqLM5FVkAdXMxsczU5mtiet06O31+BoYhgOiN5votTrfnEGVpXvgIbVlBp/1P7plHfqtXDx0c/YEHOf7bFy5eTd9TiREMLWtK6y9MIUZsN+p7JRhXXZGffFQRxoOAUuEjqC4naDHu/GypgHCOi0ja2Vopavz49HB1tXnEn7iBEuNdHdR1P3Utje6IDx6FmqMj6TOXv+dHU+wrNTEFyQj3HOddjeLizbrszFh7x0LOuwFbuvLcShrCSm+bK780+gb1PFf6lv4/LSmebLAAt7jG29Eruvf4fHGfHYInq/6d3+8t5m/FRjMCp7tWa3+enKfIRmJ6u/oyfurMPxpDDs1eGb2PvPUjzO+Ij1gjOesM+kO0VlSuBEVDPX3jvo2sl7G3A8IRS/GegD2XJlLt7npmN1x61Iz8yGlaU5ex8MKczOevATppSujC2JYdhdZyjKu2trF1JblPky6NZq/Fi1H6qXl6YdHBcwAV4m5uw8/Xs9+qZr6gz5BoxHF4cKGNRkDiYFTmDgS1/aQ1v/ADoLL/JohC3vlZkvi93JXh/G6tW3dNbyY1x+8hs2fLiNk4K5pPZbWLthREvlXrH44lSU0nPOnRE4EXWtXTBCx/7CzhBX5+M794ZoU0dbA3LP9SV4nBGLjSKbS24OllyYCitjE8xpX3iWM2S+qE7wuwuYFHJc7QOR8jXxtt5G3Ybv89/xR/3xcHcu1FwW3mtgwHjUN7Fgc3ay1VJYWzppdGXA+fEY714fnbzHgnxc8cYm+MbGHb29R2HAjRXYWKk7pr9Wgi+bKpOt1w1fkC+qlLYf48SdDTiRpPlu9w8Yj69LV8FnjZRngCkBE9DAxg3ftJCn/R1G7TtVR+8G8uc3/m6z80alXlrDu/7SLKQrcrBIYt+UmospgRNQx9IRY1oV6oLyetyvYugcltQrGYGSEfjvR6AEfFGNKQdanB0d1XouYjCGqorBF+L43NTesOjuVVe+ZfE5s9topv4bMq1vo//BhOCDmO5YHRsTgrHPZwocHZQcweLyIf4JRj7ZjV/rjoa7k7Rw4bCLk1BLBb781WgW7G01ow7p+nAXb3SsOwYjgyYx2rGh1i7o5z0eA29+j9XlO2FOeCC7NTki61TohdFBk9DTvgI+a6gJjiQmv0F82jtUKaOM0qEyLGgSBjhURN8GKkfWpSkMfBnWTP4jNvbiJPQqXRm9feQjlJJS3+LLextZ/+pW1HSa0X13XJ+PuLxMLGxrGAA259IUVDG3h28L7Y+Yvnl79Po45r27hGmO1bApIQSn28k7Pp6Hn8G3b87iRMsVMDezlWy6x6WpaGdshkuKXMm26PqyMq3QsOog0P9TmVSqChqUbcfeh7Xlu2BWuBJ82VlrKMq6Nkb/oMmY6loPbWtrOoVjE18gPSsRFTwKaROozflu9dGqptKg8704CX30zMfnFydjikcD9W+kHiw8+h+MDz6InTWHoqxbYygUBcjPV8DMjFw8wMrLMxj4MqnVD/qGXN2vbg7lMKChEtgrSrn4dBfWxT3DlNJV8EdCMPa3lwfMbrz8A2ujb+G4TJ20jCgMur0a7U3M8SQ3E3900GwrKTUcX9zbwMAXD6e6GHhTCTx8594IjtYemP76lMacHWm6gGm+UL2VXq3hU2WgxqNFxz5CXkEOm1cqvP3V5TvCu2If9rful6ZioVtDtKypTRVE13Pz09Hn6nwGvtCaliuPwk5gbkQQDjWeAzsbTboY+s3ma3OQW6DAt63XqpswNjaGQkFuJe0yLWgyy3z5ppm800KuLzeDD2Bp9C1MLV0FmxNf4YyOdcb7rasOjRHN2e28TBwRza14fKgulZlONVHVpT7GvfwTGyr2wIw3SvDl93rj4FK6puy4f0x4jszcVJR3UzrpePuLPZqiWXVl6vpXtBc710IXb6WIsVShfizxaIqmqt9I1Xn5LpC9U795+8LNUZtTfeGlqSwCc3Rzw7SSvr44CZ+XroLePvKHCrn+nnu8je2JU0tXxcGEl9ijY51devYLfop5iIMdpL+z8cmvMPTBVjX4slu0zvh12l/srV3wxT3l3r/Cqw1MTcyYk3h9xe6Y+UZ5KDvefCmycpLZ2qS/1yrfTeMxomKV1DyeLg3Yf+OSgvH1w+1s3muWV9L3sfnwbIam1ZTacOKSnvkRA2+twJYqfVHVS0lFJlVuBR/AkuhbONZ8CawsSmtVmRA0CR3ty2JAwzmybQgvUL9of2lRQx6kk2voz9sr4Z8Whe427ribEYONOuye4/fW4WLKW2yVmdfXUVcwMeQo2hibIik/F6vbawZDvHofhMmhJ3Cw0SwkpkWydUVla1UCX15jw4f7WFSuHRZEXoFlQT7bg9/F3MHYF/vwS+3h6rnhzxIecwtWZnZwdazF/hQWeRmTXh1TrwW+V2+s1Bs1ykk7a6JjH2Lksz3Y6z1W3Y7UWJ1/vB0/xb/AcZnx+TJoEkaRbVVnDPLyFQxkMTNVfut4MTY2gUKRj9T0KHx+ZzXWVeyG2uWlQSFdE7/12jyE5aahIoEv+TlY0FbegfLLjUV4k5OM5W2l7ZQHr45gfuRVtDEyZQ7/eSI79k7oISx6f53tv3yfpb7t95mCa6//xonEMHzl6s2+r2UV+djV4Ud1Pfq22Vi5ajwKvSMONp7qICPePl8LER/vYMzzfdijw859Hn6WrWta05YyQS1004N3fsC51Pf4VbR38A7RullVrh3qVdLUf5Iae94vAl+8XBoatC6FlZZdno4CGEGBAjibWOq0ezZcVdo4M1pLAzQXnu7Cro9PUInAFzM7jG2pacdeeLILv8U+ZrYJ7bOrYx+z9mgOf72xGC+zE9HUrgx2p0bBu6CArdMrz/fgh48PJb+zwRGBcP/3jOJgowzmuvBkB7bEPcdJ1fp+8uYUZocH4kTLZbAws5ccG/491/WNph/+dH0+3uSmYU077UAqOgfQPr+92kBU9FQ6qOVKnqIAT1+fwrzICzjcZA5srbXtGX2TODNoMsqb2SAsNx1NrN3wVVPN7H/h7+demoKaVs4Y3nSRZLNH7q1h4EuBEdDetgwGN9YMZqPrV1MisLn9Vpy4v14JvhQocLj9VtD7QHSvLuaF4MvcNuvx94ONOJ4Yhj0S7zetkXIuPrC1dmP9ofb9U96pv8lXX+zBhg/3ZO1c+s3ph1twLCEE4m+v+AFXXJ4BYyNjrb2D6tEZl84B+3wmywYWCtujfq2MeYhz7bcwfaSilhFBk9Deyg3nMmL02ld09uxZujL6yJw9d/2zkGV0hCryMcalLjs3C8tP/yxATG4GlrTdCNpnj2Qno5wiHzs7/IiFl6ahgoU94nLTmVN5gMoG++3mEjzKjJf8ztKcVXJvpt7T6P6vclLUa4Hm+2RSGH7RYVf9fnMZnmXGan17eb/5iM6iM7CZvdbewfYJ1bz/LLNviueEzt/vczOwrN0mZOfkwcKMviWGzRydSYc/2sHOZlsSX6nPi1K/pu/557cpc7kfqpRRUsaLy5SgSfAysWTnaSlfycSgSejsUBH9GszE9KDJCDYyRh9zW4xrsYKdr79zb4wfo28i0cgEi1T2+oygyahn5YThonNMyr8BJNEJL1FdYFtQ+02tXTFMtQ8svzydMTzoOufOCZqCOlYu+LqZJiArfDY6Q/Rl4EtjNK9RSNvO6/xxcxme6ph3rTV7ZQasjUwxXeYbo2v2Xr2/jCmhxzDNsTo2JQRDytfEf0/fzbHP9+H3+hPgXKq6ZLNfBE2Cj2rOjkrYxHR9nKsP2tYeBfJhxRmbYLi1G3rW+Ya9D0I7f0OlnqhRrguGX5yIgewco+lXSkgOQ0JapIbfitr/unRV9KivOvcFTUFDG6Ljl9/vyS820LE6utXTpCIUPiCdIYY93M76V1N03qB6W67NBWl5zWtjGP39t0GTUdvKESOaLdUaRzsbS8MWXEmtkhEoGYH/ZyNQAr4wqp1sRi8mBF74iOvTfCFuxZ9l6FDEs7bw7GSY/mtoLOlqGFgj/D3nM5/tVhtrYp7ppB3Lyk5FcMRlVC/bFpYWdpIvz2enRqOeuRUu5OWAhLwdRGK+dH20pw96NpwI4qvfF/sCPezL4Ktm09AlcB62VOuBKSFKByPnqSS6p756aKh4Z6j9L0i/pbnSaTTBfyy8bZzV3JlSnSYu9Sou0tzXvD5F+/e99oO6T+J21gfORGxupqTgo9Q9J/qPQTWr0pjaYXWRFyHntyZKItIR0UU7Rs64V+9vo14VeYc3UcZ0MrVAYF62ZFt0ndNREef+/sR3GOtSE40rdGTp2pRmOyn4FHsOzovf2c8X33qSALNm5ovUw4p1K77wG43+TtUwSJWCK/UbojtoVqEdKno2lx2/VxFXMeLxPnWfxLRjpJXkYGIuyTks1Sj1q6eE9pAhE0j6EsujH2KWS03s/vgUf+ugFKToqsjYZ6hTSdM5y++TkhaFnpeXsjl7mJOB4yIKM/6uko5BJc+m+PPmevySEqWh+SKkQzrTfimMjUzR9eICkOZTkxq6o3A57/GmKt3QsLrSadTplC8WlGvO+InlCnGKd6kxkPHuyhX+bktx9dNvVp6fhpyCfIP3Osada+Oq5j82ZK54HdKHmh9+nc3Z1o/PZGngqD5xzL+OvmvQOruRm4Gzovnnmjh8z6Ox2p8ciWke9VHDrR7TpiAqKdLroXKo6RR4ONdmNFRLvZqgQz3pjCP+LLz95eVaoG1dZeYLcRKPdPdG70bykZm03ltX6o7yHo1kh47zL8sJ2k7zH4vKlqUxuaNmdLRcg7SHD3WtjgFNi575wrWVvnWpjn0fddOO0TqJjg9W6xKJ+/MxIQQDbqxngFloXqYW9Qm//rvPCOYYPHhnC1tntFeam1hg2quzGnMW0GkdMnMS0efKCjU1ga73kXOwCynEmP5W+dZoKdAsE7ZB80zrvWedL+FSuqps81zngmuBiSuSaGzn0uUwtKX8YVz4G6YN5NUM7VSUdkVZZ/Sun0yKQE+V5osuu4fGJCk9CtXKtZO8Bef3J02ChPwcbBNRGHFNGLJNKPPg4P1dOJARj911hyAi4RVWR97GssqdMOv1RVgWKNia55zhcppGwo4EvwvC6Cd/gWsy8b16R83+su8Z1Tn24GcMajReCygQtk3v9taYp7L7ENEIjvPwQY+GE/XSjvF+CfWEijJnawNnIiQrBZXN7ZCq0NT9E7dD2kXZeemy3+qbLw6y8aY5I3BguYhSkmvckZ1Dbf35+HecyE5ltmpQ8DEciwvFMA8f/PDhMYv63t9rN+6GHGNUqPRts7XW1jQS9pFrzpzv9AOsLBzxNuomvn6wRz2HUuNCek9nnx+S1AUQ1qd3+2xyBP6S+d7TujHkm0tt8n7tb+SLcm7y+7HcPM4/M5EBL+T8dDK11Gn3vIu5y5qRuw/pg/0YdQ9VjUxR3tIe00SUkv73tmF31ANmm9AZ48/nh3EuN4vZl9suzseLzHi0KF0ePyWGg3Ilt/bcicCHPzPaP0O0Nqj9TdEP1WvhXvBxtt/SHit3NiF9iquvz+jd08iWf52dqrV30Hhw20qoiyE33kQ79jD0BGa9DYCctpa+NUealRXNbfEqOxVN7Twwuq18AAONMwHpcvYV18uie3ZwKKv17v5xfTkuJ77D7l67QN/0v0L88CA3G/69fwbRjuUU5DHw5XBmklrz5dDN1TgcG6ohHi33THT/k4nhaipQ0qtYHaFJmST+Le3XLz880qlrQL+hd9vEyEhSC5CfcXVRagvvS/1aYuB7KPWspA3Z0c4Tp1OjMNK9Lvo01tYI5L8jmkwnh7Ky32qiHQvPSsGrgjy2t9O5WViIduyDSvOFbOcDrwMQm5/HNF+m+49DRSsHxOak41J+LgZZlWLah9svzcejtDjs1EH3xu9B9w9htGPKzCOa7+NxoTpp4O6HnpDVsxT2nd7tGpaltPYOqkO+gcNxL/XSzfH2aM1G5qRjY48dRaYd49p9ZOevjX0BsucqekpnvtD9SO+rqlczWFtqZwzT9RF+vihvZsl8IFK0Y0TpyrUFSTtrX/QjNLV2ZONA34MVZVtgffhVJBibsP9v4z1cSwNE175B7be0dcfYdkpAnOi9HPXs91J6j+J7SJ0hhHVI6+dx+kfJfVOqv7RmrU1MsbCLfPCo3HNyO4v7QKR8Tfy3mTnJCHl3FTXKt4OFTAAqaQU3srBBYG4WuB0gvLdQW5A0W/bHB6OvQ1n09/FlZ3HS9JsYfJL9hNvrA/xGY7AeLWF+D2p/hEvhmWes3xg0ZjST8vv98VsbUNOtvlrvUWqs+Lst1BwU1iP62HRFnpbNJTfu1C9va2dM7FB0xhZd72zJtZIRKBmB/2YE/s+DL1LZLcKhffTkGfYeOIJFc6ejlIM9CIyhMnq4MqKVDhdiQ0tuar47O4lxZZM4ZlHL6/f/YPjDvTAEfDGkbXLo1TdXfsROtVmIUnaatGN0fbRKFJbaIwOsoS1FdE1F1wsLmBAx1zXgosRkzPYzUAOA+Hbpgze4+VzWXUPAF0OeK14lYi4nXEa85Zm56XqdoPxeBL5UtypdLCHwu5RuG3qW6UHoA18MeTYy+DqbWiIgT3k4Fhe6LhRip/kY4loLTVTgi9Dw0ARfCgVSdfVDCnwZ4FRdLT5nyDNI1dEHvpCmh4WZFVrUko4iF7dJ4Etv0hNqUXTaMTX44loLP394olPzRd/zqsEXM0s8zEnX0nzh4AiBLzXLd2TNMa0Ir6ZwsfNkDnwhYMbAF2NTtv6EAqly/ZASazYEfNH3XHSdgy9yzorrT/chj3SIVACCvjbFwoX66guvc60BWmdbPjxl4tufUvg6u56boaX5wudIuL/QgWCcRz3UcPdh4As5cMe9OMa6IARfuCinvr4xB3nZ5mjn/Q2ragj4oq9Nus7Bl4MqQUvxb/xubYObvRsa19TMqJJrm/r1tXMN9G8mTwMp91sSeqYgAkPAF33PxsEPAjmDczNwQORA5deFHOF8rzQ3tWR7NAmzksA7lYDO65CVnYTeV5Zje42+qFtZKcAuV3j7wrr6wBd9z8Svc2CR+mRprh1IQY7+Sk7VZQFg8X2oX0Jgz9B+UD3SIjieGG4Q+KKvXQ6+dDQ1R2xetiz4wm0TvpeRgHZkUhjWRNzG91XE4Iu2ALtcP/j9tcCXWgMlhc31PY/wOomM//hRHnw5dGM1Gni1QJWyrQ0GXwx5D6X6SELPwdnJTDA5JT8XK4qhN8jb5eBLB1MLKAoUWg5UDo5w20ToTCXwhZyBX2uBL0obSUo8V/w8vH3O9R4efRtD7/+iE3wxdN4IfDmXHCHrRKTrnav1Qxm3enqb5OCLISCgVGMcfKFr+pxx+jrDwZdqxqYoa26H6Z0KM1Hpt+RU3P3hkdo24d91mkMS/A7OSEBzDr4YgQlWF0XonDRnNkQ9VH+TuU2sC3zR90z8Or3b4TmpGiLa/FpmdgIO3t6KPt7D4ehQQWeTQvDFEBBQqjHSrKxgIPii7/k4+GIMI7Rz8NICX+h6UNI7tRA7zcfGyDs43Xs3A19yC/LhZG6NI2LwJS5Up7Ya75cU+LIm8rakLaTvWcTXdYEvBJj9/XgvPm88UdZhLmzvU8EXChbsaOeB06nR+Ma1Lvo2kQdf9D0n13x5rcjDWMG5mf9uY+AsROWkYW0PJXUbBaX5x4cx8IU0X0hrTwp8eZgeh10S2kri/my+OAfBmUlq8MVQDR59z0XXdYEvhoJuwjUbnZOO9T1+KjL4wrX9uA9El+aLIc9F4EsFc2vmA+F2gPB3QvCF/j77zAR4mNmwPZTsqJXlW2Ldmyva4IuBQWSkOdOcab4Ugi9OZlaY1cmw7Aa5Z+TgCweExPUMBd347+admQhbE1MsKAb4wu0s7gOR8jUZMle8Dp21GpvbMB+IlOYLXZ9UphG6NhjHfkLnypYOXujvM4ZpvggD47hNNZD8JM6G+TGo/eGCumP8x6CJrW7wxZDn4++2nJ1HgS25edkGB01Rv+rbOGNCuxLwxZDxL6lTMgL/6xH4Pw++EI3Y8rVbkJqapjH2ndq3VgMsZwKCsHf/YXa9fr3amDZhNCwtLIo8V9+dmwQzSlEtxkeMR3XOdauDVTFPcbzFbDiXlqYdM6RjBH40sLBlUW5y4MsolSgstUeHCwJfvlSBL+TInxJ8Avkwwuaq3dGgWj8UFXwZ5FQFX7RQptRPPE2ZLy46hcsMea74pDD0u75G3SdDfqOrziSK+rFyxKQOhkWDC9siI4fE3ficGRIpqKsvZPB1M7PEWVVkorguc/hVaIuWtZV0RZ+ziI6aaF6pMwbf2aZheOxrMArlPZqAMl9mCgRSdd2/nf8YLGAifsqUekMyXwwZ/9B3VzDyyX61ULI488WQNoR1vjg1Gr1KV8RXrQzTQRD+ljsWaM52fnikM/NFX78oy6LHpcVszu5mp2tlvsSrRJ531h6EWhWUVDft/XzxXdnmcLMrwxz4QmORHFQFCmN0v7RAQyBVrh+JKRHoc3U5NlbugkY1lHzeHf3GYEHZZuigI/NF33PR9bsvj2J62Hn4tV0CB1sPQ36is84YPxIudMeYdkXXfOER1zRnG6Mf/yfgSzczK1zNSdPKfMnJzUDH89M1BLDJIB/j7o3ano0YQE5g2pinh9jzHm42De5ONVWZL031jjsXwBWKtZNwpL7ITEMm4EnYGUx4eQJymS8JyRkoZWcJooczpBD4MtS5JgY0U1JHFqWQ04++YzOcq+FA7AuDjKAingAAIABJREFUnEJy7ccmhqL/P+vQ1cwSz3PSJcCXlxhwc6OGADYDXyq0hbmZFXP+CueMHIPpWQnod20ltlXvA+8qSh0XucIFcIVi7W38xmBlhTZoJZP5YuhYcZHxgE5rYWkhTdNjaFtUj/q1jLKqVMBeUX5LEdfHE96gl4MXbqZEYZeBGb9S9wiNuIyRjw+wYIKYvEwt8OX520CMfXYYJ1rNh5NDeRTulZ8jOuk11kbewuJKnTD7TRCjHQvoRZH7/+CbR3uxv8FYlPNQUsLJleDwIIx++hf+ajwBZVxJ8yUSva8sw45aA1C7orwGjyHjRSLj22OeaYjryv0uMzsXinwFbKyl7Uner+01+qFu5aLTjm0InIWXBL5Y2CEpN8tgwVap/t56eRjfhgWyOcspUOjMfKHf8+/6sRYzcenlCRyPD8FX7vWxKuZJYeaL6jtyuv0y2Flr0o6J+0CBMzTfXKz9TdQtDHvwKw42mQhPHRo8hswZiZifTX5ncAS3rjZ5vwx5D6XaoSCtvAIFo+NxNLHCrM7Fd8ZRMMnWqHuoYWIGTzM7zOikSU/mR1mAMY8LwZcXRzDjdQCCum3BjitLEJqZiMb2XtiZHAGff/tDQtnn7+/A6qj7OgXY+XP53/0RGz48VtfldsN/sZ9RNgGBL9SnTykEvjwIOYbZ4RdgyHsodS8K0ipvbouwnDQ0sXPHqDaGUXdKtbX/+nKcS3wLUxihbSkvDG+lScVMIPhlAl9U+++5+zuxKeouzvT6GcvPT2XvjqMZZb4kor2pGb7v+iMO/rMKRxJeGfSd3XdtOU4mvVXXDXiwC+ve3/nPwBczI2MsFWXNFWf+SMR85fvbCCrmd4jOCR3tPeGfGoXhrnXQr0nR6VN5vwn8eJuZjDeKPIx290avxppZyhsCZyM6NxVruyvBl/3XVuBM0hvs66XMfKlkVQqxuWkIysvF51alMLnDavzEMl9iscOA59tycS6CsxKxTbUWDt1Yg+NxIfhTlG1fnHGms38Nq1KY2sEwzU1d96A1G52bjnXdiw6+cDtvrrs3Vn14rDfzRd+zjvQbg8rmVuw8LQW+DPcfzTTHvmypDOKbfXY83E2VeygPrln99hKjHVtetjmzqegc09BOtwA77xeBP80EdSnzxdnMCt/+R+AL75O+cdB3ncAXOxNzzO9iGFW7sL3QiKsY+Xif2gfyqeALZQ03NbdhcyaV+dLbbzQmMn+GkqLZ198XLe3KYEDDcewsLgyME2a+DNHD4MGfic56w5wL2T7GqsCXUToyX/SNL12PiX+BgTc3obh2nvge4/x8Ud/WBeNKwBdDhr+kTskI/M9H4P88+PK/HHE6VJkbmeK7rpuKfFse5UfR08cjb2F52yWw/wSnJ4Evbayd8DorGT90WKZFo7Ho7GT0KN8KzWoOZn2lzJQGtm4Y2nwWZgd8i+k+32DYg9/YNZ75Qs74z5wKqcR0PeSgU6MxSEA7RocXbxtXdRRIkQdI9QNON8D7VNx2+O+oX7Wsipe++fDVKZYd9EP51jgUfhVbJLJVitI/MvgGWzsiT5EvmQI+xX8sxgoidymya4hLLbSq1hff/7MGk72HMkOICqfEIPBlVpnG6KICVHT1R5z58qXfaAwsZuS78D48Qpb36VPBl6/8RqOPUxV1VlVRxphTaqyt1AF+4Vex/BMihdMyPqB70GIMs1U6lXzbagILBM4suLQYMxv4qumieOZLBZda2PhgDybUHgzfZwfZ7wl8ocwXov3bULkLGqsAFbnn4+CPkHaM5nth+VYGZ6TItc3pQwyJWDZk/ClCSR9dh1w73ClHwOOJ8Kvq6EJD7itVh+bgS2sn5KMAk9pr6wzROptU9ws1pRIdCMZ6+MCnbGusurNNY28Ugi+G0j2JsxOEFJDFfSb6Hc98OdpsJlydqmk1VVTwhb4hw1xro1/TGUXuFkVEE/0QUXMFvr9drGxQflN+KB9u6wZzEzMMa6VJwUVZE4uuLMdcQcYPp2h0snXHj0/+xMS6QxgNFZXALuuRlZWMXle+V1MT6HpAnm2pRTsmAMKLPECqH1AG2dzwq6xPclQMRWn7UzJyyCl4LPEtxng2xLOE15ghiqIvSj84+OLr4AVbU2v0FwF4ETH3sfbuTrVtkpz6ns0H0Y6lZSbh8OsA9KvQltFg2RTkM5CUZxxIUYiI+8azLbnThe+VwizEojyPsC5lI22PeaIF3Eq1pw98UdOhFTMjhyKyX2QmoaNTZaTkpOukx9D3vLdfHsbMsEBMdqwEewt7dBNRlT57E4Cdz4+o7Rxh5suzd9dwPeYhGjnXYLSe5RX5LOqbf0fOdVgBaytpehjeLw7+cKcLUW59dfdndXahvv7ruk7A4tnEt4wK7VML75ch76HUvYiemDKLKlk7wcHcVietq76+cvCll60bXC1La2Up3nxxCP7hV9RZTHw+KFCIMrgi0j/A0cKO0Y75EPd8z52gjINVkbd10nvyftH910XdV9flAUmfGohE7ROFUXh22ifb1cLMFymHnr4xpuuT/ceinIUtTGGMGqUroLuIdsqQNngdDr54W5ZCXccq6ihufp1s1PuxL9R0dPTvjRG3Ge0Y/Ta/oADJOek4lJkIyiwkmmuioToSF4pDBrzfB/5ZiRMJr9V1Lzz6Beve3cSZT8wopv4ThbDZvwLrxaHeFo/hxUe/YOW7m8UOtqFzQns7T7zLTETXss3VQWtFmSted8vFOXiTmYwyFrboVaWHFsUQUSDFZSWpaXWFmS+UYVbWxgUPEt8wCqzPrUpjcodV2HFpAR6mx2KHAZkvWy/OxcvMBHUQw9Fba3EsNvg/2c8o86VWMdkfxGNJ4Atp36zpvr3ImS/czlpSphFOvr+LeSpK3+LMF/2GwJdalvbIUeRhUos5Wv6U1QEz0Mi1NjqqqIIJHHE3t2VnbwLMRtXshwXPjrDMF04xS3RPDWwN82Mw8EWQ+UJZYU5mlpj5H4EvumhvizJm1C8CX+YVA3zhNgCdfY5F3pT0NRWlL3TW6mTthKz8XEk6zoVnJ6FPhbZqSm6e+TK4yWTMCZyHmQ1GsWxZKtxeJ1/UEAPpk/sS+CKoS2ujqa0nRrQtulap8Lk5NTJl4Neu2LkoQyJZl/pV34bAlxWf3FZJAyUjUDIC//0IlIAv//2YyrZI4IulsUmx0jf5gW6P91BGV/GphRxnw91qo28TwxxnHHwRcluSI4cK5yMvEvjiNxqDBEDNpgtzUNXBCz0byYuSGfLMHHyR4840pA1hnUn+Y1HLxqlY6ZvEOUsaKydbzdNLfWBIvzjPLHHLGlI4+MKdo9yRQ7/lQEeXU76YXbYJOtX31dsk3X9xmcboVH80q0sUB209fBjX7acUbqAdaDQOZd188F+AL30NBAHF/Q58uBtL398xiM9c3zNz8EXolNX3Gw6+cE0Wvu7pd+SgMjI2Nhh84fcXgi+zTo/H0Go9dWqe6OsjXVc7zTquMIgiQl+bFKHU1FY3V7pcG5wO578CgmgODAG3eH84+MLpJ/keRNePNJ8BN8fqLFLOULon8Tqn70bP8q3VQLi+sZS7Ts5RotY62nwmXB3/G/DlG7e66FOMiFGiw1kR/fA/WWccfDGE35+PDQdfmtcawv7EnfH0/0UFX/h8C9c5P5zL6UEZOoccfPkvnJV0T3F2pKH9oHrklDse/9og3QB97fLxNpTfXwi+VC+nFNDl67444Av/5vAssIzMOMy9uEADCNf3DHLXiVJv+4cnLBJdX9EPvkQzuoydtQaiVjEO5QS+vMxKMsiBp6+vHHwx9F3kY3yi1Vw4OVRkzXNazwoFCvzR62f1d8QQpze/P9c/IqqOFTc2YMl/YF8R+HIu4S0DhD61qEGhJpPh4VKnyM1R4BNlL6zsvq3IvxX/4Nz9HdgadRd+Bjjd6bdcg0c4x7Tuiw++7MC6qHtq8IVA162PD3wyYEJ9JUduRE4aNvXY8UnjxMCXkJOYFX4ectpa+m5AARnlLWw/2XHK99mzCa/xu4FzJgRfeD/JGS8EX4iG6mh8iKymkfD5CBg4mRCmrku2HoHdq7pv1zcMeq8T+GJubILFxWB/EDdO4MsPETcNAgGlOva1ny/a2XliVFttUWq9DyKqwMGXjT0NexeF4Atvasm5yQx8oQA7CvopCvhCAM6LjHg1+HL5yV5ci75fLF+D+Nkp86WWlSMDhD610Jr9mJuB1cUAX7idRXqzPlX7fmpXMNpvDNqWLoevW8qLpQtvModox1TgC/87OeOLC76M8vdFE5tC2rHdl/+/9u47zorqbOD4A4h0RKrSrKCCaFRUREFAEdEYC8Zu1ATRYI+CkKgxJvYaNUTR6EssUWMNCNIRFBURBUSFUKR3FhQEbHk/zyxnnZ2de+fM3Jm9d3d++49lZ86c8z0zO+U55zm3SIOd6+WcxlvrlstznhdWgy+77FRDbuz5QGjzRSuKU8GaNOehC/DsoN79dqxFbFOWCb5c3OWn2YPmu5U7+HJuE7v0yd5UyzqzuH3Dva3WzM1WXxN8ifqc5y1bgy+H1tFMEtFnYNr4sg0CCEQTIPgSzS3SXreMvlJqVqkeafrmkpUfyfkzhspTHc6XNq27Rjq+eyddZOyCJgfI6UfapYzpr2nHPNPpu4/oJ99XqSIPtz1ZDmnzCycN1WkN95WzOxev45Lt55cj+kqfhvvIOTvSjgVtb/v79UUL5bSpd4s7BYztvn7b6Yi29nUaRZq+OXP+m3Ll3P/I60cPlEYNoqeIM/VS71tDpIzRNHBnNz1AztjRxyaFiZb3zCF9Zc/mh4sGX25ocZicsCNHajYrTVk1qMXh0vOQ4EBNGPP5S9+RS2Y9U5IuJtfgi87IOTXyzJd/yJ+WT4vlo/BXW1bJyZP+GGoqcQ8n7Vhn6b5jQWyTwkQ9R3XT4EsVOXHC70ulEstkbY7vTjsWpl+ybWvSh5gUMLmW2+9NnYLfXH7dNfyL8PufvSQDFkVPGeKu+4+6Ts3I/lZp3cx+Gnzp50rRuK5ovpw+tTi3/sudrpVmTtqxfnJbq6Ok+0GXZKUyx/9zq87SLcegpvdAJTNfjvqdNG24X5l6RJr50qxDpHQdb300RO5e+XHklCHuyhvvfxx4nrTd41irU9EbfJm3ZLL8ZvZzzr4afPlma5GTss8mDYC559ikKLOqnGujKbOfkd8veUcm9HpIqu9UK+zuZbY/dsSlcsde3SON8n3+3Tvk1aKF8rLlR8FslTXempKqya5lA4HefTdsWiKnvnO7DG1/lhywZ/H6WO9/9oIMWDRRav/vRyclzsLl78tFnzwt/+rYX1oGrM1h7jlxpKzy1vWNaQ/JY2vmxBJ82fj1cjll8m3iTk0Z5iT46/gbnXQ0QyxGTweVO+3zl+T6heOdlFQ7VQtOu2vSjr3WeYA03nVfp/iR0x+VO1fPFhN8mf7Fq3LdgtElqcSy1cEc/60ed0idWo2Cqhvq95p2bOymJU4aoFx/vlzxoVz48ZPy4hFXSvMmHUIXd+voq+XbH3+IJfjy1kd/l0dXfmQdfPnQlXbM9PFz794uj21cIodWqSJ/Pekx0TRU9yz/0Oqjtx7/vpUzZJxFIDIslH7IXfbtZmfx7lx+ioMvr8uAxWNlzPF3S60aDUIXp+t2tNpZgy/3hd7Xu4N6j9m4SIadbHcuaho4TTs20nXuPjLhRnlJZ7ztVENu7fWwaBqqV9bNkxctgosaGHhtwwKrWTJhG6vBlxpVo6Xe9h5r3Cf/kLuXveeknIzyc6HOfKnfItIzp/d46r1o2yZ5wPJc1HvpqKJFTgDa/Pzxratkwg/fyjm1G8oV3e+Uxyf9QWZuWWv1t/tvO4Ivj8bwd97bNn331+BLlNTb3rLuHz/AWdtGA3kbNm2RBvVqS9WqVay6b33RIjlt6l2xpRTv++al0nWX1mVmSmeqjDvtmNnm1BF9ZUOVanJH62OkS4cLRdNQafrkSy3SUOnxj3A+kIdPtZwNzKRGvlPT3rY/38o220YafGlQvaYMjDAjZ8Gy9+XimU/LsJ9dInu36JRzXdT7Ute7VlCBmgbuaE/qRhN8Mc/2zsyXJvtLH4u1KzX4cn7jtnJmp4FBhw71+zXri1MjP35AH2m3d25pb/XAZpmAvp5sG6EqxcYIIJCYAMGXxGjLFjxp1v9J9Wo7R/rwsWzNx3Luh4/JsJ9dJHu36JxzrXWRsQubtbOe+VL8x7z0wmJlZr4M7yunN2kjZ3W6MbB+Ghg4o3G01FDZCvcbhRxYmSwb6EjNxnV2k8P2Oz10MeZjZ75mvqjxOU3byek70gKZ1CraELMYbK8Rl8rAlkfIcRYzX3Sx9sGtO5VMww4NkmEHM0LWpOnINfjy+gcPSNumHSKNFJ448ym5ZdkHsQRfjHfYmS/uxdYXr5wuF8wofkHTBQarSDU5YfwgebDNidKxbfZzcsvWNXLihJuttg3bl2bh3KgjRb3H0zVAWjTYU3627ylhqyJmRLTfAoyhC9sxauy+fY6XI/f/pdXuzmis3Q8umbVn0iPozibFV5hZa2G2targjo3MzJdM64WFDb5oKo2DWhxekn4tTF3GfDxU7l4+3WrdgKByjfdTB10gbSxnhaqxphY0aTXN3yA9lo76DpPuydxzoi6Knq1973z6rAxePCWWv0d6HF0voHubk6VVs+xrovjV6cX37pKX19utGxDUZyYXuO3MF00dd8rkv8gT7c8uSeli0lDV/fFHJyVOmAXYzYjMF12p6ILqbPt7nfny2MrZThqgoJ+gmS/btn8tL0x7QE4+8DxpsmuboOLK/F5HZH++tUj+HsNHOfdi7DYV8Zv5Yma87fm/H+SZnz8pJg2VzX3EHN9mW5v6ubfR62LsxsVOnXL90Vlar33ypJx52GVSt/ZuoYv70+ir5TtnTZ1HQ+/r3SHszBe/PtaP8UOKvpTDqlRxZpno7OC7l31gFXzRNfTuXjY9cmqobABxBl9Wrpktby/6T5nF7W07QGc6tnRmvuQefNGZRmFmvqjxg8s+lJGuwIqZ+XL8TjWclJ56r35l/VyrNY307/yr6+ZbBWpsfcx2GnypGTH1tvdYug7qe19OkPM6F6/JEfZHF1TvXq9lzimD9LjOmi/bNlkHAvWaGrlhQam/N38cfbVM+H57qZkvGnyx+ds9ZNLvZc6WdWXWTgtr4re9vvu3r93INwVv2PJ1tuqWbzc775Bhgy/mGSCulOI686R7g9ZywdGl09RmatNATTtWvU6pdKv6MX5dlWola61q2rGO9ZqVSTHtV6bOyujoSjsW1jLb9s6ahnt1k87tzs25WH0nrlG9VqSyzDPZs67U2rlUyPuuFVRWtpkvJsWXDgQ+r8lP30mylakZY3TQ8hkWgZqgurl/v2b9POnz/v0ytP05csCexTO7c/nRtM7Nd2kd6X06l+OyLwII2AkQfLFzyvtWy1bPlHOnDym1aHAulTpTI/ghZ77omi/uSLouDv59laols0x0AcPTG7eVs44KHhWggYHTGyUx86V4dIzNiOVc/Gz2NQtcv955kDTatTjtRi4/uuD9n1rZL5asxmc1+WlBbDOKVuvw3KH9pPXuh4kGX25wZrP0C6yarhcysMURsc98MQslm8WPcw2+BDYkywYTZz4tf1z6nkz++dBcinH23bR5pfz87VtDnYtZZ750v12qVqkqvSYMLrXge6aKbt6yTnpP+oPVLJmwjTUjlqOOFA17vGzbm9G6cczC+Z/8KF3f/K3cu9dx0qndWVbVzDbz5ZVO10nTRvuHWuhcX5ySmPkyZ9EYufyzVzLOxAsbfLHCybBRmEWbg46zfuMCOe3deySXmS9mlL4ea/wJD8o32zZYL8BuFoNPYuaLCb5M6v2oVKtaPYgi0d+HWbQ5qCLuxdijz3wpnvFW98cfZNQpT0qYBdjNPSeJmS+65svQ1bOtZhsEBV+CHIN+/+iEQfK5ayHmoO1t/s7mMvNl1EdD5I5VM8UEXz6a95pc+9+3ZHSPO6V2rYZZq2dmWyYx80WDL+M2LrZO9ZSLY9C+t425xpn5EkfwJerMF/dMOzPzxQRfdKHze5dNkzEWwUX9O3/Pio+SmfkyfoCs2L5Z7j+peBHzqD868+X7776XunVqRi1Cfjfqcmmxcz25/rjiGa+5/Ohi7GM2hZv58uCKj0rNtNPr/sWtRdJzpxpyS6+HRdOOvbp+nl3wZepd8sqG+YnMfNE1GWpFTL2di6nfvheP6Cvd6reUi7vmtl6Dlq0L3n+5bWNOM190xtv477f/NPPl7Ztk1pa18reTHg9s+t93BF+SmvlyYO3G0r/7HYH1CLNB2OBL0VdLndnIJtNGmGP5baszT7rUbyUXdbnFqiid+dKset1S17iZ+aLruh5z4AWiC50fXn93+U3X4HRPOitDZ8nEPfPlu++3So/R18o9e3UXk1bXqoEJbGRmgZpMG7ke4rThfaXvbgfJzw+/2qooNe5cv0Wpa1yzEIhUkcfa9ZH2e50gGnw5VwMqFllgNPhyXpP94p/5smGu9HnvgVIzu60ayEYIIFAhBQi+VJBuW7F2jpw97eHYcmd+vni8NKm/pzTe1S4dlt+aL19tLs5Hbkb26wKGZzTZT/ocOSBQ1VkfprHdLJnAwlwbmFHIceXODHNs77Zq3O/Tl2RE11tkl3otcinK2Xf2gpHSuunB1mV513zRMsyixGbmS+/hl8r1rY4sWcclWyU1Rdmg1p2kx44FCHNu0I4CdATbrz5+umTh3HwGXybPGiZ/WDo1tpHmuu5PmxadAhcTNpZ+a4O4RweLrvkydqD8tW1vObTNaVm7YOu2ImeWjM22YfvS1CmuhcDDHt+9fZjR0zbH0T7be/eOUq+O3ahl75oveoy5SyY6C7ibkf3ar3fscbR0OfBXgVVIaubLZ4vGymWfvZxxDaryDL6EGT0dCCYi2mdtWx4ttWruarO5kxPbPfNFd9LFpwcsHL9j5kvxvc1mAXYzSybMDDerSorIu3Oel0Ffvh3b3yPb4/ptp6OnX14/12rdgKDj6N+mecvetV57ym/NFz2GjvB7ZMUnzsyXMAuwm/vgSzku2uvXTp358sSqWfIfi1kUSQdf4hwRrTM5F66cbt1nZl0f78zfZ9/9s4wpKg50fPzfN+TqeSNlTM97pNbOu2Q9beL+O+8+mNZpbNESGZZAeqyga8H7+7+MuUa2//iD/DmGmS/6PLxy/Vxpv3cvq2pkmt2kawct3vaV6JoWutbGPUvfk7cszu/xnzwhdy2bZjVLxqqCro105suqb7fIvQUQfNG19FrUqOcsxp3rj46CLtqyXMzaVkHl+a35ovvoGiJVpIoz8+XV9++Tf6/9Qv5lkXYszPowQXXz/v6mt66S2lWrye9PeCjsrrFvrwue68yHXx1jN/MhWwVWrJkl277bbJ2VQme+jFq/UP7pCWBeobNM6jR21hh9fJIGX9ZYzWbR9WHmfLNOHrEI1ISF1Hf/DrUbyW/zHHwxmQTiWs9V15+qX2c3Z01Gmx9d86Vp9dplZre511fRtTY0oOJeGzdT2TpL5vB6dtva1M+9TfHz7XHS6QC7AWRhy7fdfunqj+W86Y+VZNqw3S/TdvoOs1vDNtZr6PrNfPF+IzpLByI3tcsCoynKbNeHCdPWKOtWhimfbRFAoLAECL4UVn9krM2q9Z/LL99/KLbgSxzN9i4ofvuYa+SY3Q+VYzsEL8DuzJKxTFEWpq5marLNR7Mw5UbZ9vMvJ0q/OS/EFnyJUgfvPuajk0nxNWhUfzl7315WCxieOKKvDGx1VGLBl393ulZ2a3SA5DP4Eneanzj67JP5w+WquSNKFoPVxV2vOug8adMq+/oWqQu+WHzAi6M/bMrwBl/CLMCeVPDFBIOHd71JGtRrVaYZ5Rl8yXWxXJs+CLuNe0Hxrds3yI3jBlstwJ6W4It+wHtp3RexBF/C9k2m7TX48rcVnzgpvsIswG7SYSQRfNEUikNXzpQ3LD50lkfw5fMt6+WRk4NHT8fVJ0HluNMqaYDm4VnPWi3AnnTwZXzRYnnaIqAQ1L5cf3/7mGtl24/fxxJ8ybUuZn8n+LL9KyetkgbMXpg/2lk0O+gn7iC7+3gPjhsgK77dXCDBl/7SokbdWIIvQaa2v9fgSzWpJjf3ekh0UNGUVXYLsL/ywb3y77XxBNm9ddXgS52qO8ngEx60bUZi22naqW4N9rBecD2xirgKvmrkZXJA7UZO8EXvI//dtEyuPe7uwEM7wZct6xL5O68BoQ51msjl3W4PrEeYDcLOfDFplJMY5BKm3t5t3esH6t+k/XfdU3ofdkVgkUkHX+7f53g5wjJ1cmBlI26wfPVMOWf6EHm+4+XSqtkhEUuJd7eir5fILybfXjKw6rbR18hxLQ6Xow+8IPBASQdfwqRODqwsGyCAQMEKEHwp2K4pXTGN1t/6zp0yOIGRmlEJvMGXMOXoLJlTE5j5og9ogyfcbPXRLEx9o2y7dPUMuXf643JXj9utZz5EOU6YfcwaIib4EmZfnSUzIIGZLzqr665pD8utxwx2RrTkM/ii6/Q89cXr1ukDwvhF3bYk+BIyuLDt26+l59gbEpn5oqPGHpn1vNVHs6jttt0vzAc82zJz3W7ekknym9n/kkzrq2QrP6ngi1779894Qu7s8WepU6tpmSqUZ/BFz+nn5o2Se08K/oCXa1/Y7u8Ovtjuo9tFWdvJtnz9e/TkF687ay3k+2fKp/+USctnOB/zCuVH1xB5ZPkMq/VV3HUOM0smbFs1r/2bi6dYfTxPOvgyYvojsvCrZXJ1j+APeGHbGXV7Db6M3rAo9CwT7yCEqMf3209nD8xY+7kM7PlAnMVGKktHxW/7bnssa1FEqoDPTu7gS5gykwyyazB47baNclm3v4SpUplt40g7prMUmtTcVc7odH1OdYlzZ107qKpUDf33Oskg+1OTb5VaO9WQczsPjrOpkcpxUVN1AAAYz0lEQVS6b9wNcnCjNtLzkMsi7Z/ETle9eZm0izDLRM+/T7esTST48tD4G6XNLi1L1jSMq91hgy9bv90kN44dKNcdcrHs1fyouKqRcznu4EuYwsLMkglTrm6rA/T6u9bHC7t/XNuvK1ogt029R27ufEOkNeviqoe7HDOLOsoAXSdFWeP9Y1/zRet08+Tb5MaO/aVFs4OTaDZlIoBAAQkQfCmgzqhoVcllJMoXX06QhvVbStOGbStasyt0fc1HpyjBF/0Q2LJJe99R83Gi5DP4Emc74ipLUypdOXe4jD3+PqlZo16oYnXffZp3jLTwb6gDsXEpARN88abcsWGaNX+k7NHMPr2gTZk225Rn8MWmPuW9TdgFxd31C5tesLzbVlmPN3rG3+XhCMEXDUzPXfK27L9HN6lRvW7eeJIOvuStYVkOrMGFMRsWhJ5los+b85dPs057Vohtr6h1CruguGmnzkRftnaOHLj3iQXb9DiCL4XYuKjBF02Bs27TslgWfi5El0Kuk340b1encehZJjqAbev2Itmn5TGF3LxSdQsbfCnUhkUNvvx36RSpW6uh7N64faE2rVLWK5fgi2YPaFy/dcEEkiplB9EoBFIgQPAlBZ1MExGoSAIEXypSb1HXyiKQ9uBLZelH2lFxBNIYfKk4vUNN0yBQWYMvaeg72lhxBSpL8KXi9gA1RwABBBDIhwDBl3yoc0wEEMgoQPCFkwOB8hcg+FL+5hwx3QIEX9Ld/7Q+/wIEX/LfB9QgfQIEX9LX57QYAQQQQECE4AtnAQIIFJQAwZeC6g4qkxIBgi8p6WiaWTACBF8KpiuoSEoFCL6ktONpdl4FCL7klZ+DI4AAAgjkSYDgS57gOSwCCPgLEHzhzECg/AUIvpS/OUdMtwDBl3T3P63PvwDBl/z3ATVInwDBl/T1OS1GAAEEEGDmC+cAAggUmADBlwLrEKqTCgGCL6noZhpZQAIEXwqoM6hKKgUIvqSy22l0ngUIvuS5Azg8AggggEBeBJj5khd2DooAApkECL5wbiBQ/gIEX8rfnCOmW4DgS7r7n9bnX4DgS/77gBqkT4DgS/r6nBYjgAACCDDzhXMAAQQKTIDgS4F1CNVJhQDBl1R0M40sIAGCLwXUGVQllQIEX1LZ7TQ6zwIEX/LcARweAQQQQCAvAsx8yQs7B0UAgUwCBF84NxAofwGCL+VvzhHTLUDwJd39T+vzL0DwJf99QA3SJ0DwJX19TosRQAABBJj5wjmAAAIFJkDwpcA6hOqkQoDgSyq6mUYWkADBlwLqDKqSSgGCL6nsdhqdZwGCL3nuAA6PAAIIIJAXAWa+5IWdgyKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBlFSD4Ull7lnYhgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAXgQIvuSFnYMigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAZRUg+FJZe5Z2IYAAAggggAACCJSbwJPD/uUcq+9F55bbMTkQAggggAACCCCAAAIIIIBA4QpUyuDL4iXL5C/3Pixff71ZfnZwe7m2f1+pWaNGrL2gL9jjJk4pKfOi838pvXt2L/nvmbPnyJ33/8357+a7N5NbBl0nDXapX6oOWs9//PMF+d1V/Ur9zl1/3WHw9VfIwR3ax1p/CkMgjIA5n73n+aixE2XYc/8W7/8PU7Z3W/e1o7/zXsPbtm+Xh4Y8KZ/MnOPs6nfsjZu+kgceGSq/+dU5skfrlqUO4b52k/r7kEv72RcBc46vWbOu1L1Dz+vb7nrQAfK7p+Qi572u/O495nr3uy7NsXWb5StWlfn47N430z0xl/qzLwJxC0R5lgwKvgQ9O5prfMXK1U5z/J7/Mj07eveN874cty3lIZBNwHud1KtXV24acHWZ57lcFb3vW957k83zptZB69ui+W6l3gPN/zfvijxv5tpb7J+UgHnvcp+j5tzvfXy32L9BcB9Mqicpt6IJRHnODNvGXK63OL7JhK0v2yNQmQUqZfDFdJj+wRg1blLswRd9IHn2hVflzNNOdoIm5g/nlf0uch5Q9L//OuRJuaZ/X+dFQT86zfz0s5J6uF+QvQ/65ncXnXemU5a24dGhwxJ56ajMJzZti1dAz0MNstStW7ckWGgCHJs3b5aexx1b5qUzag30emm+W1Pn/DcP/40bNiz5mOv+uOW9Xtwvyn4v6+5rUeunQRx32VHrzH4IxClgzuMtm7+Rzp06llxbev5OfX+6bPnmm9iDL3otvfz6m3LBOWc4gxW89x7nb8DzL5cc1/uR2f2Afnz3LqWCL377rtuwIfZ7c5x9QFkIRHmWzBZ8CXp2NNf9wQe2c65577NktmdHv311EJJ5LqU3EagoAt53Jq233kNWrFoT23Om+9p2l6vXr/velO15U8twDyrwG5xk3v143qwoZ18666nX1ytvjHIa3+fU3qXev+IOvnAfTOc5RquzC+Trm2XQc2cu32TocwQQKCuQquCL+yFZKdwjCvUBe+vWrbJl61ZnRH2YUVbeP1zekb/eF2jTDX6jF70vHd6yOYkRyIeAeSjYb5+9pWatms4LsJ6r27Zuk7kLFor5WKR1c4+wcF9H5sNRl6OOkJFjJzrNsBnJ6L4mtm3bXmZGi9/HLr+ZL95AjXmhd39Qzoctx0TAK2D+7h/V8VB5b/oMufzXFzqbPPbUM6L/742RY0qCIN6Ruybw4Xff8QZBssl7rxfvyN5MZXnvf373sEz3RM4EBApRwP1SrPcgnX1mBsiYe54Z9R4088XdPr+XXvds6EzPf37Pjn7XY5i6FKI7dUqfgO07T6bsAube0qXzkfLiq8MdQO9ggGyq7utIt/POoM50TXnvjzxvpu/crcgtNve47l06y8QpU52BMfqjA9TcwZdMs5+914XtdazH4D5Ykc8c6h6XgDf4Ul7fLL3Pk0HXbpRvMnEZUQ4ClUEgNcEX7axRoydI7149nFG9+sdj7ITJpUbxfjD945KPwX4jrzJ1uN9HKt3W5Pz2ewjX39sEX8yLvbu8ynDi0YaKJWAeCi45/yx5+rmXRP85fNQ4OaX38c5/m+CLnusTJ0+V00850WmgexSh+WjVtGnjUCPe3Q/1fh9t/a5V2+ALH4Er1nmYltq60z3oqFz90dlg+u/6T3fA8O0p78mee7RyZll6Z2G6PwgFPVB7bd3XRrNmTZyXcHeQNdO1YxN8yXRPTEv/0s6KJZBU8MVvprN3MIDfx17b4EuY59iK1SPUtjIL6Dnvfh/zttU7K9N9zzH3wCM7HuK8g4W917ivmdWr15bKYuC8R3oyGZi62QRfeN6szGdtxW6bucfpQB8d5KMBl/3a7lsq+JJtBrNeK+6BA5lSY/opcR+s2OcOtY9HwP2cWZ7fLMMO3InyTSYeIUpBoHIIpCb44l3zxfsQ7JdCxTZlmXdfm4dwPX38Hk78Hs4ZvVg5LraK3Ar3Q4EGVzT1kaZD6t61c5mPsu52ekcRekcMB5l4HwpsA5aZ1nzxXku8DAf1AL/Ph4A7+LJH61bO6NvadWo5M2AWL1laKvjirl+2EYSbNn3lu8aYX/u85fjl/rYNvvh9sAr7QSwffcAxETACSQVfbJ47bYMvftcUwRfO4Yoq4M1R716Lwu85znz41fucO+2ztt/2Hcp7T7N93jTH8K75wvNmRT370ldv9z1u7rz5Tsp2dyBG00BnO5/NAB0zSybT2n9+stwH03e+0eKyAtnSjiX5zdLvuJnumVG/ydDfCCDwk0Cqgi/e9CzulEg2N/9MDw3e3PXessLMfDEfqnR9DfcPC6dy2eZTwH1zdo9wqlmzRpngizsdhNbZrGuk/x4m+OId3aj75zLzRff3Lkjsrp+u38QPAoUg4A12uAP63odf74LAWn9zv/DOoFm+YlWptVj82uq3zlKY1GF+L91+dQyT2rMQ+oQ6pFcgieCLe1aoGRxkOwIx06hi771XeyxMyqX09jAtL2QB89zWbv+2zv3LG5hxP8f5BV9sPgR7Z42Ged7Ubb2D7njeLOQzirp5Bbyj7nWms0lBZgIqfgNL3Wn5zHWm6wZ605VlEuc+yLmIQLGANwhSXt8sbZ87c/kmQx8jgMBPAqkJvugHY/fio3FEkf0eGpQ2lzVfvCenfrR64unn5BcnneCkleEHgXwIZBqR4f0o6705R5354neTNy+zNjm4M8188Xvh+HDGrMAP0vkw55jpFfCbaWI03NeUCX42btjQOYf9giTO9juC+df075v1PuIXeDHH9b54+z2w+93//HpR77//GTlGLr3kfCcNKD8IFLJA3MGXTM+Otrm3bVO66HEOP/QgZ/FkfhCoyALuWVzPvvCqeGeZmLZFyR7gF3gJ87yp2/oFX3jerMhnXLrq7n3H0/9+5Y1RDkKfU3s795CgmVzmvqTbT373g8DnO+6D6TrHaG12Ae8g1/L6Zmnz3JnrNxn6HgEEfhKo1MGXbHkJvX9Iws58yTaN3fvwnyn1g80LtO10eU5qBJIUCBN8ceesd6+tpPWzmfmS6aOu+yOw/nu2fN42wRdSjiV5xlB2LgJhgy/uNZf0GuvZo6v07tndqYIZNRy01lLQmjDe6zLTvSlolDEpx3I5M9g3HwLuc90vtZ++JJ/xi97ONRf0zJbt935le1Moafttnh1JOZaPM4Vj5irgN+AsaJCPHvO14W85aXC9M1+CnvOCfu++XrPdu4KCL0HHydWN/RHIRcD7jueerTz4+iuc4IvfdxO/zB96rmtaavMM6lcv7oO59Bb7VkaBfH2zDHrujOObTGXsL9qEQFSBShd8caddMOmOTDoh91R1XbRYf8xI4DDBF7/URVqWOydxtnr47e9ODeGuJ+nGop7a7BengG3wxZteqM0+e8mWb76RWwZd51THJvjil1LCnaLIewz3NeKX3sh9Xbqn8Xr/PsTpRVkI5CJgG3zRe5v7XqPXSb06taXncceWvPhmK8tdR+8Ud/M7971JP+iaWTTu60q39Ut5ZF7a3fc80o3lcmawb3kJZHuGc18reh3UqVVL9t1nr8Dgi82zo3cbcw1pu4OeHd3XJ+nGyutM4ThxC7jPY1O2913Ie78x57vffcx9DXnr6ncs3cbsk+15U7fz7u++v/G8GfeZQXlJCfi945lrzH39ZHsGNM+Bjw4dJjcNuDrjLGvug0n1IuVWNIFC+WaZ7bkzl28yFa0/qC8C5SFQ6YIv5YHGMRBAAAEEEKgIAqT4qgi9RB0RQAABBHIVYIZJroLsjwACCCCAAAIIIJCEAMGXJFQpEwEEEEAAgQIQCEqHUgBVpAoIIIAAAgjkLEDwJWdCCkAAAQQQQAABBBBIQIDgSwKoFIkAAggggAACCCCAAAIIIIAAAggggAACCCCAAALpFSD4kt6+p+UIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQgADBlwRQKRIBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTSK0DwJb19T8sRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgAQGCLwmgUiQCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgikV4DgS3r7npYjgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAAgIEXxJApUgEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBIrwDBl/T2PS1HAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBBAQIviSASpEIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQXgGCL+nte1qOAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCQgQfEkAlSIRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgvQIEX9Lb97QcAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEhAg+JIAKkUigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAegUIvqS372k5AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIJCBA8CUBVIpEAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACB9AoQfElv39NyBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQSECA4EsCqBSJAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC6RUg+JLevqflCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkIAAwZcEUCkSAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEE0itA8CW9fU/LEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIAEBgi8JoFIkAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIpFeA4Et6+56WI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAQAICBF8SQKVIBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQSK8AwZf09j0tRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgQQECL4kgEqRCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkF4Bgi/p7XtajgACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgkIEHxJAJUiEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIL0CBF/S2/e0HAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBIQIPiSACpFIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAQHoFCL6kt+9pOQIIIIAAAgg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" ] }, "metadata": {}, "output_type": "display_data" } ], "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": 93, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tsource_ndg 2019-01-18 19:20:00+01:00\n", "tsource_vdg 2019-01-22 17:00:00+01:00\n", "dtype: datetime64[ns, Europe/Amsterdam]" ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 0,\n", " 0,\n", " 29.635,\n", " 21.42,\n", " 0,\n", " 0,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=, min_th_power=0.0),\n", " Heatpump(name='Heatpump NDG', max_thermal_power=7.7, cop_curve=, min_th_power=0.0))" ] }, "execution_count": 95, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "hp_ndg = case.assets['Heatpump NDG']\n", "ws = case.assets['HotWaterStorage']\n", "ws.storage_level = 47.083 + 25\n", "pos = 35.650\n", "neg = 43.850\n", "dam = 68.400\n", "demand_vdg = 0\n", "demand_ndg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "tsource_ndg = 21.420\n", "tsink_ndg = 118.755\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg)" ] }, { "cell_type": "code", "execution_count": 96, "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": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 97, "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": 98, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_NDG_before = s.hpcase.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_after = s.storage_case_PCM.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_before.equals(Tsource_NDG_after)" ] }, { "cell_type": "code", "execution_count": 99, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "# mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", "# )\n", "\n", "# max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", "# )\n", "\n", "# min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", "# )\n", "\n", "# Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "# Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 101, "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": 102, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# import plotly.graph_objects as go\n", "# import numpy as np\n", "\n", "# fig = go.Figure()\n", "\n", "# configs = {\n", "# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", "# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "# }\n", "\n", "# for name, config in configs.items():\n", "# trace = create_load_trace(*config, name)\n", "# fig.add_trace(trace)\n", "\n", "# fig.update_layout(title='Switch prices for different configurations')\n", "# fig.show()" ] }, { "cell_type": "code", "execution_count": 103, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 104, "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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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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": 106, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 108, "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)-37,696-38,190
Total exported to grid (MWh)--
Total consumed from grid (MWh)37,69638,190
Total nominated volume (MWh)-37,696-37,696
Absolute imbalance volume (MWh)-801
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4140
Total day-ahead result (€)-1,553,699-1,553,699
Total POS result (€)-22,954
Total NEG result (€)--5,580
Total imbalance result (€)-17,374
Total combined result (€)-1,553,699-1,536,325
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -37,696 -38,190\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 37,696 38,190\n", "Total nominated volume (MWh) -37,696 -37,696\n", "Absolute imbalance volume (MWh) - 801\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 40\n", "Total day-ahead result (€) -1,553,699 -1,553,699\n", "Total POS result (€) - 22,954\n", "Total NEG result (€) - -5,580\n", "Total imbalance result (€) - 17,374\n", "Total combined result (€) -1,553,699 -1,536,325" ] }, "execution_count": 108, "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": 109, "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 (€)3,090,1643,090,164
CO2 emission costs (€)1,124,5721,124,572
Gas taxes (€)790,305790,305
Heatpump VDG OPEX (€)-46,600-46,600
Heatpump NDG OPEX (€)-15,400-15,400
Result on electricity market (€)-1,553,699-1,536,325
Electricity taxes (€)-35,811-36,280
Grid transport costs (€)-273,944-275,718
HotWaterStorage OPEX (€)--17,000
EBITDA (€)3,079,5863,077,718
Depreciation (€)-248,000-265,000
EBITDA + depr (€)2,831,5862,812,718
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 3,090,164 3,090,164\n", "CO2 emission costs (€) 1,124,572 1,124,572\n", "Gas taxes (€) 790,305 790,305\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Heatpump NDG OPEX (€) -15,400 -15,400\n", "Result on electricity market (€) -1,553,699 -1,536,325\n", "Electricity taxes (€) -35,811 -36,280\n", "Grid transport costs (€) -273,944 -275,718\n", "HotWaterStorage OPEX (€) - -17,000\n", "EBITDA (€) 3,079,586 3,077,718\n", "Depreciation (€) -248,000 -265,000\n", "EBITDA + depr (€) 2,831,586 2,812,718" ] }, "execution_count": 109, "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": 110, "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 (€)-6,231,000
Regular Earnings (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
Irregular Cashflows (€)------------
EBITDA (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)2,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,592
Income tax (Vpb.) (€)-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648
NOPLAT (€)2,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,944
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,944
Simple Payback Period2.6126401375173294 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)9,108,429
Discounted residual value (€)1,037,143
NPV (€)9,108,429
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,384,944 2,384,944 \n", "Simple Payback Period 2.6126401375173294 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 9,108,429 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 9,108,429 \n", "\n", " Year 3 Year 4 Year 5 Year 6 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 7 Year 8 Year 9 Year 10 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 110, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 111, "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": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", "2019-01-04 00:00:00+01:00", "2019-01-05 00:00:00+01:00", "2019-01-06 00:00:00+01:00", "2019-01-07 00:00:00+01:00", "2019-01-08 00:00:00+01:00", "2019-01-09 00:00:00+01:00", "2019-01-10 00:00:00+01:00", "2019-01-11 00:00:00+01:00", "2019-01-12 00:00:00+01:00", "2019-01-13 00:00:00+01:00", "2019-01-14 00:00:00+01:00", "2019-01-15 00:00:00+01:00", "2019-01-16 00:00:00+01:00", "2019-01-17 00:00:00+01:00", "2019-01-18 00:00:00+01:00", "2019-01-19 00:00:00+01:00", "2019-01-20 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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": 112, "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": 113, "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, 4660000, 4660000 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "Heatpump NDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 1540000, 1540000 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 425000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, 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"color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Gas consumption costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -3090163.9, 0, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "CO2 emission costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -1124571.98, 0, 0 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "Gas taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -790304.76, 0, 0 ] }, { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Heatpump VDG OPEX (€)", "orientation": 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", 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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": 115, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 116, "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": [ -5.00504064, -1.9254547199999998, -1.92732308 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -5005040.64, -1925454.7199999997, -1927323.08 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { 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", 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" ] }, "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": 118, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ 37.43241475251446, 34.88525734677963 ], "textposition": "outside", "texttemplate": "%{text:.0f} %", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 37.43241475251446, 34.88525734677963 ] } ], "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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", "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": 123, "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": 124, "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: 7.55 s\n", "Wall time: 15 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_4292\\3838043831.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": 125, "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: 7.78 s\n", "Wall time: 11 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": [ "9108429.395614326" ] }, "execution_count": 125, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3abfdeea568f4b0984e8b84263168792", "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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49\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mcase\u001b[0m \u001b[1;32min\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcases\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 50\u001b[0m \u001b[0moutput_dict\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mkpi\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mkpi\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mnan\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_4292\\3648020848.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(c, s)\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;32mdef\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_4292\\2183127480.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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"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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